%------------------------------------------------------------------------------
% File     : ePrincess---1.0
% Problem  : ALG062+1 : TPTP v8.1.0. Released v2.7.0.
% Transfm  : none
% Format   : tptp:raw
% Command  : ePrincess-casc -timeout=%d %s

% Computer : n028.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 15:34:09 EDT 2022

% Result   : Theorem 6.31s 2.01s
% Output   : Proof 16.36s
% Verified : 
% SZS Type : -

% Comments : 
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.10/0.12  % Problem  : ALG062+1 : TPTP v8.1.0. Released v2.7.0.
% 0.10/0.12  % Command  : ePrincess-casc -timeout=%d %s
% 0.13/0.33  % Computer : n028.cluster.edu
% 0.13/0.33  % Model    : x86_64 x86_64
% 0.13/0.33  % CPU      : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.13/0.33  % Memory   : 8042.1875MB
% 0.13/0.33  % OS       : Linux 3.10.0-693.el7.x86_64
% 0.13/0.33  % CPULimit : 300
% 0.13/0.33  % WCLimit  : 600
% 0.13/0.33  % DateTime : Wed Jun  8 07:42:31 EDT 2022
% 0.13/0.33  % CPUTime  : 
% 0.19/0.58          ____       _                          
% 0.19/0.58    ___  / __ \_____(_)___  ________  __________
% 0.19/0.58   / _ \/ /_/ / ___/ / __ \/ ___/ _ \/ ___/ ___/
% 0.19/0.58  /  __/ ____/ /  / / / / / /__/  __(__  |__  ) 
% 0.19/0.58  \___/_/   /_/  /_/_/ /_/\___/\___/____/____/  
% 0.19/0.58  
% 0.19/0.58  A Theorem Prover for First-Order Logic
% 0.19/0.58  (ePrincess v.1.0)
% 0.19/0.58  
% 0.19/0.58  (c) Philipp Rümmer, 2009-2015
% 0.19/0.58  (c) Peter Backeman, 2014-2015
% 0.19/0.58  (contributions by Angelo Brillout, Peter Baumgartner)
% 0.19/0.58  Free software under GNU Lesser General Public License (LGPL).
% 0.19/0.58  Bug reports to peter@backeman.se
% 0.19/0.58  
% 0.19/0.58  For more information, visit http://user.uu.se/~petba168/breu/
% 0.19/0.58  
% 0.19/0.58  Loading /export/starexec/sandbox/benchmark/theBenchmark.p ...
% 0.71/0.63  Prover 0: Options:  -triggersInConjecture -genTotalityAxioms -tightFunctionScopes -clausifier=simple -reverseFunctionalityPropagation +boolFunsAsPreds -triggerStrategy=allMaximal -resolutionMethod=nonUnifying +ignoreQuantifiers -generateTriggers=all
% 2.33/1.16  Prover 0: Preprocessing ...
% 4.45/1.57  Prover 0: Constructing countermodel ...
% 6.31/2.01  Prover 0: proved (1383ms)
% 6.31/2.01  
% 6.31/2.01  No countermodel exists, formula is valid
% 6.31/2.01  % SZS status Theorem for theBenchmark
% 6.31/2.01  
% 6.31/2.01  Generating proof ... found it (size 4047)
% 13.66/3.77  
% 13.66/3.77  % SZS output start Proof for theBenchmark
% 13.66/3.77  Assumed formulas after preprocessing and simplification: 
% 13.66/3.77  | (0)  ? [v0] :  ? [v1] :  ? [v2] :  ? [v3] :  ? [v4] :  ? [v5] :  ? [v6] :  ? [v7] :  ? [v8] :  ? [v9] :  ? [v10] :  ? [v11] :  ? [v12] :  ? [v13] :  ? [v14] :  ? [v15] :  ? [v16] :  ? [v17] :  ? [v18] :  ? [v19] :  ? [v20] : ( ~ (v20 = v19) &  ~ (v20 = v18) &  ~ (v20 = v17) &  ~ (v20 = v15) &  ~ (v20 = v10) &  ~ (v20 = v6) &  ~ (v20 = v3) &  ~ (v20 = e2) &  ~ (v19 = v18) &  ~ (v19 = v17) &  ~ (v19 = v14) &  ~ (v19 = v2) &  ~ (v19 = e3) &  ~ (v19 = e2) &  ~ (v19 = e0) &  ~ (v18 = v17) &  ~ (v18 = v13) &  ~ (v18 = v9) &  ~ (v18 = v1) &  ~ (v18 = e4) &  ~ (v18 = e2) &  ~ (v17 = v12) &  ~ (v17 = v8) &  ~ (v17 = v5) &  ~ (v17 = v0) &  ~ (v17 = e2) &  ~ (v16 = v15) &  ~ (v16 = v14) &  ~ (v16 = v13) &  ~ (v16 = v12) &  ~ (v16 = v11) &  ~ (v16 = v7) &  ~ (v16 = v4) &  ~ (v16 = e2) &  ~ (v15 = v14) &  ~ (v15 = v13) &  ~ (v15 = v12) &  ~ (v15 = v10) &  ~ (v15 = v6) &  ~ (v15 = v3) &  ~ (v14 = v13) &  ~ (v14 = v12) &  ~ (v14 = v2) &  ~ (v14 = e3) &  ~ (v14 = e0) &  ~ (v13 = v12) &  ~ (v13 = v9) &  ~ (v13 = v1) &  ~ (v13 = e4) &  ~ (v12 = v8) &  ~ (v12 = v5) &  ~ (v12 = v0) &  ~ (v11 = v10) &  ~ (v11 = v9) &  ~ (v11 = v8) &  ~ (v11 = v7) &  ~ (v11 = v4) &  ~ (v11 = e3) &  ~ (v11 = e2) &  ~ (v10 = v9) &  ~ (v10 = v8) &  ~ (v10 = v6) &  ~ (v10 = v3) &  ~ (v10 = e3) &  ~ (v9 = v8) &  ~ (v9 = v1) &  ~ (v9 = e4) &  ~ (v9 = e3) &  ~ (v8 = v5) &  ~ (v8 = v0) &  ~ (v8 = e3) &  ~ (v7 = v6) &  ~ (v7 = v5) &  ~ (v7 = v4) &  ~ (v7 = e4) &  ~ (v7 = e2) &  ~ (v7 = e0) &  ~ (v6 = v5) &  ~ (v6 = v3) &  ~ (v6 = e4) &  ~ (v6 = e0) &  ~ (v5 = v0) &  ~ (v5 = e4) &  ~ (v5 = e0) &  ~ (v4 = v3) &  ~ (v4 = v2) &  ~ (v4 = v1) &  ~ (v4 = v0) &  ~ (v4 = e2) &  ~ (v3 = v2) &  ~ (v3 = v1) &  ~ (v3 = v0) &  ~ (v2 = v1) &  ~ (v2 = v0) &  ~ (v2 = e3) &  ~ (v2 = e0) &  ~ (v1 = v0) &  ~ (v1 = e4) &  ~ (e4 = e3) &  ~ (e4 = e2) &  ~ (e4 = e1) &  ~ (e4 = e0) &  ~ (e3 = e2) &  ~ (e3 = e1) &  ~ (e3 = e0) &  ~ (e2 = e1) &  ~ (e2 = e0) &  ~ (e1 = e0) & op(unit, e4) = e4 & op(unit, e3) = e3 & op(unit, e2) = e2 & op(unit, e1) = e1 & op(unit, e0) = e0 & op(e4, unit) = e4 & op(e4, e4) = e2 & op(e4, e3) = v20 & op(e4, e2) = v19 & op(e4, e1) = v18 & op(e4, e0) = v17 & op(e3, unit) = e3 & op(e3, e4) = v16 & op(e3, e3) = v15 & op(e3, e2) = v14 & op(e3, e1) = v13 & op(e3, e0) = v12 & op(e2, unit) = e2 & op(e2, e4) = v11 & op(e2, e3) = v10 & op(e2, e2) = e3 & op(e2, e1) = v9 & op(e2, e0) = v8 & op(e1, unit) = e1 & op(e1, e4) = v7 & op(e1, e3) = v6 & op(e1, e2) = e0 & op(e1, e1) = e4 & op(e1, e0) = v5 & op(e0, unit) = e0 & op(e0, e4) = v4 & op(e0, e3) = v3 & op(e0, e2) = v2 & op(e0, e1) = v1 & op(e0, e0) = v0 &  ! [v21] :  ! [v22] :  ! [v23] :  ! [v24] : (v22 = v21 |  ~ (op(v24, v23) = v22) |  ~ (op(v24, v23) = v21)) & (v20 = e4 | v20 = e3 | v20 = e1 | v20 = e0) & (v20 = e4 | v19 = e4 | v17 = e4) & (v20 = e4 | v15 = e4 | v10 = e4 | v3 = e4) & (v20 = e3 | v18 = e3 | v17 = e3) & (v20 = e3 | v15 = e3 | v6 = e3 | v3 = e3) & (v20 = e1 | v19 = e1 | v18 = e1 | v17 = e1) & (v20 = e1 | v15 = e1 | v10 = e1 | v6 = e1 | v3 = e1) & (v20 = e0 | v18 = e0 | v17 = e0) & (v20 = e0 | v15 = e0 | v10 = e0 | v3 = e0) & (v19 = e4 | v19 = e1) & (v19 = e4 | v14 = e4 | v2 = e4) & (v19 = e1 | v14 = e1 | v2 = e1) & (v18 = e3 | v18 = e1 | v18 = e0) & (v18 = e3 | v13 = e3 | v1 = e3) & (v18 = e1 | v13 = e1 | v9 = e1 | v1 = e1) & (v18 = e0 | v13 = e0 | v9 = e0 | v1 = e0) & (v17 = e4 | v17 = e3 | v17 = e1 | v17 = e0) & (v17 = e4 | v12 = e4 | v8 = e4 | v0 = e4) & (v17 = e3 | v12 = e3 | v5 = e3 | v0 = e3) & (v17 = e1 | v12 = e1 | v8 = e1 | v5 = e1 | v0 = e1) & (v17 = e0 | v12 = e0 | v8 = e0 | v0 = e0) & (v16 = e4 | v16 = e3 | v16 = e1 | v16 = e0) & (v16 = e4 | v15 = e4 | v14 = e4 | v12 = e4) & (v16 = e4 | v11 = e4 | v4 = e4) & (v16 = e3 | v15 = e3 | v13 = e3 | v12 = e3) & (v16 = e3 | v7 = e3 | v4 = e3) & (v16 = e1 | v15 = e1 | v14 = e1 | v13 = e1 | v12 = e1) & (v16 = e1 | v11 = e1 | v7 = e1 | v4 = e1) & (v16 = e0 | v15 = e0 | v13 = e0 | v12 = e0) & (v16 = e0 | v11 = e0 | v4 = e0) & (v15 = e4 | v15 = e3 | v15 = e2 | v15 = e1 | v15 = e0) & (v15 = e2 | v14 = e2 | v13 = e2 | v12 = e2) & (v15 = e2 | v10 = e2 | v6 = e2 | v3 = e2) & (v15 = e1 | v0 = e1) & (v15 = e0 | v0 = e0) & (v14 = e4 | v14 = e2 | v14 = e1) & (v14 = e2 | v2 = e2) & (v13 = e3 | v13 = e2 | v13 = e1 | v13 = e0) & (v13 = e2 | v9 = e2 | v1 = e2) & (v12 = e4 | v12 = e3 | v12 = e2 | v12 = e1 | v12 = e0) & (v12 = e2 | v8 = e2 | v5 = e2 | v0 = e2) & (v11 = e4 | v11 = e1 | v11 = e0) & (v11 = e4 | v10 = e4 | v8 = e4) & (v11 = e1 | v10 = e1 | v9 = e1 | v8 = e1) & (v11 = e0 | v10 = e0 | v9 = e0 | v8 = e0) & (v10 = e4 | v10 = e2 | v10 = e1 | v10 = e0) & (v10 = e2 | v9 = e2 | v8 = e2) & (v9 = e2 | v9 = e1 | v9 = e0) & (v8 = e4 | v8 = e2 | v8 = e1 | v8 = e0) & (v7 = e3 | v7 = e1) & (v7 = e3 | v6 = e3 | v5 = e3) & (v7 = e1 | v6 = e1 | v5 = e1) & (v6 = e3 | v6 = e2 | v6 = e1) & (v6 = e2 | v5 = e2) & (v5 = e3 | v5 = e2 | v5 = e1) & (v4 = e4 | v4 = e3 | v4 = e1 | v4 = e0) & (v4 = e4 | v3 = e4 | v2 = e4 | v0 = e4) & (v4 = e3 | v3 = e3 | v1 = e3 | v0 = e3) & (v4 = e1 | v3 = e1 | v2 = e1 | v1 = e1 | v0 = e1) & (v4 = e0 | v3 = e0 | v1 = e0 | v0 = e0) & (v3 = e4 | v3 = e3 | v3 = e2 | v3 = e1 | v3 = e0) & (v3 = e2 | v2 = e2 | v1 = e2 | v0 = e2) & (v2 = e4 | v2 = e2 | v2 = e1) & (v1 = e3 | v1 = e2 | v1 = e1 | v1 = e0) & (v0 = e4 | v0 = e3 | v0 = e2 | v0 = e1 | v0 = e0) & (unit = e4 | unit = e3 | unit = e2 | unit = e1 | unit = e0) & ((v19 = e4 &  ~ (v15 = e2) &  ~ (v12 = e2) &  ~ (v9 = e2) &  ~ (v8 = e2) &  ~ (v6 = e2) &  ~ (v3 = e2) &  ~ (v0 = e2) &  ~ (unit = e2) & ( ~ (v13 = e2) | v14 = e1) & ( ~ (v1 = e2) | v2 = e1)) | (v10 = e2 &  ~ (v7 = e3) &  ~ (v5 = e3) &  ~ (unit = e3) & ( ~ (v18 = e3) | v20 = e1) & ( ~ (v17 = e3) | v20 = e0) & ( ~ (v16 = e3) | v15 = e4) & ( ~ (v13 = e3) | v15 = e1) & ( ~ (v12 = e3) | v15 = e0) & ( ~ (v4 = e3) | v3 = e4) & ( ~ (v1 = e3) | v3 = e1) & ( ~ (v0 = e3) | v3 = e0)) | (v7 = e1 &  ~ (v20 = e4) &  ~ (v17 = e4) &  ~ (v14 = e4) &  ~ (v10 = e4) &  ~ (v2 = e4) &  ~ (unit = e4) & ( ~ (v15 = e4) | v16 = e3) & ( ~ (v12 = e4) | v16 = e0) & ( ~ (v8 = e4) | v11 = e0) & ( ~ (v3 = e4) | v4 = e3) & ( ~ (v0 = e4) | v4 = e0)) | (v5 = e2 &  ~ (v10 = e0) &  ~ (unit = e0) & ( ~ (v20 = e0) | v17 = e3) & ( ~ (v18 = e0) | v17 = e1) & ( ~ (v16 = e0) | v12 = e4) & ( ~ (v15 = e0) | v12 = e3) & ( ~ (v13 = e0) | v12 = e1) & ( ~ (v11 = e0) | v8 = e4) & ( ~ (v9 = e0) | v8 = e1) & ( ~ (v4 = e0) | v0 = e4) & ( ~ (v3 = e0) | v0 = e3) & ( ~ (v1 = e0) | v0 = e1)) | ( ~ (v19 = e1) &  ~ (v16 = e1) &  ~ (v11 = e1) &  ~ (v10 = e1) &  ~ (v6 = e1) &  ~ (v5 = e1) &  ~ (v4 = e1) & ( ~ (v20 = e1) | (v18 = e3 &  ~ (unit = e1))) & ( ~ (v18 = e1) |  ~ (unit = e1)) & ( ~ (v17 = e1) | (v18 = e0 &  ~ (unit = e1))) & ( ~ (v15 = e1) | (v13 = e3 &  ~ (unit = e1))) & ( ~ (v14 = e1) | (v13 = e2 &  ~ (unit = e1))) & ( ~ (v13 = e1) |  ~ (unit = e1)) & ( ~ (v12 = e1) | (v13 = e0 &  ~ (unit = e1))) & ( ~ (v9 = e1) |  ~ (unit = e1)) & ( ~ (v8 = e1) | (v9 = e0 &  ~ (unit = e1))) & ( ~ (v7 = e1) |  ~ (unit = e1)) & ( ~ (v3 = e1) | (v1 = e3 &  ~ (unit = e1))) & ( ~ (v2 = e1) | (v1 = e2 &  ~ (unit = e1))) & ( ~ (v1 = e1) |  ~ (unit = e1)) & ( ~ (v0 = e1) | (v1 = e0 &  ~ (unit = e1))))))
% 14.06/3.82  | 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 yields:
% 14.06/3.82  | (1)  ~ (all_0_0_0 = all_0_1_1) &  ~ (all_0_0_0 = all_0_2_2) &  ~ (all_0_0_0 = all_0_3_3) &  ~ (all_0_0_0 = all_0_5_5) &  ~ (all_0_0_0 = all_0_10_10) &  ~ (all_0_0_0 = all_0_14_14) &  ~ (all_0_0_0 = all_0_17_17) &  ~ (all_0_0_0 = e2) &  ~ (all_0_1_1 = all_0_2_2) &  ~ (all_0_1_1 = all_0_3_3) &  ~ (all_0_1_1 = all_0_6_6) &  ~ (all_0_1_1 = all_0_18_18) &  ~ (all_0_1_1 = e3) &  ~ (all_0_1_1 = e2) &  ~ (all_0_1_1 = e0) &  ~ (all_0_2_2 = all_0_3_3) &  ~ (all_0_2_2 = all_0_7_7) &  ~ (all_0_2_2 = all_0_11_11) &  ~ (all_0_2_2 = all_0_19_19) &  ~ (all_0_2_2 = e4) &  ~ (all_0_2_2 = e2) &  ~ (all_0_3_3 = all_0_8_8) &  ~ (all_0_3_3 = all_0_12_12) &  ~ (all_0_3_3 = all_0_15_15) &  ~ (all_0_3_3 = all_0_20_20) &  ~ (all_0_3_3 = e2) &  ~ (all_0_4_4 = all_0_5_5) &  ~ (all_0_4_4 = all_0_6_6) &  ~ (all_0_4_4 = all_0_7_7) &  ~ (all_0_4_4 = all_0_8_8) &  ~ (all_0_4_4 = all_0_9_9) &  ~ (all_0_4_4 = all_0_13_13) &  ~ (all_0_4_4 = all_0_16_16) &  ~ (all_0_4_4 = e2) &  ~ (all_0_5_5 = all_0_6_6) &  ~ (all_0_5_5 = all_0_7_7) &  ~ (all_0_5_5 = all_0_8_8) &  ~ (all_0_5_5 = all_0_10_10) &  ~ (all_0_5_5 = all_0_14_14) &  ~ (all_0_5_5 = all_0_17_17) &  ~ (all_0_6_6 = all_0_7_7) &  ~ (all_0_6_6 = all_0_8_8) &  ~ (all_0_6_6 = all_0_18_18) &  ~ (all_0_6_6 = e3) &  ~ (all_0_6_6 = e0) &  ~ (all_0_7_7 = all_0_8_8) &  ~ (all_0_7_7 = all_0_11_11) &  ~ (all_0_7_7 = all_0_19_19) &  ~ (all_0_7_7 = e4) &  ~ (all_0_8_8 = all_0_12_12) &  ~ (all_0_8_8 = all_0_15_15) &  ~ (all_0_8_8 = all_0_20_20) &  ~ (all_0_9_9 = all_0_10_10) &  ~ (all_0_9_9 = all_0_11_11) &  ~ (all_0_9_9 = all_0_12_12) &  ~ (all_0_9_9 = all_0_13_13) &  ~ (all_0_9_9 = all_0_16_16) &  ~ (all_0_9_9 = e3) &  ~ (all_0_9_9 = e2) &  ~ (all_0_10_10 = all_0_11_11) &  ~ (all_0_10_10 = all_0_12_12) &  ~ (all_0_10_10 = all_0_14_14) &  ~ (all_0_10_10 = all_0_17_17) &  ~ (all_0_10_10 = e3) &  ~ (all_0_11_11 = all_0_12_12) &  ~ (all_0_11_11 = all_0_19_19) &  ~ (all_0_11_11 = e4) &  ~ (all_0_11_11 = e3) &  ~ (all_0_12_12 = all_0_15_15) &  ~ (all_0_12_12 = all_0_20_20) &  ~ (all_0_12_12 = e3) &  ~ (all_0_13_13 = all_0_14_14) &  ~ (all_0_13_13 = all_0_15_15) &  ~ (all_0_13_13 = all_0_16_16) &  ~ (all_0_13_13 = e4) &  ~ (all_0_13_13 = e2) &  ~ (all_0_13_13 = e0) &  ~ (all_0_14_14 = all_0_15_15) &  ~ (all_0_14_14 = all_0_17_17) &  ~ (all_0_14_14 = e4) &  ~ (all_0_14_14 = e0) &  ~ (all_0_15_15 = all_0_20_20) &  ~ (all_0_15_15 = e4) &  ~ (all_0_15_15 = e0) &  ~ (all_0_16_16 = all_0_17_17) &  ~ (all_0_16_16 = all_0_18_18) &  ~ (all_0_16_16 = all_0_19_19) &  ~ (all_0_16_16 = all_0_20_20) &  ~ (all_0_16_16 = e2) &  ~ (all_0_17_17 = all_0_18_18) &  ~ (all_0_17_17 = all_0_19_19) &  ~ (all_0_17_17 = all_0_20_20) &  ~ (all_0_18_18 = all_0_19_19) &  ~ (all_0_18_18 = all_0_20_20) &  ~ (all_0_18_18 = e3) &  ~ (all_0_18_18 = e0) &  ~ (all_0_19_19 = all_0_20_20) &  ~ (all_0_19_19 = e4) &  ~ (e4 = e3) &  ~ (e4 = e2) &  ~ (e4 = e1) &  ~ (e4 = e0) &  ~ (e3 = e2) &  ~ (e3 = e1) &  ~ (e3 = e0) &  ~ (e2 = e1) &  ~ (e2 = e0) &  ~ (e1 = e0) & op(unit, e4) = e4 & op(unit, e3) = e3 & op(unit, e2) = e2 & op(unit, e1) = e1 & op(unit, e0) = e0 & op(e4, unit) = e4 & op(e4, e4) = e2 & op(e4, e3) = all_0_0_0 & op(e4, e2) = all_0_1_1 & op(e4, e1) = all_0_2_2 & op(e4, e0) = all_0_3_3 & op(e3, unit) = e3 & op(e3, e4) = all_0_4_4 & op(e3, e3) = all_0_5_5 & op(e3, e2) = all_0_6_6 & op(e3, e1) = all_0_7_7 & op(e3, e0) = all_0_8_8 & op(e2, unit) = e2 & op(e2, e4) = all_0_9_9 & op(e2, e3) = all_0_10_10 & op(e2, e2) = e3 & op(e2, e1) = all_0_11_11 & op(e2, e0) = all_0_12_12 & op(e1, unit) = e1 & op(e1, e4) = all_0_13_13 & op(e1, e3) = all_0_14_14 & op(e1, e2) = e0 & op(e1, e1) = e4 & op(e1, e0) = all_0_15_15 & op(e0, unit) = e0 & op(e0, e4) = all_0_16_16 & op(e0, e3) = all_0_17_17 & op(e0, e2) = all_0_18_18 & op(e0, e1) = all_0_19_19 & op(e0, e0) = all_0_20_20 &  ! [v0] :  ! [v1] :  ! [v2] :  ! [v3] : (v1 = v0 |  ~ (op(v3, v2) = v1) |  ~ (op(v3, v2) = v0)) & (all_0_0_0 = e4 | all_0_0_0 = e3 | all_0_0_0 = e1 | all_0_0_0 = e0) & (all_0_0_0 = e4 | all_0_1_1 = e4 | all_0_3_3 = e4) & (all_0_0_0 = e4 | all_0_5_5 = e4 | all_0_10_10 = e4 | all_0_17_17 = e4) & (all_0_0_0 = e3 | all_0_2_2 = e3 | all_0_3_3 = e3) & (all_0_0_0 = e3 | all_0_5_5 = e3 | all_0_14_14 = e3 | all_0_17_17 = e3) & (all_0_0_0 = e1 | all_0_1_1 = e1 | all_0_2_2 = e1 | all_0_3_3 = e1) & (all_0_0_0 = e1 | all_0_5_5 = e1 | all_0_10_10 = e1 | all_0_14_14 = e1 | all_0_17_17 = e1) & (all_0_0_0 = e0 | all_0_2_2 = e0 | all_0_3_3 = e0) & (all_0_0_0 = e0 | all_0_5_5 = e0 | all_0_10_10 = e0 | all_0_17_17 = e0) & (all_0_1_1 = e4 | all_0_1_1 = e1) & (all_0_1_1 = e4 | all_0_6_6 = e4 | all_0_18_18 = e4) & (all_0_1_1 = e1 | all_0_6_6 = e1 | all_0_18_18 = e1) & (all_0_2_2 = e3 | all_0_2_2 = e1 | all_0_2_2 = e0) & (all_0_2_2 = e3 | all_0_7_7 = e3 | all_0_19_19 = e3) & (all_0_2_2 = e1 | all_0_7_7 = e1 | all_0_11_11 = e1 | all_0_19_19 = e1) & (all_0_2_2 = e0 | all_0_7_7 = e0 | all_0_11_11 = e0 | all_0_19_19 = e0) & (all_0_3_3 = e4 | all_0_3_3 = e3 | all_0_3_3 = e1 | all_0_3_3 = e0) & (all_0_3_3 = e4 | all_0_8_8 = e4 | all_0_12_12 = e4 | all_0_20_20 = e4) & (all_0_3_3 = e3 | all_0_8_8 = e3 | all_0_15_15 = e3 | all_0_20_20 = e3) & (all_0_3_3 = e1 | all_0_8_8 = e1 | all_0_12_12 = e1 | all_0_15_15 = e1 | all_0_20_20 = e1) & (all_0_3_3 = e0 | all_0_8_8 = e0 | all_0_12_12 = e0 | all_0_20_20 = e0) & (all_0_4_4 = e4 | all_0_4_4 = e3 | all_0_4_4 = e1 | all_0_4_4 = e0) & (all_0_4_4 = e4 | all_0_5_5 = e4 | all_0_6_6 = e4 | all_0_8_8 = e4) & (all_0_4_4 = e4 | all_0_9_9 = e4 | all_0_16_16 = e4) & (all_0_4_4 = e3 | all_0_5_5 = e3 | all_0_7_7 = e3 | all_0_8_8 = e3) & (all_0_4_4 = e3 | all_0_13_13 = e3 | all_0_16_16 = e3) & (all_0_4_4 = e1 | all_0_5_5 = e1 | all_0_6_6 = e1 | all_0_7_7 = e1 | all_0_8_8 = e1) & (all_0_4_4 = e1 | all_0_9_9 = e1 | all_0_13_13 = e1 | all_0_16_16 = e1) & (all_0_4_4 = e0 | all_0_5_5 = e0 | all_0_7_7 = e0 | all_0_8_8 = e0) & (all_0_4_4 = e0 | all_0_9_9 = e0 | all_0_16_16 = e0) & (all_0_5_5 = e4 | all_0_5_5 = e3 | all_0_5_5 = e2 | all_0_5_5 = e1 | all_0_5_5 = e0) & (all_0_5_5 = e2 | all_0_6_6 = e2 | all_0_7_7 = e2 | all_0_8_8 = e2) & (all_0_5_5 = e2 | all_0_10_10 = e2 | all_0_14_14 = e2 | all_0_17_17 = e2) & (all_0_5_5 = e1 | all_0_20_20 = e1) & (all_0_5_5 = e0 | all_0_20_20 = e0) & (all_0_6_6 = e4 | all_0_6_6 = e2 | all_0_6_6 = e1) & (all_0_6_6 = e2 | all_0_18_18 = e2) & (all_0_7_7 = e3 | all_0_7_7 = e2 | all_0_7_7 = e1 | all_0_7_7 = e0) & (all_0_7_7 = e2 | all_0_11_11 = e2 | all_0_19_19 = e2) & (all_0_8_8 = e4 | all_0_8_8 = e3 | all_0_8_8 = e2 | all_0_8_8 = e1 | all_0_8_8 = e0) & (all_0_8_8 = e2 | all_0_12_12 = e2 | all_0_15_15 = e2 | all_0_20_20 = e2) & (all_0_9_9 = e4 | all_0_9_9 = e1 | all_0_9_9 = e0) & (all_0_9_9 = e4 | all_0_10_10 = e4 | all_0_12_12 = e4) & (all_0_9_9 = e1 | all_0_10_10 = e1 | all_0_11_11 = e1 | all_0_12_12 = e1) & (all_0_9_9 = e0 | all_0_10_10 = e0 | all_0_11_11 = e0 | all_0_12_12 = e0) & (all_0_10_10 = e4 | all_0_10_10 = e2 | all_0_10_10 = e1 | all_0_10_10 = e0) & (all_0_10_10 = e2 | all_0_11_11 = e2 | all_0_12_12 = e2) & (all_0_11_11 = e2 | all_0_11_11 = e1 | all_0_11_11 = e0) & (all_0_12_12 = e4 | all_0_12_12 = e2 | all_0_12_12 = e1 | all_0_12_12 = e0) & (all_0_13_13 = e3 | all_0_13_13 = e1) & (all_0_13_13 = e3 | all_0_14_14 = e3 | all_0_15_15 = e3) & (all_0_13_13 = e1 | all_0_14_14 = e1 | all_0_15_15 = e1) & (all_0_14_14 = e3 | all_0_14_14 = e2 | all_0_14_14 = e1) & (all_0_14_14 = e2 | all_0_15_15 = e2) & (all_0_15_15 = e3 | all_0_15_15 = e2 | all_0_15_15 = e1) & (all_0_16_16 = e4 | all_0_16_16 = e3 | all_0_16_16 = e1 | all_0_16_16 = e0) & (all_0_16_16 = e4 | all_0_17_17 = e4 | all_0_18_18 = e4 | all_0_20_20 = e4) & (all_0_16_16 = e3 | all_0_17_17 = e3 | all_0_19_19 = e3 | all_0_20_20 = e3) & (all_0_16_16 = e1 | all_0_17_17 = e1 | all_0_18_18 = e1 | all_0_19_19 = e1 | all_0_20_20 = e1) & (all_0_16_16 = e0 | all_0_17_17 = e0 | all_0_19_19 = e0 | all_0_20_20 = e0) & (all_0_17_17 = e4 | all_0_17_17 = e3 | all_0_17_17 = e2 | all_0_17_17 = e1 | all_0_17_17 = e0) & (all_0_17_17 = e2 | all_0_18_18 = e2 | all_0_19_19 = e2 | all_0_20_20 = e2) & (all_0_18_18 = e4 | all_0_18_18 = e2 | all_0_18_18 = e1) & (all_0_19_19 = e3 | all_0_19_19 = e2 | all_0_19_19 = e1 | all_0_19_19 = e0) & (all_0_20_20 = e4 | all_0_20_20 = e3 | all_0_20_20 = e2 | all_0_20_20 = e1 | all_0_20_20 = e0) & (unit = e4 | unit = e3 | unit = e2 | unit = e1 | unit = e0) & ((all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)) | (all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1)) | ( ~ (all_0_1_1 = e1) &  ~ (all_0_4_4 = e1) &  ~ (all_0_9_9 = e1) &  ~ (all_0_10_10 = e1) &  ~ (all_0_14_14 = e1) &  ~ (all_0_15_15 = e1) &  ~ (all_0_16_16 = e1) & ( ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))) & ( ~ (all_0_2_2 = e1) |  ~ (unit = e1)) & ( ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))) & ( ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))) & ( ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))) & ( ~ (all_0_7_7 = e1) |  ~ (unit = e1)) & ( ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))) & ( ~ (all_0_11_11 = e1) |  ~ (unit = e1)) & ( ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))) & ( ~ (all_0_13_13 = e1) |  ~ (unit = e1)) & ( ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))) & ( ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))) & ( ~ (all_0_19_19 = e1) |  ~ (unit = e1)) & ( ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1)))))
% 14.06/3.84  |
% 14.06/3.84  | Applying alpha-rule on (1) yields:
% 14.06/3.84  | (2) op(e1, e4) = all_0_13_13
% 14.06/3.84  | (3) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)) | (all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1)) | ( ~ (all_0_1_1 = e1) &  ~ (all_0_4_4 = e1) &  ~ (all_0_9_9 = e1) &  ~ (all_0_10_10 = e1) &  ~ (all_0_14_14 = e1) &  ~ (all_0_15_15 = e1) &  ~ (all_0_16_16 = e1) & ( ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))) & ( ~ (all_0_2_2 = e1) |  ~ (unit = e1)) & ( ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))) & ( ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))) & ( ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))) & ( ~ (all_0_7_7 = e1) |  ~ (unit = e1)) & ( ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))) & ( ~ (all_0_11_11 = e1) |  ~ (unit = e1)) & ( ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))) & ( ~ (all_0_13_13 = e1) |  ~ (unit = e1)) & ( ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))) & ( ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))) & ( ~ (all_0_19_19 = e1) |  ~ (unit = e1)) & ( ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1))))
% 14.06/3.84  | (4) op(e3, e4) = all_0_4_4
% 14.06/3.84  | (5)  ~ (all_0_16_16 = all_0_18_18)
% 14.06/3.84  | (6)  ~ (all_0_4_4 = all_0_9_9)
% 14.06/3.84  | (7)  ~ (e4 = e0)
% 14.06/3.84  | (8) all_0_4_4 = e0 | all_0_5_5 = e0 | all_0_7_7 = e0 | all_0_8_8 = e0
% 14.06/3.84  | (9)  ~ (all_0_16_16 = all_0_20_20)
% 14.06/3.84  | (10)  ~ (all_0_4_4 = all_0_6_6)
% 14.06/3.84  | (11) all_0_16_16 = e3 | all_0_17_17 = e3 | all_0_19_19 = e3 | all_0_20_20 = e3
% 14.06/3.84  | (12) op(e2, e2) = e3
% 14.06/3.84  | (13) all_0_4_4 = e0 | all_0_9_9 = e0 | all_0_16_16 = e0
% 14.06/3.84  | (14) all_0_2_2 = e1 | all_0_7_7 = e1 | all_0_11_11 = e1 | all_0_19_19 = e1
% 14.06/3.84  | (15) op(e4, unit) = e4
% 14.06/3.84  | (16) op(e2, e3) = all_0_10_10
% 14.06/3.84  | (17) op(e4, e1) = all_0_2_2
% 14.06/3.84  | (18) op(e1, e1) = e4
% 14.06/3.85  | (19) op(e2, e0) = all_0_12_12
% 14.06/3.85  | (20)  ~ (all_0_3_3 = all_0_8_8)
% 14.06/3.85  | (21) all_0_5_5 = e0 | all_0_20_20 = e0
% 14.06/3.85  | (22) all_0_4_4 = e1 | all_0_5_5 = e1 | all_0_6_6 = e1 | all_0_7_7 = e1 | all_0_8_8 = e1
% 14.06/3.85  | (23)  ~ (all_0_7_7 = all_0_11_11)
% 14.06/3.85  | (24)  ~ (e4 = e3)
% 14.06/3.85  | (25)  ~ (all_0_0_0 = all_0_2_2)
% 14.06/3.85  | (26) all_0_0_0 = e4 | all_0_1_1 = e4 | all_0_3_3 = e4
% 14.06/3.85  | (27) op(unit, e3) = e3
% 14.06/3.85  | (28) op(e4, e4) = e2
% 14.06/3.85  | (29) all_0_0_0 = e4 | all_0_5_5 = e4 | all_0_10_10 = e4 | all_0_17_17 = e4
% 14.06/3.85  | (30) all_0_10_10 = e4 | all_0_10_10 = e2 | all_0_10_10 = e1 | all_0_10_10 = e0
% 14.06/3.85  | (31) all_0_0_0 = e1 | all_0_5_5 = e1 | all_0_10_10 = e1 | all_0_14_14 = e1 | all_0_17_17 = e1
% 14.06/3.85  | (32)  ~ (all_0_7_7 = all_0_19_19)
% 14.06/3.85  | (33)  ~ (all_0_16_16 = e2)
% 14.06/3.85  | (34)  ~ (all_0_11_11 = e4)
% 14.06/3.85  | (35)  ~ (all_0_15_15 = all_0_20_20)
% 14.06/3.85  | (36)  ~ (all_0_9_9 = e2)
% 14.06/3.85  | (37) all_0_16_16 = e4 | all_0_16_16 = e3 | all_0_16_16 = e1 | all_0_16_16 = e0
% 14.06/3.85  | (38) all_0_0_0 = e4 | all_0_0_0 = e3 | all_0_0_0 = e1 | all_0_0_0 = e0
% 14.06/3.85  | (39) op(e3, e1) = all_0_7_7
% 14.06/3.85  | (40) op(e0, e0) = all_0_20_20
% 14.06/3.85  | (41)  ~ (all_0_4_4 = all_0_7_7)
% 14.06/3.85  | (42)  ~ (all_0_11_11 = all_0_12_12)
% 14.06/3.85  | (43)  ~ (all_0_8_8 = all_0_15_15)
% 14.06/3.85  | (44)  ~ (all_0_12_12 = e3)
% 14.06/3.85  | (45)  ~ (all_0_10_10 = all_0_12_12)
% 14.06/3.85  | (46) op(unit, e0) = e0
% 14.06/3.85  | (47)  ~ (e2 = e0)
% 14.06/3.85  | (48)  ~ (all_0_2_2 = all_0_11_11)
% 14.06/3.85  | (49) all_0_2_2 = e3 | all_0_2_2 = e1 | all_0_2_2 = e0
% 14.06/3.85  | (50)  ~ (all_0_3_3 = all_0_15_15)
% 14.06/3.85  | (51)  ~ (all_0_0_0 = all_0_5_5)
% 14.06/3.85  | (52) all_0_0_0 = e0 | all_0_2_2 = e0 | all_0_3_3 = e0
% 14.06/3.85  | (53)  ~ (all_0_16_16 = all_0_17_17)
% 14.06/3.85  | (54)  ~ (all_0_1_1 = all_0_6_6)
% 14.06/3.85  | (55)  ~ (all_0_0_0 = e2)
% 14.06/3.85  | (56)  ~ (all_0_6_6 = all_0_18_18)
% 14.06/3.85  | (57)  ~ (all_0_16_16 = all_0_19_19)
% 14.06/3.85  | (58)  ~ (all_0_12_12 = all_0_20_20)
% 14.06/3.85  | (59) unit = e4 | unit = e3 | unit = e2 | unit = e1 | unit = e0
% 14.06/3.85  | (60) all_0_6_6 = e2 | all_0_18_18 = e2
% 14.06/3.85  | (61)  ~ (all_0_0_0 = all_0_3_3)
% 14.06/3.85  | (62) all_0_5_5 = e2 | all_0_10_10 = e2 | all_0_14_14 = e2 | all_0_17_17 = e2
% 14.06/3.85  | (63) op(e0, e2) = all_0_18_18
% 14.06/3.85  | (64)  ~ (e3 = e0)
% 14.06/3.85  | (65)  ~ (all_0_4_4 = all_0_5_5)
% 14.06/3.85  | (66)  ~ (all_0_11_11 = e3)
% 14.06/3.85  | (67) all_0_4_4 = e1 | all_0_9_9 = e1 | all_0_13_13 = e1 | all_0_16_16 = e1
% 14.06/3.85  | (68)  ~ (all_0_13_13 = e4)
% 14.06/3.85  | (69)  ~ (all_0_4_4 = all_0_13_13)
% 14.06/3.85  | (70)  ~ (all_0_14_14 = e0)
% 14.06/3.85  | (71) op(e4, e0) = all_0_3_3
% 14.06/3.85  | (72)  ~ (all_0_3_3 = all_0_20_20)
% 14.06/3.85  | (73) all_0_3_3 = e0 | all_0_8_8 = e0 | all_0_12_12 = e0 | all_0_20_20 = e0
% 14.06/3.85  | (74) all_0_8_8 = e2 | all_0_12_12 = e2 | all_0_15_15 = e2 | all_0_20_20 = e2
% 14.06/3.85  | (75)  ~ (all_0_2_2 = e2)
% 14.06/3.85  | (76)  ~ (all_0_4_4 = all_0_16_16)
% 14.06/3.85  | (77)  ~ (all_0_17_17 = all_0_20_20)
% 14.06/3.85  | (78) op(e0, e4) = all_0_16_16
% 14.06/3.85  | (79)  ~ (all_0_8_8 = all_0_20_20)
% 14.06/3.85  | (80)  ~ (all_0_0_0 = all_0_17_17)
% 14.06/3.85  | (81) all_0_6_6 = e4 | all_0_6_6 = e2 | all_0_6_6 = e1
% 14.06/3.85  | (82)  ~ (all_0_2_2 = e4)
% 14.06/3.85  | (83) all_0_3_3 = e4 | all_0_3_3 = e3 | all_0_3_3 = e1 | all_0_3_3 = e0
% 14.06/3.85  | (84)  ~ (all_0_3_3 = all_0_12_12)
% 14.06/3.85  | (85)  ~ (all_0_2_2 = all_0_7_7)
% 14.06/3.85  | (86)  ~ (all_0_1_1 = all_0_18_18)
% 14.06/3.85  | (87) all_0_4_4 = e3 | all_0_13_13 = e3 | all_0_16_16 = e3
% 14.06/3.86  | (88) all_0_9_9 = e4 | all_0_9_9 = e1 | all_0_9_9 = e0
% 14.06/3.86  | (89)  ~ (all_0_13_13 = all_0_16_16)
% 14.06/3.86  | (90) op(e4, e2) = all_0_1_1
% 14.06/3.86  | (91) all_0_14_14 = e3 | all_0_14_14 = e2 | all_0_14_14 = e1
% 14.06/3.86  | (92)  ~ (all_0_18_18 = all_0_20_20)
% 14.06/3.86  | (93)  ~ (all_0_10_10 = all_0_14_14)
% 14.06/3.86  | (94) op(e3, e3) = all_0_5_5
% 14.06/3.86  | (95) all_0_5_5 = e2 | all_0_6_6 = e2 | all_0_7_7 = e2 | all_0_8_8 = e2
% 14.06/3.86  | (96) all_0_18_18 = e4 | all_0_18_18 = e2 | all_0_18_18 = e1
% 14.06/3.86  | (97)  ~ (all_0_2_2 = all_0_19_19)
% 14.06/3.86  | (98) op(e0, e3) = all_0_17_17
% 14.06/3.86  | (99) all_0_7_7 = e2 | all_0_11_11 = e2 | all_0_19_19 = e2
% 14.06/3.86  | (100) op(e3, e2) = all_0_6_6
% 14.06/3.86  | (101) all_0_3_3 = e1 | all_0_8_8 = e1 | all_0_12_12 = e1 | all_0_15_15 = e1 | all_0_20_20 = e1
% 14.06/3.86  | (102) all_0_19_19 = e3 | all_0_19_19 = e2 | all_0_19_19 = e1 | all_0_19_19 = e0
% 14.06/3.86  | (103)  ~ (all_0_3_3 = e2)
% 14.06/3.86  | (104)  ~ (all_0_5_5 = all_0_8_8)
% 14.06/3.86  | (105) op(e1, e3) = all_0_14_14
% 14.06/3.86  | (106) all_0_1_1 = e1 | all_0_6_6 = e1 | all_0_18_18 = e1
% 14.06/3.86  | (107)  ~ (all_0_9_9 = all_0_16_16)
% 14.06/3.86  | (108) op(e0, unit) = e0
% 14.06/3.86  | (109)  ~ (all_0_5_5 = all_0_7_7)
% 14.06/3.86  | (110) all_0_16_16 = e1 | all_0_17_17 = e1 | all_0_18_18 = e1 | all_0_19_19 = e1 | all_0_20_20 = e1
% 14.06/3.86  | (111)  ~ (all_0_12_12 = all_0_15_15)
% 14.06/3.86  | (112) op(e1, e0) = all_0_15_15
% 14.06/3.86  | (113) all_0_17_17 = e2 | all_0_18_18 = e2 | all_0_19_19 = e2 | all_0_20_20 = e2
% 14.06/3.86  | (114)  ~ (all_0_14_14 = e4)
% 14.06/3.86  | (115)  ~ (all_0_2_2 = all_0_3_3)
% 14.06/3.86  | (116) all_0_14_14 = e2 | all_0_15_15 = e2
% 14.06/3.86  | (117)  ~ (all_0_8_8 = all_0_12_12)
% 14.06/3.86  | (118) all_0_4_4 = e4 | all_0_9_9 = e4 | all_0_16_16 = e4
% 14.06/3.86  | (119)  ~ (all_0_1_1 = e0)
% 14.06/3.86  | (120)  ! [v0] :  ! [v1] :  ! [v2] :  ! [v3] : (v1 = v0 |  ~ (op(v3, v2) = v1) |  ~ (op(v3, v2) = v0))
% 14.06/3.86  | (121)  ~ (all_0_17_17 = all_0_18_18)
% 14.06/3.86  | (122)  ~ (all_0_10_10 = all_0_17_17)
% 14.06/3.86  | (123)  ~ (all_0_1_1 = e3)
% 14.06/3.86  | (124) all_0_11_11 = e2 | all_0_11_11 = e1 | all_0_11_11 = e0
% 14.06/3.86  | (125) all_0_13_13 = e3 | all_0_14_14 = e3 | all_0_15_15 = e3
% 14.06/3.86  | (126) op(e0, e1) = all_0_19_19
% 14.06/3.86  | (127)  ~ (all_0_0_0 = all_0_10_10)
% 14.06/3.86  | (128)  ~ (e1 = e0)
% 14.06/3.86  | (129)  ~ (all_0_4_4 = all_0_8_8)
% 14.06/3.86  | (130) all_0_20_20 = e4 | all_0_20_20 = e3 | all_0_20_20 = e2 | all_0_20_20 = e1 | all_0_20_20 = e0
% 14.06/3.86  | (131)  ~ (all_0_6_6 = all_0_8_8)
% 14.06/3.86  | (132)  ~ (e3 = e1)
% 14.06/3.86  | (133)  ~ (all_0_5_5 = all_0_6_6)
% 14.06/3.86  | (134) all_0_0_0 = e0 | all_0_5_5 = e0 | all_0_10_10 = e0 | all_0_17_17 = e0
% 14.06/3.86  | (135)  ~ (all_0_9_9 = all_0_13_13)
% 14.06/3.86  | (136)  ~ (all_0_13_13 = all_0_15_15)
% 14.06/3.86  | (137)  ~ (all_0_19_19 = e4)
% 14.06/3.86  | (138)  ~ (e2 = e1)
% 14.06/3.86  | (139)  ~ (all_0_19_19 = all_0_20_20)
% 14.06/3.86  | (140)  ~ (all_0_1_1 = all_0_2_2)
% 14.06/3.86  | (141) op(unit, e4) = e4
% 14.06/3.86  | (142)  ~ (all_0_9_9 = e3)
% 14.06/3.87  | (143) all_0_4_4 = e4 | all_0_5_5 = e4 | all_0_6_6 = e4 | all_0_8_8 = e4
% 14.06/3.87  | (144)  ~ (all_0_5_5 = all_0_17_17)
% 14.06/3.87  | (145)  ~ (all_0_18_18 = e3)
% 14.06/3.87  | (146)  ~ (all_0_15_15 = e4)
% 14.06/3.87  | (147)  ~ (all_0_1_1 = e2)
% 14.06/3.87  | (148) all_0_4_4 = e4 | all_0_4_4 = e3 | all_0_4_4 = e1 | all_0_4_4 = e0
% 14.06/3.87  | (149) op(e2, e1) = all_0_11_11
% 14.06/3.87  | (150) all_0_5_5 = e1 | all_0_20_20 = e1
% 14.06/3.87  | (151) op(e2, unit) = e2
% 14.06/3.87  | (152)  ~ (all_0_15_15 = e0)
% 14.06/3.87  | (153) op(e4, e3) = all_0_0_0
% 14.06/3.87  | (154) all_0_3_3 = e3 | all_0_8_8 = e3 | all_0_15_15 = e3 | all_0_20_20 = e3
% 14.06/3.87  | (155) all_0_0_0 = e1 | all_0_1_1 = e1 | all_0_2_2 = e1 | all_0_3_3 = e1
% 14.06/3.87  | (156)  ~ (all_0_13_13 = all_0_14_14)
% 14.06/3.87  | (157) all_0_15_15 = e3 | all_0_15_15 = e2 | all_0_15_15 = e1
% 14.06/3.87  | (158)  ~ (all_0_5_5 = all_0_14_14)
% 14.06/3.87  | (159) op(e3, unit) = e3
% 14.06/3.87  | (160)  ~ (all_0_6_6 = e3)
% 14.06/3.87  | (161)  ~ (all_0_0_0 = all_0_1_1)
% 14.06/3.87  | (162) all_0_2_2 = e0 | all_0_7_7 = e0 | all_0_11_11 = e0 | all_0_19_19 = e0
% 14.06/3.87  | (163) all_0_10_10 = e2 | all_0_11_11 = e2 | all_0_12_12 = e2
% 14.06/3.87  | (164)  ~ (all_0_6_6 = all_0_7_7)
% 14.06/3.87  | (165)  ~ (all_0_5_5 = all_0_10_10)
% 14.06/3.87  | (166) all_0_12_12 = e4 | all_0_12_12 = e2 | all_0_12_12 = e1 | all_0_12_12 = e0
% 14.06/3.87  | (167) all_0_13_13 = e3 | all_0_13_13 = e1
% 14.06/3.87  | (168)  ~ (all_0_7_7 = all_0_8_8)
% 14.06/3.87  | (169) all_0_8_8 = e4 | all_0_8_8 = e3 | all_0_8_8 = e2 | all_0_8_8 = e1 | all_0_8_8 = e0
% 14.06/3.87  | (170) all_0_9_9 = e4 | all_0_10_10 = e4 | all_0_12_12 = e4
% 14.06/3.87  | (171) all_0_16_16 = e0 | all_0_17_17 = e0 | all_0_19_19 = e0 | all_0_20_20 = e0
% 14.06/3.87  | (172) op(unit, e1) = e1
% 14.06/3.87  | (173) all_0_5_5 = e4 | all_0_5_5 = e3 | all_0_5_5 = e2 | all_0_5_5 = e1 | all_0_5_5 = e0
% 14.06/3.87  | (174) all_0_16_16 = e4 | all_0_17_17 = e4 | all_0_18_18 = e4 | all_0_20_20 = e4
% 14.06/3.87  | (175) op(e2, e4) = all_0_9_9
% 14.06/3.87  | (176)  ~ (all_0_9_9 = all_0_10_10)
% 14.06/3.87  | (177) all_0_17_17 = e4 | all_0_17_17 = e3 | all_0_17_17 = e2 | all_0_17_17 = e1 | all_0_17_17 = e0
% 14.06/3.87  | (178)  ~ (all_0_13_13 = e2)
% 14.06/3.87  | (179) all_0_2_2 = e3 | all_0_7_7 = e3 | all_0_19_19 = e3
% 14.06/3.87  | (180)  ~ (all_0_9_9 = all_0_11_11)
% 14.06/3.87  | (181) op(e3, e0) = all_0_8_8
% 14.06/3.87  | (182) all_0_9_9 = e1 | all_0_10_10 = e1 | all_0_11_11 = e1 | all_0_12_12 = e1
% 14.06/3.87  | (183)  ~ (all_0_9_9 = all_0_12_12)
% 14.06/3.87  | (184)  ~ (all_0_14_14 = all_0_15_15)
% 14.06/3.87  | (185) all_0_4_4 = e3 | all_0_5_5 = e3 | all_0_7_7 = e3 | all_0_8_8 = e3
% 14.06/3.87  | (186) op(e1, unit) = e1
% 14.06/3.87  | (187)  ~ (all_0_4_4 = e2)
% 14.06/3.88  | (188)  ~ (all_0_0_0 = all_0_14_14)
% 14.06/3.88  | (189) all_0_1_1 = e4 | all_0_1_1 = e1
% 14.06/3.88  | (190)  ~ (all_0_1_1 = all_0_3_3)
% 14.06/3.88  | (191)  ~ (e3 = e2)
% 14.06/3.88  | (192)  ~ (all_0_13_13 = e0)
% 14.06/3.88  | (193)  ~ (all_0_6_6 = e0)
% 14.06/3.88  | (194)  ~ (e4 = e2)
% 14.06/3.88  | (195) all_0_13_13 = e1 | all_0_14_14 = e1 | all_0_15_15 = e1
% 14.06/3.88  | (196)  ~ (all_0_10_10 = e3)
% 14.06/3.88  | (197) all_0_0_0 = e3 | all_0_2_2 = e3 | all_0_3_3 = e3
% 14.06/3.88  | (198)  ~ (all_0_14_14 = all_0_17_17)
% 14.06/3.88  | (199) op(unit, e2) = e2
% 14.06/3.88  | (200)  ~ (all_0_18_18 = e0)
% 14.06/3.88  | (201) all_0_1_1 = e4 | all_0_6_6 = e4 | all_0_18_18 = e4
% 14.06/3.88  | (202)  ~ (all_0_10_10 = all_0_11_11)
% 14.06/3.88  | (203) all_0_9_9 = e0 | all_0_10_10 = e0 | all_0_11_11 = e0 | all_0_12_12 = e0
% 14.06/3.88  | (204)  ~ (all_0_17_17 = all_0_19_19)
% 14.06/3.88  | (205) all_0_7_7 = e3 | all_0_7_7 = e2 | all_0_7_7 = e1 | all_0_7_7 = e0
% 14.06/3.88  | (206)  ~ (all_0_11_11 = all_0_19_19)
% 14.06/3.88  | (207)  ~ (all_0_18_18 = all_0_19_19)
% 14.06/3.88  | (208) op(e1, e2) = e0
% 14.06/3.88  | (209)  ~ (all_0_7_7 = e4)
% 14.06/3.88  | (210)  ~ (e4 = e1)
% 14.06/3.88  | (211) all_0_3_3 = e4 | all_0_8_8 = e4 | all_0_12_12 = e4 | all_0_20_20 = e4
% 14.06/3.88  | (212) all_0_0_0 = e3 | all_0_5_5 = e3 | all_0_14_14 = e3 | all_0_17_17 = e3
% 14.06/3.88  |
% 14.06/3.88  +-Applying beta-rule and splitting (189), into two cases.
% 14.06/3.88  |-Branch one:
% 14.06/3.88  | (213) all_0_1_1 = e1
% 14.06/3.88  |
% 14.06/3.88  	| Equations (213) can reduce 161 to:
% 14.06/3.88  	| (214)  ~ (all_0_0_0 = e1)
% 14.06/3.88  	|
% 14.06/3.88  	| Equations (213) can reduce 140 to:
% 14.06/3.88  	| (215)  ~ (all_0_2_2 = e1)
% 14.06/3.88  	|
% 14.06/3.88  	| Simplifying 215 yields:
% 14.06/3.88  	| (216)  ~ (all_0_2_2 = e1)
% 14.06/3.88  	|
% 14.06/3.88  	| Equations (213) can reduce 190 to:
% 14.06/3.88  	| (217)  ~ (all_0_3_3 = e1)
% 14.06/3.88  	|
% 14.06/3.88  	| Simplifying 217 yields:
% 14.06/3.88  	| (218)  ~ (all_0_3_3 = e1)
% 14.06/3.88  	|
% 14.06/3.88  	| Equations (213) can reduce 54 to:
% 14.06/3.88  	| (219)  ~ (all_0_6_6 = e1)
% 14.06/3.88  	|
% 14.06/3.88  	| Simplifying 219 yields:
% 14.06/3.88  	| (220)  ~ (all_0_6_6 = e1)
% 14.06/3.88  	|
% 14.06/3.88  	| Equations (213) can reduce 86 to:
% 14.06/3.88  	| (221)  ~ (all_0_18_18 = e1)
% 14.06/3.88  	|
% 14.06/3.88  	| Simplifying 221 yields:
% 14.06/3.88  	| (222)  ~ (all_0_18_18 = e1)
% 14.06/3.88  	|
% 14.06/3.88  	| From (213) and (90) follows:
% 14.06/3.89  	| (223) op(e4, e2) = e1
% 14.06/3.89  	|
% 14.06/3.89  	+-Applying beta-rule and splitting (167), into two cases.
% 14.06/3.89  	|-Branch one:
% 14.06/3.89  	| (224) all_0_13_13 = e1
% 14.06/3.89  	|
% 14.06/3.89  		| Equations (224) can reduce 69 to:
% 14.06/3.89  		| (225)  ~ (all_0_4_4 = e1)
% 14.06/3.89  		|
% 14.06/3.89  		| Equations (224) can reduce 156 to:
% 14.06/3.89  		| (226)  ~ (all_0_14_14 = e1)
% 14.06/3.89  		|
% 14.06/3.89  		| Simplifying 226 yields:
% 14.06/3.89  		| (227)  ~ (all_0_14_14 = e1)
% 14.06/3.89  		|
% 14.06/3.89  		| Equations (224) can reduce 136 to:
% 14.06/3.89  		| (228)  ~ (all_0_15_15 = e1)
% 14.06/3.89  		|
% 14.06/3.89  		| Simplifying 228 yields:
% 14.06/3.89  		| (229)  ~ (all_0_15_15 = e1)
% 14.06/3.89  		|
% 14.06/3.89  		| Equations (224) can reduce 89 to:
% 14.06/3.89  		| (230)  ~ (all_0_16_16 = e1)
% 14.46/3.89  		|
% 14.46/3.89  		| Simplifying 230 yields:
% 14.46/3.89  		| (231)  ~ (all_0_16_16 = e1)
% 14.46/3.89  		|
% 14.46/3.89  		| Equations (224) can reduce 192 to:
% 14.46/3.89  		| (128)  ~ (e1 = e0)
% 14.46/3.89  		|
% 14.46/3.89  		+-Applying beta-rule and splitting (150), into two cases.
% 14.46/3.89  		|-Branch one:
% 14.46/3.89  		| (233) all_0_5_5 = e1
% 14.46/3.89  		|
% 14.46/3.89  			| Equations (233) can reduce 51 to:
% 14.46/3.89  			| (214)  ~ (all_0_0_0 = e1)
% 14.46/3.89  			|
% 14.46/3.89  			| Equations (233) can reduce 65 to:
% 14.46/3.89  			| (225)  ~ (all_0_4_4 = e1)
% 14.46/3.89  			|
% 14.46/3.89  			| Equations (233) can reduce 133 to:
% 14.46/3.89  			| (219)  ~ (all_0_6_6 = e1)
% 14.46/3.89  			|
% 14.46/3.89  			| Simplifying 219 yields:
% 14.46/3.89  			| (220)  ~ (all_0_6_6 = e1)
% 14.46/3.89  			|
% 14.46/3.89  			| Equations (233) can reduce 104 to:
% 14.46/3.89  			| (238)  ~ (all_0_8_8 = e1)
% 14.46/3.89  			|
% 14.46/3.89  			| Simplifying 238 yields:
% 14.46/3.89  			| (239)  ~ (all_0_8_8 = e1)
% 14.46/3.89  			|
% 14.46/3.89  			| Equations (233) can reduce 158 to:
% 14.46/3.89  			| (226)  ~ (all_0_14_14 = e1)
% 14.46/3.89  			|
% 14.46/3.89  			| Simplifying 226 yields:
% 14.46/3.89  			| (227)  ~ (all_0_14_14 = e1)
% 14.46/3.89  			|
% 14.46/3.89  			| Equations (233) can reduce 144 to:
% 14.46/3.89  			| (242)  ~ (all_0_17_17 = e1)
% 14.46/3.89  			|
% 14.46/3.89  			| Simplifying 242 yields:
% 14.46/3.89  			| (243)  ~ (all_0_17_17 = e1)
% 14.46/3.89  			|
% 14.46/3.89  			+-Applying beta-rule and splitting (21), into two cases.
% 14.46/3.89  			|-Branch one:
% 14.46/3.89  			| (244) all_0_5_5 = e0
% 14.46/3.89  			|
% 14.46/3.89  				| Combining equations (233,244) yields a new equation:
% 14.46/3.89  				| (245) e1 = e0
% 14.46/3.89  				|
% 14.46/3.89  				| Simplifying 245 yields:
% 14.46/3.89  				| (246) e1 = e0
% 14.46/3.89  				|
% 14.46/3.89  				| Equations (246) can reduce 128 to:
% 14.46/3.89  				| (247) $false
% 14.46/3.89  				|
% 14.46/3.89  				|-The branch is then unsatisfiable
% 14.46/3.89  			|-Branch two:
% 14.46/3.89  			| (248)  ~ (all_0_5_5 = e0)
% 14.46/3.89  			| (249) all_0_20_20 = e0
% 14.46/3.89  			|
% 14.46/3.89  				| Equations (249) can reduce 72 to:
% 14.46/3.89  				| (250)  ~ (all_0_3_3 = e0)
% 14.46/3.89  				|
% 14.46/3.89  				| Equations (233) can reduce 248 to:
% 14.46/3.89  				| (128)  ~ (e1 = e0)
% 14.46/3.89  				|
% 14.46/3.89  				| Equations (249) can reduce 77 to:
% 14.46/3.89  				| (252)  ~ (all_0_17_17 = e0)
% 14.46/3.89  				|
% 14.46/3.89  				| Equations (249) can reduce 139 to:
% 14.46/3.89  				| (253)  ~ (all_0_19_19 = e0)
% 14.46/3.89  				|
% 14.46/3.89  				+-Applying beta-rule and splitting (110), into two cases.
% 14.46/3.89  				|-Branch one:
% 14.46/3.89  				| (254) all_0_16_16 = e1
% 14.46/3.89  				|
% 14.46/3.89  					| Equations (254) can reduce 231 to:
% 14.46/3.89  					| (247) $false
% 14.46/3.89  					|
% 14.46/3.89  					|-The branch is then unsatisfiable
% 14.46/3.89  				|-Branch two:
% 14.46/3.89  				| (231)  ~ (all_0_16_16 = e1)
% 14.46/3.89  				| (257) all_0_17_17 = e1 | all_0_18_18 = e1 | all_0_19_19 = e1 | all_0_20_20 = e1
% 14.46/3.89  				|
% 14.46/3.89  					+-Applying beta-rule and splitting (101), into two cases.
% 14.46/3.89  					|-Branch one:
% 14.46/3.89  					| (258) all_0_3_3 = e1
% 14.46/3.89  					|
% 14.46/3.89  						| Equations (258) can reduce 218 to:
% 14.46/3.89  						| (247) $false
% 14.46/3.89  						|
% 14.46/3.89  						|-The branch is then unsatisfiable
% 14.46/3.89  					|-Branch two:
% 14.46/3.89  					| (218)  ~ (all_0_3_3 = e1)
% 14.46/3.89  					| (261) all_0_8_8 = e1 | all_0_12_12 = e1 | all_0_15_15 = e1 | all_0_20_20 = e1
% 14.46/3.89  					|
% 14.46/3.89  						+-Applying beta-rule and splitting (257), into two cases.
% 14.46/3.89  						|-Branch one:
% 14.46/3.89  						| (262) all_0_17_17 = e1
% 14.46/3.89  						|
% 14.46/3.89  							| Equations (262) can reduce 243 to:
% 14.46/3.89  							| (247) $false
% 14.46/3.89  							|
% 14.46/3.89  							|-The branch is then unsatisfiable
% 14.46/3.89  						|-Branch two:
% 14.46/3.89  						| (243)  ~ (all_0_17_17 = e1)
% 14.46/3.90  						| (265) all_0_18_18 = e1 | all_0_19_19 = e1 | all_0_20_20 = e1
% 14.46/3.90  						|
% 14.46/3.90  							+-Applying beta-rule and splitting (261), into two cases.
% 14.46/3.90  							|-Branch one:
% 14.46/3.90  							| (266) all_0_8_8 = e1
% 14.46/3.90  							|
% 14.46/3.90  								| Equations (266) can reduce 239 to:
% 14.46/3.90  								| (247) $false
% 14.46/3.90  								|
% 14.46/3.90  								|-The branch is then unsatisfiable
% 14.46/3.90  							|-Branch two:
% 14.46/3.90  							| (239)  ~ (all_0_8_8 = e1)
% 14.46/3.90  							| (269) all_0_12_12 = e1 | all_0_15_15 = e1 | all_0_20_20 = e1
% 14.46/3.90  							|
% 14.46/3.90  								+-Applying beta-rule and splitting (265), into two cases.
% 14.46/3.90  								|-Branch one:
% 14.46/3.90  								| (270) all_0_18_18 = e1
% 14.46/3.90  								|
% 14.46/3.90  									| Equations (270) can reduce 222 to:
% 14.46/3.90  									| (247) $false
% 14.46/3.90  									|
% 14.46/3.90  									|-The branch is then unsatisfiable
% 14.46/3.90  								|-Branch two:
% 14.46/3.90  								| (222)  ~ (all_0_18_18 = e1)
% 14.46/3.90  								| (273) all_0_19_19 = e1 | all_0_20_20 = e1
% 14.46/3.90  								|
% 14.46/3.90  									+-Applying beta-rule and splitting (273), into two cases.
% 14.46/3.90  									|-Branch one:
% 14.46/3.90  									| (274) all_0_19_19 = e1
% 14.46/3.90  									|
% 14.46/3.90  										| Equations (274) can reduce 97 to:
% 14.46/3.90  										| (216)  ~ (all_0_2_2 = e1)
% 14.46/3.90  										|
% 14.46/3.90  										| Equations (274) can reduce 32 to:
% 14.46/3.90  										| (276)  ~ (all_0_7_7 = e1)
% 14.46/3.90  										|
% 14.46/3.90  										| Equations (274) can reduce 204 to:
% 14.46/3.90  										| (243)  ~ (all_0_17_17 = e1)
% 14.46/3.90  										|
% 14.46/3.90  										| Equations (274) can reduce 207 to:
% 14.46/3.90  										| (222)  ~ (all_0_18_18 = e1)
% 14.46/3.90  										|
% 14.46/3.90  										| Equations (274) can reduce 137 to:
% 14.46/3.90  										| (279)  ~ (e4 = e1)
% 14.46/3.90  										|
% 14.46/3.90  										| Simplifying 279 yields:
% 14.46/3.90  										| (210)  ~ (e4 = e1)
% 14.46/3.90  										|
% 14.46/3.90  										| Equations (274) can reduce 253 to:
% 14.46/3.90  										| (128)  ~ (e1 = e0)
% 14.46/3.90  										|
% 14.46/3.90  										+-Applying beta-rule and splitting (269), into two cases.
% 14.46/3.90  										|-Branch one:
% 14.46/3.90  										| (282) all_0_12_12 = e1
% 14.46/3.90  										|
% 14.46/3.90  											| Equations (282) can reduce 84 to:
% 14.46/3.90  											| (218)  ~ (all_0_3_3 = e1)
% 14.46/3.90  											|
% 14.46/3.90  											| Equations (282) can reduce 117 to:
% 14.46/3.90  											| (239)  ~ (all_0_8_8 = e1)
% 14.46/3.90  											|
% 14.46/3.90  											| Equations (282) can reduce 183 to:
% 14.46/3.90  											| (285)  ~ (all_0_9_9 = e1)
% 14.46/3.90  											|
% 14.46/3.90  											| Equations (282) can reduce 45 to:
% 14.46/3.90  											| (286)  ~ (all_0_10_10 = e1)
% 14.46/3.90  											|
% 14.46/3.90  											| Equations (282) can reduce 44 to:
% 14.46/3.90  											| (287)  ~ (e3 = e1)
% 14.46/3.90  											|
% 14.46/3.90  											| Simplifying 287 yields:
% 14.46/3.90  											| (132)  ~ (e3 = e1)
% 14.46/3.90  											|
% 14.46/3.90  											+-Applying beta-rule and splitting (88), into two cases.
% 14.46/3.90  											|-Branch one:
% 14.46/3.90  											| (289) all_0_9_9 = e1
% 14.46/3.90  											|
% 14.46/3.90  												| Equations (289) can reduce 285 to:
% 14.46/3.90  												| (247) $false
% 14.46/3.90  												|
% 14.46/3.90  												|-The branch is then unsatisfiable
% 14.46/3.90  											|-Branch two:
% 14.46/3.90  											| (285)  ~ (all_0_9_9 = e1)
% 14.46/3.90  											| (292) all_0_9_9 = e4 | all_0_9_9 = e0
% 14.46/3.90  											|
% 14.46/3.90  												+-Applying beta-rule and splitting (116), into two cases.
% 14.46/3.90  												|-Branch one:
% 14.46/3.90  												| (293) all_0_14_14 = e2
% 14.46/3.90  												|
% 14.46/3.90  													| Equations (293) can reduce 93 to:
% 14.46/3.90  													| (294)  ~ (all_0_10_10 = e2)
% 14.46/3.90  													|
% 14.46/3.90  													| Equations (293) can reduce 184 to:
% 14.46/3.90  													| (295)  ~ (all_0_15_15 = e2)
% 14.46/3.90  													|
% 14.46/3.90  													| Simplifying 295 yields:
% 14.46/3.90  													| (296)  ~ (all_0_15_15 = e2)
% 14.46/3.90  													|
% 14.46/3.90  													| Equations (293) can reduce 227 to:
% 14.46/3.90  													| (138)  ~ (e2 = e1)
% 14.46/3.90  													|
% 14.46/3.90  													+-Applying beta-rule and splitting (125), into two cases.
% 14.46/3.90  													|-Branch one:
% 14.46/3.90  													| (298) all_0_13_13 = e3
% 14.46/3.90  													|
% 14.46/3.90  														| Combining equations (224,298) yields a new equation:
% 14.46/3.90  														| (299) e3 = e1
% 14.46/3.90  														|
% 14.46/3.90  														| Equations (299) can reduce 132 to:
% 14.46/3.90  														| (247) $false
% 14.46/3.90  														|
% 14.46/3.90  														|-The branch is then unsatisfiable
% 14.46/3.90  													|-Branch two:
% 14.46/3.90  													| (301)  ~ (all_0_13_13 = e3)
% 14.46/3.90  													| (302) all_0_14_14 = e3 | all_0_15_15 = e3
% 14.46/3.90  													|
% 14.46/3.90  														+-Applying beta-rule and splitting (163), into two cases.
% 14.46/3.90  														|-Branch one:
% 14.46/3.90  														| (303) all_0_10_10 = e2
% 14.46/3.90  														|
% 14.46/3.90  															| Equations (303) can reduce 294 to:
% 14.46/3.90  															| (247) $false
% 14.46/3.90  															|
% 14.46/3.90  															|-The branch is then unsatisfiable
% 14.46/3.90  														|-Branch two:
% 14.46/3.90  														| (294)  ~ (all_0_10_10 = e2)
% 14.46/3.90  														| (306) all_0_11_11 = e2 | all_0_12_12 = e2
% 14.46/3.90  														|
% 14.46/3.90  															+-Applying beta-rule and splitting (306), into two cases.
% 14.46/3.90  															|-Branch one:
% 14.46/3.90  															| (307) all_0_11_11 = e2
% 14.46/3.90  															|
% 14.46/3.90  																| Equations (307) can reduce 66 to:
% 14.46/3.90  																| (308)  ~ (e3 = e2)
% 14.46/3.90  																|
% 14.46/3.90  																| Simplifying 308 yields:
% 14.46/3.90  																| (191)  ~ (e3 = e2)
% 14.46/3.90  																|
% 14.46/3.90  																+-Applying beta-rule and splitting (302), into two cases.
% 14.46/3.90  																|-Branch one:
% 14.46/3.90  																| (310) all_0_14_14 = e3
% 14.46/3.90  																|
% 14.46/3.90  																	| Combining equations (293,310) yields a new equation:
% 14.46/3.90  																	| (311) e3 = e2
% 14.46/3.90  																	|
% 14.46/3.90  																	| Equations (311) can reduce 191 to:
% 14.46/3.90  																	| (247) $false
% 14.46/3.90  																	|
% 14.46/3.90  																	|-The branch is then unsatisfiable
% 14.46/3.90  																|-Branch two:
% 14.46/3.90  																| (313)  ~ (all_0_14_14 = e3)
% 14.46/3.90  																| (314) all_0_15_15 = e3
% 14.46/3.90  																|
% 14.46/3.90  																	| Equations (314) can reduce 296 to:
% 14.46/3.90  																	| (191)  ~ (e3 = e2)
% 14.46/3.90  																	|
% 14.46/3.90  																	+-Applying beta-rule and splitting (3), into two cases.
% 14.46/3.90  																	|-Branch one:
% 14.46/3.90  																	| (316) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)) | (all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1))
% 14.46/3.90  																	|
% 14.46/3.90  																		+-Applying beta-rule and splitting (316), into two cases.
% 14.46/3.90  																		|-Branch one:
% 14.46/3.90  																		| (317) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0))
% 14.46/3.90  																		|
% 14.46/3.90  																			+-Applying beta-rule and splitting (317), into two cases.
% 14.46/3.90  																			|-Branch one:
% 14.46/3.90  																			| (318) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0))
% 14.46/3.91  																			|
% 14.46/3.91  																				+-Applying beta-rule and splitting (318), into two cases.
% 14.46/3.91  																				|-Branch one:
% 14.46/3.91  																				| (319) all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)
% 14.46/3.91  																				|
% 14.46/3.91  																					| Applying alpha-rule on (319) yields:
% 14.46/3.91  																					| (320)  ~ (all_0_8_8 = e2)
% 14.46/3.91  																					| (321)  ~ (all_0_5_5 = e2)
% 14.46/3.91  																					| (322)  ~ (all_0_11_11 = e2)
% 14.46/3.91  																					| (323)  ~ (all_0_12_12 = e2)
% 14.46/3.91  																					| (324)  ~ (all_0_20_20 = e2)
% 14.46/3.91  																					| (325)  ~ (unit = e2)
% 14.46/3.91  																					| (326)  ~ (all_0_14_14 = e2)
% 14.46/3.91  																					| (327)  ~ (all_0_19_19 = e2) | all_0_18_18 = e1
% 14.46/3.91  																					| (328)  ~ (all_0_17_17 = e2)
% 14.46/3.91  																					| (329)  ~ (all_0_7_7 = e2) | all_0_6_6 = e1
% 14.46/3.91  																					| (330) all_0_1_1 = e4
% 14.46/3.91  																					|
% 14.46/3.91  																					| Combining equations (330,213) yields a new equation:
% 14.46/3.91  																					| (331) e4 = e1
% 14.46/3.91  																					|
% 14.46/3.91  																					| Simplifying 331 yields:
% 14.46/3.91  																					| (332) e4 = e1
% 14.46/3.91  																					|
% 14.46/3.91  																					| Equations (332) can reduce 210 to:
% 14.46/3.91  																					| (247) $false
% 14.46/3.91  																					|
% 14.46/3.91  																					|-The branch is then unsatisfiable
% 14.46/3.91  																				|-Branch two:
% 14.46/3.91  																				| (334) all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)
% 14.46/3.91  																				|
% 14.46/3.91  																					| Applying alpha-rule on (334) yields:
% 14.46/3.91  																					| (301)  ~ (all_0_13_13 = e3)
% 14.46/3.91  																					| (336)  ~ (all_0_3_3 = e3) | all_0_0_0 = e0
% 14.46/3.91  																					| (337)  ~ (all_0_19_19 = e3) | all_0_17_17 = e1
% 14.46/3.91  																					| (338)  ~ (all_0_16_16 = e3) | all_0_17_17 = e4
% 14.46/3.91  																					| (339)  ~ (all_0_4_4 = e3) | all_0_5_5 = e4
% 14.46/3.91  																					| (340)  ~ (all_0_15_15 = e3)
% 14.46/3.91  																					| (341)  ~ (all_0_20_20 = e3) | all_0_17_17 = e0
% 14.46/3.91  																					| (303) all_0_10_10 = e2
% 14.46/3.91  																					| (343)  ~ (unit = e3)
% 14.46/3.91  																					| (344)  ~ (all_0_7_7 = e3) | all_0_5_5 = e1
% 14.46/3.91  																					| (345)  ~ (all_0_2_2 = e3) | all_0_0_0 = e1
% 14.46/3.91  																					| (346)  ~ (all_0_8_8 = e3) | all_0_5_5 = e0
% 14.46/3.91  																					|
% 14.46/3.91  																					| Equations (314) can reduce 340 to:
% 14.46/3.91  																					| (247) $false
% 14.46/3.91  																					|
% 14.46/3.91  																					|-The branch is then unsatisfiable
% 14.46/3.91  																			|-Branch two:
% 14.46/3.91  																			| (348) all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)
% 14.46/3.91  																			|
% 14.46/3.91  																				| Applying alpha-rule on (348) yields:
% 14.46/3.91  																				| (349)  ~ (unit = e4)
% 14.46/3.91  																				| (350)  ~ (all_0_6_6 = e4)
% 14.46/3.91  																				| (351)  ~ (all_0_12_12 = e4) | all_0_9_9 = e0
% 14.46/3.91  																				| (352)  ~ (all_0_18_18 = e4)
% 14.46/3.91  																				| (353)  ~ (all_0_20_20 = e4) | all_0_16_16 = e0
% 14.46/3.91  																				| (354)  ~ (all_0_0_0 = e4)
% 14.46/3.91  																				| (355)  ~ (all_0_10_10 = e4)
% 14.46/3.91  																				| (356)  ~ (all_0_3_3 = e4)
% 14.46/3.91  																				| (224) all_0_13_13 = e1
% 14.46/3.91  																				| (358)  ~ (all_0_5_5 = e4) | all_0_4_4 = e3
% 14.46/3.91  																				| (359)  ~ (all_0_8_8 = e4) | all_0_4_4 = e0
% 14.46/3.91  																				| (360)  ~ (all_0_17_17 = e4) | all_0_16_16 = e3
% 14.46/3.91  																				|
% 14.46/3.91  																				+-Applying beta-rule and splitting (96), into two cases.
% 14.46/3.91  																				|-Branch one:
% 14.46/3.91  																				| (270) all_0_18_18 = e1
% 14.46/3.91  																				|
% 14.46/3.91  																					| Equations (270) can reduce 222 to:
% 14.46/3.91  																					| (247) $false
% 14.46/3.91  																					|
% 14.46/3.91  																					|-The branch is then unsatisfiable
% 14.46/3.91  																				|-Branch two:
% 14.46/3.91  																				| (222)  ~ (all_0_18_18 = e1)
% 14.46/3.91  																				| (364) all_0_18_18 = e4 | all_0_18_18 = e2
% 14.46/3.91  																				|
% 14.46/3.91  																					+-Applying beta-rule and splitting (364), into two cases.
% 14.46/3.91  																					|-Branch one:
% 14.46/3.91  																					| (365) all_0_18_18 = e4
% 14.46/3.91  																					|
% 14.46/3.91  																						| Equations (365) can reduce 352 to:
% 14.46/3.91  																						| (247) $false
% 14.46/3.91  																						|
% 14.46/3.91  																						|-The branch is then unsatisfiable
% 14.46/3.91  																					|-Branch two:
% 14.46/3.91  																					| (352)  ~ (all_0_18_18 = e4)
% 14.46/3.91  																					| (368) all_0_18_18 = e2
% 14.46/3.91  																					|
% 14.46/3.91  																						| Equations (368) can reduce 56 to:
% 14.46/3.91  																						| (369)  ~ (all_0_6_6 = e2)
% 14.46/3.91  																						|
% 14.46/3.91  																						+-Applying beta-rule and splitting (81), into two cases.
% 14.46/3.91  																						|-Branch one:
% 14.46/3.91  																						| (370) all_0_6_6 = e1
% 14.46/3.91  																						|
% 14.46/3.91  																							| Equations (370) can reduce 220 to:
% 14.46/3.91  																							| (247) $false
% 14.46/3.91  																							|
% 14.46/3.91  																							|-The branch is then unsatisfiable
% 14.46/3.91  																						|-Branch two:
% 14.46/3.91  																						| (220)  ~ (all_0_6_6 = e1)
% 14.46/3.91  																						| (373) all_0_6_6 = e4 | all_0_6_6 = e2
% 14.46/3.91  																						|
% 14.46/3.91  																							+-Applying beta-rule and splitting (373), into two cases.
% 14.46/3.91  																							|-Branch one:
% 14.46/3.91  																							| (374) all_0_6_6 = e4
% 14.46/3.91  																							|
% 14.46/3.91  																								| Equations (374) can reduce 350 to:
% 14.46/3.91  																								| (247) $false
% 14.46/3.91  																								|
% 14.46/3.91  																								|-The branch is then unsatisfiable
% 14.46/3.91  																							|-Branch two:
% 14.46/3.91  																							| (350)  ~ (all_0_6_6 = e4)
% 14.46/3.91  																							| (377) all_0_6_6 = e2
% 14.46/3.91  																							|
% 14.46/3.91  																								| Equations (377) can reduce 369 to:
% 14.46/3.91  																								| (247) $false
% 14.46/3.91  																								|
% 14.46/3.91  																								|-The branch is then unsatisfiable
% 14.46/3.91  																		|-Branch two:
% 14.46/3.91  																		| (379) all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1)
% 14.46/3.91  																		|
% 14.46/3.91  																			| Applying alpha-rule on (379) yields:
% 14.46/3.91  																			| (380) all_0_15_15 = e2
% 14.46/3.91  																			| (381)  ~ (all_0_11_11 = e0) | all_0_12_12 = e1
% 14.46/3.91  																			| (382)  ~ (all_0_4_4 = e0) | all_0_8_8 = e4
% 14.46/3.91  																			| (383)  ~ (all_0_17_17 = e0) | all_0_20_20 = e3
% 14.46/3.91  																			| (384)  ~ (all_0_2_2 = e0) | all_0_3_3 = e1
% 14.46/3.91  																			| (385)  ~ (all_0_9_9 = e0) | all_0_12_12 = e4
% 14.46/3.91  																			| (386)  ~ (all_0_7_7 = e0) | all_0_8_8 = e1
% 14.46/3.91  																			| (387)  ~ (unit = e0)
% 14.46/3.91  																			| (388)  ~ (all_0_19_19 = e0) | all_0_20_20 = e1
% 14.46/3.91  																			| (389)  ~ (all_0_0_0 = e0) | all_0_3_3 = e3
% 14.46/3.91  																			| (390)  ~ (all_0_10_10 = e0)
% 14.46/3.91  																			| (391)  ~ (all_0_5_5 = e0) | all_0_8_8 = e3
% 14.46/3.91  																			| (392)  ~ (all_0_16_16 = e0) | all_0_20_20 = e4
% 14.46/3.91  																			|
% 14.46/3.91  																			| Combining equations (380,314) yields a new equation:
% 14.46/3.91  																			| (311) e3 = e2
% 14.46/3.91  																			|
% 14.46/3.91  																			| Equations (311) can reduce 191 to:
% 14.46/3.91  																			| (247) $false
% 14.46/3.91  																			|
% 14.46/3.91  																			|-The branch is then unsatisfiable
% 14.46/3.91  																	|-Branch two:
% 14.46/3.91  																	| (395)  ~ (all_0_1_1 = e1) &  ~ (all_0_4_4 = e1) &  ~ (all_0_9_9 = e1) &  ~ (all_0_10_10 = e1) &  ~ (all_0_14_14 = e1) &  ~ (all_0_15_15 = e1) &  ~ (all_0_16_16 = e1) & ( ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))) & ( ~ (all_0_2_2 = e1) |  ~ (unit = e1)) & ( ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))) & ( ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))) & ( ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))) & ( ~ (all_0_7_7 = e1) |  ~ (unit = e1)) & ( ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))) & ( ~ (all_0_11_11 = e1) |  ~ (unit = e1)) & ( ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))) & ( ~ (all_0_13_13 = e1) |  ~ (unit = e1)) & ( ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))) & ( ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))) & ( ~ (all_0_19_19 = e1) |  ~ (unit = e1)) & ( ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1)))
% 14.46/3.92  																	|
% 14.46/3.92  																		| Applying alpha-rule on (395) yields:
% 14.46/3.92  																		| (396)  ~ (all_0_1_1 = e1)
% 14.46/3.92  																		| (397)  ~ (all_0_7_7 = e1) |  ~ (unit = e1)
% 14.46/3.92  																		| (227)  ~ (all_0_14_14 = e1)
% 14.46/3.92  																		| (225)  ~ (all_0_4_4 = e1)
% 14.46/3.92  																		| (400)  ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))
% 14.46/3.92  																		| (401)  ~ (all_0_11_11 = e1) |  ~ (unit = e1)
% 14.46/3.92  																		| (402)  ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))
% 14.46/3.92  																		| (403)  ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))
% 14.46/3.92  																		| (231)  ~ (all_0_16_16 = e1)
% 14.46/3.92  																		| (405)  ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1))
% 14.46/3.92  																		| (286)  ~ (all_0_10_10 = e1)
% 14.46/3.92  																		| (407)  ~ (all_0_13_13 = e1) |  ~ (unit = e1)
% 14.46/3.92  																		| (408)  ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))
% 14.46/3.92  																		| (409)  ~ (all_0_19_19 = e1) |  ~ (unit = e1)
% 14.46/3.92  																		| (410)  ~ (all_0_2_2 = e1) |  ~ (unit = e1)
% 14.46/3.92  																		| (411)  ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))
% 14.46/3.92  																		| (412)  ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))
% 14.46/3.92  																		| (413)  ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))
% 14.46/3.92  																		| (285)  ~ (all_0_9_9 = e1)
% 14.46/3.92  																		| (229)  ~ (all_0_15_15 = e1)
% 14.46/3.92  																		| (416)  ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))
% 14.46/3.92  																		|
% 14.46/3.92  																		| Equations (213) can reduce 396 to:
% 14.46/3.92  																		| (247) $false
% 14.46/3.92  																		|
% 14.46/3.92  																		|-The branch is then unsatisfiable
% 14.46/3.92  															|-Branch two:
% 14.46/3.92  															| (322)  ~ (all_0_11_11 = e2)
% 14.46/3.92  															| (419) all_0_12_12 = e2
% 14.46/3.92  															|
% 14.46/3.92  																| Combining equations (282,419) yields a new equation:
% 14.46/3.92  																| (420) e2 = e1
% 14.46/3.92  																|
% 14.46/3.92  																| Equations (420) can reduce 138 to:
% 14.46/3.92  																| (247) $false
% 14.46/3.92  																|
% 14.46/3.92  																|-The branch is then unsatisfiable
% 14.46/3.92  												|-Branch two:
% 14.46/3.92  												| (326)  ~ (all_0_14_14 = e2)
% 14.46/3.92  												| (380) all_0_15_15 = e2
% 14.46/3.92  												|
% 14.46/3.92  													| Equations (380) can reduce 43 to:
% 14.46/3.92  													| (320)  ~ (all_0_8_8 = e2)
% 14.46/3.92  													|
% 14.46/3.92  													| Equations (380) can reduce 184 to:
% 14.46/3.92  													| (326)  ~ (all_0_14_14 = e2)
% 14.46/3.92  													|
% 14.46/3.92  													+-Applying beta-rule and splitting (91), into two cases.
% 14.46/3.92  													|-Branch one:
% 14.46/3.92  													| (426) all_0_14_14 = e1
% 14.46/3.92  													|
% 14.46/3.92  														| Equations (426) can reduce 227 to:
% 14.46/3.92  														| (247) $false
% 14.46/3.92  														|
% 14.46/3.92  														|-The branch is then unsatisfiable
% 14.46/3.92  													|-Branch two:
% 14.46/3.92  													| (227)  ~ (all_0_14_14 = e1)
% 14.46/3.92  													| (429) all_0_14_14 = e3 | all_0_14_14 = e2
% 14.46/3.92  													|
% 14.46/3.92  														+-Applying beta-rule and splitting (429), into two cases.
% 14.46/3.92  														|-Branch one:
% 14.46/3.92  														| (310) all_0_14_14 = e3
% 14.46/3.92  														|
% 14.46/3.92  															| Equations (310) can reduce 198 to:
% 14.46/3.92  															| (431)  ~ (all_0_17_17 = e3)
% 14.46/3.92  															|
% 14.46/3.92  															| Simplifying 431 yields:
% 14.46/3.92  															| (432)  ~ (all_0_17_17 = e3)
% 14.46/3.92  															|
% 14.46/3.92  															| Equations (310) can reduce 227 to:
% 14.46/3.92  															| (132)  ~ (e3 = e1)
% 14.46/3.92  															|
% 14.46/3.92  															| Equations (310) can reduce 70 to:
% 14.46/3.92  															| (64)  ~ (e3 = e0)
% 14.46/3.92  															|
% 14.46/3.92  															+-Applying beta-rule and splitting (11), into two cases.
% 14.46/3.92  															|-Branch one:
% 14.46/3.92  															| (435) all_0_16_16 = e3
% 14.46/3.92  															|
% 14.46/3.92  																| Equations (435) can reduce 76 to:
% 14.46/3.92  																| (436)  ~ (all_0_4_4 = e3)
% 14.46/3.92  																|
% 14.46/3.92  																| Equations (435) can reduce 53 to:
% 14.46/3.92  																| (431)  ~ (all_0_17_17 = e3)
% 14.46/3.92  																|
% 14.46/3.92  																| Simplifying 431 yields:
% 14.46/3.92  																| (432)  ~ (all_0_17_17 = e3)
% 14.46/3.92  																|
% 14.46/3.92  																| Equations (435) can reduce 5 to:
% 14.46/3.92  																| (439)  ~ (all_0_18_18 = e3)
% 14.46/3.92  																|
% 14.46/3.92  																| Simplifying 439 yields:
% 14.46/3.92  																| (145)  ~ (all_0_18_18 = e3)
% 14.46/3.92  																|
% 14.46/3.92  																+-Applying beta-rule and splitting (60), into two cases.
% 14.46/3.92  																|-Branch one:
% 14.46/3.92  																| (377) all_0_6_6 = e2
% 14.46/3.92  																|
% 14.46/3.92  																	| Equations (377) can reduce 10 to:
% 14.46/3.92  																	| (187)  ~ (all_0_4_4 = e2)
% 14.46/3.92  																	|
% 14.46/3.92  																	| Equations (377) can reduce 164 to:
% 14.46/3.92  																	| (443)  ~ (all_0_7_7 = e2)
% 14.46/3.92  																	|
% 14.46/3.92  																	| Simplifying 443 yields:
% 14.46/3.92  																	| (444)  ~ (all_0_7_7 = e2)
% 14.46/3.92  																	|
% 14.46/3.92  																	| Equations (377) can reduce 160 to:
% 14.46/3.92  																	| (308)  ~ (e3 = e2)
% 14.46/3.92  																	|
% 14.46/3.92  																	| Simplifying 308 yields:
% 14.46/3.92  																	| (191)  ~ (e3 = e2)
% 14.46/3.92  																	|
% 14.46/3.92  																	| Equations (377) can reduce 220 to:
% 14.46/3.92  																	| (138)  ~ (e2 = e1)
% 14.46/3.92  																	|
% 14.46/3.92  																	+-Applying beta-rule and splitting (201), into two cases.
% 14.46/3.92  																	|-Branch one:
% 14.46/3.92  																	| (330) all_0_1_1 = e4
% 14.46/3.92  																	|
% 14.46/3.92  																		| Combining equations (330,213) yields a new equation:
% 14.46/3.92  																		| (331) e4 = e1
% 14.46/3.92  																		|
% 14.46/3.92  																		| Simplifying 331 yields:
% 14.46/3.92  																		| (332) e4 = e1
% 14.46/3.92  																		|
% 14.46/3.92  																		| Equations (332) can reduce 210 to:
% 14.46/3.92  																		| (247) $false
% 14.46/3.92  																		|
% 14.46/3.92  																		|-The branch is then unsatisfiable
% 14.46/3.92  																	|-Branch two:
% 14.46/3.92  																	| (452)  ~ (all_0_1_1 = e4)
% 14.46/3.92  																	| (453) all_0_6_6 = e4 | all_0_18_18 = e4
% 14.46/3.92  																	|
% 14.46/3.92  																		+-Applying beta-rule and splitting (96), into two cases.
% 14.46/3.92  																		|-Branch one:
% 14.46/3.92  																		| (270) all_0_18_18 = e1
% 14.46/3.92  																		|
% 14.46/3.92  																			| Equations (270) can reduce 222 to:
% 14.46/3.92  																			| (247) $false
% 14.46/3.92  																			|
% 14.46/3.92  																			|-The branch is then unsatisfiable
% 14.46/3.92  																		|-Branch two:
% 14.46/3.92  																		| (222)  ~ (all_0_18_18 = e1)
% 14.46/3.92  																		| (364) all_0_18_18 = e4 | all_0_18_18 = e2
% 14.46/3.92  																		|
% 14.46/3.92  																			+-Applying beta-rule and splitting (113), into two cases.
% 14.46/3.92  																			|-Branch one:
% 14.46/3.92  																			| (458) all_0_17_17 = e2
% 14.46/3.92  																			|
% 14.46/3.92  																				| Equations (458) can reduce 122 to:
% 14.46/3.92  																				| (294)  ~ (all_0_10_10 = e2)
% 14.46/3.92  																				|
% 14.46/3.92  																				| Equations (458) can reduce 243 to:
% 14.46/3.92  																				| (138)  ~ (e2 = e1)
% 14.46/3.92  																				|
% 14.46/3.92  																				+-Applying beta-rule and splitting (163), into two cases.
% 14.46/3.92  																				|-Branch one:
% 14.46/3.92  																				| (303) all_0_10_10 = e2
% 14.46/3.92  																				|
% 14.46/3.92  																					| Equations (303) can reduce 294 to:
% 14.46/3.92  																					| (247) $false
% 14.46/3.92  																					|
% 14.46/3.92  																					|-The branch is then unsatisfiable
% 14.46/3.92  																				|-Branch two:
% 14.46/3.92  																				| (294)  ~ (all_0_10_10 = e2)
% 14.46/3.92  																				| (306) all_0_11_11 = e2 | all_0_12_12 = e2
% 14.46/3.92  																				|
% 14.46/3.92  																					+-Applying beta-rule and splitting (306), into two cases.
% 14.46/3.92  																					|-Branch one:
% 14.46/3.92  																					| (307) all_0_11_11 = e2
% 14.46/3.92  																					|
% 14.46/3.92  																						| Equations (307) can reduce 202 to:
% 14.46/3.92  																						| (294)  ~ (all_0_10_10 = e2)
% 14.46/3.92  																						|
% 14.46/3.92  																						| Equations (307) can reduce 34 to:
% 14.46/3.92  																						| (467)  ~ (e4 = e2)
% 14.46/3.92  																						|
% 14.46/3.92  																						| Simplifying 467 yields:
% 14.46/3.92  																						| (194)  ~ (e4 = e2)
% 14.46/3.92  																						|
% 14.46/3.92  																						+-Applying beta-rule and splitting (453), into two cases.
% 14.46/3.92  																						|-Branch one:
% 14.46/3.92  																						| (374) all_0_6_6 = e4
% 14.46/3.92  																						|
% 14.46/3.92  																							| Combining equations (374,377) yields a new equation:
% 14.46/3.92  																							| (470) e4 = e2
% 14.46/3.92  																							|
% 14.46/3.92  																							| Simplifying 470 yields:
% 14.46/3.92  																							| (471) e4 = e2
% 14.46/3.92  																							|
% 14.46/3.92  																							| Equations (471) can reduce 194 to:
% 14.46/3.92  																							| (247) $false
% 14.46/3.92  																							|
% 14.46/3.92  																							|-The branch is then unsatisfiable
% 14.46/3.92  																						|-Branch two:
% 14.46/3.92  																						| (350)  ~ (all_0_6_6 = e4)
% 14.46/3.92  																						| (365) all_0_18_18 = e4
% 14.46/3.92  																						|
% 14.46/3.92  																							| Equations (365) can reduce 222 to:
% 14.46/3.92  																							| (210)  ~ (e4 = e1)
% 14.46/3.92  																							|
% 14.46/3.92  																							+-Applying beta-rule and splitting (3), into two cases.
% 14.46/3.92  																							|-Branch one:
% 14.46/3.92  																							| (316) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)) | (all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1))
% 14.46/3.93  																							|
% 14.46/3.93  																								+-Applying beta-rule and splitting (316), into two cases.
% 14.46/3.93  																								|-Branch one:
% 14.46/3.93  																								| (317) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0))
% 14.46/3.93  																								|
% 14.46/3.93  																									+-Applying beta-rule and splitting (317), into two cases.
% 14.46/3.93  																									|-Branch one:
% 14.46/3.93  																									| (318) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0))
% 14.46/3.93  																									|
% 14.46/3.93  																										+-Applying beta-rule and splitting (318), into two cases.
% 14.46/3.93  																										|-Branch one:
% 14.46/3.93  																										| (319) all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)
% 14.46/3.93  																										|
% 14.46/3.93  																											| Applying alpha-rule on (319) yields:
% 14.46/3.93  																											| (320)  ~ (all_0_8_8 = e2)
% 14.46/3.93  																											| (321)  ~ (all_0_5_5 = e2)
% 14.46/3.93  																											| (322)  ~ (all_0_11_11 = e2)
% 14.46/3.93  																											| (323)  ~ (all_0_12_12 = e2)
% 14.46/3.93  																											| (324)  ~ (all_0_20_20 = e2)
% 14.46/3.93  																											| (325)  ~ (unit = e2)
% 14.46/3.93  																											| (326)  ~ (all_0_14_14 = e2)
% 14.46/3.93  																											| (327)  ~ (all_0_19_19 = e2) | all_0_18_18 = e1
% 14.46/3.93  																											| (328)  ~ (all_0_17_17 = e2)
% 14.46/3.93  																											| (329)  ~ (all_0_7_7 = e2) | all_0_6_6 = e1
% 14.46/3.93  																											| (330) all_0_1_1 = e4
% 14.46/3.93  																											|
% 14.46/3.93  																											| Combining equations (330,213) yields a new equation:
% 14.46/3.93  																											| (331) e4 = e1
% 14.46/3.93  																											|
% 14.46/3.93  																											| Simplifying 331 yields:
% 14.46/3.93  																											| (332) e4 = e1
% 14.46/3.93  																											|
% 14.46/3.93  																											| Equations (332) can reduce 210 to:
% 14.46/3.93  																											| (247) $false
% 14.46/3.93  																											|
% 14.46/3.93  																											|-The branch is then unsatisfiable
% 14.46/3.93  																										|-Branch two:
% 14.46/3.93  																										| (334) all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)
% 14.46/3.93  																										|
% 14.46/3.93  																											| Applying alpha-rule on (334) yields:
% 14.46/3.93  																											| (301)  ~ (all_0_13_13 = e3)
% 14.46/3.93  																											| (336)  ~ (all_0_3_3 = e3) | all_0_0_0 = e0
% 14.46/3.93  																											| (337)  ~ (all_0_19_19 = e3) | all_0_17_17 = e1
% 14.46/3.93  																											| (338)  ~ (all_0_16_16 = e3) | all_0_17_17 = e4
% 14.46/3.93  																											| (339)  ~ (all_0_4_4 = e3) | all_0_5_5 = e4
% 14.46/3.93  																											| (340)  ~ (all_0_15_15 = e3)
% 14.46/3.93  																											| (341)  ~ (all_0_20_20 = e3) | all_0_17_17 = e0
% 14.46/3.93  																											| (303) all_0_10_10 = e2
% 14.46/3.93  																											| (343)  ~ (unit = e3)
% 14.46/3.93  																											| (344)  ~ (all_0_7_7 = e3) | all_0_5_5 = e1
% 14.46/3.93  																											| (345)  ~ (all_0_2_2 = e3) | all_0_0_0 = e1
% 14.46/3.93  																											| (346)  ~ (all_0_8_8 = e3) | all_0_5_5 = e0
% 14.46/3.93  																											|
% 14.46/3.93  																											| Equations (303) can reduce 294 to:
% 14.46/3.93  																											| (247) $false
% 14.46/3.93  																											|
% 14.46/3.93  																											|-The branch is then unsatisfiable
% 14.46/3.93  																									|-Branch two:
% 14.46/3.93  																									| (348) all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)
% 14.46/3.93  																									|
% 14.46/3.93  																										| Applying alpha-rule on (348) yields:
% 14.46/3.93  																										| (349)  ~ (unit = e4)
% 14.46/3.93  																										| (350)  ~ (all_0_6_6 = e4)
% 14.46/3.93  																										| (351)  ~ (all_0_12_12 = e4) | all_0_9_9 = e0
% 14.46/3.93  																										| (352)  ~ (all_0_18_18 = e4)
% 14.46/3.93  																										| (353)  ~ (all_0_20_20 = e4) | all_0_16_16 = e0
% 14.46/3.93  																										| (354)  ~ (all_0_0_0 = e4)
% 14.46/3.93  																										| (355)  ~ (all_0_10_10 = e4)
% 14.46/3.93  																										| (356)  ~ (all_0_3_3 = e4)
% 14.46/3.93  																										| (224) all_0_13_13 = e1
% 14.46/3.93  																										| (358)  ~ (all_0_5_5 = e4) | all_0_4_4 = e3
% 14.46/3.93  																										| (359)  ~ (all_0_8_8 = e4) | all_0_4_4 = e0
% 14.46/3.93  																										| (360)  ~ (all_0_17_17 = e4) | all_0_16_16 = e3
% 14.46/3.93  																										|
% 14.46/3.93  																										| Equations (365) can reduce 352 to:
% 14.46/3.93  																										| (247) $false
% 14.46/3.93  																										|
% 14.46/3.93  																										|-The branch is then unsatisfiable
% 14.46/3.93  																								|-Branch two:
% 14.46/3.93  																								| (379) all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1)
% 14.46/3.93  																								|
% 14.46/3.93  																									| Applying alpha-rule on (379) yields:
% 14.46/3.93  																									| (380) all_0_15_15 = e2
% 14.46/3.93  																									| (381)  ~ (all_0_11_11 = e0) | all_0_12_12 = e1
% 14.46/3.93  																									| (382)  ~ (all_0_4_4 = e0) | all_0_8_8 = e4
% 14.46/3.93  																									| (383)  ~ (all_0_17_17 = e0) | all_0_20_20 = e3
% 14.46/3.93  																									| (384)  ~ (all_0_2_2 = e0) | all_0_3_3 = e1
% 14.46/3.93  																									| (385)  ~ (all_0_9_9 = e0) | all_0_12_12 = e4
% 14.46/3.93  																									| (386)  ~ (all_0_7_7 = e0) | all_0_8_8 = e1
% 14.46/3.93  																									| (387)  ~ (unit = e0)
% 14.46/3.93  																									| (388)  ~ (all_0_19_19 = e0) | all_0_20_20 = e1
% 14.46/3.93  																									| (389)  ~ (all_0_0_0 = e0) | all_0_3_3 = e3
% 14.46/3.93  																									| (390)  ~ (all_0_10_10 = e0)
% 14.46/3.93  																									| (391)  ~ (all_0_5_5 = e0) | all_0_8_8 = e3
% 14.46/3.93  																									| (392)  ~ (all_0_16_16 = e0) | all_0_20_20 = e4
% 14.46/3.93  																									|
% 14.46/3.93  																									+-Applying beta-rule and splitting (8), into two cases.
% 14.46/3.93  																									|-Branch one:
% 14.46/3.93  																									| (536) all_0_4_4 = e0
% 14.46/3.93  																									|
% 14.46/3.93  																										| Equations (536) can reduce 6 to:
% 14.46/3.93  																										| (537)  ~ (all_0_9_9 = e0)
% 14.46/3.93  																										|
% 14.46/3.93  																										| Simplifying 537 yields:
% 14.46/3.93  																										| (538)  ~ (all_0_9_9 = e0)
% 14.46/3.93  																										|
% 14.46/3.93  																										| Equations (536) can reduce 187 to:
% 14.46/3.93  																										| (539)  ~ (e2 = e0)
% 14.46/3.93  																										|
% 14.46/3.93  																										| Simplifying 539 yields:
% 14.46/3.93  																										| (47)  ~ (e2 = e0)
% 14.46/3.93  																										|
% 14.46/3.93  																										| Equations (536) can reduce 225 to:
% 14.46/3.93  																										| (541)  ~ (e1 = e0)
% 14.46/3.93  																										|
% 14.46/3.93  																										| Simplifying 541 yields:
% 14.46/3.93  																										| (128)  ~ (e1 = e0)
% 14.46/3.93  																										|
% 14.46/3.93  																										+-Applying beta-rule and splitting (203), into two cases.
% 14.46/3.93  																										|-Branch one:
% 14.46/3.93  																										| (543) all_0_9_9 = e0
% 14.46/3.93  																										|
% 14.46/3.93  																											| Equations (543) can reduce 538 to:
% 14.46/3.93  																											| (247) $false
% 14.46/3.93  																											|
% 14.46/3.93  																											|-The branch is then unsatisfiable
% 14.46/3.93  																										|-Branch two:
% 14.46/3.94  																										| (538)  ~ (all_0_9_9 = e0)
% 14.46/3.94  																										| (546) all_0_10_10 = e0 | all_0_11_11 = e0 | all_0_12_12 = e0
% 14.46/3.94  																										|
% 14.46/3.94  																											+-Applying beta-rule and splitting (546), into two cases.
% 14.46/3.94  																											|-Branch one:
% 14.46/3.94  																											| (547) all_0_10_10 = e0
% 14.46/3.94  																											|
% 14.46/3.94  																												| Equations (547) can reduce 390 to:
% 14.46/3.94  																												| (247) $false
% 14.46/3.94  																												|
% 14.46/3.94  																												|-The branch is then unsatisfiable
% 14.46/3.94  																											|-Branch two:
% 14.46/3.94  																											| (390)  ~ (all_0_10_10 = e0)
% 14.46/3.94  																											| (550) all_0_11_11 = e0 | all_0_12_12 = e0
% 14.46/3.94  																											|
% 14.46/3.94  																												+-Applying beta-rule and splitting (550), into two cases.
% 14.46/3.94  																												|-Branch one:
% 14.46/3.94  																												| (551) all_0_11_11 = e0
% 14.46/3.94  																												|
% 14.46/3.94  																													| Combining equations (551,307) yields a new equation:
% 14.46/3.94  																													| (552) e2 = e0
% 14.46/3.94  																													|
% 14.46/3.94  																													| Equations (552) can reduce 47 to:
% 14.46/3.94  																													| (247) $false
% 14.46/3.94  																													|
% 14.46/3.94  																													|-The branch is then unsatisfiable
% 14.46/3.94  																												|-Branch two:
% 14.46/3.94  																												| (554)  ~ (all_0_11_11 = e0)
% 14.46/3.94  																												| (555) all_0_12_12 = e0
% 14.46/3.94  																												|
% 14.46/3.94  																													| Combining equations (555,282) yields a new equation:
% 14.46/3.94  																													| (246) e1 = e0
% 14.46/3.94  																													|
% 14.46/3.94  																													| Equations (246) can reduce 128 to:
% 14.46/3.94  																													| (247) $false
% 14.46/3.94  																													|
% 14.46/3.94  																													|-The branch is then unsatisfiable
% 14.46/3.94  																									|-Branch two:
% 14.46/3.94  																									| (558)  ~ (all_0_4_4 = e0)
% 14.46/3.94  																									| (559) all_0_5_5 = e0 | all_0_7_7 = e0 | all_0_8_8 = e0
% 14.46/3.94  																									|
% 14.46/3.94  																										+-Applying beta-rule and splitting (13), into two cases.
% 14.46/3.94  																										|-Branch one:
% 14.46/3.94  																										| (536) all_0_4_4 = e0
% 14.46/3.94  																										|
% 14.46/3.94  																											| Equations (536) can reduce 558 to:
% 14.46/3.94  																											| (247) $false
% 14.46/3.94  																											|
% 14.46/3.94  																											|-The branch is then unsatisfiable
% 14.46/3.94  																										|-Branch two:
% 14.46/3.94  																										| (558)  ~ (all_0_4_4 = e0)
% 14.46/3.94  																										| (563) all_0_9_9 = e0 | all_0_16_16 = e0
% 14.46/3.94  																										|
% 14.46/3.94  																											+-Applying beta-rule and splitting (148), into two cases.
% 14.46/3.94  																											|-Branch one:
% 14.46/3.94  																											| (564) all_0_4_4 = e1
% 14.46/3.94  																											|
% 14.46/3.94  																												| Equations (564) can reduce 225 to:
% 14.46/3.94  																												| (247) $false
% 14.46/3.94  																												|
% 14.46/3.94  																												|-The branch is then unsatisfiable
% 14.46/3.94  																											|-Branch two:
% 14.46/3.94  																											| (225)  ~ (all_0_4_4 = e1)
% 14.46/3.94  																											| (567) all_0_4_4 = e4 | all_0_4_4 = e3 | all_0_4_4 = e0
% 14.46/3.94  																											|
% 14.46/3.94  																												+-Applying beta-rule and splitting (567), into two cases.
% 14.46/3.94  																												|-Branch one:
% 14.46/3.94  																												| (536) all_0_4_4 = e0
% 14.46/3.94  																												|
% 14.46/3.94  																													| Equations (536) can reduce 558 to:
% 14.46/3.94  																													| (247) $false
% 14.46/3.94  																													|
% 14.46/3.94  																													|-The branch is then unsatisfiable
% 14.46/3.94  																												|-Branch two:
% 14.46/3.94  																												| (558)  ~ (all_0_4_4 = e0)
% 14.46/3.94  																												| (571) all_0_4_4 = e4 | all_0_4_4 = e3
% 14.46/3.94  																												|
% 14.46/3.94  																													+-Applying beta-rule and splitting (571), into two cases.
% 14.46/3.94  																													|-Branch one:
% 14.46/3.94  																													| (572) all_0_4_4 = e3
% 14.46/3.94  																													|
% 14.46/3.94  																														| Equations (572) can reduce 436 to:
% 14.46/3.94  																														| (247) $false
% 14.46/3.94  																														|
% 14.46/3.94  																														|-The branch is then unsatisfiable
% 14.46/3.94  																													|-Branch two:
% 14.46/3.94  																													| (436)  ~ (all_0_4_4 = e3)
% 14.46/3.94  																													| (575) all_0_4_4 = e4
% 14.46/3.94  																													|
% 14.46/3.94  																														| Equations (575) can reduce 6 to:
% 14.46/3.94  																														| (576)  ~ (all_0_9_9 = e4)
% 14.46/3.94  																														|
% 14.46/3.94  																														| Simplifying 576 yields:
% 14.46/3.94  																														| (577)  ~ (all_0_9_9 = e4)
% 14.46/3.94  																														|
% 14.46/3.94  																														+-Applying beta-rule and splitting (292), into two cases.
% 14.46/3.94  																														|-Branch one:
% 14.46/3.94  																														| (543) all_0_9_9 = e0
% 14.46/3.94  																														|
% 14.46/3.94  																															| Equations (543) can reduce 176 to:
% 14.46/3.94  																															| (579)  ~ (all_0_10_10 = e0)
% 14.46/3.94  																															|
% 14.46/3.94  																															| Simplifying 579 yields:
% 14.46/3.94  																															| (390)  ~ (all_0_10_10 = e0)
% 14.46/3.94  																															|
% 14.46/3.94  																															+-Applying beta-rule and splitting (30), into two cases.
% 14.46/3.94  																															|-Branch one:
% 14.46/3.94  																															| (581) all_0_10_10 = e1
% 14.46/3.94  																															|
% 14.46/3.94  																																| Equations (581) can reduce 286 to:
% 14.46/3.94  																																| (247) $false
% 14.46/3.94  																																|
% 14.46/3.94  																																|-The branch is then unsatisfiable
% 14.46/3.94  																															|-Branch two:
% 14.46/3.94  																															| (286)  ~ (all_0_10_10 = e1)
% 14.46/3.94  																															| (584) all_0_10_10 = e4 | all_0_10_10 = e2 | all_0_10_10 = e0
% 14.46/3.94  																															|
% 14.46/3.94  																																+-Applying beta-rule and splitting (584), into two cases.
% 14.46/3.94  																																|-Branch one:
% 14.46/3.94  																																| (547) all_0_10_10 = e0
% 14.46/3.94  																																|
% 14.46/3.94  																																	| Equations (547) can reduce 390 to:
% 14.46/3.94  																																	| (247) $false
% 14.46/3.94  																																	|
% 14.46/3.94  																																	|-The branch is then unsatisfiable
% 14.46/3.94  																																|-Branch two:
% 14.46/3.94  																																| (390)  ~ (all_0_10_10 = e0)
% 14.46/3.94  																																| (588) all_0_10_10 = e4 | all_0_10_10 = e2
% 14.46/3.94  																																|
% 14.46/3.94  																																	+-Applying beta-rule and splitting (588), into two cases.
% 14.46/3.94  																																	|-Branch one:
% 14.46/3.94  																																	| (589) all_0_10_10 = e4
% 14.46/3.94  																																	|
% 14.46/3.94  																																		| Equations (589) can reduce 286 to:
% 14.46/3.94  																																		| (210)  ~ (e4 = e1)
% 14.46/3.94  																																		|
% 14.46/3.94  																																		+-Applying beta-rule and splitting (385), into two cases.
% 14.46/3.94  																																		|-Branch one:
% 14.46/3.94  																																		| (538)  ~ (all_0_9_9 = e0)
% 14.46/3.94  																																		|
% 14.46/3.94  																																			| Equations (543) can reduce 538 to:
% 14.46/3.94  																																			| (247) $false
% 14.46/3.94  																																			|
% 14.46/3.94  																																			|-The branch is then unsatisfiable
% 14.46/3.94  																																		|-Branch two:
% 14.46/3.94  																																		| (543) all_0_9_9 = e0
% 14.46/3.94  																																		| (594) all_0_12_12 = e4
% 14.46/3.94  																																		|
% 14.46/3.94  																																			| Combining equations (594,282) yields a new equation:
% 14.46/3.94  																																			| (331) e4 = e1
% 14.46/3.94  																																			|
% 14.46/3.94  																																			| Simplifying 331 yields:
% 14.46/3.94  																																			| (332) e4 = e1
% 14.46/3.94  																																			|
% 14.46/3.94  																																			| Equations (332) can reduce 210 to:
% 14.46/3.94  																																			| (247) $false
% 14.46/3.94  																																			|
% 14.46/3.94  																																			|-The branch is then unsatisfiable
% 14.46/3.94  																																	|-Branch two:
% 14.46/3.94  																																	| (355)  ~ (all_0_10_10 = e4)
% 14.46/3.94  																																	| (303) all_0_10_10 = e2
% 14.46/3.94  																																	|
% 14.46/3.94  																																		| Equations (303) can reduce 294 to:
% 14.46/3.94  																																		| (247) $false
% 14.46/3.94  																																		|
% 14.46/3.94  																																		|-The branch is then unsatisfiable
% 14.46/3.94  																														|-Branch two:
% 14.46/3.94  																														| (538)  ~ (all_0_9_9 = e0)
% 14.46/3.94  																														| (602) all_0_9_9 = e4
% 14.46/3.94  																														|
% 14.46/3.94  																															| Equations (602) can reduce 577 to:
% 14.46/3.94  																															| (247) $false
% 14.46/3.94  																															|
% 14.46/3.94  																															|-The branch is then unsatisfiable
% 14.46/3.94  																							|-Branch two:
% 14.46/3.94  																							| (395)  ~ (all_0_1_1 = e1) &  ~ (all_0_4_4 = e1) &  ~ (all_0_9_9 = e1) &  ~ (all_0_10_10 = e1) &  ~ (all_0_14_14 = e1) &  ~ (all_0_15_15 = e1) &  ~ (all_0_16_16 = e1) & ( ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))) & ( ~ (all_0_2_2 = e1) |  ~ (unit = e1)) & ( ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))) & ( ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))) & ( ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))) & ( ~ (all_0_7_7 = e1) |  ~ (unit = e1)) & ( ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))) & ( ~ (all_0_11_11 = e1) |  ~ (unit = e1)) & ( ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))) & ( ~ (all_0_13_13 = e1) |  ~ (unit = e1)) & ( ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))) & ( ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))) & ( ~ (all_0_19_19 = e1) |  ~ (unit = e1)) & ( ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1)))
% 14.46/3.94  																							|
% 14.46/3.94  																								| Applying alpha-rule on (395) yields:
% 14.46/3.94  																								| (396)  ~ (all_0_1_1 = e1)
% 14.46/3.94  																								| (397)  ~ (all_0_7_7 = e1) |  ~ (unit = e1)
% 14.46/3.94  																								| (227)  ~ (all_0_14_14 = e1)
% 14.46/3.94  																								| (225)  ~ (all_0_4_4 = e1)
% 14.46/3.94  																								| (400)  ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))
% 14.46/3.94  																								| (401)  ~ (all_0_11_11 = e1) |  ~ (unit = e1)
% 14.46/3.94  																								| (402)  ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))
% 14.46/3.94  																								| (403)  ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))
% 14.46/3.94  																								| (231)  ~ (all_0_16_16 = e1)
% 14.46/3.94  																								| (405)  ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1))
% 14.46/3.94  																								| (286)  ~ (all_0_10_10 = e1)
% 14.46/3.94  																								| (407)  ~ (all_0_13_13 = e1) |  ~ (unit = e1)
% 14.46/3.94  																								| (408)  ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))
% 14.46/3.95  																								| (409)  ~ (all_0_19_19 = e1) |  ~ (unit = e1)
% 14.46/3.95  																								| (410)  ~ (all_0_2_2 = e1) |  ~ (unit = e1)
% 14.46/3.95  																								| (411)  ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))
% 14.46/3.95  																								| (412)  ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))
% 14.46/3.95  																								| (413)  ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))
% 14.46/3.95  																								| (285)  ~ (all_0_9_9 = e1)
% 14.46/3.95  																								| (229)  ~ (all_0_15_15 = e1)
% 14.46/3.95  																								| (416)  ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))
% 14.46/3.95  																								|
% 14.46/3.95  																								| Equations (213) can reduce 396 to:
% 14.46/3.95  																								| (247) $false
% 14.46/3.95  																								|
% 14.46/3.95  																								|-The branch is then unsatisfiable
% 14.46/3.95  																					|-Branch two:
% 14.46/3.95  																					| (322)  ~ (all_0_11_11 = e2)
% 14.46/3.95  																					| (419) all_0_12_12 = e2
% 14.46/3.95  																					|
% 14.46/3.95  																						| Combining equations (419,282) yields a new equation:
% 14.46/3.95  																						| (629) e2 = e1
% 14.46/3.95  																						|
% 14.46/3.95  																						| Simplifying 629 yields:
% 14.46/3.95  																						| (420) e2 = e1
% 14.46/3.95  																						|
% 14.46/3.95  																						| Equations (420) can reduce 138 to:
% 14.46/3.95  																						| (247) $false
% 14.46/3.95  																						|
% 14.46/3.95  																						|-The branch is then unsatisfiable
% 14.46/3.95  																			|-Branch two:
% 14.46/3.95  																			| (328)  ~ (all_0_17_17 = e2)
% 14.46/3.95  																			| (633) all_0_18_18 = e2 | all_0_19_19 = e2 | all_0_20_20 = e2
% 14.46/3.95  																			|
% 14.46/3.95  																				+-Applying beta-rule and splitting (99), into two cases.
% 14.46/3.95  																				|-Branch one:
% 14.46/3.95  																				| (634) all_0_7_7 = e2
% 14.46/3.95  																				|
% 14.46/3.95  																					| Equations (634) can reduce 444 to:
% 14.46/3.95  																					| (247) $false
% 14.46/3.95  																					|
% 14.46/3.95  																					|-The branch is then unsatisfiable
% 14.46/3.95  																				|-Branch two:
% 14.46/3.95  																				| (444)  ~ (all_0_7_7 = e2)
% 14.46/3.95  																				| (637) all_0_11_11 = e2 | all_0_19_19 = e2
% 14.46/3.95  																				|
% 14.46/3.95  																					+-Applying beta-rule and splitting (62), into two cases.
% 14.46/3.95  																					|-Branch one:
% 14.46/3.95  																					| (638) all_0_5_5 = e2
% 14.46/3.95  																					|
% 14.46/3.95  																						| Combining equations (638,233) yields a new equation:
% 14.46/3.95  																						| (629) e2 = e1
% 14.46/3.95  																						|
% 14.46/3.95  																						| Simplifying 629 yields:
% 14.46/3.95  																						| (420) e2 = e1
% 14.46/3.95  																						|
% 14.46/3.95  																						| Equations (420) can reduce 138 to:
% 14.46/3.95  																						| (247) $false
% 14.46/3.95  																						|
% 14.46/3.95  																						|-The branch is then unsatisfiable
% 14.46/3.95  																					|-Branch two:
% 14.46/3.95  																					| (321)  ~ (all_0_5_5 = e2)
% 14.46/3.95  																					| (643) all_0_10_10 = e2 | all_0_14_14 = e2 | all_0_17_17 = e2
% 14.46/3.95  																					|
% 14.46/3.95  																						+-Applying beta-rule and splitting (643), into two cases.
% 14.46/3.95  																						|-Branch one:
% 14.46/3.95  																						| (303) all_0_10_10 = e2
% 14.46/3.95  																						|
% 14.46/3.95  																							| Equations (303) can reduce 202 to:
% 14.46/3.95  																							| (645)  ~ (all_0_11_11 = e2)
% 14.46/3.95  																							|
% 14.46/3.95  																							| Simplifying 645 yields:
% 14.46/3.95  																							| (322)  ~ (all_0_11_11 = e2)
% 14.46/3.95  																							|
% 14.46/3.95  																							| Equations (303) can reduce 286 to:
% 14.46/3.95  																							| (138)  ~ (e2 = e1)
% 14.46/3.95  																							|
% 14.46/3.95  																							+-Applying beta-rule and splitting (637), into two cases.
% 14.46/3.95  																							|-Branch one:
% 14.46/3.95  																							| (307) all_0_11_11 = e2
% 14.46/3.95  																							|
% 14.46/3.95  																								| Equations (307) can reduce 322 to:
% 14.46/3.95  																								| (247) $false
% 14.46/3.95  																								|
% 14.46/3.95  																								|-The branch is then unsatisfiable
% 14.46/3.95  																							|-Branch two:
% 14.46/3.95  																							| (322)  ~ (all_0_11_11 = e2)
% 14.46/3.95  																							| (651) all_0_19_19 = e2
% 14.46/3.95  																							|
% 14.46/3.95  																								| Combining equations (274,651) yields a new equation:
% 14.46/3.95  																								| (420) e2 = e1
% 14.46/3.95  																								|
% 14.46/3.95  																								| Equations (420) can reduce 138 to:
% 14.46/3.95  																								| (247) $false
% 14.46/3.95  																								|
% 14.46/3.95  																								|-The branch is then unsatisfiable
% 14.46/3.95  																						|-Branch two:
% 14.46/3.95  																						| (294)  ~ (all_0_10_10 = e2)
% 14.46/3.95  																						| (655) all_0_14_14 = e2 | all_0_17_17 = e2
% 14.46/3.95  																						|
% 14.46/3.95  																							+-Applying beta-rule and splitting (655), into two cases.
% 14.46/3.95  																							|-Branch one:
% 14.46/3.95  																							| (293) all_0_14_14 = e2
% 14.46/3.95  																							|
% 14.46/3.95  																								| Combining equations (310,293) yields a new equation:
% 14.46/3.95  																								| (657) e3 = e2
% 14.46/3.95  																								|
% 14.46/3.95  																								| Simplifying 657 yields:
% 14.46/3.95  																								| (311) e3 = e2
% 14.46/3.95  																								|
% 14.46/3.95  																								| Equations (311) can reduce 191 to:
% 14.46/3.95  																								| (247) $false
% 14.46/3.95  																								|
% 14.46/3.95  																								|-The branch is then unsatisfiable
% 14.46/3.95  																							|-Branch two:
% 14.46/3.95  																							| (326)  ~ (all_0_14_14 = e2)
% 14.46/3.95  																							| (458) all_0_17_17 = e2
% 14.46/3.95  																							|
% 14.46/3.95  																								| Equations (458) can reduce 328 to:
% 14.46/3.95  																								| (247) $false
% 14.46/3.95  																								|
% 14.46/3.95  																								|-The branch is then unsatisfiable
% 14.46/3.95  																|-Branch two:
% 14.46/3.95  																| (369)  ~ (all_0_6_6 = e2)
% 14.46/3.95  																| (368) all_0_18_18 = e2
% 14.46/3.95  																|
% 14.46/3.95  																	| Equations (368) can reduce 56 to:
% 14.46/3.95  																	| (369)  ~ (all_0_6_6 = e2)
% 14.46/3.95  																	|
% 14.46/3.95  																	| Equations (368) can reduce 121 to:
% 14.46/3.95  																	| (328)  ~ (all_0_17_17 = e2)
% 14.46/3.95  																	|
% 14.46/3.95  																	| Equations (368) can reduce 145 to:
% 14.46/3.95  																	| (308)  ~ (e3 = e2)
% 14.46/3.95  																	|
% 14.46/3.95  																	| Simplifying 308 yields:
% 14.46/3.95  																	| (191)  ~ (e3 = e2)
% 14.46/3.95  																	|
% 14.46/3.95  																	| Equations (368) can reduce 222 to:
% 14.46/3.95  																	| (138)  ~ (e2 = e1)
% 14.46/3.95  																	|
% 14.46/3.95  																	+-Applying beta-rule and splitting (201), into two cases.
% 14.46/3.95  																	|-Branch one:
% 14.46/3.95  																	| (330) all_0_1_1 = e4
% 14.46/3.95  																	|
% 14.46/3.95  																		| Combining equations (330,213) yields a new equation:
% 14.46/3.95  																		| (331) e4 = e1
% 14.46/3.95  																		|
% 14.46/3.95  																		| Simplifying 331 yields:
% 14.46/3.95  																		| (332) e4 = e1
% 14.46/3.95  																		|
% 14.46/3.95  																		| Equations (332) can reduce 210 to:
% 14.46/3.95  																		| (247) $false
% 14.46/3.95  																		|
% 14.46/3.95  																		|-The branch is then unsatisfiable
% 14.46/3.95  																	|-Branch two:
% 14.46/3.95  																	| (452)  ~ (all_0_1_1 = e4)
% 14.46/3.95  																	| (453) all_0_6_6 = e4 | all_0_18_18 = e4
% 14.46/3.95  																	|
% 14.46/3.95  																		+-Applying beta-rule and splitting (177), into two cases.
% 14.46/3.95  																		|-Branch one:
% 14.46/3.95  																		| (262) all_0_17_17 = e1
% 14.46/3.95  																		|
% 14.46/3.95  																			| Equations (262) can reduce 243 to:
% 14.46/3.95  																			| (247) $false
% 14.46/3.95  																			|
% 14.46/3.95  																			|-The branch is then unsatisfiable
% 14.46/3.95  																		|-Branch two:
% 14.46/3.95  																		| (243)  ~ (all_0_17_17 = e1)
% 14.46/3.95  																		| (679) all_0_17_17 = e4 | all_0_17_17 = e3 | all_0_17_17 = e2 | all_0_17_17 = e0
% 14.46/3.95  																		|
% 14.46/3.95  																			+-Applying beta-rule and splitting (679), into two cases.
% 14.46/3.95  																			|-Branch one:
% 14.46/3.95  																			| (680) all_0_17_17 = e0
% 14.46/3.95  																			|
% 14.46/3.95  																				| Equations (680) can reduce 252 to:
% 14.46/3.95  																				| (247) $false
% 14.46/3.95  																				|
% 14.46/3.95  																				|-The branch is then unsatisfiable
% 14.46/3.95  																			|-Branch two:
% 14.46/3.95  																			| (252)  ~ (all_0_17_17 = e0)
% 14.46/3.95  																			| (683) all_0_17_17 = e4 | all_0_17_17 = e3 | all_0_17_17 = e2
% 14.46/3.95  																			|
% 14.46/3.95  																				+-Applying beta-rule and splitting (683), into two cases.
% 14.46/3.95  																				|-Branch one:
% 14.46/3.95  																				| (684) all_0_17_17 = e3
% 14.46/3.95  																				|
% 14.46/3.95  																					| Equations (684) can reduce 432 to:
% 14.46/3.95  																					| (247) $false
% 14.46/3.95  																					|
% 14.46/3.95  																					|-The branch is then unsatisfiable
% 14.46/3.95  																				|-Branch two:
% 14.46/3.95  																				| (432)  ~ (all_0_17_17 = e3)
% 14.46/3.95  																				| (687) all_0_17_17 = e4 | all_0_17_17 = e2
% 14.46/3.95  																				|
% 14.46/3.95  																					+-Applying beta-rule and splitting (687), into two cases.
% 14.46/3.95  																					|-Branch one:
% 14.46/3.95  																					| (688) all_0_17_17 = e4
% 14.46/3.95  																					|
% 14.46/3.95  																						| Equations (688) can reduce 80 to:
% 14.46/3.95  																						| (354)  ~ (all_0_0_0 = e4)
% 14.46/3.95  																						|
% 14.46/3.95  																						| Equations (688) can reduce 122 to:
% 14.46/3.95  																						| (355)  ~ (all_0_10_10 = e4)
% 14.46/3.95  																						|
% 14.46/3.95  																						| Equations (688) can reduce 328 to:
% 14.46/3.95  																						| (194)  ~ (e4 = e2)
% 14.46/3.95  																						|
% 14.46/3.95  																						+-Applying beta-rule and splitting (38), into two cases.
% 14.46/3.95  																						|-Branch one:
% 14.46/3.95  																						| (692) all_0_0_0 = e1
% 14.46/3.95  																						|
% 14.46/3.95  																							| Equations (692) can reduce 214 to:
% 14.46/3.95  																							| (247) $false
% 14.46/3.95  																							|
% 14.46/3.95  																							|-The branch is then unsatisfiable
% 14.46/3.95  																						|-Branch two:
% 14.46/3.95  																						| (214)  ~ (all_0_0_0 = e1)
% 14.46/3.95  																						| (695) all_0_0_0 = e4 | all_0_0_0 = e3 | all_0_0_0 = e0
% 14.46/3.95  																						|
% 14.46/3.95  																							+-Applying beta-rule and splitting (453), into two cases.
% 14.46/3.95  																							|-Branch one:
% 14.46/3.95  																							| (374) all_0_6_6 = e4
% 14.46/3.95  																							|
% 14.46/3.95  																								| Equations (374) can reduce 10 to:
% 14.46/3.95  																								| (697)  ~ (all_0_4_4 = e4)
% 14.46/3.95  																								|
% 14.46/3.95  																								| Equations (374) can reduce 164 to:
% 14.46/3.95  																								| (698)  ~ (all_0_7_7 = e4)
% 14.46/3.95  																								|
% 14.46/3.96  																								| Simplifying 698 yields:
% 14.46/3.96  																								| (209)  ~ (all_0_7_7 = e4)
% 14.46/3.96  																								|
% 14.46/3.96  																								| Equations (374) can reduce 131 to:
% 14.46/3.96  																								| (700)  ~ (all_0_8_8 = e4)
% 14.46/3.96  																								|
% 14.46/3.96  																								| Simplifying 700 yields:
% 14.46/3.96  																								| (701)  ~ (all_0_8_8 = e4)
% 14.46/3.96  																								|
% 14.46/3.96  																								| Equations (374) can reduce 369 to:
% 14.46/3.96  																								| (194)  ~ (e4 = e2)
% 14.46/3.96  																								|
% 14.46/3.96  																								| Equations (374) can reduce 220 to:
% 14.46/3.96  																								| (210)  ~ (e4 = e1)
% 14.46/3.96  																								|
% 14.46/3.96  																								+-Applying beta-rule and splitting (148), into two cases.
% 14.46/3.96  																								|-Branch one:
% 14.46/3.96  																								| (564) all_0_4_4 = e1
% 14.46/3.96  																								|
% 14.46/3.96  																									| Equations (564) can reduce 225 to:
% 14.46/3.96  																									| (247) $false
% 14.46/3.96  																									|
% 14.46/3.96  																									|-The branch is then unsatisfiable
% 14.46/3.96  																								|-Branch two:
% 14.46/3.96  																								| (225)  ~ (all_0_4_4 = e1)
% 14.46/3.96  																								| (567) all_0_4_4 = e4 | all_0_4_4 = e3 | all_0_4_4 = e0
% 14.46/3.96  																								|
% 14.46/3.96  																									+-Applying beta-rule and splitting (567), into two cases.
% 14.46/3.96  																									|-Branch one:
% 14.46/3.96  																									| (536) all_0_4_4 = e0
% 14.46/3.96  																									|
% 14.46/3.96  																										| Equations (536) can reduce 41 to:
% 14.46/3.96  																										| (709)  ~ (all_0_7_7 = e0)
% 14.46/3.96  																										|
% 14.46/3.96  																										| Simplifying 709 yields:
% 14.46/3.96  																										| (710)  ~ (all_0_7_7 = e0)
% 14.46/3.96  																										|
% 14.46/3.96  																										| Equations (536) can reduce 129 to:
% 14.46/3.96  																										| (711)  ~ (all_0_8_8 = e0)
% 14.46/3.96  																										|
% 14.46/3.96  																										| Simplifying 711 yields:
% 14.46/3.96  																										| (712)  ~ (all_0_8_8 = e0)
% 14.46/3.96  																										|
% 14.46/3.96  																										| Equations (536) can reduce 436 to:
% 14.46/3.96  																										| (713)  ~ (e3 = e0)
% 14.46/3.96  																										|
% 14.46/3.96  																										| Simplifying 713 yields:
% 14.46/3.96  																										| (64)  ~ (e3 = e0)
% 14.46/3.96  																										|
% 14.46/3.96  																										| Equations (536) can reduce 225 to:
% 14.46/3.96  																										| (541)  ~ (e1 = e0)
% 14.46/3.96  																										|
% 14.46/3.96  																										| Simplifying 541 yields:
% 14.46/3.96  																										| (128)  ~ (e1 = e0)
% 14.46/3.96  																										|
% 14.46/3.96  																										+-Applying beta-rule and splitting (95), into two cases.
% 14.46/3.96  																										|-Branch one:
% 14.46/3.96  																										| (638) all_0_5_5 = e2
% 14.46/3.96  																										|
% 14.46/3.96  																											| Combining equations (638,233) yields a new equation:
% 14.46/3.96  																											| (629) e2 = e1
% 14.46/3.96  																											|
% 14.46/3.96  																											| Simplifying 629 yields:
% 14.46/3.96  																											| (420) e2 = e1
% 14.46/3.96  																											|
% 14.46/3.96  																											| Equations (420) can reduce 138 to:
% 14.46/3.96  																											| (247) $false
% 14.46/3.96  																											|
% 14.46/3.96  																											|-The branch is then unsatisfiable
% 14.46/3.96  																										|-Branch two:
% 14.46/3.96  																										| (321)  ~ (all_0_5_5 = e2)
% 14.46/3.96  																										| (722) all_0_6_6 = e2 | all_0_7_7 = e2 | all_0_8_8 = e2
% 14.46/3.96  																										|
% 14.46/3.96  																											+-Applying beta-rule and splitting (722), into two cases.
% 14.46/3.96  																											|-Branch one:
% 14.46/3.96  																											| (377) all_0_6_6 = e2
% 14.46/3.96  																											|
% 14.46/3.96  																												| Combining equations (377,374) yields a new equation:
% 14.46/3.96  																												| (471) e4 = e2
% 14.46/3.96  																												|
% 14.46/3.96  																												| Equations (471) can reduce 194 to:
% 14.46/3.96  																												| (247) $false
% 14.46/3.96  																												|
% 14.46/3.96  																												|-The branch is then unsatisfiable
% 14.46/3.96  																											|-Branch two:
% 14.46/3.96  																											| (369)  ~ (all_0_6_6 = e2)
% 14.46/3.96  																											| (727) all_0_7_7 = e2 | all_0_8_8 = e2
% 14.46/3.96  																											|
% 14.46/3.96  																												+-Applying beta-rule and splitting (727), into two cases.
% 14.46/3.96  																												|-Branch one:
% 14.46/3.96  																												| (634) all_0_7_7 = e2
% 14.46/3.96  																												|
% 14.46/3.96  																													| Equations (634) can reduce 85 to:
% 14.46/3.96  																													| (75)  ~ (all_0_2_2 = e2)
% 14.46/3.96  																													|
% 14.46/3.96  																													| Equations (634) can reduce 168 to:
% 14.46/3.96  																													| (730)  ~ (all_0_8_8 = e2)
% 14.46/3.96  																													|
% 14.46/3.96  																													| Simplifying 730 yields:
% 14.46/3.96  																													| (320)  ~ (all_0_8_8 = e2)
% 14.46/3.96  																													|
% 14.46/3.96  																													| Equations (634) can reduce 209 to:
% 14.46/3.96  																													| (467)  ~ (e4 = e2)
% 14.46/3.96  																													|
% 14.46/3.96  																													| Simplifying 467 yields:
% 14.46/3.96  																													| (194)  ~ (e4 = e2)
% 14.46/3.96  																													|
% 14.46/3.96  																													| Equations (634) can reduce 276 to:
% 14.46/3.96  																													| (138)  ~ (e2 = e1)
% 14.46/3.96  																													|
% 14.46/3.96  																													| Equations (634) can reduce 710 to:
% 14.46/3.96  																													| (47)  ~ (e2 = e0)
% 14.46/3.96  																													|
% 14.46/3.96  																													+-Applying beta-rule and splitting (62), into two cases.
% 14.46/3.96  																													|-Branch one:
% 14.46/3.96  																													| (638) all_0_5_5 = e2
% 14.46/3.96  																													|
% 14.46/3.96  																														| Combining equations (638,233) yields a new equation:
% 14.46/3.96  																														| (629) e2 = e1
% 14.46/3.96  																														|
% 14.46/3.96  																														| Simplifying 629 yields:
% 14.46/3.96  																														| (420) e2 = e1
% 14.46/3.96  																														|
% 14.46/3.96  																														| Equations (420) can reduce 138 to:
% 14.46/3.96  																														| (247) $false
% 14.46/3.96  																														|
% 14.46/3.96  																														|-The branch is then unsatisfiable
% 14.46/3.96  																													|-Branch two:
% 14.46/3.96  																													| (321)  ~ (all_0_5_5 = e2)
% 14.46/3.96  																													| (643) all_0_10_10 = e2 | all_0_14_14 = e2 | all_0_17_17 = e2
% 14.46/3.96  																													|
% 14.46/3.96  																														+-Applying beta-rule and splitting (643), into two cases.
% 14.46/3.96  																														|-Branch one:
% 14.46/3.96  																														| (303) all_0_10_10 = e2
% 14.46/3.96  																														|
% 14.46/3.96  																															| Equations (303) can reduce 355 to:
% 14.46/3.96  																															| (467)  ~ (e4 = e2)
% 14.46/3.96  																															|
% 14.46/3.96  																															| Simplifying 467 yields:
% 14.46/3.96  																															| (194)  ~ (e4 = e2)
% 14.46/3.96  																															|
% 14.46/3.96  																															+-Applying beta-rule and splitting (169), into two cases.
% 14.46/3.96  																															|-Branch one:
% 14.46/3.96  																															| (266) all_0_8_8 = e1
% 14.46/3.96  																															|
% 14.46/3.96  																																| Equations (266) can reduce 239 to:
% 14.46/3.96  																																| (247) $false
% 14.46/3.96  																																|
% 14.46/3.96  																																|-The branch is then unsatisfiable
% 14.46/3.96  																															|-Branch two:
% 14.46/3.96  																															| (239)  ~ (all_0_8_8 = e1)
% 14.46/3.96  																															| (748) all_0_8_8 = e4 | all_0_8_8 = e3 | all_0_8_8 = e2 | all_0_8_8 = e0
% 14.46/3.96  																															|
% 14.46/3.96  																																+-Applying beta-rule and splitting (748), into two cases.
% 14.46/3.96  																																|-Branch one:
% 14.46/3.96  																																| (749) all_0_8_8 = e0
% 14.46/3.96  																																|
% 14.46/3.96  																																	| Equations (749) can reduce 712 to:
% 14.46/3.96  																																	| (247) $false
% 14.46/3.96  																																	|
% 14.46/3.96  																																	|-The branch is then unsatisfiable
% 14.46/3.96  																																|-Branch two:
% 14.46/3.96  																																| (712)  ~ (all_0_8_8 = e0)
% 14.46/3.96  																																| (752) all_0_8_8 = e4 | all_0_8_8 = e3 | all_0_8_8 = e2
% 14.46/3.96  																																|
% 14.46/3.96  																																	+-Applying beta-rule and splitting (170), into two cases.
% 14.46/3.96  																																	|-Branch one:
% 14.46/3.96  																																	| (602) all_0_9_9 = e4
% 14.46/3.96  																																	|
% 14.46/3.96  																																		| Equations (602) can reduce 285 to:
% 14.46/3.96  																																		| (210)  ~ (e4 = e1)
% 14.46/3.96  																																		|
% 14.46/3.96  																																		+-Applying beta-rule and splitting (179), into two cases.
% 14.46/3.96  																																		|-Branch one:
% 14.46/3.96  																																		| (755) all_0_2_2 = e3
% 14.46/3.96  																																		|
% 14.46/3.96  																																			| Equations (755) can reduce 48 to:
% 14.46/3.96  																																			| (756)  ~ (all_0_11_11 = e3)
% 14.46/3.96  																																			|
% 14.46/3.96  																																			| Simplifying 756 yields:
% 14.46/3.96  																																			| (66)  ~ (all_0_11_11 = e3)
% 14.46/3.96  																																			|
% 14.46/3.96  																																			| Equations (755) can reduce 75 to:
% 14.46/3.96  																																			| (191)  ~ (e3 = e2)
% 14.46/3.96  																																			|
% 14.46/3.96  																																			| Equations (755) can reduce 216 to:
% 14.46/3.96  																																			| (132)  ~ (e3 = e1)
% 14.46/3.96  																																			|
% 14.46/3.96  																																			+-Applying beta-rule and splitting (185), into two cases.
% 14.46/3.96  																																			|-Branch one:
% 14.46/3.96  																																			| (572) all_0_4_4 = e3
% 14.46/3.96  																																			|
% 14.46/3.96  																																				| Combining equations (536,572) yields a new equation:
% 14.46/3.96  																																				| (761) e3 = e0
% 14.46/3.96  																																				|
% 14.46/3.96  																																				| Equations (761) can reduce 64 to:
% 14.46/3.96  																																				| (247) $false
% 14.46/3.96  																																				|
% 14.46/3.96  																																				|-The branch is then unsatisfiable
% 14.46/3.96  																																			|-Branch two:
% 14.46/3.96  																																			| (436)  ~ (all_0_4_4 = e3)
% 14.46/3.96  																																			| (764) all_0_5_5 = e3 | all_0_7_7 = e3 | all_0_8_8 = e3
% 14.46/3.96  																																			|
% 14.46/3.96  																																				| Equations (536) can reduce 436 to:
% 14.46/3.96  																																				| (713)  ~ (e3 = e0)
% 14.46/3.96  																																				|
% 14.46/3.96  																																				| Simplifying 713 yields:
% 14.46/3.96  																																				| (64)  ~ (e3 = e0)
% 14.46/3.96  																																				|
% 14.46/3.96  																																				+-Applying beta-rule and splitting (162), into two cases.
% 14.46/3.96  																																				|-Branch one:
% 14.46/3.96  																																				| (767) all_0_2_2 = e0
% 14.46/3.96  																																				|
% 14.46/3.96  																																					| Combining equations (767,755) yields a new equation:
% 14.46/3.96  																																					| (761) e3 = e0
% 14.46/3.96  																																					|
% 14.46/3.96  																																					| Equations (761) can reduce 64 to:
% 14.46/3.96  																																					| (247) $false
% 14.46/3.96  																																					|
% 14.46/3.96  																																					|-The branch is then unsatisfiable
% 14.46/3.96  																																				|-Branch two:
% 14.46/3.96  																																				| (770)  ~ (all_0_2_2 = e0)
% 14.46/3.96  																																				| (771) all_0_7_7 = e0 | all_0_11_11 = e0 | all_0_19_19 = e0
% 14.46/3.96  																																				|
% 14.46/3.96  																																					+-Applying beta-rule and splitting (764), into two cases.
% 14.46/3.96  																																					|-Branch one:
% 14.46/3.96  																																					| (772) all_0_5_5 = e3
% 14.46/3.96  																																					|
% 14.46/3.96  																																						| Combining equations (772,233) yields a new equation:
% 14.46/3.96  																																						| (773) e3 = e1
% 14.46/3.96  																																						|
% 14.46/3.96  																																						| Simplifying 773 yields:
% 14.46/3.96  																																						| (299) e3 = e1
% 14.46/3.96  																																						|
% 14.46/3.96  																																						| Equations (299) can reduce 132 to:
% 14.46/3.96  																																						| (247) $false
% 14.46/3.96  																																						|
% 14.46/3.96  																																						|-The branch is then unsatisfiable
% 14.46/3.96  																																					|-Branch two:
% 14.46/3.96  																																					| (776)  ~ (all_0_5_5 = e3)
% 14.46/3.96  																																					| (777) all_0_7_7 = e3 | all_0_8_8 = e3
% 14.46/3.96  																																					|
% 14.46/3.96  																																						+-Applying beta-rule and splitting (771), into two cases.
% 14.46/3.96  																																						|-Branch one:
% 14.46/3.96  																																						| (778) all_0_7_7 = e0
% 14.46/3.96  																																						|
% 14.46/3.96  																																							| Combining equations (634,778) yields a new equation:
% 14.46/3.96  																																							| (779) e2 = e0
% 14.46/3.96  																																							|
% 14.46/3.96  																																							| Simplifying 779 yields:
% 14.46/3.96  																																							| (552) e2 = e0
% 14.46/3.96  																																							|
% 14.46/3.96  																																							| Equations (552) can reduce 47 to:
% 14.46/3.96  																																							| (247) $false
% 14.46/3.96  																																							|
% 14.46/3.96  																																							|-The branch is then unsatisfiable
% 14.46/3.96  																																						|-Branch two:
% 14.46/3.96  																																						| (710)  ~ (all_0_7_7 = e0)
% 14.46/3.97  																																						| (783) all_0_11_11 = e0 | all_0_19_19 = e0
% 14.46/3.97  																																						|
% 14.46/3.97  																																							+-Applying beta-rule and splitting (777), into two cases.
% 14.46/3.97  																																							|-Branch one:
% 14.46/3.97  																																							| (784) all_0_7_7 = e3
% 14.46/3.97  																																							|
% 14.46/3.97  																																								| Combining equations (634,784) yields a new equation:
% 14.46/3.97  																																								| (311) e3 = e2
% 14.46/3.97  																																								|
% 14.46/3.97  																																								| Equations (311) can reduce 191 to:
% 14.46/3.97  																																								| (247) $false
% 14.46/3.97  																																								|
% 14.46/3.97  																																								|-The branch is then unsatisfiable
% 14.46/3.97  																																							|-Branch two:
% 14.46/3.97  																																							| (787)  ~ (all_0_7_7 = e3)
% 14.46/3.97  																																							| (788) all_0_8_8 = e3
% 14.46/3.97  																																							|
% 14.46/3.97  																																								| Equations (788) can reduce 20 to:
% 14.46/3.97  																																								| (789)  ~ (all_0_3_3 = e3)
% 14.46/3.97  																																								|
% 14.46/3.97  																																								| Equations (788) can reduce 701 to:
% 14.46/3.97  																																								| (790)  ~ (e4 = e3)
% 14.46/3.97  																																								|
% 14.46/3.97  																																								| Simplifying 790 yields:
% 14.46/3.97  																																								| (24)  ~ (e4 = e3)
% 14.46/3.97  																																								|
% 14.46/3.97  																																								+-Applying beta-rule and splitting (783), into two cases.
% 14.46/3.97  																																								|-Branch one:
% 14.46/3.97  																																								| (551) all_0_11_11 = e0
% 14.46/3.97  																																								|
% 14.46/3.97  																																									| Equations (551) can reduce 66 to:
% 14.46/3.97  																																									| (713)  ~ (e3 = e0)
% 14.46/3.97  																																									|
% 14.46/3.97  																																									| Simplifying 713 yields:
% 14.46/3.97  																																									| (64)  ~ (e3 = e0)
% 14.46/3.97  																																									|
% 14.46/3.97  																																									+-Applying beta-rule and splitting (52), into two cases.
% 14.46/3.97  																																									|-Branch one:
% 14.46/3.97  																																									| (795) all_0_0_0 = e0
% 14.46/3.97  																																									|
% 14.46/3.97  																																										| Equations (795) can reduce 354 to:
% 14.46/3.97  																																										| (796)  ~ (e4 = e0)
% 14.46/3.97  																																										|
% 14.46/3.97  																																										| Simplifying 796 yields:
% 14.46/3.97  																																										| (7)  ~ (e4 = e0)
% 14.46/3.97  																																										|
% 14.46/3.97  																																										| Equations (795) can reduce 214 to:
% 14.46/3.97  																																										| (541)  ~ (e1 = e0)
% 14.46/3.97  																																										|
% 14.46/3.97  																																										| Simplifying 541 yields:
% 14.46/3.97  																																										| (128)  ~ (e1 = e0)
% 14.46/3.97  																																										|
% 14.46/3.97  																																										+-Applying beta-rule and splitting (211), into two cases.
% 14.46/3.97  																																										|-Branch one:
% 14.46/3.97  																																										| (800) all_0_3_3 = e4
% 14.46/3.97  																																										|
% 14.46/3.97  																																											| Equations (800) can reduce 789 to:
% 14.46/3.97  																																											| (24)  ~ (e4 = e3)
% 14.46/3.97  																																											|
% 14.46/3.97  																																											| Equations (800) can reduce 218 to:
% 14.46/3.97  																																											| (210)  ~ (e4 = e1)
% 14.46/3.97  																																											|
% 14.46/3.97  																																											+-Applying beta-rule and splitting (3), into two cases.
% 14.46/3.97  																																											|-Branch one:
% 14.46/3.97  																																											| (316) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)) | (all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1))
% 14.46/3.97  																																											|
% 14.46/3.97  																																												+-Applying beta-rule and splitting (316), into two cases.
% 14.46/3.97  																																												|-Branch one:
% 14.46/3.97  																																												| (317) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0))
% 14.46/3.97  																																												|
% 14.46/3.97  																																													+-Applying beta-rule and splitting (317), into two cases.
% 14.46/3.97  																																													|-Branch one:
% 14.46/3.97  																																													| (318) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0))
% 14.46/3.97  																																													|
% 14.46/3.97  																																														+-Applying beta-rule and splitting (318), into two cases.
% 14.46/3.97  																																														|-Branch one:
% 14.46/3.97  																																														| (319) all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)
% 14.46/3.97  																																														|
% 14.46/3.97  																																															| Applying alpha-rule on (319) yields:
% 14.46/3.97  																																															| (320)  ~ (all_0_8_8 = e2)
% 14.46/3.97  																																															| (321)  ~ (all_0_5_5 = e2)
% 14.46/3.97  																																															| (322)  ~ (all_0_11_11 = e2)
% 14.46/3.97  																																															| (323)  ~ (all_0_12_12 = e2)
% 14.46/3.97  																																															| (324)  ~ (all_0_20_20 = e2)
% 14.46/3.97  																																															| (325)  ~ (unit = e2)
% 14.46/3.97  																																															| (326)  ~ (all_0_14_14 = e2)
% 14.46/3.97  																																															| (327)  ~ (all_0_19_19 = e2) | all_0_18_18 = e1
% 14.46/3.97  																																															| (328)  ~ (all_0_17_17 = e2)
% 14.46/3.97  																																															| (329)  ~ (all_0_7_7 = e2) | all_0_6_6 = e1
% 14.46/3.97  																																															| (330) all_0_1_1 = e4
% 14.46/3.97  																																															|
% 14.46/3.97  																																															| Combining equations (330,213) yields a new equation:
% 14.46/3.97  																																															| (331) e4 = e1
% 14.46/3.97  																																															|
% 14.46/3.97  																																															| Simplifying 331 yields:
% 14.46/3.97  																																															| (332) e4 = e1
% 14.46/3.97  																																															|
% 14.46/3.97  																																															| Equations (332) can reduce 210 to:
% 14.46/3.97  																																															| (247) $false
% 14.46/3.97  																																															|
% 14.46/3.97  																																															|-The branch is then unsatisfiable
% 14.46/3.97  																																														|-Branch two:
% 14.46/3.97  																																														| (334) all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)
% 14.46/3.97  																																														|
% 14.46/3.97  																																															| Applying alpha-rule on (334) yields:
% 14.46/3.97  																																															| (301)  ~ (all_0_13_13 = e3)
% 14.46/3.97  																																															| (336)  ~ (all_0_3_3 = e3) | all_0_0_0 = e0
% 14.46/3.97  																																															| (337)  ~ (all_0_19_19 = e3) | all_0_17_17 = e1
% 14.46/3.97  																																															| (338)  ~ (all_0_16_16 = e3) | all_0_17_17 = e4
% 14.46/3.97  																																															| (339)  ~ (all_0_4_4 = e3) | all_0_5_5 = e4
% 14.46/3.97  																																															| (340)  ~ (all_0_15_15 = e3)
% 14.46/3.97  																																															| (341)  ~ (all_0_20_20 = e3) | all_0_17_17 = e0
% 14.46/3.97  																																															| (303) all_0_10_10 = e2
% 14.46/3.97  																																															| (343)  ~ (unit = e3)
% 14.46/3.97  																																															| (344)  ~ (all_0_7_7 = e3) | all_0_5_5 = e1
% 14.46/3.97  																																															| (345)  ~ (all_0_2_2 = e3) | all_0_0_0 = e1
% 14.46/3.97  																																															| (346)  ~ (all_0_8_8 = e3) | all_0_5_5 = e0
% 14.46/3.97  																																															|
% 14.46/3.97  																																															+-Applying beta-rule and splitting (346), into two cases.
% 14.46/3.97  																																															|-Branch one:
% 14.46/3.97  																																															| (834)  ~ (all_0_8_8 = e3)
% 14.46/3.97  																																															|
% 14.46/3.97  																																																| Equations (788) can reduce 834 to:
% 14.46/3.97  																																																| (247) $false
% 14.46/3.97  																																																|
% 14.46/3.97  																																																|-The branch is then unsatisfiable
% 14.46/3.97  																																															|-Branch two:
% 14.46/3.97  																																															| (788) all_0_8_8 = e3
% 14.46/3.97  																																															| (244) all_0_5_5 = e0
% 14.46/3.97  																																															|
% 14.46/3.97  																																																| Combining equations (233,244) yields a new equation:
% 14.46/3.97  																																																| (245) e1 = e0
% 14.46/3.97  																																																|
% 14.46/3.97  																																																| Simplifying 245 yields:
% 14.46/3.97  																																																| (246) e1 = e0
% 14.46/3.97  																																																|
% 14.46/3.97  																																																| Equations (246) can reduce 128 to:
% 14.46/3.97  																																																| (247) $false
% 14.46/3.97  																																																|
% 14.46/3.97  																																																|-The branch is then unsatisfiable
% 14.46/3.97  																																													|-Branch two:
% 14.46/3.97  																																													| (348) all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)
% 14.46/3.97  																																													|
% 14.46/3.97  																																														| Applying alpha-rule on (348) yields:
% 14.46/3.97  																																														| (349)  ~ (unit = e4)
% 14.46/3.97  																																														| (350)  ~ (all_0_6_6 = e4)
% 14.46/3.97  																																														| (351)  ~ (all_0_12_12 = e4) | all_0_9_9 = e0
% 14.46/3.97  																																														| (352)  ~ (all_0_18_18 = e4)
% 14.46/3.97  																																														| (353)  ~ (all_0_20_20 = e4) | all_0_16_16 = e0
% 14.46/3.97  																																														| (354)  ~ (all_0_0_0 = e4)
% 14.46/3.97  																																														| (355)  ~ (all_0_10_10 = e4)
% 14.46/3.97  																																														| (356)  ~ (all_0_3_3 = e4)
% 14.46/3.97  																																														| (224) all_0_13_13 = e1
% 14.46/3.97  																																														| (358)  ~ (all_0_5_5 = e4) | all_0_4_4 = e3
% 14.46/3.97  																																														| (359)  ~ (all_0_8_8 = e4) | all_0_4_4 = e0
% 14.46/3.97  																																														| (360)  ~ (all_0_17_17 = e4) | all_0_16_16 = e3
% 14.46/3.97  																																														|
% 14.46/3.97  																																														| Equations (374) can reduce 350 to:
% 14.46/3.97  																																														| (247) $false
% 14.46/3.97  																																														|
% 14.46/3.97  																																														|-The branch is then unsatisfiable
% 14.46/3.97  																																												|-Branch two:
% 14.46/3.97  																																												| (379) all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1)
% 14.46/3.97  																																												|
% 14.46/3.97  																																													| Applying alpha-rule on (379) yields:
% 14.46/3.97  																																													| (380) all_0_15_15 = e2
% 14.46/3.97  																																													| (381)  ~ (all_0_11_11 = e0) | all_0_12_12 = e1
% 14.46/3.97  																																													| (382)  ~ (all_0_4_4 = e0) | all_0_8_8 = e4
% 14.46/3.97  																																													| (383)  ~ (all_0_17_17 = e0) | all_0_20_20 = e3
% 14.46/3.97  																																													| (384)  ~ (all_0_2_2 = e0) | all_0_3_3 = e1
% 14.46/3.97  																																													| (385)  ~ (all_0_9_9 = e0) | all_0_12_12 = e4
% 14.46/3.97  																																													| (386)  ~ (all_0_7_7 = e0) | all_0_8_8 = e1
% 14.46/3.97  																																													| (387)  ~ (unit = e0)
% 14.46/3.97  																																													| (388)  ~ (all_0_19_19 = e0) | all_0_20_20 = e1
% 14.46/3.97  																																													| (389)  ~ (all_0_0_0 = e0) | all_0_3_3 = e3
% 14.46/3.97  																																													| (390)  ~ (all_0_10_10 = e0)
% 14.46/3.97  																																													| (391)  ~ (all_0_5_5 = e0) | all_0_8_8 = e3
% 14.46/3.97  																																													| (392)  ~ (all_0_16_16 = e0) | all_0_20_20 = e4
% 14.46/3.97  																																													|
% 14.46/3.97  																																													+-Applying beta-rule and splitting (382), into two cases.
% 14.46/3.97  																																													|-Branch one:
% 14.46/3.97  																																													| (558)  ~ (all_0_4_4 = e0)
% 14.46/3.97  																																													|
% 14.46/3.97  																																														| Equations (536) can reduce 558 to:
% 14.46/3.97  																																														| (247) $false
% 14.46/3.97  																																														|
% 14.46/3.97  																																														|-The branch is then unsatisfiable
% 14.46/3.97  																																													|-Branch two:
% 14.46/3.97  																																													| (536) all_0_4_4 = e0
% 14.46/3.98  																																													| (872) all_0_8_8 = e4
% 14.46/3.98  																																													|
% 14.46/3.98  																																														| Combining equations (788,872) yields a new equation:
% 14.46/3.98  																																														| (873) e4 = e3
% 14.46/3.98  																																														|
% 14.46/3.98  																																														| Equations (873) can reduce 24 to:
% 14.46/3.98  																																														| (247) $false
% 14.46/3.98  																																														|
% 14.46/3.98  																																														|-The branch is then unsatisfiable
% 14.46/3.98  																																											|-Branch two:
% 14.46/3.98  																																											| (395)  ~ (all_0_1_1 = e1) &  ~ (all_0_4_4 = e1) &  ~ (all_0_9_9 = e1) &  ~ (all_0_10_10 = e1) &  ~ (all_0_14_14 = e1) &  ~ (all_0_15_15 = e1) &  ~ (all_0_16_16 = e1) & ( ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))) & ( ~ (all_0_2_2 = e1) |  ~ (unit = e1)) & ( ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))) & ( ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))) & ( ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))) & ( ~ (all_0_7_7 = e1) |  ~ (unit = e1)) & ( ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))) & ( ~ (all_0_11_11 = e1) |  ~ (unit = e1)) & ( ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))) & ( ~ (all_0_13_13 = e1) |  ~ (unit = e1)) & ( ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))) & ( ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))) & ( ~ (all_0_19_19 = e1) |  ~ (unit = e1)) & ( ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1)))
% 14.46/3.98  																																											|
% 14.46/3.98  																																												| Applying alpha-rule on (395) yields:
% 14.46/3.98  																																												| (396)  ~ (all_0_1_1 = e1)
% 14.46/3.98  																																												| (397)  ~ (all_0_7_7 = e1) |  ~ (unit = e1)
% 14.46/3.98  																																												| (227)  ~ (all_0_14_14 = e1)
% 14.46/3.98  																																												| (225)  ~ (all_0_4_4 = e1)
% 14.46/3.98  																																												| (400)  ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))
% 14.46/3.98  																																												| (401)  ~ (all_0_11_11 = e1) |  ~ (unit = e1)
% 14.46/3.98  																																												| (402)  ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))
% 14.46/3.98  																																												| (403)  ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))
% 14.46/3.98  																																												| (231)  ~ (all_0_16_16 = e1)
% 14.46/3.98  																																												| (405)  ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1))
% 14.46/3.98  																																												| (286)  ~ (all_0_10_10 = e1)
% 14.46/3.98  																																												| (407)  ~ (all_0_13_13 = e1) |  ~ (unit = e1)
% 14.46/3.98  																																												| (408)  ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))
% 14.46/3.98  																																												| (409)  ~ (all_0_19_19 = e1) |  ~ (unit = e1)
% 14.46/3.98  																																												| (410)  ~ (all_0_2_2 = e1) |  ~ (unit = e1)
% 14.46/3.98  																																												| (411)  ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))
% 14.46/3.98  																																												| (412)  ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))
% 14.46/3.98  																																												| (413)  ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))
% 14.46/3.98  																																												| (285)  ~ (all_0_9_9 = e1)
% 14.46/3.98  																																												| (229)  ~ (all_0_15_15 = e1)
% 14.46/3.98  																																												| (416)  ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))
% 14.46/3.98  																																												|
% 14.46/3.98  																																												| Equations (213) can reduce 396 to:
% 14.46/3.98  																																												| (247) $false
% 14.46/3.98  																																												|
% 14.46/3.98  																																												|-The branch is then unsatisfiable
% 14.46/3.98  																																										|-Branch two:
% 14.46/3.98  																																										| (356)  ~ (all_0_3_3 = e4)
% 14.46/3.98  																																										| (899) all_0_8_8 = e4 | all_0_12_12 = e4 | all_0_20_20 = e4
% 14.46/3.98  																																										|
% 14.46/3.98  																																											+-Applying beta-rule and splitting (899), into two cases.
% 14.46/3.98  																																											|-Branch one:
% 14.46/3.98  																																											| (872) all_0_8_8 = e4
% 14.46/3.98  																																											|
% 14.46/3.98  																																												| Combining equations (872,788) yields a new equation:
% 14.46/3.98  																																												| (901) e4 = e3
% 14.46/3.98  																																												|
% 14.46/3.98  																																												| Simplifying 901 yields:
% 14.46/3.98  																																												| (873) e4 = e3
% 14.46/3.98  																																												|
% 14.46/3.98  																																												| Equations (873) can reduce 24 to:
% 14.46/3.98  																																												| (247) $false
% 14.46/3.98  																																												|
% 14.46/3.98  																																												|-The branch is then unsatisfiable
% 14.46/3.98  																																											|-Branch two:
% 14.46/3.98  																																											| (701)  ~ (all_0_8_8 = e4)
% 14.46/3.98  																																											| (905) all_0_12_12 = e4 | all_0_20_20 = e4
% 14.46/3.98  																																											|
% 14.46/3.98  																																												+-Applying beta-rule and splitting (905), into two cases.
% 14.46/3.98  																																												|-Branch one:
% 14.46/3.98  																																												| (594) all_0_12_12 = e4
% 14.46/3.98  																																												|
% 14.46/3.98  																																													| Combining equations (282,594) yields a new equation:
% 14.46/3.98  																																													| (332) e4 = e1
% 14.46/3.98  																																													|
% 14.46/3.98  																																													| Equations (332) can reduce 210 to:
% 14.46/3.98  																																													| (247) $false
% 14.46/3.98  																																													|
% 14.46/3.98  																																													|-The branch is then unsatisfiable
% 14.46/3.98  																																												|-Branch two:
% 14.46/3.98  																																												| (909)  ~ (all_0_12_12 = e4)
% 14.46/3.98  																																												| (910) all_0_20_20 = e4
% 14.46/3.98  																																												|
% 14.46/3.98  																																													| Combining equations (249,910) yields a new equation:
% 14.46/3.98  																																													| (911) e4 = e0
% 14.46/3.98  																																													|
% 14.86/3.98  																																													| Equations (911) can reduce 7 to:
% 14.86/3.98  																																													| (247) $false
% 14.86/3.98  																																													|
% 14.86/3.98  																																													|-The branch is then unsatisfiable
% 14.86/3.98  																																									|-Branch two:
% 14.86/3.98  																																									| (913)  ~ (all_0_0_0 = e0)
% 14.86/3.98  																																									| (914) all_0_2_2 = e0 | all_0_3_3 = e0
% 14.86/3.98  																																									|
% 14.86/3.98  																																										+-Applying beta-rule and splitting (914), into two cases.
% 14.86/3.98  																																										|-Branch one:
% 14.86/3.98  																																										| (767) all_0_2_2 = e0
% 14.86/3.98  																																										|
% 14.86/3.98  																																											| Combining equations (767,755) yields a new equation:
% 14.86/3.98  																																											| (761) e3 = e0
% 14.86/3.98  																																											|
% 14.86/3.98  																																											| Equations (761) can reduce 64 to:
% 14.86/3.98  																																											| (247) $false
% 14.86/3.98  																																											|
% 14.86/3.98  																																											|-The branch is then unsatisfiable
% 14.86/3.98  																																										|-Branch two:
% 14.86/3.98  																																										| (770)  ~ (all_0_2_2 = e0)
% 14.86/3.98  																																										| (919) all_0_3_3 = e0
% 14.86/3.98  																																										|
% 14.86/3.98  																																											| Equations (919) can reduce 250 to:
% 14.86/3.98  																																											| (247) $false
% 14.86/3.98  																																											|
% 14.86/3.98  																																											|-The branch is then unsatisfiable
% 14.86/3.98  																																								|-Branch two:
% 14.86/3.98  																																								| (554)  ~ (all_0_11_11 = e0)
% 14.86/3.98  																																								| (922) all_0_19_19 = e0
% 14.86/3.98  																																								|
% 14.86/3.98  																																									| Combining equations (922,274) yields a new equation:
% 14.86/3.98  																																									| (246) e1 = e0
% 14.86/3.98  																																									|
% 14.86/3.98  																																									| Equations (246) can reduce 128 to:
% 14.86/3.98  																																									| (247) $false
% 14.86/3.98  																																									|
% 14.86/3.98  																																									|-The branch is then unsatisfiable
% 14.86/3.98  																																		|-Branch two:
% 14.86/3.98  																																		| (925)  ~ (all_0_2_2 = e3)
% 14.86/3.98  																																		| (926) all_0_7_7 = e3 | all_0_19_19 = e3
% 14.86/3.98  																																		|
% 14.86/3.98  																																			+-Applying beta-rule and splitting (26), into two cases.
% 14.86/3.98  																																			|-Branch one:
% 14.86/3.98  																																			| (927) all_0_0_0 = e4
% 14.86/3.98  																																			|
% 14.86/3.98  																																				| Equations (927) can reduce 354 to:
% 14.86/3.98  																																				| (247) $false
% 14.86/3.98  																																				|
% 14.86/3.98  																																				|-The branch is then unsatisfiable
% 14.86/3.98  																																			|-Branch two:
% 14.86/3.98  																																			| (354)  ~ (all_0_0_0 = e4)
% 14.86/3.98  																																			| (930) all_0_1_1 = e4 | all_0_3_3 = e4
% 14.86/3.98  																																			|
% 14.86/3.98  																																				+-Applying beta-rule and splitting (930), into two cases.
% 14.86/3.98  																																				|-Branch one:
% 14.86/3.98  																																				| (330) all_0_1_1 = e4
% 14.86/3.98  																																				|
% 14.86/3.98  																																					| Combining equations (330,213) yields a new equation:
% 14.86/3.98  																																					| (331) e4 = e1
% 14.86/3.98  																																					|
% 14.86/3.98  																																					| Simplifying 331 yields:
% 14.86/3.98  																																					| (332) e4 = e1
% 14.86/3.98  																																					|
% 14.86/3.98  																																					| Equations (332) can reduce 210 to:
% 14.86/3.98  																																					| (247) $false
% 14.86/3.98  																																					|
% 14.86/3.98  																																					|-The branch is then unsatisfiable
% 14.86/3.98  																																				|-Branch two:
% 14.86/3.98  																																				| (452)  ~ (all_0_1_1 = e4)
% 14.86/3.98  																																				| (800) all_0_3_3 = e4
% 14.86/3.98  																																				|
% 14.86/3.98  																																					| Equations (800) can reduce 20 to:
% 14.86/3.98  																																					| (700)  ~ (all_0_8_8 = e4)
% 14.86/3.98  																																					|
% 14.86/3.98  																																					| Simplifying 700 yields:
% 14.86/3.98  																																					| (701)  ~ (all_0_8_8 = e4)
% 14.86/3.98  																																					|
% 14.86/3.98  																																					+-Applying beta-rule and splitting (752), into two cases.
% 14.86/3.98  																																					|-Branch one:
% 14.86/3.98  																																					| (788) all_0_8_8 = e3
% 14.86/3.98  																																					|
% 14.86/3.98  																																						| Equations (788) can reduce 320 to:
% 14.86/3.98  																																						| (191)  ~ (e3 = e2)
% 14.86/3.98  																																						|
% 14.86/3.98  																																						| Equations (788) can reduce 239 to:
% 14.86/3.98  																																						| (132)  ~ (e3 = e1)
% 14.86/3.98  																																						|
% 14.86/3.98  																																						+-Applying beta-rule and splitting (926), into two cases.
% 14.86/3.98  																																						|-Branch one:
% 14.86/3.98  																																						| (784) all_0_7_7 = e3
% 14.86/3.98  																																						|
% 14.86/3.98  																																							| Combining equations (634,784) yields a new equation:
% 14.86/3.98  																																							| (311) e3 = e2
% 14.86/3.98  																																							|
% 14.86/3.98  																																							| Equations (311) can reduce 191 to:
% 14.86/3.98  																																							| (247) $false
% 14.86/3.98  																																							|
% 14.86/3.98  																																							|-The branch is then unsatisfiable
% 14.86/3.98  																																						|-Branch two:
% 14.86/3.98  																																						| (787)  ~ (all_0_7_7 = e3)
% 14.86/3.98  																																						| (946) all_0_19_19 = e3
% 14.86/3.98  																																						|
% 14.86/3.98  																																							| Combining equations (274,946) yields a new equation:
% 14.86/3.98  																																							| (299) e3 = e1
% 14.86/3.98  																																							|
% 14.86/3.98  																																							| Equations (299) can reduce 132 to:
% 14.86/3.98  																																							| (247) $false
% 14.86/3.98  																																							|
% 14.86/3.98  																																							|-The branch is then unsatisfiable
% 14.86/3.98  																																					|-Branch two:
% 14.86/3.98  																																					| (834)  ~ (all_0_8_8 = e3)
% 14.86/3.98  																																					| (950) all_0_8_8 = e4 | all_0_8_8 = e2
% 14.86/3.98  																																					|
% 14.86/3.98  																																						+-Applying beta-rule and splitting (950), into two cases.
% 14.86/3.98  																																						|-Branch one:
% 14.86/3.98  																																						| (872) all_0_8_8 = e4
% 14.86/3.98  																																						|
% 14.86/3.98  																																							| Equations (872) can reduce 701 to:
% 14.86/3.98  																																							| (247) $false
% 14.86/3.98  																																							|
% 14.86/3.98  																																							|-The branch is then unsatisfiable
% 14.86/3.98  																																						|-Branch two:
% 14.86/3.98  																																						| (701)  ~ (all_0_8_8 = e4)
% 14.86/3.98  																																						| (954) all_0_8_8 = e2
% 14.86/3.98  																																						|
% 14.86/3.98  																																							| Equations (954) can reduce 320 to:
% 14.86/3.98  																																							| (247) $false
% 14.86/3.98  																																							|
% 14.86/3.98  																																							|-The branch is then unsatisfiable
% 14.86/3.98  																																	|-Branch two:
% 14.86/3.98  																																	| (577)  ~ (all_0_9_9 = e4)
% 14.86/3.98  																																	| (957) all_0_10_10 = e4 | all_0_12_12 = e4
% 14.86/3.98  																																	|
% 14.86/3.98  																																		+-Applying beta-rule and splitting (957), into two cases.
% 14.86/3.98  																																		|-Branch one:
% 14.86/3.98  																																		| (589) all_0_10_10 = e4
% 14.86/3.98  																																		|
% 14.86/3.98  																																			| Combining equations (589,303) yields a new equation:
% 14.86/3.98  																																			| (470) e4 = e2
% 14.86/3.98  																																			|
% 14.86/3.98  																																			| Simplifying 470 yields:
% 14.86/3.98  																																			| (471) e4 = e2
% 14.86/3.98  																																			|
% 14.86/3.98  																																			| Equations (471) can reduce 194 to:
% 14.86/3.98  																																			| (247) $false
% 14.86/3.98  																																			|
% 14.86/3.98  																																			|-The branch is then unsatisfiable
% 14.86/3.98  																																		|-Branch two:
% 14.86/3.98  																																		| (355)  ~ (all_0_10_10 = e4)
% 14.86/3.98  																																		| (594) all_0_12_12 = e4
% 14.86/3.98  																																		|
% 14.86/3.98  																																			| Combining equations (282,594) yields a new equation:
% 14.86/3.98  																																			| (332) e4 = e1
% 14.86/3.98  																																			|
% 14.86/3.98  																																			| Equations (332) can reduce 210 to:
% 14.86/3.98  																																			| (247) $false
% 14.86/3.98  																																			|
% 14.86/3.98  																																			|-The branch is then unsatisfiable
% 14.86/3.98  																														|-Branch two:
% 14.86/3.98  																														| (294)  ~ (all_0_10_10 = e2)
% 14.86/3.98  																														| (655) all_0_14_14 = e2 | all_0_17_17 = e2
% 14.86/3.98  																														|
% 14.86/3.98  																															+-Applying beta-rule and splitting (655), into two cases.
% 14.86/3.98  																															|-Branch one:
% 14.86/3.98  																															| (293) all_0_14_14 = e2
% 14.86/3.98  																															|
% 14.86/3.98  																																| Combining equations (310,293) yields a new equation:
% 14.86/3.98  																																| (657) e3 = e2
% 14.86/3.98  																																|
% 14.86/3.98  																																| Simplifying 657 yields:
% 14.86/3.98  																																| (311) e3 = e2
% 14.86/3.98  																																|
% 14.86/3.98  																																| Equations (311) can reduce 191 to:
% 14.86/3.98  																																| (247) $false
% 14.86/3.98  																																|
% 14.86/3.98  																																|-The branch is then unsatisfiable
% 14.86/3.98  																															|-Branch two:
% 14.86/3.98  																															| (326)  ~ (all_0_14_14 = e2)
% 14.86/3.98  																															| (458) all_0_17_17 = e2
% 14.86/3.98  																															|
% 14.86/3.98  																																| Combining equations (688,458) yields a new equation:
% 14.86/3.98  																																| (470) e4 = e2
% 14.86/3.98  																																|
% 14.86/3.98  																																| Simplifying 470 yields:
% 14.86/3.98  																																| (471) e4 = e2
% 14.86/3.98  																																|
% 14.86/3.98  																																| Equations (471) can reduce 194 to:
% 14.86/3.98  																																| (247) $false
% 14.86/3.98  																																|
% 14.86/3.98  																																|-The branch is then unsatisfiable
% 14.86/3.98  																												|-Branch two:
% 14.86/3.98  																												| (444)  ~ (all_0_7_7 = e2)
% 14.86/3.98  																												| (954) all_0_8_8 = e2
% 14.86/3.98  																												|
% 14.86/3.98  																													| Equations (954) can reduce 320 to:
% 14.86/3.98  																													| (247) $false
% 14.86/3.98  																													|
% 14.86/3.98  																													|-The branch is then unsatisfiable
% 14.86/3.98  																									|-Branch two:
% 14.86/3.98  																									| (558)  ~ (all_0_4_4 = e0)
% 14.86/3.98  																									| (571) all_0_4_4 = e4 | all_0_4_4 = e3
% 14.86/3.98  																									|
% 14.86/3.98  																										+-Applying beta-rule and splitting (571), into two cases.
% 14.86/3.98  																										|-Branch one:
% 14.86/3.98  																										| (572) all_0_4_4 = e3
% 14.86/3.98  																										|
% 14.86/3.98  																											| Equations (572) can reduce 436 to:
% 14.86/3.98  																											| (247) $false
% 14.86/3.98  																											|
% 14.86/3.98  																											|-The branch is then unsatisfiable
% 14.86/3.98  																										|-Branch two:
% 14.86/3.98  																										| (436)  ~ (all_0_4_4 = e3)
% 14.86/3.98  																										| (575) all_0_4_4 = e4
% 14.86/3.98  																										|
% 14.86/3.98  																											| Equations (575) can reduce 697 to:
% 14.86/3.98  																											| (247) $false
% 14.86/3.98  																											|
% 14.86/3.98  																											|-The branch is then unsatisfiable
% 14.86/3.98  																							|-Branch two:
% 14.86/3.98  																							| (350)  ~ (all_0_6_6 = e4)
% 14.86/3.98  																							| (365) all_0_18_18 = e4
% 14.86/3.98  																							|
% 14.86/3.98  																								| Combining equations (365,368) yields a new equation:
% 14.86/3.98  																								| (470) e4 = e2
% 14.86/3.98  																								|
% 14.86/3.98  																								| Simplifying 470 yields:
% 14.86/3.98  																								| (471) e4 = e2
% 14.86/3.98  																								|
% 14.86/3.98  																								| Equations (471) can reduce 194 to:
% 14.86/3.98  																								| (247) $false
% 14.86/3.98  																								|
% 14.86/3.98  																								|-The branch is then unsatisfiable
% 14.86/3.98  																					|-Branch two:
% 14.86/3.98  																					| (992)  ~ (all_0_17_17 = e4)
% 14.86/3.98  																					| (458) all_0_17_17 = e2
% 14.86/3.98  																					|
% 14.86/3.98  																						| Equations (458) can reduce 328 to:
% 14.86/3.98  																						| (247) $false
% 14.86/3.98  																						|
% 14.86/3.98  																						|-The branch is then unsatisfiable
% 14.86/3.98  															|-Branch two:
% 14.86/3.98  															| (995)  ~ (all_0_16_16 = e3)
% 14.86/3.98  															| (996) all_0_17_17 = e3 | all_0_19_19 = e3 | all_0_20_20 = e3
% 14.86/3.98  															|
% 14.86/3.98  																+-Applying beta-rule and splitting (996), into two cases.
% 14.86/3.98  																|-Branch one:
% 14.86/3.98  																| (684) all_0_17_17 = e3
% 14.86/3.98  																|
% 14.86/3.98  																	| Equations (684) can reduce 432 to:
% 14.86/3.98  																	| (247) $false
% 14.86/3.98  																	|
% 14.86/3.98  																	|-The branch is then unsatisfiable
% 14.86/3.98  																|-Branch two:
% 14.86/3.98  																| (432)  ~ (all_0_17_17 = e3)
% 14.86/3.98  																| (1000) all_0_19_19 = e3 | all_0_20_20 = e3
% 14.86/3.98  																|
% 14.86/3.98  																	+-Applying beta-rule and splitting (1000), into two cases.
% 14.86/3.98  																	|-Branch one:
% 14.86/3.98  																	| (946) all_0_19_19 = e3
% 14.86/3.98  																	|
% 14.86/3.98  																		| Combining equations (274,946) yields a new equation:
% 14.86/3.98  																		| (299) e3 = e1
% 14.86/3.98  																		|
% 14.86/3.98  																		| Equations (299) can reduce 132 to:
% 14.86/3.98  																		| (247) $false
% 14.86/3.98  																		|
% 14.86/3.98  																		|-The branch is then unsatisfiable
% 14.86/3.98  																	|-Branch two:
% 14.86/3.98  																	| (1004)  ~ (all_0_19_19 = e3)
% 14.86/3.98  																	| (1005) all_0_20_20 = e3
% 14.86/3.98  																	|
% 14.86/3.99  																		| Combining equations (1005,249) yields a new equation:
% 14.86/3.99  																		| (1006) e3 = e0
% 14.86/3.99  																		|
% 14.86/3.99  																		| Simplifying 1006 yields:
% 14.86/3.99  																		| (761) e3 = e0
% 14.86/3.99  																		|
% 14.86/3.99  																		| Equations (761) can reduce 64 to:
% 14.86/3.99  																		| (247) $false
% 14.86/3.99  																		|
% 14.86/3.99  																		|-The branch is then unsatisfiable
% 14.86/3.99  														|-Branch two:
% 14.86/3.99  														| (313)  ~ (all_0_14_14 = e3)
% 14.86/3.99  														| (293) all_0_14_14 = e2
% 14.86/3.99  														|
% 14.86/3.99  															| Equations (293) can reduce 326 to:
% 14.86/3.99  															| (247) $false
% 14.86/3.99  															|
% 14.86/3.99  															|-The branch is then unsatisfiable
% 14.86/3.99  										|-Branch two:
% 14.86/3.99  										| (1012)  ~ (all_0_12_12 = e1)
% 14.86/3.99  										| (1013) all_0_15_15 = e1 | all_0_20_20 = e1
% 14.86/3.99  										|
% 14.86/3.99  											+-Applying beta-rule and splitting (1013), into two cases.
% 14.86/3.99  											|-Branch one:
% 14.86/3.99  											| (1014) all_0_15_15 = e1
% 14.86/3.99  											|
% 14.86/3.99  												| Equations (1014) can reduce 229 to:
% 14.86/3.99  												| (247) $false
% 14.86/3.99  												|
% 14.86/3.99  												|-The branch is then unsatisfiable
% 14.86/3.99  											|-Branch two:
% 14.86/3.99  											| (229)  ~ (all_0_15_15 = e1)
% 14.86/3.99  											| (1017) all_0_20_20 = e1
% 14.86/3.99  											|
% 14.86/3.99  												| Combining equations (1017,249) yields a new equation:
% 14.86/3.99  												| (245) e1 = e0
% 14.86/3.99  												|
% 14.86/3.99  												| Simplifying 245 yields:
% 14.86/3.99  												| (246) e1 = e0
% 14.86/3.99  												|
% 14.86/3.99  												| Equations (246) can reduce 128 to:
% 14.86/3.99  												| (247) $false
% 14.86/3.99  												|
% 14.86/3.99  												|-The branch is then unsatisfiable
% 14.86/3.99  									|-Branch two:
% 14.86/3.99  									| (1021)  ~ (all_0_19_19 = e1)
% 14.86/3.99  									| (1017) all_0_20_20 = e1
% 14.86/3.99  									|
% 14.86/3.99  										| Combining equations (1017,249) yields a new equation:
% 14.86/3.99  										| (245) e1 = e0
% 14.86/3.99  										|
% 14.86/3.99  										| Simplifying 245 yields:
% 14.86/3.99  										| (246) e1 = e0
% 14.86/3.99  										|
% 14.86/3.99  										| Equations (246) can reduce 128 to:
% 14.86/3.99  										| (247) $false
% 14.86/3.99  										|
% 14.86/3.99  										|-The branch is then unsatisfiable
% 14.86/3.99  		|-Branch two:
% 14.86/3.99  		| (1026)  ~ (all_0_5_5 = e1)
% 14.86/3.99  		| (1017) all_0_20_20 = e1
% 14.86/3.99  		|
% 14.86/3.99  			| Equations (1017) can reduce 72 to:
% 14.86/3.99  			| (218)  ~ (all_0_3_3 = e1)
% 14.86/3.99  			|
% 14.86/3.99  			| Equations (1017) can reduce 79 to:
% 14.86/3.99  			| (239)  ~ (all_0_8_8 = e1)
% 14.86/3.99  			|
% 14.86/3.99  			| Equations (1017) can reduce 35 to:
% 14.86/3.99  			| (229)  ~ (all_0_15_15 = e1)
% 14.86/3.99  			|
% 14.86/3.99  			| Equations (1017) can reduce 77 to:
% 14.86/3.99  			| (243)  ~ (all_0_17_17 = e1)
% 14.86/3.99  			|
% 14.86/3.99  			| Equations (1017) can reduce 92 to:
% 14.86/3.99  			| (222)  ~ (all_0_18_18 = e1)
% 14.86/3.99  			|
% 14.86/3.99  			+-Applying beta-rule and splitting (21), into two cases.
% 14.86/3.99  			|-Branch one:
% 14.86/3.99  			| (244) all_0_5_5 = e0
% 14.86/3.99  			|
% 14.86/3.99  				| Equations (244) can reduce 51 to:
% 14.86/3.99  				| (913)  ~ (all_0_0_0 = e0)
% 14.86/3.99  				|
% 14.86/3.99  				| Equations (244) can reduce 65 to:
% 14.86/3.99  				| (558)  ~ (all_0_4_4 = e0)
% 14.86/3.99  				|
% 14.86/3.99  				| Equations (244) can reduce 109 to:
% 14.86/3.99  				| (709)  ~ (all_0_7_7 = e0)
% 14.86/3.99  				|
% 14.86/3.99  				| Simplifying 709 yields:
% 14.86/3.99  				| (710)  ~ (all_0_7_7 = e0)
% 14.86/3.99  				|
% 14.86/3.99  				| Equations (244) can reduce 144 to:
% 14.86/3.99  				| (1038)  ~ (all_0_17_17 = e0)
% 14.86/3.99  				|
% 14.86/3.99  				| Simplifying 1038 yields:
% 14.86/3.99  				| (252)  ~ (all_0_17_17 = e0)
% 14.86/3.99  				|
% 14.86/3.99  				| Equations (244) can reduce 1026 to:
% 14.86/3.99  				| (541)  ~ (e1 = e0)
% 14.86/3.99  				|
% 14.86/3.99  				| Simplifying 541 yields:
% 14.86/3.99  				| (128)  ~ (e1 = e0)
% 14.86/3.99  				|
% 14.86/3.99  				+-Applying beta-rule and splitting (22), into two cases.
% 14.86/3.99  				|-Branch one:
% 14.86/3.99  				| (564) all_0_4_4 = e1
% 14.86/3.99  				|
% 14.86/3.99  					| Equations (564) can reduce 225 to:
% 14.86/3.99  					| (247) $false
% 14.86/3.99  					|
% 14.86/3.99  					|-The branch is then unsatisfiable
% 14.86/3.99  				|-Branch two:
% 14.86/3.99  				| (225)  ~ (all_0_4_4 = e1)
% 14.86/3.99  				| (1045) all_0_5_5 = e1 | all_0_6_6 = e1 | all_0_7_7 = e1 | all_0_8_8 = e1
% 14.86/3.99  				|
% 14.86/3.99  					+-Applying beta-rule and splitting (1045), into two cases.
% 14.86/3.99  					|-Branch one:
% 14.86/3.99  					| (233) all_0_5_5 = e1
% 14.86/3.99  					|
% 14.86/3.99  						| Combining equations (244,233) yields a new equation:
% 14.86/3.99  						| (246) e1 = e0
% 14.86/3.99  						|
% 14.86/3.99  						| Equations (246) can reduce 128 to:
% 14.86/3.99  						| (247) $false
% 14.86/3.99  						|
% 14.86/3.99  						|-The branch is then unsatisfiable
% 14.86/3.99  					|-Branch two:
% 14.86/3.99  					| (1026)  ~ (all_0_5_5 = e1)
% 14.86/3.99  					| (1050) all_0_6_6 = e1 | all_0_7_7 = e1 | all_0_8_8 = e1
% 14.86/3.99  					|
% 14.86/3.99  						+-Applying beta-rule and splitting (1050), into two cases.
% 14.86/3.99  						|-Branch one:
% 14.86/3.99  						| (370) all_0_6_6 = e1
% 14.86/3.99  						|
% 14.86/3.99  							| Equations (370) can reduce 220 to:
% 14.86/3.99  							| (247) $false
% 14.86/3.99  							|
% 14.86/3.99  							|-The branch is then unsatisfiable
% 14.86/3.99  						|-Branch two:
% 14.86/3.99  						| (220)  ~ (all_0_6_6 = e1)
% 14.86/3.99  						| (1054) all_0_7_7 = e1 | all_0_8_8 = e1
% 14.86/3.99  						|
% 14.86/3.99  							+-Applying beta-rule and splitting (1054), into two cases.
% 14.86/3.99  							|-Branch one:
% 14.86/3.99  							| (1055) all_0_7_7 = e1
% 14.86/3.99  							|
% 14.86/3.99  								| Equations (1055) can reduce 85 to:
% 14.86/3.99  								| (216)  ~ (all_0_2_2 = e1)
% 14.86/3.99  								|
% 14.86/3.99  								| Equations (1055) can reduce 164 to:
% 14.86/3.99  								| (220)  ~ (all_0_6_6 = e1)
% 14.86/3.99  								|
% 14.86/3.99  								| Equations (1055) can reduce 209 to:
% 14.86/3.99  								| (279)  ~ (e4 = e1)
% 14.86/3.99  								|
% 14.86/3.99  								| Simplifying 279 yields:
% 14.86/3.99  								| (210)  ~ (e4 = e1)
% 14.86/3.99  								|
% 14.86/3.99  								| Equations (1055) can reduce 710 to:
% 14.86/3.99  								| (128)  ~ (e1 = e0)
% 14.86/3.99  								|
% 14.86/3.99  								+-Applying beta-rule and splitting (31), into two cases.
% 14.86/3.99  								|-Branch one:
% 14.86/3.99  								| (692) all_0_0_0 = e1
% 14.86/3.99  								|
% 14.86/3.99  									| Equations (692) can reduce 214 to:
% 14.86/3.99  									| (247) $false
% 14.86/3.99  									|
% 14.86/3.99  									|-The branch is then unsatisfiable
% 14.86/3.99  								|-Branch two:
% 14.86/3.99  								| (214)  ~ (all_0_0_0 = e1)
% 14.86/3.99  								| (1064) all_0_5_5 = e1 | all_0_10_10 = e1 | all_0_14_14 = e1 | all_0_17_17 = e1
% 14.86/3.99  								|
% 14.86/3.99  									+-Applying beta-rule and splitting (1064), into two cases.
% 14.86/3.99  									|-Branch one:
% 14.86/3.99  									| (233) all_0_5_5 = e1
% 14.86/3.99  									|
% 14.86/3.99  										| Combining equations (233,244) yields a new equation:
% 14.86/3.99  										| (245) e1 = e0
% 14.86/3.99  										|
% 14.86/3.99  										| Simplifying 245 yields:
% 14.86/3.99  										| (246) e1 = e0
% 14.86/3.99  										|
% 14.86/3.99  										| Equations (246) can reduce 128 to:
% 14.86/3.99  										| (247) $false
% 14.86/3.99  										|
% 14.86/3.99  										|-The branch is then unsatisfiable
% 14.86/3.99  									|-Branch two:
% 14.86/3.99  									| (1026)  ~ (all_0_5_5 = e1)
% 14.86/3.99  									| (1070) all_0_10_10 = e1 | all_0_14_14 = e1 | all_0_17_17 = e1
% 14.86/3.99  									|
% 14.86/3.99  										+-Applying beta-rule and splitting (1070), into two cases.
% 14.86/3.99  										|-Branch one:
% 14.86/3.99  										| (581) all_0_10_10 = e1
% 14.86/3.99  										|
% 14.86/3.99  											| Equations (581) can reduce 127 to:
% 14.86/3.99  											| (214)  ~ (all_0_0_0 = e1)
% 14.86/3.99  											|
% 14.86/3.99  											| Equations (581) can reduce 176 to:
% 14.86/3.99  											| (285)  ~ (all_0_9_9 = e1)
% 14.86/3.99  											|
% 14.86/3.99  											| Equations (581) can reduce 202 to:
% 14.86/3.99  											| (1074)  ~ (all_0_11_11 = e1)
% 14.86/3.99  											|
% 14.86/3.99  											| Simplifying 1074 yields:
% 14.86/3.99  											| (1075)  ~ (all_0_11_11 = e1)
% 14.86/3.99  											|
% 14.86/3.99  											| Equations (581) can reduce 93 to:
% 14.86/3.99  											| (226)  ~ (all_0_14_14 = e1)
% 14.86/3.99  											|
% 14.86/3.99  											| Simplifying 226 yields:
% 14.86/3.99  											| (227)  ~ (all_0_14_14 = e1)
% 14.86/3.99  											|
% 14.86/3.99  											| Equations (581) can reduce 122 to:
% 14.86/3.99  											| (242)  ~ (all_0_17_17 = e1)
% 14.86/3.99  											|
% 14.86/3.99  											| Simplifying 242 yields:
% 14.86/3.99  											| (243)  ~ (all_0_17_17 = e1)
% 14.86/3.99  											|
% 14.86/3.99  											| Equations (581) can reduce 196 to:
% 14.86/3.99  											| (287)  ~ (e3 = e1)
% 14.86/3.99  											|
% 14.86/3.99  											| Simplifying 287 yields:
% 14.86/3.99  											| (132)  ~ (e3 = e1)
% 14.86/3.99  											|
% 14.86/3.99  											| From (581) and (16) follows:
% 14.86/3.99  											| (1082) op(e2, e3) = e1
% 14.86/3.99  											|
% 14.86/3.99  											+-Applying beta-rule and splitting (116), into two cases.
% 14.86/3.99  											|-Branch one:
% 14.86/3.99  											| (293) all_0_14_14 = e2
% 14.86/3.99  											|
% 14.86/3.99  												| Equations (293) can reduce 198 to:
% 14.86/3.99  												| (1084)  ~ (all_0_17_17 = e2)
% 14.86/3.99  												|
% 14.86/3.99  												| Simplifying 1084 yields:
% 14.86/3.99  												| (328)  ~ (all_0_17_17 = e2)
% 14.86/3.99  												|
% 14.86/3.99  												| Equations (293) can reduce 227 to:
% 14.86/3.99  												| (138)  ~ (e2 = e1)
% 14.86/3.99  												|
% 14.86/3.99  												+-Applying beta-rule and splitting (157), into two cases.
% 14.86/3.99  												|-Branch one:
% 14.86/3.99  												| (1014) all_0_15_15 = e1
% 14.86/3.99  												|
% 14.86/3.99  													| Equations (1014) can reduce 229 to:
% 14.86/3.99  													| (247) $false
% 14.86/3.99  													|
% 14.86/3.99  													|-The branch is then unsatisfiable
% 14.86/3.99  												|-Branch two:
% 14.86/3.99  												| (229)  ~ (all_0_15_15 = e1)
% 14.86/3.99  												| (1090) all_0_15_15 = e3 | all_0_15_15 = e2
% 14.86/3.99  												|
% 14.86/3.99  													+-Applying beta-rule and splitting (125), into two cases.
% 14.86/3.99  													|-Branch one:
% 14.86/3.99  													| (298) all_0_13_13 = e3
% 14.86/3.99  													|
% 14.86/3.99  														| Combining equations (298,224) yields a new equation:
% 14.86/3.99  														| (773) e3 = e1
% 14.86/3.99  														|
% 14.86/3.99  														| Simplifying 773 yields:
% 14.86/3.99  														| (299) e3 = e1
% 14.86/3.99  														|
% 14.86/3.99  														| Equations (299) can reduce 132 to:
% 14.86/3.99  														| (247) $false
% 14.86/3.99  														|
% 14.86/3.99  														|-The branch is then unsatisfiable
% 14.86/3.99  													|-Branch two:
% 14.86/3.99  													| (301)  ~ (all_0_13_13 = e3)
% 14.86/3.99  													| (302) all_0_14_14 = e3 | all_0_15_15 = e3
% 14.86/3.99  													|
% 14.86/3.99  														+-Applying beta-rule and splitting (302), into two cases.
% 14.86/3.99  														|-Branch one:
% 14.86/3.99  														| (310) all_0_14_14 = e3
% 14.86/3.99  														|
% 14.86/3.99  															| Combining equations (293,310) yields a new equation:
% 14.86/3.99  															| (311) e3 = e2
% 14.86/3.99  															|
% 14.86/3.99  															| Equations (311) can reduce 191 to:
% 14.86/3.99  															| (247) $false
% 14.86/3.99  															|
% 14.86/3.99  															|-The branch is then unsatisfiable
% 14.86/3.99  														|-Branch two:
% 14.86/3.99  														| (313)  ~ (all_0_14_14 = e3)
% 14.86/3.99  														| (314) all_0_15_15 = e3
% 14.86/3.99  														|
% 14.86/3.99  															| Equations (314) can reduce 43 to:
% 14.86/3.99  															| (834)  ~ (all_0_8_8 = e3)
% 14.86/3.99  															|
% 14.86/3.99  															| Equations (314) can reduce 229 to:
% 14.86/3.99  															| (132)  ~ (e3 = e1)
% 14.86/3.99  															|
% 14.86/3.99  															| Equations (314) can reduce 152 to:
% 14.86/3.99  															| (64)  ~ (e3 = e0)
% 14.86/3.99  															|
% 14.86/3.99  															+-Applying beta-rule and splitting (185), into two cases.
% 14.86/3.99  															|-Branch one:
% 14.86/3.99  															| (572) all_0_4_4 = e3
% 14.86/3.99  															|
% 14.86/3.99  																| Equations (572) can reduce 76 to:
% 14.86/3.99  																| (1106)  ~ (all_0_16_16 = e3)
% 14.86/3.99  																|
% 14.86/3.99  																| Simplifying 1106 yields:
% 14.86/3.99  																| (995)  ~ (all_0_16_16 = e3)
% 14.86/3.99  																|
% 14.86/3.99  																| Equations (572) can reduce 187 to:
% 14.86/3.99  																| (191)  ~ (e3 = e2)
% 14.86/3.99  																|
% 14.86/3.99  																+-Applying beta-rule and splitting (3), into two cases.
% 14.86/3.99  																|-Branch one:
% 14.86/3.99  																| (316) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)) | (all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1))
% 14.86/3.99  																|
% 14.86/3.99  																	+-Applying beta-rule and splitting (316), into two cases.
% 14.86/3.99  																	|-Branch one:
% 14.86/3.99  																	| (317) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0))
% 14.86/3.99  																	|
% 14.86/3.99  																		+-Applying beta-rule and splitting (317), into two cases.
% 14.86/3.99  																		|-Branch one:
% 14.86/3.99  																		| (318) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0))
% 14.86/3.99  																		|
% 14.86/3.99  																			+-Applying beta-rule and splitting (318), into two cases.
% 14.86/3.99  																			|-Branch one:
% 14.86/3.99  																			| (319) all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)
% 14.86/3.99  																			|
% 14.86/3.99  																				| Applying alpha-rule on (319) yields:
% 14.86/3.99  																				| (320)  ~ (all_0_8_8 = e2)
% 14.86/4.00  																				| (321)  ~ (all_0_5_5 = e2)
% 14.86/4.00  																				| (322)  ~ (all_0_11_11 = e2)
% 14.86/4.00  																				| (323)  ~ (all_0_12_12 = e2)
% 14.86/4.00  																				| (324)  ~ (all_0_20_20 = e2)
% 14.86/4.00  																				| (325)  ~ (unit = e2)
% 14.86/4.00  																				| (326)  ~ (all_0_14_14 = e2)
% 14.86/4.00  																				| (327)  ~ (all_0_19_19 = e2) | all_0_18_18 = e1
% 14.86/4.00  																				| (328)  ~ (all_0_17_17 = e2)
% 14.86/4.00  																				| (329)  ~ (all_0_7_7 = e2) | all_0_6_6 = e1
% 14.86/4.00  																				| (330) all_0_1_1 = e4
% 14.86/4.00  																				|
% 14.86/4.00  																				| Combining equations (330,213) yields a new equation:
% 14.86/4.00  																				| (331) e4 = e1
% 14.86/4.00  																				|
% 14.86/4.00  																				| Simplifying 331 yields:
% 14.86/4.00  																				| (332) e4 = e1
% 14.86/4.00  																				|
% 14.86/4.00  																				| Equations (332) can reduce 210 to:
% 14.86/4.00  																				| (247) $false
% 14.86/4.00  																				|
% 14.86/4.00  																				|-The branch is then unsatisfiable
% 14.86/4.00  																			|-Branch two:
% 14.86/4.00  																			| (334) all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)
% 14.86/4.00  																			|
% 14.86/4.00  																				| Applying alpha-rule on (334) yields:
% 14.86/4.00  																				| (301)  ~ (all_0_13_13 = e3)
% 14.86/4.00  																				| (336)  ~ (all_0_3_3 = e3) | all_0_0_0 = e0
% 14.86/4.00  																				| (337)  ~ (all_0_19_19 = e3) | all_0_17_17 = e1
% 14.86/4.00  																				| (338)  ~ (all_0_16_16 = e3) | all_0_17_17 = e4
% 14.86/4.00  																				| (339)  ~ (all_0_4_4 = e3) | all_0_5_5 = e4
% 14.86/4.00  																				| (340)  ~ (all_0_15_15 = e3)
% 14.86/4.00  																				| (341)  ~ (all_0_20_20 = e3) | all_0_17_17 = e0
% 14.86/4.00  																				| (303) all_0_10_10 = e2
% 14.86/4.00  																				| (343)  ~ (unit = e3)
% 14.86/4.00  																				| (344)  ~ (all_0_7_7 = e3) | all_0_5_5 = e1
% 14.86/4.00  																				| (345)  ~ (all_0_2_2 = e3) | all_0_0_0 = e1
% 14.86/4.00  																				| (346)  ~ (all_0_8_8 = e3) | all_0_5_5 = e0
% 14.86/4.00  																				|
% 14.86/4.00  																				| Combining equations (581,303) yields a new equation:
% 14.86/4.00  																				| (420) e2 = e1
% 14.86/4.00  																				|
% 14.86/4.00  																				| Equations (420) can reduce 138 to:
% 14.86/4.00  																				| (247) $false
% 14.86/4.00  																				|
% 14.86/4.00  																				|-The branch is then unsatisfiable
% 14.86/4.00  																		|-Branch two:
% 14.86/4.00  																		| (348) all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)
% 14.86/4.00  																		|
% 14.86/4.00  																			| Applying alpha-rule on (348) yields:
% 14.86/4.00  																			| (349)  ~ (unit = e4)
% 14.86/4.00  																			| (350)  ~ (all_0_6_6 = e4)
% 14.86/4.00  																			| (351)  ~ (all_0_12_12 = e4) | all_0_9_9 = e0
% 14.86/4.00  																			| (352)  ~ (all_0_18_18 = e4)
% 14.86/4.00  																			| (353)  ~ (all_0_20_20 = e4) | all_0_16_16 = e0
% 14.86/4.00  																			| (354)  ~ (all_0_0_0 = e4)
% 14.86/4.00  																			| (355)  ~ (all_0_10_10 = e4)
% 14.86/4.00  																			| (356)  ~ (all_0_3_3 = e4)
% 14.86/4.00  																			| (224) all_0_13_13 = e1
% 14.86/4.00  																			| (358)  ~ (all_0_5_5 = e4) | all_0_4_4 = e3
% 14.86/4.00  																			| (359)  ~ (all_0_8_8 = e4) | all_0_4_4 = e0
% 14.86/4.00  																			| (360)  ~ (all_0_17_17 = e4) | all_0_16_16 = e3
% 14.86/4.00  																			|
% 14.86/4.00  																			+-Applying beta-rule and splitting (29), into two cases.
% 14.86/4.00  																			|-Branch one:
% 14.86/4.00  																			| (927) all_0_0_0 = e4
% 14.86/4.00  																			|
% 14.86/4.00  																				| Equations (927) can reduce 354 to:
% 14.86/4.00  																				| (247) $false
% 14.86/4.00  																				|
% 14.86/4.00  																				|-The branch is then unsatisfiable
% 14.86/4.00  																			|-Branch two:
% 14.86/4.00  																			| (354)  ~ (all_0_0_0 = e4)
% 14.86/4.00  																			| (1158) all_0_5_5 = e4 | all_0_10_10 = e4 | all_0_17_17 = e4
% 14.86/4.00  																			|
% 14.86/4.00  																				+-Applying beta-rule and splitting (360), into two cases.
% 14.86/4.00  																				|-Branch one:
% 14.86/4.00  																				| (992)  ~ (all_0_17_17 = e4)
% 14.86/4.00  																				|
% 14.86/4.00  																					+-Applying beta-rule and splitting (38), into two cases.
% 14.86/4.00  																					|-Branch one:
% 14.86/4.00  																					| (692) all_0_0_0 = e1
% 14.86/4.00  																					|
% 14.86/4.00  																						| Equations (692) can reduce 214 to:
% 14.86/4.00  																						| (247) $false
% 14.86/4.00  																						|
% 14.86/4.00  																						|-The branch is then unsatisfiable
% 14.86/4.00  																					|-Branch two:
% 14.86/4.00  																					| (214)  ~ (all_0_0_0 = e1)
% 14.86/4.00  																					| (695) all_0_0_0 = e4 | all_0_0_0 = e3 | all_0_0_0 = e0
% 14.86/4.00  																					|
% 14.86/4.00  																						+-Applying beta-rule and splitting (695), into two cases.
% 14.86/4.00  																						|-Branch one:
% 14.86/4.00  																						| (795) all_0_0_0 = e0
% 14.86/4.00  																						|
% 14.86/4.00  																							| Equations (795) can reduce 913 to:
% 14.86/4.00  																							| (247) $false
% 14.86/4.00  																							|
% 14.86/4.00  																							|-The branch is then unsatisfiable
% 14.86/4.00  																						|-Branch two:
% 14.86/4.00  																						| (913)  ~ (all_0_0_0 = e0)
% 14.86/4.00  																						| (1167) all_0_0_0 = e4 | all_0_0_0 = e3
% 14.86/4.00  																						|
% 14.86/4.00  																							+-Applying beta-rule and splitting (1167), into two cases.
% 14.86/4.00  																							|-Branch one:
% 14.86/4.00  																							| (1168) all_0_0_0 = e3
% 14.86/4.00  																							|
% 14.86/4.00  																								| Equations (1168) can reduce 80 to:
% 14.86/4.00  																								| (431)  ~ (all_0_17_17 = e3)
% 14.86/4.00  																								|
% 14.86/4.00  																								| Simplifying 431 yields:
% 14.86/4.00  																								| (432)  ~ (all_0_17_17 = e3)
% 14.86/4.00  																								|
% 14.86/4.00  																								+-Applying beta-rule and splitting (177), into two cases.
% 14.86/4.00  																								|-Branch one:
% 14.86/4.00  																								| (262) all_0_17_17 = e1
% 14.86/4.00  																								|
% 14.86/4.00  																									| Equations (262) can reduce 243 to:
% 14.86/4.00  																									| (247) $false
% 14.86/4.00  																									|
% 14.86/4.00  																									|-The branch is then unsatisfiable
% 14.86/4.00  																								|-Branch two:
% 14.86/4.00  																								| (243)  ~ (all_0_17_17 = e1)
% 14.86/4.00  																								| (679) all_0_17_17 = e4 | all_0_17_17 = e3 | all_0_17_17 = e2 | all_0_17_17 = e0
% 14.86/4.00  																								|
% 14.86/4.00  																									+-Applying beta-rule and splitting (679), into two cases.
% 14.86/4.00  																									|-Branch one:
% 14.86/4.00  																									| (680) all_0_17_17 = e0
% 14.86/4.00  																									|
% 14.86/4.00  																										| Equations (680) can reduce 252 to:
% 14.86/4.00  																										| (247) $false
% 14.86/4.00  																										|
% 14.86/4.00  																										|-The branch is then unsatisfiable
% 14.86/4.00  																									|-Branch two:
% 14.86/4.00  																									| (252)  ~ (all_0_17_17 = e0)
% 14.86/4.00  																									| (683) all_0_17_17 = e4 | all_0_17_17 = e3 | all_0_17_17 = e2
% 14.86/4.00  																									|
% 14.86/4.00  																										+-Applying beta-rule and splitting (683), into two cases.
% 14.86/4.00  																										|-Branch one:
% 14.86/4.00  																										| (684) all_0_17_17 = e3
% 14.86/4.00  																										|
% 14.86/4.00  																											| Equations (684) can reduce 432 to:
% 14.86/4.00  																											| (247) $false
% 14.86/4.00  																											|
% 14.86/4.00  																											|-The branch is then unsatisfiable
% 14.86/4.00  																										|-Branch two:
% 14.86/4.00  																										| (432)  ~ (all_0_17_17 = e3)
% 14.86/4.00  																										| (687) all_0_17_17 = e4 | all_0_17_17 = e2
% 14.86/4.00  																										|
% 14.86/4.00  																											+-Applying beta-rule and splitting (687), into two cases.
% 14.86/4.00  																											|-Branch one:
% 14.86/4.00  																											| (688) all_0_17_17 = e4
% 14.86/4.00  																											|
% 14.86/4.00  																												| Equations (688) can reduce 992 to:
% 14.86/4.00  																												| (247) $false
% 14.86/4.00  																												|
% 14.86/4.00  																												|-The branch is then unsatisfiable
% 14.86/4.00  																											|-Branch two:
% 14.86/4.00  																											| (992)  ~ (all_0_17_17 = e4)
% 14.86/4.00  																											| (458) all_0_17_17 = e2
% 14.86/4.00  																											|
% 14.86/4.00  																												| Equations (458) can reduce 328 to:
% 14.86/4.00  																												| (247) $false
% 14.86/4.00  																												|
% 14.86/4.00  																												|-The branch is then unsatisfiable
% 14.86/4.00  																							|-Branch two:
% 14.86/4.00  																							| (1188)  ~ (all_0_0_0 = e3)
% 14.86/4.00  																							| (927) all_0_0_0 = e4
% 14.86/4.00  																							|
% 14.86/4.00  																								| Equations (927) can reduce 354 to:
% 14.86/4.00  																								| (247) $false
% 14.86/4.00  																								|
% 14.86/4.00  																								|-The branch is then unsatisfiable
% 14.86/4.00  																				|-Branch two:
% 14.86/4.00  																				| (688) all_0_17_17 = e4
% 14.86/4.00  																				| (435) all_0_16_16 = e3
% 14.86/4.00  																				|
% 14.86/4.00  																					| Equations (435) can reduce 995 to:
% 14.86/4.00  																					| (247) $false
% 14.86/4.00  																					|
% 14.86/4.00  																					|-The branch is then unsatisfiable
% 14.86/4.00  																	|-Branch two:
% 14.86/4.00  																	| (379) all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1)
% 14.86/4.00  																	|
% 14.86/4.00  																		| Applying alpha-rule on (379) yields:
% 14.86/4.00  																		| (380) all_0_15_15 = e2
% 14.86/4.00  																		| (381)  ~ (all_0_11_11 = e0) | all_0_12_12 = e1
% 14.86/4.00  																		| (382)  ~ (all_0_4_4 = e0) | all_0_8_8 = e4
% 14.86/4.00  																		| (383)  ~ (all_0_17_17 = e0) | all_0_20_20 = e3
% 14.86/4.00  																		| (384)  ~ (all_0_2_2 = e0) | all_0_3_3 = e1
% 14.86/4.00  																		| (385)  ~ (all_0_9_9 = e0) | all_0_12_12 = e4
% 14.86/4.00  																		| (386)  ~ (all_0_7_7 = e0) | all_0_8_8 = e1
% 14.86/4.00  																		| (387)  ~ (unit = e0)
% 14.86/4.00  																		| (388)  ~ (all_0_19_19 = e0) | all_0_20_20 = e1
% 14.86/4.00  																		| (389)  ~ (all_0_0_0 = e0) | all_0_3_3 = e3
% 14.86/4.00  																		| (390)  ~ (all_0_10_10 = e0)
% 14.86/4.00  																		| (391)  ~ (all_0_5_5 = e0) | all_0_8_8 = e3
% 14.86/4.00  																		| (392)  ~ (all_0_16_16 = e0) | all_0_20_20 = e4
% 14.86/4.00  																		|
% 14.86/4.00  																		| Combining equations (314,380) yields a new equation:
% 14.86/4.00  																		| (657) e3 = e2
% 14.86/4.00  																		|
% 14.86/4.00  																		| Simplifying 657 yields:
% 14.86/4.00  																		| (311) e3 = e2
% 14.86/4.00  																		|
% 14.86/4.00  																		| Equations (311) can reduce 191 to:
% 14.86/4.00  																		| (247) $false
% 14.86/4.00  																		|
% 14.86/4.00  																		|-The branch is then unsatisfiable
% 14.86/4.00  																|-Branch two:
% 14.86/4.00  																| (395)  ~ (all_0_1_1 = e1) &  ~ (all_0_4_4 = e1) &  ~ (all_0_9_9 = e1) &  ~ (all_0_10_10 = e1) &  ~ (all_0_14_14 = e1) &  ~ (all_0_15_15 = e1) &  ~ (all_0_16_16 = e1) & ( ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))) & ( ~ (all_0_2_2 = e1) |  ~ (unit = e1)) & ( ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))) & ( ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))) & ( ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))) & ( ~ (all_0_7_7 = e1) |  ~ (unit = e1)) & ( ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))) & ( ~ (all_0_11_11 = e1) |  ~ (unit = e1)) & ( ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))) & ( ~ (all_0_13_13 = e1) |  ~ (unit = e1)) & ( ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))) & ( ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))) & ( ~ (all_0_19_19 = e1) |  ~ (unit = e1)) & ( ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1)))
% 14.86/4.00  																|
% 14.86/4.00  																	| Applying alpha-rule on (395) yields:
% 14.86/4.00  																	| (396)  ~ (all_0_1_1 = e1)
% 14.86/4.00  																	| (397)  ~ (all_0_7_7 = e1) |  ~ (unit = e1)
% 14.86/4.00  																	| (227)  ~ (all_0_14_14 = e1)
% 14.86/4.00  																	| (225)  ~ (all_0_4_4 = e1)
% 14.86/4.00  																	| (400)  ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))
% 14.86/4.00  																	| (401)  ~ (all_0_11_11 = e1) |  ~ (unit = e1)
% 14.86/4.00  																	| (402)  ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))
% 14.86/4.00  																	| (403)  ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))
% 14.86/4.00  																	| (231)  ~ (all_0_16_16 = e1)
% 14.86/4.00  																	| (405)  ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1))
% 14.86/4.00  																	| (286)  ~ (all_0_10_10 = e1)
% 14.86/4.00  																	| (407)  ~ (all_0_13_13 = e1) |  ~ (unit = e1)
% 14.86/4.00  																	| (408)  ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))
% 14.86/4.00  																	| (409)  ~ (all_0_19_19 = e1) |  ~ (unit = e1)
% 14.86/4.00  																	| (410)  ~ (all_0_2_2 = e1) |  ~ (unit = e1)
% 14.86/4.00  																	| (411)  ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))
% 14.86/4.00  																	| (412)  ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))
% 14.86/4.00  																	| (413)  ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))
% 14.86/4.00  																	| (285)  ~ (all_0_9_9 = e1)
% 14.86/4.00  																	| (229)  ~ (all_0_15_15 = e1)
% 14.86/4.00  																	| (416)  ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))
% 14.86/4.00  																	|
% 14.86/4.00  																	| Equations (581) can reduce 286 to:
% 14.86/4.00  																	| (247) $false
% 14.86/4.00  																	|
% 14.86/4.00  																	|-The branch is then unsatisfiable
% 14.86/4.00  															|-Branch two:
% 14.86/4.00  															| (436)  ~ (all_0_4_4 = e3)
% 14.86/4.00  															| (764) all_0_5_5 = e3 | all_0_7_7 = e3 | all_0_8_8 = e3
% 14.86/4.00  															|
% 14.86/4.00  																+-Applying beta-rule and splitting (764), into two cases.
% 14.86/4.00  																|-Branch one:
% 14.86/4.00  																| (772) all_0_5_5 = e3
% 14.86/4.00  																|
% 14.86/4.00  																	| Combining equations (772,244) yields a new equation:
% 14.86/4.00  																	| (1006) e3 = e0
% 14.86/4.00  																	|
% 14.86/4.00  																	| Simplifying 1006 yields:
% 14.86/4.00  																	| (761) e3 = e0
% 14.86/4.00  																	|
% 14.86/4.00  																	| Equations (761) can reduce 64 to:
% 14.86/4.00  																	| (247) $false
% 14.86/4.00  																	|
% 14.86/4.00  																	|-The branch is then unsatisfiable
% 14.86/4.00  																|-Branch two:
% 14.86/4.00  																| (776)  ~ (all_0_5_5 = e3)
% 14.86/4.00  																| (777) all_0_7_7 = e3 | all_0_8_8 = e3
% 14.86/4.00  																|
% 14.86/4.00  																	+-Applying beta-rule and splitting (777), into two cases.
% 14.86/4.00  																	|-Branch one:
% 14.86/4.00  																	| (784) all_0_7_7 = e3
% 14.86/4.00  																	|
% 14.86/4.00  																		| Combining equations (1055,784) yields a new equation:
% 14.86/4.00  																		| (299) e3 = e1
% 14.86/4.00  																		|
% 14.86/4.00  																		| Equations (299) can reduce 132 to:
% 14.86/4.00  																		| (247) $false
% 14.86/4.00  																		|
% 14.86/4.00  																		|-The branch is then unsatisfiable
% 14.86/4.00  																	|-Branch two:
% 14.86/4.00  																	| (787)  ~ (all_0_7_7 = e3)
% 14.86/4.00  																	| (788) all_0_8_8 = e3
% 14.86/4.00  																	|
% 14.86/4.00  																		| Equations (788) can reduce 834 to:
% 14.86/4.00  																		| (247) $false
% 14.86/4.00  																		|
% 14.86/4.00  																		|-The branch is then unsatisfiable
% 14.86/4.00  											|-Branch two:
% 14.86/4.00  											| (326)  ~ (all_0_14_14 = e2)
% 14.86/4.00  											| (380) all_0_15_15 = e2
% 14.86/4.00  											|
% 14.86/4.00  												| Equations (380) can reduce 50 to:
% 14.86/4.00  												| (103)  ~ (all_0_3_3 = e2)
% 14.86/4.00  												|
% 14.86/4.00  												| Equations (380) can reduce 111 to:
% 14.86/4.00  												| (323)  ~ (all_0_12_12 = e2)
% 14.86/4.00  												|
% 14.86/4.00  												| Equations (380) can reduce 184 to:
% 14.86/4.00  												| (326)  ~ (all_0_14_14 = e2)
% 14.86/4.00  												|
% 14.86/4.00  												| Equations (380) can reduce 229 to:
% 14.86/4.00  												| (138)  ~ (e2 = e1)
% 14.86/4.00  												|
% 14.86/4.00  												| Equations (380) can reduce 152 to:
% 14.86/4.00  												| (47)  ~ (e2 = e0)
% 14.86/4.00  												|
% 14.86/4.00  												| From (380) and (112) follows:
% 14.86/4.01  												| (1255) op(e1, e0) = e2
% 14.95/4.01  												|
% 14.95/4.01  												+-Applying beta-rule and splitting (163), into two cases.
% 14.95/4.01  												|-Branch one:
% 14.95/4.01  												| (303) all_0_10_10 = e2
% 14.95/4.01  												|
% 14.95/4.01  													| Combining equations (581,303) yields a new equation:
% 14.95/4.01  													| (420) e2 = e1
% 14.95/4.01  													|
% 14.95/4.01  													| Equations (420) can reduce 138 to:
% 14.95/4.01  													| (247) $false
% 14.95/4.01  													|
% 14.95/4.01  													|-The branch is then unsatisfiable
% 14.95/4.01  												|-Branch two:
% 14.95/4.01  												| (294)  ~ (all_0_10_10 = e2)
% 14.95/4.01  												| (306) all_0_11_11 = e2 | all_0_12_12 = e2
% 14.95/4.01  												|
% 14.95/4.01  													+-Applying beta-rule and splitting (306), into two cases.
% 14.95/4.01  													|-Branch one:
% 14.95/4.01  													| (307) all_0_11_11 = e2
% 14.95/4.01  													|
% 14.95/4.01  														| Equations (307) can reduce 48 to:
% 14.95/4.01  														| (75)  ~ (all_0_2_2 = e2)
% 14.95/4.01  														|
% 14.95/4.01  														| Equations (307) can reduce 180 to:
% 14.95/4.01  														| (36)  ~ (all_0_9_9 = e2)
% 14.95/4.01  														|
% 14.95/4.01  														| Equations (307) can reduce 34 to:
% 14.95/4.01  														| (467)  ~ (e4 = e2)
% 14.95/4.01  														|
% 14.95/4.01  														| Simplifying 467 yields:
% 14.95/4.01  														| (194)  ~ (e4 = e2)
% 14.95/4.01  														|
% 14.95/4.01  														| Equations (307) can reduce 1075 to:
% 14.95/4.01  														| (138)  ~ (e2 = e1)
% 14.95/4.01  														|
% 14.95/4.01  														+-Applying beta-rule and splitting (62), into two cases.
% 14.95/4.01  														|-Branch one:
% 14.95/4.01  														| (638) all_0_5_5 = e2
% 14.95/4.01  														|
% 14.95/4.01  															| Combining equations (638,244) yields a new equation:
% 14.95/4.01  															| (779) e2 = e0
% 14.95/4.01  															|
% 14.95/4.01  															| Simplifying 779 yields:
% 14.95/4.01  															| (552) e2 = e0
% 14.95/4.01  															|
% 14.95/4.01  															| Equations (552) can reduce 47 to:
% 14.95/4.01  															| (247) $false
% 14.95/4.01  															|
% 14.95/4.01  															|-The branch is then unsatisfiable
% 14.95/4.01  														|-Branch two:
% 14.95/4.01  														| (321)  ~ (all_0_5_5 = e2)
% 14.95/4.01  														| (643) all_0_10_10 = e2 | all_0_14_14 = e2 | all_0_17_17 = e2
% 14.95/4.01  														|
% 14.95/4.01  															+-Applying beta-rule and splitting (643), into two cases.
% 14.95/4.01  															|-Branch one:
% 14.95/4.01  															| (303) all_0_10_10 = e2
% 14.95/4.01  															|
% 14.95/4.01  																| Combining equations (581,303) yields a new equation:
% 14.95/4.01  																| (420) e2 = e1
% 14.95/4.01  																|
% 14.95/4.01  																| Equations (420) can reduce 138 to:
% 14.95/4.01  																| (247) $false
% 14.95/4.01  																|
% 14.95/4.01  																|-The branch is then unsatisfiable
% 14.95/4.01  															|-Branch two:
% 14.95/4.01  															| (294)  ~ (all_0_10_10 = e2)
% 14.95/4.01  															| (655) all_0_14_14 = e2 | all_0_17_17 = e2
% 14.95/4.01  															|
% 14.95/4.01  																+-Applying beta-rule and splitting (655), into two cases.
% 14.95/4.01  																|-Branch one:
% 14.95/4.01  																| (293) all_0_14_14 = e2
% 14.95/4.01  																|
% 14.95/4.01  																	| Equations (293) can reduce 326 to:
% 14.95/4.01  																	| (247) $false
% 14.95/4.01  																	|
% 14.95/4.01  																	|-The branch is then unsatisfiable
% 14.95/4.01  																|-Branch two:
% 14.95/4.01  																| (326)  ~ (all_0_14_14 = e2)
% 14.95/4.01  																| (458) all_0_17_17 = e2
% 14.95/4.01  																|
% 14.95/4.01  																	| Equations (458) can reduce 121 to:
% 14.95/4.01  																	| (1282)  ~ (all_0_18_18 = e2)
% 14.95/4.01  																	|
% 14.95/4.01  																	| Simplifying 1282 yields:
% 14.95/4.01  																	| (1283)  ~ (all_0_18_18 = e2)
% 14.95/4.01  																	|
% 14.95/4.01  																	| From (458) and (98) follows:
% 14.95/4.01  																	| (1284) op(e0, e3) = e2
% 14.95/4.01  																	|
% 14.95/4.01  																	+-Applying beta-rule and splitting (60), into two cases.
% 14.95/4.01  																	|-Branch one:
% 14.95/4.01  																	| (377) all_0_6_6 = e2
% 14.95/4.01  																	|
% 14.95/4.01  																		| Equations (377) can reduce 56 to:
% 14.95/4.01  																		| (1282)  ~ (all_0_18_18 = e2)
% 14.95/4.01  																		|
% 14.95/4.01  																		| Simplifying 1282 yields:
% 14.95/4.01  																		| (1283)  ~ (all_0_18_18 = e2)
% 14.95/4.01  																		|
% 14.95/4.01  																		| Equations (377) can reduce 220 to:
% 14.95/4.01  																		| (138)  ~ (e2 = e1)
% 14.95/4.01  																		|
% 14.95/4.01  																		+-Applying beta-rule and splitting (201), into two cases.
% 14.95/4.01  																		|-Branch one:
% 14.95/4.01  																		| (330) all_0_1_1 = e4
% 14.95/4.01  																		|
% 14.95/4.01  																			| Combining equations (330,213) yields a new equation:
% 14.95/4.01  																			| (331) e4 = e1
% 14.95/4.01  																			|
% 14.95/4.01  																			| Simplifying 331 yields:
% 14.95/4.01  																			| (332) e4 = e1
% 14.95/4.01  																			|
% 14.95/4.01  																			| Equations (332) can reduce 210 to:
% 14.95/4.01  																			| (247) $false
% 14.95/4.01  																			|
% 14.95/4.01  																			|-The branch is then unsatisfiable
% 14.95/4.01  																		|-Branch two:
% 14.95/4.01  																		| (452)  ~ (all_0_1_1 = e4)
% 14.95/4.01  																		| (453) all_0_6_6 = e4 | all_0_18_18 = e4
% 14.95/4.01  																		|
% 14.95/4.01  																			+-Applying beta-rule and splitting (453), into two cases.
% 14.95/4.01  																			|-Branch one:
% 14.95/4.01  																			| (374) all_0_6_6 = e4
% 14.95/4.01  																			|
% 14.95/4.01  																				| Combining equations (377,374) yields a new equation:
% 14.95/4.01  																				| (471) e4 = e2
% 14.95/4.01  																				|
% 14.95/4.01  																				| Equations (471) can reduce 194 to:
% 14.95/4.01  																				| (247) $false
% 14.95/4.01  																				|
% 14.95/4.01  																				|-The branch is then unsatisfiable
% 14.95/4.01  																			|-Branch two:
% 14.95/4.01  																			| (350)  ~ (all_0_6_6 = e4)
% 14.95/4.01  																			| (365) all_0_18_18 = e4
% 14.95/4.01  																			|
% 14.95/4.01  																				| Equations (365) can reduce 5 to:
% 14.95/4.01  																				| (1300)  ~ (all_0_16_16 = e4)
% 14.95/4.01  																				|
% 14.95/4.01  																				| Equations (365) can reduce 1283 to:
% 14.95/4.01  																				| (194)  ~ (e4 = e2)
% 14.95/4.01  																				|
% 14.95/4.01  																				| Equations (365) can reduce 222 to:
% 14.95/4.01  																				| (210)  ~ (e4 = e1)
% 14.95/4.01  																				|
% 14.95/4.01  																				| Equations (365) can reduce 200 to:
% 14.95/4.01  																				| (7)  ~ (e4 = e0)
% 14.95/4.01  																				|
% 14.95/4.01  																				| From (365) and (63) follows:
% 14.95/4.01  																				| (1304) op(e0, e2) = e4
% 14.95/4.01  																				|
% 14.95/4.01  																				+-Applying beta-rule and splitting (29), into two cases.
% 14.95/4.01  																				|-Branch one:
% 14.95/4.01  																				| (927) all_0_0_0 = e4
% 14.95/4.01  																				|
% 14.95/4.01  																					| Equations (927) can reduce 214 to:
% 14.95/4.01  																					| (210)  ~ (e4 = e1)
% 14.95/4.01  																					|
% 14.95/4.01  																					| Equations (927) can reduce 913 to:
% 14.95/4.01  																					| (7)  ~ (e4 = e0)
% 14.95/4.01  																					|
% 14.95/4.01  																					+-Applying beta-rule and splitting (3), into two cases.
% 14.95/4.01  																					|-Branch one:
% 14.95/4.01  																					| (316) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)) | (all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1))
% 14.95/4.01  																					|
% 14.95/4.01  																						+-Applying beta-rule and splitting (316), into two cases.
% 14.95/4.01  																						|-Branch one:
% 14.95/4.01  																						| (317) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0))
% 14.95/4.01  																						|
% 14.95/4.01  																							+-Applying beta-rule and splitting (317), into two cases.
% 14.95/4.01  																							|-Branch one:
% 14.95/4.01  																							| (318) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0))
% 14.95/4.01  																							|
% 14.95/4.01  																								+-Applying beta-rule and splitting (318), into two cases.
% 14.95/4.01  																								|-Branch one:
% 14.95/4.01  																								| (319) all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)
% 14.95/4.01  																								|
% 14.95/4.01  																									| Applying alpha-rule on (319) yields:
% 14.95/4.01  																									| (320)  ~ (all_0_8_8 = e2)
% 14.95/4.01  																									| (321)  ~ (all_0_5_5 = e2)
% 14.95/4.01  																									| (322)  ~ (all_0_11_11 = e2)
% 14.95/4.01  																									| (323)  ~ (all_0_12_12 = e2)
% 14.95/4.01  																									| (324)  ~ (all_0_20_20 = e2)
% 14.95/4.01  																									| (325)  ~ (unit = e2)
% 14.95/4.01  																									| (326)  ~ (all_0_14_14 = e2)
% 14.95/4.01  																									| (327)  ~ (all_0_19_19 = e2) | all_0_18_18 = e1
% 14.95/4.01  																									| (328)  ~ (all_0_17_17 = e2)
% 14.95/4.01  																									| (329)  ~ (all_0_7_7 = e2) | all_0_6_6 = e1
% 14.95/4.01  																									| (330) all_0_1_1 = e4
% 14.95/4.01  																									|
% 14.95/4.01  																									| Combining equations (330,213) yields a new equation:
% 14.95/4.01  																									| (331) e4 = e1
% 14.95/4.01  																									|
% 14.95/4.01  																									| Simplifying 331 yields:
% 14.95/4.01  																									| (332) e4 = e1
% 14.95/4.01  																									|
% 14.95/4.01  																									| Equations (332) can reduce 210 to:
% 14.95/4.01  																									| (247) $false
% 14.95/4.01  																									|
% 14.95/4.01  																									|-The branch is then unsatisfiable
% 14.95/4.01  																								|-Branch two:
% 14.95/4.01  																								| (334) all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)
% 14.95/4.01  																								|
% 14.95/4.01  																									| Applying alpha-rule on (334) yields:
% 14.95/4.01  																									| (301)  ~ (all_0_13_13 = e3)
% 14.95/4.01  																									| (336)  ~ (all_0_3_3 = e3) | all_0_0_0 = e0
% 14.95/4.01  																									| (337)  ~ (all_0_19_19 = e3) | all_0_17_17 = e1
% 14.95/4.01  																									| (338)  ~ (all_0_16_16 = e3) | all_0_17_17 = e4
% 14.95/4.01  																									| (339)  ~ (all_0_4_4 = e3) | all_0_5_5 = e4
% 14.95/4.01  																									| (340)  ~ (all_0_15_15 = e3)
% 14.95/4.01  																									| (341)  ~ (all_0_20_20 = e3) | all_0_17_17 = e0
% 14.95/4.01  																									| (303) all_0_10_10 = e2
% 14.95/4.01  																									| (343)  ~ (unit = e3)
% 14.95/4.01  																									| (344)  ~ (all_0_7_7 = e3) | all_0_5_5 = e1
% 14.95/4.01  																									| (345)  ~ (all_0_2_2 = e3) | all_0_0_0 = e1
% 14.95/4.01  																									| (346)  ~ (all_0_8_8 = e3) | all_0_5_5 = e0
% 14.95/4.01  																									|
% 14.95/4.01  																									| Combining equations (303,581) yields a new equation:
% 14.95/4.01  																									| (629) e2 = e1
% 14.95/4.01  																									|
% 14.95/4.01  																									| Simplifying 629 yields:
% 14.95/4.01  																									| (420) e2 = e1
% 14.95/4.01  																									|
% 14.95/4.01  																									| Equations (420) can reduce 138 to:
% 14.95/4.01  																									| (247) $false
% 14.95/4.01  																									|
% 14.95/4.01  																									|-The branch is then unsatisfiable
% 14.95/4.01  																							|-Branch two:
% 14.95/4.01  																							| (348) all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)
% 14.95/4.01  																							|
% 14.95/4.01  																								| Applying alpha-rule on (348) yields:
% 14.95/4.01  																								| (349)  ~ (unit = e4)
% 14.95/4.01  																								| (350)  ~ (all_0_6_6 = e4)
% 14.95/4.01  																								| (351)  ~ (all_0_12_12 = e4) | all_0_9_9 = e0
% 14.95/4.01  																								| (352)  ~ (all_0_18_18 = e4)
% 14.95/4.01  																								| (353)  ~ (all_0_20_20 = e4) | all_0_16_16 = e0
% 14.95/4.01  																								| (354)  ~ (all_0_0_0 = e4)
% 14.95/4.01  																								| (355)  ~ (all_0_10_10 = e4)
% 14.95/4.01  																								| (356)  ~ (all_0_3_3 = e4)
% 14.95/4.01  																								| (224) all_0_13_13 = e1
% 14.95/4.01  																								| (358)  ~ (all_0_5_5 = e4) | all_0_4_4 = e3
% 14.95/4.01  																								| (359)  ~ (all_0_8_8 = e4) | all_0_4_4 = e0
% 14.95/4.01  																								| (360)  ~ (all_0_17_17 = e4) | all_0_16_16 = e3
% 14.95/4.01  																								|
% 14.95/4.01  																								| Equations (365) can reduce 352 to:
% 14.95/4.01  																								| (247) $false
% 14.95/4.01  																								|
% 14.95/4.01  																								|-The branch is then unsatisfiable
% 14.95/4.01  																						|-Branch two:
% 14.95/4.01  																						| (379) all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1)
% 14.95/4.01  																						|
% 14.95/4.01  																							| Applying alpha-rule on (379) yields:
% 14.95/4.01  																							| (380) all_0_15_15 = e2
% 14.95/4.01  																							| (381)  ~ (all_0_11_11 = e0) | all_0_12_12 = e1
% 14.95/4.01  																							| (382)  ~ (all_0_4_4 = e0) | all_0_8_8 = e4
% 14.95/4.01  																							| (383)  ~ (all_0_17_17 = e0) | all_0_20_20 = e3
% 14.95/4.02  																							| (384)  ~ (all_0_2_2 = e0) | all_0_3_3 = e1
% 14.95/4.02  																							| (385)  ~ (all_0_9_9 = e0) | all_0_12_12 = e4
% 14.95/4.02  																							| (386)  ~ (all_0_7_7 = e0) | all_0_8_8 = e1
% 14.95/4.02  																							| (387)  ~ (unit = e0)
% 14.95/4.02  																							| (388)  ~ (all_0_19_19 = e0) | all_0_20_20 = e1
% 14.95/4.02  																							| (389)  ~ (all_0_0_0 = e0) | all_0_3_3 = e3
% 14.95/4.02  																							| (390)  ~ (all_0_10_10 = e0)
% 14.95/4.02  																							| (391)  ~ (all_0_5_5 = e0) | all_0_8_8 = e3
% 14.95/4.02  																							| (392)  ~ (all_0_16_16 = e0) | all_0_20_20 = e4
% 14.95/4.02  																							|
% 14.95/4.02  																							+-Applying beta-rule and splitting (384), into two cases.
% 14.95/4.02  																							|-Branch one:
% 14.95/4.02  																							| (770)  ~ (all_0_2_2 = e0)
% 14.95/4.02  																							|
% 14.95/4.02  																								+-Applying beta-rule and splitting (49), into two cases.
% 14.95/4.02  																								|-Branch one:
% 14.95/4.02  																								| (1371) all_0_2_2 = e1
% 14.95/4.02  																								|
% 14.95/4.02  																									| Equations (1371) can reduce 216 to:
% 14.95/4.02  																									| (247) $false
% 14.95/4.02  																									|
% 14.95/4.02  																									|-The branch is then unsatisfiable
% 14.95/4.02  																								|-Branch two:
% 14.95/4.02  																								| (216)  ~ (all_0_2_2 = e1)
% 14.95/4.02  																								| (1374) all_0_2_2 = e3 | all_0_2_2 = e0
% 14.95/4.02  																								|
% 14.95/4.02  																									+-Applying beta-rule and splitting (52), into two cases.
% 14.95/4.02  																									|-Branch one:
% 14.95/4.02  																									| (795) all_0_0_0 = e0
% 14.95/4.02  																									|
% 14.95/4.02  																										| Combining equations (795,927) yields a new equation:
% 14.95/4.02  																										| (911) e4 = e0
% 14.95/4.02  																										|
% 14.95/4.02  																										| Equations (911) can reduce 7 to:
% 14.95/4.02  																										| (247) $false
% 14.95/4.02  																										|
% 14.95/4.02  																										|-The branch is then unsatisfiable
% 14.95/4.02  																									|-Branch two:
% 14.95/4.02  																									| (913)  ~ (all_0_0_0 = e0)
% 14.95/4.02  																									| (914) all_0_2_2 = e0 | all_0_3_3 = e0
% 14.95/4.02  																									|
% 14.95/4.02  																										+-Applying beta-rule and splitting (914), into two cases.
% 14.95/4.02  																										|-Branch one:
% 14.95/4.02  																										| (767) all_0_2_2 = e0
% 14.95/4.02  																										|
% 14.95/4.02  																											| Equations (767) can reduce 770 to:
% 14.95/4.02  																											| (247) $false
% 14.95/4.02  																											|
% 14.95/4.02  																											|-The branch is then unsatisfiable
% 14.95/4.02  																										|-Branch two:
% 14.95/4.02  																										| (770)  ~ (all_0_2_2 = e0)
% 14.95/4.02  																										| (919) all_0_3_3 = e0
% 14.95/4.02  																										|
% 14.95/4.02  																											| Equations (919) can reduce 115 to:
% 14.95/4.02  																											| (770)  ~ (all_0_2_2 = e0)
% 14.95/4.02  																											|
% 14.95/4.02  																											| Equations (919) can reduce 103 to:
% 14.95/4.02  																											| (539)  ~ (e2 = e0)
% 14.95/4.02  																											|
% 14.95/4.02  																											| Simplifying 539 yields:
% 14.95/4.02  																											| (47)  ~ (e2 = e0)
% 14.95/4.02  																											|
% 14.95/4.02  																											| Equations (919) can reduce 218 to:
% 14.95/4.02  																											| (541)  ~ (e1 = e0)
% 14.95/4.02  																											|
% 14.95/4.02  																											| Simplifying 541 yields:
% 14.95/4.02  																											| (128)  ~ (e1 = e0)
% 14.95/4.02  																											|
% 14.95/4.02  																											+-Applying beta-rule and splitting (162), into two cases.
% 14.95/4.02  																											|-Branch one:
% 14.95/4.02  																											| (767) all_0_2_2 = e0
% 14.95/4.02  																											|
% 14.95/4.02  																												| Equations (767) can reduce 770 to:
% 14.95/4.02  																												| (247) $false
% 14.95/4.02  																												|
% 14.95/4.02  																												|-The branch is then unsatisfiable
% 14.95/4.02  																											|-Branch two:
% 14.95/4.02  																											| (770)  ~ (all_0_2_2 = e0)
% 14.95/4.02  																											| (771) all_0_7_7 = e0 | all_0_11_11 = e0 | all_0_19_19 = e0
% 14.95/4.02  																											|
% 14.95/4.02  																												+-Applying beta-rule and splitting (771), into two cases.
% 14.95/4.02  																												|-Branch one:
% 14.95/4.02  																												| (778) all_0_7_7 = e0
% 14.95/4.02  																												|
% 14.95/4.02  																													| Combining equations (778,1055) yields a new equation:
% 14.95/4.02  																													| (246) e1 = e0
% 14.95/4.02  																													|
% 14.95/4.02  																													| Equations (246) can reduce 128 to:
% 14.95/4.02  																													| (247) $false
% 14.95/4.02  																													|
% 14.95/4.02  																													|-The branch is then unsatisfiable
% 14.95/4.02  																												|-Branch two:
% 14.95/4.02  																												| (710)  ~ (all_0_7_7 = e0)
% 14.95/4.02  																												| (783) all_0_11_11 = e0 | all_0_19_19 = e0
% 14.95/4.02  																												|
% 14.95/4.02  																													+-Applying beta-rule and splitting (783), into two cases.
% 14.95/4.02  																													|-Branch one:
% 14.95/4.02  																													| (551) all_0_11_11 = e0
% 14.95/4.02  																													|
% 14.95/4.02  																														| Combining equations (307,551) yields a new equation:
% 14.95/4.02  																														| (779) e2 = e0
% 14.95/4.02  																														|
% 14.95/4.02  																														| Simplifying 779 yields:
% 14.95/4.02  																														| (552) e2 = e0
% 14.95/4.02  																														|
% 14.95/4.02  																														| Equations (552) can reduce 47 to:
% 14.95/4.02  																														| (247) $false
% 14.95/4.02  																														|
% 14.95/4.02  																														|-The branch is then unsatisfiable
% 14.95/4.02  																													|-Branch two:
% 14.95/4.02  																													| (554)  ~ (all_0_11_11 = e0)
% 14.95/4.02  																													| (922) all_0_19_19 = e0
% 14.95/4.02  																													|
% 14.95/4.02  																														| Equations (922) can reduce 97 to:
% 14.95/4.02  																														| (770)  ~ (all_0_2_2 = e0)
% 14.95/4.02  																														|
% 14.95/4.02  																														| Equations (922) can reduce 57 to:
% 14.95/4.02  																														| (1405)  ~ (all_0_16_16 = e0)
% 14.95/4.02  																														|
% 14.95/4.02  																														+-Applying beta-rule and splitting (13), into two cases.
% 14.95/4.02  																														|-Branch one:
% 14.95/4.02  																														| (536) all_0_4_4 = e0
% 14.95/4.02  																														|
% 14.95/4.02  																															| Equations (536) can reduce 558 to:
% 14.95/4.02  																															| (247) $false
% 14.95/4.02  																															|
% 14.95/4.02  																															|-The branch is then unsatisfiable
% 14.95/4.02  																														|-Branch two:
% 14.95/4.02  																														| (558)  ~ (all_0_4_4 = e0)
% 14.95/4.02  																														| (563) all_0_9_9 = e0 | all_0_16_16 = e0
% 14.95/4.02  																														|
% 14.95/4.02  																															+-Applying beta-rule and splitting (1374), into two cases.
% 14.95/4.02  																															|-Branch one:
% 14.95/4.02  																															| (767) all_0_2_2 = e0
% 14.95/4.02  																															|
% 14.95/4.02  																																| Equations (767) can reduce 770 to:
% 14.95/4.02  																																| (247) $false
% 14.95/4.02  																																|
% 14.95/4.02  																																|-The branch is then unsatisfiable
% 14.95/4.02  																															|-Branch two:
% 14.95/4.02  																															| (770)  ~ (all_0_2_2 = e0)
% 14.95/4.02  																															| (755) all_0_2_2 = e3
% 14.95/4.02  																															|
% 14.95/4.02  																																| Equations (755) can reduce 75 to:
% 14.95/4.02  																																| (191)  ~ (e3 = e2)
% 14.95/4.02  																																|
% 14.95/4.02  																																| Equations (755) can reduce 216 to:
% 14.95/4.02  																																| (132)  ~ (e3 = e1)
% 14.95/4.02  																																|
% 14.95/4.02  																																+-Applying beta-rule and splitting (563), into two cases.
% 14.95/4.02  																																|-Branch one:
% 14.95/4.02  																																| (543) all_0_9_9 = e0
% 14.95/4.02  																																|
% 14.95/4.02  																																	| Equations (543) can reduce 183 to:
% 14.95/4.02  																																	| (1417)  ~ (all_0_12_12 = e0)
% 14.95/4.02  																																	|
% 14.95/4.02  																																	| Simplifying 1417 yields:
% 14.95/4.02  																																	| (1418)  ~ (all_0_12_12 = e0)
% 14.95/4.02  																																	|
% 14.95/4.02  																																	| Equations (543) can reduce 142 to:
% 14.95/4.02  																																	| (713)  ~ (e3 = e0)
% 14.95/4.02  																																	|
% 14.95/4.02  																																	| Simplifying 713 yields:
% 14.95/4.02  																																	| (64)  ~ (e3 = e0)
% 14.95/4.02  																																	|
% 14.95/4.02  																																	| Equations (543) can reduce 36 to:
% 14.95/4.02  																																	| (539)  ~ (e2 = e0)
% 14.95/4.02  																																	|
% 14.95/4.02  																																	| Simplifying 539 yields:
% 14.95/4.02  																																	| (47)  ~ (e2 = e0)
% 14.95/4.02  																																	|
% 14.95/4.02  																																	| Equations (543) can reduce 285 to:
% 14.95/4.02  																																	| (541)  ~ (e1 = e0)
% 14.95/4.02  																																	|
% 14.95/4.02  																																	| Simplifying 541 yields:
% 14.95/4.02  																																	| (128)  ~ (e1 = e0)
% 14.95/4.02  																																	|
% 14.95/4.02  																																	+-Applying beta-rule and splitting (385), into two cases.
% 14.95/4.02  																																	|-Branch one:
% 14.95/4.02  																																	| (538)  ~ (all_0_9_9 = e0)
% 14.95/4.02  																																	|
% 14.95/4.02  																																		| Equations (543) can reduce 538 to:
% 14.95/4.02  																																		| (247) $false
% 14.95/4.02  																																		|
% 14.95/4.02  																																		|-The branch is then unsatisfiable
% 14.95/4.02  																																	|-Branch two:
% 14.95/4.02  																																	| (543) all_0_9_9 = e0
% 14.95/4.02  																																	| (594) all_0_12_12 = e4
% 14.95/4.02  																																	|
% 14.95/4.02  																																		| Equations (594) can reduce 1418 to:
% 14.95/4.02  																																		| (7)  ~ (e4 = e0)
% 14.95/4.02  																																		|
% 14.95/4.02  																																		+-Applying beta-rule and splitting (118), into two cases.
% 14.95/4.02  																																		|-Branch one:
% 14.95/4.02  																																		| (575) all_0_4_4 = e4
% 14.95/4.02  																																		|
% 14.95/4.02  																																			| From (575) and (4) follows:
% 14.95/4.02  																																			| (1431) op(e3, e4) = e4
% 14.95/4.02  																																			|
% 14.95/4.02  																																			+-Applying beta-rule and splitting (11), into two cases.
% 14.95/4.02  																																			|-Branch one:
% 14.95/4.02  																																			| (435) all_0_16_16 = e3
% 14.95/4.02  																																			|
% 14.95/4.02  																																				| From (435) and (78) follows:
% 14.95/4.02  																																				| (1433) op(e0, e4) = e3
% 14.95/4.02  																																				|
% 14.95/4.02  																																				+-Applying beta-rule and splitting (59), into two cases.
% 14.95/4.02  																																				|-Branch one:
% 14.95/4.02  																																				| (1434) unit = e1
% 14.95/4.02  																																				|
% 14.95/4.02  																																					| From (1434) and (46) follows:
% 14.95/4.02  																																					| (1435) op(e1, e0) = e0
% 14.95/4.02  																																					|
% 14.95/4.02  																																					| Instantiating formula (120) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 14.95/4.02  																																					| (552) e2 = e0
% 14.95/4.02  																																					|
% 14.95/4.02  																																					| Equations (552) can reduce 47 to:
% 14.95/4.02  																																					| (247) $false
% 14.95/4.02  																																					|
% 14.95/4.02  																																					|-The branch is then unsatisfiable
% 14.95/4.02  																																				|-Branch two:
% 14.95/4.02  																																				| (1438)  ~ (unit = e1)
% 14.95/4.02  																																				| (1439) unit = e4 | unit = e3 | unit = e2 | unit = e0
% 14.95/4.02  																																				|
% 14.95/4.02  																																					+-Applying beta-rule and splitting (1439), into two cases.
% 14.95/4.02  																																					|-Branch one:
% 14.95/4.02  																																					| (1440) unit = e0
% 14.95/4.02  																																					|
% 14.95/4.02  																																						| Equations (1440) can reduce 387 to:
% 14.95/4.02  																																						| (247) $false
% 14.95/4.02  																																						|
% 14.95/4.02  																																						|-The branch is then unsatisfiable
% 14.95/4.02  																																					|-Branch two:
% 14.95/4.02  																																					| (387)  ~ (unit = e0)
% 14.95/4.02  																																					| (1443) unit = e4 | unit = e3 | unit = e2
% 14.95/4.02  																																					|
% 14.95/4.02  																																						+-Applying beta-rule and splitting (1443), into two cases.
% 14.95/4.02  																																						|-Branch one:
% 14.95/4.02  																																						| (1444) unit = e3
% 14.95/4.02  																																						|
% 14.95/4.02  																																							| From (1444) and (151) follows:
% 14.95/4.02  																																							| (1445) op(e2, e3) = e2
% 14.95/4.02  																																							|
% 14.95/4.02  																																							| From (1444) and (108) follows:
% 14.95/4.02  																																							| (1446) op(e0, e3) = e0
% 14.95/4.02  																																							|
% 14.95/4.02  																																							| Instantiating formula (120) with e2, e3, e2, e1 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e1, yields:
% 14.95/4.02  																																							| (420) e2 = e1
% 14.95/4.02  																																							|
% 14.95/4.02  																																							| Instantiating formula (120) with e0, e3, e0, e2 and discharging atoms op(e0, e3) = e2, op(e0, e3) = e0, yields:
% 14.95/4.02  																																							| (552) e2 = e0
% 14.95/4.02  																																							|
% 14.95/4.02  																																							| Combining equations (420,552) yields a new equation:
% 14.95/4.02  																																							| (245) e1 = e0
% 14.95/4.02  																																							|
% 14.95/4.02  																																							| Simplifying 245 yields:
% 14.95/4.02  																																							| (246) e1 = e0
% 14.95/4.02  																																							|
% 14.95/4.02  																																							| Equations (246) can reduce 128 to:
% 14.95/4.02  																																							| (247) $false
% 14.95/4.02  																																							|
% 14.95/4.02  																																							|-The branch is then unsatisfiable
% 14.95/4.02  																																						|-Branch two:
% 14.95/4.02  																																						| (343)  ~ (unit = e3)
% 14.95/4.02  																																						| (1453) unit = e4 | unit = e2
% 14.95/4.02  																																						|
% 14.95/4.02  																																							+-Applying beta-rule and splitting (1453), into two cases.
% 14.95/4.02  																																							|-Branch one:
% 14.95/4.02  																																							| (1454) unit = e4
% 14.95/4.02  																																							|
% 14.95/4.02  																																								| From (1454) and (199) follows:
% 15.07/4.02  																																								| (1455) op(e4, e2) = e2
% 15.07/4.02  																																								|
% 15.07/4.02  																																								| From (1454) and (15) follows:
% 15.07/4.02  																																								| (1456) op(e4, e4) = e4
% 15.07/4.02  																																								|
% 15.07/4.02  																																								| From (1454) and (159) follows:
% 15.07/4.02  																																								| (1457) op(e3, e4) = e3
% 15.07/4.02  																																								|
% 15.07/4.02  																																								| From (1454) and (108) follows:
% 15.07/4.02  																																								| (1458) op(e0, e4) = e0
% 15.07/4.02  																																								|
% 15.07/4.02  																																								| Instantiating formula (120) with e4, e4, e4, e2 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e2, yields:
% 15.07/4.02  																																								| (471) e4 = e2
% 15.07/4.02  																																								|
% 15.07/4.02  																																								| Instantiating formula (120) with e4, e2, e2, e1 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e1, yields:
% 15.07/4.02  																																								| (420) e2 = e1
% 15.07/4.02  																																								|
% 15.07/4.02  																																								| Instantiating formula (120) with e3, e4, e3, e4 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e3, yields:
% 15.07/4.02  																																								| (873) e4 = e3
% 15.07/4.02  																																								|
% 15.07/4.02  																																								| Instantiating formula (120) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 15.07/4.03  																																								| (761) e3 = e0
% 15.07/4.03  																																								|
% 15.07/4.03  																																								| Combining equations (471,873) yields a new equation:
% 15.07/4.03  																																								| (311) e3 = e2
% 15.07/4.03  																																								|
% 15.07/4.03  																																								| Combining equations (311,761) yields a new equation:
% 15.07/4.03  																																								| (779) e2 = e0
% 15.07/4.03  																																								|
% 15.07/4.03  																																								| Simplifying 779 yields:
% 15.07/4.03  																																								| (552) e2 = e0
% 15.07/4.03  																																								|
% 15.07/4.03  																																								| Combining equations (420,552) yields a new equation:
% 15.07/4.03  																																								| (245) e1 = e0
% 15.07/4.03  																																								|
% 15.07/4.03  																																								| Simplifying 245 yields:
% 15.07/4.03  																																								| (246) e1 = e0
% 15.07/4.03  																																								|
% 15.07/4.03  																																								| Equations (246) can reduce 128 to:
% 15.07/4.03  																																								| (247) $false
% 15.07/4.03  																																								|
% 15.07/4.03  																																								|-The branch is then unsatisfiable
% 15.07/4.03  																																							|-Branch two:
% 15.07/4.03  																																							| (349)  ~ (unit = e4)
% 15.07/4.03  																																							| (1470) unit = e2
% 15.07/4.03  																																							|
% 15.07/4.03  																																								| From (1470) and (15) follows:
% 15.07/4.03  																																								| (1471) op(e4, e2) = e4
% 15.07/4.03  																																								|
% 15.07/4.03  																																								| From (1470) and (108) follows:
% 15.07/4.03  																																								| (1472) op(e0, e2) = e0
% 15.07/4.03  																																								|
% 15.07/4.03  																																								| Instantiating formula (120) with e4, e2, e4, e1 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e1, yields:
% 15.07/4.03  																																								| (332) e4 = e1
% 15.07/4.03  																																								|
% 15.07/4.03  																																								| Instantiating formula (120) with e0, e2, e0, e4 and discharging atoms op(e0, e2) = e4, op(e0, e2) = e0, yields:
% 15.07/4.03  																																								| (911) e4 = e0
% 15.07/4.03  																																								|
% 15.07/4.03  																																								| Combining equations (911,332) yields a new equation:
% 15.07/4.03  																																								| (246) e1 = e0
% 15.07/4.03  																																								|
% 15.07/4.03  																																								| Equations (246) can reduce 128 to:
% 15.07/4.03  																																								| (247) $false
% 15.07/4.03  																																								|
% 15.07/4.03  																																								|-The branch is then unsatisfiable
% 15.07/4.03  																																			|-Branch two:
% 15.07/4.03  																																			| (995)  ~ (all_0_16_16 = e3)
% 15.07/4.03  																																			| (996) all_0_17_17 = e3 | all_0_19_19 = e3 | all_0_20_20 = e3
% 15.07/4.03  																																			|
% 15.07/4.03  																																				+-Applying beta-rule and splitting (996), into two cases.
% 15.07/4.03  																																				|-Branch one:
% 15.07/4.03  																																				| (684) all_0_17_17 = e3
% 15.07/4.03  																																				|
% 15.07/4.03  																																					| Combining equations (684,458) yields a new equation:
% 15.07/4.03  																																					| (657) e3 = e2
% 15.07/4.03  																																					|
% 15.07/4.03  																																					| Simplifying 657 yields:
% 15.07/4.03  																																					| (311) e3 = e2
% 15.07/4.03  																																					|
% 15.07/4.03  																																					| Equations (311) can reduce 191 to:
% 15.07/4.03  																																					| (247) $false
% 15.07/4.03  																																					|
% 15.07/4.03  																																					|-The branch is then unsatisfiable
% 15.07/4.03  																																				|-Branch two:
% 15.07/4.03  																																				| (432)  ~ (all_0_17_17 = e3)
% 15.07/4.03  																																				| (1000) all_0_19_19 = e3 | all_0_20_20 = e3
% 15.07/4.03  																																				|
% 15.07/4.03  																																					+-Applying beta-rule and splitting (1000), into two cases.
% 15.07/4.03  																																					|-Branch one:
% 15.07/4.03  																																					| (946) all_0_19_19 = e3
% 15.07/4.03  																																					|
% 15.07/4.03  																																						| Combining equations (922,946) yields a new equation:
% 15.07/4.03  																																						| (761) e3 = e0
% 15.07/4.03  																																						|
% 15.07/4.03  																																						| Equations (761) can reduce 64 to:
% 15.07/4.03  																																						| (247) $false
% 15.07/4.03  																																						|
% 15.07/4.03  																																						|-The branch is then unsatisfiable
% 15.07/4.03  																																					|-Branch two:
% 15.07/4.03  																																					| (1004)  ~ (all_0_19_19 = e3)
% 15.07/4.03  																																					| (1005) all_0_20_20 = e3
% 15.07/4.03  																																					|
% 15.07/4.03  																																						| Combining equations (1005,1017) yields a new equation:
% 15.07/4.03  																																						| (773) e3 = e1
% 15.07/4.03  																																						|
% 15.07/4.03  																																						| Simplifying 773 yields:
% 15.07/4.03  																																						| (299) e3 = e1
% 15.07/4.03  																																						|
% 15.07/4.03  																																						| Equations (299) can reduce 132 to:
% 15.07/4.03  																																						| (247) $false
% 15.07/4.03  																																						|
% 15.07/4.03  																																						|-The branch is then unsatisfiable
% 15.07/4.03  																																		|-Branch two:
% 15.07/4.03  																																		| (697)  ~ (all_0_4_4 = e4)
% 15.07/4.03  																																		| (1494) all_0_9_9 = e4 | all_0_16_16 = e4
% 15.07/4.03  																																		|
% 15.07/4.03  																																			+-Applying beta-rule and splitting (1494), into two cases.
% 15.07/4.03  																																			|-Branch one:
% 15.07/4.03  																																			| (602) all_0_9_9 = e4
% 15.07/4.03  																																			|
% 15.07/4.03  																																				| Combining equations (602,543) yields a new equation:
% 15.07/4.03  																																				| (1496) e4 = e0
% 15.07/4.03  																																				|
% 15.07/4.03  																																				| Simplifying 1496 yields:
% 15.07/4.03  																																				| (911) e4 = e0
% 15.07/4.03  																																				|
% 15.07/4.03  																																				| Equations (911) can reduce 7 to:
% 15.07/4.03  																																				| (247) $false
% 15.07/4.03  																																				|
% 15.07/4.03  																																				|-The branch is then unsatisfiable
% 15.07/4.03  																																			|-Branch two:
% 15.07/4.03  																																			| (577)  ~ (all_0_9_9 = e4)
% 15.07/4.03  																																			| (1500) all_0_16_16 = e4
% 15.07/4.03  																																			|
% 15.07/4.03  																																				| Equations (1500) can reduce 1300 to:
% 15.07/4.03  																																				| (247) $false
% 15.07/4.03  																																				|
% 15.07/4.03  																																				|-The branch is then unsatisfiable
% 15.07/4.03  																																|-Branch two:
% 15.07/4.03  																																| (538)  ~ (all_0_9_9 = e0)
% 15.07/4.03  																																| (1503) all_0_16_16 = e0
% 15.07/4.03  																																|
% 15.07/4.03  																																	| Equations (1503) can reduce 1405 to:
% 15.07/4.03  																																	| (247) $false
% 15.07/4.03  																																	|
% 15.07/4.03  																																	|-The branch is then unsatisfiable
% 15.07/4.03  																							|-Branch two:
% 15.07/4.03  																							| (767) all_0_2_2 = e0
% 15.07/4.03  																							| (258) all_0_3_3 = e1
% 15.07/4.03  																							|
% 15.07/4.03  																								| Equations (258) can reduce 218 to:
% 15.07/4.03  																								| (247) $false
% 15.07/4.03  																								|
% 15.07/4.03  																								|-The branch is then unsatisfiable
% 15.07/4.03  																					|-Branch two:
% 15.07/4.03  																					| (395)  ~ (all_0_1_1 = e1) &  ~ (all_0_4_4 = e1) &  ~ (all_0_9_9 = e1) &  ~ (all_0_10_10 = e1) &  ~ (all_0_14_14 = e1) &  ~ (all_0_15_15 = e1) &  ~ (all_0_16_16 = e1) & ( ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))) & ( ~ (all_0_2_2 = e1) |  ~ (unit = e1)) & ( ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))) & ( ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))) & ( ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))) & ( ~ (all_0_7_7 = e1) |  ~ (unit = e1)) & ( ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))) & ( ~ (all_0_11_11 = e1) |  ~ (unit = e1)) & ( ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))) & ( ~ (all_0_13_13 = e1) |  ~ (unit = e1)) & ( ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))) & ( ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))) & ( ~ (all_0_19_19 = e1) |  ~ (unit = e1)) & ( ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1)))
% 15.07/4.03  																					|
% 15.07/4.03  																						| Applying alpha-rule on (395) yields:
% 15.07/4.03  																						| (396)  ~ (all_0_1_1 = e1)
% 15.07/4.03  																						| (397)  ~ (all_0_7_7 = e1) |  ~ (unit = e1)
% 15.07/4.03  																						| (227)  ~ (all_0_14_14 = e1)
% 15.07/4.03  																						| (225)  ~ (all_0_4_4 = e1)
% 15.07/4.03  																						| (400)  ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))
% 15.07/4.03  																						| (401)  ~ (all_0_11_11 = e1) |  ~ (unit = e1)
% 15.07/4.03  																						| (402)  ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))
% 15.07/4.03  																						| (403)  ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))
% 15.07/4.03  																						| (231)  ~ (all_0_16_16 = e1)
% 15.07/4.03  																						| (405)  ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1))
% 15.07/4.03  																						| (286)  ~ (all_0_10_10 = e1)
% 15.07/4.03  																						| (407)  ~ (all_0_13_13 = e1) |  ~ (unit = e1)
% 15.07/4.03  																						| (408)  ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))
% 15.07/4.03  																						| (409)  ~ (all_0_19_19 = e1) |  ~ (unit = e1)
% 15.07/4.03  																						| (410)  ~ (all_0_2_2 = e1) |  ~ (unit = e1)
% 15.07/4.03  																						| (411)  ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))
% 15.07/4.03  																						| (412)  ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))
% 15.07/4.03  																						| (413)  ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))
% 15.07/4.03  																						| (285)  ~ (all_0_9_9 = e1)
% 15.07/4.03  																						| (229)  ~ (all_0_15_15 = e1)
% 15.07/4.03  																						| (416)  ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))
% 15.07/4.03  																						|
% 15.07/4.03  																						| Equations (581) can reduce 286 to:
% 15.07/4.03  																						| (247) $false
% 15.07/4.03  																						|
% 15.07/4.03  																						|-The branch is then unsatisfiable
% 15.07/4.03  																				|-Branch two:
% 15.07/4.03  																				| (354)  ~ (all_0_0_0 = e4)
% 15.07/4.03  																				| (1158) all_0_5_5 = e4 | all_0_10_10 = e4 | all_0_17_17 = e4
% 15.07/4.03  																				|
% 15.07/4.03  																					+-Applying beta-rule and splitting (1158), into two cases.
% 15.07/4.03  																					|-Branch one:
% 15.07/4.03  																					| (1533) all_0_5_5 = e4
% 15.07/4.03  																					|
% 15.07/4.03  																						| Combining equations (1533,244) yields a new equation:
% 15.07/4.03  																						| (1496) e4 = e0
% 15.07/4.03  																						|
% 15.07/4.03  																						| Simplifying 1496 yields:
% 15.07/4.03  																						| (911) e4 = e0
% 15.07/4.03  																						|
% 15.07/4.03  																						| Equations (911) can reduce 7 to:
% 15.07/4.03  																						| (247) $false
% 15.07/4.03  																						|
% 15.07/4.03  																						|-The branch is then unsatisfiable
% 15.07/4.03  																					|-Branch two:
% 15.07/4.03  																					| (1537)  ~ (all_0_5_5 = e4)
% 15.07/4.03  																					| (1538) all_0_10_10 = e4 | all_0_17_17 = e4
% 15.12/4.03  																					|
% 15.12/4.03  																						+-Applying beta-rule and splitting (1538), into two cases.
% 15.12/4.03  																						|-Branch one:
% 15.12/4.03  																						| (589) all_0_10_10 = e4
% 15.12/4.03  																						|
% 15.12/4.03  																							| Combining equations (589,581) yields a new equation:
% 15.12/4.03  																							| (331) e4 = e1
% 15.12/4.03  																							|
% 15.12/4.03  																							| Simplifying 331 yields:
% 15.12/4.03  																							| (332) e4 = e1
% 15.12/4.03  																							|
% 15.12/4.03  																							| Equations (332) can reduce 210 to:
% 15.12/4.03  																							| (247) $false
% 15.12/4.03  																							|
% 15.12/4.03  																							|-The branch is then unsatisfiable
% 15.12/4.03  																						|-Branch two:
% 15.12/4.03  																						| (355)  ~ (all_0_10_10 = e4)
% 15.12/4.03  																						| (688) all_0_17_17 = e4
% 15.12/4.03  																						|
% 15.12/4.03  																							| Combining equations (688,458) yields a new equation:
% 15.12/4.03  																							| (470) e4 = e2
% 15.12/4.03  																							|
% 15.12/4.03  																							| Simplifying 470 yields:
% 15.12/4.03  																							| (471) e4 = e2
% 15.12/4.03  																							|
% 15.12/4.03  																							| Equations (471) can reduce 194 to:
% 15.12/4.03  																							| (247) $false
% 15.12/4.03  																							|
% 15.12/4.03  																							|-The branch is then unsatisfiable
% 15.12/4.03  																	|-Branch two:
% 15.12/4.03  																	| (369)  ~ (all_0_6_6 = e2)
% 15.12/4.03  																	| (368) all_0_18_18 = e2
% 15.12/4.03  																	|
% 15.12/4.03  																		| Equations (368) can reduce 1283 to:
% 15.12/4.03  																		| (247) $false
% 15.12/4.03  																		|
% 15.12/4.03  																		|-The branch is then unsatisfiable
% 15.12/4.03  													|-Branch two:
% 15.12/4.03  													| (322)  ~ (all_0_11_11 = e2)
% 15.12/4.03  													| (419) all_0_12_12 = e2
% 15.12/4.03  													|
% 15.12/4.03  														| Equations (419) can reduce 323 to:
% 15.12/4.03  														| (247) $false
% 15.12/4.03  														|
% 15.12/4.03  														|-The branch is then unsatisfiable
% 15.12/4.03  										|-Branch two:
% 15.12/4.03  										| (286)  ~ (all_0_10_10 = e1)
% 15.12/4.03  										| (1555) all_0_14_14 = e1 | all_0_17_17 = e1
% 15.12/4.03  										|
% 15.12/4.03  											+-Applying beta-rule and splitting (1555), into two cases.
% 15.12/4.03  											|-Branch one:
% 15.12/4.03  											| (426) all_0_14_14 = e1
% 15.12/4.03  											|
% 15.12/4.03  												| Equations (426) can reduce 227 to:
% 15.12/4.03  												| (247) $false
% 15.12/4.03  												|
% 15.12/4.03  												|-The branch is then unsatisfiable
% 15.12/4.03  											|-Branch two:
% 15.12/4.03  											| (227)  ~ (all_0_14_14 = e1)
% 15.12/4.03  											| (262) all_0_17_17 = e1
% 15.12/4.03  											|
% 15.12/4.03  												| Equations (262) can reduce 243 to:
% 15.12/4.03  												| (247) $false
% 15.12/4.03  												|
% 15.12/4.03  												|-The branch is then unsatisfiable
% 15.12/4.03  							|-Branch two:
% 15.12/4.03  							| (276)  ~ (all_0_7_7 = e1)
% 15.12/4.03  							| (266) all_0_8_8 = e1
% 15.12/4.03  							|
% 15.12/4.03  								| Equations (266) can reduce 239 to:
% 15.12/4.03  								| (247) $false
% 15.12/4.03  								|
% 15.12/4.03  								|-The branch is then unsatisfiable
% 15.12/4.03  			|-Branch two:
% 15.12/4.03  			| (248)  ~ (all_0_5_5 = e0)
% 15.12/4.03  			| (249) all_0_20_20 = e0
% 15.12/4.03  			|
% 15.12/4.03  				| Combining equations (249,1017) yields a new equation:
% 15.12/4.03  				| (246) e1 = e0
% 15.12/4.03  				|
% 15.12/4.03  				| Equations (246) can reduce 128 to:
% 15.12/4.03  				| (247) $false
% 15.12/4.03  				|
% 15.12/4.03  				|-The branch is then unsatisfiable
% 15.12/4.03  	|-Branch two:
% 15.12/4.03  	| (1568)  ~ (all_0_13_13 = e1)
% 15.12/4.03  	| (298) all_0_13_13 = e3
% 15.12/4.03  	|
% 15.12/4.03  		| Equations (298) can reduce 69 to:
% 15.12/4.03  		| (436)  ~ (all_0_4_4 = e3)
% 15.12/4.03  		|
% 15.12/4.03  		| Equations (298) can reduce 135 to:
% 15.12/4.03  		| (142)  ~ (all_0_9_9 = e3)
% 15.12/4.03  		|
% 15.12/4.03  		| Equations (298) can reduce 156 to:
% 15.12/4.03  		| (1572)  ~ (all_0_14_14 = e3)
% 15.12/4.03  		|
% 15.12/4.03  		| Simplifying 1572 yields:
% 15.12/4.03  		| (313)  ~ (all_0_14_14 = e3)
% 15.12/4.03  		|
% 15.12/4.03  		| Equations (298) can reduce 89 to:
% 15.12/4.03  		| (1106)  ~ (all_0_16_16 = e3)
% 15.12/4.03  		|
% 15.12/4.03  		| Simplifying 1106 yields:
% 15.12/4.03  		| (995)  ~ (all_0_16_16 = e3)
% 15.12/4.03  		|
% 15.12/4.03  		| Equations (298) can reduce 1568 to:
% 15.12/4.03  		| (132)  ~ (e3 = e1)
% 15.12/4.04  		|
% 15.12/4.04  		| From (298) and (2) follows:
% 15.12/4.04  		| (1577) op(e1, e4) = e3
% 15.12/4.04  		|
% 15.12/4.04  		+-Applying beta-rule and splitting (3), into two cases.
% 15.12/4.04  		|-Branch one:
% 15.12/4.04  		| (316) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)) | (all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1))
% 15.12/4.04  		|
% 15.12/4.04  			+-Applying beta-rule and splitting (316), into two cases.
% 15.12/4.04  			|-Branch one:
% 15.12/4.04  			| (317) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0))
% 15.12/4.04  			|
% 15.12/4.04  				+-Applying beta-rule and splitting (317), into two cases.
% 15.12/4.04  				|-Branch one:
% 15.12/4.04  				| (318) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0))
% 15.12/4.04  				|
% 15.12/4.04  					+-Applying beta-rule and splitting (318), into two cases.
% 15.12/4.04  					|-Branch one:
% 15.12/4.04  					| (319) all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)
% 15.12/4.04  					|
% 15.12/4.04  						| Applying alpha-rule on (319) yields:
% 15.12/4.04  						| (320)  ~ (all_0_8_8 = e2)
% 15.12/4.04  						| (321)  ~ (all_0_5_5 = e2)
% 15.12/4.04  						| (322)  ~ (all_0_11_11 = e2)
% 15.12/4.04  						| (323)  ~ (all_0_12_12 = e2)
% 15.12/4.04  						| (324)  ~ (all_0_20_20 = e2)
% 15.12/4.04  						| (325)  ~ (unit = e2)
% 15.12/4.04  						| (326)  ~ (all_0_14_14 = e2)
% 15.12/4.04  						| (327)  ~ (all_0_19_19 = e2) | all_0_18_18 = e1
% 15.12/4.04  						| (328)  ~ (all_0_17_17 = e2)
% 15.12/4.04  						| (329)  ~ (all_0_7_7 = e2) | all_0_6_6 = e1
% 15.12/4.04  						| (330) all_0_1_1 = e4
% 15.12/4.04  						|
% 15.12/4.04  						| Combining equations (330,213) yields a new equation:
% 15.12/4.04  						| (331) e4 = e1
% 15.12/4.04  						|
% 15.12/4.04  						| Simplifying 331 yields:
% 15.12/4.04  						| (332) e4 = e1
% 15.12/4.04  						|
% 15.12/4.04  						| Equations (332) can reduce 210 to:
% 15.12/4.04  						| (247) $false
% 15.12/4.04  						|
% 15.12/4.04  						|-The branch is then unsatisfiable
% 15.12/4.04  					|-Branch two:
% 15.12/4.04  					| (334) all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)
% 15.12/4.04  					|
% 15.12/4.04  						| Applying alpha-rule on (334) yields:
% 15.12/4.04  						| (301)  ~ (all_0_13_13 = e3)
% 15.12/4.04  						| (336)  ~ (all_0_3_3 = e3) | all_0_0_0 = e0
% 15.12/4.04  						| (337)  ~ (all_0_19_19 = e3) | all_0_17_17 = e1
% 15.12/4.04  						| (338)  ~ (all_0_16_16 = e3) | all_0_17_17 = e4
% 15.12/4.04  						| (339)  ~ (all_0_4_4 = e3) | all_0_5_5 = e4
% 15.12/4.04  						| (340)  ~ (all_0_15_15 = e3)
% 15.12/4.04  						| (341)  ~ (all_0_20_20 = e3) | all_0_17_17 = e0
% 15.12/4.04  						| (303) all_0_10_10 = e2
% 15.12/4.04  						| (343)  ~ (unit = e3)
% 15.12/4.04  						| (344)  ~ (all_0_7_7 = e3) | all_0_5_5 = e1
% 15.12/4.04  						| (345)  ~ (all_0_2_2 = e3) | all_0_0_0 = e1
% 15.12/4.04  						| (346)  ~ (all_0_8_8 = e3) | all_0_5_5 = e0
% 15.12/4.04  						|
% 15.12/4.04  						| Equations (298) can reduce 301 to:
% 15.12/4.04  						| (247) $false
% 15.12/4.04  						|
% 15.12/4.04  						|-The branch is then unsatisfiable
% 15.12/4.04  				|-Branch two:
% 15.12/4.04  				| (348) all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)
% 15.12/4.04  				|
% 15.12/4.04  					| Applying alpha-rule on (348) yields:
% 15.12/4.04  					| (349)  ~ (unit = e4)
% 15.12/4.04  					| (350)  ~ (all_0_6_6 = e4)
% 15.12/4.04  					| (351)  ~ (all_0_12_12 = e4) | all_0_9_9 = e0
% 15.12/4.04  					| (352)  ~ (all_0_18_18 = e4)
% 15.12/4.04  					| (353)  ~ (all_0_20_20 = e4) | all_0_16_16 = e0
% 15.12/4.04  					| (354)  ~ (all_0_0_0 = e4)
% 15.12/4.04  					| (355)  ~ (all_0_10_10 = e4)
% 15.12/4.04  					| (356)  ~ (all_0_3_3 = e4)
% 15.12/4.04  					| (224) all_0_13_13 = e1
% 15.12/4.04  					| (358)  ~ (all_0_5_5 = e4) | all_0_4_4 = e3
% 15.12/4.04  					| (359)  ~ (all_0_8_8 = e4) | all_0_4_4 = e0
% 15.12/4.04  					| (360)  ~ (all_0_17_17 = e4) | all_0_16_16 = e3
% 15.12/4.04  					|
% 15.12/4.04  					| Combining equations (298,224) yields a new equation:
% 15.12/4.04  					| (773) e3 = e1
% 15.12/4.04  					|
% 15.12/4.04  					| Simplifying 773 yields:
% 15.12/4.04  					| (299) e3 = e1
% 15.12/4.04  					|
% 15.12/4.04  					| Equations (299) can reduce 132 to:
% 15.12/4.04  					| (247) $false
% 15.12/4.04  					|
% 15.12/4.04  					|-The branch is then unsatisfiable
% 15.12/4.04  			|-Branch two:
% 15.12/4.04  			| (379) all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1)
% 15.12/4.04  			|
% 15.12/4.04  				| Applying alpha-rule on (379) yields:
% 15.12/4.04  				| (380) all_0_15_15 = e2
% 15.12/4.04  				| (381)  ~ (all_0_11_11 = e0) | all_0_12_12 = e1
% 15.12/4.04  				| (382)  ~ (all_0_4_4 = e0) | all_0_8_8 = e4
% 15.12/4.04  				| (383)  ~ (all_0_17_17 = e0) | all_0_20_20 = e3
% 15.12/4.04  				| (384)  ~ (all_0_2_2 = e0) | all_0_3_3 = e1
% 15.12/4.04  				| (385)  ~ (all_0_9_9 = e0) | all_0_12_12 = e4
% 15.12/4.04  				| (386)  ~ (all_0_7_7 = e0) | all_0_8_8 = e1
% 15.12/4.04  				| (387)  ~ (unit = e0)
% 15.12/4.04  				| (388)  ~ (all_0_19_19 = e0) | all_0_20_20 = e1
% 15.12/4.04  				| (389)  ~ (all_0_0_0 = e0) | all_0_3_3 = e3
% 15.12/4.04  				| (390)  ~ (all_0_10_10 = e0)
% 15.12/4.04  				| (391)  ~ (all_0_5_5 = e0) | all_0_8_8 = e3
% 15.12/4.04  				| (392)  ~ (all_0_16_16 = e0) | all_0_20_20 = e4
% 15.12/4.04  				|
% 15.12/4.04  				| Equations (380) can reduce 184 to:
% 15.12/4.04  				| (326)  ~ (all_0_14_14 = e2)
% 15.12/4.04  				|
% 15.12/4.04  				| From (380) and (112) follows:
% 15.12/4.04  				| (1255) op(e1, e0) = e2
% 15.12/4.04  				|
% 15.12/4.04  				+-Applying beta-rule and splitting (91), into two cases.
% 15.12/4.04  				|-Branch one:
% 15.12/4.04  				| (426) all_0_14_14 = e1
% 15.12/4.04  				|
% 15.12/4.04  					| Equations (426) can reduce 188 to:
% 15.12/4.04  					| (214)  ~ (all_0_0_0 = e1)
% 15.12/4.04  					|
% 15.12/4.04  					| Equations (426) can reduce 158 to:
% 15.12/4.04  					| (1026)  ~ (all_0_5_5 = e1)
% 15.12/4.04  					|
% 15.12/4.04  					| Equations (426) can reduce 93 to:
% 15.12/4.04  					| (286)  ~ (all_0_10_10 = e1)
% 15.12/4.04  					|
% 15.12/4.04  					| Equations (426) can reduce 70 to:
% 15.12/4.04  					| (128)  ~ (e1 = e0)
% 15.12/4.04  					|
% 15.12/4.04  					+-Applying beta-rule and splitting (150), into two cases.
% 15.12/4.04  					|-Branch one:
% 15.12/4.04  					| (233) all_0_5_5 = e1
% 15.12/4.04  					|
% 15.12/4.04  						| Equations (233) can reduce 1026 to:
% 15.12/4.04  						| (247) $false
% 15.12/4.04  						|
% 15.12/4.04  						|-The branch is then unsatisfiable
% 15.12/4.04  					|-Branch two:
% 15.12/4.04  					| (1026)  ~ (all_0_5_5 = e1)
% 15.12/4.04  					| (1017) all_0_20_20 = e1
% 15.12/4.04  					|
% 15.12/4.04  						| Equations (1017) can reduce 72 to:
% 15.12/4.04  						| (218)  ~ (all_0_3_3 = e1)
% 15.12/4.04  						|
% 15.12/4.04  						| Equations (1017) can reduce 58 to:
% 15.12/4.04  						| (1012)  ~ (all_0_12_12 = e1)
% 15.12/4.04  						|
% 15.12/4.04  						| Equations (1017) can reduce 9 to:
% 15.12/4.04  						| (231)  ~ (all_0_16_16 = e1)
% 15.12/4.04  						|
% 15.12/4.04  						| Equations (1017) can reduce 92 to:
% 15.12/4.04  						| (222)  ~ (all_0_18_18 = e1)
% 15.12/4.04  						|
% 15.12/4.04  						+-Applying beta-rule and splitting (381), into two cases.
% 15.12/4.04  						|-Branch one:
% 15.12/4.04  						| (554)  ~ (all_0_11_11 = e0)
% 15.12/4.04  						|
% 15.12/4.04  							+-Applying beta-rule and splitting (21), into two cases.
% 15.12/4.04  							|-Branch one:
% 15.12/4.04  							| (244) all_0_5_5 = e0
% 15.12/4.04  							|
% 15.12/4.04  								| Equations (244) can reduce 51 to:
% 15.12/4.04  								| (913)  ~ (all_0_0_0 = e0)
% 15.12/4.04  								|
% 15.12/4.04  								| Equations (244) can reduce 65 to:
% 15.12/4.04  								| (558)  ~ (all_0_4_4 = e0)
% 15.12/4.04  								|
% 15.12/4.04  								| Equations (244) can reduce 109 to:
% 15.12/4.04  								| (709)  ~ (all_0_7_7 = e0)
% 15.12/4.04  								|
% 15.12/4.04  								| Simplifying 709 yields:
% 15.12/4.04  								| (710)  ~ (all_0_7_7 = e0)
% 15.12/4.04  								|
% 15.12/4.04  								| Equations (244) can reduce 104 to:
% 15.12/4.04  								| (711)  ~ (all_0_8_8 = e0)
% 15.12/4.04  								|
% 15.12/4.04  								| Simplifying 711 yields:
% 15.12/4.04  								| (712)  ~ (all_0_8_8 = e0)
% 15.12/4.04  								|
% 15.12/4.04  								+-Applying beta-rule and splitting (384), into two cases.
% 15.12/4.04  								|-Branch one:
% 15.12/4.04  								| (770)  ~ (all_0_2_2 = e0)
% 15.12/4.04  								|
% 15.12/4.04  									+-Applying beta-rule and splitting (162), into two cases.
% 15.12/4.04  									|-Branch one:
% 15.12/4.04  									| (767) all_0_2_2 = e0
% 15.12/4.04  									|
% 15.12/4.04  										| Equations (767) can reduce 770 to:
% 15.12/4.04  										| (247) $false
% 15.12/4.04  										|
% 15.12/4.04  										|-The branch is then unsatisfiable
% 15.12/4.04  									|-Branch two:
% 15.12/4.04  									| (770)  ~ (all_0_2_2 = e0)
% 15.12/4.04  									| (771) all_0_7_7 = e0 | all_0_11_11 = e0 | all_0_19_19 = e0
% 15.12/4.04  									|
% 15.12/4.04  										+-Applying beta-rule and splitting (771), into two cases.
% 15.12/4.04  										|-Branch one:
% 15.12/4.04  										| (778) all_0_7_7 = e0
% 15.12/4.04  										|
% 15.12/4.04  											| Equations (778) can reduce 710 to:
% 15.12/4.04  											| (247) $false
% 15.12/4.04  											|
% 15.12/4.04  											|-The branch is then unsatisfiable
% 15.12/4.04  										|-Branch two:
% 15.12/4.04  										| (710)  ~ (all_0_7_7 = e0)
% 15.12/4.04  										| (783) all_0_11_11 = e0 | all_0_19_19 = e0
% 15.12/4.04  										|
% 15.12/4.04  											+-Applying beta-rule and splitting (783), into two cases.
% 15.12/4.04  											|-Branch one:
% 15.12/4.04  											| (551) all_0_11_11 = e0
% 15.12/4.04  											|
% 15.12/4.04  												| Equations (551) can reduce 554 to:
% 15.12/4.04  												| (247) $false
% 15.12/4.04  												|
% 15.12/4.04  												|-The branch is then unsatisfiable
% 15.12/4.04  											|-Branch two:
% 15.12/4.04  											| (554)  ~ (all_0_11_11 = e0)
% 15.12/4.04  											| (922) all_0_19_19 = e0
% 15.12/4.04  											|
% 15.12/4.04  												| Equations (922) can reduce 97 to:
% 15.12/4.04  												| (770)  ~ (all_0_2_2 = e0)
% 15.12/4.04  												|
% 15.12/4.04  												| Equations (922) can reduce 57 to:
% 15.12/4.04  												| (1405)  ~ (all_0_16_16 = e0)
% 15.12/4.04  												|
% 15.12/4.04  												| Equations (922) can reduce 207 to:
% 15.12/4.04  												| (200)  ~ (all_0_18_18 = e0)
% 15.12/4.04  												|
% 15.12/4.04  												+-Applying beta-rule and splitting (37), into two cases.
% 15.12/4.04  												|-Branch one:
% 15.12/4.04  												| (254) all_0_16_16 = e1
% 15.12/4.04  												|
% 15.12/4.04  													| Equations (254) can reduce 231 to:
% 15.12/4.04  													| (247) $false
% 15.12/4.04  													|
% 15.12/4.04  													|-The branch is then unsatisfiable
% 15.12/4.04  												|-Branch two:
% 15.12/4.04  												| (231)  ~ (all_0_16_16 = e1)
% 15.12/4.04  												| (1682) all_0_16_16 = e4 | all_0_16_16 = e3 | all_0_16_16 = e0
% 15.12/4.04  												|
% 15.12/4.04  													+-Applying beta-rule and splitting (13), into two cases.
% 15.12/4.04  													|-Branch one:
% 15.12/4.04  													| (536) all_0_4_4 = e0
% 15.12/4.04  													|
% 15.12/4.04  														| Equations (536) can reduce 558 to:
% 15.12/4.04  														| (247) $false
% 15.12/4.04  														|
% 15.12/4.04  														|-The branch is then unsatisfiable
% 15.12/4.04  													|-Branch two:
% 15.12/4.04  													| (558)  ~ (all_0_4_4 = e0)
% 15.12/4.04  													| (563) all_0_9_9 = e0 | all_0_16_16 = e0
% 15.12/4.05  													|
% 15.12/4.05  														+-Applying beta-rule and splitting (1682), into two cases.
% 15.12/4.05  														|-Branch one:
% 15.12/4.05  														| (1503) all_0_16_16 = e0
% 15.12/4.05  														|
% 15.12/4.05  															| Equations (1503) can reduce 1405 to:
% 15.12/4.05  															| (247) $false
% 15.12/4.05  															|
% 15.12/4.05  															|-The branch is then unsatisfiable
% 15.12/4.05  														|-Branch two:
% 15.12/4.05  														| (1405)  ~ (all_0_16_16 = e0)
% 15.12/4.05  														| (1690) all_0_16_16 = e4 | all_0_16_16 = e3
% 15.12/4.05  														|
% 15.12/4.05  															+-Applying beta-rule and splitting (11), into two cases.
% 15.12/4.05  															|-Branch one:
% 15.12/4.05  															| (435) all_0_16_16 = e3
% 15.12/4.05  															|
% 15.12/4.05  																| Equations (435) can reduce 995 to:
% 15.12/4.05  																| (247) $false
% 15.12/4.05  																|
% 15.12/4.05  																|-The branch is then unsatisfiable
% 15.12/4.05  															|-Branch two:
% 15.12/4.05  															| (995)  ~ (all_0_16_16 = e3)
% 15.12/4.05  															| (996) all_0_17_17 = e3 | all_0_19_19 = e3 | all_0_20_20 = e3
% 15.12/4.05  															|
% 15.12/4.05  																+-Applying beta-rule and splitting (49), into two cases.
% 15.12/4.05  																|-Branch one:
% 15.12/4.05  																| (1371) all_0_2_2 = e1
% 15.12/4.05  																|
% 15.12/4.05  																	| Equations (1371) can reduce 216 to:
% 15.12/4.05  																	| (247) $false
% 15.12/4.05  																	|
% 15.12/4.05  																	|-The branch is then unsatisfiable
% 15.12/4.05  																|-Branch two:
% 15.12/4.05  																| (216)  ~ (all_0_2_2 = e1)
% 15.12/4.05  																| (1374) all_0_2_2 = e3 | all_0_2_2 = e0
% 15.12/4.05  																|
% 15.12/4.05  																	+-Applying beta-rule and splitting (1374), into two cases.
% 15.12/4.05  																	|-Branch one:
% 15.12/4.05  																	| (767) all_0_2_2 = e0
% 15.12/4.05  																	|
% 15.12/4.05  																		| Equations (767) can reduce 770 to:
% 15.12/4.05  																		| (247) $false
% 15.12/4.05  																		|
% 15.12/4.05  																		|-The branch is then unsatisfiable
% 15.12/4.05  																	|-Branch two:
% 15.12/4.05  																	| (770)  ~ (all_0_2_2 = e0)
% 15.12/4.05  																	| (755) all_0_2_2 = e3
% 15.12/4.05  																	|
% 15.12/4.05  																		| Equations (755) can reduce 25 to:
% 15.12/4.05  																		| (1188)  ~ (all_0_0_0 = e3)
% 15.12/4.05  																		|
% 15.12/4.05  																		| Equations (755) can reduce 85 to:
% 15.12/4.05  																		| (1704)  ~ (all_0_7_7 = e3)
% 15.12/4.05  																		|
% 15.12/4.05  																		| Simplifying 1704 yields:
% 15.12/4.05  																		| (787)  ~ (all_0_7_7 = e3)
% 15.12/4.05  																		|
% 15.12/4.05  																		| Equations (755) can reduce 48 to:
% 15.12/4.05  																		| (756)  ~ (all_0_11_11 = e3)
% 15.12/4.05  																		|
% 15.12/4.05  																		| Simplifying 756 yields:
% 15.12/4.05  																		| (66)  ~ (all_0_11_11 = e3)
% 15.12/4.05  																		|
% 15.12/4.05  																		+-Applying beta-rule and splitting (38), into two cases.
% 15.12/4.05  																		|-Branch one:
% 15.12/4.05  																		| (692) all_0_0_0 = e1
% 15.12/4.05  																		|
% 15.12/4.05  																			| Equations (692) can reduce 214 to:
% 15.12/4.05  																			| (247) $false
% 15.12/4.05  																			|
% 15.12/4.05  																			|-The branch is then unsatisfiable
% 15.12/4.05  																		|-Branch two:
% 15.12/4.05  																		| (214)  ~ (all_0_0_0 = e1)
% 15.12/4.05  																		| (695) all_0_0_0 = e4 | all_0_0_0 = e3 | all_0_0_0 = e0
% 15.12/4.05  																		|
% 15.12/4.05  																			+-Applying beta-rule and splitting (695), into two cases.
% 15.12/4.05  																			|-Branch one:
% 15.12/4.05  																			| (795) all_0_0_0 = e0
% 15.12/4.05  																			|
% 15.12/4.05  																				| Equations (795) can reduce 913 to:
% 15.12/4.05  																				| (247) $false
% 15.12/4.05  																				|
% 15.12/4.05  																				|-The branch is then unsatisfiable
% 15.12/4.05  																			|-Branch two:
% 15.12/4.05  																			| (913)  ~ (all_0_0_0 = e0)
% 15.12/4.05  																			| (1167) all_0_0_0 = e4 | all_0_0_0 = e3
% 15.12/4.05  																			|
% 15.12/4.05  																				+-Applying beta-rule and splitting (1167), into two cases.
% 15.12/4.05  																				|-Branch one:
% 15.12/4.05  																				| (1168) all_0_0_0 = e3
% 15.12/4.05  																				|
% 15.12/4.05  																					| Equations (1168) can reduce 1188 to:
% 15.12/4.05  																					| (247) $false
% 15.12/4.05  																					|
% 15.12/4.05  																					|-The branch is then unsatisfiable
% 15.12/4.05  																				|-Branch two:
% 15.12/4.05  																				| (1188)  ~ (all_0_0_0 = e3)
% 15.12/4.05  																				| (927) all_0_0_0 = e4
% 15.12/4.05  																				|
% 15.12/4.05  																					| Equations (927) can reduce 127 to:
% 15.12/4.05  																					| (1720)  ~ (all_0_10_10 = e4)
% 15.12/4.05  																					|
% 15.12/4.05  																					| Simplifying 1720 yields:
% 15.12/4.05  																					| (355)  ~ (all_0_10_10 = e4)
% 15.12/4.05  																					|
% 15.12/4.05  																					| Equations (927) can reduce 913 to:
% 15.12/4.05  																					| (7)  ~ (e4 = e0)
% 15.12/4.05  																					|
% 15.12/4.05  																					+-Applying beta-rule and splitting (563), into two cases.
% 15.12/4.05  																					|-Branch one:
% 15.12/4.05  																					| (543) all_0_9_9 = e0
% 15.12/4.05  																					|
% 15.12/4.05  																						| Equations (543) can reduce 6 to:
% 15.12/4.05  																						| (558)  ~ (all_0_4_4 = e0)
% 15.12/4.05  																						|
% 15.12/4.05  																						| Equations (543) can reduce 176 to:
% 15.12/4.05  																						| (579)  ~ (all_0_10_10 = e0)
% 15.12/4.05  																						|
% 15.12/4.05  																						| Simplifying 579 yields:
% 15.12/4.05  																						| (390)  ~ (all_0_10_10 = e0)
% 15.12/4.05  																						|
% 15.12/4.05  																						| Equations (543) can reduce 180 to:
% 15.12/4.05  																						| (1727)  ~ (all_0_11_11 = e0)
% 15.12/4.05  																						|
% 15.12/4.05  																						| Simplifying 1727 yields:
% 15.12/4.05  																						| (554)  ~ (all_0_11_11 = e0)
% 15.12/4.05  																						|
% 15.12/4.05  																						| Equations (543) can reduce 183 to:
% 15.12/4.05  																						| (1417)  ~ (all_0_12_12 = e0)
% 15.12/4.05  																						|
% 15.12/4.05  																						| Simplifying 1417 yields:
% 15.12/4.05  																						| (1418)  ~ (all_0_12_12 = e0)
% 15.12/4.05  																						|
% 15.12/4.05  																						| Equations (543) can reduce 142 to:
% 15.12/4.05  																						| (713)  ~ (e3 = e0)
% 15.12/4.05  																						|
% 15.12/4.05  																						| Simplifying 713 yields:
% 15.12/4.05  																						| (64)  ~ (e3 = e0)
% 15.12/4.05  																						|
% 15.12/4.05  																						+-Applying beta-rule and splitting (170), into two cases.
% 15.12/4.05  																						|-Branch one:
% 15.12/4.05  																						| (602) all_0_9_9 = e4
% 15.12/4.05  																						|
% 15.12/4.05  																							| Combining equations (543,602) yields a new equation:
% 15.12/4.05  																							| (911) e4 = e0
% 15.12/4.05  																							|
% 15.12/4.05  																							| Equations (911) can reduce 7 to:
% 15.12/4.05  																							| (247) $false
% 15.12/4.05  																							|
% 15.12/4.05  																							|-The branch is then unsatisfiable
% 15.12/4.05  																						|-Branch two:
% 15.12/4.05  																						| (577)  ~ (all_0_9_9 = e4)
% 15.12/4.05  																						| (957) all_0_10_10 = e4 | all_0_12_12 = e4
% 15.12/4.05  																						|
% 15.12/4.05  																							+-Applying beta-rule and splitting (957), into two cases.
% 15.12/4.05  																							|-Branch one:
% 15.12/4.05  																							| (589) all_0_10_10 = e4
% 15.12/4.05  																							|
% 15.12/4.05  																								| Equations (589) can reduce 355 to:
% 15.12/4.05  																								| (247) $false
% 15.12/4.05  																								|
% 15.12/4.05  																								|-The branch is then unsatisfiable
% 15.12/4.05  																							|-Branch two:
% 15.12/4.05  																							| (355)  ~ (all_0_10_10 = e4)
% 15.12/4.05  																							| (594) all_0_12_12 = e4
% 15.12/4.05  																							|
% 15.12/4.05  																								| Equations (594) can reduce 45 to:
% 15.12/4.05  																								| (355)  ~ (all_0_10_10 = e4)
% 15.12/4.05  																								|
% 15.12/4.05  																								| Equations (594) can reduce 1418 to:
% 15.12/4.05  																								| (7)  ~ (e4 = e0)
% 15.12/4.05  																								|
% 15.12/4.05  																								| From (594) and (19) follows:
% 15.12/4.05  																								| (1744) op(e2, e0) = e4
% 15.12/4.05  																								|
% 15.12/4.05  																								+-Applying beta-rule and splitting (52), into two cases.
% 15.12/4.05  																								|-Branch one:
% 15.12/4.05  																								| (795) all_0_0_0 = e0
% 15.12/4.05  																								|
% 15.12/4.05  																									| Combining equations (795,927) yields a new equation:
% 15.12/4.05  																									| (911) e4 = e0
% 15.12/4.05  																									|
% 15.12/4.05  																									| Equations (911) can reduce 7 to:
% 15.12/4.05  																									| (247) $false
% 15.12/4.05  																									|
% 15.12/4.05  																									|-The branch is then unsatisfiable
% 15.12/4.05  																								|-Branch two:
% 15.12/4.05  																								| (913)  ~ (all_0_0_0 = e0)
% 15.12/4.05  																								| (914) all_0_2_2 = e0 | all_0_3_3 = e0
% 15.12/4.05  																								|
% 15.12/4.05  																									+-Applying beta-rule and splitting (185), into two cases.
% 15.12/4.05  																									|-Branch one:
% 15.12/4.05  																									| (572) all_0_4_4 = e3
% 15.12/4.05  																									|
% 15.12/4.05  																										| Equations (572) can reduce 436 to:
% 15.12/4.05  																										| (247) $false
% 15.12/4.05  																										|
% 15.12/4.05  																										|-The branch is then unsatisfiable
% 15.12/4.05  																									|-Branch two:
% 15.12/4.05  																									| (436)  ~ (all_0_4_4 = e3)
% 15.12/4.05  																									| (764) all_0_5_5 = e3 | all_0_7_7 = e3 | all_0_8_8 = e3
% 15.12/4.05  																									|
% 15.12/4.05  																										+-Applying beta-rule and splitting (764), into two cases.
% 15.12/4.05  																										|-Branch one:
% 15.12/4.05  																										| (772) all_0_5_5 = e3
% 15.12/4.05  																										|
% 15.12/4.05  																											| Combining equations (772,244) yields a new equation:
% 15.12/4.05  																											| (1006) e3 = e0
% 15.12/4.05  																											|
% 15.12/4.05  																											| Simplifying 1006 yields:
% 15.12/4.05  																											| (761) e3 = e0
% 15.12/4.05  																											|
% 15.12/4.05  																											| Equations (761) can reduce 64 to:
% 15.12/4.05  																											| (247) $false
% 15.12/4.05  																											|
% 15.12/4.05  																											|-The branch is then unsatisfiable
% 15.12/4.05  																										|-Branch two:
% 15.12/4.05  																										| (776)  ~ (all_0_5_5 = e3)
% 15.12/4.05  																										| (777) all_0_7_7 = e3 | all_0_8_8 = e3
% 15.12/4.05  																										|
% 15.12/4.05  																											+-Applying beta-rule and splitting (777), into two cases.
% 15.12/4.05  																											|-Branch one:
% 15.12/4.05  																											| (784) all_0_7_7 = e3
% 15.12/4.05  																											|
% 15.12/4.05  																												| Equations (784) can reduce 787 to:
% 15.12/4.05  																												| (247) $false
% 15.12/4.05  																												|
% 15.12/4.05  																												|-The branch is then unsatisfiable
% 15.12/4.05  																											|-Branch two:
% 15.12/4.05  																											| (787)  ~ (all_0_7_7 = e3)
% 15.12/4.05  																											| (788) all_0_8_8 = e3
% 15.12/4.05  																											|
% 15.12/4.05  																												| Equations (788) can reduce 20 to:
% 15.12/4.05  																												| (789)  ~ (all_0_3_3 = e3)
% 15.12/4.05  																												|
% 15.12/4.05  																												| Equations (788) can reduce 129 to:
% 15.12/4.05  																												| (436)  ~ (all_0_4_4 = e3)
% 15.12/4.05  																												|
% 15.12/4.05  																												| Equations (788) can reduce 712 to:
% 15.12/4.05  																												| (64)  ~ (e3 = e0)
% 15.12/4.05  																												|
% 15.12/4.05  																												+-Applying beta-rule and splitting (914), into two cases.
% 15.12/4.05  																												|-Branch one:
% 15.12/4.05  																												| (767) all_0_2_2 = e0
% 15.12/4.05  																												|
% 15.12/4.05  																													| Combining equations (767,755) yields a new equation:
% 15.12/4.05  																													| (761) e3 = e0
% 15.12/4.05  																													|
% 15.12/4.05  																													| Equations (761) can reduce 64 to:
% 15.12/4.05  																													| (247) $false
% 15.12/4.05  																													|
% 15.12/4.05  																													|-The branch is then unsatisfiable
% 15.12/4.05  																												|-Branch two:
% 15.12/4.05  																												| (770)  ~ (all_0_2_2 = e0)
% 15.12/4.05  																												| (919) all_0_3_3 = e0
% 15.12/4.05  																												|
% 15.12/4.05  																													| Equations (919) can reduce 789 to:
% 15.12/4.05  																													| (713)  ~ (e3 = e0)
% 15.12/4.05  																													|
% 15.12/4.05  																													| Simplifying 713 yields:
% 15.12/4.05  																													| (64)  ~ (e3 = e0)
% 15.12/4.05  																													|
% 15.12/4.05  																													| Equations (919) can reduce 218 to:
% 15.12/4.05  																													| (541)  ~ (e1 = e0)
% 15.12/4.05  																													|
% 15.12/4.05  																													| Simplifying 541 yields:
% 15.12/4.05  																													| (128)  ~ (e1 = e0)
% 15.12/4.05  																													|
% 15.12/4.05  																													+-Applying beta-rule and splitting (67), into two cases.
% 15.12/4.05  																													|-Branch one:
% 15.12/4.05  																													| (564) all_0_4_4 = e1
% 15.12/4.05  																													|
% 15.12/4.05  																														| Equations (564) can reduce 76 to:
% 15.12/4.05  																														| (230)  ~ (all_0_16_16 = e1)
% 15.12/4.05  																														|
% 15.12/4.05  																														| Simplifying 230 yields:
% 15.12/4.05  																														| (231)  ~ (all_0_16_16 = e1)
% 15.12/4.05  																														|
% 15.12/4.05  																														| From (564) and (4) follows:
% 15.12/4.05  																														| (1779) op(e3, e4) = e1
% 15.12/4.05  																														|
% 15.12/4.05  																														+-Applying beta-rule and splitting (30), into two cases.
% 15.12/4.05  																														|-Branch one:
% 15.12/4.05  																														| (581) all_0_10_10 = e1
% 15.12/4.05  																														|
% 15.12/4.05  																															| Equations (581) can reduce 286 to:
% 15.12/4.05  																															| (247) $false
% 15.12/4.05  																															|
% 15.12/4.05  																															|-The branch is then unsatisfiable
% 15.12/4.05  																														|-Branch two:
% 15.12/4.05  																														| (286)  ~ (all_0_10_10 = e1)
% 15.12/4.05  																														| (584) all_0_10_10 = e4 | all_0_10_10 = e2 | all_0_10_10 = e0
% 15.12/4.05  																														|
% 15.12/4.05  																															+-Applying beta-rule and splitting (584), into two cases.
% 15.12/4.05  																															|-Branch one:
% 15.12/4.05  																															| (547) all_0_10_10 = e0
% 15.12/4.05  																															|
% 15.12/4.05  																																| Equations (547) can reduce 390 to:
% 15.12/4.05  																																| (247) $false
% 15.12/4.05  																																|
% 15.12/4.05  																																|-The branch is then unsatisfiable
% 15.12/4.05  																															|-Branch two:
% 15.12/4.05  																															| (390)  ~ (all_0_10_10 = e0)
% 15.12/4.05  																															| (588) all_0_10_10 = e4 | all_0_10_10 = e2
% 15.12/4.05  																															|
% 15.12/4.05  																																+-Applying beta-rule and splitting (588), into two cases.
% 15.12/4.05  																																|-Branch one:
% 15.12/4.05  																																| (589) all_0_10_10 = e4
% 15.12/4.05  																																|
% 15.12/4.05  																																	| Equations (589) can reduce 355 to:
% 15.12/4.05  																																	| (247) $false
% 15.12/4.05  																																	|
% 15.12/4.05  																																	|-The branch is then unsatisfiable
% 15.12/4.05  																																|-Branch two:
% 15.12/4.05  																																| (355)  ~ (all_0_10_10 = e4)
% 15.12/4.05  																																| (303) all_0_10_10 = e2
% 15.12/4.05  																																|
% 15.12/4.05  																																	| Equations (303) can reduce 202 to:
% 15.12/4.05  																																	| (645)  ~ (all_0_11_11 = e2)
% 15.12/4.05  																																	|
% 15.12/4.05  																																	| Simplifying 645 yields:
% 15.12/4.05  																																	| (322)  ~ (all_0_11_11 = e2)
% 15.12/4.05  																																	|
% 15.12/4.05  																																	+-Applying beta-rule and splitting (124), into two cases.
% 15.12/4.05  																																	|-Branch one:
% 15.12/4.05  																																	| (1794) all_0_11_11 = e1
% 15.12/4.05  																																	|
% 15.12/4.05  																																		| Equations (1794) can reduce 23 to:
% 15.12/4.05  																																		| (276)  ~ (all_0_7_7 = e1)
% 15.12/4.05  																																		|
% 15.12/4.05  																																		| Equations (1794) can reduce 66 to:
% 15.12/4.05  																																		| (287)  ~ (e3 = e1)
% 15.12/4.05  																																		|
% 15.12/4.05  																																		| Simplifying 287 yields:
% 15.12/4.05  																																		| (132)  ~ (e3 = e1)
% 15.12/4.05  																																		|
% 15.12/4.05  																																		| Equations (1794) can reduce 554 to:
% 15.12/4.05  																																		| (128)  ~ (e1 = e0)
% 15.12/4.05  																																		|
% 15.12/4.05  																																		+-Applying beta-rule and splitting (1690), into two cases.
% 15.12/4.05  																																		|-Branch one:
% 15.12/4.05  																																		| (435) all_0_16_16 = e3
% 15.12/4.05  																																		|
% 15.12/4.05  																																			| Equations (435) can reduce 995 to:
% 15.12/4.05  																																			| (247) $false
% 15.12/4.05  																																			|
% 15.12/4.05  																																			|-The branch is then unsatisfiable
% 15.12/4.05  																																		|-Branch two:
% 15.12/4.05  																																		| (995)  ~ (all_0_16_16 = e3)
% 15.12/4.05  																																		| (1500) all_0_16_16 = e4
% 15.12/4.05  																																		|
% 15.12/4.05  																																			| Equations (1500) can reduce 5 to:
% 15.12/4.05  																																			| (1803)  ~ (all_0_18_18 = e4)
% 15.12/4.05  																																			|
% 15.12/4.05  																																			| Simplifying 1803 yields:
% 15.12/4.05  																																			| (352)  ~ (all_0_18_18 = e4)
% 15.12/4.05  																																			|
% 15.12/4.05  																																			| Equations (1500) can reduce 995 to:
% 15.12/4.05  																																			| (24)  ~ (e4 = e3)
% 15.12/4.05  																																			|
% 15.12/4.05  																																			| Equations (1500) can reduce 231 to:
% 15.12/4.05  																																			| (210)  ~ (e4 = e1)
% 15.12/4.05  																																			|
% 15.12/4.05  																																			| From (1500) and (78) follows:
% 15.12/4.05  																																			| (1807) op(e0, e4) = e4
% 15.12/4.05  																																			|
% 15.12/4.05  																																			+-Applying beta-rule and splitting (96), into two cases.
% 15.12/4.05  																																			|-Branch one:
% 15.12/4.05  																																			| (270) all_0_18_18 = e1
% 15.12/4.05  																																			|
% 15.12/4.05  																																				| Equations (270) can reduce 222 to:
% 15.12/4.05  																																				| (247) $false
% 15.12/4.05  																																				|
% 15.12/4.05  																																				|-The branch is then unsatisfiable
% 15.12/4.05  																																			|-Branch two:
% 15.12/4.05  																																			| (222)  ~ (all_0_18_18 = e1)
% 15.12/4.05  																																			| (364) all_0_18_18 = e4 | all_0_18_18 = e2
% 15.12/4.05  																																			|
% 15.12/4.05  																																				+-Applying beta-rule and splitting (212), into two cases.
% 15.12/4.05  																																				|-Branch one:
% 15.12/4.05  																																				| (1168) all_0_0_0 = e3
% 15.12/4.05  																																				|
% 15.12/4.05  																																					| Combining equations (1168,927) yields a new equation:
% 15.12/4.05  																																					| (873) e4 = e3
% 15.12/4.05  																																					|
% 15.12/4.05  																																					| Equations (873) can reduce 24 to:
% 15.12/4.05  																																					| (247) $false
% 15.12/4.05  																																					|
% 15.12/4.05  																																					|-The branch is then unsatisfiable
% 15.12/4.05  																																				|-Branch two:
% 15.12/4.05  																																				| (1188)  ~ (all_0_0_0 = e3)
% 15.12/4.05  																																				| (1816) all_0_5_5 = e3 | all_0_14_14 = e3 | all_0_17_17 = e3
% 15.12/4.05  																																				|
% 15.12/4.05  																																					+-Applying beta-rule and splitting (1816), into two cases.
% 15.12/4.05  																																					|-Branch one:
% 15.12/4.05  																																					| (772) all_0_5_5 = e3
% 15.12/4.05  																																					|
% 15.12/4.05  																																						| Combining equations (244,772) yields a new equation:
% 15.12/4.05  																																						| (761) e3 = e0
% 15.12/4.05  																																						|
% 15.12/4.05  																																						| Equations (761) can reduce 64 to:
% 15.12/4.05  																																						| (247) $false
% 15.12/4.05  																																						|
% 15.12/4.05  																																						|-The branch is then unsatisfiable
% 15.12/4.05  																																					|-Branch two:
% 15.12/4.05  																																					| (776)  ~ (all_0_5_5 = e3)
% 15.12/4.05  																																					| (1821) all_0_14_14 = e3 | all_0_17_17 = e3
% 15.12/4.05  																																					|
% 15.12/4.05  																																						+-Applying beta-rule and splitting (1821), into two cases.
% 15.12/4.05  																																						|-Branch one:
% 15.12/4.05  																																						| (310) all_0_14_14 = e3
% 15.12/4.05  																																						|
% 15.12/4.05  																																							| Combining equations (426,310) yields a new equation:
% 15.12/4.05  																																							| (299) e3 = e1
% 15.12/4.05  																																							|
% 15.12/4.05  																																							| Equations (299) can reduce 132 to:
% 15.12/4.05  																																							| (247) $false
% 15.12/4.05  																																							|
% 15.12/4.05  																																							|-The branch is then unsatisfiable
% 15.12/4.05  																																						|-Branch two:
% 15.12/4.05  																																						| (313)  ~ (all_0_14_14 = e3)
% 15.12/4.05  																																						| (684) all_0_17_17 = e3
% 15.12/4.05  																																						|
% 15.12/4.05  																																							| Equations (684) can reduce 121 to:
% 15.12/4.05  																																							| (439)  ~ (all_0_18_18 = e3)
% 15.12/4.05  																																							|
% 15.12/4.05  																																							| Simplifying 439 yields:
% 15.12/4.05  																																							| (145)  ~ (all_0_18_18 = e3)
% 15.12/4.05  																																							|
% 15.12/4.05  																																							+-Applying beta-rule and splitting (201), into two cases.
% 15.12/4.05  																																							|-Branch one:
% 15.12/4.05  																																							| (330) all_0_1_1 = e4
% 15.12/4.05  																																							|
% 15.12/4.05  																																								| Combining equations (330,213) yields a new equation:
% 15.12/4.05  																																								| (331) e4 = e1
% 15.12/4.05  																																								|
% 15.12/4.05  																																								| Simplifying 331 yields:
% 15.12/4.05  																																								| (332) e4 = e1
% 15.12/4.05  																																								|
% 15.12/4.05  																																								| Equations (332) can reduce 210 to:
% 15.12/4.05  																																								| (247) $false
% 15.12/4.05  																																								|
% 15.12/4.05  																																								|-The branch is then unsatisfiable
% 15.12/4.05  																																							|-Branch two:
% 15.12/4.05  																																							| (452)  ~ (all_0_1_1 = e4)
% 15.12/4.05  																																							| (453) all_0_6_6 = e4 | all_0_18_18 = e4
% 15.12/4.05  																																							|
% 15.12/4.05  																																								+-Applying beta-rule and splitting (364), into two cases.
% 15.12/4.05  																																								|-Branch one:
% 15.12/4.05  																																								| (365) all_0_18_18 = e4
% 15.12/4.05  																																								|
% 15.12/4.05  																																									| Equations (365) can reduce 352 to:
% 15.12/4.05  																																									| (247) $false
% 15.12/4.05  																																									|
% 15.12/4.05  																																									|-The branch is then unsatisfiable
% 15.12/4.05  																																								|-Branch two:
% 15.12/4.05  																																								| (352)  ~ (all_0_18_18 = e4)
% 15.12/4.06  																																								| (368) all_0_18_18 = e2
% 15.12/4.06  																																								|
% 15.12/4.06  																																									| Equations (368) can reduce 56 to:
% 15.12/4.06  																																									| (369)  ~ (all_0_6_6 = e2)
% 15.12/4.06  																																									|
% 15.12/4.06  																																									| Equations (368) can reduce 352 to:
% 15.12/4.06  																																									| (467)  ~ (e4 = e2)
% 15.12/4.06  																																									|
% 15.12/4.06  																																									| Simplifying 467 yields:
% 15.12/4.06  																																									| (194)  ~ (e4 = e2)
% 15.12/4.06  																																									|
% 15.12/4.06  																																									| Equations (368) can reduce 145 to:
% 15.12/4.06  																																									| (308)  ~ (e3 = e2)
% 15.12/4.06  																																									|
% 15.12/4.06  																																									| Simplifying 308 yields:
% 15.12/4.06  																																									| (191)  ~ (e3 = e2)
% 15.12/4.06  																																									|
% 15.12/4.06  																																									| Equations (368) can reduce 200 to:
% 15.12/4.06  																																									| (47)  ~ (e2 = e0)
% 15.12/4.06  																																									|
% 15.12/4.06  																																									+-Applying beta-rule and splitting (453), into two cases.
% 15.12/4.06  																																									|-Branch one:
% 15.12/4.06  																																									| (374) all_0_6_6 = e4
% 15.12/4.06  																																									|
% 15.12/4.06  																																										| Equations (374) can reduce 369 to:
% 15.12/4.06  																																										| (194)  ~ (e4 = e2)
% 15.12/4.06  																																										|
% 15.12/4.06  																																										| From (374) and (100) follows:
% 15.12/4.06  																																										| (1847) op(e3, e2) = e4
% 15.12/4.06  																																										|
% 15.12/4.06  																																										+-Applying beta-rule and splitting (95), into two cases.
% 15.12/4.06  																																										|-Branch one:
% 15.12/4.06  																																										| (638) all_0_5_5 = e2
% 15.12/4.06  																																										|
% 15.12/4.06  																																											| Combining equations (244,638) yields a new equation:
% 15.12/4.06  																																											| (552) e2 = e0
% 15.12/4.06  																																											|
% 15.12/4.06  																																											| Equations (552) can reduce 47 to:
% 15.12/4.06  																																											| (247) $false
% 15.12/4.06  																																											|
% 15.12/4.06  																																											|-The branch is then unsatisfiable
% 15.12/4.06  																																										|-Branch two:
% 15.12/4.06  																																										| (321)  ~ (all_0_5_5 = e2)
% 15.12/4.06  																																										| (722) all_0_6_6 = e2 | all_0_7_7 = e2 | all_0_8_8 = e2
% 15.12/4.06  																																										|
% 15.12/4.06  																																											+-Applying beta-rule and splitting (722), into two cases.
% 15.12/4.06  																																											|-Branch one:
% 15.12/4.06  																																											| (377) all_0_6_6 = e2
% 15.12/4.06  																																											|
% 15.12/4.06  																																												| Combining equations (374,377) yields a new equation:
% 15.12/4.06  																																												| (470) e4 = e2
% 15.12/4.06  																																												|
% 15.12/4.06  																																												| Simplifying 470 yields:
% 15.12/4.06  																																												| (471) e4 = e2
% 15.12/4.06  																																												|
% 15.12/4.06  																																												| Equations (471) can reduce 194 to:
% 15.12/4.06  																																												| (247) $false
% 15.12/4.06  																																												|
% 15.12/4.06  																																												|-The branch is then unsatisfiable
% 15.12/4.06  																																											|-Branch two:
% 15.12/4.06  																																											| (369)  ~ (all_0_6_6 = e2)
% 15.12/4.06  																																											| (727) all_0_7_7 = e2 | all_0_8_8 = e2
% 15.12/4.06  																																											|
% 15.12/4.06  																																												+-Applying beta-rule and splitting (727), into two cases.
% 15.12/4.06  																																												|-Branch one:
% 15.12/4.06  																																												| (634) all_0_7_7 = e2
% 15.12/4.06  																																												|
% 15.12/4.06  																																													| Equations (634) can reduce 276 to:
% 15.12/4.06  																																													| (138)  ~ (e2 = e1)
% 15.12/4.06  																																													|
% 15.12/4.06  																																													| From (634) and (39) follows:
% 15.12/4.06  																																													| (1861) op(e3, e1) = e2
% 15.12/4.06  																																													|
% 15.12/4.06  																																													+-Applying beta-rule and splitting (59), into two cases.
% 15.12/4.06  																																													|-Branch one:
% 15.12/4.06  																																													| (1434) unit = e1
% 15.12/4.06  																																													|
% 15.12/4.06  																																														| Equations (1434) can reduce 387 to:
% 15.12/4.06  																																														| (128)  ~ (e1 = e0)
% 15.12/4.06  																																														|
% 15.12/4.06  																																														| From (1434) and (141) follows:
% 15.12/4.06  																																														| (1864) op(e1, e4) = e4
% 15.12/4.06  																																														|
% 15.12/4.06  																																														| From (1434) and (46) follows:
% 15.12/4.06  																																														| (1435) op(e1, e0) = e0
% 15.12/4.06  																																														|
% 15.12/4.06  																																														| From (1434) and (159) follows:
% 15.12/4.06  																																														| (1866) op(e3, e1) = e3
% 15.12/4.06  																																														|
% 15.12/4.06  																																														| From (1434) and (186) follows:
% 15.12/4.06  																																														| (1867) op(e1, e1) = e1
% 15.12/4.06  																																														|
% 15.12/4.06  																																														| Instantiating formula (120) with e3, e1, e3, e2 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e2, yields:
% 15.12/4.06  																																														| (311) e3 = e2
% 15.12/4.06  																																														|
% 15.12/4.06  																																														| Instantiating formula (120) with e1, e4, e4, e3 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e3, yields:
% 15.12/4.06  																																														| (873) e4 = e3
% 15.12/4.06  																																														|
% 15.12/4.06  																																														| Instantiating formula (120) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 15.12/4.06  																																														| (332) e4 = e1
% 15.12/4.06  																																														|
% 15.12/4.06  																																														| Instantiating formula (120) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 15.12/4.06  																																														| (552) e2 = e0
% 15.12/4.06  																																														|
% 15.12/4.06  																																														| Combining equations (873,332) yields a new equation:
% 15.12/4.06  																																														| (773) e3 = e1
% 15.12/4.06  																																														|
% 15.12/4.06  																																														| Simplifying 773 yields:
% 15.12/4.06  																																														| (299) e3 = e1
% 15.12/4.06  																																														|
% 15.12/4.06  																																														| Combining equations (299,311) yields a new equation:
% 15.12/4.06  																																														| (420) e2 = e1
% 15.12/4.06  																																														|
% 15.12/4.06  																																														| Combining equations (420,552) yields a new equation:
% 15.12/4.06  																																														| (245) e1 = e0
% 15.12/4.06  																																														|
% 15.12/4.06  																																														| Simplifying 245 yields:
% 15.12/4.06  																																														| (246) e1 = e0
% 15.12/4.06  																																														|
% 15.12/4.06  																																														| Equations (246) can reduce 128 to:
% 15.12/4.06  																																														| (247) $false
% 15.12/4.06  																																														|
% 15.12/4.06  																																														|-The branch is then unsatisfiable
% 15.12/4.06  																																													|-Branch two:
% 15.12/4.06  																																													| (1438)  ~ (unit = e1)
% 15.12/4.06  																																													| (1439) unit = e4 | unit = e3 | unit = e2 | unit = e0
% 15.12/4.06  																																													|
% 15.12/4.06  																																														+-Applying beta-rule and splitting (1439), into two cases.
% 15.12/4.06  																																														|-Branch one:
% 15.12/4.06  																																														| (1440) unit = e0
% 15.12/4.06  																																														|
% 15.12/4.06  																																															| Equations (1440) can reduce 387 to:
% 15.12/4.06  																																															| (247) $false
% 15.12/4.06  																																															|
% 15.12/4.06  																																															|-The branch is then unsatisfiable
% 15.12/4.06  																																														|-Branch two:
% 15.12/4.06  																																														| (387)  ~ (unit = e0)
% 15.12/4.06  																																														| (1443) unit = e4 | unit = e3 | unit = e2
% 15.12/4.06  																																														|
% 15.12/4.06  																																															+-Applying beta-rule and splitting (1443), into two cases.
% 15.12/4.06  																																															|-Branch one:
% 15.12/4.06  																																															| (1444) unit = e3
% 15.12/4.06  																																															|
% 15.12/4.06  																																																| From (1444) and (141) follows:
% 15.12/4.06  																																																| (1431) op(e3, e4) = e4
% 15.12/4.06  																																																|
% 15.12/4.06  																																																| From (1444) and (199) follows:
% 15.12/4.06  																																																| (1886) op(e3, e2) = e2
% 15.12/4.06  																																																|
% 15.12/4.06  																																																| Instantiating formula (120) with e3, e4, e4, e1 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e1, yields:
% 15.12/4.06  																																																| (332) e4 = e1
% 15.12/4.06  																																																|
% 15.12/4.06  																																																| Instantiating formula (120) with e3, e2, e2, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e2, yields:
% 15.12/4.06  																																																| (471) e4 = e2
% 15.12/4.06  																																																|
% 15.12/4.06  																																																| Combining equations (471,332) yields a new equation:
% 15.12/4.06  																																																| (629) e2 = e1
% 15.12/4.06  																																																|
% 15.12/4.06  																																																| Simplifying 629 yields:
% 15.12/4.06  																																																| (420) e2 = e1
% 15.12/4.06  																																																|
% 15.12/4.06  																																																| Equations (420) can reduce 138 to:
% 15.12/4.06  																																																| (247) $false
% 15.12/4.06  																																																|
% 15.12/4.06  																																																|-The branch is then unsatisfiable
% 15.12/4.06  																																															|-Branch two:
% 15.12/4.06  																																															| (343)  ~ (unit = e3)
% 15.12/4.06  																																															| (1453) unit = e4 | unit = e2
% 15.12/4.06  																																															|
% 15.12/4.06  																																																+-Applying beta-rule and splitting (1453), into two cases.
% 15.12/4.06  																																																|-Branch one:
% 15.12/4.06  																																																| (1454) unit = e4
% 15.12/4.06  																																																|
% 15.12/4.06  																																																	| From (1454) and (199) follows:
% 15.12/4.06  																																																	| (1455) op(e4, e2) = e2
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| From (1454) and (15) follows:
% 15.12/4.06  																																																	| (1456) op(e4, e4) = e4
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| From (1454) and (108) follows:
% 15.12/4.06  																																																	| (1458) op(e0, e4) = e0
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| Instantiating formula (120) with e4, e4, e4, e2 and discharging atoms op(e4, e4) = e4, op(e4, e4) = e2, yields:
% 15.12/4.06  																																																	| (471) e4 = e2
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| Instantiating formula (120) with e4, e2, e2, e1 and discharging atoms op(e4, e2) = e2, op(e4, e2) = e1, yields:
% 15.12/4.06  																																																	| (420) e2 = e1
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| Instantiating formula (120) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 15.12/4.06  																																																	| (911) e4 = e0
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| Combining equations (471,911) yields a new equation:
% 15.12/4.06  																																																	| (779) e2 = e0
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| Simplifying 779 yields:
% 15.12/4.06  																																																	| (552) e2 = e0
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| Combining equations (420,552) yields a new equation:
% 15.12/4.06  																																																	| (245) e1 = e0
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| Simplifying 245 yields:
% 15.12/4.06  																																																	| (246) e1 = e0
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| Equations (246) can reduce 128 to:
% 15.12/4.06  																																																	| (247) $false
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	|-The branch is then unsatisfiable
% 15.12/4.06  																																																|-Branch two:
% 15.12/4.06  																																																| (349)  ~ (unit = e4)
% 15.12/4.06  																																																| (1470) unit = e2
% 15.12/4.06  																																																|
% 15.12/4.06  																																																	| From (1470) and (46) follows:
% 15.12/4.06  																																																	| (1908) op(e2, e0) = e0
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| From (1470) and (15) follows:
% 15.12/4.06  																																																	| (1471) op(e4, e2) = e4
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| From (1470) and (159) follows:
% 15.12/4.06  																																																	| (1910) op(e3, e2) = e3
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| From (1470) and (151) follows:
% 15.12/4.06  																																																	| (1911) op(e2, e2) = e2
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| Instantiating formula (120) with e4, e2, e4, e1 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e1, yields:
% 15.12/4.06  																																																	| (332) e4 = e1
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| Instantiating formula (120) with e3, e2, e3, e4 and discharging atoms op(e3, e2) = e4, op(e3, e2) = e3, yields:
% 15.12/4.06  																																																	| (873) e4 = e3
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| Instantiating formula (120) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 15.12/4.06  																																																	| (311) e3 = e2
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| Instantiating formula (120) with e2, e0, e0, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e0, yields:
% 15.12/4.06  																																																	| (911) e4 = e0
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| Combining equations (332,873) yields a new equation:
% 15.12/4.06  																																																	| (299) e3 = e1
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| Combining equations (911,873) yields a new equation:
% 15.12/4.06  																																																	| (761) e3 = e0
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| Combining equations (761,311) yields a new equation:
% 15.12/4.06  																																																	| (552) e2 = e0
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| Combining equations (299,311) yields a new equation:
% 15.12/4.06  																																																	| (420) e2 = e1
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| Combining equations (420,552) yields a new equation:
% 15.12/4.06  																																																	| (245) e1 = e0
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| Simplifying 245 yields:
% 15.12/4.06  																																																	| (246) e1 = e0
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	| Equations (246) can reduce 128 to:
% 15.12/4.06  																																																	| (247) $false
% 15.12/4.06  																																																	|
% 15.12/4.06  																																																	|-The branch is then unsatisfiable
% 15.12/4.06  																																												|-Branch two:
% 15.12/4.06  																																												| (444)  ~ (all_0_7_7 = e2)
% 15.12/4.06  																																												| (954) all_0_8_8 = e2
% 15.12/4.06  																																												|
% 15.12/4.06  																																													| Combining equations (954,788) yields a new equation:
% 15.12/4.06  																																													| (311) e3 = e2
% 15.12/4.06  																																													|
% 15.12/4.06  																																													| Equations (311) can reduce 191 to:
% 15.12/4.06  																																													| (247) $false
% 15.12/4.06  																																													|
% 15.12/4.06  																																													|-The branch is then unsatisfiable
% 15.12/4.06  																																									|-Branch two:
% 15.12/4.06  																																									| (350)  ~ (all_0_6_6 = e4)
% 15.12/4.06  																																									| (365) all_0_18_18 = e4
% 15.12/4.06  																																									|
% 15.12/4.06  																																										| Combining equations (365,368) yields a new equation:
% 15.12/4.06  																																										| (470) e4 = e2
% 15.12/4.06  																																										|
% 15.12/4.06  																																										| Simplifying 470 yields:
% 15.12/4.06  																																										| (471) e4 = e2
% 15.12/4.06  																																										|
% 15.12/4.06  																																										| Equations (471) can reduce 194 to:
% 15.12/4.06  																																										| (247) $false
% 15.12/4.06  																																										|
% 15.12/4.06  																																										|-The branch is then unsatisfiable
% 15.12/4.06  																																	|-Branch two:
% 15.12/4.06  																																	| (1075)  ~ (all_0_11_11 = e1)
% 15.12/4.06  																																	| (1933) all_0_11_11 = e2 | all_0_11_11 = e0
% 15.12/4.06  																																	|
% 15.12/4.06  																																		+-Applying beta-rule and splitting (1933), into two cases.
% 15.12/4.06  																																		|-Branch one:
% 15.12/4.06  																																		| (551) all_0_11_11 = e0
% 15.12/4.06  																																		|
% 15.12/4.06  																																			| Equations (551) can reduce 554 to:
% 15.12/4.06  																																			| (247) $false
% 15.12/4.06  																																			|
% 15.12/4.06  																																			|-The branch is then unsatisfiable
% 15.12/4.06  																																		|-Branch two:
% 15.12/4.06  																																		| (554)  ~ (all_0_11_11 = e0)
% 15.12/4.06  																																		| (307) all_0_11_11 = e2
% 15.12/4.06  																																		|
% 15.12/4.06  																																			| Equations (307) can reduce 322 to:
% 15.12/4.06  																																			| (247) $false
% 15.12/4.06  																																			|
% 15.12/4.06  																																			|-The branch is then unsatisfiable
% 15.12/4.06  																													|-Branch two:
% 15.12/4.06  																													| (225)  ~ (all_0_4_4 = e1)
% 15.12/4.06  																													| (1940) all_0_9_9 = e1 | all_0_13_13 = e1 | all_0_16_16 = e1
% 15.12/4.06  																													|
% 15.12/4.06  																														+-Applying beta-rule and splitting (22), into two cases.
% 15.12/4.06  																														|-Branch one:
% 15.12/4.06  																														| (564) all_0_4_4 = e1
% 15.12/4.06  																														|
% 15.12/4.06  																															| Equations (564) can reduce 225 to:
% 15.12/4.06  																															| (247) $false
% 15.12/4.06  																															|
% 15.12/4.06  																															|-The branch is then unsatisfiable
% 15.12/4.06  																														|-Branch two:
% 15.12/4.06  																														| (225)  ~ (all_0_4_4 = e1)
% 15.12/4.06  																														| (1045) all_0_5_5 = e1 | all_0_6_6 = e1 | all_0_7_7 = e1 | all_0_8_8 = e1
% 15.12/4.06  																														|
% 15.12/4.07  																															+-Applying beta-rule and splitting (1045), into two cases.
% 15.12/4.07  																															|-Branch one:
% 15.12/4.07  																															| (233) all_0_5_5 = e1
% 15.12/4.07  																															|
% 15.12/4.07  																																| Combining equations (233,244) yields a new equation:
% 15.12/4.07  																																| (245) e1 = e0
% 15.12/4.07  																																|
% 15.12/4.07  																																| Simplifying 245 yields:
% 15.12/4.07  																																| (246) e1 = e0
% 15.12/4.07  																																|
% 15.12/4.07  																																| Equations (246) can reduce 128 to:
% 15.12/4.07  																																| (247) $false
% 15.12/4.07  																																|
% 15.12/4.07  																																|-The branch is then unsatisfiable
% 15.12/4.07  																															|-Branch two:
% 15.12/4.07  																															| (1026)  ~ (all_0_5_5 = e1)
% 15.12/4.07  																															| (1050) all_0_6_6 = e1 | all_0_7_7 = e1 | all_0_8_8 = e1
% 15.12/4.07  																															|
% 15.12/4.07  																																| Equations (244) can reduce 1026 to:
% 15.12/4.07  																																| (541)  ~ (e1 = e0)
% 15.12/4.07  																																|
% 15.12/4.07  																																| Simplifying 541 yields:
% 15.12/4.07  																																| (128)  ~ (e1 = e0)
% 15.12/4.07  																																|
% 15.12/4.07  																																+-Applying beta-rule and splitting (1940), into two cases.
% 15.12/4.07  																																|-Branch one:
% 15.12/4.07  																																| (289) all_0_9_9 = e1
% 15.12/4.07  																																|
% 15.12/4.07  																																	| Combining equations (543,289) yields a new equation:
% 15.12/4.07  																																	| (246) e1 = e0
% 15.12/4.07  																																	|
% 15.12/4.07  																																	| Equations (246) can reduce 128 to:
% 15.12/4.07  																																	| (247) $false
% 15.12/4.07  																																	|
% 15.12/4.07  																																	|-The branch is then unsatisfiable
% 15.12/4.07  																																|-Branch two:
% 15.12/4.07  																																| (285)  ~ (all_0_9_9 = e1)
% 15.12/4.07  																																| (1957) all_0_13_13 = e1 | all_0_16_16 = e1
% 15.12/4.07  																																|
% 15.12/4.07  																																	| Equations (543) can reduce 285 to:
% 15.12/4.07  																																	| (541)  ~ (e1 = e0)
% 15.12/4.07  																																	|
% 15.12/4.07  																																	| Simplifying 541 yields:
% 15.12/4.07  																																	| (128)  ~ (e1 = e0)
% 15.12/4.07  																																	|
% 15.12/4.07  																																	+-Applying beta-rule and splitting (148), into two cases.
% 15.12/4.07  																																	|-Branch one:
% 15.12/4.07  																																	| (564) all_0_4_4 = e1
% 15.12/4.07  																																	|
% 15.12/4.07  																																		| Equations (564) can reduce 225 to:
% 15.12/4.07  																																		| (247) $false
% 15.12/4.07  																																		|
% 15.12/4.07  																																		|-The branch is then unsatisfiable
% 15.12/4.07  																																	|-Branch two:
% 15.12/4.07  																																	| (225)  ~ (all_0_4_4 = e1)
% 15.12/4.07  																																	| (567) all_0_4_4 = e4 | all_0_4_4 = e3 | all_0_4_4 = e0
% 15.12/4.07  																																	|
% 15.12/4.07  																																		+-Applying beta-rule and splitting (567), into two cases.
% 15.12/4.07  																																		|-Branch one:
% 15.12/4.07  																																		| (536) all_0_4_4 = e0
% 15.12/4.07  																																		|
% 15.12/4.07  																																			| Equations (536) can reduce 558 to:
% 15.12/4.07  																																			| (247) $false
% 15.12/4.07  																																			|
% 15.12/4.07  																																			|-The branch is then unsatisfiable
% 15.12/4.07  																																		|-Branch two:
% 15.12/4.07  																																		| (558)  ~ (all_0_4_4 = e0)
% 15.12/4.07  																																		| (571) all_0_4_4 = e4 | all_0_4_4 = e3
% 15.12/4.07  																																		|
% 15.12/4.07  																																			+-Applying beta-rule and splitting (571), into two cases.
% 15.12/4.07  																																			|-Branch one:
% 15.12/4.07  																																			| (572) all_0_4_4 = e3
% 15.12/4.07  																																			|
% 15.12/4.07  																																				| Equations (572) can reduce 436 to:
% 15.12/4.07  																																				| (247) $false
% 15.12/4.07  																																				|
% 15.12/4.07  																																				|-The branch is then unsatisfiable
% 15.12/4.07  																																			|-Branch two:
% 15.12/4.07  																																			| (436)  ~ (all_0_4_4 = e3)
% 15.12/4.07  																																			| (575) all_0_4_4 = e4
% 15.12/4.07  																																			|
% 15.12/4.07  																																				| Equations (575) can reduce 225 to:
% 15.12/4.07  																																				| (210)  ~ (e4 = e1)
% 15.12/4.07  																																				|
% 15.12/4.07  																																				+-Applying beta-rule and splitting (182), into two cases.
% 15.12/4.07  																																				|-Branch one:
% 15.12/4.07  																																				| (289) all_0_9_9 = e1
% 15.12/4.07  																																				|
% 15.12/4.07  																																					| Combining equations (543,289) yields a new equation:
% 15.12/4.07  																																					| (246) e1 = e0
% 15.12/4.07  																																					|
% 15.12/4.07  																																					| Equations (246) can reduce 128 to:
% 15.12/4.07  																																					| (247) $false
% 15.12/4.07  																																					|
% 15.12/4.07  																																					|-The branch is then unsatisfiable
% 15.12/4.07  																																				|-Branch two:
% 15.12/4.07  																																				| (285)  ~ (all_0_9_9 = e1)
% 15.12/4.07  																																				| (1977) all_0_10_10 = e1 | all_0_11_11 = e1 | all_0_12_12 = e1
% 15.12/4.07  																																				|
% 15.12/4.07  																																					+-Applying beta-rule and splitting (1977), into two cases.
% 15.12/4.07  																																					|-Branch one:
% 15.12/4.07  																																					| (581) all_0_10_10 = e1
% 15.12/4.07  																																					|
% 15.12/4.07  																																						| Equations (581) can reduce 286 to:
% 15.12/4.07  																																						| (247) $false
% 15.12/4.07  																																						|
% 15.12/4.07  																																						|-The branch is then unsatisfiable
% 15.12/4.07  																																					|-Branch two:
% 15.12/4.07  																																					| (286)  ~ (all_0_10_10 = e1)
% 15.12/4.07  																																					| (1981) all_0_11_11 = e1 | all_0_12_12 = e1
% 15.12/4.07  																																					|
% 15.12/4.07  																																						+-Applying beta-rule and splitting (1981), into two cases.
% 15.12/4.07  																																						|-Branch one:
% 15.12/4.07  																																						| (1794) all_0_11_11 = e1
% 15.12/4.07  																																						|
% 15.12/4.07  																																							| Equations (1794) can reduce 66 to:
% 15.12/4.07  																																							| (287)  ~ (e3 = e1)
% 15.12/4.07  																																							|
% 15.12/4.07  																																							| Simplifying 287 yields:
% 15.12/4.07  																																							| (132)  ~ (e3 = e1)
% 15.12/4.07  																																							|
% 15.12/4.07  																																							+-Applying beta-rule and splitting (1957), into two cases.
% 15.12/4.07  																																							|-Branch one:
% 15.12/4.07  																																							| (224) all_0_13_13 = e1
% 15.12/4.07  																																							|
% 15.12/4.07  																																								| Combining equations (224,298) yields a new equation:
% 15.12/4.07  																																								| (299) e3 = e1
% 15.12/4.07  																																								|
% 15.12/4.07  																																								| Equations (299) can reduce 132 to:
% 15.12/4.07  																																								| (247) $false
% 15.12/4.07  																																								|
% 15.12/4.07  																																								|-The branch is then unsatisfiable
% 15.12/4.07  																																							|-Branch two:
% 15.12/4.07  																																							| (1568)  ~ (all_0_13_13 = e1)
% 15.12/4.07  																																							| (254) all_0_16_16 = e1
% 15.12/4.07  																																							|
% 15.12/4.07  																																								| Equations (254) can reduce 231 to:
% 15.12/4.07  																																								| (247) $false
% 15.12/4.07  																																								|
% 15.12/4.07  																																								|-The branch is then unsatisfiable
% 15.12/4.07  																																						|-Branch two:
% 15.12/4.07  																																						| (1075)  ~ (all_0_11_11 = e1)
% 15.12/4.07  																																						| (282) all_0_12_12 = e1
% 15.12/4.07  																																						|
% 15.12/4.07  																																							| Combining equations (594,282) yields a new equation:
% 15.12/4.07  																																							| (331) e4 = e1
% 15.12/4.07  																																							|
% 15.12/4.07  																																							| Simplifying 331 yields:
% 15.12/4.07  																																							| (332) e4 = e1
% 15.12/4.07  																																							|
% 15.12/4.07  																																							| Equations (332) can reduce 210 to:
% 15.12/4.07  																																							| (247) $false
% 15.12/4.07  																																							|
% 15.12/4.07  																																							|-The branch is then unsatisfiable
% 15.12/4.07  																					|-Branch two:
% 15.12/4.07  																					| (538)  ~ (all_0_9_9 = e0)
% 15.12/4.07  																					| (1503) all_0_16_16 = e0
% 15.12/4.07  																					|
% 15.12/4.07  																						| Equations (1503) can reduce 1405 to:
% 15.12/4.07  																						| (247) $false
% 15.12/4.07  																						|
% 15.12/4.07  																						|-The branch is then unsatisfiable
% 15.12/4.07  								|-Branch two:
% 15.12/4.07  								| (767) all_0_2_2 = e0
% 15.12/4.07  								| (258) all_0_3_3 = e1
% 15.12/4.07  								|
% 15.12/4.07  									| Equations (258) can reduce 218 to:
% 15.12/4.07  									| (247) $false
% 15.12/4.07  									|
% 15.12/4.07  									|-The branch is then unsatisfiable
% 15.12/4.07  							|-Branch two:
% 15.12/4.07  							| (248)  ~ (all_0_5_5 = e0)
% 15.12/4.07  							| (249) all_0_20_20 = e0
% 15.12/4.07  							|
% 15.12/4.07  								| Combining equations (249,1017) yields a new equation:
% 15.12/4.07  								| (246) e1 = e0
% 15.12/4.07  								|
% 15.12/4.07  								| Equations (246) can reduce 128 to:
% 15.12/4.07  								| (247) $false
% 15.12/4.07  								|
% 15.12/4.07  								|-The branch is then unsatisfiable
% 15.12/4.07  						|-Branch two:
% 15.12/4.07  						| (551) all_0_11_11 = e0
% 15.12/4.07  						| (282) all_0_12_12 = e1
% 15.12/4.07  						|
% 15.12/4.07  							| Equations (282) can reduce 1012 to:
% 15.12/4.07  							| (247) $false
% 15.12/4.07  							|
% 15.12/4.07  							|-The branch is then unsatisfiable
% 15.12/4.07  				|-Branch two:
% 15.12/4.07  				| (227)  ~ (all_0_14_14 = e1)
% 15.12/4.07  				| (429) all_0_14_14 = e3 | all_0_14_14 = e2
% 15.12/4.07  				|
% 15.12/4.07  					+-Applying beta-rule and splitting (429), into two cases.
% 15.12/4.07  					|-Branch one:
% 15.12/4.07  					| (310) all_0_14_14 = e3
% 15.12/4.07  					|
% 15.12/4.07  						| Equations (310) can reduce 313 to:
% 15.12/4.07  						| (247) $false
% 15.12/4.07  						|
% 15.12/4.07  						|-The branch is then unsatisfiable
% 15.12/4.07  					|-Branch two:
% 15.12/4.07  					| (313)  ~ (all_0_14_14 = e3)
% 15.12/4.07  					| (293) all_0_14_14 = e2
% 15.12/4.07  					|
% 15.12/4.07  						| Equations (293) can reduce 326 to:
% 15.12/4.07  						| (247) $false
% 15.12/4.07  						|
% 15.12/4.07  						|-The branch is then unsatisfiable
% 15.12/4.07  		|-Branch two:
% 15.12/4.07  		| (395)  ~ (all_0_1_1 = e1) &  ~ (all_0_4_4 = e1) &  ~ (all_0_9_9 = e1) &  ~ (all_0_10_10 = e1) &  ~ (all_0_14_14 = e1) &  ~ (all_0_15_15 = e1) &  ~ (all_0_16_16 = e1) & ( ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))) & ( ~ (all_0_2_2 = e1) |  ~ (unit = e1)) & ( ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))) & ( ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))) & ( ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))) & ( ~ (all_0_7_7 = e1) |  ~ (unit = e1)) & ( ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))) & ( ~ (all_0_11_11 = e1) |  ~ (unit = e1)) & ( ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))) & ( ~ (all_0_13_13 = e1) |  ~ (unit = e1)) & ( ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))) & ( ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))) & ( ~ (all_0_19_19 = e1) |  ~ (unit = e1)) & ( ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1)))
% 15.12/4.07  		|
% 15.12/4.07  			| Applying alpha-rule on (395) yields:
% 15.12/4.07  			| (396)  ~ (all_0_1_1 = e1)
% 15.12/4.07  			| (397)  ~ (all_0_7_7 = e1) |  ~ (unit = e1)
% 15.12/4.07  			| (227)  ~ (all_0_14_14 = e1)
% 15.12/4.07  			| (225)  ~ (all_0_4_4 = e1)
% 15.12/4.07  			| (400)  ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))
% 15.12/4.07  			| (401)  ~ (all_0_11_11 = e1) |  ~ (unit = e1)
% 15.12/4.07  			| (402)  ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))
% 15.12/4.07  			| (403)  ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))
% 15.12/4.07  			| (231)  ~ (all_0_16_16 = e1)
% 15.12/4.07  			| (405)  ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1))
% 15.12/4.07  			| (286)  ~ (all_0_10_10 = e1)
% 15.12/4.07  			| (407)  ~ (all_0_13_13 = e1) |  ~ (unit = e1)
% 15.12/4.07  			| (408)  ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))
% 15.12/4.07  			| (409)  ~ (all_0_19_19 = e1) |  ~ (unit = e1)
% 15.12/4.07  			| (410)  ~ (all_0_2_2 = e1) |  ~ (unit = e1)
% 15.12/4.07  			| (411)  ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))
% 15.12/4.07  			| (412)  ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))
% 15.12/4.07  			| (413)  ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))
% 15.12/4.07  			| (285)  ~ (all_0_9_9 = e1)
% 15.12/4.07  			| (229)  ~ (all_0_15_15 = e1)
% 15.12/4.07  			| (416)  ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))
% 15.12/4.07  			|
% 15.12/4.07  			| Equations (213) can reduce 396 to:
% 15.12/4.07  			| (247) $false
% 15.12/4.07  			|
% 15.12/4.07  			|-The branch is then unsatisfiable
% 15.12/4.07  |-Branch two:
% 15.12/4.07  | (396)  ~ (all_0_1_1 = e1)
% 15.12/4.07  | (330) all_0_1_1 = e4
% 15.12/4.07  |
% 15.12/4.07  	| Equations (330) can reduce 161 to:
% 15.12/4.07  	| (354)  ~ (all_0_0_0 = e4)
% 15.12/4.07  	|
% 15.12/4.07  	| Equations (330) can reduce 140 to:
% 15.12/4.07  	| (2042)  ~ (all_0_2_2 = e4)
% 15.12/4.07  	|
% 15.12/4.07  	| Simplifying 2042 yields:
% 15.12/4.07  	| (82)  ~ (all_0_2_2 = e4)
% 15.12/4.07  	|
% 15.12/4.07  	| Equations (330) can reduce 190 to:
% 15.12/4.07  	| (2044)  ~ (all_0_3_3 = e4)
% 15.12/4.07  	|
% 15.12/4.07  	| Simplifying 2044 yields:
% 15.12/4.07  	| (356)  ~ (all_0_3_3 = e4)
% 15.12/4.07  	|
% 15.12/4.07  	| Equations (330) can reduce 54 to:
% 15.12/4.07  	| (2046)  ~ (all_0_6_6 = e4)
% 15.12/4.07  	|
% 15.12/4.07  	| Simplifying 2046 yields:
% 15.12/4.07  	| (350)  ~ (all_0_6_6 = e4)
% 15.12/4.07  	|
% 15.12/4.07  	| Equations (330) can reduce 86 to:
% 15.12/4.07  	| (1803)  ~ (all_0_18_18 = e4)
% 15.12/4.07  	|
% 15.12/4.07  	| Simplifying 1803 yields:
% 15.12/4.07  	| (352)  ~ (all_0_18_18 = e4)
% 15.12/4.07  	|
% 15.12/4.07  	| Equations (330) can reduce 396 to:
% 15.12/4.07  	| (210)  ~ (e4 = e1)
% 15.12/4.07  	|
% 15.12/4.07  	| Equations (330) can reduce 119 to:
% 15.12/4.07  	| (7)  ~ (e4 = e0)
% 15.12/4.07  	|
% 15.12/4.07  	| From (330) and (90) follows:
% 15.12/4.07  	| (1471) op(e4, e2) = e4
% 15.12/4.07  	|
% 15.12/4.07  	+-Applying beta-rule and splitting (167), into two cases.
% 15.12/4.07  	|-Branch one:
% 15.12/4.07  	| (224) all_0_13_13 = e1
% 15.12/4.07  	|
% 15.12/4.07  		| Equations (224) can reduce 135 to:
% 15.12/4.07  		| (285)  ~ (all_0_9_9 = e1)
% 15.12/4.07  		|
% 15.12/4.07  		| Equations (224) can reduce 68 to:
% 15.12/4.07  		| (279)  ~ (e4 = e1)
% 15.12/4.07  		|
% 15.12/4.07  		| Simplifying 279 yields:
% 15.12/4.07  		| (210)  ~ (e4 = e1)
% 15.12/4.07  		|
% 15.12/4.07  		| Equations (224) can reduce 178 to:
% 15.12/4.07  		| (2057)  ~ (e2 = e1)
% 15.12/4.07  		|
% 15.12/4.07  		| Simplifying 2057 yields:
% 15.12/4.07  		| (138)  ~ (e2 = e1)
% 15.12/4.07  		|
% 15.12/4.07  		| Equations (224) can reduce 192 to:
% 15.12/4.07  		| (128)  ~ (e1 = e0)
% 15.12/4.07  		|
% 15.12/4.07  		+-Applying beta-rule and splitting (150), into two cases.
% 15.12/4.07  		|-Branch one:
% 15.12/4.07  		| (233) all_0_5_5 = e1
% 15.12/4.07  		|
% 15.12/4.07  			| Equations (233) can reduce 51 to:
% 15.12/4.07  			| (214)  ~ (all_0_0_0 = e1)
% 15.12/4.07  			|
% 15.12/4.07  			| Equations (233) can reduce 65 to:
% 15.12/4.07  			| (225)  ~ (all_0_4_4 = e1)
% 15.12/4.07  			|
% 15.12/4.07  			| Equations (233) can reduce 133 to:
% 15.12/4.07  			| (219)  ~ (all_0_6_6 = e1)
% 15.12/4.07  			|
% 15.12/4.07  			| Simplifying 219 yields:
% 15.12/4.07  			| (220)  ~ (all_0_6_6 = e1)
% 15.12/4.07  			|
% 15.12/4.07  			| Equations (233) can reduce 109 to:
% 15.12/4.07  			| (2065)  ~ (all_0_7_7 = e1)
% 15.12/4.07  			|
% 15.12/4.07  			| Simplifying 2065 yields:
% 15.12/4.07  			| (276)  ~ (all_0_7_7 = e1)
% 15.12/4.07  			|
% 15.12/4.07  			| Equations (233) can reduce 104 to:
% 15.12/4.07  			| (238)  ~ (all_0_8_8 = e1)
% 15.12/4.07  			|
% 15.12/4.07  			| Simplifying 238 yields:
% 15.12/4.07  			| (239)  ~ (all_0_8_8 = e1)
% 15.12/4.07  			|
% 15.12/4.07  			| Equations (233) can reduce 165 to:
% 15.12/4.07  			| (2069)  ~ (all_0_10_10 = e1)
% 15.12/4.07  			|
% 15.12/4.07  			| Simplifying 2069 yields:
% 15.12/4.07  			| (286)  ~ (all_0_10_10 = e1)
% 15.12/4.07  			|
% 15.12/4.07  			| Equations (233) can reduce 158 to:
% 15.12/4.07  			| (226)  ~ (all_0_14_14 = e1)
% 15.12/4.07  			|
% 15.12/4.07  			| Simplifying 226 yields:
% 15.12/4.07  			| (227)  ~ (all_0_14_14 = e1)
% 15.12/4.07  			|
% 15.12/4.07  			+-Applying beta-rule and splitting (21), into two cases.
% 15.12/4.07  			|-Branch one:
% 15.12/4.07  			| (244) all_0_5_5 = e0
% 15.12/4.07  			|
% 15.12/4.07  				| Combining equations (233,244) yields a new equation:
% 15.12/4.07  				| (245) e1 = e0
% 15.12/4.07  				|
% 15.12/4.07  				| Simplifying 245 yields:
% 15.12/4.07  				| (246) e1 = e0
% 15.12/4.07  				|
% 15.12/4.07  				| Equations (246) can reduce 128 to:
% 15.12/4.07  				| (247) $false
% 15.12/4.07  				|
% 15.12/4.07  				|-The branch is then unsatisfiable
% 15.12/4.07  			|-Branch two:
% 15.12/4.07  			| (248)  ~ (all_0_5_5 = e0)
% 15.12/4.07  			| (249) all_0_20_20 = e0
% 15.12/4.07  			|
% 15.12/4.07  				| Equations (249) can reduce 72 to:
% 15.12/4.07  				| (250)  ~ (all_0_3_3 = e0)
% 15.12/4.07  				|
% 15.12/4.07  				| Equations (249) can reduce 79 to:
% 15.12/4.07  				| (712)  ~ (all_0_8_8 = e0)
% 15.12/4.07  				|
% 15.12/4.07  				| Equations (249) can reduce 58 to:
% 15.12/4.07  				| (1418)  ~ (all_0_12_12 = e0)
% 15.12/4.07  				|
% 15.12/4.07  				| Equations (249) can reduce 9 to:
% 15.12/4.07  				| (1405)  ~ (all_0_16_16 = e0)
% 15.12/4.07  				|
% 15.12/4.07  				| Equations (249) can reduce 92 to:
% 15.12/4.07  				| (200)  ~ (all_0_18_18 = e0)
% 15.12/4.07  				|
% 15.12/4.07  				| Equations (249) can reduce 139 to:
% 15.12/4.07  				| (253)  ~ (all_0_19_19 = e0)
% 15.12/4.07  				|
% 15.12/4.07  				+-Applying beta-rule and splitting (81), into two cases.
% 15.12/4.07  				|-Branch one:
% 15.12/4.07  				| (370) all_0_6_6 = e1
% 15.12/4.07  				|
% 15.12/4.07  					| Equations (370) can reduce 220 to:
% 15.12/4.07  					| (247) $false
% 15.12/4.07  					|
% 15.12/4.07  					|-The branch is then unsatisfiable
% 15.12/4.07  				|-Branch two:
% 15.12/4.07  				| (220)  ~ (all_0_6_6 = e1)
% 15.12/4.07  				| (373) all_0_6_6 = e4 | all_0_6_6 = e2
% 15.12/4.07  				|
% 15.12/4.07  					+-Applying beta-rule and splitting (373), into two cases.
% 15.12/4.07  					|-Branch one:
% 15.12/4.07  					| (374) all_0_6_6 = e4
% 15.12/4.07  					|
% 15.12/4.07  						| Equations (374) can reduce 350 to:
% 15.12/4.07  						| (247) $false
% 15.12/4.07  						|
% 15.12/4.07  						|-The branch is then unsatisfiable
% 15.12/4.07  					|-Branch two:
% 15.12/4.07  					| (350)  ~ (all_0_6_6 = e4)
% 15.12/4.08  					| (377) all_0_6_6 = e2
% 15.12/4.08  					|
% 15.12/4.08  						| Equations (377) can reduce 10 to:
% 15.12/4.08  						| (187)  ~ (all_0_4_4 = e2)
% 15.12/4.08  						|
% 15.12/4.08  						| Equations (377) can reduce 164 to:
% 15.12/4.08  						| (443)  ~ (all_0_7_7 = e2)
% 15.12/4.08  						|
% 15.12/4.08  						| Simplifying 443 yields:
% 15.12/4.08  						| (444)  ~ (all_0_7_7 = e2)
% 15.12/4.08  						|
% 15.12/4.08  						| Equations (377) can reduce 131 to:
% 15.12/4.08  						| (730)  ~ (all_0_8_8 = e2)
% 15.12/4.08  						|
% 15.12/4.08  						| Simplifying 730 yields:
% 15.12/4.08  						| (320)  ~ (all_0_8_8 = e2)
% 15.12/4.08  						|
% 15.12/4.08  						| Equations (377) can reduce 160 to:
% 15.12/4.08  						| (308)  ~ (e3 = e2)
% 15.12/4.08  						|
% 15.12/4.08  						| Simplifying 308 yields:
% 15.12/4.08  						| (191)  ~ (e3 = e2)
% 15.12/4.08  						|
% 15.12/4.08  						| Equations (377) can reduce 220 to:
% 15.12/4.08  						| (138)  ~ (e2 = e1)
% 15.12/4.08  						|
% 15.12/4.08  						+-Applying beta-rule and splitting (106), into two cases.
% 15.12/4.08  						|-Branch one:
% 15.12/4.08  						| (213) all_0_1_1 = e1
% 15.12/4.08  						|
% 15.12/4.08  							| Combining equations (213,330) yields a new equation:
% 15.12/4.08  							| (332) e4 = e1
% 15.12/4.08  							|
% 15.12/4.08  							| Equations (332) can reduce 210 to:
% 15.12/4.08  							| (247) $false
% 15.12/4.08  							|
% 15.12/4.08  							|-The branch is then unsatisfiable
% 15.12/4.08  						|-Branch two:
% 15.12/4.08  						| (396)  ~ (all_0_1_1 = e1)
% 15.12/4.08  						| (2105) all_0_6_6 = e1 | all_0_18_18 = e1
% 15.12/4.08  						|
% 15.12/4.08  							+-Applying beta-rule and splitting (2105), into two cases.
% 15.12/4.08  							|-Branch one:
% 15.12/4.08  							| (370) all_0_6_6 = e1
% 15.12/4.08  							|
% 15.12/4.08  								| Combining equations (377,370) yields a new equation:
% 15.12/4.08  								| (629) e2 = e1
% 15.12/4.08  								|
% 15.12/4.08  								| Simplifying 629 yields:
% 15.12/4.08  								| (420) e2 = e1
% 15.12/4.08  								|
% 15.12/4.08  								| Equations (420) can reduce 138 to:
% 15.12/4.08  								| (247) $false
% 15.12/4.08  								|
% 15.12/4.08  								|-The branch is then unsatisfiable
% 15.12/4.08  							|-Branch two:
% 15.12/4.08  							| (220)  ~ (all_0_6_6 = e1)
% 15.12/4.08  							| (270) all_0_18_18 = e1
% 15.12/4.08  							|
% 15.12/4.08  								| Equations (270) can reduce 5 to:
% 15.12/4.08  								| (231)  ~ (all_0_16_16 = e1)
% 15.12/4.08  								|
% 15.12/4.08  								| Equations (270) can reduce 207 to:
% 15.12/4.08  								| (2113)  ~ (all_0_19_19 = e1)
% 15.12/4.08  								|
% 15.12/4.08  								| Simplifying 2113 yields:
% 15.12/4.08  								| (1021)  ~ (all_0_19_19 = e1)
% 15.12/4.08  								|
% 15.12/4.08  								| Equations (270) can reduce 352 to:
% 15.12/4.08  								| (279)  ~ (e4 = e1)
% 15.12/4.08  								|
% 15.12/4.08  								| Simplifying 279 yields:
% 15.12/4.08  								| (210)  ~ (e4 = e1)
% 15.12/4.08  								|
% 15.12/4.08  								| Equations (270) can reduce 145 to:
% 15.12/4.08  								| (287)  ~ (e3 = e1)
% 15.12/4.08  								|
% 15.12/4.08  								| Simplifying 287 yields:
% 15.12/4.08  								| (132)  ~ (e3 = e1)
% 15.12/4.08  								|
% 15.12/4.08  								| Equations (270) can reduce 200 to:
% 15.12/4.08  								| (128)  ~ (e1 = e0)
% 15.12/4.08  								|
% 15.12/4.08  								| From (270) and (63) follows:
% 15.12/4.08  								| (2120) op(e0, e2) = e1
% 15.12/4.08  								|
% 15.12/4.08  								+-Applying beta-rule and splitting (116), into two cases.
% 15.12/4.08  								|-Branch one:
% 15.12/4.08  								| (293) all_0_14_14 = e2
% 15.12/4.08  								|
% 15.12/4.08  									| Equations (293) can reduce 184 to:
% 15.12/4.08  									| (295)  ~ (all_0_15_15 = e2)
% 15.12/4.08  									|
% 15.12/4.08  									| Simplifying 295 yields:
% 15.12/4.08  									| (296)  ~ (all_0_15_15 = e2)
% 15.12/4.08  									|
% 15.12/4.08  									| Equations (293) can reduce 198 to:
% 15.12/4.08  									| (1084)  ~ (all_0_17_17 = e2)
% 15.12/4.08  									|
% 15.12/4.08  									| Simplifying 1084 yields:
% 15.12/4.08  									| (328)  ~ (all_0_17_17 = e2)
% 15.12/4.08  									|
% 15.12/4.08  									| Equations (293) can reduce 227 to:
% 15.12/4.08  									| (138)  ~ (e2 = e1)
% 15.12/4.08  									|
% 15.12/4.08  									| Equations (293) can reduce 70 to:
% 15.12/4.08  									| (47)  ~ (e2 = e0)
% 15.12/4.08  									|
% 15.12/4.08  									| From (293) and (105) follows:
% 15.12/4.08  									| (2128) op(e1, e3) = e2
% 15.12/4.08  									|
% 15.12/4.08  									+-Applying beta-rule and splitting (74), into two cases.
% 15.12/4.08  									|-Branch one:
% 15.12/4.08  									| (954) all_0_8_8 = e2
% 15.12/4.08  									|
% 15.12/4.08  										| Equations (954) can reduce 320 to:
% 15.12/4.08  										| (247) $false
% 15.12/4.08  										|
% 15.12/4.08  										|-The branch is then unsatisfiable
% 15.12/4.08  									|-Branch two:
% 15.12/4.08  									| (320)  ~ (all_0_8_8 = e2)
% 15.12/4.08  									| (2132) all_0_12_12 = e2 | all_0_15_15 = e2 | all_0_20_20 = e2
% 15.12/4.08  									|
% 15.12/4.08  										+-Applying beta-rule and splitting (125), into two cases.
% 15.12/4.08  										|-Branch one:
% 15.12/4.08  										| (298) all_0_13_13 = e3
% 15.12/4.08  										|
% 15.12/4.08  											| Combining equations (224,298) yields a new equation:
% 15.12/4.08  											| (299) e3 = e1
% 15.12/4.08  											|
% 15.12/4.08  											| Equations (299) can reduce 132 to:
% 15.12/4.08  											| (247) $false
% 15.12/4.08  											|
% 15.12/4.08  											|-The branch is then unsatisfiable
% 15.12/4.08  										|-Branch two:
% 15.12/4.08  										| (301)  ~ (all_0_13_13 = e3)
% 15.12/4.08  										| (302) all_0_14_14 = e3 | all_0_15_15 = e3
% 15.12/4.08  										|
% 15.12/4.08  											+-Applying beta-rule and splitting (302), into two cases.
% 15.12/4.08  											|-Branch one:
% 15.12/4.08  											| (310) all_0_14_14 = e3
% 15.12/4.08  											|
% 15.12/4.08  												| Combining equations (310,293) yields a new equation:
% 15.12/4.08  												| (657) e3 = e2
% 15.12/4.08  												|
% 15.12/4.08  												| Simplifying 657 yields:
% 15.12/4.08  												| (311) e3 = e2
% 15.12/4.08  												|
% 15.12/4.08  												| Equations (311) can reduce 191 to:
% 15.12/4.08  												| (247) $false
% 15.12/4.08  												|
% 15.12/4.08  												|-The branch is then unsatisfiable
% 15.12/4.08  											|-Branch two:
% 15.12/4.08  											| (313)  ~ (all_0_14_14 = e3)
% 15.12/4.08  											| (314) all_0_15_15 = e3
% 15.12/4.08  											|
% 15.12/4.08  												| Equations (314) can reduce 43 to:
% 15.12/4.08  												| (834)  ~ (all_0_8_8 = e3)
% 15.12/4.08  												|
% 15.12/4.08  												| Equations (314) can reduce 111 to:
% 15.12/4.08  												| (44)  ~ (all_0_12_12 = e3)
% 15.12/4.08  												|
% 15.12/4.08  												| Equations (314) can reduce 296 to:
% 15.12/4.08  												| (191)  ~ (e3 = e2)
% 15.12/4.08  												|
% 15.12/4.08  												| From (314) and (112) follows:
% 15.12/4.08  												| (2147) op(e1, e0) = e3
% 15.12/4.08  												|
% 15.12/4.08  												+-Applying beta-rule and splitting (2132), into two cases.
% 15.12/4.08  												|-Branch one:
% 15.12/4.08  												| (419) all_0_12_12 = e2
% 15.12/4.08  												|
% 15.12/4.08  													| Equations (419) can reduce 117 to:
% 15.12/4.08  													| (320)  ~ (all_0_8_8 = e2)
% 15.12/4.08  													|
% 15.12/4.08  													| Equations (419) can reduce 45 to:
% 15.12/4.08  													| (294)  ~ (all_0_10_10 = e2)
% 15.12/4.08  													|
% 15.12/4.08  													| Equations (419) can reduce 42 to:
% 15.12/4.08  													| (322)  ~ (all_0_11_11 = e2)
% 15.12/4.08  													|
% 15.12/4.08  													| Equations (419) can reduce 44 to:
% 15.12/4.08  													| (308)  ~ (e3 = e2)
% 15.12/4.08  													|
% 15.12/4.08  													| Simplifying 308 yields:
% 15.12/4.08  													| (191)  ~ (e3 = e2)
% 15.12/4.08  													|
% 15.12/4.08  													| Equations (419) can reduce 1418 to:
% 15.12/4.08  													| (47)  ~ (e2 = e0)
% 15.12/4.08  													|
% 15.12/4.08  													+-Applying beta-rule and splitting (83), into two cases.
% 15.12/4.08  													|-Branch one:
% 15.12/4.08  													| (258) all_0_3_3 = e1
% 15.12/4.08  													|
% 15.12/4.08  														| Equations (258) can reduce 115 to:
% 15.12/4.08  														| (216)  ~ (all_0_2_2 = e1)
% 15.12/4.08  														|
% 15.12/4.08  														| Equations (258) can reduce 356 to:
% 15.12/4.08  														| (279)  ~ (e4 = e1)
% 15.12/4.08  														|
% 15.12/4.08  														| Simplifying 279 yields:
% 15.12/4.08  														| (210)  ~ (e4 = e1)
% 15.12/4.08  														|
% 15.12/4.08  														| From (258) and (71) follows:
% 15.12/4.08  														| (2159) op(e4, e0) = e1
% 15.12/4.08  														|
% 15.12/4.08  														+-Applying beta-rule and splitting (211), into two cases.
% 15.12/4.08  														|-Branch one:
% 15.12/4.08  														| (800) all_0_3_3 = e4
% 15.12/4.08  														|
% 15.12/4.08  															| Combining equations (800,258) yields a new equation:
% 15.12/4.08  															| (331) e4 = e1
% 15.12/4.08  															|
% 15.12/4.08  															| Simplifying 331 yields:
% 15.12/4.08  															| (332) e4 = e1
% 15.12/4.08  															|
% 15.12/4.08  															| Equations (332) can reduce 210 to:
% 15.12/4.08  															| (247) $false
% 15.12/4.08  															|
% 15.12/4.08  															|-The branch is then unsatisfiable
% 15.12/4.08  														|-Branch two:
% 15.12/4.08  														| (356)  ~ (all_0_3_3 = e4)
% 15.12/4.08  														| (899) all_0_8_8 = e4 | all_0_12_12 = e4 | all_0_20_20 = e4
% 15.12/4.08  														|
% 15.12/4.08  															+-Applying beta-rule and splitting (99), into two cases.
% 15.12/4.08  															|-Branch one:
% 15.12/4.08  															| (634) all_0_7_7 = e2
% 15.12/4.08  															|
% 15.12/4.08  																| Equations (634) can reduce 444 to:
% 15.12/4.08  																| (247) $false
% 15.12/4.08  																|
% 15.12/4.08  																|-The branch is then unsatisfiable
% 15.12/4.08  															|-Branch two:
% 15.12/4.08  															| (444)  ~ (all_0_7_7 = e2)
% 15.12/4.08  															| (637) all_0_11_11 = e2 | all_0_19_19 = e2
% 15.12/4.08  															|
% 15.12/4.08  																+-Applying beta-rule and splitting (637), into two cases.
% 15.12/4.08  																|-Branch one:
% 15.12/4.08  																| (307) all_0_11_11 = e2
% 15.12/4.08  																|
% 15.12/4.08  																	| Equations (307) can reduce 322 to:
% 15.12/4.08  																	| (247) $false
% 15.12/4.08  																	|
% 15.12/4.08  																	|-The branch is then unsatisfiable
% 15.12/4.08  																|-Branch two:
% 15.12/4.08  																| (322)  ~ (all_0_11_11 = e2)
% 15.12/4.08  																| (651) all_0_19_19 = e2
% 15.12/4.08  																|
% 15.12/4.08  																	| Equations (651) can reduce 206 to:
% 15.12/4.08  																	| (322)  ~ (all_0_11_11 = e2)
% 15.12/4.08  																	|
% 15.12/4.08  																	| Equations (651) can reduce 137 to:
% 15.12/4.08  																	| (467)  ~ (e4 = e2)
% 15.12/4.08  																	|
% 15.12/4.08  																	| Simplifying 467 yields:
% 15.12/4.08  																	| (194)  ~ (e4 = e2)
% 15.12/4.08  																	|
% 15.12/4.08  																	| Equations (651) can reduce 1021 to:
% 15.12/4.08  																	| (138)  ~ (e2 = e1)
% 15.12/4.08  																	|
% 15.12/4.08  																	| From (651) and (126) follows:
% 15.12/4.08  																	| (2178) op(e0, e1) = e2
% 15.12/4.08  																	|
% 15.12/4.08  																	+-Applying beta-rule and splitting (899), into two cases.
% 15.12/4.08  																	|-Branch one:
% 15.12/4.08  																	| (872) all_0_8_8 = e4
% 15.12/4.08  																	|
% 15.12/4.08  																		| Equations (872) can reduce 129 to:
% 15.12/4.08  																		| (697)  ~ (all_0_4_4 = e4)
% 15.12/4.08  																		|
% 15.12/4.08  																		+-Applying beta-rule and splitting (14), into two cases.
% 15.12/4.08  																		|-Branch one:
% 15.12/4.08  																		| (1371) all_0_2_2 = e1
% 15.12/4.08  																		|
% 15.12/4.08  																			| Equations (1371) can reduce 216 to:
% 15.12/4.08  																			| (247) $false
% 15.12/4.08  																			|
% 15.12/4.08  																			|-The branch is then unsatisfiable
% 15.12/4.08  																		|-Branch two:
% 15.12/4.08  																		| (216)  ~ (all_0_2_2 = e1)
% 15.12/4.08  																		| (2184) all_0_7_7 = e1 | all_0_11_11 = e1 | all_0_19_19 = e1
% 15.12/4.08  																		|
% 15.12/4.08  																			+-Applying beta-rule and splitting (2184), into two cases.
% 15.12/4.08  																			|-Branch one:
% 15.12/4.08  																			| (1055) all_0_7_7 = e1
% 15.12/4.08  																			|
% 15.12/4.08  																				| Equations (1055) can reduce 276 to:
% 15.12/4.08  																				| (247) $false
% 15.12/4.08  																				|
% 15.12/4.08  																				|-The branch is then unsatisfiable
% 15.12/4.08  																			|-Branch two:
% 15.12/4.08  																			| (276)  ~ (all_0_7_7 = e1)
% 15.12/4.08  																			| (2188) all_0_11_11 = e1 | all_0_19_19 = e1
% 15.12/4.08  																			|
% 15.12/4.08  																				+-Applying beta-rule and splitting (2188), into two cases.
% 15.12/4.08  																				|-Branch one:
% 15.12/4.08  																				| (1794) all_0_11_11 = e1
% 15.12/4.08  																				|
% 15.12/4.08  																					| Equations (1794) can reduce 48 to:
% 15.12/4.08  																					| (216)  ~ (all_0_2_2 = e1)
% 15.12/4.08  																					|
% 15.12/4.08  																					| Equations (1794) can reduce 23 to:
% 15.12/4.08  																					| (276)  ~ (all_0_7_7 = e1)
% 15.12/4.08  																					|
% 15.12/4.08  																					| Equations (1794) can reduce 180 to:
% 15.12/4.08  																					| (285)  ~ (all_0_9_9 = e1)
% 15.12/4.08  																					|
% 15.12/4.08  																					| Equations (1794) can reduce 202 to:
% 15.12/4.08  																					| (286)  ~ (all_0_10_10 = e1)
% 15.12/4.08  																					|
% 15.12/4.08  																					| Equations (1794) can reduce 322 to:
% 15.12/4.08  																					| (2057)  ~ (e2 = e1)
% 15.12/4.08  																					|
% 15.12/4.08  																					| Simplifying 2057 yields:
% 15.12/4.08  																					| (138)  ~ (e2 = e1)
% 15.12/4.08  																					|
% 15.12/4.08  																					| From (1794) and (149) follows:
% 15.12/4.08  																					| (2196) op(e2, e1) = e1
% 15.12/4.08  																					|
% 15.12/4.08  																					+-Applying beta-rule and splitting (88), into two cases.
% 15.12/4.08  																					|-Branch one:
% 15.12/4.08  																					| (289) all_0_9_9 = e1
% 15.12/4.08  																					|
% 15.12/4.08  																						| Equations (289) can reduce 285 to:
% 15.12/4.08  																						| (247) $false
% 15.12/4.08  																						|
% 15.12/4.08  																						|-The branch is then unsatisfiable
% 15.12/4.08  																					|-Branch two:
% 15.12/4.08  																					| (285)  ~ (all_0_9_9 = e1)
% 15.12/4.08  																					| (292) all_0_9_9 = e4 | all_0_9_9 = e0
% 15.12/4.08  																					|
% 15.12/4.08  																						+-Applying beta-rule and splitting (49), into two cases.
% 15.12/4.08  																						|-Branch one:
% 15.12/4.08  																						| (1371) all_0_2_2 = e1
% 15.12/4.08  																						|
% 15.12/4.08  																							| Equations (1371) can reduce 216 to:
% 15.12/4.08  																							| (247) $false
% 15.12/4.08  																							|
% 15.12/4.08  																							|-The branch is then unsatisfiable
% 15.12/4.08  																						|-Branch two:
% 15.12/4.08  																						| (216)  ~ (all_0_2_2 = e1)
% 15.12/4.08  																						| (1374) all_0_2_2 = e3 | all_0_2_2 = e0
% 15.12/4.08  																						|
% 15.12/4.08  																							+-Applying beta-rule and splitting (13), into two cases.
% 15.12/4.08  																							|-Branch one:
% 15.12/4.08  																							| (536) all_0_4_4 = e0
% 15.12/4.08  																							|
% 15.12/4.08  																								| Equations (536) can reduce 6 to:
% 15.12/4.08  																								| (537)  ~ (all_0_9_9 = e0)
% 15.12/4.08  																								|
% 15.12/4.08  																								| Simplifying 537 yields:
% 15.12/4.08  																								| (538)  ~ (all_0_9_9 = e0)
% 15.12/4.08  																								|
% 15.12/4.08  																								+-Applying beta-rule and splitting (292), into two cases.
% 15.12/4.08  																								|-Branch one:
% 15.12/4.08  																								| (543) all_0_9_9 = e0
% 15.12/4.08  																								|
% 15.12/4.08  																									| Equations (543) can reduce 538 to:
% 15.12/4.08  																									| (247) $false
% 15.12/4.08  																									|
% 15.12/4.08  																									|-The branch is then unsatisfiable
% 15.12/4.08  																								|-Branch two:
% 15.12/4.08  																								| (538)  ~ (all_0_9_9 = e0)
% 15.12/4.08  																								| (602) all_0_9_9 = e4
% 15.12/4.08  																								|
% 15.12/4.08  																									| Equations (602) can reduce 176 to:
% 15.12/4.08  																									| (1720)  ~ (all_0_10_10 = e4)
% 15.12/4.08  																									|
% 15.12/4.08  																									| Simplifying 1720 yields:
% 15.12/4.08  																									| (355)  ~ (all_0_10_10 = e4)
% 15.12/4.08  																									|
% 15.12/4.08  																									+-Applying beta-rule and splitting (30), into two cases.
% 15.12/4.08  																									|-Branch one:
% 15.12/4.08  																									| (581) all_0_10_10 = e1
% 15.12/4.08  																									|
% 15.12/4.08  																										| Equations (581) can reduce 286 to:
% 15.12/4.08  																										| (247) $false
% 15.12/4.08  																										|
% 15.12/4.08  																										|-The branch is then unsatisfiable
% 15.12/4.08  																									|-Branch two:
% 15.12/4.08  																									| (286)  ~ (all_0_10_10 = e1)
% 15.12/4.08  																									| (584) all_0_10_10 = e4 | all_0_10_10 = e2 | all_0_10_10 = e0
% 15.12/4.08  																									|
% 15.12/4.08  																										+-Applying beta-rule and splitting (584), into two cases.
% 15.12/4.08  																										|-Branch one:
% 15.12/4.08  																										| (547) all_0_10_10 = e0
% 15.12/4.08  																										|
% 15.12/4.08  																											| Equations (547) can reduce 127 to:
% 15.12/4.08  																											| (913)  ~ (all_0_0_0 = e0)
% 15.12/4.08  																											|
% 15.12/4.08  																											| Equations (547) can reduce 286 to:
% 15.12/4.08  																											| (541)  ~ (e1 = e0)
% 15.12/4.08  																											|
% 15.12/4.08  																											| Simplifying 541 yields:
% 15.12/4.08  																											| (128)  ~ (e1 = e0)
% 15.12/4.08  																											|
% 15.12/4.08  																											| From (547) and (16) follows:
% 15.12/4.08  																											| (2222) op(e2, e3) = e0
% 15.12/4.08  																											|
% 15.12/4.08  																											+-Applying beta-rule and splitting (52), into two cases.
% 15.12/4.08  																											|-Branch one:
% 15.12/4.08  																											| (795) all_0_0_0 = e0
% 15.12/4.08  																											|
% 15.12/4.08  																												| Equations (795) can reduce 913 to:
% 15.12/4.08  																												| (247) $false
% 15.12/4.08  																												|
% 15.12/4.08  																												|-The branch is then unsatisfiable
% 15.12/4.08  																											|-Branch two:
% 15.12/4.08  																											| (913)  ~ (all_0_0_0 = e0)
% 15.12/4.08  																											| (914) all_0_2_2 = e0 | all_0_3_3 = e0
% 15.12/4.08  																											|
% 15.12/4.08  																												+-Applying beta-rule and splitting (914), into two cases.
% 15.12/4.08  																												|-Branch one:
% 15.12/4.08  																												| (767) all_0_2_2 = e0
% 15.12/4.08  																												|
% 15.12/4.08  																													| Equations (767) can reduce 216 to:
% 15.12/4.08  																													| (541)  ~ (e1 = e0)
% 15.12/4.08  																													|
% 15.12/4.08  																													| Simplifying 541 yields:
% 15.12/4.08  																													| (128)  ~ (e1 = e0)
% 15.12/4.08  																													|
% 15.12/4.08  																													+-Applying beta-rule and splitting (59), into two cases.
% 15.12/4.08  																													|-Branch one:
% 15.12/4.08  																													| (1434) unit = e1
% 15.12/4.08  																													|
% 15.12/4.08  																														| From (1434) and (27) follows:
% 15.12/4.08  																														| (2231) op(e1, e3) = e3
% 15.12/4.08  																														|
% 15.12/4.08  																														| From (1434) and (46) follows:
% 15.12/4.08  																														| (1435) op(e1, e0) = e0
% 15.12/4.08  																														|
% 15.12/4.08  																														| From (1434) and (151) follows:
% 15.12/4.08  																														| (2233) op(e2, e1) = e2
% 15.12/4.08  																														|
% 15.12/4.08  																														| Instantiating formula (120) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 15.12/4.08  																														| (420) e2 = e1
% 15.12/4.08  																														|
% 15.12/4.08  																														| Instantiating formula (120) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 15.12/4.08  																														| (311) e3 = e2
% 15.12/4.08  																														|
% 15.12/4.08  																														| Instantiating formula (120) with e1, e0, e0, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e0, yields:
% 15.12/4.09  																														| (761) e3 = e0
% 15.12/4.09  																														|
% 15.12/4.09  																														| Combining equations (311,761) yields a new equation:
% 15.12/4.09  																														| (779) e2 = e0
% 15.12/4.09  																														|
% 15.12/4.09  																														| Simplifying 779 yields:
% 15.12/4.09  																														| (552) e2 = e0
% 15.12/4.09  																														|
% 15.12/4.09  																														| Combining equations (552,420) yields a new equation:
% 15.12/4.09  																														| (246) e1 = e0
% 15.12/4.09  																														|
% 15.12/4.09  																														| Equations (246) can reduce 128 to:
% 15.12/4.09  																														| (247) $false
% 15.12/4.09  																														|
% 15.12/4.09  																														|-The branch is then unsatisfiable
% 15.12/4.09  																													|-Branch two:
% 15.12/4.09  																													| (1438)  ~ (unit = e1)
% 15.12/4.09  																													| (1439) unit = e4 | unit = e3 | unit = e2 | unit = e0
% 15.12/4.09  																													|
% 15.12/4.09  																														+-Applying beta-rule and splitting (1439), into two cases.
% 15.12/4.09  																														|-Branch one:
% 15.12/4.09  																														| (1440) unit = e0
% 15.12/4.09  																														|
% 15.12/4.09  																															| From (1440) and (172) follows:
% 15.12/4.09  																															| (2244) op(e0, e1) = e1
% 15.12/4.09  																															|
% 15.12/4.09  																															| Instantiating formula (120) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 15.12/4.09  																															| (420) e2 = e1
% 15.12/4.09  																															|
% 15.12/4.09  																															| Equations (420) can reduce 138 to:
% 15.12/4.09  																															| (247) $false
% 15.12/4.09  																															|
% 15.12/4.09  																															|-The branch is then unsatisfiable
% 15.12/4.09  																														|-Branch two:
% 15.12/4.09  																														| (387)  ~ (unit = e0)
% 15.12/4.09  																														| (1443) unit = e4 | unit = e3 | unit = e2
% 15.12/4.09  																														|
% 15.12/4.09  																															+-Applying beta-rule and splitting (1443), into two cases.
% 15.12/4.09  																															|-Branch one:
% 15.12/4.09  																															| (1444) unit = e3
% 15.12/4.09  																															|
% 15.12/4.09  																																| From (1444) and (151) follows:
% 15.12/4.09  																																| (1445) op(e2, e3) = e2
% 15.12/4.09  																																|
% 15.12/4.09  																																| From (1444) and (186) follows:
% 15.12/4.09  																																| (2251) op(e1, e3) = e1
% 15.12/4.09  																																|
% 15.12/4.09  																																| Instantiating formula (120) with e2, e3, e2, e0 and discharging atoms op(e2, e3) = e2, op(e2, e3) = e0, yields:
% 15.12/4.09  																																| (552) e2 = e0
% 15.12/4.09  																																|
% 15.12/4.09  																																| Instantiating formula (120) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 15.12/4.09  																																| (420) e2 = e1
% 15.12/4.09  																																|
% 15.12/4.09  																																| Combining equations (552,420) yields a new equation:
% 15.12/4.09  																																| (246) e1 = e0
% 15.12/4.09  																																|
% 15.12/4.09  																																| Equations (246) can reduce 128 to:
% 15.12/4.09  																																| (247) $false
% 15.12/4.09  																																|
% 15.12/4.09  																																|-The branch is then unsatisfiable
% 15.12/4.09  																															|-Branch two:
% 15.12/4.09  																															| (343)  ~ (unit = e3)
% 15.12/4.09  																															| (1453) unit = e4 | unit = e2
% 15.12/4.09  																															|
% 15.12/4.09  																																+-Applying beta-rule and splitting (1453), into two cases.
% 15.12/4.09  																																|-Branch one:
% 15.12/4.09  																																| (1454) unit = e4
% 15.12/4.09  																																|
% 15.12/4.09  																																	| From (1454) and (46) follows:
% 15.12/4.09  																																	| (2259) op(e4, e0) = e0
% 15.12/4.09  																																	|
% 15.12/4.09  																																	| Instantiating formula (120) with e4, e0, e0, e1 and discharging atoms op(e4, e0) = e1, op(e4, e0) = e0, yields:
% 15.12/4.09  																																	| (246) e1 = e0
% 15.12/4.09  																																	|
% 15.12/4.09  																																	| Equations (246) can reduce 128 to:
% 15.12/4.09  																																	| (247) $false
% 15.12/4.09  																																	|
% 15.12/4.09  																																	|-The branch is then unsatisfiable
% 15.12/4.09  																																|-Branch two:
% 15.12/4.09  																																| (349)  ~ (unit = e4)
% 15.12/4.09  																																| (1470) unit = e2
% 15.12/4.09  																																|
% 15.12/4.09  																																	| From (1470) and (108) follows:
% 15.12/4.09  																																	| (1472) op(e0, e2) = e0
% 15.12/4.09  																																	|
% 15.12/4.09  																																	| Instantiating formula (120) with e0, e2, e0, e1 and discharging atoms op(e0, e2) = e1, op(e0, e2) = e0, yields:
% 15.12/4.09  																																	| (246) e1 = e0
% 15.12/4.09  																																	|
% 15.12/4.09  																																	| Equations (246) can reduce 128 to:
% 15.12/4.09  																																	| (247) $false
% 15.12/4.09  																																	|
% 15.12/4.09  																																	|-The branch is then unsatisfiable
% 15.12/4.09  																												|-Branch two:
% 15.12/4.09  																												| (770)  ~ (all_0_2_2 = e0)
% 15.12/4.09  																												| (919) all_0_3_3 = e0
% 15.12/4.09  																												|
% 15.12/4.09  																													| Combining equations (919,258) yields a new equation:
% 15.12/4.09  																													| (246) e1 = e0
% 15.12/4.09  																													|
% 15.12/4.09  																													| Equations (246) can reduce 128 to:
% 15.12/4.09  																													| (247) $false
% 15.12/4.09  																													|
% 15.12/4.09  																													|-The branch is then unsatisfiable
% 15.12/4.09  																										|-Branch two:
% 15.12/4.09  																										| (390)  ~ (all_0_10_10 = e0)
% 15.12/4.09  																										| (588) all_0_10_10 = e4 | all_0_10_10 = e2
% 15.12/4.09  																										|
% 15.12/4.09  																											+-Applying beta-rule and splitting (588), into two cases.
% 15.12/4.09  																											|-Branch one:
% 15.12/4.09  																											| (589) all_0_10_10 = e4
% 15.12/4.09  																											|
% 15.12/4.09  																												| Equations (589) can reduce 355 to:
% 15.12/4.09  																												| (247) $false
% 15.12/4.09  																												|
% 15.12/4.09  																												|-The branch is then unsatisfiable
% 15.12/4.09  																											|-Branch two:
% 15.12/4.09  																											| (355)  ~ (all_0_10_10 = e4)
% 15.12/4.09  																											| (303) all_0_10_10 = e2
% 15.12/4.09  																											|
% 15.12/4.09  																												| Equations (303) can reduce 294 to:
% 15.12/4.09  																												| (247) $false
% 15.12/4.09  																												|
% 15.12/4.09  																												|-The branch is then unsatisfiable
% 15.12/4.09  																							|-Branch two:
% 15.12/4.09  																							| (558)  ~ (all_0_4_4 = e0)
% 15.12/4.09  																							| (563) all_0_9_9 = e0 | all_0_16_16 = e0
% 15.12/4.09  																							|
% 15.12/4.09  																								+-Applying beta-rule and splitting (563), into two cases.
% 15.12/4.09  																								|-Branch one:
% 15.12/4.09  																								| (543) all_0_9_9 = e0
% 15.12/4.09  																								|
% 15.12/4.09  																									| Equations (543) can reduce 176 to:
% 15.12/4.09  																									| (579)  ~ (all_0_10_10 = e0)
% 15.12/4.09  																									|
% 15.12/4.09  																									| Simplifying 579 yields:
% 15.12/4.09  																									| (390)  ~ (all_0_10_10 = e0)
% 15.12/4.09  																									|
% 15.12/4.09  																									+-Applying beta-rule and splitting (3), into two cases.
% 15.12/4.09  																									|-Branch one:
% 15.12/4.09  																									| (316) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)) | (all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1))
% 15.12/4.09  																									|
% 15.12/4.09  																										+-Applying beta-rule and splitting (316), into two cases.
% 15.12/4.09  																										|-Branch one:
% 15.12/4.09  																										| (317) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0))
% 15.12/4.09  																										|
% 15.12/4.09  																											+-Applying beta-rule and splitting (317), into two cases.
% 15.12/4.09  																											|-Branch one:
% 15.12/4.09  																											| (318) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0))
% 15.12/4.09  																											|
% 15.12/4.09  																												+-Applying beta-rule and splitting (318), into two cases.
% 15.12/4.09  																												|-Branch one:
% 15.12/4.09  																												| (319) all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)
% 15.12/4.09  																												|
% 15.12/4.09  																													| Applying alpha-rule on (319) yields:
% 15.12/4.09  																													| (320)  ~ (all_0_8_8 = e2)
% 15.12/4.09  																													| (321)  ~ (all_0_5_5 = e2)
% 15.12/4.09  																													| (322)  ~ (all_0_11_11 = e2)
% 15.12/4.09  																													| (323)  ~ (all_0_12_12 = e2)
% 15.12/4.09  																													| (324)  ~ (all_0_20_20 = e2)
% 15.12/4.09  																													| (325)  ~ (unit = e2)
% 15.12/4.09  																													| (326)  ~ (all_0_14_14 = e2)
% 15.12/4.09  																													| (327)  ~ (all_0_19_19 = e2) | all_0_18_18 = e1
% 15.12/4.09  																													| (328)  ~ (all_0_17_17 = e2)
% 15.12/4.09  																													| (329)  ~ (all_0_7_7 = e2) | all_0_6_6 = e1
% 15.12/4.09  																													| (330) all_0_1_1 = e4
% 15.12/4.09  																													|
% 15.12/4.09  																													| Equations (293) can reduce 326 to:
% 15.12/4.09  																													| (247) $false
% 15.12/4.09  																													|
% 15.12/4.09  																													|-The branch is then unsatisfiable
% 15.12/4.09  																												|-Branch two:
% 15.12/4.09  																												| (334) all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)
% 15.12/4.09  																												|
% 15.12/4.09  																													| Applying alpha-rule on (334) yields:
% 15.12/4.09  																													| (301)  ~ (all_0_13_13 = e3)
% 15.12/4.09  																													| (336)  ~ (all_0_3_3 = e3) | all_0_0_0 = e0
% 15.12/4.09  																													| (337)  ~ (all_0_19_19 = e3) | all_0_17_17 = e1
% 15.12/4.09  																													| (338)  ~ (all_0_16_16 = e3) | all_0_17_17 = e4
% 15.12/4.09  																													| (339)  ~ (all_0_4_4 = e3) | all_0_5_5 = e4
% 15.12/4.09  																													| (340)  ~ (all_0_15_15 = e3)
% 15.12/4.09  																													| (341)  ~ (all_0_20_20 = e3) | all_0_17_17 = e0
% 15.12/4.09  																													| (303) all_0_10_10 = e2
% 15.12/4.09  																													| (343)  ~ (unit = e3)
% 15.12/4.09  																													| (344)  ~ (all_0_7_7 = e3) | all_0_5_5 = e1
% 15.12/4.09  																													| (345)  ~ (all_0_2_2 = e3) | all_0_0_0 = e1
% 15.12/4.09  																													| (346)  ~ (all_0_8_8 = e3) | all_0_5_5 = e0
% 15.12/4.09  																													|
% 15.12/4.09  																													| Equations (314) can reduce 340 to:
% 15.12/4.09  																													| (247) $false
% 15.12/4.09  																													|
% 15.12/4.09  																													|-The branch is then unsatisfiable
% 15.12/4.09  																											|-Branch two:
% 15.12/4.09  																											| (348) all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)
% 15.12/4.09  																											|
% 15.12/4.09  																												| Applying alpha-rule on (348) yields:
% 15.12/4.09  																												| (349)  ~ (unit = e4)
% 15.12/4.09  																												| (350)  ~ (all_0_6_6 = e4)
% 15.12/4.09  																												| (351)  ~ (all_0_12_12 = e4) | all_0_9_9 = e0
% 15.12/4.09  																												| (352)  ~ (all_0_18_18 = e4)
% 15.12/4.09  																												| (353)  ~ (all_0_20_20 = e4) | all_0_16_16 = e0
% 15.12/4.09  																												| (354)  ~ (all_0_0_0 = e4)
% 15.12/4.09  																												| (355)  ~ (all_0_10_10 = e4)
% 15.12/4.09  																												| (356)  ~ (all_0_3_3 = e4)
% 15.12/4.09  																												| (224) all_0_13_13 = e1
% 15.12/4.09  																												| (358)  ~ (all_0_5_5 = e4) | all_0_4_4 = e3
% 15.12/4.10  																												| (359)  ~ (all_0_8_8 = e4) | all_0_4_4 = e0
% 15.12/4.10  																												| (360)  ~ (all_0_17_17 = e4) | all_0_16_16 = e3
% 15.12/4.10  																												|
% 15.12/4.10  																												+-Applying beta-rule and splitting (30), into two cases.
% 15.12/4.10  																												|-Branch one:
% 15.12/4.10  																												| (581) all_0_10_10 = e1
% 15.12/4.10  																												|
% 15.12/4.10  																													| Equations (581) can reduce 286 to:
% 15.12/4.10  																													| (247) $false
% 15.12/4.10  																													|
% 15.12/4.10  																													|-The branch is then unsatisfiable
% 15.12/4.10  																												|-Branch two:
% 15.12/4.10  																												| (286)  ~ (all_0_10_10 = e1)
% 15.12/4.10  																												| (584) all_0_10_10 = e4 | all_0_10_10 = e2 | all_0_10_10 = e0
% 15.12/4.10  																												|
% 15.12/4.10  																													+-Applying beta-rule and splitting (584), into two cases.
% 15.12/4.10  																													|-Branch one:
% 15.12/4.10  																													| (547) all_0_10_10 = e0
% 15.12/4.10  																													|
% 15.12/4.10  																														| Equations (547) can reduce 390 to:
% 15.12/4.10  																														| (247) $false
% 15.12/4.10  																														|
% 15.12/4.10  																														|-The branch is then unsatisfiable
% 15.12/4.10  																													|-Branch two:
% 15.12/4.10  																													| (390)  ~ (all_0_10_10 = e0)
% 15.12/4.10  																													| (588) all_0_10_10 = e4 | all_0_10_10 = e2
% 15.12/4.10  																													|
% 15.12/4.10  																														+-Applying beta-rule and splitting (588), into two cases.
% 15.12/4.10  																														|-Branch one:
% 15.12/4.10  																														| (589) all_0_10_10 = e4
% 15.12/4.10  																														|
% 15.12/4.10  																															| Equations (589) can reduce 355 to:
% 15.12/4.10  																															| (247) $false
% 15.12/4.10  																															|
% 15.12/4.10  																															|-The branch is then unsatisfiable
% 15.12/4.10  																														|-Branch two:
% 15.12/4.10  																														| (355)  ~ (all_0_10_10 = e4)
% 15.12/4.10  																														| (303) all_0_10_10 = e2
% 15.12/4.10  																														|
% 15.12/4.10  																															| Equations (303) can reduce 294 to:
% 15.12/4.10  																															| (247) $false
% 15.12/4.10  																															|
% 15.12/4.10  																															|-The branch is then unsatisfiable
% 15.12/4.10  																										|-Branch two:
% 15.12/4.10  																										| (379) all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1)
% 15.12/4.10  																										|
% 15.12/4.10  																											| Applying alpha-rule on (379) yields:
% 15.12/4.10  																											| (380) all_0_15_15 = e2
% 15.12/4.10  																											| (381)  ~ (all_0_11_11 = e0) | all_0_12_12 = e1
% 15.12/4.10  																											| (382)  ~ (all_0_4_4 = e0) | all_0_8_8 = e4
% 15.12/4.10  																											| (383)  ~ (all_0_17_17 = e0) | all_0_20_20 = e3
% 15.12/4.10  																											| (384)  ~ (all_0_2_2 = e0) | all_0_3_3 = e1
% 15.12/4.10  																											| (385)  ~ (all_0_9_9 = e0) | all_0_12_12 = e4
% 15.12/4.10  																											| (386)  ~ (all_0_7_7 = e0) | all_0_8_8 = e1
% 15.12/4.10  																											| (387)  ~ (unit = e0)
% 15.12/4.10  																											| (388)  ~ (all_0_19_19 = e0) | all_0_20_20 = e1
% 15.12/4.10  																											| (389)  ~ (all_0_0_0 = e0) | all_0_3_3 = e3
% 15.12/4.10  																											| (390)  ~ (all_0_10_10 = e0)
% 15.12/4.10  																											| (391)  ~ (all_0_5_5 = e0) | all_0_8_8 = e3
% 15.12/4.10  																											| (392)  ~ (all_0_16_16 = e0) | all_0_20_20 = e4
% 15.12/4.10  																											|
% 15.12/4.10  																											| Combining equations (314,380) yields a new equation:
% 15.12/4.10  																											| (657) e3 = e2
% 15.12/4.10  																											|
% 15.12/4.10  																											| Simplifying 657 yields:
% 15.12/4.10  																											| (311) e3 = e2
% 15.12/4.10  																											|
% 15.12/4.10  																											| Equations (311) can reduce 191 to:
% 15.12/4.10  																											| (247) $false
% 15.12/4.10  																											|
% 15.12/4.10  																											|-The branch is then unsatisfiable
% 15.12/4.10  																									|-Branch two:
% 15.12/4.10  																									| (395)  ~ (all_0_1_1 = e1) &  ~ (all_0_4_4 = e1) &  ~ (all_0_9_9 = e1) &  ~ (all_0_10_10 = e1) &  ~ (all_0_14_14 = e1) &  ~ (all_0_15_15 = e1) &  ~ (all_0_16_16 = e1) & ( ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))) & ( ~ (all_0_2_2 = e1) |  ~ (unit = e1)) & ( ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))) & ( ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))) & ( ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))) & ( ~ (all_0_7_7 = e1) |  ~ (unit = e1)) & ( ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))) & ( ~ (all_0_11_11 = e1) |  ~ (unit = e1)) & ( ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))) & ( ~ (all_0_13_13 = e1) |  ~ (unit = e1)) & ( ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))) & ( ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))) & ( ~ (all_0_19_19 = e1) |  ~ (unit = e1)) & ( ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1)))
% 15.12/4.10  																									|
% 15.12/4.10  																										| Applying alpha-rule on (395) yields:
% 15.12/4.10  																										| (396)  ~ (all_0_1_1 = e1)
% 15.12/4.10  																										| (397)  ~ (all_0_7_7 = e1) |  ~ (unit = e1)
% 15.12/4.10  																										| (227)  ~ (all_0_14_14 = e1)
% 15.12/4.10  																										| (225)  ~ (all_0_4_4 = e1)
% 15.12/4.10  																										| (400)  ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))
% 15.12/4.10  																										| (401)  ~ (all_0_11_11 = e1) |  ~ (unit = e1)
% 15.12/4.10  																										| (402)  ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))
% 15.12/4.10  																										| (403)  ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))
% 15.12/4.10  																										| (231)  ~ (all_0_16_16 = e1)
% 15.12/4.10  																										| (405)  ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1))
% 15.12/4.10  																										| (286)  ~ (all_0_10_10 = e1)
% 15.12/4.10  																										| (407)  ~ (all_0_13_13 = e1) |  ~ (unit = e1)
% 15.12/4.10  																										| (408)  ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))
% 15.12/4.10  																										| (409)  ~ (all_0_19_19 = e1) |  ~ (unit = e1)
% 15.12/4.10  																										| (410)  ~ (all_0_2_2 = e1) |  ~ (unit = e1)
% 15.12/4.10  																										| (411)  ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))
% 15.12/4.10  																										| (412)  ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))
% 15.12/4.10  																										| (413)  ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))
% 15.12/4.10  																										| (285)  ~ (all_0_9_9 = e1)
% 15.12/4.10  																										| (229)  ~ (all_0_15_15 = e1)
% 15.12/4.10  																										| (416)  ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))
% 15.12/4.10  																										|
% 15.12/4.10  																										+-Applying beta-rule and splitting (30), into two cases.
% 15.12/4.10  																										|-Branch one:
% 15.12/4.10  																										| (581) all_0_10_10 = e1
% 15.12/4.10  																										|
% 15.12/4.10  																											| Equations (581) can reduce 286 to:
% 15.12/4.10  																											| (247) $false
% 15.12/4.10  																											|
% 15.12/4.10  																											|-The branch is then unsatisfiable
% 15.12/4.10  																										|-Branch two:
% 15.12/4.10  																										| (286)  ~ (all_0_10_10 = e1)
% 15.12/4.10  																										| (584) all_0_10_10 = e4 | all_0_10_10 = e2 | all_0_10_10 = e0
% 15.12/4.10  																										|
% 15.12/4.10  																											+-Applying beta-rule and splitting (584), into two cases.
% 15.12/4.10  																											|-Branch one:
% 15.12/4.10  																											| (547) all_0_10_10 = e0
% 15.12/4.10  																											|
% 15.12/4.10  																												| Equations (547) can reduce 390 to:
% 15.12/4.10  																												| (247) $false
% 15.12/4.10  																												|
% 15.12/4.10  																												|-The branch is then unsatisfiable
% 15.12/4.10  																											|-Branch two:
% 15.12/4.10  																											| (390)  ~ (all_0_10_10 = e0)
% 15.12/4.10  																											| (588) all_0_10_10 = e4 | all_0_10_10 = e2
% 15.12/4.10  																											|
% 15.12/4.10  																												+-Applying beta-rule and splitting (403), into two cases.
% 15.12/4.10  																												|-Branch one:
% 15.12/4.10  																												| (1026)  ~ (all_0_5_5 = e1)
% 15.12/4.10  																												|
% 15.12/4.10  																													| Equations (233) can reduce 1026 to:
% 15.12/4.10  																													| (247) $false
% 15.12/4.10  																													|
% 15.12/4.10  																													|-The branch is then unsatisfiable
% 15.12/4.10  																												|-Branch two:
% 15.12/4.10  																												| (233) all_0_5_5 = e1
% 15.12/4.10  																												| (2389) all_0_7_7 = e3 &  ~ (unit = e1)
% 15.12/4.10  																												|
% 15.12/4.10  																													| Applying alpha-rule on (2389) yields:
% 15.12/4.10  																													| (784) all_0_7_7 = e3
% 15.12/4.10  																													| (1438)  ~ (unit = e1)
% 15.12/4.10  																													|
% 15.12/4.10  																													| Equations (784) can reduce 41 to:
% 15.12/4.10  																													| (436)  ~ (all_0_4_4 = e3)
% 15.12/4.10  																													|
% 15.12/4.10  																													| Equations (784) can reduce 276 to:
% 15.12/4.10  																													| (132)  ~ (e3 = e1)
% 15.12/4.10  																													|
% 15.12/4.10  																													+-Applying beta-rule and splitting (588), into two cases.
% 15.12/4.10  																													|-Branch one:
% 15.12/4.10  																													| (589) all_0_10_10 = e4
% 15.12/4.10  																													|
% 15.12/4.10  																														| Equations (589) can reduce 196 to:
% 15.12/4.10  																														| (24)  ~ (e4 = e3)
% 15.12/4.10  																														|
% 15.12/4.10  																														| Equations (589) can reduce 390 to:
% 15.12/4.10  																														| (7)  ~ (e4 = e0)
% 15.12/4.10  																														|
% 15.12/4.10  																														+-Applying beta-rule and splitting (118), into two cases.
% 15.12/4.10  																														|-Branch one:
% 15.12/4.10  																														| (575) all_0_4_4 = e4
% 15.12/4.10  																														|
% 15.12/4.10  																															| Equations (575) can reduce 697 to:
% 15.12/4.10  																															| (247) $false
% 15.12/4.10  																															|
% 15.12/4.10  																															|-The branch is then unsatisfiable
% 15.12/4.10  																														|-Branch two:
% 15.12/4.10  																														| (697)  ~ (all_0_4_4 = e4)
% 15.12/4.10  																														| (1494) all_0_9_9 = e4 | all_0_16_16 = e4
% 15.12/4.10  																														|
% 15.12/4.10  																															+-Applying beta-rule and splitting (87), into two cases.
% 15.12/4.10  																															|-Branch one:
% 15.12/4.10  																															| (572) all_0_4_4 = e3
% 15.12/4.10  																															|
% 15.12/4.10  																																| Equations (572) can reduce 436 to:
% 15.12/4.10  																																| (247) $false
% 15.12/4.10  																																|
% 15.12/4.10  																																|-The branch is then unsatisfiable
% 15.12/4.10  																															|-Branch two:
% 15.12/4.10  																															| (436)  ~ (all_0_4_4 = e3)
% 15.12/4.10  																															| (2404) all_0_13_13 = e3 | all_0_16_16 = e3
% 15.12/4.10  																															|
% 15.12/4.10  																																+-Applying beta-rule and splitting (2404), into two cases.
% 15.12/4.10  																																|-Branch one:
% 15.12/4.10  																																| (298) all_0_13_13 = e3
% 15.12/4.10  																																|
% 15.12/4.10  																																	| Combining equations (224,298) yields a new equation:
% 15.12/4.10  																																	| (299) e3 = e1
% 15.12/4.10  																																	|
% 15.12/4.10  																																	| Equations (299) can reduce 132 to:
% 15.12/4.10  																																	| (247) $false
% 15.12/4.10  																																	|
% 15.12/4.10  																																	|-The branch is then unsatisfiable
% 15.12/4.10  																																|-Branch two:
% 15.12/4.10  																																| (301)  ~ (all_0_13_13 = e3)
% 15.12/4.10  																																| (435) all_0_16_16 = e3
% 15.12/4.10  																																|
% 15.12/4.10  																																	+-Applying beta-rule and splitting (1494), into two cases.
% 15.12/4.10  																																	|-Branch one:
% 15.12/4.10  																																	| (602) all_0_9_9 = e4
% 15.12/4.10  																																	|
% 15.12/4.10  																																		| Combining equations (602,543) yields a new equation:
% 15.12/4.10  																																		| (1496) e4 = e0
% 15.12/4.10  																																		|
% 15.12/4.10  																																		| Simplifying 1496 yields:
% 15.12/4.10  																																		| (911) e4 = e0
% 15.12/4.10  																																		|
% 15.12/4.10  																																		| Equations (911) can reduce 7 to:
% 15.12/4.10  																																		| (247) $false
% 15.12/4.10  																																		|
% 15.12/4.10  																																		|-The branch is then unsatisfiable
% 15.12/4.10  																																	|-Branch two:
% 15.12/4.10  																																	| (577)  ~ (all_0_9_9 = e4)
% 15.12/4.10  																																	| (1500) all_0_16_16 = e4
% 15.12/4.10  																																	|
% 15.12/4.10  																																		| Combining equations (1500,435) yields a new equation:
% 15.12/4.10  																																		| (901) e4 = e3
% 15.12/4.10  																																		|
% 15.12/4.10  																																		| Simplifying 901 yields:
% 15.12/4.10  																																		| (873) e4 = e3
% 15.12/4.10  																																		|
% 15.12/4.10  																																		| Equations (873) can reduce 24 to:
% 15.12/4.10  																																		| (247) $false
% 15.12/4.10  																																		|
% 15.12/4.10  																																		|-The branch is then unsatisfiable
% 15.12/4.10  																													|-Branch two:
% 15.12/4.10  																													| (355)  ~ (all_0_10_10 = e4)
% 15.12/4.10  																													| (303) all_0_10_10 = e2
% 15.12/4.10  																													|
% 15.12/4.10  																														| Equations (303) can reduce 294 to:
% 15.12/4.10  																														| (247) $false
% 15.12/4.10  																														|
% 15.12/4.10  																														|-The branch is then unsatisfiable
% 15.12/4.10  																								|-Branch two:
% 15.12/4.10  																								| (538)  ~ (all_0_9_9 = e0)
% 15.12/4.10  																								| (1503) all_0_16_16 = e0
% 15.12/4.10  																								|
% 15.12/4.10  																									| Equations (1503) can reduce 1405 to:
% 15.12/4.10  																									| (247) $false
% 15.12/4.10  																									|
% 15.12/4.10  																									|-The branch is then unsatisfiable
% 15.12/4.10  																				|-Branch two:
% 15.12/4.10  																				| (1075)  ~ (all_0_11_11 = e1)
% 15.12/4.10  																				| (274) all_0_19_19 = e1
% 15.12/4.10  																				|
% 15.12/4.10  																					| Combining equations (274,651) yields a new equation:
% 15.12/4.10  																					| (420) e2 = e1
% 15.12/4.10  																					|
% 15.12/4.10  																					| Equations (420) can reduce 138 to:
% 15.12/4.10  																					| (247) $false
% 15.12/4.10  																					|
% 15.12/4.10  																					|-The branch is then unsatisfiable
% 15.12/4.10  																	|-Branch two:
% 15.12/4.10  																	| (701)  ~ (all_0_8_8 = e4)
% 15.12/4.10  																	| (905) all_0_12_12 = e4 | all_0_20_20 = e4
% 15.12/4.10  																	|
% 15.12/4.10  																		+-Applying beta-rule and splitting (905), into two cases.
% 15.12/4.10  																		|-Branch one:
% 15.12/4.10  																		| (594) all_0_12_12 = e4
% 15.12/4.10  																		|
% 15.12/4.10  																			| Combining equations (594,419) yields a new equation:
% 15.12/4.10  																			| (470) e4 = e2
% 15.12/4.10  																			|
% 15.12/4.10  																			| Simplifying 470 yields:
% 15.12/4.10  																			| (471) e4 = e2
% 15.12/4.10  																			|
% 15.12/4.10  																			| Equations (471) can reduce 194 to:
% 15.12/4.10  																			| (247) $false
% 15.12/4.10  																			|
% 15.12/4.10  																			|-The branch is then unsatisfiable
% 15.12/4.10  																		|-Branch two:
% 15.12/4.10  																		| (909)  ~ (all_0_12_12 = e4)
% 15.12/4.10  																		| (910) all_0_20_20 = e4
% 15.12/4.10  																		|
% 15.12/4.10  																			| Combining equations (249,910) yields a new equation:
% 15.12/4.10  																			| (911) e4 = e0
% 15.12/4.10  																			|
% 15.12/4.10  																			| Equations (911) can reduce 7 to:
% 15.12/4.10  																			| (247) $false
% 15.12/4.10  																			|
% 15.12/4.10  																			|-The branch is then unsatisfiable
% 15.12/4.10  													|-Branch two:
% 15.12/4.10  													| (218)  ~ (all_0_3_3 = e1)
% 15.12/4.10  													| (2440) all_0_3_3 = e4 | all_0_3_3 = e3 | all_0_3_3 = e0
% 15.12/4.10  													|
% 15.12/4.10  														+-Applying beta-rule and splitting (101), into two cases.
% 15.12/4.10  														|-Branch one:
% 15.12/4.10  														| (258) all_0_3_3 = e1
% 15.12/4.10  														|
% 15.12/4.10  															| Equations (258) can reduce 218 to:
% 15.12/4.10  															| (247) $false
% 15.12/4.10  															|
% 15.12/4.10  															|-The branch is then unsatisfiable
% 15.12/4.10  														|-Branch two:
% 15.12/4.10  														| (218)  ~ (all_0_3_3 = e1)
% 15.12/4.10  														| (261) all_0_8_8 = e1 | all_0_12_12 = e1 | all_0_15_15 = e1 | all_0_20_20 = e1
% 15.12/4.10  														|
% 15.12/4.10  															+-Applying beta-rule and splitting (169), into two cases.
% 15.12/4.10  															|-Branch one:
% 15.12/4.10  															| (266) all_0_8_8 = e1
% 15.12/4.10  															|
% 15.12/4.10  																| Equations (266) can reduce 239 to:
% 15.12/4.10  																| (247) $false
% 15.12/4.10  																|
% 15.12/4.10  																|-The branch is then unsatisfiable
% 15.12/4.10  															|-Branch two:
% 15.12/4.10  															| (239)  ~ (all_0_8_8 = e1)
% 15.12/4.10  															| (748) all_0_8_8 = e4 | all_0_8_8 = e3 | all_0_8_8 = e2 | all_0_8_8 = e0
% 15.12/4.10  															|
% 15.12/4.10  																+-Applying beta-rule and splitting (748), into two cases.
% 15.12/4.10  																|-Branch one:
% 15.12/4.10  																| (749) all_0_8_8 = e0
% 15.12/4.10  																|
% 15.12/4.10  																	| Equations (749) can reduce 712 to:
% 15.12/4.10  																	| (247) $false
% 15.12/4.10  																	|
% 15.12/4.10  																	|-The branch is then unsatisfiable
% 15.12/4.10  																|-Branch two:
% 15.12/4.10  																| (712)  ~ (all_0_8_8 = e0)
% 15.12/4.10  																| (752) all_0_8_8 = e4 | all_0_8_8 = e3 | all_0_8_8 = e2
% 15.12/4.10  																|
% 15.12/4.10  																	+-Applying beta-rule and splitting (752), into two cases.
% 15.12/4.10  																	|-Branch one:
% 15.12/4.10  																	| (788) all_0_8_8 = e3
% 15.43/4.11  																	|
% 15.43/4.11  																		| Equations (788) can reduce 834 to:
% 15.43/4.11  																		| (247) $false
% 15.43/4.11  																		|
% 15.43/4.11  																		|-The branch is then unsatisfiable
% 15.43/4.11  																	|-Branch two:
% 15.43/4.11  																	| (834)  ~ (all_0_8_8 = e3)
% 15.43/4.11  																	| (950) all_0_8_8 = e4 | all_0_8_8 = e2
% 15.43/4.11  																	|
% 15.43/4.11  																		+-Applying beta-rule and splitting (950), into two cases.
% 15.43/4.11  																		|-Branch one:
% 15.43/4.11  																		| (872) all_0_8_8 = e4
% 15.43/4.11  																		|
% 15.43/4.11  																			| Equations (872) can reduce 239 to:
% 15.43/4.11  																			| (210)  ~ (e4 = e1)
% 15.43/4.11  																			|
% 15.43/4.11  																			+-Applying beta-rule and splitting (155), into two cases.
% 15.43/4.11  																			|-Branch one:
% 15.43/4.11  																			| (692) all_0_0_0 = e1
% 15.43/4.11  																			|
% 15.43/4.11  																				| Equations (692) can reduce 214 to:
% 15.43/4.11  																				| (247) $false
% 15.43/4.11  																				|
% 15.43/4.11  																				|-The branch is then unsatisfiable
% 15.43/4.11  																			|-Branch two:
% 15.43/4.11  																			| (214)  ~ (all_0_0_0 = e1)
% 15.43/4.11  																			| (2462) all_0_1_1 = e1 | all_0_2_2 = e1 | all_0_3_3 = e1
% 15.43/4.11  																			|
% 15.43/4.11  																				+-Applying beta-rule and splitting (2462), into two cases.
% 15.43/4.11  																				|-Branch one:
% 15.43/4.11  																				| (213) all_0_1_1 = e1
% 15.43/4.11  																				|
% 15.43/4.11  																					| Combining equations (213,330) yields a new equation:
% 15.43/4.11  																					| (332) e4 = e1
% 15.43/4.11  																					|
% 15.43/4.11  																					| Equations (332) can reduce 210 to:
% 15.43/4.11  																					| (247) $false
% 15.43/4.11  																					|
% 15.43/4.11  																					|-The branch is then unsatisfiable
% 15.43/4.11  																				|-Branch two:
% 15.43/4.11  																				| (396)  ~ (all_0_1_1 = e1)
% 15.43/4.11  																				| (2467) all_0_2_2 = e1 | all_0_3_3 = e1
% 15.43/4.11  																				|
% 15.43/4.11  																					+-Applying beta-rule and splitting (113), into two cases.
% 15.43/4.11  																					|-Branch one:
% 15.43/4.11  																					| (458) all_0_17_17 = e2
% 15.43/4.11  																					|
% 15.43/4.11  																						| Equations (458) can reduce 328 to:
% 15.43/4.11  																						| (247) $false
% 15.43/4.11  																						|
% 15.43/4.11  																						|-The branch is then unsatisfiable
% 15.43/4.11  																					|-Branch two:
% 15.43/4.11  																					| (328)  ~ (all_0_17_17 = e2)
% 15.43/4.11  																					| (633) all_0_18_18 = e2 | all_0_19_19 = e2 | all_0_20_20 = e2
% 15.43/4.11  																					|
% 15.43/4.11  																						+-Applying beta-rule and splitting (633), into two cases.
% 15.43/4.11  																						|-Branch one:
% 15.43/4.11  																						| (368) all_0_18_18 = e2
% 15.43/4.11  																						|
% 15.43/4.11  																							| Combining equations (270,368) yields a new equation:
% 15.43/4.11  																							| (420) e2 = e1
% 15.43/4.11  																							|
% 15.43/4.11  																							| Equations (420) can reduce 138 to:
% 15.43/4.11  																							| (247) $false
% 15.43/4.11  																							|
% 15.43/4.11  																							|-The branch is then unsatisfiable
% 15.43/4.11  																						|-Branch two:
% 15.43/4.11  																						| (1283)  ~ (all_0_18_18 = e2)
% 15.43/4.11  																						| (2476) all_0_19_19 = e2 | all_0_20_20 = e2
% 15.43/4.11  																						|
% 15.43/4.11  																							+-Applying beta-rule and splitting (2476), into two cases.
% 15.43/4.11  																							|-Branch one:
% 15.43/4.11  																							| (651) all_0_19_19 = e2
% 15.43/4.11  																							|
% 15.43/4.11  																								| Equations (651) can reduce 97 to:
% 15.43/4.11  																								| (75)  ~ (all_0_2_2 = e2)
% 15.43/4.11  																								|
% 15.43/4.11  																								+-Applying beta-rule and splitting (2467), into two cases.
% 15.43/4.11  																								|-Branch one:
% 15.43/4.11  																								| (1371) all_0_2_2 = e1
% 15.43/4.11  																								|
% 15.43/4.11  																									| Equations (1371) can reduce 48 to:
% 15.43/4.11  																									| (1074)  ~ (all_0_11_11 = e1)
% 15.43/4.11  																									|
% 15.43/4.11  																									| Simplifying 1074 yields:
% 15.43/4.11  																									| (1075)  ~ (all_0_11_11 = e1)
% 15.43/4.11  																									|
% 15.43/4.11  																									| Equations (1371) can reduce 75 to:
% 15.43/4.11  																									| (2057)  ~ (e2 = e1)
% 15.43/4.11  																									|
% 15.43/4.11  																									| Simplifying 2057 yields:
% 15.43/4.11  																									| (138)  ~ (e2 = e1)
% 15.43/4.11  																									|
% 15.43/4.11  																									+-Applying beta-rule and splitting (124), into two cases.
% 15.43/4.11  																									|-Branch one:
% 15.43/4.11  																									| (1794) all_0_11_11 = e1
% 15.43/4.11  																									|
% 15.43/4.11  																										| Equations (1794) can reduce 1075 to:
% 15.43/4.11  																										| (247) $false
% 15.43/4.11  																										|
% 15.43/4.11  																										|-The branch is then unsatisfiable
% 15.43/4.11  																									|-Branch two:
% 15.43/4.11  																									| (1075)  ~ (all_0_11_11 = e1)
% 15.43/4.11  																									| (1933) all_0_11_11 = e2 | all_0_11_11 = e0
% 15.43/4.11  																									|
% 15.43/4.11  																										+-Applying beta-rule and splitting (182), into two cases.
% 15.43/4.11  																										|-Branch one:
% 15.43/4.11  																										| (289) all_0_9_9 = e1
% 15.43/4.11  																										|
% 15.43/4.11  																											| Equations (289) can reduce 285 to:
% 15.43/4.11  																											| (247) $false
% 15.43/4.11  																											|
% 15.43/4.11  																											|-The branch is then unsatisfiable
% 15.43/4.11  																										|-Branch two:
% 15.43/4.11  																										| (285)  ~ (all_0_9_9 = e1)
% 15.43/4.11  																										| (1977) all_0_10_10 = e1 | all_0_11_11 = e1 | all_0_12_12 = e1
% 15.43/4.11  																										|
% 15.43/4.11  																											+-Applying beta-rule and splitting (1977), into two cases.
% 15.43/4.11  																											|-Branch one:
% 15.43/4.11  																											| (581) all_0_10_10 = e1
% 15.43/4.11  																											|
% 15.43/4.11  																												| Equations (581) can reduce 286 to:
% 15.43/4.11  																												| (247) $false
% 15.43/4.11  																												|
% 15.43/4.11  																												|-The branch is then unsatisfiable
% 15.43/4.11  																											|-Branch two:
% 15.43/4.11  																											| (286)  ~ (all_0_10_10 = e1)
% 15.43/4.11  																											| (1981) all_0_11_11 = e1 | all_0_12_12 = e1
% 15.43/4.11  																											|
% 15.43/4.11  																												+-Applying beta-rule and splitting (1981), into two cases.
% 15.43/4.11  																												|-Branch one:
% 15.43/4.11  																												| (1794) all_0_11_11 = e1
% 15.43/4.11  																												|
% 15.43/4.11  																													| Equations (1794) can reduce 1075 to:
% 15.43/4.11  																													| (247) $false
% 15.43/4.11  																													|
% 15.43/4.11  																													|-The branch is then unsatisfiable
% 15.43/4.11  																												|-Branch two:
% 15.43/4.11  																												| (1075)  ~ (all_0_11_11 = e1)
% 15.43/4.11  																												| (282) all_0_12_12 = e1
% 15.43/4.11  																												|
% 15.43/4.11  																													| Combining equations (419,282) yields a new equation:
% 15.43/4.11  																													| (629) e2 = e1
% 15.43/4.11  																													|
% 15.43/4.11  																													| Simplifying 629 yields:
% 15.43/4.11  																													| (420) e2 = e1
% 15.43/4.11  																													|
% 15.43/4.11  																													| Equations (420) can reduce 138 to:
% 15.43/4.11  																													| (247) $false
% 15.43/4.11  																													|
% 15.43/4.11  																													|-The branch is then unsatisfiable
% 15.43/4.11  																								|-Branch two:
% 15.43/4.11  																								| (216)  ~ (all_0_2_2 = e1)
% 15.43/4.11  																								| (258) all_0_3_3 = e1
% 15.43/4.11  																								|
% 15.43/4.11  																									| Equations (258) can reduce 218 to:
% 15.43/4.11  																									| (247) $false
% 15.43/4.11  																									|
% 15.43/4.11  																									|-The branch is then unsatisfiable
% 15.43/4.11  																							|-Branch two:
% 15.43/4.11  																							| (2506)  ~ (all_0_19_19 = e2)
% 15.43/4.11  																							| (2507) all_0_20_20 = e2
% 15.43/4.11  																							|
% 15.43/4.11  																								| Combining equations (2507,249) yields a new equation:
% 15.43/4.11  																								| (779) e2 = e0
% 15.43/4.11  																								|
% 15.43/4.11  																								| Simplifying 779 yields:
% 15.43/4.11  																								| (552) e2 = e0
% 15.43/4.11  																								|
% 15.43/4.11  																								| Equations (552) can reduce 47 to:
% 15.43/4.11  																								| (247) $false
% 15.43/4.11  																								|
% 15.43/4.11  																								|-The branch is then unsatisfiable
% 15.43/4.11  																		|-Branch two:
% 15.43/4.11  																		| (701)  ~ (all_0_8_8 = e4)
% 15.43/4.11  																		| (954) all_0_8_8 = e2
% 15.43/4.11  																		|
% 15.43/4.11  																			| Equations (954) can reduce 320 to:
% 15.43/4.11  																			| (247) $false
% 15.43/4.11  																			|
% 15.43/4.11  																			|-The branch is then unsatisfiable
% 15.43/4.11  												|-Branch two:
% 15.43/4.11  												| (323)  ~ (all_0_12_12 = e2)
% 15.43/4.11  												| (2515) all_0_15_15 = e2 | all_0_20_20 = e2
% 15.43/4.11  												|
% 15.43/4.11  													+-Applying beta-rule and splitting (2515), into two cases.
% 15.43/4.11  													|-Branch one:
% 15.43/4.11  													| (380) all_0_15_15 = e2
% 15.43/4.11  													|
% 15.43/4.11  														| Combining equations (314,380) yields a new equation:
% 15.43/4.11  														| (657) e3 = e2
% 15.43/4.11  														|
% 15.43/4.11  														| Simplifying 657 yields:
% 15.43/4.11  														| (311) e3 = e2
% 15.43/4.11  														|
% 15.43/4.11  														| Equations (311) can reduce 191 to:
% 15.43/4.11  														| (247) $false
% 15.43/4.11  														|
% 15.43/4.11  														|-The branch is then unsatisfiable
% 15.43/4.11  													|-Branch two:
% 15.43/4.11  													| (296)  ~ (all_0_15_15 = e2)
% 15.43/4.11  													| (2507) all_0_20_20 = e2
% 15.43/4.11  													|
% 15.43/4.11  														| Combining equations (2507,249) yields a new equation:
% 15.43/4.11  														| (779) e2 = e0
% 15.43/4.11  														|
% 15.43/4.11  														| Simplifying 779 yields:
% 15.43/4.11  														| (552) e2 = e0
% 15.43/4.11  														|
% 15.43/4.11  														| Equations (552) can reduce 47 to:
% 15.43/4.11  														| (247) $false
% 15.43/4.11  														|
% 15.43/4.11  														|-The branch is then unsatisfiable
% 15.43/4.11  								|-Branch two:
% 15.43/4.11  								| (326)  ~ (all_0_14_14 = e2)
% 15.43/4.11  								| (380) all_0_15_15 = e2
% 15.43/4.11  								|
% 15.43/4.11  									| Equations (380) can reduce 43 to:
% 15.43/4.11  									| (320)  ~ (all_0_8_8 = e2)
% 15.43/4.11  									|
% 15.43/4.11  									| Equations (380) can reduce 111 to:
% 15.43/4.11  									| (323)  ~ (all_0_12_12 = e2)
% 15.43/4.11  									|
% 15.43/4.11  									| Equations (380) can reduce 184 to:
% 15.43/4.11  									| (326)  ~ (all_0_14_14 = e2)
% 15.43/4.11  									|
% 15.43/4.11  									+-Applying beta-rule and splitting (91), into two cases.
% 15.43/4.11  									|-Branch one:
% 15.43/4.11  									| (426) all_0_14_14 = e1
% 15.43/4.11  									|
% 15.43/4.11  										| Equations (426) can reduce 227 to:
% 15.43/4.11  										| (247) $false
% 15.43/4.11  										|
% 15.43/4.11  										|-The branch is then unsatisfiable
% 15.43/4.11  									|-Branch two:
% 15.43/4.11  									| (227)  ~ (all_0_14_14 = e1)
% 15.43/4.11  									| (429) all_0_14_14 = e3 | all_0_14_14 = e2
% 15.43/4.11  									|
% 15.43/4.11  										+-Applying beta-rule and splitting (429), into two cases.
% 15.43/4.11  										|-Branch one:
% 15.43/4.11  										| (310) all_0_14_14 = e3
% 15.43/4.11  										|
% 15.43/4.11  											| Equations (310) can reduce 188 to:
% 15.43/4.11  											| (1188)  ~ (all_0_0_0 = e3)
% 15.43/4.11  											|
% 15.43/4.11  											| Equations (310) can reduce 198 to:
% 15.43/4.11  											| (431)  ~ (all_0_17_17 = e3)
% 15.43/4.11  											|
% 15.43/4.11  											| Simplifying 431 yields:
% 15.43/4.11  											| (432)  ~ (all_0_17_17 = e3)
% 15.43/4.11  											|
% 15.43/4.11  											| Equations (310) can reduce 227 to:
% 15.43/4.11  											| (132)  ~ (e3 = e1)
% 15.43/4.11  											|
% 15.43/4.11  											| Equations (310) can reduce 70 to:
% 15.43/4.11  											| (64)  ~ (e3 = e0)
% 15.43/4.11  											|
% 15.43/4.11  											| From (310) and (105) follows:
% 15.43/4.11  											| (2231) op(e1, e3) = e3
% 15.43/4.11  											|
% 15.43/4.11  											+-Applying beta-rule and splitting (38), into two cases.
% 15.43/4.11  											|-Branch one:
% 15.43/4.11  											| (692) all_0_0_0 = e1
% 15.43/4.11  											|
% 15.43/4.11  												| Equations (692) can reduce 214 to:
% 15.43/4.11  												| (247) $false
% 15.43/4.11  												|
% 15.43/4.11  												|-The branch is then unsatisfiable
% 15.43/4.11  											|-Branch two:
% 15.43/4.11  											| (214)  ~ (all_0_0_0 = e1)
% 15.43/4.11  											| (695) all_0_0_0 = e4 | all_0_0_0 = e3 | all_0_0_0 = e0
% 15.43/4.11  											|
% 15.43/4.11  												+-Applying beta-rule and splitting (695), into two cases.
% 15.43/4.11  												|-Branch one:
% 15.43/4.11  												| (795) all_0_0_0 = e0
% 15.43/4.11  												|
% 15.43/4.11  													| Equations (795) can reduce 25 to:
% 15.43/4.11  													| (2546)  ~ (all_0_2_2 = e0)
% 15.43/4.11  													|
% 15.43/4.11  													| Simplifying 2546 yields:
% 15.43/4.11  													| (770)  ~ (all_0_2_2 = e0)
% 15.43/4.11  													|
% 15.43/4.11  													| Equations (795) can reduce 61 to:
% 15.43/4.11  													| (2548)  ~ (all_0_3_3 = e0)
% 15.43/4.11  													|
% 15.43/4.11  													| Simplifying 2548 yields:
% 15.43/4.11  													| (250)  ~ (all_0_3_3 = e0)
% 15.43/4.11  													|
% 15.43/4.11  													| Equations (795) can reduce 127 to:
% 15.43/4.11  													| (579)  ~ (all_0_10_10 = e0)
% 15.43/4.11  													|
% 15.43/4.11  													| Simplifying 579 yields:
% 15.43/4.11  													| (390)  ~ (all_0_10_10 = e0)
% 15.43/4.11  													|
% 15.43/4.11  													| Equations (795) can reduce 214 to:
% 15.43/4.11  													| (541)  ~ (e1 = e0)
% 15.43/4.11  													|
% 15.43/4.11  													| Simplifying 541 yields:
% 15.43/4.11  													| (128)  ~ (e1 = e0)
% 15.43/4.11  													|
% 15.43/4.11  													+-Applying beta-rule and splitting (49), into two cases.
% 15.43/4.11  													|-Branch one:
% 15.43/4.11  													| (1371) all_0_2_2 = e1
% 15.43/4.11  													|
% 15.43/4.11  														| Equations (1371) can reduce 115 to:
% 15.43/4.11  														| (217)  ~ (all_0_3_3 = e1)
% 15.43/4.11  														|
% 15.43/4.11  														| Simplifying 217 yields:
% 15.43/4.11  														| (218)  ~ (all_0_3_3 = e1)
% 15.43/4.11  														|
% 15.43/4.11  														| Equations (1371) can reduce 85 to:
% 15.43/4.11  														| (2065)  ~ (all_0_7_7 = e1)
% 15.43/4.11  														|
% 15.43/4.11  														| Simplifying 2065 yields:
% 15.43/4.11  														| (276)  ~ (all_0_7_7 = e1)
% 15.43/4.11  														|
% 15.43/4.11  														| Equations (1371) can reduce 97 to:
% 15.43/4.11  														| (2113)  ~ (all_0_19_19 = e1)
% 15.43/4.11  														|
% 15.43/4.11  														| Simplifying 2113 yields:
% 15.43/4.11  														| (1021)  ~ (all_0_19_19 = e1)
% 15.43/4.11  														|
% 15.43/4.11  														| Equations (1371) can reduce 75 to:
% 15.43/4.11  														| (2057)  ~ (e2 = e1)
% 15.43/4.11  														|
% 15.43/4.11  														| Simplifying 2057 yields:
% 15.43/4.11  														| (138)  ~ (e2 = e1)
% 15.43/4.11  														|
% 15.43/4.11  														| Equations (1371) can reduce 770 to:
% 15.43/4.11  														| (128)  ~ (e1 = e0)
% 15.43/4.11  														|
% 15.43/4.11  														+-Applying beta-rule and splitting (101), into two cases.
% 15.43/4.11  														|-Branch one:
% 15.43/4.11  														| (258) all_0_3_3 = e1
% 15.43/4.11  														|
% 15.43/4.11  															| Equations (258) can reduce 218 to:
% 15.43/4.11  															| (247) $false
% 15.43/4.11  															|
% 15.43/4.11  															|-The branch is then unsatisfiable
% 15.43/4.11  														|-Branch two:
% 15.43/4.11  														| (218)  ~ (all_0_3_3 = e1)
% 15.43/4.11  														| (261) all_0_8_8 = e1 | all_0_12_12 = e1 | all_0_15_15 = e1 | all_0_20_20 = e1
% 15.43/4.11  														|
% 15.43/4.11  															+-Applying beta-rule and splitting (261), into two cases.
% 15.43/4.11  															|-Branch one:
% 15.43/4.11  															| (266) all_0_8_8 = e1
% 15.43/4.11  															|
% 15.43/4.11  																| Equations (266) can reduce 239 to:
% 15.43/4.11  																| (247) $false
% 15.43/4.11  																|
% 15.43/4.11  																|-The branch is then unsatisfiable
% 15.43/4.11  															|-Branch two:
% 15.43/4.11  															| (239)  ~ (all_0_8_8 = e1)
% 15.43/4.11  															| (269) all_0_12_12 = e1 | all_0_15_15 = e1 | all_0_20_20 = e1
% 15.43/4.11  															|
% 15.43/4.11  																+-Applying beta-rule and splitting (269), into two cases.
% 15.43/4.11  																|-Branch one:
% 15.43/4.11  																| (282) all_0_12_12 = e1
% 15.43/4.11  																|
% 15.43/4.11  																	| Equations (282) can reduce 84 to:
% 15.43/4.11  																	| (218)  ~ (all_0_3_3 = e1)
% 15.43/4.11  																	|
% 15.43/4.11  																	| Equations (282) can reduce 117 to:
% 15.43/4.11  																	| (239)  ~ (all_0_8_8 = e1)
% 15.43/4.11  																	|
% 15.43/4.11  																	| Equations (282) can reduce 183 to:
% 15.43/4.11  																	| (285)  ~ (all_0_9_9 = e1)
% 15.43/4.11  																	|
% 15.43/4.11  																	| Equations (282) can reduce 45 to:
% 15.43/4.11  																	| (286)  ~ (all_0_10_10 = e1)
% 15.43/4.11  																	|
% 15.43/4.11  																	| Equations (282) can reduce 42 to:
% 15.43/4.11  																	| (1075)  ~ (all_0_11_11 = e1)
% 15.43/4.11  																	|
% 15.43/4.11  																	+-Applying beta-rule and splitting (83), into two cases.
% 15.43/4.11  																	|-Branch one:
% 15.43/4.11  																	| (258) all_0_3_3 = e1
% 15.43/4.11  																	|
% 15.43/4.11  																		| Equations (258) can reduce 218 to:
% 15.43/4.11  																		| (247) $false
% 15.43/4.11  																		|
% 15.43/4.11  																		|-The branch is then unsatisfiable
% 15.43/4.11  																	|-Branch two:
% 15.43/4.11  																	| (218)  ~ (all_0_3_3 = e1)
% 15.43/4.11  																	| (2440) all_0_3_3 = e4 | all_0_3_3 = e3 | all_0_3_3 = e0
% 15.43/4.11  																	|
% 15.43/4.11  																		+-Applying beta-rule and splitting (2440), into two cases.
% 15.43/4.11  																		|-Branch one:
% 15.43/4.11  																		| (919) all_0_3_3 = e0
% 15.43/4.11  																		|
% 15.43/4.11  																			| Equations (919) can reduce 250 to:
% 15.43/4.11  																			| (247) $false
% 15.43/4.11  																			|
% 15.43/4.11  																			|-The branch is then unsatisfiable
% 15.43/4.11  																		|-Branch two:
% 15.43/4.11  																		| (250)  ~ (all_0_3_3 = e0)
% 15.43/4.11  																		| (2585) all_0_3_3 = e4 | all_0_3_3 = e3
% 15.43/4.11  																		|
% 15.43/4.11  																			+-Applying beta-rule and splitting (2585), into two cases.
% 15.43/4.11  																			|-Branch one:
% 15.43/4.11  																			| (2586) all_0_3_3 = e3
% 15.43/4.11  																			|
% 15.43/4.11  																				| Equations (2586) can reduce 20 to:
% 15.43/4.11  																				| (2587)  ~ (all_0_8_8 = e3)
% 15.43/4.11  																				|
% 15.43/4.11  																				| Simplifying 2587 yields:
% 15.43/4.11  																				| (834)  ~ (all_0_8_8 = e3)
% 15.43/4.12  																				|
% 15.43/4.12  																				| Equations (2586) can reduce 218 to:
% 15.43/4.12  																				| (132)  ~ (e3 = e1)
% 15.43/4.12  																				|
% 15.43/4.12  																				| Equations (2586) can reduce 250 to:
% 15.43/4.12  																				| (64)  ~ (e3 = e0)
% 15.43/4.12  																				|
% 15.43/4.12  																				+-Applying beta-rule and splitting (169), into two cases.
% 15.43/4.12  																				|-Branch one:
% 15.43/4.12  																				| (266) all_0_8_8 = e1
% 15.43/4.12  																				|
% 15.43/4.12  																					| Equations (266) can reduce 239 to:
% 15.43/4.12  																					| (247) $false
% 15.43/4.12  																					|
% 15.43/4.12  																					|-The branch is then unsatisfiable
% 15.43/4.12  																				|-Branch two:
% 15.43/4.12  																				| (239)  ~ (all_0_8_8 = e1)
% 15.43/4.12  																				| (748) all_0_8_8 = e4 | all_0_8_8 = e3 | all_0_8_8 = e2 | all_0_8_8 = e0
% 15.43/4.12  																				|
% 15.43/4.12  																					+-Applying beta-rule and splitting (748), into two cases.
% 15.43/4.12  																					|-Branch one:
% 15.43/4.12  																					| (749) all_0_8_8 = e0
% 15.43/4.12  																					|
% 15.43/4.12  																						| Equations (749) can reduce 712 to:
% 15.43/4.12  																						| (247) $false
% 15.43/4.12  																						|
% 15.43/4.12  																						|-The branch is then unsatisfiable
% 15.43/4.12  																					|-Branch two:
% 15.43/4.12  																					| (712)  ~ (all_0_8_8 = e0)
% 15.43/4.12  																					| (752) all_0_8_8 = e4 | all_0_8_8 = e3 | all_0_8_8 = e2
% 15.43/4.12  																					|
% 15.43/4.12  																						+-Applying beta-rule and splitting (752), into two cases.
% 15.43/4.12  																						|-Branch one:
% 15.43/4.12  																						| (788) all_0_8_8 = e3
% 15.43/4.12  																						|
% 15.43/4.12  																							| Equations (788) can reduce 834 to:
% 15.43/4.12  																							| (247) $false
% 15.43/4.12  																							|
% 15.43/4.12  																							|-The branch is then unsatisfiable
% 15.43/4.12  																						|-Branch two:
% 15.43/4.12  																						| (834)  ~ (all_0_8_8 = e3)
% 15.43/4.12  																						| (950) all_0_8_8 = e4 | all_0_8_8 = e2
% 15.43/4.12  																						|
% 15.43/4.12  																							+-Applying beta-rule and splitting (950), into two cases.
% 15.43/4.12  																							|-Branch one:
% 15.43/4.12  																							| (872) all_0_8_8 = e4
% 15.43/4.12  																							|
% 15.43/4.12  																								| Equations (872) can reduce 129 to:
% 15.43/4.12  																								| (697)  ~ (all_0_4_4 = e4)
% 15.43/4.12  																								|
% 15.43/4.12  																								| Equations (872) can reduce 168 to:
% 15.43/4.12  																								| (209)  ~ (all_0_7_7 = e4)
% 15.43/4.12  																								|
% 15.43/4.12  																								| Equations (872) can reduce 834 to:
% 15.43/4.12  																								| (24)  ~ (e4 = e3)
% 15.43/4.12  																								|
% 15.43/4.12  																								| Equations (872) can reduce 320 to:
% 15.43/4.12  																								| (194)  ~ (e4 = e2)
% 15.43/4.12  																								|
% 15.43/4.12  																								| Equations (872) can reduce 239 to:
% 15.43/4.12  																								| (210)  ~ (e4 = e1)
% 15.43/4.12  																								|
% 15.43/4.12  																								+-Applying beta-rule and splitting (124), into two cases.
% 15.43/4.12  																								|-Branch one:
% 15.43/4.12  																								| (1794) all_0_11_11 = e1
% 15.43/4.12  																								|
% 15.43/4.12  																									| Equations (1794) can reduce 1075 to:
% 15.43/4.12  																									| (247) $false
% 15.43/4.12  																									|
% 15.43/4.12  																									|-The branch is then unsatisfiable
% 15.43/4.12  																								|-Branch two:
% 15.43/4.12  																								| (1075)  ~ (all_0_11_11 = e1)
% 15.43/4.12  																								| (1933) all_0_11_11 = e2 | all_0_11_11 = e0
% 15.43/4.12  																								|
% 15.43/4.12  																									+-Applying beta-rule and splitting (88), into two cases.
% 15.43/4.12  																									|-Branch one:
% 15.43/4.12  																									| (289) all_0_9_9 = e1
% 15.43/4.12  																									|
% 15.43/4.12  																										| Equations (289) can reduce 285 to:
% 15.43/4.12  																										| (247) $false
% 15.43/4.12  																										|
% 15.43/4.12  																										|-The branch is then unsatisfiable
% 15.43/4.12  																									|-Branch two:
% 15.43/4.12  																									| (285)  ~ (all_0_9_9 = e1)
% 15.43/4.12  																									| (292) all_0_9_9 = e4 | all_0_9_9 = e0
% 15.43/4.12  																									|
% 15.43/4.12  																										+-Applying beta-rule and splitting (13), into two cases.
% 15.43/4.12  																										|-Branch one:
% 15.43/4.12  																										| (536) all_0_4_4 = e0
% 15.43/4.12  																										|
% 15.43/4.12  																											| Equations (536) can reduce 6 to:
% 15.43/4.12  																											| (537)  ~ (all_0_9_9 = e0)
% 15.43/4.12  																											|
% 15.43/4.12  																											| Simplifying 537 yields:
% 15.43/4.12  																											| (538)  ~ (all_0_9_9 = e0)
% 15.43/4.12  																											|
% 15.43/4.12  																											| Equations (536) can reduce 76 to:
% 15.43/4.12  																											| (2620)  ~ (all_0_16_16 = e0)
% 15.43/4.12  																											|
% 15.43/4.12  																											| Simplifying 2620 yields:
% 15.43/4.12  																											| (1405)  ~ (all_0_16_16 = e0)
% 15.43/4.12  																											|
% 15.43/4.12  																											| Equations (536) can reduce 225 to:
% 15.43/4.12  																											| (541)  ~ (e1 = e0)
% 15.43/4.12  																											|
% 15.43/4.12  																											| Simplifying 541 yields:
% 15.43/4.12  																											| (128)  ~ (e1 = e0)
% 15.43/4.12  																											|
% 15.43/4.12  																											+-Applying beta-rule and splitting (203), into two cases.
% 15.43/4.12  																											|-Branch one:
% 15.43/4.12  																											| (543) all_0_9_9 = e0
% 15.43/4.12  																											|
% 15.43/4.12  																												| Equations (543) can reduce 538 to:
% 15.43/4.12  																												| (247) $false
% 15.43/4.12  																												|
% 15.43/4.12  																												|-The branch is then unsatisfiable
% 15.43/4.12  																											|-Branch two:
% 15.43/4.12  																											| (538)  ~ (all_0_9_9 = e0)
% 15.43/4.12  																											| (546) all_0_10_10 = e0 | all_0_11_11 = e0 | all_0_12_12 = e0
% 15.43/4.12  																											|
% 15.43/4.12  																												+-Applying beta-rule and splitting (185), into two cases.
% 15.43/4.12  																												|-Branch one:
% 15.43/4.12  																												| (572) all_0_4_4 = e3
% 15.43/4.12  																												|
% 15.43/4.12  																													| Combining equations (572,536) yields a new equation:
% 15.43/4.12  																													| (1006) e3 = e0
% 15.43/4.12  																													|
% 15.43/4.12  																													| Simplifying 1006 yields:
% 15.43/4.12  																													| (761) e3 = e0
% 15.43/4.12  																													|
% 15.43/4.12  																													| Equations (761) can reduce 64 to:
% 15.43/4.12  																													| (247) $false
% 15.43/4.12  																													|
% 15.43/4.12  																													|-The branch is then unsatisfiable
% 15.43/4.12  																												|-Branch two:
% 15.43/4.12  																												| (436)  ~ (all_0_4_4 = e3)
% 15.43/4.12  																												| (764) all_0_5_5 = e3 | all_0_7_7 = e3 | all_0_8_8 = e3
% 15.43/4.12  																												|
% 15.43/4.12  																													+-Applying beta-rule and splitting (764), into two cases.
% 15.43/4.12  																													|-Branch one:
% 15.43/4.12  																													| (772) all_0_5_5 = e3
% 15.43/4.12  																													|
% 15.43/4.12  																														| Combining equations (772,233) yields a new equation:
% 15.43/4.12  																														| (773) e3 = e1
% 15.43/4.12  																														|
% 15.43/4.12  																														| Simplifying 773 yields:
% 15.43/4.12  																														| (299) e3 = e1
% 15.43/4.12  																														|
% 15.43/4.12  																														| Equations (299) can reduce 132 to:
% 15.43/4.12  																														| (247) $false
% 15.43/4.12  																														|
% 15.43/4.12  																														|-The branch is then unsatisfiable
% 15.43/4.12  																													|-Branch two:
% 15.43/4.12  																													| (776)  ~ (all_0_5_5 = e3)
% 15.43/4.12  																													| (777) all_0_7_7 = e3 | all_0_8_8 = e3
% 15.43/4.12  																													|
% 15.43/4.12  																														+-Applying beta-rule and splitting (777), into two cases.
% 15.43/4.12  																														|-Branch one:
% 15.43/4.12  																														| (784) all_0_7_7 = e3
% 15.43/4.12  																														|
% 15.43/4.12  																															| Equations (784) can reduce 23 to:
% 15.43/4.12  																															| (756)  ~ (all_0_11_11 = e3)
% 15.43/4.12  																															|
% 15.43/4.12  																															| Simplifying 756 yields:
% 15.43/4.12  																															| (66)  ~ (all_0_11_11 = e3)
% 15.43/4.12  																															|
% 15.43/4.12  																															| Equations (784) can reduce 276 to:
% 15.43/4.12  																															| (132)  ~ (e3 = e1)
% 15.43/4.12  																															|
% 15.43/4.12  																															+-Applying beta-rule and splitting (546), into two cases.
% 15.43/4.12  																															|-Branch one:
% 15.43/4.12  																															| (547) all_0_10_10 = e0
% 15.43/4.12  																															|
% 15.43/4.12  																																| Equations (547) can reduce 390 to:
% 15.43/4.12  																																| (247) $false
% 15.43/4.12  																																|
% 15.43/4.12  																																|-The branch is then unsatisfiable
% 15.43/4.12  																															|-Branch two:
% 15.43/4.12  																															| (390)  ~ (all_0_10_10 = e0)
% 15.43/4.12  																															| (550) all_0_11_11 = e0 | all_0_12_12 = e0
% 15.43/4.12  																															|
% 15.43/4.12  																																+-Applying beta-rule and splitting (550), into two cases.
% 15.43/4.12  																																|-Branch one:
% 15.43/4.12  																																| (551) all_0_11_11 = e0
% 15.43/4.12  																																|
% 15.43/4.12  																																	| Equations (551) can reduce 180 to:
% 15.43/4.12  																																	| (538)  ~ (all_0_9_9 = e0)
% 15.43/4.12  																																	|
% 15.43/4.12  																																	| Equations (551) can reduce 202 to:
% 15.43/4.12  																																	| (390)  ~ (all_0_10_10 = e0)
% 15.43/4.12  																																	|
% 15.43/4.12  																																	| Equations (551) can reduce 206 to:
% 15.43/4.12  																																	| (2651)  ~ (all_0_19_19 = e0)
% 15.43/4.12  																																	|
% 15.43/4.12  																																	| Simplifying 2651 yields:
% 15.43/4.12  																																	| (253)  ~ (all_0_19_19 = e0)
% 15.43/4.12  																																	|
% 15.43/4.12  																																	| Equations (551) can reduce 66 to:
% 15.43/4.12  																																	| (713)  ~ (e3 = e0)
% 15.43/4.12  																																	|
% 15.43/4.12  																																	| Simplifying 713 yields:
% 15.43/4.12  																																	| (64)  ~ (e3 = e0)
% 15.43/4.12  																																	|
% 15.43/4.12  																																	| Equations (551) can reduce 1075 to:
% 15.43/4.12  																																	| (541)  ~ (e1 = e0)
% 15.43/4.12  																																	|
% 15.43/4.12  																																	| Simplifying 541 yields:
% 15.43/4.12  																																	| (128)  ~ (e1 = e0)
% 15.43/4.12  																																	|
% 15.43/4.12  																																	+-Applying beta-rule and splitting (11), into two cases.
% 15.43/4.12  																																	|-Branch one:
% 15.43/4.12  																																	| (435) all_0_16_16 = e3
% 15.43/4.12  																																	|
% 15.43/4.12  																																		| Equations (435) can reduce 107 to:
% 15.43/4.12  																																		| (142)  ~ (all_0_9_9 = e3)
% 15.43/4.12  																																		|
% 15.43/4.12  																																		| Equations (435) can reduce 57 to:
% 15.43/4.12  																																		| (2659)  ~ (all_0_19_19 = e3)
% 15.43/4.12  																																		|
% 15.43/4.12  																																		| Simplifying 2659 yields:
% 15.43/4.12  																																		| (1004)  ~ (all_0_19_19 = e3)
% 15.43/4.12  																																		|
% 15.43/4.12  																																		| Equations (435) can reduce 1405 to:
% 15.43/4.12  																																		| (64)  ~ (e3 = e0)
% 15.43/4.12  																																		|
% 15.43/4.12  																																		| From (435) and (78) follows:
% 15.43/4.12  																																		| (1433) op(e0, e4) = e3
% 15.43/4.12  																																		|
% 15.43/4.12  																																		+-Applying beta-rule and splitting (102), into two cases.
% 15.43/4.12  																																		|-Branch one:
% 15.43/4.12  																																		| (274) all_0_19_19 = e1
% 15.43/4.12  																																		|
% 15.43/4.12  																																			| Equations (274) can reduce 1021 to:
% 15.43/4.12  																																			| (247) $false
% 15.43/4.12  																																			|
% 15.43/4.12  																																			|-The branch is then unsatisfiable
% 15.43/4.12  																																		|-Branch two:
% 15.43/4.12  																																		| (1021)  ~ (all_0_19_19 = e1)
% 15.43/4.12  																																		| (2666) all_0_19_19 = e3 | all_0_19_19 = e2 | all_0_19_19 = e0
% 15.43/4.12  																																		|
% 15.43/4.12  																																			+-Applying beta-rule and splitting (2666), into two cases.
% 15.43/4.12  																																			|-Branch one:
% 15.43/4.12  																																			| (922) all_0_19_19 = e0
% 15.43/4.12  																																			|
% 15.43/4.12  																																				| Equations (922) can reduce 253 to:
% 15.43/4.12  																																				| (247) $false
% 15.43/4.12  																																				|
% 15.43/4.12  																																				|-The branch is then unsatisfiable
% 15.43/4.12  																																			|-Branch two:
% 15.43/4.12  																																			| (253)  ~ (all_0_19_19 = e0)
% 15.43/4.12  																																			| (2670) all_0_19_19 = e3 | all_0_19_19 = e2
% 15.43/4.12  																																			|
% 15.43/4.12  																																				+-Applying beta-rule and splitting (2670), into two cases.
% 15.43/4.12  																																				|-Branch one:
% 15.43/4.12  																																				| (946) all_0_19_19 = e3
% 15.43/4.12  																																				|
% 15.43/4.12  																																					| Equations (946) can reduce 1004 to:
% 15.43/4.12  																																					| (247) $false
% 15.43/4.12  																																					|
% 15.43/4.12  																																					|-The branch is then unsatisfiable
% 15.43/4.12  																																				|-Branch two:
% 15.43/4.12  																																				| (1004)  ~ (all_0_19_19 = e3)
% 15.43/4.12  																																				| (651) all_0_19_19 = e2
% 15.43/4.12  																																				|
% 15.43/4.12  																																					| Equations (651) can reduce 204 to:
% 15.43/4.12  																																					| (328)  ~ (all_0_17_17 = e2)
% 15.43/4.12  																																					|
% 15.43/4.12  																																					| Equations (651) can reduce 1004 to:
% 15.43/4.12  																																					| (308)  ~ (e3 = e2)
% 15.43/4.12  																																					|
% 15.43/4.12  																																					| Simplifying 308 yields:
% 15.43/4.12  																																					| (191)  ~ (e3 = e2)
% 15.43/4.12  																																					|
% 15.43/4.12  																																					| Equations (651) can reduce 1021 to:
% 15.43/4.12  																																					| (138)  ~ (e2 = e1)
% 15.43/4.12  																																					|
% 15.43/4.12  																																					| From (651) and (126) follows:
% 15.43/4.12  																																					| (2178) op(e0, e1) = e2
% 15.43/4.12  																																					|
% 15.43/4.12  																																					+-Applying beta-rule and splitting (62), into two cases.
% 15.43/4.12  																																					|-Branch one:
% 15.43/4.12  																																					| (638) all_0_5_5 = e2
% 15.43/4.12  																																					|
% 15.43/4.12  																																						| Combining equations (233,638) yields a new equation:
% 15.43/4.12  																																						| (420) e2 = e1
% 15.43/4.12  																																						|
% 15.43/4.12  																																						| Equations (420) can reduce 138 to:
% 15.43/4.12  																																						| (247) $false
% 15.43/4.12  																																						|
% 15.43/4.12  																																						|-The branch is then unsatisfiable
% 15.43/4.12  																																					|-Branch two:
% 15.43/4.12  																																					| (321)  ~ (all_0_5_5 = e2)
% 15.43/4.12  																																					| (643) all_0_10_10 = e2 | all_0_14_14 = e2 | all_0_17_17 = e2
% 15.43/4.12  																																					|
% 15.43/4.12  																																						+-Applying beta-rule and splitting (292), into two cases.
% 15.43/4.12  																																						|-Branch one:
% 15.43/4.12  																																						| (543) all_0_9_9 = e0
% 15.43/4.12  																																						|
% 15.43/4.12  																																							| Equations (543) can reduce 538 to:
% 15.43/4.12  																																							| (247) $false
% 15.43/4.12  																																							|
% 15.43/4.12  																																							|-The branch is then unsatisfiable
% 15.43/4.12  																																						|-Branch two:
% 15.43/4.12  																																						| (538)  ~ (all_0_9_9 = e0)
% 15.43/4.12  																																						| (602) all_0_9_9 = e4
% 15.43/4.12  																																						|
% 15.43/4.12  																																							| Equations (602) can reduce 142 to:
% 15.43/4.12  																																							| (24)  ~ (e4 = e3)
% 15.43/4.12  																																							|
% 15.43/4.12  																																							| Equations (602) can reduce 285 to:
% 15.43/4.12  																																							| (210)  ~ (e4 = e1)
% 15.43/4.12  																																							|
% 15.43/4.12  																																							| Equations (602) can reduce 538 to:
% 15.43/4.12  																																							| (7)  ~ (e4 = e0)
% 15.43/4.12  																																							|
% 15.43/4.12  																																							+-Applying beta-rule and splitting (643), into two cases.
% 15.43/4.12  																																							|-Branch one:
% 15.43/4.12  																																							| (303) all_0_10_10 = e2
% 15.43/4.12  																																							|
% 15.43/4.12  																																								| Equations (303) can reduce 286 to:
% 15.43/4.12  																																								| (138)  ~ (e2 = e1)
% 15.43/4.12  																																								|
% 15.43/4.12  																																								| Equations (303) can reduce 390 to:
% 15.43/4.12  																																								| (47)  ~ (e2 = e0)
% 15.43/4.12  																																								|
% 15.43/4.12  																																								+-Applying beta-rule and splitting (59), into two cases.
% 15.43/4.12  																																								|-Branch one:
% 15.43/4.12  																																								| (1434) unit = e1
% 15.43/4.12  																																								|
% 15.43/4.12  																																									| From (1434) and (108) follows:
% 15.43/4.12  																																									| (2696) op(e0, e1) = e0
% 15.43/4.12  																																									|
% 15.43/4.12  																																									| Instantiating formula (120) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 15.43/4.12  																																									| (552) e2 = e0
% 15.43/4.12  																																									|
% 15.43/4.12  																																									| Equations (552) can reduce 47 to:
% 15.43/4.12  																																									| (247) $false
% 15.43/4.12  																																									|
% 15.43/4.12  																																									|-The branch is then unsatisfiable
% 15.43/4.12  																																								|-Branch two:
% 15.43/4.12  																																								| (1438)  ~ (unit = e1)
% 15.43/4.12  																																								| (1439) unit = e4 | unit = e3 | unit = e2 | unit = e0
% 15.43/4.12  																																								|
% 15.43/4.12  																																									+-Applying beta-rule and splitting (1439), into two cases.
% 15.43/4.12  																																									|-Branch one:
% 15.43/4.12  																																									| (1440) unit = e0
% 15.43/4.12  																																									|
% 15.43/4.12  																																										| From (1440) and (172) follows:
% 15.43/4.12  																																										| (2244) op(e0, e1) = e1
% 15.43/4.12  																																										|
% 15.43/4.12  																																										| Instantiating formula (120) with e0, e1, e1, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e1, yields:
% 15.43/4.12  																																										| (420) e2 = e1
% 15.43/4.12  																																										|
% 15.43/4.12  																																										| Equations (420) can reduce 138 to:
% 15.43/4.12  																																										| (247) $false
% 15.43/4.12  																																										|
% 15.43/4.12  																																										|-The branch is then unsatisfiable
% 15.43/4.12  																																									|-Branch two:
% 15.43/4.12  																																									| (387)  ~ (unit = e0)
% 15.43/4.12  																																									| (1443) unit = e4 | unit = e3 | unit = e2
% 15.43/4.12  																																									|
% 15.43/4.12  																																										+-Applying beta-rule and splitting (1443), into two cases.
% 15.43/4.12  																																										|-Branch one:
% 15.43/4.12  																																										| (1444) unit = e3
% 15.43/4.12  																																										|
% 15.43/4.12  																																											| Equations (1444) can reduce 1438 to:
% 15.43/4.12  																																											| (132)  ~ (e3 = e1)
% 15.43/4.12  																																											|
% 15.43/4.12  																																											| From (1444) and (186) follows:
% 15.43/4.12  																																											| (2251) op(e1, e3) = e1
% 15.43/4.12  																																											|
% 15.43/4.12  																																											| Instantiating formula (120) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 15.43/4.12  																																											| (299) e3 = e1
% 15.43/4.12  																																											|
% 15.43/4.12  																																											| Equations (299) can reduce 132 to:
% 15.43/4.12  																																											| (247) $false
% 15.43/4.12  																																											|
% 15.43/4.12  																																											|-The branch is then unsatisfiable
% 15.43/4.12  																																										|-Branch two:
% 15.43/4.12  																																										| (343)  ~ (unit = e3)
% 15.43/4.12  																																										| (1453) unit = e4 | unit = e2
% 15.43/4.12  																																										|
% 15.43/4.12  																																											+-Applying beta-rule and splitting (1453), into two cases.
% 15.43/4.12  																																											|-Branch one:
% 15.43/4.12  																																											| (1454) unit = e4
% 15.43/4.12  																																											|
% 15.43/4.12  																																												| From (1454) and (108) follows:
% 15.43/4.12  																																												| (1458) op(e0, e4) = e0
% 15.43/4.12  																																												|
% 15.43/4.12  																																												| Instantiating formula (120) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 15.43/4.12  																																												| (761) e3 = e0
% 15.43/4.12  																																												|
% 15.43/4.12  																																												| Equations (761) can reduce 64 to:
% 15.43/4.12  																																												| (247) $false
% 15.43/4.12  																																												|
% 15.43/4.12  																																												|-The branch is then unsatisfiable
% 15.43/4.12  																																											|-Branch two:
% 15.43/4.12  																																											| (349)  ~ (unit = e4)
% 15.43/4.13  																																											| (1470) unit = e2
% 15.43/4.13  																																											|
% 15.43/4.13  																																												| From (1470) and (108) follows:
% 15.43/4.13  																																												| (1472) op(e0, e2) = e0
% 15.43/4.13  																																												|
% 15.43/4.13  																																												| Instantiating formula (120) with e0, e2, e0, e1 and discharging atoms op(e0, e2) = e1, op(e0, e2) = e0, yields:
% 15.43/4.13  																																												| (246) e1 = e0
% 15.43/4.13  																																												|
% 15.43/4.13  																																												| Equations (246) can reduce 128 to:
% 15.43/4.13  																																												| (247) $false
% 15.43/4.13  																																												|
% 15.43/4.13  																																												|-The branch is then unsatisfiable
% 15.43/4.13  																																							|-Branch two:
% 15.43/4.13  																																							| (294)  ~ (all_0_10_10 = e2)
% 15.43/4.13  																																							| (655) all_0_14_14 = e2 | all_0_17_17 = e2
% 15.43/4.13  																																							|
% 15.43/4.13  																																								+-Applying beta-rule and splitting (174), into two cases.
% 15.43/4.13  																																								|-Branch one:
% 15.43/4.13  																																								| (1500) all_0_16_16 = e4
% 15.43/4.13  																																								|
% 15.43/4.13  																																									| Combining equations (1500,435) yields a new equation:
% 15.43/4.13  																																									| (901) e4 = e3
% 15.43/4.13  																																									|
% 15.43/4.13  																																									| Simplifying 901 yields:
% 15.43/4.13  																																									| (873) e4 = e3
% 15.43/4.13  																																									|
% 15.43/4.13  																																									| Equations (873) can reduce 24 to:
% 15.43/4.13  																																									| (247) $false
% 15.43/4.13  																																									|
% 15.43/4.13  																																									|-The branch is then unsatisfiable
% 15.43/4.13  																																								|-Branch two:
% 15.43/4.13  																																								| (1300)  ~ (all_0_16_16 = e4)
% 15.43/4.13  																																								| (2730) all_0_17_17 = e4 | all_0_18_18 = e4 | all_0_20_20 = e4
% 15.43/4.13  																																								|
% 15.43/4.13  																																									+-Applying beta-rule and splitting (29), into two cases.
% 15.43/4.13  																																									|-Branch one:
% 15.43/4.13  																																									| (927) all_0_0_0 = e4
% 15.43/4.13  																																									|
% 15.43/4.13  																																										| Combining equations (927,795) yields a new equation:
% 15.43/4.13  																																										| (1496) e4 = e0
% 15.43/4.13  																																										|
% 15.43/4.13  																																										| Simplifying 1496 yields:
% 15.43/4.13  																																										| (911) e4 = e0
% 15.43/4.13  																																										|
% 15.43/4.13  																																										| Equations (911) can reduce 7 to:
% 15.43/4.13  																																										| (247) $false
% 15.43/4.13  																																										|
% 15.43/4.13  																																										|-The branch is then unsatisfiable
% 15.43/4.13  																																									|-Branch two:
% 15.43/4.13  																																									| (354)  ~ (all_0_0_0 = e4)
% 15.43/4.13  																																									| (1158) all_0_5_5 = e4 | all_0_10_10 = e4 | all_0_17_17 = e4
% 15.43/4.13  																																									|
% 15.43/4.13  																																										| Equations (795) can reduce 354 to:
% 15.43/4.13  																																										| (796)  ~ (e4 = e0)
% 15.43/4.13  																																										|
% 15.43/4.13  																																										| Simplifying 796 yields:
% 15.43/4.13  																																										| (7)  ~ (e4 = e0)
% 15.43/4.13  																																										|
% 15.43/4.13  																																										+-Applying beta-rule and splitting (2730), into two cases.
% 15.43/4.13  																																										|-Branch one:
% 15.43/4.13  																																										| (688) all_0_17_17 = e4
% 15.43/4.13  																																										|
% 15.43/4.13  																																											| Equations (688) can reduce 328 to:
% 15.43/4.13  																																											| (194)  ~ (e4 = e2)
% 15.43/4.13  																																											|
% 15.43/4.13  																																											+-Applying beta-rule and splitting (655), into two cases.
% 15.43/4.13  																																											|-Branch one:
% 15.43/4.13  																																											| (293) all_0_14_14 = e2
% 15.43/4.13  																																											|
% 15.43/4.13  																																												| Combining equations (310,293) yields a new equation:
% 15.43/4.13  																																												| (657) e3 = e2
% 15.43/4.13  																																												|
% 15.43/4.13  																																												| Simplifying 657 yields:
% 15.43/4.13  																																												| (311) e3 = e2
% 15.43/4.13  																																												|
% 15.43/4.13  																																												| Equations (311) can reduce 191 to:
% 15.43/4.13  																																												| (247) $false
% 15.43/4.13  																																												|
% 15.43/4.13  																																												|-The branch is then unsatisfiable
% 15.43/4.13  																																											|-Branch two:
% 15.43/4.13  																																											| (326)  ~ (all_0_14_14 = e2)
% 15.43/4.13  																																											| (458) all_0_17_17 = e2
% 15.43/4.13  																																											|
% 15.43/4.13  																																												| Combining equations (688,458) yields a new equation:
% 15.43/4.13  																																												| (470) e4 = e2
% 15.43/4.13  																																												|
% 15.43/4.13  																																												| Simplifying 470 yields:
% 15.43/4.13  																																												| (471) e4 = e2
% 15.43/4.13  																																												|
% 15.43/4.13  																																												| Equations (471) can reduce 194 to:
% 15.43/4.13  																																												| (247) $false
% 15.43/4.13  																																												|
% 15.43/4.13  																																												|-The branch is then unsatisfiable
% 15.43/4.13  																																										|-Branch two:
% 15.43/4.13  																																										| (992)  ~ (all_0_17_17 = e4)
% 15.43/4.13  																																										| (2751) all_0_18_18 = e4 | all_0_20_20 = e4
% 15.43/4.13  																																										|
% 15.43/4.13  																																											+-Applying beta-rule and splitting (2751), into two cases.
% 15.43/4.13  																																											|-Branch one:
% 15.43/4.13  																																											| (365) all_0_18_18 = e4
% 15.43/4.13  																																											|
% 15.43/4.13  																																												| Combining equations (365,270) yields a new equation:
% 15.43/4.13  																																												| (331) e4 = e1
% 15.43/4.13  																																												|
% 15.43/4.13  																																												| Simplifying 331 yields:
% 15.43/4.13  																																												| (332) e4 = e1
% 15.43/4.13  																																												|
% 15.43/4.13  																																												| Equations (332) can reduce 210 to:
% 15.43/4.13  																																												| (247) $false
% 15.43/4.13  																																												|
% 15.43/4.13  																																												|-The branch is then unsatisfiable
% 15.43/4.13  																																											|-Branch two:
% 15.43/4.13  																																											| (352)  ~ (all_0_18_18 = e4)
% 15.43/4.13  																																											| (910) all_0_20_20 = e4
% 15.43/4.13  																																											|
% 15.43/4.13  																																												| Combining equations (910,249) yields a new equation:
% 15.43/4.13  																																												| (1496) e4 = e0
% 15.43/4.13  																																												|
% 15.43/4.13  																																												| Simplifying 1496 yields:
% 15.43/4.13  																																												| (911) e4 = e0
% 15.43/4.13  																																												|
% 15.43/4.13  																																												| Equations (911) can reduce 7 to:
% 15.43/4.13  																																												| (247) $false
% 15.43/4.13  																																												|
% 15.43/4.13  																																												|-The branch is then unsatisfiable
% 15.43/4.13  																																	|-Branch two:
% 15.43/4.13  																																	| (995)  ~ (all_0_16_16 = e3)
% 15.43/4.13  																																	| (996) all_0_17_17 = e3 | all_0_19_19 = e3 | all_0_20_20 = e3
% 15.43/4.13  																																	|
% 15.43/4.13  																																		+-Applying beta-rule and splitting (87), into two cases.
% 15.43/4.13  																																		|-Branch one:
% 15.43/4.13  																																		| (572) all_0_4_4 = e3
% 15.43/4.13  																																		|
% 15.43/4.13  																																			| Combining equations (536,572) yields a new equation:
% 15.43/4.13  																																			| (761) e3 = e0
% 15.43/4.13  																																			|
% 15.43/4.13  																																			| Equations (761) can reduce 64 to:
% 15.43/4.13  																																			| (247) $false
% 15.43/4.13  																																			|
% 15.43/4.13  																																			|-The branch is then unsatisfiable
% 15.43/4.13  																																		|-Branch two:
% 15.43/4.13  																																		| (436)  ~ (all_0_4_4 = e3)
% 15.43/4.13  																																		| (2404) all_0_13_13 = e3 | all_0_16_16 = e3
% 15.43/4.13  																																		|
% 15.43/4.13  																																			+-Applying beta-rule and splitting (2404), into two cases.
% 15.43/4.13  																																			|-Branch one:
% 15.43/4.13  																																			| (298) all_0_13_13 = e3
% 15.43/4.13  																																			|
% 15.43/4.13  																																				| Combining equations (224,298) yields a new equation:
% 15.43/4.13  																																				| (299) e3 = e1
% 15.43/4.13  																																				|
% 15.43/4.13  																																				| Equations (299) can reduce 132 to:
% 15.43/4.13  																																				| (247) $false
% 15.43/4.13  																																				|
% 15.43/4.13  																																				|-The branch is then unsatisfiable
% 15.43/4.13  																																			|-Branch two:
% 15.43/4.13  																																			| (301)  ~ (all_0_13_13 = e3)
% 15.43/4.13  																																			| (435) all_0_16_16 = e3
% 15.43/4.13  																																			|
% 15.43/4.13  																																				| Equations (435) can reduce 995 to:
% 15.43/4.13  																																				| (247) $false
% 15.43/4.13  																																				|
% 15.43/4.13  																																				|-The branch is then unsatisfiable
% 15.43/4.13  																																|-Branch two:
% 15.43/4.13  																																| (554)  ~ (all_0_11_11 = e0)
% 15.43/4.13  																																| (555) all_0_12_12 = e0
% 15.43/4.13  																																|
% 15.43/4.13  																																	| Combining equations (282,555) yields a new equation:
% 15.43/4.13  																																	| (245) e1 = e0
% 15.43/4.13  																																	|
% 15.43/4.13  																																	| Simplifying 245 yields:
% 15.43/4.13  																																	| (246) e1 = e0
% 15.43/4.13  																																	|
% 15.43/4.13  																																	| Equations (246) can reduce 128 to:
% 15.43/4.13  																																	| (247) $false
% 15.43/4.13  																																	|
% 15.43/4.13  																																	|-The branch is then unsatisfiable
% 15.43/4.13  																														|-Branch two:
% 15.43/4.13  																														| (787)  ~ (all_0_7_7 = e3)
% 15.43/4.13  																														| (788) all_0_8_8 = e3
% 15.43/4.13  																														|
% 15.43/4.13  																															| Combining equations (872,788) yields a new equation:
% 15.43/4.13  																															| (901) e4 = e3
% 15.43/4.13  																															|
% 15.43/4.13  																															| Simplifying 901 yields:
% 15.43/4.13  																															| (873) e4 = e3
% 15.43/4.13  																															|
% 15.43/4.13  																															| Equations (873) can reduce 24 to:
% 15.43/4.13  																															| (247) $false
% 15.43/4.13  																															|
% 15.43/4.13  																															|-The branch is then unsatisfiable
% 15.43/4.13  																										|-Branch two:
% 15.43/4.13  																										| (558)  ~ (all_0_4_4 = e0)
% 15.43/4.13  																										| (563) all_0_9_9 = e0 | all_0_16_16 = e0
% 15.43/4.13  																										|
% 15.43/4.13  																											+-Applying beta-rule and splitting (148), into two cases.
% 15.43/4.13  																											|-Branch one:
% 15.43/4.13  																											| (564) all_0_4_4 = e1
% 15.43/4.13  																											|
% 15.43/4.13  																												| Equations (564) can reduce 225 to:
% 15.43/4.13  																												| (247) $false
% 15.43/4.13  																												|
% 15.43/4.13  																												|-The branch is then unsatisfiable
% 15.43/4.13  																											|-Branch two:
% 15.43/4.13  																											| (225)  ~ (all_0_4_4 = e1)
% 15.43/4.13  																											| (567) all_0_4_4 = e4 | all_0_4_4 = e3 | all_0_4_4 = e0
% 15.43/4.13  																											|
% 15.43/4.13  																												+-Applying beta-rule and splitting (567), into two cases.
% 15.43/4.13  																												|-Branch one:
% 15.43/4.13  																												| (536) all_0_4_4 = e0
% 15.43/4.13  																												|
% 15.43/4.13  																													| Equations (536) can reduce 558 to:
% 15.43/4.13  																													| (247) $false
% 15.43/4.13  																													|
% 15.43/4.13  																													|-The branch is then unsatisfiable
% 15.43/4.13  																												|-Branch two:
% 15.43/4.13  																												| (558)  ~ (all_0_4_4 = e0)
% 15.43/4.13  																												| (571) all_0_4_4 = e4 | all_0_4_4 = e3
% 15.43/4.13  																												|
% 15.43/4.13  																													+-Applying beta-rule and splitting (563), into two cases.
% 15.43/4.13  																													|-Branch one:
% 15.43/4.13  																													| (543) all_0_9_9 = e0
% 15.43/4.13  																													|
% 15.43/4.13  																														| Equations (543) can reduce 180 to:
% 15.43/4.13  																														| (1727)  ~ (all_0_11_11 = e0)
% 15.43/4.13  																														|
% 15.43/4.13  																														| Simplifying 1727 yields:
% 15.43/4.13  																														| (554)  ~ (all_0_11_11 = e0)
% 15.43/4.13  																														|
% 15.43/4.13  																														| Equations (543) can reduce 107 to:
% 15.43/4.13  																														| (2620)  ~ (all_0_16_16 = e0)
% 15.43/4.13  																														|
% 15.43/4.13  																														| Simplifying 2620 yields:
% 15.43/4.13  																														| (1405)  ~ (all_0_16_16 = e0)
% 15.43/4.13  																														|
% 15.43/4.13  																														| Equations (543) can reduce 285 to:
% 15.43/4.13  																														| (541)  ~ (e1 = e0)
% 15.43/4.13  																														|
% 15.43/4.13  																														| Simplifying 541 yields:
% 15.43/4.13  																														| (128)  ~ (e1 = e0)
% 15.43/4.13  																														|
% 15.43/4.13  																														+-Applying beta-rule and splitting (162), into two cases.
% 15.43/4.13  																														|-Branch one:
% 15.43/4.13  																														| (767) all_0_2_2 = e0
% 15.43/4.13  																														|
% 15.43/4.13  																															| Combining equations (767,1371) yields a new equation:
% 15.43/4.13  																															| (246) e1 = e0
% 15.43/4.13  																															|
% 15.43/4.13  																															| Equations (246) can reduce 128 to:
% 15.43/4.13  																															| (247) $false
% 15.43/4.13  																															|
% 15.43/4.13  																															|-The branch is then unsatisfiable
% 15.43/4.13  																														|-Branch two:
% 15.43/4.13  																														| (770)  ~ (all_0_2_2 = e0)
% 15.43/4.13  																														| (771) all_0_7_7 = e0 | all_0_11_11 = e0 | all_0_19_19 = e0
% 15.43/4.13  																														|
% 15.43/4.13  																															+-Applying beta-rule and splitting (571), into two cases.
% 15.43/4.13  																															|-Branch one:
% 15.43/4.13  																															| (572) all_0_4_4 = e3
% 15.43/4.13  																															|
% 15.43/4.13  																																| Equations (572) can reduce 41 to:
% 15.43/4.13  																																| (1704)  ~ (all_0_7_7 = e3)
% 15.43/4.13  																																|
% 15.43/4.13  																																| Simplifying 1704 yields:
% 15.43/4.13  																																| (787)  ~ (all_0_7_7 = e3)
% 15.43/4.13  																																|
% 15.43/4.13  																																| Equations (572) can reduce 187 to:
% 15.43/4.13  																																| (191)  ~ (e3 = e2)
% 15.43/4.13  																																|
% 15.43/4.13  																																| Equations (572) can reduce 225 to:
% 15.43/4.13  																																| (132)  ~ (e3 = e1)
% 15.43/4.13  																																|
% 15.43/4.13  																																+-Applying beta-rule and splitting (37), into two cases.
% 15.43/4.13  																																|-Branch one:
% 15.43/4.13  																																| (254) all_0_16_16 = e1
% 15.43/4.13  																																|
% 15.43/4.13  																																	| Equations (254) can reduce 231 to:
% 15.43/4.13  																																	| (247) $false
% 15.43/4.13  																																	|
% 15.43/4.13  																																	|-The branch is then unsatisfiable
% 15.43/4.13  																																|-Branch two:
% 15.43/4.13  																																| (231)  ~ (all_0_16_16 = e1)
% 15.43/4.13  																																| (1682) all_0_16_16 = e4 | all_0_16_16 = e3 | all_0_16_16 = e0
% 15.43/4.13  																																|
% 15.43/4.13  																																	+-Applying beta-rule and splitting (771), into two cases.
% 15.43/4.13  																																	|-Branch one:
% 15.43/4.13  																																	| (778) all_0_7_7 = e0
% 15.43/4.13  																																	|
% 15.43/4.13  																																		| Equations (778) can reduce 209 to:
% 15.43/4.13  																																		| (796)  ~ (e4 = e0)
% 15.43/4.13  																																		|
% 15.43/4.13  																																		| Simplifying 796 yields:
% 15.43/4.13  																																		| (7)  ~ (e4 = e0)
% 15.43/4.13  																																		|
% 15.43/4.13  																																		| Equations (778) can reduce 787 to:
% 15.43/4.13  																																		| (713)  ~ (e3 = e0)
% 15.43/4.13  																																		|
% 15.43/4.13  																																		| Simplifying 713 yields:
% 15.43/4.13  																																		| (64)  ~ (e3 = e0)
% 15.43/4.13  																																		|
% 15.43/4.13  																																		+-Applying beta-rule and splitting (170), into two cases.
% 15.43/4.13  																																		|-Branch one:
% 15.43/4.13  																																		| (602) all_0_9_9 = e4
% 15.43/4.13  																																		|
% 15.43/4.13  																																			| Combining equations (543,602) yields a new equation:
% 15.43/4.13  																																			| (911) e4 = e0
% 15.43/4.13  																																			|
% 15.43/4.13  																																			| Equations (911) can reduce 7 to:
% 15.43/4.13  																																			| (247) $false
% 15.43/4.13  																																			|
% 15.43/4.13  																																			|-The branch is then unsatisfiable
% 15.43/4.13  																																		|-Branch two:
% 15.43/4.13  																																		| (577)  ~ (all_0_9_9 = e4)
% 15.43/4.13  																																		| (957) all_0_10_10 = e4 | all_0_12_12 = e4
% 15.43/4.13  																																		|
% 15.43/4.13  																																			+-Applying beta-rule and splitting (179), into two cases.
% 15.43/4.13  																																			|-Branch one:
% 15.43/4.13  																																			| (755) all_0_2_2 = e3
% 15.43/4.13  																																			|
% 15.43/4.13  																																				| Combining equations (1371,755) yields a new equation:
% 15.43/4.13  																																				| (299) e3 = e1
% 15.43/4.13  																																				|
% 15.43/4.13  																																				| Equations (299) can reduce 132 to:
% 15.43/4.13  																																				| (247) $false
% 15.43/4.13  																																				|
% 15.43/4.13  																																				|-The branch is then unsatisfiable
% 15.43/4.13  																																			|-Branch two:
% 15.43/4.13  																																			| (925)  ~ (all_0_2_2 = e3)
% 15.43/4.13  																																			| (926) all_0_7_7 = e3 | all_0_19_19 = e3
% 15.43/4.13  																																			|
% 15.43/4.13  																																				+-Applying beta-rule and splitting (957), into two cases.
% 15.43/4.13  																																				|-Branch one:
% 15.43/4.13  																																				| (589) all_0_10_10 = e4
% 15.43/4.13  																																				|
% 15.43/4.13  																																					+-Applying beta-rule and splitting (163), into two cases.
% 15.43/4.13  																																					|-Branch one:
% 15.43/4.13  																																					| (303) all_0_10_10 = e2
% 15.43/4.13  																																					|
% 15.43/4.13  																																						| Combining equations (589,303) yields a new equation:
% 15.43/4.13  																																						| (470) e4 = e2
% 15.43/4.13  																																						|
% 15.43/4.13  																																						| Simplifying 470 yields:
% 15.43/4.13  																																						| (471) e4 = e2
% 15.43/4.13  																																						|
% 15.43/4.13  																																						| Equations (471) can reduce 194 to:
% 15.43/4.13  																																						| (247) $false
% 15.43/4.13  																																						|
% 15.43/4.13  																																						|-The branch is then unsatisfiable
% 15.43/4.13  																																					|-Branch two:
% 15.43/4.13  																																					| (294)  ~ (all_0_10_10 = e2)
% 15.43/4.13  																																					| (306) all_0_11_11 = e2 | all_0_12_12 = e2
% 15.43/4.13  																																					|
% 15.43/4.13  																																						| Equations (589) can reduce 294 to:
% 15.43/4.13  																																						| (194)  ~ (e4 = e2)
% 15.43/4.13  																																						|
% 15.43/4.13  																																						+-Applying beta-rule and splitting (3), into two cases.
% 15.43/4.13  																																						|-Branch one:
% 15.43/4.13  																																						| (316) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)) | (all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1))
% 15.43/4.13  																																						|
% 15.43/4.13  																																							+-Applying beta-rule and splitting (316), into two cases.
% 15.43/4.13  																																							|-Branch one:
% 15.43/4.13  																																							| (317) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0))
% 15.43/4.14  																																							|
% 15.43/4.14  																																								+-Applying beta-rule and splitting (317), into two cases.
% 15.43/4.14  																																								|-Branch one:
% 15.43/4.14  																																								| (318) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0))
% 15.43/4.14  																																								|
% 15.43/4.14  																																									+-Applying beta-rule and splitting (318), into two cases.
% 15.43/4.14  																																									|-Branch one:
% 15.43/4.14  																																									| (319) all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)
% 15.43/4.14  																																									|
% 15.43/4.14  																																										| Applying alpha-rule on (319) yields:
% 15.43/4.14  																																										| (320)  ~ (all_0_8_8 = e2)
% 15.43/4.14  																																										| (321)  ~ (all_0_5_5 = e2)
% 15.43/4.14  																																										| (322)  ~ (all_0_11_11 = e2)
% 15.43/4.14  																																										| (323)  ~ (all_0_12_12 = e2)
% 15.43/4.14  																																										| (324)  ~ (all_0_20_20 = e2)
% 15.43/4.14  																																										| (325)  ~ (unit = e2)
% 15.43/4.14  																																										| (326)  ~ (all_0_14_14 = e2)
% 15.43/4.14  																																										| (327)  ~ (all_0_19_19 = e2) | all_0_18_18 = e1
% 15.43/4.14  																																										| (328)  ~ (all_0_17_17 = e2)
% 15.43/4.14  																																										| (329)  ~ (all_0_7_7 = e2) | all_0_6_6 = e1
% 15.43/4.14  																																										| (330) all_0_1_1 = e4
% 15.43/4.14  																																										|
% 15.43/4.14  																																										| Equations (310) can reduce 326 to:
% 15.43/4.14  																																										| (191)  ~ (e3 = e2)
% 15.43/4.14  																																										|
% 15.43/4.14  																																										| Equations (249) can reduce 324 to:
% 15.43/4.14  																																										| (539)  ~ (e2 = e0)
% 15.43/4.14  																																										|
% 15.43/4.14  																																										| Simplifying 539 yields:
% 15.43/4.14  																																										| (47)  ~ (e2 = e0)
% 15.43/4.14  																																										|
% 15.43/4.14  																																										+-Applying beta-rule and splitting (99), into two cases.
% 15.43/4.14  																																										|-Branch one:
% 15.43/4.14  																																										| (634) all_0_7_7 = e2
% 15.43/4.14  																																										|
% 15.43/4.14  																																											| Combining equations (634,778) yields a new equation:
% 15.43/4.14  																																											| (779) e2 = e0
% 15.43/4.14  																																											|
% 15.43/4.14  																																											| Simplifying 779 yields:
% 15.43/4.14  																																											| (552) e2 = e0
% 15.43/4.14  																																											|
% 15.43/4.14  																																											| Equations (552) can reduce 47 to:
% 15.43/4.14  																																											| (247) $false
% 15.43/4.14  																																											|
% 15.43/4.14  																																											|-The branch is then unsatisfiable
% 15.43/4.14  																																										|-Branch two:
% 15.43/4.14  																																										| (444)  ~ (all_0_7_7 = e2)
% 15.43/4.14  																																										| (637) all_0_11_11 = e2 | all_0_19_19 = e2
% 15.43/4.14  																																										|
% 15.43/4.14  																																											+-Applying beta-rule and splitting (926), into two cases.
% 15.43/4.14  																																											|-Branch one:
% 15.43/4.14  																																											| (784) all_0_7_7 = e3
% 15.43/4.14  																																											|
% 15.43/4.14  																																												| Combining equations (784,778) yields a new equation:
% 15.43/4.14  																																												| (1006) e3 = e0
% 15.43/4.14  																																												|
% 15.43/4.14  																																												| Simplifying 1006 yields:
% 15.43/4.14  																																												| (761) e3 = e0
% 15.43/4.14  																																												|
% 15.43/4.14  																																												| Equations (761) can reduce 64 to:
% 15.43/4.14  																																												| (247) $false
% 15.43/4.14  																																												|
% 15.43/4.14  																																												|-The branch is then unsatisfiable
% 15.43/4.14  																																											|-Branch two:
% 15.43/4.14  																																											| (787)  ~ (all_0_7_7 = e3)
% 15.43/4.14  																																											| (946) all_0_19_19 = e3
% 15.43/4.14  																																											|
% 15.43/4.14  																																												+-Applying beta-rule and splitting (637), into two cases.
% 15.43/4.14  																																												|-Branch one:
% 15.43/4.14  																																												| (307) all_0_11_11 = e2
% 15.43/4.14  																																												|
% 15.43/4.14  																																													| Equations (307) can reduce 322 to:
% 15.43/4.14  																																													| (247) $false
% 15.43/4.14  																																													|
% 15.43/4.14  																																													|-The branch is then unsatisfiable
% 15.43/4.14  																																												|-Branch two:
% 15.43/4.14  																																												| (322)  ~ (all_0_11_11 = e2)
% 15.43/4.14  																																												| (651) all_0_19_19 = e2
% 15.43/4.14  																																												|
% 15.43/4.14  																																													| Combining equations (946,651) yields a new equation:
% 15.43/4.14  																																													| (657) e3 = e2
% 15.43/4.14  																																													|
% 15.43/4.14  																																													| Simplifying 657 yields:
% 15.43/4.14  																																													| (311) e3 = e2
% 15.43/4.14  																																													|
% 15.43/4.14  																																													| Equations (311) can reduce 191 to:
% 15.43/4.14  																																													| (247) $false
% 15.43/4.14  																																													|
% 15.43/4.14  																																													|-The branch is then unsatisfiable
% 15.43/4.14  																																									|-Branch two:
% 15.43/4.14  																																									| (334) all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)
% 15.43/4.14  																																									|
% 15.43/4.14  																																										| Applying alpha-rule on (334) yields:
% 15.43/4.14  																																										| (301)  ~ (all_0_13_13 = e3)
% 15.43/4.14  																																										| (336)  ~ (all_0_3_3 = e3) | all_0_0_0 = e0
% 15.43/4.14  																																										| (337)  ~ (all_0_19_19 = e3) | all_0_17_17 = e1
% 15.43/4.14  																																										| (338)  ~ (all_0_16_16 = e3) | all_0_17_17 = e4
% 15.43/4.14  																																										| (339)  ~ (all_0_4_4 = e3) | all_0_5_5 = e4
% 15.43/4.14  																																										| (340)  ~ (all_0_15_15 = e3)
% 15.43/4.14  																																										| (341)  ~ (all_0_20_20 = e3) | all_0_17_17 = e0
% 15.43/4.14  																																										| (303) all_0_10_10 = e2
% 15.43/4.14  																																										| (343)  ~ (unit = e3)
% 15.43/4.14  																																										| (344)  ~ (all_0_7_7 = e3) | all_0_5_5 = e1
% 15.43/4.14  																																										| (345)  ~ (all_0_2_2 = e3) | all_0_0_0 = e1
% 15.43/4.14  																																										| (346)  ~ (all_0_8_8 = e3) | all_0_5_5 = e0
% 15.43/4.14  																																										|
% 15.43/4.14  																																										| Combining equations (589,303) yields a new equation:
% 15.43/4.14  																																										| (470) e4 = e2
% 15.43/4.14  																																										|
% 15.43/4.14  																																										| Simplifying 470 yields:
% 15.43/4.14  																																										| (471) e4 = e2
% 15.43/4.14  																																										|
% 15.43/4.14  																																										| Equations (471) can reduce 194 to:
% 15.43/4.14  																																										| (247) $false
% 15.43/4.14  																																										|
% 15.43/4.14  																																										|-The branch is then unsatisfiable
% 15.43/4.14  																																								|-Branch two:
% 15.43/4.14  																																								| (348) all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)
% 15.43/4.14  																																								|
% 15.43/4.14  																																									| Applying alpha-rule on (348) yields:
% 15.43/4.14  																																									| (349)  ~ (unit = e4)
% 15.43/4.14  																																									| (350)  ~ (all_0_6_6 = e4)
% 15.43/4.14  																																									| (351)  ~ (all_0_12_12 = e4) | all_0_9_9 = e0
% 15.43/4.14  																																									| (352)  ~ (all_0_18_18 = e4)
% 15.43/4.14  																																									| (353)  ~ (all_0_20_20 = e4) | all_0_16_16 = e0
% 15.43/4.14  																																									| (354)  ~ (all_0_0_0 = e4)
% 15.43/4.14  																																									| (355)  ~ (all_0_10_10 = e4)
% 15.43/4.14  																																									| (356)  ~ (all_0_3_3 = e4)
% 15.43/4.14  																																									| (224) all_0_13_13 = e1
% 15.43/4.14  																																									| (358)  ~ (all_0_5_5 = e4) | all_0_4_4 = e3
% 15.43/4.14  																																									| (359)  ~ (all_0_8_8 = e4) | all_0_4_4 = e0
% 15.43/4.14  																																									| (360)  ~ (all_0_17_17 = e4) | all_0_16_16 = e3
% 15.43/4.14  																																									|
% 15.43/4.14  																																									| Equations (589) can reduce 355 to:
% 15.43/4.14  																																									| (247) $false
% 15.43/4.14  																																									|
% 15.43/4.14  																																									|-The branch is then unsatisfiable
% 15.43/4.14  																																							|-Branch two:
% 15.43/4.14  																																							| (379) all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1)
% 15.43/4.14  																																							|
% 15.43/4.14  																																								| Applying alpha-rule on (379) yields:
% 15.43/4.14  																																								| (380) all_0_15_15 = e2
% 15.43/4.14  																																								| (381)  ~ (all_0_11_11 = e0) | all_0_12_12 = e1
% 15.43/4.14  																																								| (382)  ~ (all_0_4_4 = e0) | all_0_8_8 = e4
% 15.43/4.14  																																								| (383)  ~ (all_0_17_17 = e0) | all_0_20_20 = e3
% 15.43/4.14  																																								| (384)  ~ (all_0_2_2 = e0) | all_0_3_3 = e1
% 15.43/4.14  																																								| (385)  ~ (all_0_9_9 = e0) | all_0_12_12 = e4
% 15.43/4.14  																																								| (386)  ~ (all_0_7_7 = e0) | all_0_8_8 = e1
% 15.43/4.14  																																								| (387)  ~ (unit = e0)
% 15.43/4.14  																																								| (388)  ~ (all_0_19_19 = e0) | all_0_20_20 = e1
% 15.43/4.14  																																								| (389)  ~ (all_0_0_0 = e0) | all_0_3_3 = e3
% 15.43/4.14  																																								| (390)  ~ (all_0_10_10 = e0)
% 15.43/4.14  																																								| (391)  ~ (all_0_5_5 = e0) | all_0_8_8 = e3
% 15.43/4.14  																																								| (392)  ~ (all_0_16_16 = e0) | all_0_20_20 = e4
% 15.43/4.14  																																								|
% 15.43/4.14  																																								+-Applying beta-rule and splitting (174), into two cases.
% 15.43/4.14  																																								|-Branch one:
% 15.43/4.14  																																								| (1500) all_0_16_16 = e4
% 15.43/4.14  																																								|
% 15.43/4.14  																																									| Equations (1500) can reduce 231 to:
% 15.43/4.14  																																									| (210)  ~ (e4 = e1)
% 15.43/4.14  																																									|
% 15.43/4.14  																																									+-Applying beta-rule and splitting (386), into two cases.
% 15.43/4.14  																																									|-Branch one:
% 15.43/4.14  																																									| (710)  ~ (all_0_7_7 = e0)
% 15.43/4.14  																																									|
% 15.43/4.14  																																										| Equations (778) can reduce 710 to:
% 15.43/4.14  																																										| (247) $false
% 15.43/4.14  																																										|
% 15.43/4.14  																																										|-The branch is then unsatisfiable
% 15.43/4.14  																																									|-Branch two:
% 15.43/4.14  																																									| (778) all_0_7_7 = e0
% 15.43/4.14  																																									| (266) all_0_8_8 = e1
% 15.43/4.14  																																									|
% 15.43/4.14  																																										| Combining equations (872,266) yields a new equation:
% 15.43/4.14  																																										| (331) e4 = e1
% 15.43/4.14  																																										|
% 15.43/4.14  																																										| Simplifying 331 yields:
% 15.43/4.14  																																										| (332) e4 = e1
% 15.43/4.14  																																										|
% 15.43/4.14  																																										| Equations (332) can reduce 210 to:
% 15.43/4.14  																																										| (247) $false
% 15.43/4.14  																																										|
% 15.43/4.14  																																										|-The branch is then unsatisfiable
% 15.43/4.14  																																								|-Branch two:
% 15.43/4.14  																																								| (1300)  ~ (all_0_16_16 = e4)
% 15.43/4.14  																																								| (2730) all_0_17_17 = e4 | all_0_18_18 = e4 | all_0_20_20 = e4
% 15.43/4.14  																																								|
% 15.43/4.14  																																									+-Applying beta-rule and splitting (1682), into two cases.
% 15.43/4.14  																																									|-Branch one:
% 15.43/4.14  																																									| (1503) all_0_16_16 = e0
% 15.43/4.14  																																									|
% 15.43/4.14  																																										| Equations (1503) can reduce 1405 to:
% 15.43/4.14  																																										| (247) $false
% 15.43/4.14  																																										|
% 15.43/4.14  																																										|-The branch is then unsatisfiable
% 15.43/4.14  																																									|-Branch two:
% 15.43/4.14  																																									| (1405)  ~ (all_0_16_16 = e0)
% 15.43/4.14  																																									| (1690) all_0_16_16 = e4 | all_0_16_16 = e3
% 15.43/4.14  																																									|
% 15.43/4.14  																																										+-Applying beta-rule and splitting (926), into two cases.
% 15.43/4.14  																																										|-Branch one:
% 15.43/4.14  																																										| (784) all_0_7_7 = e3
% 15.43/4.14  																																										|
% 15.43/4.14  																																											| Combining equations (784,778) yields a new equation:
% 15.43/4.14  																																											| (1006) e3 = e0
% 15.43/4.14  																																											|
% 15.43/4.14  																																											| Simplifying 1006 yields:
% 15.43/4.14  																																											| (761) e3 = e0
% 15.43/4.14  																																											|
% 15.43/4.14  																																											| Equations (761) can reduce 64 to:
% 15.43/4.14  																																											| (247) $false
% 15.43/4.14  																																											|
% 15.43/4.14  																																											|-The branch is then unsatisfiable
% 15.43/4.14  																																										|-Branch two:
% 15.43/4.14  																																										| (787)  ~ (all_0_7_7 = e3)
% 15.43/4.14  																																										| (946) all_0_19_19 = e3
% 15.43/4.14  																																										|
% 15.43/4.14  																																											| Equations (946) can reduce 57 to:
% 15.43/4.14  																																											| (995)  ~ (all_0_16_16 = e3)
% 15.43/4.14  																																											|
% 15.43/4.14  																																											+-Applying beta-rule and splitting (1690), into two cases.
% 15.43/4.14  																																											|-Branch one:
% 15.43/4.14  																																											| (435) all_0_16_16 = e3
% 15.43/4.14  																																											|
% 15.43/4.14  																																												| Equations (435) can reduce 995 to:
% 15.43/4.14  																																												| (247) $false
% 15.43/4.14  																																												|
% 15.43/4.14  																																												|-The branch is then unsatisfiable
% 15.43/4.14  																																											|-Branch two:
% 15.43/4.14  																																											| (995)  ~ (all_0_16_16 = e3)
% 15.43/4.14  																																											| (1500) all_0_16_16 = e4
% 15.43/4.14  																																											|
% 15.43/4.14  																																												| Equations (1500) can reduce 1300 to:
% 15.43/4.14  																																												| (247) $false
% 15.43/4.14  																																												|
% 15.43/4.14  																																												|-The branch is then unsatisfiable
% 15.43/4.14  																																						|-Branch two:
% 15.43/4.14  																																						| (395)  ~ (all_0_1_1 = e1) &  ~ (all_0_4_4 = e1) &  ~ (all_0_9_9 = e1) &  ~ (all_0_10_10 = e1) &  ~ (all_0_14_14 = e1) &  ~ (all_0_15_15 = e1) &  ~ (all_0_16_16 = e1) & ( ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))) & ( ~ (all_0_2_2 = e1) |  ~ (unit = e1)) & ( ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))) & ( ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))) & ( ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))) & ( ~ (all_0_7_7 = e1) |  ~ (unit = e1)) & ( ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))) & ( ~ (all_0_11_11 = e1) |  ~ (unit = e1)) & ( ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))) & ( ~ (all_0_13_13 = e1) |  ~ (unit = e1)) & ( ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))) & ( ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))) & ( ~ (all_0_19_19 = e1) |  ~ (unit = e1)) & ( ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1)))
% 15.43/4.14  																																						|
% 15.43/4.14  																																							| Applying alpha-rule on (395) yields:
% 15.43/4.14  																																							| (396)  ~ (all_0_1_1 = e1)
% 15.43/4.14  																																							| (397)  ~ (all_0_7_7 = e1) |  ~ (unit = e1)
% 15.43/4.14  																																							| (227)  ~ (all_0_14_14 = e1)
% 15.43/4.14  																																							| (225)  ~ (all_0_4_4 = e1)
% 15.43/4.14  																																							| (400)  ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))
% 15.43/4.14  																																							| (401)  ~ (all_0_11_11 = e1) |  ~ (unit = e1)
% 15.43/4.14  																																							| (402)  ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))
% 15.43/4.14  																																							| (403)  ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))
% 15.43/4.14  																																							| (231)  ~ (all_0_16_16 = e1)
% 15.43/4.14  																																							| (405)  ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1))
% 15.43/4.14  																																							| (286)  ~ (all_0_10_10 = e1)
% 15.43/4.14  																																							| (407)  ~ (all_0_13_13 = e1) |  ~ (unit = e1)
% 15.43/4.14  																																							| (408)  ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))
% 15.43/4.14  																																							| (409)  ~ (all_0_19_19 = e1) |  ~ (unit = e1)
% 15.43/4.14  																																							| (410)  ~ (all_0_2_2 = e1) |  ~ (unit = e1)
% 15.43/4.14  																																							| (411)  ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))
% 15.43/4.14  																																							| (412)  ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))
% 15.43/4.14  																																							| (413)  ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))
% 15.43/4.14  																																							| (285)  ~ (all_0_9_9 = e1)
% 15.43/4.14  																																							| (229)  ~ (all_0_15_15 = e1)
% 15.43/4.14  																																							| (416)  ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))
% 15.43/4.14  																																							|
% 15.43/4.14  																																							+-Applying beta-rule and splitting (926), into two cases.
% 15.43/4.14  																																							|-Branch one:
% 15.43/4.14  																																							| (784) all_0_7_7 = e3
% 15.43/4.14  																																							|
% 15.43/4.14  																																								| Combining equations (784,778) yields a new equation:
% 15.43/4.14  																																								| (1006) e3 = e0
% 15.43/4.14  																																								|
% 15.43/4.14  																																								| Simplifying 1006 yields:
% 15.43/4.14  																																								| (761) e3 = e0
% 15.43/4.14  																																								|
% 15.43/4.14  																																								| Equations (761) can reduce 64 to:
% 15.43/4.14  																																								| (247) $false
% 15.43/4.14  																																								|
% 15.43/4.14  																																								|-The branch is then unsatisfiable
% 15.43/4.14  																																							|-Branch two:
% 15.43/4.14  																																							| (787)  ~ (all_0_7_7 = e3)
% 15.43/4.14  																																							| (946) all_0_19_19 = e3
% 15.43/4.15  																																							|
% 15.43/4.15  																																								+-Applying beta-rule and splitting (412), into two cases.
% 15.43/4.15  																																								|-Branch one:
% 15.43/4.15  																																								| (222)  ~ (all_0_18_18 = e1)
% 15.43/4.15  																																								|
% 15.43/4.15  																																									| Equations (270) can reduce 222 to:
% 15.43/4.15  																																									| (247) $false
% 15.43/4.15  																																									|
% 15.43/4.15  																																									|-The branch is then unsatisfiable
% 15.43/4.15  																																								|-Branch two:
% 15.43/4.15  																																								| (270) all_0_18_18 = e1
% 15.43/4.15  																																								| (2977) all_0_19_19 = e2 &  ~ (unit = e1)
% 15.43/4.15  																																								|
% 15.43/4.15  																																									| Applying alpha-rule on (2977) yields:
% 15.43/4.15  																																									| (651) all_0_19_19 = e2
% 15.43/4.15  																																									| (1438)  ~ (unit = e1)
% 15.43/4.15  																																									|
% 15.43/4.15  																																									| Combining equations (946,651) yields a new equation:
% 15.43/4.15  																																									| (657) e3 = e2
% 15.43/4.15  																																									|
% 15.43/4.15  																																									| Simplifying 657 yields:
% 15.43/4.15  																																									| (311) e3 = e2
% 15.43/4.15  																																									|
% 15.43/4.15  																																									| Equations (311) can reduce 191 to:
% 15.43/4.15  																																									| (247) $false
% 15.43/4.15  																																									|
% 15.43/4.15  																																									|-The branch is then unsatisfiable
% 15.43/4.15  																																				|-Branch two:
% 15.43/4.15  																																				| (355)  ~ (all_0_10_10 = e4)
% 15.43/4.15  																																				| (594) all_0_12_12 = e4
% 15.43/4.15  																																				|
% 15.43/4.15  																																					| Combining equations (594,282) yields a new equation:
% 15.43/4.15  																																					| (331) e4 = e1
% 15.43/4.15  																																					|
% 15.43/4.15  																																					| Simplifying 331 yields:
% 15.43/4.15  																																					| (332) e4 = e1
% 15.43/4.15  																																					|
% 15.43/4.15  																																					| Equations (332) can reduce 210 to:
% 15.43/4.15  																																					| (247) $false
% 15.43/4.15  																																					|
% 15.43/4.15  																																					|-The branch is then unsatisfiable
% 15.43/4.15  																																	|-Branch two:
% 15.43/4.15  																																	| (710)  ~ (all_0_7_7 = e0)
% 15.43/4.15  																																	| (783) all_0_11_11 = e0 | all_0_19_19 = e0
% 15.43/4.15  																																	|
% 15.43/4.15  																																		+-Applying beta-rule and splitting (783), into two cases.
% 15.43/4.15  																																		|-Branch one:
% 15.43/4.15  																																		| (551) all_0_11_11 = e0
% 15.43/4.15  																																		|
% 15.43/4.15  																																			| Equations (551) can reduce 554 to:
% 15.43/4.15  																																			| (247) $false
% 15.43/4.15  																																			|
% 15.43/4.15  																																			|-The branch is then unsatisfiable
% 15.43/4.15  																																		|-Branch two:
% 15.43/4.15  																																		| (554)  ~ (all_0_11_11 = e0)
% 15.43/4.15  																																		| (922) all_0_19_19 = e0
% 15.43/4.15  																																		|
% 15.43/4.15  																																			| Equations (922) can reduce 253 to:
% 15.43/4.15  																																			| (247) $false
% 15.43/4.15  																																			|
% 15.43/4.15  																																			|-The branch is then unsatisfiable
% 15.43/4.15  																															|-Branch two:
% 15.43/4.15  																															| (436)  ~ (all_0_4_4 = e3)
% 15.43/4.15  																															| (575) all_0_4_4 = e4
% 15.43/4.15  																															|
% 15.43/4.15  																																| Equations (575) can reduce 697 to:
% 15.43/4.15  																																| (247) $false
% 15.43/4.15  																																|
% 15.43/4.15  																																|-The branch is then unsatisfiable
% 15.43/4.15  																													|-Branch two:
% 15.43/4.15  																													| (538)  ~ (all_0_9_9 = e0)
% 15.43/4.15  																													| (1503) all_0_16_16 = e0
% 15.43/4.15  																													|
% 15.43/4.15  																														| Equations (1503) can reduce 1405 to:
% 15.43/4.15  																														| (247) $false
% 15.43/4.15  																														|
% 15.43/4.15  																														|-The branch is then unsatisfiable
% 15.43/4.15  																							|-Branch two:
% 15.43/4.15  																							| (701)  ~ (all_0_8_8 = e4)
% 15.43/4.15  																							| (954) all_0_8_8 = e2
% 15.43/4.15  																							|
% 15.43/4.15  																								| Equations (954) can reduce 320 to:
% 15.43/4.15  																								| (247) $false
% 15.43/4.15  																								|
% 15.43/4.15  																								|-The branch is then unsatisfiable
% 15.43/4.15  																			|-Branch two:
% 15.43/4.15  																			| (789)  ~ (all_0_3_3 = e3)
% 15.43/4.15  																			| (800) all_0_3_3 = e4
% 15.43/4.15  																			|
% 15.43/4.15  																				| Equations (800) can reduce 356 to:
% 15.43/4.15  																				| (247) $false
% 15.43/4.15  																				|
% 15.43/4.15  																				|-The branch is then unsatisfiable
% 15.43/4.15  																|-Branch two:
% 15.43/4.15  																| (1012)  ~ (all_0_12_12 = e1)
% 15.43/4.15  																| (1013) all_0_15_15 = e1 | all_0_20_20 = e1
% 15.43/4.15  																|
% 15.43/4.15  																	+-Applying beta-rule and splitting (1013), into two cases.
% 15.43/4.15  																	|-Branch one:
% 15.43/4.15  																	| (1014) all_0_15_15 = e1
% 15.43/4.15  																	|
% 15.43/4.15  																		| Combining equations (1014,380) yields a new equation:
% 15.43/4.15  																		| (420) e2 = e1
% 15.43/4.15  																		|
% 15.43/4.15  																		| Equations (420) can reduce 138 to:
% 15.43/4.15  																		| (247) $false
% 15.43/4.15  																		|
% 15.43/4.15  																		|-The branch is then unsatisfiable
% 15.43/4.15  																	|-Branch two:
% 15.43/4.15  																	| (229)  ~ (all_0_15_15 = e1)
% 15.43/4.15  																	| (1017) all_0_20_20 = e1
% 15.43/4.15  																	|
% 15.43/4.15  																		| Combining equations (1017,249) yields a new equation:
% 15.43/4.15  																		| (245) e1 = e0
% 15.43/4.15  																		|
% 15.43/4.15  																		| Simplifying 245 yields:
% 15.43/4.15  																		| (246) e1 = e0
% 15.43/4.15  																		|
% 15.43/4.15  																		| Equations (246) can reduce 128 to:
% 15.43/4.15  																		| (247) $false
% 15.43/4.15  																		|
% 15.43/4.15  																		|-The branch is then unsatisfiable
% 15.43/4.15  													|-Branch two:
% 15.43/4.15  													| (216)  ~ (all_0_2_2 = e1)
% 15.43/4.15  													| (1374) all_0_2_2 = e3 | all_0_2_2 = e0
% 15.43/4.15  													|
% 15.43/4.15  														+-Applying beta-rule and splitting (14), into two cases.
% 15.43/4.15  														|-Branch one:
% 15.43/4.15  														| (1371) all_0_2_2 = e1
% 15.43/4.15  														|
% 15.43/4.15  															| Equations (1371) can reduce 216 to:
% 15.43/4.15  															| (247) $false
% 15.43/4.15  															|
% 15.43/4.15  															|-The branch is then unsatisfiable
% 15.43/4.15  														|-Branch two:
% 15.43/4.15  														| (216)  ~ (all_0_2_2 = e1)
% 15.43/4.15  														| (2184) all_0_7_7 = e1 | all_0_11_11 = e1 | all_0_19_19 = e1
% 15.43/4.15  														|
% 15.43/4.15  															+-Applying beta-rule and splitting (2184), into two cases.
% 15.43/4.15  															|-Branch one:
% 15.43/4.15  															| (1055) all_0_7_7 = e1
% 15.43/4.15  															|
% 15.43/4.15  																| Equations (1055) can reduce 276 to:
% 15.43/4.15  																| (247) $false
% 15.43/4.15  																|
% 15.43/4.15  																|-The branch is then unsatisfiable
% 15.43/4.15  															|-Branch two:
% 15.43/4.15  															| (276)  ~ (all_0_7_7 = e1)
% 15.43/4.15  															| (2188) all_0_11_11 = e1 | all_0_19_19 = e1
% 15.43/4.15  															|
% 15.43/4.15  																+-Applying beta-rule and splitting (2188), into two cases.
% 15.43/4.15  																|-Branch one:
% 15.43/4.15  																| (1794) all_0_11_11 = e1
% 15.43/4.15  																|
% 15.43/4.15  																	| Equations (1794) can reduce 48 to:
% 15.43/4.15  																	| (216)  ~ (all_0_2_2 = e1)
% 15.43/4.15  																	|
% 15.43/4.15  																	| Equations (1794) can reduce 180 to:
% 15.43/4.15  																	| (285)  ~ (all_0_9_9 = e1)
% 15.43/4.15  																	|
% 15.43/4.15  																	| Equations (1794) can reduce 202 to:
% 15.43/4.15  																	| (286)  ~ (all_0_10_10 = e1)
% 15.43/4.15  																	|
% 15.43/4.15  																	| Equations (1794) can reduce 206 to:
% 15.43/4.15  																	| (2113)  ~ (all_0_19_19 = e1)
% 15.43/4.15  																	|
% 15.43/4.15  																	| Simplifying 2113 yields:
% 15.43/4.15  																	| (1021)  ~ (all_0_19_19 = e1)
% 15.43/4.15  																	|
% 15.43/4.15  																	| Equations (1794) can reduce 34 to:
% 15.43/4.15  																	| (279)  ~ (e4 = e1)
% 15.43/4.15  																	|
% 15.43/4.15  																	| Simplifying 279 yields:
% 15.43/4.15  																	| (210)  ~ (e4 = e1)
% 15.43/4.15  																	|
% 15.43/4.15  																	| From (1794) and (149) follows:
% 15.43/4.15  																	| (2196) op(e2, e1) = e1
% 15.43/4.15  																	|
% 15.43/4.15  																	+-Applying beta-rule and splitting (155), into two cases.
% 15.43/4.15  																	|-Branch one:
% 15.43/4.15  																	| (692) all_0_0_0 = e1
% 15.43/4.15  																	|
% 15.43/4.15  																		| Combining equations (692,795) yields a new equation:
% 15.43/4.15  																		| (245) e1 = e0
% 15.43/4.15  																		|
% 15.43/4.15  																		| Simplifying 245 yields:
% 15.43/4.15  																		| (246) e1 = e0
% 15.43/4.15  																		|
% 15.43/4.15  																		| Equations (246) can reduce 128 to:
% 15.43/4.15  																		| (247) $false
% 15.43/4.15  																		|
% 15.43/4.15  																		|-The branch is then unsatisfiable
% 15.43/4.15  																	|-Branch two:
% 15.43/4.15  																	| (214)  ~ (all_0_0_0 = e1)
% 15.43/4.15  																	| (2462) all_0_1_1 = e1 | all_0_2_2 = e1 | all_0_3_3 = e1
% 15.43/4.15  																	|
% 15.43/4.15  																		+-Applying beta-rule and splitting (2462), into two cases.
% 15.43/4.15  																		|-Branch one:
% 15.43/4.15  																		| (213) all_0_1_1 = e1
% 15.43/4.15  																		|
% 15.43/4.15  																			| Combining equations (213,330) yields a new equation:
% 15.43/4.15  																			| (332) e4 = e1
% 15.43/4.15  																			|
% 15.43/4.15  																			| Equations (332) can reduce 210 to:
% 15.43/4.15  																			| (247) $false
% 15.43/4.15  																			|
% 15.43/4.15  																			|-The branch is then unsatisfiable
% 15.43/4.15  																		|-Branch two:
% 15.43/4.15  																		| (396)  ~ (all_0_1_1 = e1)
% 15.43/4.15  																		| (2467) all_0_2_2 = e1 | all_0_3_3 = e1
% 15.43/4.15  																		|
% 15.43/4.15  																			+-Applying beta-rule and splitting (2467), into two cases.
% 15.43/4.15  																			|-Branch one:
% 15.43/4.15  																			| (1371) all_0_2_2 = e1
% 15.43/4.15  																			|
% 15.43/4.15  																				| Equations (1371) can reduce 216 to:
% 15.43/4.15  																				| (247) $false
% 15.43/4.15  																				|
% 15.43/4.15  																				|-The branch is then unsatisfiable
% 15.43/4.15  																			|-Branch two:
% 15.43/4.15  																			| (216)  ~ (all_0_2_2 = e1)
% 15.43/4.15  																			| (258) all_0_3_3 = e1
% 15.43/4.15  																			|
% 15.43/4.15  																				| Equations (258) can reduce 84 to:
% 15.43/4.15  																				| (3051)  ~ (all_0_12_12 = e1)
% 15.43/4.15  																				|
% 15.43/4.15  																				| Simplifying 3051 yields:
% 15.43/4.15  																				| (1012)  ~ (all_0_12_12 = e1)
% 15.43/4.15  																				|
% 15.43/4.15  																				| Equations (258) can reduce 250 to:
% 15.43/4.15  																				| (128)  ~ (e1 = e0)
% 15.43/4.15  																				|
% 15.43/4.15  																				| From (258) and (71) follows:
% 15.43/4.15  																				| (2159) op(e4, e0) = e1
% 15.43/4.15  																				|
% 15.43/4.15  																				+-Applying beta-rule and splitting (166), into two cases.
% 15.43/4.15  																				|-Branch one:
% 15.43/4.15  																				| (282) all_0_12_12 = e1
% 15.43/4.15  																				|
% 15.43/4.15  																					| Equations (282) can reduce 1012 to:
% 15.43/4.15  																					| (247) $false
% 15.43/4.15  																					|
% 15.43/4.15  																					|-The branch is then unsatisfiable
% 15.43/4.15  																				|-Branch two:
% 15.43/4.15  																				| (1012)  ~ (all_0_12_12 = e1)
% 15.43/4.15  																				| (3058) all_0_12_12 = e4 | all_0_12_12 = e2 | all_0_12_12 = e0
% 15.43/4.15  																				|
% 15.43/4.15  																					+-Applying beta-rule and splitting (1374), into two cases.
% 15.43/4.15  																					|-Branch one:
% 15.43/4.15  																					| (767) all_0_2_2 = e0
% 15.43/4.15  																					|
% 15.43/4.15  																						| Equations (767) can reduce 770 to:
% 15.43/4.15  																						| (247) $false
% 15.43/4.15  																						|
% 15.43/4.15  																						|-The branch is then unsatisfiable
% 15.43/4.15  																					|-Branch two:
% 15.43/4.15  																					| (770)  ~ (all_0_2_2 = e0)
% 15.43/4.15  																					| (755) all_0_2_2 = e3
% 15.43/4.15  																					|
% 15.43/4.15  																						| Equations (755) can reduce 97 to:
% 15.43/4.15  																						| (2659)  ~ (all_0_19_19 = e3)
% 15.43/4.15  																						|
% 15.43/4.15  																						| Simplifying 2659 yields:
% 15.43/4.15  																						| (1004)  ~ (all_0_19_19 = e3)
% 15.43/4.15  																						|
% 15.43/4.15  																						| Equations (755) can reduce 770 to:
% 15.43/4.15  																						| (64)  ~ (e3 = e0)
% 15.43/4.15  																						|
% 15.43/4.15  																						| From (755) and (17) follows:
% 15.43/4.15  																						| (3066) op(e4, e1) = e3
% 15.43/4.15  																						|
% 15.43/4.15  																						+-Applying beta-rule and splitting (162), into two cases.
% 15.43/4.15  																						|-Branch one:
% 15.43/4.15  																						| (767) all_0_2_2 = e0
% 15.43/4.15  																						|
% 15.43/4.15  																							| Combining equations (767,755) yields a new equation:
% 15.43/4.15  																							| (761) e3 = e0
% 15.43/4.15  																							|
% 15.43/4.15  																							| Equations (761) can reduce 64 to:
% 15.43/4.15  																							| (247) $false
% 15.43/4.15  																							|
% 15.43/4.15  																							|-The branch is then unsatisfiable
% 15.43/4.15  																						|-Branch two:
% 15.43/4.15  																						| (770)  ~ (all_0_2_2 = e0)
% 15.43/4.15  																						| (771) all_0_7_7 = e0 | all_0_11_11 = e0 | all_0_19_19 = e0
% 15.43/4.15  																						|
% 15.43/4.15  																							+-Applying beta-rule and splitting (771), into two cases.
% 15.43/4.15  																							|-Branch one:
% 15.43/4.15  																							| (778) all_0_7_7 = e0
% 15.43/4.15  																							|
% 15.43/4.15  																								| Equations (778) can reduce 41 to:
% 15.43/4.15  																								| (558)  ~ (all_0_4_4 = e0)
% 15.43/4.15  																								|
% 15.43/4.15  																								+-Applying beta-rule and splitting (13), into two cases.
% 15.43/4.15  																								|-Branch one:
% 15.43/4.15  																								| (536) all_0_4_4 = e0
% 15.43/4.15  																								|
% 15.43/4.15  																									| Equations (536) can reduce 558 to:
% 15.43/4.15  																									| (247) $false
% 15.43/4.15  																									|
% 15.43/4.15  																									|-The branch is then unsatisfiable
% 15.43/4.15  																								|-Branch two:
% 15.43/4.15  																								| (558)  ~ (all_0_4_4 = e0)
% 15.43/4.15  																								| (563) all_0_9_9 = e0 | all_0_16_16 = e0
% 15.43/4.15  																								|
% 15.43/4.15  																									+-Applying beta-rule and splitting (563), into two cases.
% 15.43/4.15  																									|-Branch one:
% 15.43/4.15  																									| (543) all_0_9_9 = e0
% 15.43/4.15  																									|
% 15.43/4.15  																										| Equations (543) can reduce 176 to:
% 15.43/4.15  																										| (579)  ~ (all_0_10_10 = e0)
% 15.43/4.15  																										|
% 15.43/4.15  																										| Simplifying 579 yields:
% 15.43/4.15  																										| (390)  ~ (all_0_10_10 = e0)
% 15.43/4.15  																										|
% 15.43/4.15  																										| Equations (543) can reduce 183 to:
% 15.43/4.15  																										| (1417)  ~ (all_0_12_12 = e0)
% 15.43/4.15  																										|
% 15.43/4.15  																										| Simplifying 1417 yields:
% 15.43/4.15  																										| (1418)  ~ (all_0_12_12 = e0)
% 15.43/4.15  																										|
% 15.43/4.15  																										| Equations (543) can reduce 107 to:
% 15.43/4.15  																										| (2620)  ~ (all_0_16_16 = e0)
% 15.43/4.15  																										|
% 15.43/4.15  																										| Simplifying 2620 yields:
% 15.43/4.15  																										| (1405)  ~ (all_0_16_16 = e0)
% 15.43/4.15  																										|
% 15.43/4.15  																										| Equations (543) can reduce 142 to:
% 15.43/4.15  																										| (713)  ~ (e3 = e0)
% 15.43/4.15  																										|
% 15.43/4.15  																										| Simplifying 713 yields:
% 15.43/4.15  																										| (64)  ~ (e3 = e0)
% 15.43/4.15  																										|
% 15.43/4.15  																										| Equations (543) can reduce 285 to:
% 15.43/4.15  																										| (541)  ~ (e1 = e0)
% 15.43/4.15  																										|
% 15.43/4.15  																										| Simplifying 541 yields:
% 15.43/4.15  																										| (128)  ~ (e1 = e0)
% 15.43/4.15  																										|
% 15.43/4.15  																										+-Applying beta-rule and splitting (3058), into two cases.
% 15.43/4.15  																										|-Branch one:
% 15.43/4.15  																										| (555) all_0_12_12 = e0
% 15.43/4.15  																										|
% 15.43/4.15  																											| Equations (555) can reduce 1418 to:
% 15.43/4.15  																											| (247) $false
% 15.43/4.15  																											|
% 15.43/4.15  																											|-The branch is then unsatisfiable
% 15.43/4.15  																										|-Branch two:
% 15.43/4.15  																										| (1418)  ~ (all_0_12_12 = e0)
% 15.43/4.15  																										| (3092) all_0_12_12 = e4 | all_0_12_12 = e2
% 15.43/4.15  																										|
% 15.43/4.15  																											+-Applying beta-rule and splitting (3092), into two cases.
% 15.43/4.15  																											|-Branch one:
% 15.43/4.15  																											| (594) all_0_12_12 = e4
% 15.43/4.15  																											|
% 15.43/4.15  																												| Equations (594) can reduce 45 to:
% 15.43/4.15  																												| (355)  ~ (all_0_10_10 = e4)
% 15.43/4.15  																												|
% 15.43/4.15  																												| From (594) and (19) follows:
% 15.43/4.15  																												| (1744) op(e2, e0) = e4
% 15.43/4.15  																												|
% 15.43/4.15  																												+-Applying beta-rule and splitting (30), into two cases.
% 15.43/4.15  																												|-Branch one:
% 15.43/4.15  																												| (581) all_0_10_10 = e1
% 15.43/4.15  																												|
% 15.43/4.15  																													| Equations (581) can reduce 286 to:
% 15.43/4.15  																													| (247) $false
% 15.43/4.15  																													|
% 15.43/4.16  																													|-The branch is then unsatisfiable
% 15.43/4.16  																												|-Branch two:
% 15.43/4.16  																												| (286)  ~ (all_0_10_10 = e1)
% 15.43/4.16  																												| (584) all_0_10_10 = e4 | all_0_10_10 = e2 | all_0_10_10 = e0
% 15.43/4.16  																												|
% 15.43/4.16  																													+-Applying beta-rule and splitting (584), into two cases.
% 15.43/4.16  																													|-Branch one:
% 15.43/4.16  																													| (547) all_0_10_10 = e0
% 15.43/4.16  																													|
% 15.43/4.16  																														| Equations (547) can reduce 390 to:
% 15.43/4.16  																														| (247) $false
% 15.43/4.16  																														|
% 15.43/4.16  																														|-The branch is then unsatisfiable
% 15.43/4.16  																													|-Branch two:
% 15.43/4.16  																													| (390)  ~ (all_0_10_10 = e0)
% 15.43/4.16  																													| (588) all_0_10_10 = e4 | all_0_10_10 = e2
% 15.43/4.16  																													|
% 15.43/4.16  																														+-Applying beta-rule and splitting (588), into two cases.
% 15.43/4.16  																														|-Branch one:
% 15.43/4.16  																														| (589) all_0_10_10 = e4
% 15.43/4.16  																														|
% 15.43/4.16  																															| Equations (589) can reduce 355 to:
% 15.43/4.16  																															| (247) $false
% 15.43/4.16  																															|
% 15.43/4.16  																															|-The branch is then unsatisfiable
% 15.43/4.16  																														|-Branch two:
% 15.43/4.16  																														| (355)  ~ (all_0_10_10 = e4)
% 15.43/4.16  																														| (303) all_0_10_10 = e2
% 15.43/4.16  																														|
% 15.43/4.16  																															| Equations (303) can reduce 286 to:
% 15.43/4.16  																															| (138)  ~ (e2 = e1)
% 15.43/4.16  																															|
% 15.43/4.16  																															| Equations (303) can reduce 390 to:
% 15.43/4.16  																															| (47)  ~ (e2 = e0)
% 15.43/4.16  																															|
% 15.43/4.16  																															+-Applying beta-rule and splitting (99), into two cases.
% 15.43/4.16  																															|-Branch one:
% 15.43/4.16  																															| (634) all_0_7_7 = e2
% 15.43/4.16  																															|
% 15.43/4.16  																																| Combining equations (778,634) yields a new equation:
% 15.43/4.16  																																| (552) e2 = e0
% 15.43/4.16  																																|
% 15.43/4.16  																																| Equations (552) can reduce 47 to:
% 15.43/4.16  																																| (247) $false
% 15.43/4.16  																																|
% 15.43/4.16  																																|-The branch is then unsatisfiable
% 15.43/4.16  																															|-Branch two:
% 15.43/4.16  																															| (444)  ~ (all_0_7_7 = e2)
% 15.43/4.16  																															| (637) all_0_11_11 = e2 | all_0_19_19 = e2
% 15.43/4.16  																															|
% 15.43/4.16  																																+-Applying beta-rule and splitting (11), into two cases.
% 15.43/4.16  																																|-Branch one:
% 15.43/4.16  																																| (435) all_0_16_16 = e3
% 15.43/4.16  																																|
% 15.43/4.16  																																	| Equations (435) can reduce 57 to:
% 15.43/4.16  																																	| (2659)  ~ (all_0_19_19 = e3)
% 15.43/4.16  																																	|
% 15.43/4.16  																																	| Simplifying 2659 yields:
% 15.43/4.16  																																	| (1004)  ~ (all_0_19_19 = e3)
% 15.43/4.16  																																	|
% 15.43/4.16  																																	| Equations (435) can reduce 231 to:
% 15.43/4.16  																																	| (132)  ~ (e3 = e1)
% 15.43/4.16  																																	|
% 15.43/4.16  																																	| Equations (435) can reduce 1405 to:
% 15.43/4.16  																																	| (64)  ~ (e3 = e0)
% 15.43/4.16  																																	|
% 15.43/4.16  																																	| From (435) and (78) follows:
% 15.43/4.16  																																	| (1433) op(e0, e4) = e3
% 15.43/4.16  																																	|
% 15.43/4.16  																																	+-Applying beta-rule and splitting (637), into two cases.
% 15.43/4.16  																																	|-Branch one:
% 15.43/4.16  																																	| (307) all_0_11_11 = e2
% 15.43/4.16  																																	|
% 15.43/4.16  																																		| Combining equations (1794,307) yields a new equation:
% 15.43/4.16  																																		| (420) e2 = e1
% 15.43/4.16  																																		|
% 15.43/4.16  																																		| Equations (420) can reduce 138 to:
% 15.43/4.16  																																		| (247) $false
% 15.43/4.16  																																		|
% 15.43/4.16  																																		|-The branch is then unsatisfiable
% 15.43/4.16  																																	|-Branch two:
% 15.43/4.16  																																	| (322)  ~ (all_0_11_11 = e2)
% 15.43/4.16  																																	| (651) all_0_19_19 = e2
% 15.43/4.16  																																	|
% 15.43/4.16  																																		| Equations (651) can reduce 1004 to:
% 15.43/4.16  																																		| (308)  ~ (e3 = e2)
% 15.43/4.16  																																		|
% 15.43/4.16  																																		| Simplifying 308 yields:
% 15.43/4.16  																																		| (191)  ~ (e3 = e2)
% 15.43/4.16  																																		|
% 15.43/4.16  																																		| Equations (651) can reduce 1021 to:
% 15.43/4.16  																																		| (138)  ~ (e2 = e1)
% 15.43/4.16  																																		|
% 15.43/4.16  																																		| From (651) and (126) follows:
% 15.43/4.16  																																		| (2178) op(e0, e1) = e2
% 15.43/4.16  																																		|
% 15.43/4.16  																																		+-Applying beta-rule and splitting (154), into two cases.
% 15.43/4.16  																																		|-Branch one:
% 15.43/4.16  																																		| (2586) all_0_3_3 = e3
% 15.43/4.16  																																		|
% 15.43/4.16  																																			| Combining equations (2586,258) yields a new equation:
% 15.43/4.16  																																			| (773) e3 = e1
% 15.43/4.16  																																			|
% 15.43/4.16  																																			| Simplifying 773 yields:
% 15.43/4.16  																																			| (299) e3 = e1
% 15.43/4.16  																																			|
% 15.43/4.16  																																			| Equations (299) can reduce 132 to:
% 15.43/4.16  																																			| (247) $false
% 15.43/4.16  																																			|
% 15.43/4.16  																																			|-The branch is then unsatisfiable
% 15.43/4.16  																																		|-Branch two:
% 15.43/4.16  																																		| (789)  ~ (all_0_3_3 = e3)
% 15.43/4.16  																																		| (3135) all_0_8_8 = e3 | all_0_15_15 = e3 | all_0_20_20 = e3
% 15.43/4.16  																																		|
% 15.43/4.16  																																			+-Applying beta-rule and splitting (3135), into two cases.
% 15.43/4.16  																																			|-Branch one:
% 15.43/4.16  																																			| (788) all_0_8_8 = e3
% 15.43/4.16  																																			|
% 15.43/4.16  																																				| From (788) and (181) follows:
% 15.43/4.16  																																				| (3137) op(e3, e0) = e3
% 15.43/4.16  																																				|
% 15.43/4.16  																																				+-Applying beta-rule and splitting (59), into two cases.
% 15.43/4.16  																																				|-Branch one:
% 15.43/4.16  																																				| (1434) unit = e1
% 15.43/4.16  																																				|
% 15.43/4.16  																																					| From (1434) and (151) follows:
% 15.43/4.16  																																					| (2233) op(e2, e1) = e2
% 15.43/4.16  																																					|
% 15.43/4.16  																																					| From (1434) and (108) follows:
% 15.43/4.16  																																					| (2696) op(e0, e1) = e0
% 15.43/4.16  																																					|
% 15.43/4.16  																																					| Instantiating formula (120) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 15.43/4.16  																																					| (420) e2 = e1
% 15.43/4.16  																																					|
% 15.43/4.16  																																					| Instantiating formula (120) with e0, e1, e0, e2 and discharging atoms op(e0, e1) = e2, op(e0, e1) = e0, yields:
% 15.43/4.16  																																					| (552) e2 = e0
% 15.43/4.16  																																					|
% 15.43/4.16  																																					| Combining equations (552,420) yields a new equation:
% 15.43/4.16  																																					| (246) e1 = e0
% 15.43/4.16  																																					|
% 15.43/4.16  																																					| Equations (246) can reduce 128 to:
% 15.43/4.16  																																					| (247) $false
% 15.43/4.16  																																					|
% 15.43/4.16  																																					|-The branch is then unsatisfiable
% 15.43/4.16  																																				|-Branch two:
% 15.43/4.16  																																				| (1438)  ~ (unit = e1)
% 15.43/4.16  																																				| (1439) unit = e4 | unit = e3 | unit = e2 | unit = e0
% 15.43/4.16  																																				|
% 15.43/4.16  																																					+-Applying beta-rule and splitting (1439), into two cases.
% 15.43/4.16  																																					|-Branch one:
% 15.43/4.16  																																					| (1440) unit = e0
% 15.43/4.16  																																					|
% 15.43/4.16  																																						| From (1440) and (15) follows:
% 15.43/4.16  																																						| (3148) op(e4, e0) = e4
% 15.43/4.16  																																						|
% 15.43/4.16  																																						| From (1440) and (151) follows:
% 15.43/4.16  																																						| (3149) op(e2, e0) = e2
% 15.43/4.16  																																						|
% 15.43/4.16  																																						| Instantiating formula (120) with e4, e0, e4, e1 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e1, yields:
% 15.43/4.16  																																						| (332) e4 = e1
% 15.43/4.16  																																						|
% 15.43/4.16  																																						| Instantiating formula (120) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 15.43/4.16  																																						| (471) e4 = e2
% 15.43/4.16  																																						|
% 15.43/4.16  																																						| Combining equations (332,471) yields a new equation:
% 15.43/4.16  																																						| (420) e2 = e1
% 15.43/4.16  																																						|
% 15.43/4.16  																																						| Equations (420) can reduce 138 to:
% 15.43/4.16  																																						| (247) $false
% 15.43/4.16  																																						|
% 15.43/4.16  																																						|-The branch is then unsatisfiable
% 15.43/4.16  																																					|-Branch two:
% 15.43/4.16  																																					| (387)  ~ (unit = e0)
% 15.43/4.16  																																					| (1443) unit = e4 | unit = e3 | unit = e2
% 15.43/4.16  																																					|
% 15.43/4.16  																																						+-Applying beta-rule and splitting (1443), into two cases.
% 15.43/4.16  																																						|-Branch one:
% 15.43/4.16  																																						| (1444) unit = e3
% 15.43/4.16  																																						|
% 15.43/4.16  																																							| From (1444) and (46) follows:
% 15.43/4.16  																																							| (3157) op(e3, e0) = e0
% 15.43/4.16  																																							|
% 15.43/4.16  																																							| From (1444) and (186) follows:
% 15.43/4.16  																																							| (2251) op(e1, e3) = e1
% 15.43/4.16  																																							|
% 15.43/4.16  																																							| Instantiating formula (120) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 15.43/4.16  																																							| (761) e3 = e0
% 15.43/4.16  																																							|
% 15.43/4.16  																																							| Instantiating formula (120) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 15.43/4.16  																																							| (299) e3 = e1
% 15.43/4.16  																																							|
% 15.43/4.16  																																							| Combining equations (299,761) yields a new equation:
% 15.43/4.16  																																							| (245) e1 = e0
% 15.43/4.16  																																							|
% 15.43/4.16  																																							| Simplifying 245 yields:
% 15.43/4.16  																																							| (246) e1 = e0
% 15.43/4.16  																																							|
% 15.43/4.16  																																							| Equations (246) can reduce 128 to:
% 15.43/4.16  																																							| (247) $false
% 15.43/4.16  																																							|
% 15.43/4.16  																																							|-The branch is then unsatisfiable
% 15.43/4.16  																																						|-Branch two:
% 15.43/4.16  																																						| (343)  ~ (unit = e3)
% 15.43/4.16  																																						| (1453) unit = e4 | unit = e2
% 15.43/4.16  																																						|
% 15.43/4.16  																																							+-Applying beta-rule and splitting (1453), into two cases.
% 15.43/4.16  																																							|-Branch one:
% 15.43/4.16  																																							| (1454) unit = e4
% 15.43/4.16  																																							|
% 15.43/4.16  																																								| From (1454) and (172) follows:
% 15.43/4.16  																																								| (3167) op(e4, e1) = e1
% 15.43/4.16  																																								|
% 15.43/4.16  																																								| From (1454) and (108) follows:
% 15.43/4.16  																																								| (1458) op(e0, e4) = e0
% 15.43/4.16  																																								|
% 15.43/4.16  																																								| Instantiating formula (120) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 15.43/4.16  																																								| (299) e3 = e1
% 15.43/4.16  																																								|
% 15.43/4.16  																																								| Instantiating formula (120) with e0, e4, e0, e3 and discharging atoms op(e0, e4) = e3, op(e0, e4) = e0, yields:
% 15.43/4.16  																																								| (761) e3 = e0
% 15.43/4.16  																																								|
% 15.43/4.16  																																								| Combining equations (299,761) yields a new equation:
% 15.43/4.16  																																								| (245) e1 = e0
% 15.43/4.16  																																								|
% 15.43/4.16  																																								| Simplifying 245 yields:
% 15.43/4.16  																																								| (246) e1 = e0
% 15.43/4.16  																																								|
% 15.43/4.16  																																								| Equations (246) can reduce 128 to:
% 15.43/4.16  																																								| (247) $false
% 15.43/4.16  																																								|
% 15.43/4.16  																																								|-The branch is then unsatisfiable
% 15.43/4.16  																																							|-Branch two:
% 15.43/4.16  																																							| (349)  ~ (unit = e4)
% 15.43/4.16  																																							| (1470) unit = e2
% 15.43/4.16  																																							|
% 15.43/4.16  																																								| From (1470) and (108) follows:
% 15.43/4.16  																																								| (1472) op(e0, e2) = e0
% 15.43/4.16  																																								|
% 15.43/4.16  																																								| Instantiating formula (120) with e0, e2, e0, e1 and discharging atoms op(e0, e2) = e1, op(e0, e2) = e0, yields:
% 15.43/4.16  																																								| (246) e1 = e0
% 15.43/4.16  																																								|
% 15.43/4.16  																																								| Equations (246) can reduce 128 to:
% 15.43/4.16  																																								| (247) $false
% 15.43/4.16  																																								|
% 15.43/4.16  																																								|-The branch is then unsatisfiable
% 15.43/4.16  																																			|-Branch two:
% 15.43/4.16  																																			| (834)  ~ (all_0_8_8 = e3)
% 15.43/4.16  																																			| (3180) all_0_15_15 = e3 | all_0_20_20 = e3
% 15.43/4.16  																																			|
% 15.43/4.16  																																				+-Applying beta-rule and splitting (3180), into two cases.
% 15.43/4.16  																																				|-Branch one:
% 15.43/4.16  																																				| (314) all_0_15_15 = e3
% 15.43/4.16  																																				|
% 15.43/4.16  																																					| Combining equations (314,380) yields a new equation:
% 15.43/4.16  																																					| (657) e3 = e2
% 15.43/4.16  																																					|
% 15.43/4.16  																																					| Simplifying 657 yields:
% 15.43/4.16  																																					| (311) e3 = e2
% 15.43/4.16  																																					|
% 15.43/4.16  																																					| Equations (311) can reduce 191 to:
% 15.43/4.16  																																					| (247) $false
% 15.43/4.16  																																					|
% 15.43/4.16  																																					|-The branch is then unsatisfiable
% 15.43/4.16  																																				|-Branch two:
% 15.43/4.16  																																				| (340)  ~ (all_0_15_15 = e3)
% 15.43/4.16  																																				| (1005) all_0_20_20 = e3
% 15.43/4.16  																																				|
% 15.43/4.16  																																					| Combining equations (249,1005) yields a new equation:
% 15.43/4.16  																																					| (761) e3 = e0
% 15.43/4.16  																																					|
% 15.43/4.16  																																					| Equations (761) can reduce 64 to:
% 15.43/4.16  																																					| (247) $false
% 15.43/4.16  																																					|
% 15.43/4.16  																																					|-The branch is then unsatisfiable
% 15.43/4.16  																																|-Branch two:
% 15.43/4.16  																																| (995)  ~ (all_0_16_16 = e3)
% 15.43/4.16  																																| (996) all_0_17_17 = e3 | all_0_19_19 = e3 | all_0_20_20 = e3
% 15.43/4.16  																																|
% 15.43/4.16  																																	+-Applying beta-rule and splitting (637), into two cases.
% 15.43/4.16  																																	|-Branch one:
% 15.43/4.16  																																	| (307) all_0_11_11 = e2
% 15.43/4.16  																																	|
% 15.43/4.16  																																		| Combining equations (1794,307) yields a new equation:
% 15.43/4.16  																																		| (420) e2 = e1
% 15.43/4.16  																																		|
% 15.43/4.16  																																		| Equations (420) can reduce 138 to:
% 15.43/4.16  																																		| (247) $false
% 15.43/4.16  																																		|
% 15.43/4.16  																																		|-The branch is then unsatisfiable
% 15.43/4.16  																																	|-Branch two:
% 15.43/4.16  																																	| (322)  ~ (all_0_11_11 = e2)
% 15.43/4.16  																																	| (651) all_0_19_19 = e2
% 15.43/4.16  																																	|
% 15.43/4.16  																																		| Equations (651) can reduce 1004 to:
% 15.43/4.16  																																		| (308)  ~ (e3 = e2)
% 15.43/4.16  																																		|
% 15.43/4.16  																																		| Simplifying 308 yields:
% 15.43/4.16  																																		| (191)  ~ (e3 = e2)
% 15.43/4.16  																																		|
% 15.43/4.16  																																		+-Applying beta-rule and splitting (996), into two cases.
% 15.43/4.16  																																		|-Branch one:
% 15.43/4.16  																																		| (684) all_0_17_17 = e3
% 15.43/4.16  																																		|
% 15.43/4.16  																																			| Equations (684) can reduce 432 to:
% 15.43/4.16  																																			| (247) $false
% 15.43/4.16  																																			|
% 15.43/4.16  																																			|-The branch is then unsatisfiable
% 15.43/4.16  																																		|-Branch two:
% 15.43/4.16  																																		| (432)  ~ (all_0_17_17 = e3)
% 15.43/4.16  																																		| (1000) all_0_19_19 = e3 | all_0_20_20 = e3
% 15.43/4.16  																																		|
% 15.43/4.16  																																			+-Applying beta-rule and splitting (1000), into two cases.
% 15.43/4.16  																																			|-Branch one:
% 15.43/4.16  																																			| (946) all_0_19_19 = e3
% 15.43/4.16  																																			|
% 15.43/4.16  																																				| Combining equations (651,946) yields a new equation:
% 15.43/4.17  																																				| (311) e3 = e2
% 15.43/4.17  																																				|
% 15.43/4.17  																																				| Equations (311) can reduce 191 to:
% 15.43/4.17  																																				| (247) $false
% 15.43/4.17  																																				|
% 15.43/4.17  																																				|-The branch is then unsatisfiable
% 15.43/4.17  																																			|-Branch two:
% 15.43/4.17  																																			| (1004)  ~ (all_0_19_19 = e3)
% 15.43/4.17  																																			| (1005) all_0_20_20 = e3
% 15.43/4.17  																																			|
% 15.43/4.17  																																				| Combining equations (1005,249) yields a new equation:
% 15.43/4.17  																																				| (1006) e3 = e0
% 15.43/4.17  																																				|
% 15.43/4.17  																																				| Simplifying 1006 yields:
% 15.43/4.17  																																				| (761) e3 = e0
% 15.43/4.17  																																				|
% 15.43/4.17  																																				| Equations (761) can reduce 64 to:
% 15.43/4.17  																																				| (247) $false
% 15.43/4.17  																																				|
% 15.43/4.17  																																				|-The branch is then unsatisfiable
% 15.43/4.17  																											|-Branch two:
% 15.43/4.17  																											| (909)  ~ (all_0_12_12 = e4)
% 15.43/4.17  																											| (419) all_0_12_12 = e2
% 15.43/4.17  																											|
% 15.43/4.17  																												| Equations (419) can reduce 323 to:
% 15.43/4.17  																												| (247) $false
% 15.43/4.17  																												|
% 15.43/4.17  																												|-The branch is then unsatisfiable
% 15.43/4.17  																									|-Branch two:
% 15.43/4.17  																									| (538)  ~ (all_0_9_9 = e0)
% 15.43/4.17  																									| (1503) all_0_16_16 = e0
% 15.43/4.17  																									|
% 15.43/4.17  																										| Equations (1503) can reduce 1405 to:
% 15.43/4.17  																										| (247) $false
% 15.43/4.17  																										|
% 15.43/4.17  																										|-The branch is then unsatisfiable
% 15.43/4.17  																							|-Branch two:
% 15.43/4.17  																							| (710)  ~ (all_0_7_7 = e0)
% 15.43/4.17  																							| (783) all_0_11_11 = e0 | all_0_19_19 = e0
% 15.43/4.17  																							|
% 15.43/4.17  																								+-Applying beta-rule and splitting (783), into two cases.
% 15.43/4.17  																								|-Branch one:
% 15.43/4.17  																								| (551) all_0_11_11 = e0
% 15.43/4.17  																								|
% 15.43/4.17  																									| Combining equations (1794,551) yields a new equation:
% 15.43/4.17  																									| (245) e1 = e0
% 15.43/4.17  																									|
% 15.43/4.17  																									| Simplifying 245 yields:
% 15.43/4.17  																									| (246) e1 = e0
% 15.43/4.17  																									|
% 15.43/4.17  																									| Equations (246) can reduce 128 to:
% 15.43/4.17  																									| (247) $false
% 15.43/4.17  																									|
% 15.43/4.17  																									|-The branch is then unsatisfiable
% 15.43/4.17  																								|-Branch two:
% 15.43/4.17  																								| (554)  ~ (all_0_11_11 = e0)
% 15.43/4.17  																								| (922) all_0_19_19 = e0
% 15.43/4.17  																								|
% 15.43/4.17  																									| Equations (922) can reduce 253 to:
% 15.43/4.17  																									| (247) $false
% 15.43/4.17  																									|
% 15.43/4.17  																									|-The branch is then unsatisfiable
% 15.43/4.17  																|-Branch two:
% 15.43/4.17  																| (1075)  ~ (all_0_11_11 = e1)
% 15.43/4.17  																| (274) all_0_19_19 = e1
% 15.43/4.17  																|
% 15.43/4.17  																	| Equations (274) can reduce 1021 to:
% 15.43/4.17  																	| (247) $false
% 15.43/4.17  																	|
% 15.43/4.17  																	|-The branch is then unsatisfiable
% 15.43/4.17  												|-Branch two:
% 15.43/4.17  												| (913)  ~ (all_0_0_0 = e0)
% 15.43/4.17  												| (1167) all_0_0_0 = e4 | all_0_0_0 = e3
% 15.43/4.17  												|
% 15.43/4.17  													+-Applying beta-rule and splitting (52), into two cases.
% 15.43/4.17  													|-Branch one:
% 15.43/4.17  													| (795) all_0_0_0 = e0
% 15.43/4.17  													|
% 15.43/4.17  														| Equations (795) can reduce 913 to:
% 15.43/4.17  														| (247) $false
% 15.43/4.17  														|
% 15.43/4.17  														|-The branch is then unsatisfiable
% 15.43/4.17  													|-Branch two:
% 15.43/4.17  													| (913)  ~ (all_0_0_0 = e0)
% 15.43/4.17  													| (914) all_0_2_2 = e0 | all_0_3_3 = e0
% 15.43/4.17  													|
% 15.43/4.17  														+-Applying beta-rule and splitting (914), into two cases.
% 15.43/4.17  														|-Branch one:
% 15.43/4.17  														| (767) all_0_2_2 = e0
% 15.43/4.17  														|
% 15.43/4.17  															+-Applying beta-rule and splitting (155), into two cases.
% 15.43/4.17  															|-Branch one:
% 15.43/4.17  															| (692) all_0_0_0 = e1
% 15.43/4.17  															|
% 15.43/4.17  																| Equations (692) can reduce 214 to:
% 15.43/4.17  																| (247) $false
% 15.43/4.17  																|
% 15.43/4.17  																|-The branch is then unsatisfiable
% 15.43/4.17  															|-Branch two:
% 15.43/4.17  															| (214)  ~ (all_0_0_0 = e1)
% 15.43/4.17  															| (2462) all_0_1_1 = e1 | all_0_2_2 = e1 | all_0_3_3 = e1
% 15.43/4.17  															|
% 15.43/4.17  																+-Applying beta-rule and splitting (14), into two cases.
% 15.43/4.17  																|-Branch one:
% 15.43/4.17  																| (1371) all_0_2_2 = e1
% 15.43/4.17  																|
% 15.43/4.17  																	| Combining equations (1371,767) yields a new equation:
% 15.43/4.17  																	| (245) e1 = e0
% 15.43/4.17  																	|
% 15.43/4.17  																	| Simplifying 245 yields:
% 15.43/4.17  																	| (246) e1 = e0
% 15.43/4.17  																	|
% 15.43/4.17  																	| Equations (246) can reduce 128 to:
% 15.43/4.17  																	| (247) $false
% 15.43/4.17  																	|
% 15.43/4.17  																	|-The branch is then unsatisfiable
% 15.43/4.17  																|-Branch two:
% 15.43/4.17  																| (216)  ~ (all_0_2_2 = e1)
% 15.43/4.17  																| (2184) all_0_7_7 = e1 | all_0_11_11 = e1 | all_0_19_19 = e1
% 15.43/4.17  																|
% 15.43/4.17  																	| Equations (767) can reduce 216 to:
% 15.43/4.17  																	| (541)  ~ (e1 = e0)
% 15.43/4.17  																	|
% 15.43/4.17  																	| Simplifying 541 yields:
% 15.43/4.17  																	| (128)  ~ (e1 = e0)
% 15.43/4.17  																	|
% 15.43/4.17  																	+-Applying beta-rule and splitting (197), into two cases.
% 15.43/4.17  																	|-Branch one:
% 15.43/4.17  																	| (1168) all_0_0_0 = e3
% 15.43/4.17  																	|
% 15.43/4.17  																		| Equations (1168) can reduce 1188 to:
% 15.43/4.17  																		| (247) $false
% 15.43/4.17  																		|
% 15.43/4.17  																		|-The branch is then unsatisfiable
% 15.43/4.17  																	|-Branch two:
% 15.43/4.17  																	| (1188)  ~ (all_0_0_0 = e3)
% 15.43/4.17  																	| (3250) all_0_2_2 = e3 | all_0_3_3 = e3
% 15.43/4.17  																	|
% 15.43/4.17  																		+-Applying beta-rule and splitting (3250), into two cases.
% 15.43/4.17  																		|-Branch one:
% 15.43/4.17  																		| (755) all_0_2_2 = e3
% 15.43/4.17  																		|
% 15.43/4.17  																			| Combining equations (755,767) yields a new equation:
% 15.43/4.17  																			| (1006) e3 = e0
% 15.43/4.17  																			|
% 15.43/4.17  																			| Simplifying 1006 yields:
% 15.43/4.17  																			| (761) e3 = e0
% 15.43/4.17  																			|
% 15.43/4.17  																			| Equations (761) can reduce 64 to:
% 15.43/4.17  																			| (247) $false
% 15.43/4.17  																			|
% 15.43/4.17  																			|-The branch is then unsatisfiable
% 15.43/4.17  																		|-Branch two:
% 15.43/4.17  																		| (925)  ~ (all_0_2_2 = e3)
% 15.43/4.17  																		| (2586) all_0_3_3 = e3
% 15.43/4.17  																		|
% 15.43/4.17  																			+-Applying beta-rule and splitting (2462), into two cases.
% 15.43/4.17  																			|-Branch one:
% 15.43/4.17  																			| (213) all_0_1_1 = e1
% 15.43/4.17  																			|
% 15.43/4.17  																				| Combining equations (213,330) yields a new equation:
% 15.43/4.17  																				| (332) e4 = e1
% 15.43/4.17  																				|
% 15.43/4.17  																				| Equations (332) can reduce 210 to:
% 15.43/4.17  																				| (247) $false
% 15.43/4.17  																				|
% 15.43/4.17  																				|-The branch is then unsatisfiable
% 15.43/4.17  																			|-Branch two:
% 15.43/4.17  																			| (396)  ~ (all_0_1_1 = e1)
% 15.43/4.17  																			| (2467) all_0_2_2 = e1 | all_0_3_3 = e1
% 15.43/4.17  																			|
% 15.43/4.17  																				+-Applying beta-rule and splitting (2467), into two cases.
% 15.43/4.17  																				|-Branch one:
% 15.43/4.17  																				| (1371) all_0_2_2 = e1
% 15.43/4.17  																				|
% 15.43/4.17  																					| Combining equations (1371,767) yields a new equation:
% 15.43/4.17  																					| (245) e1 = e0
% 15.69/4.17  																					|
% 15.69/4.17  																					| Simplifying 245 yields:
% 15.69/4.17  																					| (246) e1 = e0
% 15.69/4.17  																					|
% 15.69/4.17  																					| Equations (246) can reduce 128 to:
% 15.69/4.17  																					| (247) $false
% 15.69/4.17  																					|
% 15.69/4.17  																					|-The branch is then unsatisfiable
% 15.69/4.17  																				|-Branch two:
% 15.69/4.17  																				| (216)  ~ (all_0_2_2 = e1)
% 15.69/4.17  																				| (258) all_0_3_3 = e1
% 15.69/4.17  																				|
% 15.69/4.17  																					| Combining equations (2586,258) yields a new equation:
% 15.69/4.17  																					| (773) e3 = e1
% 15.69/4.17  																					|
% 15.69/4.17  																					| Simplifying 773 yields:
% 15.69/4.17  																					| (299) e3 = e1
% 15.69/4.17  																					|
% 15.69/4.17  																					| Equations (299) can reduce 132 to:
% 15.69/4.17  																					| (247) $false
% 15.69/4.17  																					|
% 15.69/4.17  																					|-The branch is then unsatisfiable
% 15.69/4.17  														|-Branch two:
% 15.69/4.17  														| (770)  ~ (all_0_2_2 = e0)
% 15.69/4.17  														| (919) all_0_3_3 = e0
% 15.69/4.17  														|
% 15.69/4.17  															| Equations (919) can reduce 250 to:
% 15.69/4.17  															| (247) $false
% 15.69/4.17  															|
% 15.69/4.17  															|-The branch is then unsatisfiable
% 15.69/4.17  										|-Branch two:
% 15.69/4.17  										| (313)  ~ (all_0_14_14 = e3)
% 15.69/4.17  										| (293) all_0_14_14 = e2
% 15.69/4.17  										|
% 15.69/4.17  											| Equations (293) can reduce 326 to:
% 15.69/4.17  											| (247) $false
% 15.69/4.17  											|
% 15.69/4.17  											|-The branch is then unsatisfiable
% 15.69/4.17  		|-Branch two:
% 15.69/4.17  		| (1026)  ~ (all_0_5_5 = e1)
% 15.69/4.17  		| (1017) all_0_20_20 = e1
% 15.69/4.17  		|
% 15.69/4.17  			| Equations (1017) can reduce 72 to:
% 15.69/4.17  			| (218)  ~ (all_0_3_3 = e1)
% 15.69/4.17  			|
% 15.69/4.17  			| Equations (1017) can reduce 58 to:
% 15.69/4.17  			| (1012)  ~ (all_0_12_12 = e1)
% 15.69/4.17  			|
% 15.69/4.17  			| Equations (1017) can reduce 35 to:
% 15.69/4.17  			| (229)  ~ (all_0_15_15 = e1)
% 15.69/4.17  			|
% 15.69/4.17  			| Equations (1017) can reduce 9 to:
% 15.69/4.17  			| (231)  ~ (all_0_16_16 = e1)
% 15.69/4.17  			|
% 15.69/4.17  			| Equations (1017) can reduce 77 to:
% 15.69/4.17  			| (243)  ~ (all_0_17_17 = e1)
% 15.69/4.17  			|
% 15.69/4.17  			| Equations (1017) can reduce 92 to:
% 15.69/4.17  			| (222)  ~ (all_0_18_18 = e1)
% 15.69/4.17  			|
% 15.69/4.17  			+-Applying beta-rule and splitting (21), into two cases.
% 15.69/4.17  			|-Branch one:
% 15.69/4.17  			| (244) all_0_5_5 = e0
% 15.69/4.17  			|
% 15.69/4.17  				| Equations (244) can reduce 51 to:
% 15.69/4.17  				| (913)  ~ (all_0_0_0 = e0)
% 15.69/4.17  				|
% 15.69/4.17  				| Equations (244) can reduce 65 to:
% 15.69/4.17  				| (558)  ~ (all_0_4_4 = e0)
% 15.69/4.17  				|
% 15.69/4.17  				| Equations (244) can reduce 109 to:
% 15.69/4.17  				| (709)  ~ (all_0_7_7 = e0)
% 15.69/4.17  				|
% 15.69/4.17  				| Simplifying 709 yields:
% 15.69/4.17  				| (710)  ~ (all_0_7_7 = e0)
% 15.69/4.17  				|
% 15.69/4.17  				| Equations (244) can reduce 165 to:
% 15.69/4.17  				| (579)  ~ (all_0_10_10 = e0)
% 15.69/4.17  				|
% 15.69/4.17  				| Simplifying 579 yields:
% 15.69/4.17  				| (390)  ~ (all_0_10_10 = e0)
% 15.69/4.17  				|
% 15.69/4.17  				| Equations (244) can reduce 158 to:
% 15.69/4.17  				| (3292)  ~ (all_0_14_14 = e0)
% 15.69/4.17  				|
% 15.69/4.17  				| Simplifying 3292 yields:
% 15.69/4.17  				| (70)  ~ (all_0_14_14 = e0)
% 15.69/4.17  				|
% 15.69/4.17  				| Equations (244) can reduce 144 to:
% 15.69/4.17  				| (1038)  ~ (all_0_17_17 = e0)
% 15.69/4.17  				|
% 15.69/4.17  				| Simplifying 1038 yields:
% 15.69/4.17  				| (252)  ~ (all_0_17_17 = e0)
% 15.69/4.17  				|
% 15.69/4.17  				+-Applying beta-rule and splitting (106), into two cases.
% 15.69/4.17  				|-Branch one:
% 15.69/4.17  				| (213) all_0_1_1 = e1
% 15.69/4.17  				|
% 15.69/4.17  					| Combining equations (213,330) yields a new equation:
% 15.69/4.17  					| (332) e4 = e1
% 15.69/4.17  					|
% 15.69/4.17  					| Equations (332) can reduce 210 to:
% 15.69/4.17  					| (247) $false
% 15.69/4.17  					|
% 15.69/4.17  					|-The branch is then unsatisfiable
% 15.69/4.17  				|-Branch two:
% 15.69/4.17  				| (396)  ~ (all_0_1_1 = e1)
% 15.69/4.17  				| (2105) all_0_6_6 = e1 | all_0_18_18 = e1
% 15.69/4.17  				|
% 15.69/4.17  					+-Applying beta-rule and splitting (2105), into two cases.
% 15.69/4.17  					|-Branch one:
% 15.69/4.17  					| (370) all_0_6_6 = e1
% 15.69/4.17  					|
% 15.69/4.17  						| Equations (370) can reduce 10 to:
% 15.69/4.17  						| (225)  ~ (all_0_4_4 = e1)
% 15.69/4.17  						|
% 15.69/4.17  						| Equations (370) can reduce 164 to:
% 15.69/4.17  						| (2065)  ~ (all_0_7_7 = e1)
% 15.69/4.17  						|
% 15.69/4.17  						| Simplifying 2065 yields:
% 15.69/4.17  						| (276)  ~ (all_0_7_7 = e1)
% 15.69/4.17  						|
% 15.69/4.17  						| Equations (370) can reduce 131 to:
% 15.69/4.17  						| (238)  ~ (all_0_8_8 = e1)
% 15.69/4.17  						|
% 15.69/4.17  						| Simplifying 238 yields:
% 15.69/4.17  						| (239)  ~ (all_0_8_8 = e1)
% 15.69/4.17  						|
% 15.69/4.17  						| From (370) and (100) follows:
% 15.69/4.17  						| (3307) op(e3, e2) = e1
% 15.69/4.17  						|
% 15.69/4.17  						+-Applying beta-rule and splitting (60), into two cases.
% 15.69/4.17  						|-Branch one:
% 15.69/4.17  						| (377) all_0_6_6 = e2
% 15.69/4.17  						|
% 15.69/4.17  							| Combining equations (370,377) yields a new equation:
% 15.69/4.17  							| (420) e2 = e1
% 15.69/4.17  							|
% 15.69/4.17  							| Equations (420) can reduce 138 to:
% 15.69/4.17  							| (247) $false
% 15.69/4.17  							|
% 15.69/4.17  							|-The branch is then unsatisfiable
% 15.69/4.17  						|-Branch two:
% 15.69/4.17  						| (369)  ~ (all_0_6_6 = e2)
% 15.69/4.17  						| (368) all_0_18_18 = e2
% 15.69/4.17  						|
% 15.69/4.17  							| Equations (368) can reduce 5 to:
% 15.69/4.17  							| (33)  ~ (all_0_16_16 = e2)
% 15.69/4.17  							|
% 15.69/4.17  							| Equations (368) can reduce 207 to:
% 15.69/4.17  							| (3314)  ~ (all_0_19_19 = e2)
% 15.69/4.17  							|
% 15.69/4.17  							| Simplifying 3314 yields:
% 15.69/4.17  							| (2506)  ~ (all_0_19_19 = e2)
% 15.69/4.17  							|
% 15.69/4.17  							| From (368) and (63) follows:
% 15.69/4.17  							| (3316) op(e0, e2) = e2
% 15.69/4.17  							|
% 15.69/4.17  							+-Applying beta-rule and splitting (88), into two cases.
% 15.69/4.17  							|-Branch one:
% 15.69/4.17  							| (289) all_0_9_9 = e1
% 15.69/4.17  							|
% 15.69/4.17  								| Equations (289) can reduce 285 to:
% 15.69/4.17  								| (247) $false
% 15.69/4.17  								|
% 15.69/4.17  								|-The branch is then unsatisfiable
% 15.69/4.17  							|-Branch two:
% 15.69/4.17  							| (285)  ~ (all_0_9_9 = e1)
% 15.69/4.17  							| (292) all_0_9_9 = e4 | all_0_9_9 = e0
% 15.69/4.17  							|
% 15.69/4.17  								+-Applying beta-rule and splitting (116), into two cases.
% 15.69/4.17  								|-Branch one:
% 15.69/4.17  								| (293) all_0_14_14 = e2
% 15.69/4.17  								|
% 15.69/4.17  									| Equations (293) can reduce 188 to:
% 15.69/4.17  									| (55)  ~ (all_0_0_0 = e2)
% 15.69/4.17  									|
% 15.69/4.17  									| Equations (293) can reduce 93 to:
% 15.69/4.17  									| (294)  ~ (all_0_10_10 = e2)
% 15.69/4.17  									|
% 15.69/4.17  									| Equations (293) can reduce 184 to:
% 15.69/4.17  									| (295)  ~ (all_0_15_15 = e2)
% 15.69/4.17  									|
% 15.69/4.17  									| Simplifying 295 yields:
% 15.69/4.17  									| (296)  ~ (all_0_15_15 = e2)
% 15.69/4.18  									|
% 15.69/4.18  									| From (293) and (105) follows:
% 15.69/4.18  									| (2128) op(e1, e3) = e2
% 15.69/4.18  									|
% 15.69/4.18  									+-Applying beta-rule and splitting (157), into two cases.
% 15.69/4.18  									|-Branch one:
% 15.69/4.18  									| (1014) all_0_15_15 = e1
% 15.69/4.18  									|
% 15.69/4.18  										| Equations (1014) can reduce 229 to:
% 15.69/4.18  										| (247) $false
% 15.69/4.18  										|
% 15.69/4.18  										|-The branch is then unsatisfiable
% 15.69/4.18  									|-Branch two:
% 15.69/4.18  									| (229)  ~ (all_0_15_15 = e1)
% 15.69/4.18  									| (1090) all_0_15_15 = e3 | all_0_15_15 = e2
% 15.69/4.18  									|
% 15.69/4.18  										+-Applying beta-rule and splitting (1090), into two cases.
% 15.69/4.18  										|-Branch one:
% 15.69/4.18  										| (314) all_0_15_15 = e3
% 15.69/4.18  										|
% 15.69/4.18  											| Equations (314) can reduce 50 to:
% 15.69/4.18  											| (789)  ~ (all_0_3_3 = e3)
% 15.69/4.18  											|
% 15.69/4.18  											| Equations (314) can reduce 43 to:
% 15.69/4.18  											| (834)  ~ (all_0_8_8 = e3)
% 15.69/4.18  											|
% 15.69/4.18  											| Equations (314) can reduce 111 to:
% 15.69/4.18  											| (44)  ~ (all_0_12_12 = e3)
% 15.69/4.18  											|
% 15.69/4.18  											| Equations (314) can reduce 296 to:
% 15.69/4.18  											| (191)  ~ (e3 = e2)
% 15.69/4.18  											|
% 15.69/4.18  											| Equations (314) can reduce 229 to:
% 15.69/4.18  											| (132)  ~ (e3 = e1)
% 15.69/4.18  											|
% 15.69/4.18  											| From (314) and (112) follows:
% 15.69/4.18  											| (2147) op(e1, e0) = e3
% 15.69/4.18  											|
% 15.69/4.18  											+-Applying beta-rule and splitting (83), into two cases.
% 15.69/4.18  											|-Branch one:
% 15.69/4.18  											| (258) all_0_3_3 = e1
% 15.69/4.18  											|
% 15.69/4.18  												| Equations (258) can reduce 218 to:
% 15.69/4.18  												| (247) $false
% 15.69/4.18  												|
% 15.69/4.18  												|-The branch is then unsatisfiable
% 15.69/4.18  											|-Branch two:
% 15.69/4.18  											| (218)  ~ (all_0_3_3 = e1)
% 15.69/4.18  											| (2440) all_0_3_3 = e4 | all_0_3_3 = e3 | all_0_3_3 = e0
% 15.69/4.18  											|
% 15.69/4.18  												+-Applying beta-rule and splitting (2440), into two cases.
% 15.69/4.18  												|-Branch one:
% 15.69/4.18  												| (919) all_0_3_3 = e0
% 15.69/4.18  												|
% 15.69/4.18  													| Equations (919) can reduce 61 to:
% 15.69/4.18  													| (913)  ~ (all_0_0_0 = e0)
% 15.69/4.18  													|
% 15.69/4.18  													| Equations (919) can reduce 115 to:
% 15.69/4.18  													| (770)  ~ (all_0_2_2 = e0)
% 15.69/4.18  													|
% 15.69/4.18  													| Equations (919) can reduce 20 to:
% 15.69/4.18  													| (711)  ~ (all_0_8_8 = e0)
% 15.69/4.18  													|
% 15.69/4.18  													| Simplifying 711 yields:
% 15.69/4.18  													| (712)  ~ (all_0_8_8 = e0)
% 15.69/4.18  													|
% 15.69/4.18  													| Equations (919) can reduce 84 to:
% 15.69/4.18  													| (1417)  ~ (all_0_12_12 = e0)
% 15.69/4.18  													|
% 15.69/4.18  													| Simplifying 1417 yields:
% 15.69/4.18  													| (1418)  ~ (all_0_12_12 = e0)
% 15.69/4.18  													|
% 15.69/4.18  													| Equations (919) can reduce 789 to:
% 15.69/4.18  													| (713)  ~ (e3 = e0)
% 15.69/4.18  													|
% 15.69/4.18  													| Simplifying 713 yields:
% 15.69/4.18  													| (64)  ~ (e3 = e0)
% 15.69/4.18  													|
% 15.69/4.18  													| From (919) and (71) follows:
% 15.69/4.18  													| (2259) op(e4, e0) = e0
% 15.69/4.18  													|
% 15.69/4.18  													+-Applying beta-rule and splitting (49), into two cases.
% 15.69/4.18  													|-Branch one:
% 15.69/4.18  													| (1371) all_0_2_2 = e1
% 15.69/4.18  													|
% 15.69/4.18  														| Equations (1371) can reduce 25 to:
% 15.69/4.18  														| (214)  ~ (all_0_0_0 = e1)
% 15.69/4.18  														|
% 15.69/4.18  														| Equations (1371) can reduce 97 to:
% 15.69/4.18  														| (2113)  ~ (all_0_19_19 = e1)
% 15.69/4.18  														|
% 15.69/4.18  														| Simplifying 2113 yields:
% 15.69/4.18  														| (1021)  ~ (all_0_19_19 = e1)
% 15.69/4.18  														|
% 15.69/4.18  														| Equations (1371) can reduce 75 to:
% 15.69/4.18  														| (2057)  ~ (e2 = e1)
% 15.69/4.18  														|
% 15.69/4.18  														| Simplifying 2057 yields:
% 15.69/4.18  														| (138)  ~ (e2 = e1)
% 15.69/4.18  														|
% 15.69/4.18  														| Equations (1371) can reduce 770 to:
% 15.69/4.18  														| (128)  ~ (e1 = e0)
% 15.69/4.18  														|
% 15.69/4.18  														+-Applying beta-rule and splitting (182), into two cases.
% 15.69/4.18  														|-Branch one:
% 15.69/4.18  														| (289) all_0_9_9 = e1
% 15.69/4.18  														|
% 15.69/4.18  															| Equations (289) can reduce 285 to:
% 15.69/4.18  															| (247) $false
% 15.69/4.18  															|
% 15.69/4.18  															|-The branch is then unsatisfiable
% 15.69/4.18  														|-Branch two:
% 15.69/4.18  														| (285)  ~ (all_0_9_9 = e1)
% 15.69/4.18  														| (1977) all_0_10_10 = e1 | all_0_11_11 = e1 | all_0_12_12 = e1
% 15.69/4.18  														|
% 15.69/4.18  															+-Applying beta-rule and splitting (197), into two cases.
% 15.69/4.18  															|-Branch one:
% 15.69/4.18  															| (1168) all_0_0_0 = e3
% 15.69/4.18  															|
% 15.69/4.18  																| Equations (1168) can reduce 127 to:
% 15.69/4.18  																| (3364)  ~ (all_0_10_10 = e3)
% 15.69/4.18  																|
% 15.69/4.18  																| Simplifying 3364 yields:
% 15.69/4.18  																| (196)  ~ (all_0_10_10 = e3)
% 15.69/4.18  																|
% 15.69/4.18  																| Equations (1168) can reduce 55 to:
% 15.69/4.18  																| (191)  ~ (e3 = e2)
% 15.69/4.18  																|
% 15.69/4.18  																| Equations (1168) can reduce 214 to:
% 15.69/4.18  																| (132)  ~ (e3 = e1)
% 15.69/4.18  																|
% 15.69/4.18  																+-Applying beta-rule and splitting (177), into two cases.
% 15.69/4.18  																|-Branch one:
% 15.69/4.18  																| (262) all_0_17_17 = e1
% 15.69/4.18  																|
% 15.69/4.18  																	| Equations (262) can reduce 243 to:
% 15.69/4.18  																	| (247) $false
% 15.69/4.18  																	|
% 15.69/4.18  																	|-The branch is then unsatisfiable
% 15.69/4.18  																|-Branch two:
% 15.69/4.18  																| (243)  ~ (all_0_17_17 = e1)
% 15.69/4.18  																| (679) all_0_17_17 = e4 | all_0_17_17 = e3 | all_0_17_17 = e2 | all_0_17_17 = e0
% 15.69/4.18  																|
% 15.69/4.18  																	+-Applying beta-rule and splitting (1977), into two cases.
% 15.69/4.18  																	|-Branch one:
% 15.69/4.18  																	| (581) all_0_10_10 = e1
% 15.69/4.18  																	|
% 15.69/4.18  																		| Equations (581) can reduce 176 to:
% 15.69/4.18  																		| (285)  ~ (all_0_9_9 = e1)
% 15.69/4.18  																		|
% 15.69/4.18  																		| Equations (581) can reduce 202 to:
% 15.69/4.18  																		| (1074)  ~ (all_0_11_11 = e1)
% 15.69/4.18  																		|
% 15.69/4.18  																		| Simplifying 1074 yields:
% 15.69/4.18  																		| (1075)  ~ (all_0_11_11 = e1)
% 15.69/4.18  																		|
% 15.69/4.18  																		| Equations (581) can reduce 45 to:
% 15.69/4.18  																		| (3051)  ~ (all_0_12_12 = e1)
% 15.69/4.18  																		|
% 15.69/4.18  																		| Simplifying 3051 yields:
% 15.69/4.18  																		| (1012)  ~ (all_0_12_12 = e1)
% 15.69/4.18  																		|
% 15.69/4.18  																		| Equations (581) can reduce 122 to:
% 15.69/4.18  																		| (242)  ~ (all_0_17_17 = e1)
% 15.69/4.18  																		|
% 15.69/4.18  																		| Simplifying 242 yields:
% 15.69/4.18  																		| (243)  ~ (all_0_17_17 = e1)
% 15.69/4.18  																		|
% 15.69/4.18  																		| Equations (581) can reduce 196 to:
% 15.69/4.18  																		| (287)  ~ (e3 = e1)
% 15.69/4.18  																		|
% 15.69/4.18  																		| Simplifying 287 yields:
% 15.69/4.18  																		| (132)  ~ (e3 = e1)
% 15.69/4.18  																		|
% 15.69/4.18  																		| Equations (581) can reduce 294 to:
% 15.69/4.18  																		| (2057)  ~ (e2 = e1)
% 15.69/4.18  																		|
% 15.69/4.18  																		| Simplifying 2057 yields:
% 15.69/4.18  																		| (138)  ~ (e2 = e1)
% 15.69/4.18  																		|
% 15.69/4.18  																		| From (581) and (16) follows:
% 15.69/4.18  																		| (1082) op(e2, e3) = e1
% 15.69/4.18  																		|
% 15.69/4.18  																		+-Applying beta-rule and splitting (3), into two cases.
% 15.69/4.18  																		|-Branch one:
% 15.69/4.18  																		| (316) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)) | (all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1))
% 15.69/4.18  																		|
% 15.69/4.18  																			+-Applying beta-rule and splitting (316), into two cases.
% 15.69/4.18  																			|-Branch one:
% 15.69/4.18  																			| (317) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0))
% 15.69/4.18  																			|
% 15.69/4.18  																				+-Applying beta-rule and splitting (317), into two cases.
% 15.69/4.18  																				|-Branch one:
% 15.69/4.18  																				| (318) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0))
% 15.69/4.18  																				|
% 15.69/4.18  																					+-Applying beta-rule and splitting (318), into two cases.
% 15.69/4.18  																					|-Branch one:
% 15.69/4.18  																					| (319) all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)
% 15.69/4.18  																					|
% 15.69/4.18  																						| Applying alpha-rule on (319) yields:
% 15.69/4.18  																						| (320)  ~ (all_0_8_8 = e2)
% 15.69/4.18  																						| (321)  ~ (all_0_5_5 = e2)
% 15.69/4.18  																						| (322)  ~ (all_0_11_11 = e2)
% 15.69/4.18  																						| (323)  ~ (all_0_12_12 = e2)
% 15.69/4.18  																						| (324)  ~ (all_0_20_20 = e2)
% 15.69/4.18  																						| (325)  ~ (unit = e2)
% 15.69/4.18  																						| (326)  ~ (all_0_14_14 = e2)
% 15.69/4.18  																						| (327)  ~ (all_0_19_19 = e2) | all_0_18_18 = e1
% 15.69/4.18  																						| (328)  ~ (all_0_17_17 = e2)
% 15.69/4.18  																						| (329)  ~ (all_0_7_7 = e2) | all_0_6_6 = e1
% 15.69/4.18  																						| (330) all_0_1_1 = e4
% 15.69/4.18  																						|
% 15.69/4.18  																						| Equations (293) can reduce 326 to:
% 15.69/4.18  																						| (247) $false
% 15.69/4.18  																						|
% 15.69/4.18  																						|-The branch is then unsatisfiable
% 15.69/4.18  																					|-Branch two:
% 15.69/4.18  																					| (334) all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)
% 15.69/4.18  																					|
% 15.69/4.18  																						| Applying alpha-rule on (334) yields:
% 15.69/4.18  																						| (301)  ~ (all_0_13_13 = e3)
% 15.69/4.18  																						| (336)  ~ (all_0_3_3 = e3) | all_0_0_0 = e0
% 15.69/4.18  																						| (337)  ~ (all_0_19_19 = e3) | all_0_17_17 = e1
% 15.69/4.18  																						| (338)  ~ (all_0_16_16 = e3) | all_0_17_17 = e4
% 15.69/4.18  																						| (339)  ~ (all_0_4_4 = e3) | all_0_5_5 = e4
% 15.69/4.18  																						| (340)  ~ (all_0_15_15 = e3)
% 15.69/4.18  																						| (341)  ~ (all_0_20_20 = e3) | all_0_17_17 = e0
% 15.69/4.18  																						| (303) all_0_10_10 = e2
% 15.69/4.18  																						| (343)  ~ (unit = e3)
% 15.69/4.18  																						| (344)  ~ (all_0_7_7 = e3) | all_0_5_5 = e1
% 15.69/4.18  																						| (345)  ~ (all_0_2_2 = e3) | all_0_0_0 = e1
% 15.69/4.18  																						| (346)  ~ (all_0_8_8 = e3) | all_0_5_5 = e0
% 15.69/4.18  																						|
% 15.69/4.18  																						| Combining equations (581,303) yields a new equation:
% 15.69/4.18  																						| (420) e2 = e1
% 15.69/4.18  																						|
% 15.69/4.18  																						| Equations (420) can reduce 138 to:
% 15.69/4.18  																						| (247) $false
% 15.69/4.18  																						|
% 15.69/4.18  																						|-The branch is then unsatisfiable
% 15.69/4.18  																				|-Branch two:
% 15.69/4.18  																				| (348) all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)
% 15.69/4.18  																				|
% 15.69/4.18  																					| Applying alpha-rule on (348) yields:
% 15.69/4.18  																					| (349)  ~ (unit = e4)
% 15.69/4.18  																					| (350)  ~ (all_0_6_6 = e4)
% 15.69/4.19  																					| (351)  ~ (all_0_12_12 = e4) | all_0_9_9 = e0
% 15.69/4.19  																					| (352)  ~ (all_0_18_18 = e4)
% 15.69/4.19  																					| (353)  ~ (all_0_20_20 = e4) | all_0_16_16 = e0
% 15.69/4.19  																					| (354)  ~ (all_0_0_0 = e4)
% 15.69/4.19  																					| (355)  ~ (all_0_10_10 = e4)
% 15.69/4.19  																					| (356)  ~ (all_0_3_3 = e4)
% 15.69/4.19  																					| (224) all_0_13_13 = e1
% 15.69/4.19  																					| (358)  ~ (all_0_5_5 = e4) | all_0_4_4 = e3
% 15.69/4.19  																					| (359)  ~ (all_0_8_8 = e4) | all_0_4_4 = e0
% 15.69/4.19  																					| (360)  ~ (all_0_17_17 = e4) | all_0_16_16 = e3
% 15.69/4.19  																					|
% 15.69/4.19  																					| Equations (1168) can reduce 354 to:
% 15.69/4.19  																					| (790)  ~ (e4 = e3)
% 15.69/4.19  																					|
% 15.69/4.19  																					| Simplifying 790 yields:
% 15.69/4.19  																					| (24)  ~ (e4 = e3)
% 15.69/4.19  																					|
% 15.69/4.19  																					| Equations (919) can reduce 356 to:
% 15.69/4.19  																					| (796)  ~ (e4 = e0)
% 15.69/4.19  																					|
% 15.69/4.19  																					| Simplifying 796 yields:
% 15.69/4.19  																					| (7)  ~ (e4 = e0)
% 15.69/4.19  																					|
% 15.69/4.19  																					| Equations (581) can reduce 355 to:
% 15.69/4.19  																					| (279)  ~ (e4 = e1)
% 15.69/4.19  																					|
% 15.69/4.19  																					| Simplifying 279 yields:
% 15.69/4.19  																					| (210)  ~ (e4 = e1)
% 15.69/4.19  																					|
% 15.69/4.19  																					+-Applying beta-rule and splitting (359), into two cases.
% 15.69/4.19  																					|-Branch one:
% 15.69/4.19  																					| (701)  ~ (all_0_8_8 = e4)
% 15.69/4.19  																					|
% 15.69/4.19  																						+-Applying beta-rule and splitting (679), into two cases.
% 15.69/4.19  																						|-Branch one:
% 15.69/4.19  																						| (680) all_0_17_17 = e0
% 15.69/4.19  																						|
% 15.69/4.19  																							| Equations (680) can reduce 252 to:
% 15.69/4.19  																							| (247) $false
% 15.69/4.19  																							|
% 15.69/4.19  																							|-The branch is then unsatisfiable
% 15.69/4.19  																						|-Branch two:
% 15.69/4.19  																						| (252)  ~ (all_0_17_17 = e0)
% 15.69/4.19  																						| (683) all_0_17_17 = e4 | all_0_17_17 = e3 | all_0_17_17 = e2
% 15.69/4.19  																						|
% 15.69/4.19  																							+-Applying beta-rule and splitting (143), into two cases.
% 15.69/4.19  																							|-Branch one:
% 15.69/4.19  																							| (575) all_0_4_4 = e4
% 15.69/4.19  																							|
% 15.69/4.19  																								| Equations (575) can reduce 129 to:
% 15.69/4.19  																								| (700)  ~ (all_0_8_8 = e4)
% 15.69/4.19  																								|
% 15.69/4.19  																								| Simplifying 700 yields:
% 15.69/4.19  																								| (701)  ~ (all_0_8_8 = e4)
% 15.69/4.19  																								|
% 15.69/4.19  																								| Equations (575) can reduce 6 to:
% 15.69/4.19  																								| (576)  ~ (all_0_9_9 = e4)
% 15.69/4.19  																								|
% 15.69/4.19  																								| Simplifying 576 yields:
% 15.69/4.19  																								| (577)  ~ (all_0_9_9 = e4)
% 15.69/4.19  																								|
% 15.69/4.19  																								| Equations (575) can reduce 76 to:
% 15.69/4.19  																								| (3445)  ~ (all_0_16_16 = e4)
% 15.69/4.19  																								|
% 15.69/4.19  																								| Simplifying 3445 yields:
% 15.69/4.19  																								| (1300)  ~ (all_0_16_16 = e4)
% 15.69/4.19  																								|
% 15.69/4.19  																								| Equations (575) can reduce 225 to:
% 15.69/4.19  																								| (210)  ~ (e4 = e1)
% 15.69/4.19  																								|
% 15.69/4.19  																								+-Applying beta-rule and splitting (292), into two cases.
% 15.69/4.19  																								|-Branch one:
% 15.69/4.19  																								| (543) all_0_9_9 = e0
% 15.69/4.19  																								|
% 15.69/4.19  																									| Equations (543) can reduce 180 to:
% 15.69/4.19  																									| (1727)  ~ (all_0_11_11 = e0)
% 15.69/4.19  																									|
% 15.69/4.19  																									| Simplifying 1727 yields:
% 15.69/4.19  																									| (554)  ~ (all_0_11_11 = e0)
% 15.69/4.19  																									|
% 15.69/4.19  																									| Equations (543) can reduce 183 to:
% 15.69/4.19  																									| (1417)  ~ (all_0_12_12 = e0)
% 15.69/4.19  																									|
% 15.69/4.19  																									| Simplifying 1417 yields:
% 15.69/4.19  																									| (1418)  ~ (all_0_12_12 = e0)
% 15.69/4.19  																									|
% 15.69/4.19  																									| Equations (543) can reduce 107 to:
% 15.69/4.19  																									| (2620)  ~ (all_0_16_16 = e0)
% 15.69/4.19  																									|
% 15.69/4.19  																									| Simplifying 2620 yields:
% 15.69/4.19  																									| (1405)  ~ (all_0_16_16 = e0)
% 15.69/4.19  																									|
% 15.69/4.19  																									| Equations (543) can reduce 285 to:
% 15.69/4.19  																									| (541)  ~ (e1 = e0)
% 15.69/4.19  																									|
% 15.69/4.19  																									| Simplifying 541 yields:
% 15.69/4.19  																									| (128)  ~ (e1 = e0)
% 15.69/4.19  																									|
% 15.69/4.19  																									+-Applying beta-rule and splitting (171), into two cases.
% 15.69/4.19  																									|-Branch one:
% 15.69/4.19  																									| (1503) all_0_16_16 = e0
% 15.69/4.19  																									|
% 15.69/4.19  																										| Equations (1503) can reduce 1405 to:
% 15.69/4.19  																										| (247) $false
% 15.69/4.19  																										|
% 15.69/4.19  																										|-The branch is then unsatisfiable
% 15.69/4.19  																									|-Branch two:
% 15.69/4.19  																									| (1405)  ~ (all_0_16_16 = e0)
% 15.69/4.19  																									| (3460) all_0_17_17 = e0 | all_0_19_19 = e0 | all_0_20_20 = e0
% 15.69/4.19  																									|
% 15.69/4.19  																										+-Applying beta-rule and splitting (87), into two cases.
% 15.69/4.19  																										|-Branch one:
% 15.69/4.19  																										| (572) all_0_4_4 = e3
% 15.69/4.19  																										|
% 15.69/4.19  																											| Combining equations (572,575) yields a new equation:
% 15.69/4.19  																											| (873) e4 = e3
% 15.69/4.19  																											|
% 15.69/4.19  																											| Equations (873) can reduce 24 to:
% 15.69/4.19  																											| (247) $false
% 15.69/4.19  																											|
% 15.69/4.19  																											|-The branch is then unsatisfiable
% 15.69/4.19  																										|-Branch two:
% 15.69/4.19  																										| (436)  ~ (all_0_4_4 = e3)
% 15.69/4.19  																										| (2404) all_0_13_13 = e3 | all_0_16_16 = e3
% 15.69/4.19  																										|
% 15.69/4.19  																											| Equations (575) can reduce 436 to:
% 15.69/4.19  																											| (24)  ~ (e4 = e3)
% 15.69/4.19  																											|
% 15.69/4.19  																											+-Applying beta-rule and splitting (124), into two cases.
% 15.69/4.19  																											|-Branch one:
% 15.69/4.19  																											| (1794) all_0_11_11 = e1
% 15.69/4.19  																											|
% 15.69/4.19  																												| Equations (1794) can reduce 1075 to:
% 15.69/4.19  																												| (247) $false
% 15.69/4.19  																												|
% 15.69/4.19  																												|-The branch is then unsatisfiable
% 15.69/4.19  																											|-Branch two:
% 15.69/4.19  																											| (1075)  ~ (all_0_11_11 = e1)
% 15.69/4.19  																											| (1933) all_0_11_11 = e2 | all_0_11_11 = e0
% 15.69/4.19  																											|
% 15.69/4.19  																												+-Applying beta-rule and splitting (185), into two cases.
% 15.69/4.19  																												|-Branch one:
% 15.69/4.19  																												| (572) all_0_4_4 = e3
% 15.69/4.19  																												|
% 15.69/4.19  																													| Combining equations (572,575) yields a new equation:
% 15.69/4.19  																													| (873) e4 = e3
% 15.69/4.19  																													|
% 15.69/4.19  																													| Equations (873) can reduce 24 to:
% 15.69/4.19  																													| (247) $false
% 15.69/4.19  																													|
% 15.69/4.19  																													|-The branch is then unsatisfiable
% 15.69/4.19  																												|-Branch two:
% 15.69/4.19  																												| (436)  ~ (all_0_4_4 = e3)
% 15.69/4.19  																												| (764) all_0_5_5 = e3 | all_0_7_7 = e3 | all_0_8_8 = e3
% 15.69/4.19  																												|
% 15.69/4.19  																													+-Applying beta-rule and splitting (174), into two cases.
% 15.69/4.19  																													|-Branch one:
% 15.69/4.19  																													| (1500) all_0_16_16 = e4
% 15.69/4.19  																													|
% 15.69/4.19  																														| Equations (1500) can reduce 1300 to:
% 15.69/4.19  																														| (247) $false
% 15.69/4.19  																														|
% 15.69/4.19  																														|-The branch is then unsatisfiable
% 15.69/4.19  																													|-Branch two:
% 15.69/4.19  																													| (1300)  ~ (all_0_16_16 = e4)
% 15.69/4.19  																													| (2730) all_0_17_17 = e4 | all_0_18_18 = e4 | all_0_20_20 = e4
% 15.69/4.19  																													|
% 15.69/4.19  																														+-Applying beta-rule and splitting (2730), into two cases.
% 15.69/4.19  																														|-Branch one:
% 15.69/4.19  																														| (688) all_0_17_17 = e4
% 15.69/4.19  																														|
% 15.69/4.19  																															| Equations (688) can reduce 243 to:
% 15.69/4.19  																															| (210)  ~ (e4 = e1)
% 15.69/4.19  																															|
% 15.69/4.19  																															| Equations (688) can reduce 252 to:
% 15.69/4.19  																															| (7)  ~ (e4 = e0)
% 15.69/4.19  																															|
% 15.69/4.19  																															+-Applying beta-rule and splitting (211), into two cases.
% 15.69/4.19  																															|-Branch one:
% 15.69/4.19  																															| (800) all_0_3_3 = e4
% 15.69/4.19  																															|
% 15.69/4.19  																																| Combining equations (800,919) yields a new equation:
% 15.69/4.19  																																| (1496) e4 = e0
% 15.69/4.19  																																|
% 15.69/4.19  																																| Simplifying 1496 yields:
% 15.69/4.19  																																| (911) e4 = e0
% 15.69/4.19  																																|
% 15.69/4.19  																																| Equations (911) can reduce 7 to:
% 15.69/4.19  																																| (247) $false
% 15.69/4.19  																																|
% 15.69/4.19  																																|-The branch is then unsatisfiable
% 15.69/4.19  																															|-Branch two:
% 15.69/4.19  																															| (356)  ~ (all_0_3_3 = e4)
% 15.69/4.19  																															| (899) all_0_8_8 = e4 | all_0_12_12 = e4 | all_0_20_20 = e4
% 15.69/4.19  																															|
% 15.69/4.19  																																+-Applying beta-rule and splitting (899), into two cases.
% 15.69/4.19  																																|-Branch one:
% 15.69/4.19  																																| (872) all_0_8_8 = e4
% 15.69/4.19  																																|
% 15.69/4.19  																																	| Equations (872) can reduce 701 to:
% 15.69/4.19  																																	| (247) $false
% 15.69/4.19  																																	|
% 15.69/4.19  																																	|-The branch is then unsatisfiable
% 15.69/4.19  																																|-Branch two:
% 15.69/4.19  																																| (701)  ~ (all_0_8_8 = e4)
% 15.69/4.19  																																| (905) all_0_12_12 = e4 | all_0_20_20 = e4
% 15.69/4.19  																																|
% 15.69/4.19  																																	+-Applying beta-rule and splitting (905), into two cases.
% 15.69/4.19  																																	|-Branch one:
% 15.69/4.19  																																	| (594) all_0_12_12 = e4
% 15.69/4.19  																																	|
% 15.69/4.19  																																		| Equations (594) can reduce 117 to:
% 15.69/4.19  																																		| (701)  ~ (all_0_8_8 = e4)
% 15.69/4.19  																																		|
% 15.69/4.19  																																		| Equations (594) can reduce 1418 to:
% 15.69/4.19  																																		| (7)  ~ (e4 = e0)
% 15.69/4.19  																																		|
% 15.69/4.19  																																		| From (594) and (19) follows:
% 15.69/4.19  																																		| (1744) op(e2, e0) = e4
% 15.69/4.19  																																		|
% 15.69/4.19  																																		+-Applying beta-rule and splitting (2404), into two cases.
% 15.69/4.19  																																		|-Branch one:
% 15.69/4.19  																																		| (298) all_0_13_13 = e3
% 15.69/4.19  																																		|
% 15.69/4.19  																																			| Combining equations (298,224) yields a new equation:
% 15.69/4.19  																																			| (773) e3 = e1
% 15.69/4.19  																																			|
% 15.69/4.19  																																			| Simplifying 773 yields:
% 15.69/4.19  																																			| (299) e3 = e1
% 15.69/4.19  																																			|
% 15.69/4.19  																																			| Equations (299) can reduce 132 to:
% 15.69/4.19  																																			| (247) $false
% 15.69/4.19  																																			|
% 15.69/4.19  																																			|-The branch is then unsatisfiable
% 15.69/4.19  																																		|-Branch two:
% 15.69/4.19  																																		| (301)  ~ (all_0_13_13 = e3)
% 15.69/4.19  																																		| (435) all_0_16_16 = e3
% 15.69/4.19  																																		|
% 15.69/4.19  																																			| Equations (435) can reduce 1405 to:
% 15.69/4.19  																																			| (64)  ~ (e3 = e0)
% 15.69/4.19  																																			|
% 15.69/4.19  																																			+-Applying beta-rule and splitting (1933), into two cases.
% 15.69/4.19  																																			|-Branch one:
% 15.69/4.19  																																			| (551) all_0_11_11 = e0
% 15.69/4.19  																																			|
% 15.69/4.19  																																				| Equations (551) can reduce 554 to:
% 15.69/4.19  																																				| (247) $false
% 15.69/4.19  																																				|
% 15.69/4.19  																																				|-The branch is then unsatisfiable
% 15.69/4.19  																																			|-Branch two:
% 15.69/4.19  																																			| (554)  ~ (all_0_11_11 = e0)
% 15.69/4.19  																																			| (307) all_0_11_11 = e2
% 15.69/4.19  																																			|
% 15.69/4.19  																																				| Equations (307) can reduce 206 to:
% 15.69/4.19  																																				| (3314)  ~ (all_0_19_19 = e2)
% 15.69/4.19  																																				|
% 15.69/4.19  																																				| Simplifying 3314 yields:
% 15.69/4.19  																																				| (2506)  ~ (all_0_19_19 = e2)
% 15.69/4.19  																																				|
% 15.69/4.19  																																				+-Applying beta-rule and splitting (102), into two cases.
% 15.69/4.19  																																				|-Branch one:
% 15.69/4.19  																																				| (274) all_0_19_19 = e1
% 15.69/4.19  																																				|
% 15.69/4.19  																																					| Equations (274) can reduce 1021 to:
% 15.69/4.19  																																					| (247) $false
% 15.69/4.19  																																					|
% 15.69/4.19  																																					|-The branch is then unsatisfiable
% 15.69/4.19  																																				|-Branch two:
% 15.69/4.19  																																				| (1021)  ~ (all_0_19_19 = e1)
% 15.69/4.19  																																				| (2666) all_0_19_19 = e3 | all_0_19_19 = e2 | all_0_19_19 = e0
% 15.69/4.19  																																				|
% 15.69/4.19  																																					+-Applying beta-rule and splitting (162), into two cases.
% 15.69/4.19  																																					|-Branch one:
% 15.69/4.19  																																					| (767) all_0_2_2 = e0
% 15.69/4.19  																																					|
% 15.69/4.19  																																						| Combining equations (1371,767) yields a new equation:
% 15.69/4.19  																																						| (245) e1 = e0
% 15.69/4.19  																																						|
% 15.69/4.19  																																						| Simplifying 245 yields:
% 15.69/4.19  																																						| (246) e1 = e0
% 15.69/4.19  																																						|
% 15.69/4.19  																																						| Equations (246) can reduce 128 to:
% 15.69/4.19  																																						| (247) $false
% 15.69/4.19  																																						|
% 15.69/4.19  																																						|-The branch is then unsatisfiable
% 15.69/4.19  																																					|-Branch two:
% 15.69/4.19  																																					| (770)  ~ (all_0_2_2 = e0)
% 15.69/4.19  																																					| (771) all_0_7_7 = e0 | all_0_11_11 = e0 | all_0_19_19 = e0
% 15.69/4.19  																																					|
% 15.69/4.19  																																						| Equations (1371) can reduce 770 to:
% 15.69/4.19  																																						| (128)  ~ (e1 = e0)
% 15.69/4.19  																																						|
% 15.69/4.19  																																						+-Applying beta-rule and splitting (74), into two cases.
% 15.69/4.19  																																						|-Branch one:
% 15.69/4.19  																																						| (954) all_0_8_8 = e2
% 15.69/4.19  																																						|
% 15.69/4.19  																																							| From (954) and (181) follows:
% 15.69/4.19  																																							| (3522) op(e3, e0) = e2
% 15.69/4.19  																																							|
% 15.69/4.19  																																							+-Applying beta-rule and splitting (3460), into two cases.
% 15.69/4.19  																																							|-Branch one:
% 15.69/4.19  																																							| (680) all_0_17_17 = e0
% 15.69/4.19  																																							|
% 15.69/4.19  																																								| Combining equations (680,688) yields a new equation:
% 15.69/4.19  																																								| (911) e4 = e0
% 15.69/4.19  																																								|
% 15.69/4.19  																																								| Equations (911) can reduce 7 to:
% 15.69/4.19  																																								| (247) $false
% 15.69/4.19  																																								|
% 15.69/4.19  																																								|-The branch is then unsatisfiable
% 15.69/4.19  																																							|-Branch two:
% 15.69/4.19  																																							| (252)  ~ (all_0_17_17 = e0)
% 15.69/4.19  																																							| (3527) all_0_19_19 = e0 | all_0_20_20 = e0
% 15.69/4.19  																																							|
% 15.69/4.19  																																								+-Applying beta-rule and splitting (3527), into two cases.
% 15.69/4.19  																																								|-Branch one:
% 15.69/4.19  																																								| (922) all_0_19_19 = e0
% 15.69/4.19  																																								|
% 15.69/4.19  																																									| Equations (922) can reduce 2506 to:
% 15.69/4.19  																																									| (539)  ~ (e2 = e0)
% 15.69/4.19  																																									|
% 15.69/4.19  																																									| Simplifying 539 yields:
% 15.69/4.19  																																									| (47)  ~ (e2 = e0)
% 15.69/4.19  																																									|
% 15.69/4.19  																																									| Equations (922) can reduce 1021 to:
% 15.69/4.19  																																									| (541)  ~ (e1 = e0)
% 15.69/4.19  																																									|
% 15.69/4.19  																																									| Simplifying 541 yields:
% 15.69/4.19  																																									| (128)  ~ (e1 = e0)
% 15.69/4.19  																																									|
% 15.69/4.19  																																									+-Applying beta-rule and splitting (59), into two cases.
% 15.69/4.19  																																									|-Branch one:
% 15.69/4.19  																																									| (1434) unit = e1
% 15.69/4.19  																																									|
% 15.69/4.19  																																										| From (1434) and (27) follows:
% 15.69/4.19  																																										| (2231) op(e1, e3) = e3
% 15.69/4.19  																																										|
% 15.69/4.19  																																										| From (1434) and (46) follows:
% 15.69/4.19  																																										| (1435) op(e1, e0) = e0
% 15.69/4.19  																																										|
% 15.69/4.19  																																										| Instantiating formula (120) with e1, e3, e3, e2 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e2, yields:
% 15.69/4.19  																																										| (311) e3 = e2
% 15.69/4.19  																																										|
% 15.69/4.19  																																										| Instantiating formula (120) with e1, e0, e0, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e0, yields:
% 15.69/4.19  																																										| (761) e3 = e0
% 15.69/4.19  																																										|
% 15.69/4.19  																																										| Combining equations (311,761) yields a new equation:
% 15.69/4.19  																																										| (779) e2 = e0
% 15.69/4.19  																																										|
% 15.69/4.19  																																										| Simplifying 779 yields:
% 15.69/4.19  																																										| (552) e2 = e0
% 15.69/4.19  																																										|
% 15.69/4.19  																																										| Equations (552) can reduce 47 to:
% 15.69/4.19  																																										| (247) $false
% 15.69/4.19  																																										|
% 15.69/4.19  																																										|-The branch is then unsatisfiable
% 15.69/4.19  																																									|-Branch two:
% 15.69/4.19  																																									| (1438)  ~ (unit = e1)
% 15.69/4.19  																																									| (1439) unit = e4 | unit = e3 | unit = e2 | unit = e0
% 15.69/4.19  																																									|
% 15.69/4.19  																																										+-Applying beta-rule and splitting (1439), into two cases.
% 15.69/4.19  																																										|-Branch one:
% 15.69/4.19  																																										| (1440) unit = e0
% 15.69/4.19  																																										|
% 15.69/4.19  																																											| Equations (1440) can reduce 1438 to:
% 15.69/4.19  																																											| (541)  ~ (e1 = e0)
% 15.69/4.19  																																											|
% 15.69/4.19  																																											| Simplifying 541 yields:
% 15.69/4.19  																																											| (128)  ~ (e1 = e0)
% 15.69/4.20  																																											|
% 15.69/4.20  																																											| From (1440) and (15) follows:
% 15.69/4.20  																																											| (3148) op(e4, e0) = e4
% 15.69/4.20  																																											|
% 15.69/4.20  																																											| From (1440) and (159) follows:
% 15.69/4.20  																																											| (3137) op(e3, e0) = e3
% 15.69/4.20  																																											|
% 15.69/4.20  																																											| From (1440) and (151) follows:
% 15.69/4.20  																																											| (3149) op(e2, e0) = e2
% 15.69/4.20  																																											|
% 15.69/4.20  																																											| From (1440) and (186) follows:
% 15.69/4.20  																																											| (3549) op(e1, e0) = e1
% 15.69/4.20  																																											|
% 15.69/4.20  																																											| Instantiating formula (120) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 15.69/4.20  																																											| (911) e4 = e0
% 15.69/4.20  																																											|
% 15.69/4.20  																																											| Instantiating formula (120) with e3, e0, e3, e2 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e2, yields:
% 15.69/4.20  																																											| (311) e3 = e2
% 15.69/4.20  																																											|
% 15.69/4.20  																																											| Instantiating formula (120) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 15.69/4.20  																																											| (471) e4 = e2
% 15.69/4.20  																																											|
% 15.69/4.20  																																											| Instantiating formula (120) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 15.69/4.20  																																											| (299) e3 = e1
% 15.69/4.20  																																											|
% 15.69/4.20  																																											| Combining equations (471,911) yields a new equation:
% 15.69/4.20  																																											| (779) e2 = e0
% 15.69/4.20  																																											|
% 15.69/4.20  																																											| Simplifying 779 yields:
% 15.69/4.20  																																											| (552) e2 = e0
% 15.69/4.20  																																											|
% 15.69/4.20  																																											| Combining equations (311,299) yields a new equation:
% 15.69/4.20  																																											| (629) e2 = e1
% 15.69/4.20  																																											|
% 15.69/4.20  																																											| Simplifying 629 yields:
% 15.69/4.20  																																											| (420) e2 = e1
% 15.69/4.20  																																											|
% 15.69/4.20  																																											| Combining equations (420,552) yields a new equation:
% 15.69/4.20  																																											| (245) e1 = e0
% 15.69/4.20  																																											|
% 15.69/4.20  																																											| Simplifying 245 yields:
% 15.69/4.20  																																											| (246) e1 = e0
% 15.69/4.20  																																											|
% 15.69/4.20  																																											| Equations (246) can reduce 128 to:
% 15.69/4.20  																																											| (247) $false
% 15.69/4.20  																																											|
% 15.69/4.20  																																											|-The branch is then unsatisfiable
% 15.69/4.20  																																										|-Branch two:
% 15.69/4.20  																																										| (387)  ~ (unit = e0)
% 15.69/4.20  																																										| (1443) unit = e4 | unit = e3 | unit = e2
% 15.69/4.20  																																										|
% 15.69/4.20  																																											+-Applying beta-rule and splitting (1443), into two cases.
% 15.69/4.20  																																											|-Branch one:
% 15.69/4.20  																																											| (1444) unit = e3
% 15.69/4.20  																																											|
% 15.69/4.20  																																												| From (1444) and (46) follows:
% 15.69/4.20  																																												| (3157) op(e3, e0) = e0
% 15.69/4.20  																																												|
% 15.69/4.20  																																												| From (1444) and (186) follows:
% 15.69/4.20  																																												| (2251) op(e1, e3) = e1
% 15.69/4.20  																																												|
% 15.69/4.20  																																												| Instantiating formula (120) with e3, e0, e0, e2 and discharging atoms op(e3, e0) = e2, op(e3, e0) = e0, yields:
% 15.69/4.20  																																												| (552) e2 = e0
% 15.69/4.20  																																												|
% 15.69/4.20  																																												| Instantiating formula (120) with e1, e3, e1, e2 and discharging atoms op(e1, e3) = e2, op(e1, e3) = e1, yields:
% 15.69/4.20  																																												| (420) e2 = e1
% 15.69/4.20  																																												|
% 15.69/4.20  																																												| Combining equations (420,552) yields a new equation:
% 15.69/4.20  																																												| (245) e1 = e0
% 15.69/4.20  																																												|
% 15.69/4.20  																																												| Simplifying 245 yields:
% 15.69/4.20  																																												| (246) e1 = e0
% 15.69/4.20  																																												|
% 15.69/4.20  																																												| Equations (246) can reduce 128 to:
% 15.69/4.20  																																												| (247) $false
% 15.69/4.20  																																												|
% 15.69/4.20  																																												|-The branch is then unsatisfiable
% 15.69/4.20  																																											|-Branch two:
% 15.69/4.20  																																											| (343)  ~ (unit = e3)
% 15.69/4.20  																																											| (1453) unit = e4 | unit = e2
% 15.69/4.20  																																											|
% 15.69/4.20  																																												+-Applying beta-rule and splitting (1453), into two cases.
% 15.69/4.20  																																												|-Branch one:
% 15.69/4.20  																																												| (1454) unit = e4
% 15.69/4.20  																																												|
% 15.69/4.20  																																													| Equations (1454) can reduce 349 to:
% 15.69/4.20  																																													| (247) $false
% 15.69/4.20  																																													|
% 15.69/4.20  																																													|-The branch is then unsatisfiable
% 15.69/4.20  																																												|-Branch two:
% 15.69/4.20  																																												| (349)  ~ (unit = e4)
% 15.69/4.20  																																												| (1470) unit = e2
% 15.69/4.20  																																												|
% 15.69/4.20  																																													| From (1470) and (27) follows:
% 15.69/4.20  																																													| (3577) op(e2, e3) = e3
% 15.69/4.20  																																													|
% 15.69/4.20  																																													| From (1470) and (151) follows:
% 15.69/4.20  																																													| (1911) op(e2, e2) = e2
% 15.69/4.20  																																													|
% 15.69/4.20  																																													| From (1470) and (108) follows:
% 15.69/4.20  																																													| (1472) op(e0, e2) = e0
% 15.69/4.20  																																													|
% 15.69/4.20  																																													| Instantiating formula (120) with e2, e3, e3, e1 and discharging atoms op(e2, e3) = e3, op(e2, e3) = e1, yields:
% 15.69/4.20  																																													| (299) e3 = e1
% 15.69/4.20  																																													|
% 15.69/4.20  																																													| Instantiating formula (120) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 15.69/4.20  																																													| (311) e3 = e2
% 15.69/4.20  																																													|
% 15.69/4.20  																																													| Instantiating formula (120) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 15.69/4.20  																																													| (552) e2 = e0
% 15.69/4.20  																																													|
% 15.69/4.20  																																													| Combining equations (311,299) yields a new equation:
% 15.69/4.20  																																													| (629) e2 = e1
% 15.69/4.20  																																													|
% 15.69/4.20  																																													| Simplifying 629 yields:
% 15.69/4.20  																																													| (420) e2 = e1
% 15.69/4.20  																																													|
% 15.69/4.20  																																													| Combining equations (420,552) yields a new equation:
% 15.69/4.20  																																													| (245) e1 = e0
% 15.69/4.20  																																													|
% 15.69/4.20  																																													| Simplifying 245 yields:
% 15.69/4.20  																																													| (246) e1 = e0
% 15.69/4.20  																																													|
% 15.69/4.20  																																													| Equations (246) can reduce 128 to:
% 15.69/4.20  																																													| (247) $false
% 15.69/4.20  																																													|
% 15.69/4.20  																																													|-The branch is then unsatisfiable
% 15.69/4.20  																																								|-Branch two:
% 15.69/4.20  																																								| (253)  ~ (all_0_19_19 = e0)
% 15.69/4.20  																																								| (249) all_0_20_20 = e0
% 15.69/4.20  																																								|
% 15.69/4.20  																																									| Combining equations (1017,249) yields a new equation:
% 15.69/4.20  																																									| (245) e1 = e0
% 15.69/4.20  																																									|
% 15.69/4.20  																																									| Simplifying 245 yields:
% 15.69/4.20  																																									| (246) e1 = e0
% 15.69/4.20  																																									|
% 15.69/4.20  																																									| Equations (246) can reduce 128 to:
% 15.69/4.20  																																									| (247) $false
% 15.69/4.20  																																									|
% 15.69/4.20  																																									|-The branch is then unsatisfiable
% 15.69/4.20  																																						|-Branch two:
% 15.69/4.20  																																						| (320)  ~ (all_0_8_8 = e2)
% 15.69/4.20  																																						| (2132) all_0_12_12 = e2 | all_0_15_15 = e2 | all_0_20_20 = e2
% 15.69/4.20  																																						|
% 15.69/4.20  																																							+-Applying beta-rule and splitting (764), into two cases.
% 15.69/4.20  																																							|-Branch one:
% 15.69/4.20  																																							| (772) all_0_5_5 = e3
% 15.69/4.20  																																							|
% 15.69/4.20  																																								| Combining equations (244,772) yields a new equation:
% 15.69/4.20  																																								| (761) e3 = e0
% 15.69/4.20  																																								|
% 15.69/4.20  																																								| Equations (761) can reduce 64 to:
% 15.69/4.20  																																								| (247) $false
% 15.69/4.20  																																								|
% 15.69/4.20  																																								|-The branch is then unsatisfiable
% 15.69/4.20  																																							|-Branch two:
% 15.69/4.20  																																							| (776)  ~ (all_0_5_5 = e3)
% 15.69/4.20  																																							| (777) all_0_7_7 = e3 | all_0_8_8 = e3
% 15.69/4.20  																																							|
% 15.69/4.20  																																								+-Applying beta-rule and splitting (169), into two cases.
% 15.69/4.20  																																								|-Branch one:
% 15.69/4.20  																																								| (266) all_0_8_8 = e1
% 15.69/4.20  																																								|
% 15.69/4.20  																																									| Equations (266) can reduce 239 to:
% 15.69/4.20  																																									| (247) $false
% 15.69/4.20  																																									|
% 15.69/4.20  																																									|-The branch is then unsatisfiable
% 15.69/4.20  																																								|-Branch two:
% 15.69/4.20  																																								| (239)  ~ (all_0_8_8 = e1)
% 15.69/4.20  																																								| (748) all_0_8_8 = e4 | all_0_8_8 = e3 | all_0_8_8 = e2 | all_0_8_8 = e0
% 15.69/4.20  																																								|
% 15.69/4.20  																																									+-Applying beta-rule and splitting (777), into two cases.
% 15.69/4.20  																																									|-Branch one:
% 15.69/4.20  																																									| (784) all_0_7_7 = e3
% 15.69/4.20  																																									|
% 15.69/4.20  																																										| Equations (784) can reduce 168 to:
% 15.69/4.20  																																										| (2587)  ~ (all_0_8_8 = e3)
% 15.69/4.20  																																										|
% 15.69/4.20  																																										| Simplifying 2587 yields:
% 15.69/4.20  																																										| (834)  ~ (all_0_8_8 = e3)
% 15.69/4.20  																																										|
% 15.69/4.20  																																										+-Applying beta-rule and splitting (748), into two cases.
% 15.69/4.20  																																										|-Branch one:
% 15.69/4.20  																																										| (749) all_0_8_8 = e0
% 15.69/4.20  																																										|
% 15.69/4.20  																																											| Equations (749) can reduce 712 to:
% 15.69/4.20  																																											| (247) $false
% 15.69/4.20  																																											|
% 15.69/4.20  																																											|-The branch is then unsatisfiable
% 15.69/4.20  																																										|-Branch two:
% 15.69/4.20  																																										| (712)  ~ (all_0_8_8 = e0)
% 15.69/4.20  																																										| (752) all_0_8_8 = e4 | all_0_8_8 = e3 | all_0_8_8 = e2
% 15.69/4.20  																																										|
% 15.69/4.20  																																											+-Applying beta-rule and splitting (752), into two cases.
% 15.69/4.20  																																											|-Branch one:
% 15.69/4.20  																																											| (788) all_0_8_8 = e3
% 15.69/4.20  																																											|
% 15.69/4.20  																																												| Equations (788) can reduce 834 to:
% 15.69/4.20  																																												| (247) $false
% 15.69/4.20  																																												|
% 15.69/4.20  																																												|-The branch is then unsatisfiable
% 15.69/4.20  																																											|-Branch two:
% 15.69/4.20  																																											| (834)  ~ (all_0_8_8 = e3)
% 15.69/4.20  																																											| (950) all_0_8_8 = e4 | all_0_8_8 = e2
% 15.69/4.20  																																											|
% 15.69/4.20  																																												+-Applying beta-rule and splitting (950), into two cases.
% 15.69/4.20  																																												|-Branch one:
% 15.69/4.20  																																												| (872) all_0_8_8 = e4
% 15.69/4.20  																																												|
% 15.69/4.20  																																													| Equations (872) can reduce 701 to:
% 15.69/4.20  																																													| (247) $false
% 15.69/4.20  																																													|
% 15.69/4.20  																																													|-The branch is then unsatisfiable
% 15.69/4.20  																																												|-Branch two:
% 15.69/4.20  																																												| (701)  ~ (all_0_8_8 = e4)
% 15.69/4.20  																																												| (954) all_0_8_8 = e2
% 15.69/4.20  																																												|
% 15.69/4.20  																																													| Equations (954) can reduce 320 to:
% 15.69/4.20  																																													| (247) $false
% 15.69/4.20  																																													|
% 15.69/4.20  																																													|-The branch is then unsatisfiable
% 15.69/4.20  																																									|-Branch two:
% 15.69/4.20  																																									| (787)  ~ (all_0_7_7 = e3)
% 15.69/4.20  																																									| (788) all_0_8_8 = e3
% 15.69/4.20  																																									|
% 15.69/4.20  																																										| Equations (788) can reduce 834 to:
% 15.69/4.20  																																										| (247) $false
% 15.69/4.20  																																										|
% 15.69/4.20  																																										|-The branch is then unsatisfiable
% 15.69/4.20  																																	|-Branch two:
% 15.69/4.20  																																	| (909)  ~ (all_0_12_12 = e4)
% 15.69/4.20  																																	| (910) all_0_20_20 = e4
% 15.69/4.20  																																	|
% 15.69/4.20  																																		| Combining equations (910,1017) yields a new equation:
% 15.69/4.20  																																		| (331) e4 = e1
% 15.69/4.20  																																		|
% 15.69/4.20  																																		| Simplifying 331 yields:
% 15.69/4.20  																																		| (332) e4 = e1
% 15.69/4.20  																																		|
% 15.69/4.20  																																		| Equations (332) can reduce 210 to:
% 15.69/4.20  																																		| (247) $false
% 15.69/4.20  																																		|
% 15.69/4.20  																																		|-The branch is then unsatisfiable
% 15.69/4.20  																														|-Branch two:
% 15.69/4.20  																														| (992)  ~ (all_0_17_17 = e4)
% 15.69/4.20  																														| (2751) all_0_18_18 = e4 | all_0_20_20 = e4
% 15.69/4.20  																														|
% 15.69/4.20  																															+-Applying beta-rule and splitting (169), into two cases.
% 15.69/4.20  																															|-Branch one:
% 15.69/4.20  																															| (266) all_0_8_8 = e1
% 15.69/4.20  																															|
% 15.69/4.20  																																| Equations (266) can reduce 239 to:
% 15.69/4.20  																																| (247) $false
% 15.69/4.20  																																|
% 15.69/4.20  																																|-The branch is then unsatisfiable
% 15.69/4.20  																															|-Branch two:
% 15.69/4.20  																															| (239)  ~ (all_0_8_8 = e1)
% 15.69/4.20  																															| (748) all_0_8_8 = e4 | all_0_8_8 = e3 | all_0_8_8 = e2 | all_0_8_8 = e0
% 15.69/4.20  																															|
% 15.69/4.20  																																+-Applying beta-rule and splitting (748), into two cases.
% 15.69/4.20  																																|-Branch one:
% 15.69/4.20  																																| (749) all_0_8_8 = e0
% 15.69/4.20  																																|
% 15.69/4.20  																																	| Equations (749) can reduce 712 to:
% 15.69/4.20  																																	| (247) $false
% 15.69/4.20  																																	|
% 15.69/4.20  																																	|-The branch is then unsatisfiable
% 15.69/4.20  																																|-Branch two:
% 15.69/4.20  																																| (712)  ~ (all_0_8_8 = e0)
% 15.69/4.20  																																| (752) all_0_8_8 = e4 | all_0_8_8 = e3 | all_0_8_8 = e2
% 15.69/4.20  																																|
% 15.69/4.20  																																	+-Applying beta-rule and splitting (752), into two cases.
% 15.69/4.20  																																	|-Branch one:
% 15.69/4.20  																																	| (788) all_0_8_8 = e3
% 15.69/4.20  																																	|
% 15.69/4.20  																																		| Equations (788) can reduce 834 to:
% 15.69/4.20  																																		| (247) $false
% 15.69/4.20  																																		|
% 15.69/4.20  																																		|-The branch is then unsatisfiable
% 15.69/4.20  																																	|-Branch two:
% 15.69/4.20  																																	| (834)  ~ (all_0_8_8 = e3)
% 15.69/4.20  																																	| (950) all_0_8_8 = e4 | all_0_8_8 = e2
% 15.69/4.20  																																	|
% 15.69/4.20  																																		+-Applying beta-rule and splitting (950), into two cases.
% 15.69/4.20  																																		|-Branch one:
% 15.69/4.20  																																		| (872) all_0_8_8 = e4
% 15.69/4.20  																																		|
% 15.69/4.20  																																			| Equations (872) can reduce 701 to:
% 15.69/4.20  																																			| (247) $false
% 15.69/4.20  																																			|
% 15.69/4.20  																																			|-The branch is then unsatisfiable
% 15.69/4.20  																																		|-Branch two:
% 15.69/4.20  																																		| (701)  ~ (all_0_8_8 = e4)
% 15.69/4.20  																																		| (954) all_0_8_8 = e2
% 15.69/4.20  																																		|
% 15.69/4.20  																																			| Equations (954) can reduce 701 to:
% 15.69/4.20  																																			| (467)  ~ (e4 = e2)
% 15.69/4.20  																																			|
% 15.69/4.20  																																			| Simplifying 467 yields:
% 15.69/4.20  																																			| (194)  ~ (e4 = e2)
% 15.69/4.20  																																			|
% 15.69/4.20  																																			+-Applying beta-rule and splitting (2751), into two cases.
% 15.69/4.20  																																			|-Branch one:
% 15.69/4.20  																																			| (365) all_0_18_18 = e4
% 15.69/4.20  																																			|
% 15.69/4.20  																																				| Combining equations (368,365) yields a new equation:
% 15.69/4.20  																																				| (471) e4 = e2
% 15.69/4.20  																																				|
% 15.69/4.20  																																				| Equations (471) can reduce 194 to:
% 15.69/4.20  																																				| (247) $false
% 15.69/4.20  																																				|
% 15.69/4.20  																																				|-The branch is then unsatisfiable
% 15.69/4.20  																																			|-Branch two:
% 15.69/4.20  																																			| (352)  ~ (all_0_18_18 = e4)
% 15.69/4.20  																																			| (910) all_0_20_20 = e4
% 15.69/4.20  																																			|
% 15.69/4.20  																																				| Combining equations (910,1017) yields a new equation:
% 15.69/4.20  																																				| (331) e4 = e1
% 15.69/4.20  																																				|
% 15.69/4.20  																																				| Simplifying 331 yields:
% 15.69/4.20  																																				| (332) e4 = e1
% 15.69/4.20  																																				|
% 15.69/4.20  																																				| Equations (332) can reduce 210 to:
% 15.69/4.20  																																				| (247) $false
% 15.69/4.20  																																				|
% 15.69/4.20  																																				|-The branch is then unsatisfiable
% 15.69/4.21  																								|-Branch two:
% 15.69/4.21  																								| (538)  ~ (all_0_9_9 = e0)
% 15.69/4.21  																								| (602) all_0_9_9 = e4
% 15.69/4.21  																								|
% 15.69/4.21  																									| Equations (602) can reduce 577 to:
% 15.69/4.21  																									| (247) $false
% 15.69/4.21  																									|
% 15.69/4.21  																									|-The branch is then unsatisfiable
% 15.69/4.21  																							|-Branch two:
% 15.69/4.21  																							| (697)  ~ (all_0_4_4 = e4)
% 15.69/4.21  																							| (3660) all_0_5_5 = e4 | all_0_6_6 = e4 | all_0_8_8 = e4
% 15.69/4.21  																							|
% 15.69/4.21  																								+-Applying beta-rule and splitting (169), into two cases.
% 15.69/4.21  																								|-Branch one:
% 15.69/4.21  																								| (266) all_0_8_8 = e1
% 15.69/4.21  																								|
% 15.69/4.21  																									| Equations (266) can reduce 239 to:
% 15.69/4.21  																									| (247) $false
% 15.69/4.21  																									|
% 15.69/4.21  																									|-The branch is then unsatisfiable
% 15.69/4.21  																								|-Branch two:
% 15.69/4.21  																								| (239)  ~ (all_0_8_8 = e1)
% 15.69/4.21  																								| (748) all_0_8_8 = e4 | all_0_8_8 = e3 | all_0_8_8 = e2 | all_0_8_8 = e0
% 15.69/4.21  																								|
% 15.69/4.21  																									+-Applying beta-rule and splitting (748), into two cases.
% 15.69/4.21  																									|-Branch one:
% 15.69/4.21  																									| (749) all_0_8_8 = e0
% 15.69/4.21  																									|
% 15.69/4.21  																										| Equations (749) can reduce 712 to:
% 15.69/4.21  																										| (247) $false
% 15.69/4.21  																										|
% 15.69/4.21  																										|-The branch is then unsatisfiable
% 15.69/4.21  																									|-Branch two:
% 15.69/4.21  																									| (712)  ~ (all_0_8_8 = e0)
% 15.69/4.21  																									| (752) all_0_8_8 = e4 | all_0_8_8 = e3 | all_0_8_8 = e2
% 15.69/4.21  																									|
% 15.69/4.21  																										+-Applying beta-rule and splitting (752), into two cases.
% 15.69/4.21  																										|-Branch one:
% 15.69/4.21  																										| (788) all_0_8_8 = e3
% 15.69/4.21  																										|
% 15.69/4.21  																											| Equations (788) can reduce 834 to:
% 15.69/4.21  																											| (247) $false
% 15.69/4.21  																											|
% 15.69/4.21  																											|-The branch is then unsatisfiable
% 15.69/4.21  																										|-Branch two:
% 15.69/4.21  																										| (834)  ~ (all_0_8_8 = e3)
% 15.69/4.21  																										| (950) all_0_8_8 = e4 | all_0_8_8 = e2
% 15.69/4.21  																										|
% 15.69/4.21  																											+-Applying beta-rule and splitting (950), into two cases.
% 15.69/4.21  																											|-Branch one:
% 15.69/4.21  																											| (872) all_0_8_8 = e4
% 15.69/4.21  																											|
% 15.69/4.21  																												| Equations (872) can reduce 701 to:
% 15.69/4.21  																												| (247) $false
% 15.69/4.21  																												|
% 15.69/4.21  																												|-The branch is then unsatisfiable
% 15.69/4.21  																											|-Branch two:
% 15.69/4.21  																											| (701)  ~ (all_0_8_8 = e4)
% 15.69/4.21  																											| (954) all_0_8_8 = e2
% 15.69/4.21  																											|
% 15.69/4.21  																												| Equations (954) can reduce 168 to:
% 15.69/4.21  																												| (444)  ~ (all_0_7_7 = e2)
% 15.69/4.21  																												|
% 15.69/4.21  																												+-Applying beta-rule and splitting (99), into two cases.
% 15.69/4.21  																												|-Branch one:
% 15.69/4.21  																												| (634) all_0_7_7 = e2
% 15.69/4.21  																												|
% 15.69/4.21  																													| Equations (634) can reduce 444 to:
% 15.69/4.21  																													| (247) $false
% 15.69/4.21  																													|
% 15.69/4.21  																													|-The branch is then unsatisfiable
% 15.69/4.21  																												|-Branch two:
% 15.69/4.21  																												| (444)  ~ (all_0_7_7 = e2)
% 15.69/4.21  																												| (637) all_0_11_11 = e2 | all_0_19_19 = e2
% 15.69/4.21  																												|
% 15.69/4.21  																													+-Applying beta-rule and splitting (166), into two cases.
% 15.69/4.21  																													|-Branch one:
% 15.69/4.21  																													| (282) all_0_12_12 = e1
% 15.69/4.21  																													|
% 15.69/4.21  																														| Equations (282) can reduce 1012 to:
% 15.69/4.21  																														| (247) $false
% 15.69/4.21  																														|
% 15.69/4.21  																														|-The branch is then unsatisfiable
% 15.69/4.21  																													|-Branch two:
% 15.69/4.21  																													| (1012)  ~ (all_0_12_12 = e1)
% 15.69/4.21  																													| (3058) all_0_12_12 = e4 | all_0_12_12 = e2 | all_0_12_12 = e0
% 15.69/4.21  																													|
% 15.69/4.21  																														+-Applying beta-rule and splitting (637), into two cases.
% 15.69/4.21  																														|-Branch one:
% 15.69/4.21  																														| (307) all_0_11_11 = e2
% 15.69/4.21  																														|
% 15.69/4.21  																															| Equations (307) can reduce 42 to:
% 15.69/4.21  																															| (3687)  ~ (all_0_12_12 = e2)
% 15.69/4.21  																															|
% 15.69/4.21  																															| Simplifying 3687 yields:
% 15.69/4.21  																															| (323)  ~ (all_0_12_12 = e2)
% 15.69/4.21  																															|
% 15.69/4.21  																															+-Applying beta-rule and splitting (29), into two cases.
% 15.69/4.21  																															|-Branch one:
% 15.69/4.21  																															| (927) all_0_0_0 = e4
% 15.69/4.21  																															|
% 15.69/4.21  																																| Combining equations (927,1168) yields a new equation:
% 15.69/4.21  																																| (901) e4 = e3
% 15.69/4.21  																																|
% 15.69/4.21  																																| Simplifying 901 yields:
% 15.69/4.21  																																| (873) e4 = e3
% 15.69/4.21  																																|
% 15.69/4.21  																																| Equations (873) can reduce 24 to:
% 15.69/4.21  																																| (247) $false
% 15.69/4.21  																																|
% 15.69/4.21  																																|-The branch is then unsatisfiable
% 15.69/4.21  																															|-Branch two:
% 15.69/4.21  																															| (354)  ~ (all_0_0_0 = e4)
% 15.69/4.21  																															| (1158) all_0_5_5 = e4 | all_0_10_10 = e4 | all_0_17_17 = e4
% 15.69/4.21  																															|
% 15.69/4.21  																																+-Applying beta-rule and splitting (1158), into two cases.
% 15.69/4.21  																																|-Branch one:
% 15.69/4.21  																																| (1533) all_0_5_5 = e4
% 15.69/4.21  																																|
% 15.69/4.21  																																	| Combining equations (1533,244) yields a new equation:
% 15.69/4.21  																																	| (1496) e4 = e0
% 15.69/4.21  																																	|
% 15.69/4.21  																																	| Simplifying 1496 yields:
% 15.69/4.21  																																	| (911) e4 = e0
% 15.69/4.21  																																	|
% 15.69/4.21  																																	| Equations (911) can reduce 7 to:
% 15.69/4.21  																																	| (247) $false
% 15.69/4.21  																																	|
% 15.69/4.21  																																	|-The branch is then unsatisfiable
% 15.69/4.21  																																|-Branch two:
% 15.69/4.21  																																| (1537)  ~ (all_0_5_5 = e4)
% 15.69/4.21  																																| (1538) all_0_10_10 = e4 | all_0_17_17 = e4
% 15.69/4.21  																																|
% 15.69/4.21  																																	+-Applying beta-rule and splitting (203), into two cases.
% 15.69/4.21  																																	|-Branch one:
% 15.69/4.21  																																	| (543) all_0_9_9 = e0
% 15.69/4.21  																																	|
% 15.69/4.21  																																		| Equations (543) can reduce 183 to:
% 15.69/4.21  																																		| (1417)  ~ (all_0_12_12 = e0)
% 15.69/4.21  																																		|
% 15.69/4.21  																																		| Simplifying 1417 yields:
% 15.69/4.21  																																		| (1418)  ~ (all_0_12_12 = e0)
% 15.69/4.21  																																		|
% 15.69/4.21  																																		| Equations (543) can reduce 107 to:
% 15.69/4.21  																																		| (2620)  ~ (all_0_16_16 = e0)
% 15.69/4.21  																																		|
% 15.69/4.21  																																		| Simplifying 2620 yields:
% 15.69/4.21  																																		| (1405)  ~ (all_0_16_16 = e0)
% 15.69/4.21  																																		|
% 15.69/4.21  																																		| Equations (543) can reduce 285 to:
% 15.69/4.21  																																		| (541)  ~ (e1 = e0)
% 15.69/4.21  																																		|
% 15.69/4.21  																																		| Simplifying 541 yields:
% 15.69/4.21  																																		| (128)  ~ (e1 = e0)
% 15.69/4.21  																																		|
% 15.69/4.21  																																		+-Applying beta-rule and splitting (1538), into two cases.
% 15.69/4.21  																																		|-Branch one:
% 15.69/4.21  																																		| (589) all_0_10_10 = e4
% 15.69/4.21  																																		|
% 15.69/4.21  																																			| Combining equations (581,589) yields a new equation:
% 15.69/4.21  																																			| (332) e4 = e1
% 15.69/4.21  																																			|
% 15.69/4.21  																																			| Equations (332) can reduce 210 to:
% 15.69/4.21  																																			| (247) $false
% 15.69/4.21  																																			|
% 15.69/4.21  																																			|-The branch is then unsatisfiable
% 15.69/4.21  																																		|-Branch two:
% 15.69/4.21  																																		| (355)  ~ (all_0_10_10 = e4)
% 15.69/4.21  																																		| (688) all_0_17_17 = e4
% 15.69/4.21  																																		|
% 15.69/4.21  																																			| Equations (688) can reduce 204 to:
% 15.69/4.21  																																			| (3713)  ~ (all_0_19_19 = e4)
% 15.69/4.21  																																			|
% 15.69/4.21  																																			| Simplifying 3713 yields:
% 15.69/4.21  																																			| (137)  ~ (all_0_19_19 = e4)
% 15.69/4.21  																																			|
% 15.69/4.21  																																			| Equations (688) can reduce 243 to:
% 15.69/4.21  																																			| (210)  ~ (e4 = e1)
% 15.69/4.21  																																			|
% 15.69/4.21  																																			| Equations (688) can reduce 252 to:
% 15.69/4.21  																																			| (7)  ~ (e4 = e0)
% 15.69/4.21  																																			|
% 15.69/4.21  																																			+-Applying beta-rule and splitting (170), into two cases.
% 15.69/4.21  																																			|-Branch one:
% 15.69/4.21  																																			| (602) all_0_9_9 = e4
% 15.69/4.21  																																			|
% 15.69/4.21  																																				| Combining equations (543,602) yields a new equation:
% 15.69/4.21  																																				| (911) e4 = e0
% 15.69/4.21  																																				|
% 15.69/4.21  																																				| Equations (911) can reduce 7 to:
% 15.69/4.21  																																				| (247) $false
% 15.69/4.21  																																				|
% 15.69/4.21  																																				|-The branch is then unsatisfiable
% 15.69/4.21  																																			|-Branch two:
% 15.69/4.21  																																			| (577)  ~ (all_0_9_9 = e4)
% 15.69/4.21  																																			| (957) all_0_10_10 = e4 | all_0_12_12 = e4
% 15.69/4.21  																																			|
% 15.69/4.21  																																				+-Applying beta-rule and splitting (171), into two cases.
% 15.69/4.21  																																				|-Branch one:
% 15.69/4.21  																																				| (1503) all_0_16_16 = e0
% 15.69/4.21  																																				|
% 15.69/4.21  																																					| Equations (1503) can reduce 1405 to:
% 15.69/4.21  																																					| (247) $false
% 15.69/4.21  																																					|
% 15.69/4.21  																																					|-The branch is then unsatisfiable
% 15.69/4.21  																																				|-Branch two:
% 15.69/4.21  																																				| (1405)  ~ (all_0_16_16 = e0)
% 15.69/4.21  																																				| (3460) all_0_17_17 = e0 | all_0_19_19 = e0 | all_0_20_20 = e0
% 15.69/4.21  																																				|
% 15.69/4.21  																																					+-Applying beta-rule and splitting (957), into two cases.
% 15.69/4.21  																																					|-Branch one:
% 15.69/4.21  																																					| (589) all_0_10_10 = e4
% 15.69/4.21  																																					|
% 15.69/4.21  																																						| Combining equations (581,589) yields a new equation:
% 15.69/4.21  																																						| (332) e4 = e1
% 15.69/4.21  																																						|
% 15.69/4.21  																																						| Equations (332) can reduce 210 to:
% 15.69/4.21  																																						| (247) $false
% 15.69/4.21  																																						|
% 15.69/4.21  																																						|-The branch is then unsatisfiable
% 15.69/4.21  																																					|-Branch two:
% 15.69/4.21  																																					| (355)  ~ (all_0_10_10 = e4)
% 15.69/4.21  																																					| (594) all_0_12_12 = e4
% 15.69/4.21  																																					|
% 15.69/4.21  																																						| Equations (594) can reduce 323 to:
% 15.69/4.21  																																						| (194)  ~ (e4 = e2)
% 15.69/4.21  																																						|
% 15.69/4.21  																																						| Equations (594) can reduce 1012 to:
% 15.69/4.21  																																						| (210)  ~ (e4 = e1)
% 15.69/4.21  																																						|
% 15.69/4.21  																																						| Equations (594) can reduce 1418 to:
% 15.69/4.21  																																						| (7)  ~ (e4 = e0)
% 15.69/4.21  																																						|
% 15.69/4.21  																																						+-Applying beta-rule and splitting (162), into two cases.
% 15.69/4.21  																																						|-Branch one:
% 15.69/4.21  																																						| (767) all_0_2_2 = e0
% 15.69/4.21  																																						|
% 15.69/4.21  																																							| Combining equations (1371,767) yields a new equation:
% 15.69/4.21  																																							| (245) e1 = e0
% 15.69/4.21  																																							|
% 15.69/4.21  																																							| Simplifying 245 yields:
% 15.69/4.21  																																							| (246) e1 = e0
% 15.69/4.21  																																							|
% 15.69/4.21  																																							| Equations (246) can reduce 128 to:
% 15.69/4.21  																																							| (247) $false
% 15.69/4.21  																																							|
% 15.69/4.21  																																							|-The branch is then unsatisfiable
% 15.69/4.21  																																						|-Branch two:
% 15.69/4.21  																																						| (770)  ~ (all_0_2_2 = e0)
% 15.69/4.21  																																						| (771) all_0_7_7 = e0 | all_0_11_11 = e0 | all_0_19_19 = e0
% 15.69/4.21  																																						|
% 15.69/4.21  																																							| Equations (1371) can reduce 770 to:
% 15.69/4.21  																																							| (128)  ~ (e1 = e0)
% 15.69/4.21  																																							|
% 15.69/4.21  																																							+-Applying beta-rule and splitting (3460), into two cases.
% 15.69/4.21  																																							|-Branch one:
% 15.69/4.21  																																							| (680) all_0_17_17 = e0
% 15.69/4.21  																																							|
% 15.69/4.21  																																								| Combining equations (680,688) yields a new equation:
% 15.69/4.21  																																								| (911) e4 = e0
% 15.69/4.21  																																								|
% 15.69/4.21  																																								| Equations (911) can reduce 7 to:
% 15.69/4.21  																																								| (247) $false
% 15.69/4.21  																																								|
% 15.69/4.21  																																								|-The branch is then unsatisfiable
% 15.69/4.21  																																							|-Branch two:
% 15.69/4.21  																																							| (252)  ~ (all_0_17_17 = e0)
% 15.69/4.21  																																							| (3527) all_0_19_19 = e0 | all_0_20_20 = e0
% 15.69/4.21  																																							|
% 15.69/4.21  																																								+-Applying beta-rule and splitting (3527), into two cases.
% 15.69/4.21  																																								|-Branch one:
% 15.69/4.21  																																								| (922) all_0_19_19 = e0
% 15.69/4.21  																																								|
% 15.69/4.21  																																									| Equations (922) can reduce 137 to:
% 15.69/4.21  																																									| (796)  ~ (e4 = e0)
% 15.69/4.21  																																									|
% 15.69/4.21  																																									| Simplifying 796 yields:
% 15.69/4.21  																																									| (7)  ~ (e4 = e0)
% 15.69/4.21  																																									|
% 15.69/4.21  																																									+-Applying beta-rule and splitting (3660), into two cases.
% 15.69/4.21  																																									|-Branch one:
% 15.69/4.21  																																									| (1533) all_0_5_5 = e4
% 15.69/4.21  																																									|
% 15.69/4.21  																																										| Combining equations (244,1533) yields a new equation:
% 15.69/4.21  																																										| (911) e4 = e0
% 15.69/4.21  																																										|
% 15.69/4.21  																																										| Equations (911) can reduce 7 to:
% 15.69/4.21  																																										| (247) $false
% 15.69/4.21  																																										|
% 15.69/4.21  																																										|-The branch is then unsatisfiable
% 15.69/4.21  																																									|-Branch two:
% 15.69/4.21  																																									| (1537)  ~ (all_0_5_5 = e4)
% 15.69/4.21  																																									| (3753) all_0_6_6 = e4 | all_0_8_8 = e4
% 15.69/4.21  																																									|
% 15.69/4.21  																																										+-Applying beta-rule and splitting (3753), into two cases.
% 15.69/4.21  																																										|-Branch one:
% 15.69/4.21  																																										| (374) all_0_6_6 = e4
% 15.69/4.21  																																										|
% 15.69/4.21  																																											| Combining equations (370,374) yields a new equation:
% 15.69/4.21  																																											| (332) e4 = e1
% 15.69/4.21  																																											|
% 15.69/4.21  																																											| Equations (332) can reduce 210 to:
% 15.69/4.21  																																											| (247) $false
% 15.69/4.21  																																											|
% 15.69/4.21  																																											|-The branch is then unsatisfiable
% 15.69/4.21  																																										|-Branch two:
% 15.69/4.21  																																										| (350)  ~ (all_0_6_6 = e4)
% 15.69/4.21  																																										| (872) all_0_8_8 = e4
% 15.69/4.21  																																										|
% 15.69/4.21  																																											| Combining equations (954,872) yields a new equation:
% 15.69/4.21  																																											| (471) e4 = e2
% 15.69/4.21  																																											|
% 15.69/4.21  																																											| Equations (471) can reduce 194 to:
% 15.69/4.21  																																											| (247) $false
% 15.69/4.21  																																											|
% 15.69/4.21  																																											|-The branch is then unsatisfiable
% 15.69/4.21  																																								|-Branch two:
% 15.69/4.21  																																								| (253)  ~ (all_0_19_19 = e0)
% 15.69/4.21  																																								| (249) all_0_20_20 = e0
% 15.69/4.21  																																								|
% 15.69/4.21  																																									| Combining equations (249,1017) yields a new equation:
% 15.69/4.21  																																									| (246) e1 = e0
% 15.69/4.21  																																									|
% 15.69/4.21  																																									| Equations (246) can reduce 128 to:
% 15.69/4.21  																																									| (247) $false
% 15.69/4.21  																																									|
% 15.69/4.21  																																									|-The branch is then unsatisfiable
% 15.69/4.21  																																	|-Branch two:
% 15.69/4.21  																																	| (538)  ~ (all_0_9_9 = e0)
% 15.69/4.21  																																	| (546) all_0_10_10 = e0 | all_0_11_11 = e0 | all_0_12_12 = e0
% 15.69/4.21  																																	|
% 15.69/4.21  																																		+-Applying beta-rule and splitting (351), into two cases.
% 15.69/4.21  																																		|-Branch one:
% 15.69/4.21  																																		| (909)  ~ (all_0_12_12 = e4)
% 15.69/4.21  																																		|
% 15.69/4.21  																																			+-Applying beta-rule and splitting (3058), into two cases.
% 15.69/4.21  																																			|-Branch one:
% 15.69/4.21  																																			| (555) all_0_12_12 = e0
% 15.69/4.21  																																			|
% 15.69/4.21  																																				| Equations (555) can reduce 1418 to:
% 15.69/4.21  																																				| (247) $false
% 15.69/4.21  																																				|
% 15.69/4.21  																																				|-The branch is then unsatisfiable
% 15.69/4.21  																																			|-Branch two:
% 15.69/4.21  																																			| (1418)  ~ (all_0_12_12 = e0)
% 15.69/4.21  																																			| (3092) all_0_12_12 = e4 | all_0_12_12 = e2
% 15.69/4.21  																																			|
% 15.69/4.21  																																				+-Applying beta-rule and splitting (3092), into two cases.
% 15.69/4.21  																																				|-Branch one:
% 15.69/4.21  																																				| (594) all_0_12_12 = e4
% 15.69/4.21  																																				|
% 15.69/4.21  																																					| Equations (594) can reduce 909 to:
% 15.69/4.21  																																					| (247) $false
% 15.69/4.21  																																					|
% 15.69/4.21  																																					|-The branch is then unsatisfiable
% 15.69/4.21  																																				|-Branch two:
% 15.69/4.21  																																				| (909)  ~ (all_0_12_12 = e4)
% 15.69/4.21  																																				| (419) all_0_12_12 = e2
% 15.69/4.21  																																				|
% 15.69/4.21  																																					| Equations (419) can reduce 323 to:
% 15.69/4.21  																																					| (247) $false
% 15.69/4.21  																																					|
% 15.69/4.21  																																					|-The branch is then unsatisfiable
% 15.69/4.21  																																		|-Branch two:
% 15.69/4.21  																																		| (594) all_0_12_12 = e4
% 15.69/4.21  																																		| (543) all_0_9_9 = e0
% 15.69/4.21  																																		|
% 15.69/4.21  																																			| Equations (543) can reduce 538 to:
% 15.69/4.21  																																			| (247) $false
% 15.69/4.21  																																			|
% 15.69/4.21  																																			|-The branch is then unsatisfiable
% 15.69/4.21  																														|-Branch two:
% 15.69/4.21  																														| (322)  ~ (all_0_11_11 = e2)
% 15.69/4.21  																														| (651) all_0_19_19 = e2
% 15.69/4.21  																														|
% 15.69/4.21  																															| Equations (651) can reduce 2506 to:
% 15.69/4.21  																															| (247) $false
% 15.69/4.21  																															|
% 15.69/4.21  																															|-The branch is then unsatisfiable
% 15.69/4.22  																					|-Branch two:
% 15.69/4.22  																					| (872) all_0_8_8 = e4
% 15.69/4.22  																					| (536) all_0_4_4 = e0
% 15.69/4.22  																					|
% 15.69/4.22  																						| Equations (536) can reduce 558 to:
% 15.69/4.22  																						| (247) $false
% 15.69/4.22  																						|
% 15.69/4.22  																						|-The branch is then unsatisfiable
% 15.69/4.22  																			|-Branch two:
% 15.69/4.22  																			| (379) all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1)
% 15.69/4.22  																			|
% 15.69/4.22  																				| Applying alpha-rule on (379) yields:
% 15.69/4.22  																				| (380) all_0_15_15 = e2
% 15.69/4.22  																				| (381)  ~ (all_0_11_11 = e0) | all_0_12_12 = e1
% 15.69/4.22  																				| (382)  ~ (all_0_4_4 = e0) | all_0_8_8 = e4
% 15.69/4.22  																				| (383)  ~ (all_0_17_17 = e0) | all_0_20_20 = e3
% 15.69/4.22  																				| (384)  ~ (all_0_2_2 = e0) | all_0_3_3 = e1
% 15.69/4.22  																				| (385)  ~ (all_0_9_9 = e0) | all_0_12_12 = e4
% 15.69/4.22  																				| (386)  ~ (all_0_7_7 = e0) | all_0_8_8 = e1
% 15.69/4.22  																				| (387)  ~ (unit = e0)
% 15.69/4.22  																				| (388)  ~ (all_0_19_19 = e0) | all_0_20_20 = e1
% 15.69/4.22  																				| (389)  ~ (all_0_0_0 = e0) | all_0_3_3 = e3
% 15.69/4.22  																				| (390)  ~ (all_0_10_10 = e0)
% 15.69/4.22  																				| (391)  ~ (all_0_5_5 = e0) | all_0_8_8 = e3
% 15.69/4.22  																				| (392)  ~ (all_0_16_16 = e0) | all_0_20_20 = e4
% 15.69/4.22  																				|
% 15.69/4.22  																				| Combining equations (380,314) yields a new equation:
% 15.69/4.22  																				| (311) e3 = e2
% 15.69/4.22  																				|
% 15.69/4.22  																				| Equations (311) can reduce 191 to:
% 15.69/4.22  																				| (247) $false
% 15.69/4.22  																				|
% 15.69/4.22  																				|-The branch is then unsatisfiable
% 15.69/4.22  																		|-Branch two:
% 15.69/4.22  																		| (395)  ~ (all_0_1_1 = e1) &  ~ (all_0_4_4 = e1) &  ~ (all_0_9_9 = e1) &  ~ (all_0_10_10 = e1) &  ~ (all_0_14_14 = e1) &  ~ (all_0_15_15 = e1) &  ~ (all_0_16_16 = e1) & ( ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))) & ( ~ (all_0_2_2 = e1) |  ~ (unit = e1)) & ( ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))) & ( ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))) & ( ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))) & ( ~ (all_0_7_7 = e1) |  ~ (unit = e1)) & ( ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))) & ( ~ (all_0_11_11 = e1) |  ~ (unit = e1)) & ( ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))) & ( ~ (all_0_13_13 = e1) |  ~ (unit = e1)) & ( ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))) & ( ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))) & ( ~ (all_0_19_19 = e1) |  ~ (unit = e1)) & ( ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1)))
% 15.69/4.22  																		|
% 15.69/4.22  																			| Applying alpha-rule on (395) yields:
% 15.69/4.22  																			| (396)  ~ (all_0_1_1 = e1)
% 15.69/4.22  																			| (397)  ~ (all_0_7_7 = e1) |  ~ (unit = e1)
% 15.69/4.22  																			| (227)  ~ (all_0_14_14 = e1)
% 15.69/4.22  																			| (225)  ~ (all_0_4_4 = e1)
% 15.69/4.22  																			| (400)  ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))
% 15.69/4.22  																			| (401)  ~ (all_0_11_11 = e1) |  ~ (unit = e1)
% 15.69/4.22  																			| (402)  ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))
% 15.69/4.22  																			| (403)  ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))
% 15.69/4.22  																			| (231)  ~ (all_0_16_16 = e1)
% 15.69/4.22  																			| (405)  ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1))
% 15.69/4.22  																			| (286)  ~ (all_0_10_10 = e1)
% 15.69/4.22  																			| (407)  ~ (all_0_13_13 = e1) |  ~ (unit = e1)
% 15.69/4.22  																			| (408)  ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))
% 15.69/4.22  																			| (409)  ~ (all_0_19_19 = e1) |  ~ (unit = e1)
% 15.69/4.22  																			| (410)  ~ (all_0_2_2 = e1) |  ~ (unit = e1)
% 15.69/4.22  																			| (411)  ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))
% 15.69/4.22  																			| (412)  ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))
% 15.69/4.22  																			| (413)  ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))
% 15.69/4.22  																			| (285)  ~ (all_0_9_9 = e1)
% 15.69/4.22  																			| (229)  ~ (all_0_15_15 = e1)
% 15.69/4.22  																			| (416)  ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))
% 15.69/4.22  																			|
% 15.69/4.22  																			| Equations (581) can reduce 286 to:
% 15.69/4.22  																			| (247) $false
% 15.69/4.22  																			|
% 15.69/4.22  																			|-The branch is then unsatisfiable
% 15.69/4.22  																	|-Branch two:
% 15.69/4.22  																	| (286)  ~ (all_0_10_10 = e1)
% 15.69/4.22  																	| (1981) all_0_11_11 = e1 | all_0_12_12 = e1
% 15.69/4.22  																	|
% 15.69/4.22  																		+-Applying beta-rule and splitting (31), into two cases.
% 15.69/4.22  																		|-Branch one:
% 15.69/4.22  																		| (692) all_0_0_0 = e1
% 15.69/4.22  																		|
% 15.69/4.22  																			| Combining equations (692,1168) yields a new equation:
% 15.69/4.22  																			| (299) e3 = e1
% 15.69/4.22  																			|
% 15.69/4.22  																			| Equations (299) can reduce 132 to:
% 15.69/4.22  																			| (247) $false
% 15.69/4.22  																			|
% 15.69/4.22  																			|-The branch is then unsatisfiable
% 15.69/4.22  																		|-Branch two:
% 15.69/4.22  																		| (214)  ~ (all_0_0_0 = e1)
% 15.69/4.22  																		| (1064) all_0_5_5 = e1 | all_0_10_10 = e1 | all_0_14_14 = e1 | all_0_17_17 = e1
% 15.69/4.22  																		|
% 15.69/4.22  																			+-Applying beta-rule and splitting (1064), into two cases.
% 15.69/4.22  																			|-Branch one:
% 15.69/4.22  																			| (233) all_0_5_5 = e1
% 15.69/4.22  																			|
% 15.69/4.22  																				| Combining equations (233,244) yields a new equation:
% 15.69/4.22  																				| (245) e1 = e0
% 15.69/4.22  																				|
% 15.69/4.22  																				| Simplifying 245 yields:
% 15.69/4.22  																				| (246) e1 = e0
% 15.69/4.22  																				|
% 15.69/4.22  																				| Equations (246) can reduce 128 to:
% 15.69/4.22  																				| (247) $false
% 15.69/4.22  																				|
% 15.69/4.22  																				|-The branch is then unsatisfiable
% 15.69/4.22  																			|-Branch two:
% 15.69/4.22  																			| (1026)  ~ (all_0_5_5 = e1)
% 15.69/4.22  																			| (1070) all_0_10_10 = e1 | all_0_14_14 = e1 | all_0_17_17 = e1
% 15.69/4.22  																			|
% 15.69/4.22  																				+-Applying beta-rule and splitting (1070), into two cases.
% 15.69/4.22  																				|-Branch one:
% 15.69/4.22  																				| (581) all_0_10_10 = e1
% 15.69/4.22  																				|
% 15.69/4.22  																					| Equations (581) can reduce 286 to:
% 15.69/4.22  																					| (247) $false
% 15.69/4.22  																					|
% 15.69/4.22  																					|-The branch is then unsatisfiable
% 15.69/4.22  																				|-Branch two:
% 15.69/4.22  																				| (286)  ~ (all_0_10_10 = e1)
% 15.69/4.22  																				| (1555) all_0_14_14 = e1 | all_0_17_17 = e1
% 15.69/4.22  																				|
% 15.69/4.22  																					+-Applying beta-rule and splitting (1555), into two cases.
% 15.69/4.22  																					|-Branch one:
% 15.69/4.22  																					| (426) all_0_14_14 = e1
% 15.69/4.22  																					|
% 15.69/4.22  																						| Combining equations (293,426) yields a new equation:
% 15.69/4.22  																						| (629) e2 = e1
% 15.69/4.22  																						|
% 15.69/4.22  																						| Simplifying 629 yields:
% 15.69/4.22  																						| (420) e2 = e1
% 15.69/4.22  																						|
% 15.69/4.22  																						| Equations (420) can reduce 138 to:
% 15.69/4.22  																						| (247) $false
% 15.69/4.22  																						|
% 15.69/4.22  																						|-The branch is then unsatisfiable
% 15.69/4.22  																					|-Branch two:
% 15.69/4.22  																					| (227)  ~ (all_0_14_14 = e1)
% 15.69/4.22  																					| (262) all_0_17_17 = e1
% 15.69/4.22  																					|
% 15.69/4.22  																						| Equations (262) can reduce 243 to:
% 15.69/4.22  																						| (247) $false
% 15.69/4.22  																						|
% 15.69/4.22  																						|-The branch is then unsatisfiable
% 15.69/4.22  															|-Branch two:
% 15.69/4.22  															| (1188)  ~ (all_0_0_0 = e3)
% 15.69/4.22  															| (3250) all_0_2_2 = e3 | all_0_3_3 = e3
% 15.69/4.22  															|
% 15.69/4.22  																+-Applying beta-rule and splitting (3250), into two cases.
% 15.69/4.22  																|-Branch one:
% 15.69/4.22  																| (755) all_0_2_2 = e3
% 15.69/4.22  																|
% 15.69/4.22  																	| Combining equations (755,1371) yields a new equation:
% 15.69/4.22  																	| (773) e3 = e1
% 15.69/4.22  																	|
% 15.69/4.22  																	| Simplifying 773 yields:
% 15.69/4.22  																	| (299) e3 = e1
% 15.69/4.22  																	|
% 15.69/4.22  																	| Equations (299) can reduce 132 to:
% 15.69/4.22  																	| (247) $false
% 15.69/4.22  																	|
% 15.69/4.22  																	|-The branch is then unsatisfiable
% 15.69/4.22  																|-Branch two:
% 15.69/4.22  																| (925)  ~ (all_0_2_2 = e3)
% 15.69/4.22  																| (2586) all_0_3_3 = e3
% 15.69/4.22  																|
% 15.69/4.22  																	| Combining equations (919,2586) yields a new equation:
% 15.69/4.22  																	| (761) e3 = e0
% 15.69/4.22  																	|
% 15.69/4.22  																	| Equations (761) can reduce 64 to:
% 15.69/4.22  																	| (247) $false
% 15.69/4.22  																	|
% 15.69/4.22  																	|-The branch is then unsatisfiable
% 15.69/4.22  													|-Branch two:
% 15.69/4.22  													| (216)  ~ (all_0_2_2 = e1)
% 15.69/4.22  													| (1374) all_0_2_2 = e3 | all_0_2_2 = e0
% 15.69/4.22  													|
% 15.69/4.22  														+-Applying beta-rule and splitting (155), into two cases.
% 15.69/4.22  														|-Branch one:
% 15.69/4.22  														| (692) all_0_0_0 = e1
% 15.69/4.22  														|
% 15.69/4.22  															| Equations (692) can reduce 127 to:
% 15.69/4.22  															| (2069)  ~ (all_0_10_10 = e1)
% 15.69/4.22  															|
% 15.69/4.22  															| Simplifying 2069 yields:
% 15.69/4.22  															| (286)  ~ (all_0_10_10 = e1)
% 15.69/4.22  															|
% 15.69/4.22  															| Equations (692) can reduce 913 to:
% 15.69/4.22  															| (128)  ~ (e1 = e0)
% 15.69/4.22  															|
% 15.69/4.22  															| From (692) and (153) follows:
% 15.69/4.22  															| (3865) op(e4, e3) = e1
% 15.69/4.22  															|
% 15.69/4.22  															+-Applying beta-rule and splitting (197), into two cases.
% 15.69/4.22  															|-Branch one:
% 15.69/4.22  															| (1168) all_0_0_0 = e3
% 15.69/4.22  															|
% 15.69/4.22  																| Combining equations (1168,692) yields a new equation:
% 15.69/4.22  																| (773) e3 = e1
% 15.69/4.22  																|
% 15.69/4.22  																| Simplifying 773 yields:
% 15.69/4.22  																| (299) e3 = e1
% 15.69/4.22  																|
% 15.69/4.22  																| Equations (299) can reduce 132 to:
% 15.69/4.22  																| (247) $false
% 15.69/4.22  																|
% 15.69/4.22  																|-The branch is then unsatisfiable
% 15.69/4.22  															|-Branch two:
% 15.69/4.22  															| (1188)  ~ (all_0_0_0 = e3)
% 15.69/4.22  															| (3250) all_0_2_2 = e3 | all_0_3_3 = e3
% 15.69/4.22  															|
% 15.69/4.22  																| Equations (692) can reduce 1188 to:
% 15.69/4.22  																| (287)  ~ (e3 = e1)
% 15.69/4.22  																|
% 15.69/4.22  																| Simplifying 287 yields:
% 15.69/4.22  																| (132)  ~ (e3 = e1)
% 15.69/4.22  																|
% 15.69/4.22  																+-Applying beta-rule and splitting (182), into two cases.
% 15.69/4.22  																|-Branch one:
% 15.69/4.22  																| (289) all_0_9_9 = e1
% 15.69/4.22  																|
% 15.69/4.22  																	| Equations (289) can reduce 285 to:
% 15.69/4.22  																	| (247) $false
% 15.69/4.22  																	|
% 15.69/4.22  																	|-The branch is then unsatisfiable
% 15.69/4.22  																|-Branch two:
% 15.69/4.22  																| (285)  ~ (all_0_9_9 = e1)
% 15.69/4.22  																| (1977) all_0_10_10 = e1 | all_0_11_11 = e1 | all_0_12_12 = e1
% 15.69/4.22  																|
% 15.69/4.22  																	+-Applying beta-rule and splitting (30), into two cases.
% 15.69/4.22  																	|-Branch one:
% 15.69/4.22  																	| (581) all_0_10_10 = e1
% 15.69/4.22  																	|
% 15.69/4.22  																		| Equations (581) can reduce 286 to:
% 15.69/4.22  																		| (247) $false
% 15.69/4.22  																		|
% 15.69/4.22  																		|-The branch is then unsatisfiable
% 15.69/4.22  																	|-Branch two:
% 15.69/4.22  																	| (286)  ~ (all_0_10_10 = e1)
% 15.69/4.22  																	| (584) all_0_10_10 = e4 | all_0_10_10 = e2 | all_0_10_10 = e0
% 15.69/4.22  																	|
% 15.69/4.22  																		+-Applying beta-rule and splitting (212), into two cases.
% 15.69/4.22  																		|-Branch one:
% 15.69/4.22  																		| (1168) all_0_0_0 = e3
% 15.69/4.22  																		|
% 15.69/4.22  																			| Combining equations (1168,692) yields a new equation:
% 15.69/4.22  																			| (773) e3 = e1
% 15.69/4.22  																			|
% 15.69/4.22  																			| Simplifying 773 yields:
% 15.69/4.22  																			| (299) e3 = e1
% 15.69/4.22  																			|
% 15.69/4.22  																			| Equations (299) can reduce 132 to:
% 15.69/4.22  																			| (247) $false
% 15.69/4.22  																			|
% 15.69/4.22  																			|-The branch is then unsatisfiable
% 15.69/4.22  																		|-Branch two:
% 15.69/4.22  																		| (1188)  ~ (all_0_0_0 = e3)
% 15.69/4.22  																		| (1816) all_0_5_5 = e3 | all_0_14_14 = e3 | all_0_17_17 = e3
% 15.69/4.22  																		|
% 15.69/4.22  																			+-Applying beta-rule and splitting (1816), into two cases.
% 15.69/4.22  																			|-Branch one:
% 15.69/4.22  																			| (772) all_0_5_5 = e3
% 15.69/4.22  																			|
% 15.69/4.22  																				| Combining equations (772,244) yields a new equation:
% 15.69/4.22  																				| (1006) e3 = e0
% 15.69/4.22  																				|
% 15.69/4.22  																				| Simplifying 1006 yields:
% 15.69/4.22  																				| (761) e3 = e0
% 15.69/4.22  																				|
% 15.69/4.22  																				| Equations (761) can reduce 64 to:
% 15.69/4.22  																				| (247) $false
% 15.69/4.22  																				|
% 15.69/4.22  																				|-The branch is then unsatisfiable
% 15.69/4.22  																			|-Branch two:
% 15.69/4.22  																			| (776)  ~ (all_0_5_5 = e3)
% 15.69/4.22  																			| (1821) all_0_14_14 = e3 | all_0_17_17 = e3
% 15.69/4.22  																			|
% 15.69/4.22  																				+-Applying beta-rule and splitting (1821), into two cases.
% 15.69/4.22  																				|-Branch one:
% 15.69/4.22  																				| (310) all_0_14_14 = e3
% 15.69/4.22  																				|
% 15.69/4.22  																					| Combining equations (293,310) yields a new equation:
% 15.69/4.22  																					| (311) e3 = e2
% 15.69/4.22  																					|
% 15.69/4.22  																					| Equations (311) can reduce 191 to:
% 15.69/4.22  																					| (247) $false
% 15.69/4.22  																					|
% 15.69/4.22  																					|-The branch is then unsatisfiable
% 15.69/4.22  																				|-Branch two:
% 15.69/4.22  																				| (313)  ~ (all_0_14_14 = e3)
% 15.69/4.22  																				| (684) all_0_17_17 = e3
% 15.69/4.22  																				|
% 15.69/4.22  																					| Equations (684) can reduce 53 to:
% 15.69/4.22  																					| (995)  ~ (all_0_16_16 = e3)
% 15.69/4.22  																					|
% 15.69/4.22  																					| Equations (684) can reduce 204 to:
% 15.69/4.22  																					| (2659)  ~ (all_0_19_19 = e3)
% 15.69/4.22  																					|
% 15.69/4.22  																					| Simplifying 2659 yields:
% 15.69/4.22  																					| (1004)  ~ (all_0_19_19 = e3)
% 15.69/4.22  																					|
% 15.69/4.22  																					| From (684) and (98) follows:
% 15.69/4.22  																					| (3902) op(e0, e3) = e3
% 15.69/4.22  																					|
% 15.69/4.22  																					+-Applying beta-rule and splitting (1977), into two cases.
% 15.69/4.22  																					|-Branch one:
% 15.69/4.22  																					| (581) all_0_10_10 = e1
% 15.69/4.22  																					|
% 15.69/4.22  																						| Equations (581) can reduce 286 to:
% 15.69/4.22  																						| (247) $false
% 15.69/4.22  																						|
% 15.69/4.22  																						|-The branch is then unsatisfiable
% 15.69/4.22  																					|-Branch two:
% 15.69/4.22  																					| (286)  ~ (all_0_10_10 = e1)
% 15.69/4.22  																					| (1981) all_0_11_11 = e1 | all_0_12_12 = e1
% 15.69/4.22  																					|
% 15.69/4.22  																						+-Applying beta-rule and splitting (1981), into two cases.
% 15.69/4.22  																						|-Branch one:
% 15.69/4.22  																						| (1794) all_0_11_11 = e1
% 15.69/4.22  																						|
% 15.69/4.22  																							| Equations (1794) can reduce 23 to:
% 15.69/4.22  																							| (276)  ~ (all_0_7_7 = e1)
% 15.69/4.22  																							|
% 15.69/4.22  																							| Equations (1794) can reduce 34 to:
% 15.69/4.22  																							| (279)  ~ (e4 = e1)
% 15.69/4.22  																							|
% 15.69/4.22  																							| Simplifying 279 yields:
% 15.69/4.22  																							| (210)  ~ (e4 = e1)
% 15.69/4.22  																							|
% 15.69/4.22  																							| Equations (1794) can reduce 66 to:
% 15.69/4.22  																							| (287)  ~ (e3 = e1)
% 15.69/4.22  																							|
% 15.69/4.22  																							| Simplifying 287 yields:
% 15.69/4.22  																							| (132)  ~ (e3 = e1)
% 15.69/4.22  																							|
% 15.69/4.22  																							+-Applying beta-rule and splitting (163), into two cases.
% 15.69/4.22  																							|-Branch one:
% 15.69/4.22  																							| (303) all_0_10_10 = e2
% 15.69/4.22  																							|
% 15.69/4.23  																								| Equations (303) can reduce 294 to:
% 15.69/4.23  																								| (247) $false
% 15.69/4.23  																								|
% 15.69/4.23  																								|-The branch is then unsatisfiable
% 15.69/4.23  																							|-Branch two:
% 15.69/4.23  																							| (294)  ~ (all_0_10_10 = e2)
% 15.69/4.23  																							| (306) all_0_11_11 = e2 | all_0_12_12 = e2
% 15.69/4.23  																							|
% 15.69/4.23  																								+-Applying beta-rule and splitting (87), into two cases.
% 15.69/4.23  																								|-Branch one:
% 15.69/4.23  																								| (572) all_0_4_4 = e3
% 15.69/4.23  																								|
% 15.69/4.23  																									| Equations (572) can reduce 41 to:
% 15.69/4.23  																									| (1704)  ~ (all_0_7_7 = e3)
% 15.69/4.23  																									|
% 15.69/4.23  																									| Simplifying 1704 yields:
% 15.69/4.23  																									| (787)  ~ (all_0_7_7 = e3)
% 15.69/4.23  																									|
% 15.69/4.23  																									| Equations (572) can reduce 129 to:
% 15.69/4.23  																									| (2587)  ~ (all_0_8_8 = e3)
% 15.69/4.23  																									|
% 15.69/4.23  																									| Simplifying 2587 yields:
% 15.69/4.23  																									| (834)  ~ (all_0_8_8 = e3)
% 15.69/4.23  																									|
% 15.69/4.23  																									| Equations (572) can reduce 76 to:
% 15.69/4.23  																									| (1106)  ~ (all_0_16_16 = e3)
% 15.69/4.23  																									|
% 15.69/4.23  																									| Simplifying 1106 yields:
% 15.69/4.23  																									| (995)  ~ (all_0_16_16 = e3)
% 15.69/4.23  																									|
% 15.69/4.23  																									| From (572) and (4) follows:
% 15.69/4.23  																									| (1457) op(e3, e4) = e3
% 15.69/4.23  																									|
% 15.69/4.23  																									+-Applying beta-rule and splitting (99), into two cases.
% 15.69/4.23  																									|-Branch one:
% 15.69/4.23  																									| (634) all_0_7_7 = e2
% 15.69/4.23  																									|
% 15.69/4.23  																										| Equations (634) can reduce 85 to:
% 15.69/4.23  																										| (75)  ~ (all_0_2_2 = e2)
% 15.69/4.23  																										|
% 15.69/4.23  																										| Equations (634) can reduce 209 to:
% 15.69/4.23  																										| (467)  ~ (e4 = e2)
% 15.69/4.23  																										|
% 15.69/4.23  																										| Simplifying 467 yields:
% 15.69/4.23  																										| (194)  ~ (e4 = e2)
% 15.69/4.23  																										|
% 15.69/4.23  																										| Equations (634) can reduce 276 to:
% 15.69/4.23  																										| (138)  ~ (e2 = e1)
% 15.69/4.23  																										|
% 15.69/4.23  																										+-Applying beta-rule and splitting (306), into two cases.
% 15.69/4.23  																										|-Branch one:
% 15.69/4.23  																										| (307) all_0_11_11 = e2
% 15.69/4.23  																										|
% 15.69/4.23  																											| Combining equations (1794,307) yields a new equation:
% 15.69/4.23  																											| (420) e2 = e1
% 15.69/4.23  																											|
% 15.69/4.23  																											| Equations (420) can reduce 138 to:
% 15.69/4.23  																											| (247) $false
% 15.69/4.23  																											|
% 15.69/4.23  																											|-The branch is then unsatisfiable
% 15.69/4.23  																										|-Branch two:
% 15.69/4.23  																										| (322)  ~ (all_0_11_11 = e2)
% 15.69/4.23  																										| (419) all_0_12_12 = e2
% 15.69/4.23  																										|
% 15.69/4.23  																											| Equations (419) can reduce 117 to:
% 15.69/4.23  																											| (320)  ~ (all_0_8_8 = e2)
% 15.69/4.23  																											|
% 15.69/4.23  																											| Equations (419) can reduce 183 to:
% 15.69/4.23  																											| (36)  ~ (all_0_9_9 = e2)
% 15.69/4.23  																											|
% 15.69/4.23  																											| Equations (419) can reduce 44 to:
% 15.69/4.23  																											| (308)  ~ (e3 = e2)
% 15.69/4.23  																											|
% 15.69/4.23  																											| Simplifying 308 yields:
% 15.69/4.23  																											| (191)  ~ (e3 = e2)
% 15.69/4.23  																											|
% 15.69/4.23  																											| Equations (419) can reduce 1418 to:
% 15.69/4.23  																											| (47)  ~ (e2 = e0)
% 15.69/4.23  																											|
% 15.69/4.23  																											+-Applying beta-rule and splitting (179), into two cases.
% 15.69/4.23  																											|-Branch one:
% 15.69/4.23  																											| (755) all_0_2_2 = e3
% 15.69/4.23  																											|
% 15.69/4.23  																												| Equations (755) can reduce 97 to:
% 15.69/4.23  																												| (2659)  ~ (all_0_19_19 = e3)
% 15.69/4.23  																												|
% 15.69/4.23  																												| Simplifying 2659 yields:
% 15.69/4.23  																												| (1004)  ~ (all_0_19_19 = e3)
% 15.69/4.23  																												|
% 15.69/4.23  																												| Equations (755) can reduce 82 to:
% 15.69/4.23  																												| (790)  ~ (e4 = e3)
% 15.69/4.23  																												|
% 15.69/4.23  																												| Simplifying 790 yields:
% 15.69/4.23  																												| (24)  ~ (e4 = e3)
% 15.69/4.23  																												|
% 15.69/4.23  																												| Equations (755) can reduce 75 to:
% 15.69/4.23  																												| (191)  ~ (e3 = e2)
% 15.69/4.23  																												|
% 15.69/4.23  																												| Equations (755) can reduce 770 to:
% 15.69/4.23  																												| (64)  ~ (e3 = e0)
% 15.69/4.23  																												|
% 15.69/4.23  																												+-Applying beta-rule and splitting (162), into two cases.
% 15.69/4.23  																												|-Branch one:
% 15.69/4.23  																												| (767) all_0_2_2 = e0
% 15.69/4.23  																												|
% 15.69/4.23  																													| Combining equations (755,767) yields a new equation:
% 15.69/4.23  																													| (1006) e3 = e0
% 15.69/4.23  																													|
% 15.69/4.23  																													| Simplifying 1006 yields:
% 15.69/4.23  																													| (761) e3 = e0
% 15.69/4.23  																													|
% 15.69/4.23  																													| Equations (761) can reduce 64 to:
% 15.69/4.23  																													| (247) $false
% 15.69/4.23  																													|
% 15.69/4.23  																													|-The branch is then unsatisfiable
% 15.69/4.23  																												|-Branch two:
% 15.69/4.23  																												| (770)  ~ (all_0_2_2 = e0)
% 15.69/4.23  																												| (771) all_0_7_7 = e0 | all_0_11_11 = e0 | all_0_19_19 = e0
% 15.69/4.23  																												|
% 15.69/4.23  																													+-Applying beta-rule and splitting (771), into two cases.
% 15.69/4.23  																													|-Branch one:
% 15.69/4.23  																													| (778) all_0_7_7 = e0
% 15.69/4.23  																													|
% 15.69/4.23  																														| Combining equations (634,778) yields a new equation:
% 15.69/4.23  																														| (779) e2 = e0
% 15.69/4.23  																														|
% 15.69/4.23  																														| Simplifying 779 yields:
% 15.69/4.23  																														| (552) e2 = e0
% 15.69/4.23  																														|
% 15.69/4.23  																														| Equations (552) can reduce 47 to:
% 15.69/4.23  																														| (247) $false
% 15.69/4.23  																														|
% 15.69/4.23  																														|-The branch is then unsatisfiable
% 15.69/4.23  																													|-Branch two:
% 15.69/4.23  																													| (710)  ~ (all_0_7_7 = e0)
% 15.69/4.23  																													| (783) all_0_11_11 = e0 | all_0_19_19 = e0
% 15.69/4.23  																													|
% 15.69/4.23  																														+-Applying beta-rule and splitting (783), into two cases.
% 15.69/4.23  																														|-Branch one:
% 15.69/4.23  																														| (551) all_0_11_11 = e0
% 15.69/4.23  																														|
% 15.69/4.23  																															| Combining equations (1794,551) yields a new equation:
% 15.69/4.23  																															| (245) e1 = e0
% 15.69/4.23  																															|
% 15.69/4.23  																															| Simplifying 245 yields:
% 15.69/4.23  																															| (246) e1 = e0
% 15.69/4.23  																															|
% 15.69/4.23  																															| Equations (246) can reduce 128 to:
% 15.69/4.23  																															| (247) $false
% 15.69/4.23  																															|
% 15.69/4.23  																															|-The branch is then unsatisfiable
% 15.69/4.23  																														|-Branch two:
% 15.69/4.23  																														| (554)  ~ (all_0_11_11 = e0)
% 15.69/4.23  																														| (922) all_0_19_19 = e0
% 15.69/4.23  																														|
% 15.69/4.23  																															| Equations (922) can reduce 57 to:
% 15.69/4.23  																															| (1405)  ~ (all_0_16_16 = e0)
% 15.69/4.23  																															|
% 15.69/4.23  																															| Equations (922) can reduce 1004 to:
% 15.69/4.23  																															| (713)  ~ (e3 = e0)
% 15.69/4.23  																															|
% 15.69/4.23  																															| Simplifying 713 yields:
% 15.69/4.23  																															| (64)  ~ (e3 = e0)
% 15.69/4.23  																															|
% 15.69/4.23  																															+-Applying beta-rule and splitting (13), into two cases.
% 15.69/4.23  																															|-Branch one:
% 15.69/4.23  																															| (536) all_0_4_4 = e0
% 15.69/4.23  																															|
% 15.69/4.23  																																| Combining equations (572,536) yields a new equation:
% 15.69/4.23  																																| (1006) e3 = e0
% 15.69/4.23  																																|
% 15.69/4.23  																																| Simplifying 1006 yields:
% 15.69/4.23  																																| (761) e3 = e0
% 15.69/4.23  																																|
% 15.69/4.23  																																| Equations (761) can reduce 64 to:
% 15.69/4.23  																																| (247) $false
% 15.69/4.23  																																|
% 15.69/4.23  																																|-The branch is then unsatisfiable
% 15.69/4.23  																															|-Branch two:
% 15.69/4.23  																															| (558)  ~ (all_0_4_4 = e0)
% 15.69/4.23  																															| (563) all_0_9_9 = e0 | all_0_16_16 = e0
% 15.69/4.23  																															|
% 15.69/4.23  																																+-Applying beta-rule and splitting (29), into two cases.
% 15.69/4.23  																																|-Branch one:
% 15.69/4.23  																																| (927) all_0_0_0 = e4
% 15.69/4.23  																																|
% 15.69/4.23  																																	| Combining equations (927,692) yields a new equation:
% 15.69/4.23  																																	| (331) e4 = e1
% 15.69/4.23  																																	|
% 15.69/4.23  																																	| Simplifying 331 yields:
% 15.69/4.23  																																	| (332) e4 = e1
% 15.69/4.23  																																	|
% 15.69/4.23  																																	| Equations (332) can reduce 210 to:
% 15.69/4.23  																																	| (247) $false
% 15.69/4.23  																																	|
% 15.69/4.23  																																	|-The branch is then unsatisfiable
% 15.69/4.23  																																|-Branch two:
% 15.69/4.23  																																| (354)  ~ (all_0_0_0 = e4)
% 15.69/4.23  																																| (1158) all_0_5_5 = e4 | all_0_10_10 = e4 | all_0_17_17 = e4
% 15.69/4.23  																																|
% 15.69/4.23  																																	| Equations (692) can reduce 354 to:
% 15.69/4.23  																																	| (279)  ~ (e4 = e1)
% 15.69/4.23  																																	|
% 15.69/4.23  																																	| Simplifying 279 yields:
% 15.69/4.23  																																	| (210)  ~ (e4 = e1)
% 15.69/4.23  																																	|
% 15.69/4.23  																																	+-Applying beta-rule and splitting (203), into two cases.
% 15.69/4.23  																																	|-Branch one:
% 15.69/4.23  																																	| (543) all_0_9_9 = e0
% 15.69/4.23  																																	|
% 15.69/4.23  																																		| Equations (543) can reduce 107 to:
% 15.69/4.23  																																		| (2620)  ~ (all_0_16_16 = e0)
% 15.69/4.23  																																		|
% 15.69/4.23  																																		| Simplifying 2620 yields:
% 15.69/4.23  																																		| (1405)  ~ (all_0_16_16 = e0)
% 15.69/4.23  																																		|
% 15.69/4.23  																																		| Equations (543) can reduce 36 to:
% 15.69/4.23  																																		| (539)  ~ (e2 = e0)
% 15.69/4.23  																																		|
% 15.69/4.23  																																		| Simplifying 539 yields:
% 15.69/4.23  																																		| (47)  ~ (e2 = e0)
% 15.69/4.23  																																		|
% 15.69/4.23  																																		+-Applying beta-rule and splitting (118), into two cases.
% 15.69/4.23  																																		|-Branch one:
% 15.69/4.23  																																		| (575) all_0_4_4 = e4
% 15.69/4.23  																																		|
% 15.69/4.23  																																			| Combining equations (572,575) yields a new equation:
% 15.69/4.23  																																			| (873) e4 = e3
% 15.69/4.23  																																			|
% 15.69/4.23  																																			| Equations (873) can reduce 24 to:
% 15.69/4.23  																																			| (247) $false
% 15.69/4.23  																																			|
% 15.69/4.23  																																			|-The branch is then unsatisfiable
% 15.69/4.23  																																		|-Branch two:
% 15.69/4.23  																																		| (697)  ~ (all_0_4_4 = e4)
% 15.69/4.23  																																		| (1494) all_0_9_9 = e4 | all_0_16_16 = e4
% 15.69/4.23  																																		|
% 15.69/4.23  																																			| Equations (572) can reduce 697 to:
% 15.69/4.23  																																			| (790)  ~ (e4 = e3)
% 15.69/4.23  																																			|
% 15.69/4.23  																																			| Simplifying 790 yields:
% 15.69/4.23  																																			| (24)  ~ (e4 = e3)
% 15.69/4.23  																																			|
% 15.69/4.23  																																			+-Applying beta-rule and splitting (174), into two cases.
% 15.69/4.23  																																			|-Branch one:
% 15.69/4.23  																																			| (1500) all_0_16_16 = e4
% 15.69/4.23  																																			|
% 15.69/4.23  																																				| Equations (1500) can reduce 995 to:
% 15.69/4.23  																																				| (24)  ~ (e4 = e3)
% 15.69/4.23  																																				|
% 15.69/4.23  																																				| Equations (1500) can reduce 1405 to:
% 15.69/4.23  																																				| (7)  ~ (e4 = e0)
% 15.69/4.23  																																				|
% 15.69/4.23  																																				| From (1500) and (78) follows:
% 15.69/4.23  																																				| (1807) op(e0, e4) = e4
% 15.69/4.23  																																				|
% 15.69/4.23  																																				+-Applying beta-rule and splitting (169), into two cases.
% 15.69/4.23  																																				|-Branch one:
% 15.69/4.23  																																				| (266) all_0_8_8 = e1
% 15.69/4.23  																																				|
% 15.69/4.23  																																					| Equations (266) can reduce 239 to:
% 15.69/4.23  																																					| (247) $false
% 15.69/4.23  																																					|
% 15.69/4.23  																																					|-The branch is then unsatisfiable
% 15.69/4.23  																																				|-Branch two:
% 15.69/4.23  																																				| (239)  ~ (all_0_8_8 = e1)
% 15.69/4.23  																																				| (748) all_0_8_8 = e4 | all_0_8_8 = e3 | all_0_8_8 = e2 | all_0_8_8 = e0
% 15.69/4.23  																																				|
% 15.69/4.23  																																					+-Applying beta-rule and splitting (1158), into two cases.
% 15.69/4.23  																																					|-Branch one:
% 15.69/4.23  																																					| (1533) all_0_5_5 = e4
% 15.69/4.23  																																					|
% 15.69/4.23  																																						| Combining equations (244,1533) yields a new equation:
% 15.69/4.23  																																						| (911) e4 = e0
% 15.69/4.23  																																						|
% 15.69/4.23  																																						| Equations (911) can reduce 7 to:
% 15.69/4.23  																																						| (247) $false
% 15.69/4.23  																																						|
% 15.69/4.23  																																						|-The branch is then unsatisfiable
% 15.69/4.23  																																					|-Branch two:
% 15.69/4.23  																																					| (1537)  ~ (all_0_5_5 = e4)
% 15.69/4.23  																																					| (1538) all_0_10_10 = e4 | all_0_17_17 = e4
% 15.69/4.23  																																					|
% 15.69/4.23  																																						+-Applying beta-rule and splitting (1538), into two cases.
% 15.69/4.23  																																						|-Branch one:
% 15.69/4.23  																																						| (589) all_0_10_10 = e4
% 15.69/4.23  																																						|
% 15.69/4.23  																																							| From (589) and (16) follows:
% 15.69/4.23  																																							| (4008) op(e2, e3) = e4
% 15.69/4.23  																																							|
% 15.69/4.23  																																							+-Applying beta-rule and splitting (748), into two cases.
% 15.69/4.23  																																							|-Branch one:
% 15.69/4.23  																																							| (749) all_0_8_8 = e0
% 15.69/4.23  																																							|
% 15.69/4.23  																																								| Equations (749) can reduce 712 to:
% 15.69/4.23  																																								| (247) $false
% 15.69/4.23  																																								|
% 15.69/4.23  																																								|-The branch is then unsatisfiable
% 15.69/4.23  																																							|-Branch two:
% 15.69/4.23  																																							| (712)  ~ (all_0_8_8 = e0)
% 15.69/4.23  																																							| (752) all_0_8_8 = e4 | all_0_8_8 = e3 | all_0_8_8 = e2
% 15.69/4.23  																																							|
% 15.69/4.23  																																								+-Applying beta-rule and splitting (752), into two cases.
% 15.69/4.23  																																								|-Branch one:
% 15.69/4.23  																																								| (788) all_0_8_8 = e3
% 15.69/4.23  																																								|
% 15.69/4.23  																																									| Equations (788) can reduce 834 to:
% 15.69/4.23  																																									| (247) $false
% 15.69/4.23  																																									|
% 15.69/4.23  																																									|-The branch is then unsatisfiable
% 15.69/4.23  																																								|-Branch two:
% 15.69/4.23  																																								| (834)  ~ (all_0_8_8 = e3)
% 15.69/4.23  																																								| (950) all_0_8_8 = e4 | all_0_8_8 = e2
% 15.69/4.23  																																								|
% 15.69/4.23  																																									+-Applying beta-rule and splitting (950), into two cases.
% 15.69/4.23  																																									|-Branch one:
% 15.69/4.23  																																									| (872) all_0_8_8 = e4
% 15.69/4.23  																																									|
% 15.69/4.23  																																										| Equations (872) can reduce 320 to:
% 15.69/4.23  																																										| (194)  ~ (e4 = e2)
% 15.69/4.23  																																										|
% 15.69/4.23  																																										| From (872) and (181) follows:
% 15.69/4.23  																																										| (4019) op(e3, e0) = e4
% 15.69/4.23  																																										|
% 15.69/4.23  																																										+-Applying beta-rule and splitting (3), into two cases.
% 15.69/4.23  																																										|-Branch one:
% 15.69/4.23  																																										| (316) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)) | (all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1))
% 15.69/4.23  																																										|
% 15.69/4.23  																																											+-Applying beta-rule and splitting (316), into two cases.
% 15.69/4.23  																																											|-Branch one:
% 15.69/4.23  																																											| (317) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0))
% 15.69/4.23  																																											|
% 15.69/4.23  																																												+-Applying beta-rule and splitting (317), into two cases.
% 15.69/4.23  																																												|-Branch one:
% 15.69/4.23  																																												| (318) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0))
% 15.69/4.24  																																												|
% 15.69/4.24  																																													+-Applying beta-rule and splitting (318), into two cases.
% 15.69/4.24  																																													|-Branch one:
% 15.69/4.24  																																													| (319) all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)
% 15.69/4.24  																																													|
% 15.69/4.24  																																														| Applying alpha-rule on (319) yields:
% 15.69/4.24  																																														| (320)  ~ (all_0_8_8 = e2)
% 15.69/4.24  																																														| (321)  ~ (all_0_5_5 = e2)
% 15.69/4.24  																																														| (322)  ~ (all_0_11_11 = e2)
% 15.69/4.24  																																														| (323)  ~ (all_0_12_12 = e2)
% 15.69/4.24  																																														| (324)  ~ (all_0_20_20 = e2)
% 15.69/4.24  																																														| (325)  ~ (unit = e2)
% 15.69/4.24  																																														| (326)  ~ (all_0_14_14 = e2)
% 15.69/4.24  																																														| (327)  ~ (all_0_19_19 = e2) | all_0_18_18 = e1
% 15.69/4.24  																																														| (328)  ~ (all_0_17_17 = e2)
% 15.69/4.24  																																														| (329)  ~ (all_0_7_7 = e2) | all_0_6_6 = e1
% 15.69/4.24  																																														| (330) all_0_1_1 = e4
% 15.69/4.24  																																														|
% 15.69/4.24  																																														| Equations (293) can reduce 326 to:
% 15.69/4.24  																																														| (247) $false
% 15.69/4.24  																																														|
% 15.69/4.24  																																														|-The branch is then unsatisfiable
% 15.69/4.24  																																													|-Branch two:
% 15.69/4.24  																																													| (334) all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)
% 15.69/4.24  																																													|
% 15.69/4.24  																																														| Applying alpha-rule on (334) yields:
% 15.69/4.24  																																														| (301)  ~ (all_0_13_13 = e3)
% 15.69/4.24  																																														| (336)  ~ (all_0_3_3 = e3) | all_0_0_0 = e0
% 15.69/4.24  																																														| (337)  ~ (all_0_19_19 = e3) | all_0_17_17 = e1
% 15.69/4.24  																																														| (338)  ~ (all_0_16_16 = e3) | all_0_17_17 = e4
% 15.69/4.24  																																														| (339)  ~ (all_0_4_4 = e3) | all_0_5_5 = e4
% 15.69/4.24  																																														| (340)  ~ (all_0_15_15 = e3)
% 15.69/4.24  																																														| (341)  ~ (all_0_20_20 = e3) | all_0_17_17 = e0
% 15.69/4.24  																																														| (303) all_0_10_10 = e2
% 15.69/4.24  																																														| (343)  ~ (unit = e3)
% 15.69/4.24  																																														| (344)  ~ (all_0_7_7 = e3) | all_0_5_5 = e1
% 15.69/4.24  																																														| (345)  ~ (all_0_2_2 = e3) | all_0_0_0 = e1
% 15.69/4.24  																																														| (346)  ~ (all_0_8_8 = e3) | all_0_5_5 = e0
% 15.69/4.24  																																														|
% 15.69/4.24  																																														| Combining equations (589,303) yields a new equation:
% 15.69/4.24  																																														| (470) e4 = e2
% 15.69/4.24  																																														|
% 15.69/4.24  																																														| Simplifying 470 yields:
% 15.69/4.24  																																														| (471) e4 = e2
% 15.69/4.24  																																														|
% 15.69/4.24  																																														| Equations (471) can reduce 194 to:
% 15.69/4.24  																																														| (247) $false
% 15.69/4.24  																																														|
% 15.69/4.24  																																														|-The branch is then unsatisfiable
% 15.69/4.24  																																												|-Branch two:
% 15.69/4.24  																																												| (348) all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)
% 15.69/4.24  																																												|
% 15.69/4.24  																																													| Applying alpha-rule on (348) yields:
% 15.69/4.24  																																													| (349)  ~ (unit = e4)
% 15.69/4.24  																																													| (350)  ~ (all_0_6_6 = e4)
% 15.69/4.24  																																													| (351)  ~ (all_0_12_12 = e4) | all_0_9_9 = e0
% 15.69/4.24  																																													| (352)  ~ (all_0_18_18 = e4)
% 15.69/4.24  																																													| (353)  ~ (all_0_20_20 = e4) | all_0_16_16 = e0
% 15.69/4.24  																																													| (354)  ~ (all_0_0_0 = e4)
% 15.69/4.24  																																													| (355)  ~ (all_0_10_10 = e4)
% 15.69/4.24  																																													| (356)  ~ (all_0_3_3 = e4)
% 15.69/4.24  																																													| (224) all_0_13_13 = e1
% 15.69/4.24  																																													| (358)  ~ (all_0_5_5 = e4) | all_0_4_4 = e3
% 15.69/4.24  																																													| (359)  ~ (all_0_8_8 = e4) | all_0_4_4 = e0
% 15.69/4.24  																																													| (360)  ~ (all_0_17_17 = e4) | all_0_16_16 = e3
% 15.69/4.24  																																													|
% 15.69/4.24  																																													| Equations (589) can reduce 355 to:
% 15.69/4.24  																																													| (247) $false
% 15.69/4.24  																																													|
% 15.69/4.24  																																													|-The branch is then unsatisfiable
% 15.69/4.24  																																											|-Branch two:
% 15.69/4.24  																																											| (379) all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1)
% 15.69/4.24  																																											|
% 15.69/4.24  																																												| Applying alpha-rule on (379) yields:
% 15.69/4.24  																																												| (380) all_0_15_15 = e2
% 15.69/4.24  																																												| (381)  ~ (all_0_11_11 = e0) | all_0_12_12 = e1
% 15.69/4.24  																																												| (382)  ~ (all_0_4_4 = e0) | all_0_8_8 = e4
% 15.69/4.24  																																												| (383)  ~ (all_0_17_17 = e0) | all_0_20_20 = e3
% 15.69/4.24  																																												| (384)  ~ (all_0_2_2 = e0) | all_0_3_3 = e1
% 15.69/4.24  																																												| (385)  ~ (all_0_9_9 = e0) | all_0_12_12 = e4
% 15.69/4.24  																																												| (386)  ~ (all_0_7_7 = e0) | all_0_8_8 = e1
% 15.69/4.24  																																												| (387)  ~ (unit = e0)
% 15.69/4.24  																																												| (388)  ~ (all_0_19_19 = e0) | all_0_20_20 = e1
% 15.69/4.24  																																												| (389)  ~ (all_0_0_0 = e0) | all_0_3_3 = e3
% 15.69/4.24  																																												| (390)  ~ (all_0_10_10 = e0)
% 15.69/4.24  																																												| (391)  ~ (all_0_5_5 = e0) | all_0_8_8 = e3
% 15.69/4.24  																																												| (392)  ~ (all_0_16_16 = e0) | all_0_20_20 = e4
% 15.69/4.24  																																												|
% 15.69/4.24  																																												| Combining equations (380,314) yields a new equation:
% 15.69/4.24  																																												| (311) e3 = e2
% 15.69/4.24  																																												|
% 15.69/4.24  																																												| Equations (311) can reduce 191 to:
% 15.69/4.24  																																												| (247) $false
% 15.69/4.24  																																												|
% 15.69/4.24  																																												|-The branch is then unsatisfiable
% 15.69/4.24  																																										|-Branch two:
% 15.69/4.24  																																										| (395)  ~ (all_0_1_1 = e1) &  ~ (all_0_4_4 = e1) &  ~ (all_0_9_9 = e1) &  ~ (all_0_10_10 = e1) &  ~ (all_0_14_14 = e1) &  ~ (all_0_15_15 = e1) &  ~ (all_0_16_16 = e1) & ( ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))) & ( ~ (all_0_2_2 = e1) |  ~ (unit = e1)) & ( ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))) & ( ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))) & ( ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))) & ( ~ (all_0_7_7 = e1) |  ~ (unit = e1)) & ( ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))) & ( ~ (all_0_11_11 = e1) |  ~ (unit = e1)) & ( ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))) & ( ~ (all_0_13_13 = e1) |  ~ (unit = e1)) & ( ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))) & ( ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))) & ( ~ (all_0_19_19 = e1) |  ~ (unit = e1)) & ( ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1)))
% 15.69/4.24  																																										|
% 15.69/4.24  																																											| Applying alpha-rule on (395) yields:
% 15.69/4.24  																																											| (396)  ~ (all_0_1_1 = e1)
% 15.69/4.24  																																											| (397)  ~ (all_0_7_7 = e1) |  ~ (unit = e1)
% 15.69/4.24  																																											| (227)  ~ (all_0_14_14 = e1)
% 15.69/4.24  																																											| (225)  ~ (all_0_4_4 = e1)
% 15.69/4.24  																																											| (400)  ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))
% 15.69/4.24  																																											| (401)  ~ (all_0_11_11 = e1) |  ~ (unit = e1)
% 15.69/4.24  																																											| (402)  ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))
% 15.69/4.24  																																											| (403)  ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))
% 15.69/4.24  																																											| (231)  ~ (all_0_16_16 = e1)
% 15.69/4.24  																																											| (405)  ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1))
% 15.69/4.24  																																											| (286)  ~ (all_0_10_10 = e1)
% 15.69/4.24  																																											| (407)  ~ (all_0_13_13 = e1) |  ~ (unit = e1)
% 15.69/4.24  																																											| (408)  ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))
% 15.69/4.24  																																											| (409)  ~ (all_0_19_19 = e1) |  ~ (unit = e1)
% 15.69/4.24  																																											| (410)  ~ (all_0_2_2 = e1) |  ~ (unit = e1)
% 15.69/4.24  																																											| (411)  ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))
% 15.69/4.24  																																											| (412)  ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))
% 15.69/4.24  																																											| (413)  ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))
% 15.69/4.24  																																											| (285)  ~ (all_0_9_9 = e1)
% 15.69/4.24  																																											| (229)  ~ (all_0_15_15 = e1)
% 15.69/4.24  																																											| (416)  ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))
% 15.69/4.24  																																											|
% 15.69/4.24  																																											| Equations (543) can reduce 285 to:
% 15.69/4.24  																																											| (541)  ~ (e1 = e0)
% 15.69/4.24  																																											|
% 15.69/4.24  																																											| Simplifying 541 yields:
% 15.69/4.24  																																											| (128)  ~ (e1 = e0)
% 15.69/4.24  																																											|
% 15.69/4.24  																																											+-Applying beta-rule and splitting (407), into two cases.
% 15.69/4.24  																																											|-Branch one:
% 15.69/4.24  																																											| (1568)  ~ (all_0_13_13 = e1)
% 15.69/4.24  																																											|
% 15.69/4.24  																																												| Equations (224) can reduce 1568 to:
% 15.69/4.24  																																												| (247) $false
% 15.69/4.24  																																												|
% 15.69/4.24  																																												|-The branch is then unsatisfiable
% 15.69/4.24  																																											|-Branch two:
% 15.69/4.24  																																											| (224) all_0_13_13 = e1
% 15.69/4.24  																																											| (1438)  ~ (unit = e1)
% 15.69/4.24  																																											|
% 15.69/4.24  																																												+-Applying beta-rule and splitting (59), into two cases.
% 15.69/4.24  																																												|-Branch one:
% 15.69/4.24  																																												| (1434) unit = e1
% 15.69/4.24  																																												|
% 15.69/4.24  																																													| Equations (1434) can reduce 1438 to:
% 15.69/4.24  																																													| (247) $false
% 15.69/4.24  																																													|
% 15.69/4.24  																																													|-The branch is then unsatisfiable
% 15.69/4.24  																																												|-Branch two:
% 15.69/4.24  																																												| (1438)  ~ (unit = e1)
% 15.69/4.24  																																												| (1439) unit = e4 | unit = e3 | unit = e2 | unit = e0
% 15.69/4.24  																																												|
% 15.69/4.24  																																													+-Applying beta-rule and splitting (1439), into two cases.
% 15.69/4.24  																																													|-Branch one:
% 15.69/4.24  																																													| (1440) unit = e0
% 15.69/4.24  																																													|
% 15.69/4.24  																																														| Equations (1440) can reduce 1438 to:
% 15.69/4.24  																																														| (541)  ~ (e1 = e0)
% 15.69/4.24  																																														|
% 15.69/4.24  																																														| Simplifying 541 yields:
% 15.69/4.24  																																														| (128)  ~ (e1 = e0)
% 15.69/4.24  																																														|
% 15.69/4.24  																																														| From (1440) and (15) follows:
% 15.69/4.24  																																														| (3148) op(e4, e0) = e4
% 15.69/4.24  																																														|
% 15.69/4.24  																																														| From (1440) and (159) follows:
% 15.69/4.24  																																														| (3137) op(e3, e0) = e3
% 15.69/4.24  																																														|
% 15.69/4.24  																																														| From (1440) and (186) follows:
% 15.69/4.24  																																														| (3549) op(e1, e0) = e1
% 15.69/4.24  																																														|
% 15.69/4.24  																																														| Instantiating formula (120) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 15.69/4.24  																																														| (911) e4 = e0
% 15.69/4.24  																																														|
% 15.69/4.24  																																														| Instantiating formula (120) with e3, e0, e3, e4 and discharging atoms op(e3, e0) = e4, op(e3, e0) = e3, yields:
% 15.69/4.24  																																														| (873) e4 = e3
% 15.69/4.24  																																														|
% 15.69/4.24  																																														| Instantiating formula (120) with e1, e0, e1, e3 and discharging atoms op(e1, e0) = e3, op(e1, e0) = e1, yields:
% 15.69/4.24  																																														| (299) e3 = e1
% 15.69/4.24  																																														|
% 15.69/4.24  																																														| Combining equations (911,873) yields a new equation:
% 15.69/4.24  																																														| (761) e3 = e0
% 15.69/4.24  																																														|
% 15.69/4.24  																																														| Combining equations (761,299) yields a new equation:
% 15.69/4.24  																																														| (246) e1 = e0
% 15.69/4.24  																																														|
% 15.69/4.24  																																														| Equations (246) can reduce 128 to:
% 15.69/4.24  																																														| (247) $false
% 15.69/4.24  																																														|
% 15.69/4.24  																																														|-The branch is then unsatisfiable
% 15.69/4.24  																																													|-Branch two:
% 15.69/4.24  																																													| (387)  ~ (unit = e0)
% 15.69/4.24  																																													| (1443) unit = e4 | unit = e3 | unit = e2
% 15.69/4.24  																																													|
% 15.69/4.24  																																														+-Applying beta-rule and splitting (1443), into two cases.
% 15.69/4.24  																																														|-Branch one:
% 15.69/4.24  																																														| (1444) unit = e3
% 15.69/4.24  																																														|
% 15.69/4.24  																																															| From (1444) and (141) follows:
% 15.69/4.24  																																															| (1431) op(e3, e4) = e4
% 15.69/4.24  																																															|
% 15.69/4.24  																																															| From (1444) and (15) follows:
% 15.69/4.24  																																															| (4130) op(e4, e3) = e4
% 15.69/4.24  																																															|
% 15.69/4.24  																																															| From (1444) and (151) follows:
% 15.69/4.24  																																															| (1445) op(e2, e3) = e2
% 15.69/4.24  																																															|
% 15.69/4.24  																																															| From (1444) and (108) follows:
% 15.69/4.24  																																															| (1446) op(e0, e3) = e0
% 15.69/4.24  																																															|
% 15.69/4.24  																																															| Instantiating formula (120) with e4, e3, e4, e1 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e1, yields:
% 15.69/4.24  																																															| (332) e4 = e1
% 15.69/4.24  																																															|
% 15.69/4.24  																																															| Instantiating formula (120) with e3, e4, e4, e3 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e3, yields:
% 15.69/4.24  																																															| (873) e4 = e3
% 15.69/4.24  																																															|
% 15.69/4.24  																																															| Instantiating formula (120) with e2, e3, e2, e4 and discharging atoms op(e2, e3) = e4, op(e2, e3) = e2, yields:
% 15.69/4.25  																																															| (471) e4 = e2
% 15.69/4.25  																																															|
% 15.69/4.25  																																															| Instantiating formula (120) with e0, e3, e0, e3 and discharging atoms op(e0, e3) = e3, op(e0, e3) = e0, yields:
% 15.69/4.25  																																															| (761) e3 = e0
% 15.69/4.25  																																															|
% 15.69/4.25  																																															| Combining equations (873,471) yields a new equation:
% 15.69/4.25  																																															| (657) e3 = e2
% 15.69/4.25  																																															|
% 15.69/4.25  																																															| Simplifying 657 yields:
% 15.69/4.25  																																															| (311) e3 = e2
% 15.69/4.25  																																															|
% 15.69/4.25  																																															| Combining equations (332,471) yields a new equation:
% 15.69/4.25  																																															| (420) e2 = e1
% 15.69/4.25  																																															|
% 15.69/4.25  																																															| Combining equations (311,761) yields a new equation:
% 15.69/4.25  																																															| (779) e2 = e0
% 15.69/4.25  																																															|
% 15.69/4.25  																																															| Simplifying 779 yields:
% 15.69/4.25  																																															| (552) e2 = e0
% 15.69/4.25  																																															|
% 15.69/4.25  																																															| Combining equations (552,420) yields a new equation:
% 15.69/4.25  																																															| (246) e1 = e0
% 15.69/4.25  																																															|
% 15.69/4.25  																																															| Equations (246) can reduce 128 to:
% 15.69/4.25  																																															| (247) $false
% 15.69/4.25  																																															|
% 15.69/4.25  																																															|-The branch is then unsatisfiable
% 15.69/4.25  																																														|-Branch two:
% 15.69/4.25  																																														| (343)  ~ (unit = e3)
% 15.69/4.25  																																														| (1453) unit = e4 | unit = e2
% 15.69/4.25  																																														|
% 15.69/4.25  																																															+-Applying beta-rule and splitting (1453), into two cases.
% 15.69/4.25  																																															|-Branch one:
% 15.69/4.25  																																															| (1454) unit = e4
% 15.69/4.25  																																															|
% 15.69/4.25  																																																| From (1454) and (199) follows:
% 15.69/4.25  																																																| (1455) op(e4, e2) = e2
% 15.69/4.25  																																																|
% 15.69/4.25  																																																| From (1454) and (108) follows:
% 15.69/4.25  																																																| (1458) op(e0, e4) = e0
% 15.69/4.25  																																																|
% 15.69/4.25  																																																| Instantiating formula (120) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 15.69/4.25  																																																| (471) e4 = e2
% 15.69/4.25  																																																|
% 15.69/4.25  																																																| Instantiating formula (120) with e0, e4, e0, e4 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 15.69/4.25  																																																| (911) e4 = e0
% 15.69/4.25  																																																|
% 15.69/4.25  																																																| Combining equations (471,911) yields a new equation:
% 15.69/4.25  																																																| (779) e2 = e0
% 15.69/4.25  																																																|
% 15.69/4.25  																																																| Simplifying 779 yields:
% 15.69/4.25  																																																| (552) e2 = e0
% 15.69/4.25  																																																|
% 15.69/4.25  																																																| Equations (552) can reduce 47 to:
% 15.69/4.25  																																																| (247) $false
% 15.69/4.25  																																																|
% 15.69/4.25  																																																|-The branch is then unsatisfiable
% 15.69/4.25  																																															|-Branch two:
% 15.69/4.25  																																															| (349)  ~ (unit = e4)
% 15.69/4.25  																																															| (1470) unit = e2
% 15.69/4.25  																																															|
% 15.69/4.25  																																																| From (1470) and (159) follows:
% 15.69/4.25  																																																| (1910) op(e3, e2) = e3
% 15.69/4.25  																																																|
% 15.69/4.25  																																																| From (1470) and (151) follows:
% 15.69/4.25  																																																| (1911) op(e2, e2) = e2
% 15.69/4.25  																																																|
% 15.69/4.25  																																																| From (1470) and (108) follows:
% 15.69/4.25  																																																| (1472) op(e0, e2) = e0
% 15.69/4.25  																																																|
% 15.69/4.25  																																																| Instantiating formula (120) with e3, e2, e3, e1 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e1, yields:
% 15.69/4.25  																																																| (299) e3 = e1
% 15.69/4.25  																																																|
% 15.69/4.25  																																																| Instantiating formula (120) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 15.69/4.25  																																																| (311) e3 = e2
% 15.69/4.25  																																																|
% 15.69/4.25  																																																| Instantiating formula (120) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 15.69/4.25  																																																| (552) e2 = e0
% 15.69/4.25  																																																|
% 15.69/4.25  																																																| Combining equations (311,299) yields a new equation:
% 15.69/4.25  																																																| (629) e2 = e1
% 15.69/4.25  																																																|
% 15.69/4.25  																																																| Simplifying 629 yields:
% 15.69/4.25  																																																| (420) e2 = e1
% 15.69/4.25  																																																|
% 15.69/4.25  																																																| Combining equations (420,552) yields a new equation:
% 15.69/4.25  																																																| (245) e1 = e0
% 15.69/4.25  																																																|
% 15.69/4.25  																																																| Simplifying 245 yields:
% 15.69/4.25  																																																| (246) e1 = e0
% 15.69/4.25  																																																|
% 15.69/4.25  																																																| Equations (246) can reduce 128 to:
% 15.69/4.25  																																																| (247) $false
% 15.69/4.25  																																																|
% 15.69/4.25  																																																|-The branch is then unsatisfiable
% 15.69/4.25  																																									|-Branch two:
% 15.69/4.25  																																									| (701)  ~ (all_0_8_8 = e4)
% 15.69/4.25  																																									| (954) all_0_8_8 = e2
% 15.69/4.25  																																									|
% 15.69/4.25  																																										| Equations (954) can reduce 320 to:
% 15.69/4.25  																																										| (247) $false
% 15.69/4.25  																																										|
% 15.69/4.25  																																										|-The branch is then unsatisfiable
% 15.69/4.25  																																						|-Branch two:
% 15.69/4.25  																																						| (355)  ~ (all_0_10_10 = e4)
% 15.69/4.25  																																						| (688) all_0_17_17 = e4
% 15.69/4.25  																																						|
% 15.69/4.25  																																							| Combining equations (688,684) yields a new equation:
% 15.69/4.25  																																							| (901) e4 = e3
% 15.69/4.25  																																							|
% 15.69/4.25  																																							| Simplifying 901 yields:
% 15.69/4.25  																																							| (873) e4 = e3
% 15.69/4.25  																																							|
% 15.69/4.25  																																							| Equations (873) can reduce 24 to:
% 15.69/4.25  																																							| (247) $false
% 15.69/4.25  																																							|
% 15.69/4.25  																																							|-The branch is then unsatisfiable
% 15.69/4.25  																																			|-Branch two:
% 15.69/4.25  																																			| (1300)  ~ (all_0_16_16 = e4)
% 15.69/4.25  																																			| (2730) all_0_17_17 = e4 | all_0_18_18 = e4 | all_0_20_20 = e4
% 15.69/4.25  																																			|
% 15.69/4.25  																																				+-Applying beta-rule and splitting (2730), into two cases.
% 15.69/4.25  																																				|-Branch one:
% 15.69/4.25  																																				| (688) all_0_17_17 = e4
% 15.69/4.25  																																				|
% 15.69/4.25  																																					| Combining equations (688,684) yields a new equation:
% 15.69/4.25  																																					| (901) e4 = e3
% 15.69/4.25  																																					|
% 15.69/4.25  																																					| Simplifying 901 yields:
% 15.69/4.25  																																					| (873) e4 = e3
% 15.69/4.25  																																					|
% 15.69/4.25  																																					| Equations (873) can reduce 24 to:
% 15.69/4.25  																																					| (247) $false
% 15.69/4.25  																																					|
% 15.69/4.25  																																					|-The branch is then unsatisfiable
% 15.69/4.25  																																				|-Branch two:
% 15.69/4.25  																																				| (992)  ~ (all_0_17_17 = e4)
% 15.69/4.25  																																				| (2751) all_0_18_18 = e4 | all_0_20_20 = e4
% 15.69/4.25  																																				|
% 15.69/4.25  																																					+-Applying beta-rule and splitting (2751), into two cases.
% 15.69/4.25  																																					|-Branch one:
% 15.69/4.25  																																					| (365) all_0_18_18 = e4
% 15.69/4.25  																																					|
% 15.69/4.25  																																						| Combining equations (368,365) yields a new equation:
% 15.69/4.25  																																						| (471) e4 = e2
% 15.69/4.25  																																						|
% 15.69/4.25  																																						| Equations (471) can reduce 194 to:
% 15.69/4.25  																																						| (247) $false
% 15.69/4.25  																																						|
% 15.69/4.25  																																						|-The branch is then unsatisfiable
% 15.69/4.25  																																					|-Branch two:
% 15.69/4.25  																																					| (352)  ~ (all_0_18_18 = e4)
% 15.69/4.25  																																					| (910) all_0_20_20 = e4
% 15.69/4.25  																																					|
% 15.69/4.25  																																						| Combining equations (910,1017) yields a new equation:
% 15.69/4.25  																																						| (331) e4 = e1
% 15.69/4.25  																																						|
% 15.69/4.25  																																						| Simplifying 331 yields:
% 15.69/4.25  																																						| (332) e4 = e1
% 15.69/4.25  																																						|
% 15.69/4.25  																																						| Equations (332) can reduce 210 to:
% 15.69/4.25  																																						| (247) $false
% 15.69/4.25  																																						|
% 15.69/4.25  																																						|-The branch is then unsatisfiable
% 15.69/4.25  																																	|-Branch two:
% 15.69/4.25  																																	| (538)  ~ (all_0_9_9 = e0)
% 15.69/4.25  																																	| (546) all_0_10_10 = e0 | all_0_11_11 = e0 | all_0_12_12 = e0
% 15.69/4.25  																																	|
% 15.69/4.25  																																		+-Applying beta-rule and splitting (563), into two cases.
% 15.69/4.25  																																		|-Branch one:
% 15.69/4.25  																																		| (543) all_0_9_9 = e0
% 15.69/4.25  																																		|
% 15.69/4.25  																																			| Equations (543) can reduce 538 to:
% 15.69/4.25  																																			| (247) $false
% 15.69/4.25  																																			|
% 15.69/4.25  																																			|-The branch is then unsatisfiable
% 15.69/4.25  																																		|-Branch two:
% 15.69/4.25  																																		| (538)  ~ (all_0_9_9 = e0)
% 15.69/4.25  																																		| (1503) all_0_16_16 = e0
% 15.69/4.25  																																		|
% 15.69/4.25  																																			| Equations (1503) can reduce 1405 to:
% 15.69/4.25  																																			| (247) $false
% 15.69/4.25  																																			|
% 15.69/4.25  																																			|-The branch is then unsatisfiable
% 15.69/4.25  																											|-Branch two:
% 15.69/4.25  																											| (925)  ~ (all_0_2_2 = e3)
% 15.69/4.25  																											| (926) all_0_7_7 = e3 | all_0_19_19 = e3
% 15.69/4.25  																											|
% 15.69/4.25  																												+-Applying beta-rule and splitting (926), into two cases.
% 15.69/4.25  																												|-Branch one:
% 15.69/4.25  																												| (784) all_0_7_7 = e3
% 15.69/4.25  																												|
% 15.69/4.25  																													| Combining equations (634,784) yields a new equation:
% 15.69/4.25  																													| (311) e3 = e2
% 15.69/4.25  																													|
% 15.69/4.25  																													| Equations (311) can reduce 191 to:
% 15.69/4.25  																													| (247) $false
% 15.69/4.25  																													|
% 15.69/4.25  																													|-The branch is then unsatisfiable
% 15.69/4.25  																												|-Branch two:
% 15.69/4.25  																												| (787)  ~ (all_0_7_7 = e3)
% 15.69/4.25  																												| (946) all_0_19_19 = e3
% 15.69/4.25  																												|
% 15.69/4.25  																													| Equations (946) can reduce 1004 to:
% 15.69/4.25  																													| (247) $false
% 15.69/4.25  																													|
% 15.69/4.25  																													|-The branch is then unsatisfiable
% 15.69/4.25  																									|-Branch two:
% 15.69/4.25  																									| (444)  ~ (all_0_7_7 = e2)
% 15.69/4.25  																									| (637) all_0_11_11 = e2 | all_0_19_19 = e2
% 15.69/4.25  																									|
% 15.69/4.25  																										+-Applying beta-rule and splitting (205), into two cases.
% 15.69/4.25  																										|-Branch one:
% 15.69/4.25  																										| (1055) all_0_7_7 = e1
% 15.69/4.25  																										|
% 15.69/4.25  																											| Equations (1055) can reduce 276 to:
% 15.69/4.25  																											| (247) $false
% 15.69/4.25  																											|
% 15.69/4.25  																											|-The branch is then unsatisfiable
% 15.69/4.25  																										|-Branch two:
% 15.69/4.25  																										| (276)  ~ (all_0_7_7 = e1)
% 15.69/4.25  																										| (4211) all_0_7_7 = e3 | all_0_7_7 = e2 | all_0_7_7 = e0
% 15.69/4.25  																										|
% 15.69/4.25  																											+-Applying beta-rule and splitting (4211), into two cases.
% 15.69/4.25  																											|-Branch one:
% 15.69/4.25  																											| (778) all_0_7_7 = e0
% 15.69/4.25  																											|
% 15.69/4.25  																												| Equations (778) can reduce 710 to:
% 15.69/4.25  																												| (247) $false
% 15.69/4.25  																												|
% 15.69/4.25  																												|-The branch is then unsatisfiable
% 15.69/4.25  																											|-Branch two:
% 15.69/4.25  																											| (710)  ~ (all_0_7_7 = e0)
% 15.69/4.25  																											| (4215) all_0_7_7 = e3 | all_0_7_7 = e2
% 15.69/4.25  																											|
% 15.69/4.25  																												+-Applying beta-rule and splitting (4215), into two cases.
% 15.69/4.25  																												|-Branch one:
% 15.69/4.25  																												| (784) all_0_7_7 = e3
% 15.69/4.25  																												|
% 15.69/4.25  																													| Equations (784) can reduce 787 to:
% 15.69/4.25  																													| (247) $false
% 15.69/4.25  																													|
% 15.69/4.25  																													|-The branch is then unsatisfiable
% 15.69/4.25  																												|-Branch two:
% 15.69/4.25  																												| (787)  ~ (all_0_7_7 = e3)
% 15.69/4.25  																												| (634) all_0_7_7 = e2
% 15.69/4.25  																												|
% 15.69/4.25  																													| Equations (634) can reduce 444 to:
% 15.69/4.25  																													| (247) $false
% 15.69/4.25  																													|
% 15.69/4.25  																													|-The branch is then unsatisfiable
% 15.69/4.25  																								|-Branch two:
% 15.69/4.25  																								| (436)  ~ (all_0_4_4 = e3)
% 15.69/4.25  																								| (2404) all_0_13_13 = e3 | all_0_16_16 = e3
% 15.69/4.25  																								|
% 15.69/4.25  																									+-Applying beta-rule and splitting (2404), into two cases.
% 15.69/4.25  																									|-Branch one:
% 15.69/4.25  																									| (298) all_0_13_13 = e3
% 15.69/4.25  																									|
% 15.69/4.25  																										| Combining equations (224,298) yields a new equation:
% 15.69/4.25  																										| (299) e3 = e1
% 15.69/4.25  																										|
% 15.69/4.25  																										| Equations (299) can reduce 132 to:
% 15.69/4.25  																										| (247) $false
% 15.69/4.25  																										|
% 15.69/4.25  																										|-The branch is then unsatisfiable
% 15.69/4.25  																									|-Branch two:
% 15.69/4.25  																									| (301)  ~ (all_0_13_13 = e3)
% 15.69/4.25  																									| (435) all_0_16_16 = e3
% 15.69/4.25  																									|
% 15.69/4.25  																										| Equations (435) can reduce 995 to:
% 15.69/4.25  																										| (247) $false
% 15.69/4.25  																										|
% 15.69/4.25  																										|-The branch is then unsatisfiable
% 15.69/4.25  																						|-Branch two:
% 15.69/4.25  																						| (1075)  ~ (all_0_11_11 = e1)
% 15.69/4.25  																						| (282) all_0_12_12 = e1
% 15.69/4.25  																						|
% 15.69/4.25  																							| Equations (282) can reduce 1012 to:
% 15.69/4.25  																							| (247) $false
% 15.69/4.25  																							|
% 15.69/4.25  																							|-The branch is then unsatisfiable
% 15.69/4.25  														|-Branch two:
% 15.69/4.25  														| (214)  ~ (all_0_0_0 = e1)
% 15.69/4.25  														| (2462) all_0_1_1 = e1 | all_0_2_2 = e1 | all_0_3_3 = e1
% 15.69/4.25  														|
% 15.69/4.25  															+-Applying beta-rule and splitting (38), into two cases.
% 15.69/4.25  															|-Branch one:
% 15.69/4.25  															| (692) all_0_0_0 = e1
% 15.69/4.25  															|
% 15.69/4.25  																| Equations (692) can reduce 214 to:
% 15.69/4.25  																| (247) $false
% 15.69/4.25  																|
% 15.69/4.25  																|-The branch is then unsatisfiable
% 15.69/4.25  															|-Branch two:
% 15.69/4.25  															| (214)  ~ (all_0_0_0 = e1)
% 15.69/4.25  															| (695) all_0_0_0 = e4 | all_0_0_0 = e3 | all_0_0_0 = e0
% 15.69/4.25  															|
% 15.69/4.25  																+-Applying beta-rule and splitting (1374), into two cases.
% 15.69/4.25  																|-Branch one:
% 15.69/4.25  																| (767) all_0_2_2 = e0
% 15.69/4.25  																|
% 15.69/4.25  																	| Equations (767) can reduce 770 to:
% 15.69/4.25  																	| (247) $false
% 15.69/4.25  																	|
% 15.69/4.25  																	|-The branch is then unsatisfiable
% 15.69/4.25  																|-Branch two:
% 15.69/4.25  																| (770)  ~ (all_0_2_2 = e0)
% 15.69/4.25  																| (755) all_0_2_2 = e3
% 15.69/4.25  																|
% 15.69/4.25  																	| Equations (755) can reduce 25 to:
% 15.69/4.25  																	| (1188)  ~ (all_0_0_0 = e3)
% 15.69/4.25  																	|
% 15.69/4.25  																	+-Applying beta-rule and splitting (695), into two cases.
% 15.69/4.25  																	|-Branch one:
% 15.69/4.25  																	| (795) all_0_0_0 = e0
% 15.69/4.25  																	|
% 15.69/4.25  																		| Equations (795) can reduce 913 to:
% 15.69/4.25  																		| (247) $false
% 15.69/4.26  																		|
% 15.69/4.26  																		|-The branch is then unsatisfiable
% 15.69/4.26  																	|-Branch two:
% 15.69/4.26  																	| (913)  ~ (all_0_0_0 = e0)
% 15.69/4.26  																	| (1167) all_0_0_0 = e4 | all_0_0_0 = e3
% 15.69/4.26  																	|
% 15.69/4.26  																		+-Applying beta-rule and splitting (1167), into two cases.
% 15.69/4.26  																		|-Branch one:
% 15.69/4.26  																		| (1168) all_0_0_0 = e3
% 15.69/4.26  																		|
% 15.69/4.26  																			| Equations (1168) can reduce 1188 to:
% 15.69/4.26  																			| (247) $false
% 15.69/4.26  																			|
% 15.69/4.26  																			|-The branch is then unsatisfiable
% 15.69/4.26  																		|-Branch two:
% 15.69/4.26  																		| (1188)  ~ (all_0_0_0 = e3)
% 15.69/4.26  																		| (927) all_0_0_0 = e4
% 15.69/4.26  																		|
% 15.69/4.26  																			| Equations (927) can reduce 354 to:
% 15.69/4.26  																			| (247) $false
% 15.69/4.26  																			|
% 15.69/4.26  																			|-The branch is then unsatisfiable
% 15.69/4.26  												|-Branch two:
% 15.69/4.26  												| (250)  ~ (all_0_3_3 = e0)
% 15.69/4.26  												| (2585) all_0_3_3 = e4 | all_0_3_3 = e3
% 15.69/4.26  												|
% 15.69/4.26  													+-Applying beta-rule and splitting (2585), into two cases.
% 15.69/4.26  													|-Branch one:
% 15.69/4.26  													| (2586) all_0_3_3 = e3
% 15.69/4.26  													|
% 15.69/4.26  														| Equations (2586) can reduce 789 to:
% 15.69/4.26  														| (247) $false
% 15.69/4.26  														|
% 15.69/4.26  														|-The branch is then unsatisfiable
% 15.69/4.26  													|-Branch two:
% 15.69/4.26  													| (789)  ~ (all_0_3_3 = e3)
% 15.69/4.26  													| (800) all_0_3_3 = e4
% 15.69/4.26  													|
% 15.69/4.26  														| Equations (800) can reduce 356 to:
% 15.69/4.26  														| (247) $false
% 15.69/4.26  														|
% 15.69/4.26  														|-The branch is then unsatisfiable
% 15.69/4.26  										|-Branch two:
% 15.69/4.26  										| (340)  ~ (all_0_15_15 = e3)
% 15.69/4.26  										| (380) all_0_15_15 = e2
% 15.69/4.26  										|
% 15.69/4.26  											| Equations (380) can reduce 296 to:
% 15.69/4.26  											| (247) $false
% 15.69/4.26  											|
% 15.69/4.26  											|-The branch is then unsatisfiable
% 15.69/4.26  								|-Branch two:
% 15.69/4.26  								| (326)  ~ (all_0_14_14 = e2)
% 15.69/4.26  								| (380) all_0_15_15 = e2
% 15.69/4.26  								|
% 15.69/4.26  									| Equations (380) can reduce 50 to:
% 15.69/4.26  									| (103)  ~ (all_0_3_3 = e2)
% 15.69/4.26  									|
% 15.69/4.26  									| Equations (380) can reduce 43 to:
% 15.69/4.26  									| (320)  ~ (all_0_8_8 = e2)
% 15.69/4.26  									|
% 15.69/4.26  									| Equations (380) can reduce 111 to:
% 15.69/4.26  									| (323)  ~ (all_0_12_12 = e2)
% 15.69/4.26  									|
% 15.69/4.26  									| Equations (380) can reduce 229 to:
% 15.69/4.26  									| (138)  ~ (e2 = e1)
% 15.69/4.26  									|
% 15.69/4.26  									| Equations (380) can reduce 152 to:
% 15.69/4.26  									| (47)  ~ (e2 = e0)
% 15.69/4.26  									|
% 15.69/4.26  									| From (380) and (112) follows:
% 15.69/4.26  									| (1255) op(e1, e0) = e2
% 15.69/4.26  									|
% 15.69/4.26  									+-Applying beta-rule and splitting (95), into two cases.
% 15.69/4.26  									|-Branch one:
% 15.69/4.26  									| (638) all_0_5_5 = e2
% 15.69/4.26  									|
% 15.69/4.26  										| Combining equations (638,244) yields a new equation:
% 15.69/4.26  										| (779) e2 = e0
% 15.69/4.26  										|
% 15.69/4.26  										| Simplifying 779 yields:
% 15.69/4.26  										| (552) e2 = e0
% 15.69/4.26  										|
% 15.69/4.26  										| Equations (552) can reduce 47 to:
% 15.69/4.26  										| (247) $false
% 15.69/4.26  										|
% 15.69/4.26  										|-The branch is then unsatisfiable
% 15.69/4.26  									|-Branch two:
% 15.69/4.26  									| (321)  ~ (all_0_5_5 = e2)
% 15.69/4.26  									| (722) all_0_6_6 = e2 | all_0_7_7 = e2 | all_0_8_8 = e2
% 15.69/4.26  									|
% 15.69/4.26  										+-Applying beta-rule and splitting (722), into two cases.
% 15.69/4.26  										|-Branch one:
% 15.69/4.26  										| (377) all_0_6_6 = e2
% 15.69/4.26  										|
% 15.69/4.26  											| Combining equations (370,377) yields a new equation:
% 15.69/4.26  											| (420) e2 = e1
% 15.69/4.26  											|
% 15.69/4.26  											| Equations (420) can reduce 138 to:
% 15.69/4.26  											| (247) $false
% 15.69/4.26  											|
% 15.69/4.26  											|-The branch is then unsatisfiable
% 15.69/4.26  										|-Branch two:
% 15.69/4.26  										| (369)  ~ (all_0_6_6 = e2)
% 15.69/4.26  										| (727) all_0_7_7 = e2 | all_0_8_8 = e2
% 15.69/4.26  										|
% 15.69/4.26  											+-Applying beta-rule and splitting (727), into two cases.
% 15.69/4.26  											|-Branch one:
% 15.69/4.26  											| (634) all_0_7_7 = e2
% 15.69/4.26  											|
% 15.69/4.26  												| Equations (634) can reduce 85 to:
% 15.69/4.26  												| (75)  ~ (all_0_2_2 = e2)
% 15.69/4.26  												|
% 15.69/4.26  												| Equations (634) can reduce 41 to:
% 15.69/4.26  												| (187)  ~ (all_0_4_4 = e2)
% 15.69/4.26  												|
% 15.69/4.26  												| Equations (634) can reduce 23 to:
% 15.69/4.26  												| (645)  ~ (all_0_11_11 = e2)
% 15.69/4.26  												|
% 15.69/4.26  												| Simplifying 645 yields:
% 15.69/4.26  												| (322)  ~ (all_0_11_11 = e2)
% 15.69/4.26  												|
% 15.69/4.26  												| Equations (634) can reduce 32 to:
% 15.69/4.26  												| (3314)  ~ (all_0_19_19 = e2)
% 15.69/4.26  												|
% 15.69/4.26  												| Simplifying 3314 yields:
% 15.69/4.26  												| (2506)  ~ (all_0_19_19 = e2)
% 15.69/4.26  												|
% 15.69/4.26  												| Equations (634) can reduce 209 to:
% 15.69/4.26  												| (467)  ~ (e4 = e2)
% 15.69/4.26  												|
% 15.69/4.26  												| Simplifying 467 yields:
% 15.69/4.26  												| (194)  ~ (e4 = e2)
% 15.69/4.26  												|
% 15.69/4.26  												| Equations (634) can reduce 276 to:
% 15.69/4.26  												| (138)  ~ (e2 = e1)
% 15.69/4.26  												|
% 15.69/4.26  												| From (634) and (39) follows:
% 15.69/4.26  												| (1861) op(e3, e1) = e2
% 15.69/4.26  												|
% 15.69/4.26  												+-Applying beta-rule and splitting (163), into two cases.
% 15.69/4.26  												|-Branch one:
% 15.69/4.26  												| (303) all_0_10_10 = e2
% 15.69/4.26  												|
% 15.69/4.26  													| Equations (303) can reduce 127 to:
% 15.69/4.26  													| (55)  ~ (all_0_0_0 = e2)
% 15.69/4.26  													|
% 15.69/4.26  													| Equations (303) can reduce 45 to:
% 15.69/4.26  													| (3687)  ~ (all_0_12_12 = e2)
% 15.69/4.26  													|
% 15.69/4.26  													| Simplifying 3687 yields:
% 15.69/4.26  													| (323)  ~ (all_0_12_12 = e2)
% 15.69/4.26  													|
% 15.69/4.26  													| Equations (303) can reduce 93 to:
% 15.69/4.26  													| (4296)  ~ (all_0_14_14 = e2)
% 15.69/4.26  													|
% 15.69/4.26  													| Simplifying 4296 yields:
% 15.69/4.26  													| (326)  ~ (all_0_14_14 = e2)
% 15.69/4.26  													|
% 15.69/4.26  													| Equations (303) can reduce 122 to:
% 15.69/4.26  													| (1084)  ~ (all_0_17_17 = e2)
% 15.69/4.26  													|
% 15.69/4.26  													| Simplifying 1084 yields:
% 15.69/4.26  													| (328)  ~ (all_0_17_17 = e2)
% 15.69/4.26  													|
% 15.69/4.26  													| Equations (303) can reduce 196 to:
% 15.69/4.26  													| (308)  ~ (e3 = e2)
% 15.69/4.26  													|
% 15.69/4.26  													| Simplifying 308 yields:
% 15.69/4.26  													| (191)  ~ (e3 = e2)
% 15.69/4.26  													|
% 15.69/4.26  													| Equations (303) can reduce 390 to:
% 15.69/4.26  													| (47)  ~ (e2 = e0)
% 15.69/4.26  													|
% 15.69/4.26  													+-Applying beta-rule and splitting (31), into two cases.
% 15.69/4.26  													|-Branch one:
% 15.69/4.26  													| (692) all_0_0_0 = e1
% 15.69/4.26  													|
% 15.69/4.26  														| Equations (692) can reduce 61 to:
% 15.69/4.26  														| (217)  ~ (all_0_3_3 = e1)
% 15.69/4.26  														|
% 15.69/4.26  														| Simplifying 217 yields:
% 15.69/4.26  														| (218)  ~ (all_0_3_3 = e1)
% 15.69/4.26  														|
% 15.69/4.26  														| Equations (692) can reduce 188 to:
% 15.69/4.26  														| (226)  ~ (all_0_14_14 = e1)
% 15.69/4.26  														|
% 15.69/4.26  														| Simplifying 226 yields:
% 15.69/4.26  														| (227)  ~ (all_0_14_14 = e1)
% 15.69/4.26  														|
% 15.69/4.26  														| Equations (692) can reduce 55 to:
% 15.69/4.26  														| (2057)  ~ (e2 = e1)
% 15.69/4.26  														|
% 15.69/4.26  														| Simplifying 2057 yields:
% 15.69/4.26  														| (138)  ~ (e2 = e1)
% 15.69/4.26  														|
% 15.69/4.26  														| Equations (692) can reduce 913 to:
% 15.69/4.26  														| (128)  ~ (e1 = e0)
% 15.69/4.26  														|
% 15.69/4.26  														| From (692) and (153) follows:
% 15.69/4.26  														| (3865) op(e4, e3) = e1
% 15.69/4.26  														|
% 15.69/4.26  														+-Applying beta-rule and splitting (182), into two cases.
% 15.69/4.26  														|-Branch one:
% 15.69/4.26  														| (289) all_0_9_9 = e1
% 15.69/4.26  														|
% 15.69/4.26  															| Equations (289) can reduce 285 to:
% 15.69/4.26  															| (247) $false
% 15.69/4.26  															|
% 15.69/4.26  															|-The branch is then unsatisfiable
% 15.69/4.26  														|-Branch two:
% 15.69/4.26  														| (285)  ~ (all_0_9_9 = e1)
% 15.69/4.26  														| (1977) all_0_10_10 = e1 | all_0_11_11 = e1 | all_0_12_12 = e1
% 15.69/4.26  														|
% 15.69/4.26  															+-Applying beta-rule and splitting (1977), into two cases.
% 15.69/4.26  															|-Branch one:
% 15.69/4.26  															| (581) all_0_10_10 = e1
% 15.69/4.26  															|
% 15.69/4.26  																| Combining equations (303,581) yields a new equation:
% 15.69/4.26  																| (629) e2 = e1
% 15.69/4.26  																|
% 15.69/4.26  																| Simplifying 629 yields:
% 15.69/4.26  																| (420) e2 = e1
% 15.69/4.26  																|
% 15.69/4.26  																| Equations (420) can reduce 138 to:
% 15.69/4.26  																| (247) $false
% 15.69/4.26  																|
% 15.69/4.26  																|-The branch is then unsatisfiable
% 15.69/4.26  															|-Branch two:
% 15.69/4.26  															| (286)  ~ (all_0_10_10 = e1)
% 15.69/4.26  															| (1981) all_0_11_11 = e1 | all_0_12_12 = e1
% 15.69/4.26  															|
% 15.69/4.26  																+-Applying beta-rule and splitting (1981), into two cases.
% 15.69/4.26  																|-Branch one:
% 15.69/4.26  																| (1794) all_0_11_11 = e1
% 15.69/4.26  																|
% 15.69/4.26  																	| Equations (1794) can reduce 48 to:
% 15.69/4.26  																	| (216)  ~ (all_0_2_2 = e1)
% 15.69/4.26  																	|
% 15.69/4.26  																	| Equations (1794) can reduce 180 to:
% 15.69/4.26  																	| (285)  ~ (all_0_9_9 = e1)
% 15.69/4.26  																	|
% 15.69/4.26  																	| Equations (1794) can reduce 42 to:
% 16.07/4.26  																	| (3051)  ~ (all_0_12_12 = e1)
% 16.07/4.26  																	|
% 16.07/4.26  																	| Simplifying 3051 yields:
% 16.07/4.26  																	| (1012)  ~ (all_0_12_12 = e1)
% 16.07/4.26  																	|
% 16.07/4.26  																	| Equations (1794) can reduce 206 to:
% 16.07/4.26  																	| (2113)  ~ (all_0_19_19 = e1)
% 16.07/4.26  																	|
% 16.07/4.26  																	| Simplifying 2113 yields:
% 16.07/4.26  																	| (1021)  ~ (all_0_19_19 = e1)
% 16.07/4.26  																	|
% 16.07/4.26  																	| Equations (1794) can reduce 34 to:
% 16.07/4.26  																	| (279)  ~ (e4 = e1)
% 16.07/4.26  																	|
% 16.07/4.26  																	| Simplifying 279 yields:
% 16.07/4.26  																	| (210)  ~ (e4 = e1)
% 16.07/4.26  																	|
% 16.07/4.26  																	| Equations (1794) can reduce 66 to:
% 16.07/4.26  																	| (287)  ~ (e3 = e1)
% 16.07/4.26  																	|
% 16.07/4.26  																	| Simplifying 287 yields:
% 16.07/4.26  																	| (132)  ~ (e3 = e1)
% 16.07/4.26  																	|
% 16.07/4.26  																	| From (1794) and (149) follows:
% 16.07/4.26  																	| (2196) op(e2, e1) = e1
% 16.07/4.26  																	|
% 16.07/4.26  																	+-Applying beta-rule and splitting (125), into two cases.
% 16.07/4.26  																	|-Branch one:
% 16.07/4.26  																	| (298) all_0_13_13 = e3
% 16.07/4.26  																	|
% 16.07/4.26  																		| Combining equations (224,298) yields a new equation:
% 16.07/4.26  																		| (299) e3 = e1
% 16.07/4.26  																		|
% 16.07/4.26  																		| Equations (299) can reduce 132 to:
% 16.07/4.26  																		| (247) $false
% 16.07/4.26  																		|
% 16.07/4.26  																		|-The branch is then unsatisfiable
% 16.07/4.26  																	|-Branch two:
% 16.07/4.26  																	| (301)  ~ (all_0_13_13 = e3)
% 16.07/4.26  																	| (302) all_0_14_14 = e3 | all_0_15_15 = e3
% 16.07/4.26  																	|
% 16.07/4.26  																		+-Applying beta-rule and splitting (29), into two cases.
% 16.07/4.26  																		|-Branch one:
% 16.07/4.26  																		| (927) all_0_0_0 = e4
% 16.07/4.26  																		|
% 16.07/4.26  																			| Combining equations (927,692) yields a new equation:
% 16.07/4.26  																			| (331) e4 = e1
% 16.07/4.26  																			|
% 16.07/4.26  																			| Simplifying 331 yields:
% 16.07/4.26  																			| (332) e4 = e1
% 16.07/4.26  																			|
% 16.07/4.26  																			| Equations (332) can reduce 210 to:
% 16.07/4.26  																			| (247) $false
% 16.07/4.26  																			|
% 16.07/4.26  																			|-The branch is then unsatisfiable
% 16.07/4.26  																		|-Branch two:
% 16.07/4.26  																		| (354)  ~ (all_0_0_0 = e4)
% 16.07/4.26  																		| (1158) all_0_5_5 = e4 | all_0_10_10 = e4 | all_0_17_17 = e4
% 16.07/4.26  																		|
% 16.07/4.26  																			+-Applying beta-rule and splitting (302), into two cases.
% 16.07/4.26  																			|-Branch one:
% 16.07/4.26  																			| (310) all_0_14_14 = e3
% 16.07/4.26  																			|
% 16.07/4.26  																				| Equations (310) can reduce 326 to:
% 16.07/4.26  																				| (191)  ~ (e3 = e2)
% 16.07/4.26  																				|
% 16.07/4.26  																				| Equations (310) can reduce 227 to:
% 16.07/4.26  																				| (132)  ~ (e3 = e1)
% 16.07/4.26  																				|
% 16.07/4.26  																				| Equations (310) can reduce 70 to:
% 16.07/4.26  																				| (64)  ~ (e3 = e0)
% 16.07/4.26  																				|
% 16.07/4.26  																				| From (310) and (105) follows:
% 16.07/4.26  																				| (2231) op(e1, e3) = e3
% 16.07/4.26  																				|
% 16.07/4.26  																				+-Applying beta-rule and splitting (1158), into two cases.
% 16.07/4.26  																				|-Branch one:
% 16.07/4.26  																				| (1533) all_0_5_5 = e4
% 16.07/4.26  																				|
% 16.07/4.26  																					| Combining equations (1533,244) yields a new equation:
% 16.07/4.26  																					| (1496) e4 = e0
% 16.07/4.26  																					|
% 16.07/4.26  																					| Simplifying 1496 yields:
% 16.07/4.26  																					| (911) e4 = e0
% 16.07/4.26  																					|
% 16.07/4.26  																					| Equations (911) can reduce 7 to:
% 16.07/4.26  																					| (247) $false
% 16.07/4.26  																					|
% 16.07/4.26  																					|-The branch is then unsatisfiable
% 16.07/4.26  																				|-Branch two:
% 16.07/4.26  																				| (1537)  ~ (all_0_5_5 = e4)
% 16.07/4.26  																				| (1538) all_0_10_10 = e4 | all_0_17_17 = e4
% 16.07/4.26  																				|
% 16.07/4.26  																					+-Applying beta-rule and splitting (1538), into two cases.
% 16.07/4.26  																					|-Branch one:
% 16.07/4.26  																					| (589) all_0_10_10 = e4
% 16.07/4.26  																					|
% 16.07/4.26  																						| Combining equations (303,589) yields a new equation:
% 16.07/4.26  																						| (471) e4 = e2
% 16.07/4.26  																						|
% 16.07/4.26  																						| Equations (471) can reduce 194 to:
% 16.07/4.26  																						| (247) $false
% 16.07/4.26  																						|
% 16.07/4.26  																						|-The branch is then unsatisfiable
% 16.07/4.26  																					|-Branch two:
% 16.07/4.26  																					| (355)  ~ (all_0_10_10 = e4)
% 16.07/4.26  																					| (688) all_0_17_17 = e4
% 16.07/4.26  																					|
% 16.07/4.26  																						| Equations (688) can reduce 53 to:
% 16.07/4.26  																						| (1300)  ~ (all_0_16_16 = e4)
% 16.07/4.26  																						|
% 16.07/4.26  																						| Equations (688) can reduce 204 to:
% 16.07/4.26  																						| (3713)  ~ (all_0_19_19 = e4)
% 16.07/4.26  																						|
% 16.07/4.26  																						| Simplifying 3713 yields:
% 16.07/4.26  																						| (137)  ~ (all_0_19_19 = e4)
% 16.07/4.26  																						|
% 16.07/4.26  																						| Equations (688) can reduce 328 to:
% 16.07/4.26  																						| (194)  ~ (e4 = e2)
% 16.07/4.26  																						|
% 16.07/4.26  																						| From (688) and (98) follows:
% 16.07/4.26  																						| (4365) op(e0, e3) = e4
% 16.07/4.26  																						|
% 16.07/4.26  																						+-Applying beta-rule and splitting (49), into two cases.
% 16.07/4.26  																						|-Branch one:
% 16.07/4.26  																						| (1371) all_0_2_2 = e1
% 16.07/4.26  																						|
% 16.07/4.26  																							| Equations (1371) can reduce 216 to:
% 16.07/4.26  																							| (247) $false
% 16.07/4.26  																							|
% 16.07/4.26  																							|-The branch is then unsatisfiable
% 16.07/4.26  																						|-Branch two:
% 16.07/4.26  																						| (216)  ~ (all_0_2_2 = e1)
% 16.07/4.26  																						| (1374) all_0_2_2 = e3 | all_0_2_2 = e0
% 16.07/4.26  																						|
% 16.07/4.26  																							+-Applying beta-rule and splitting (52), into two cases.
% 16.07/4.26  																							|-Branch one:
% 16.07/4.27  																							| (795) all_0_0_0 = e0
% 16.07/4.27  																							|
% 16.07/4.27  																								| Combining equations (795,692) yields a new equation:
% 16.07/4.27  																								| (246) e1 = e0
% 16.07/4.27  																								|
% 16.07/4.27  																								| Equations (246) can reduce 128 to:
% 16.07/4.27  																								| (247) $false
% 16.07/4.27  																								|
% 16.07/4.27  																								|-The branch is then unsatisfiable
% 16.07/4.27  																							|-Branch two:
% 16.07/4.27  																							| (913)  ~ (all_0_0_0 = e0)
% 16.07/4.27  																							| (914) all_0_2_2 = e0 | all_0_3_3 = e0
% 16.07/4.27  																							|
% 16.07/4.27  																								| Equations (692) can reduce 913 to:
% 16.07/4.27  																								| (128)  ~ (e1 = e0)
% 16.07/4.27  																								|
% 16.07/4.27  																								+-Applying beta-rule and splitting (13), into two cases.
% 16.07/4.27  																								|-Branch one:
% 16.07/4.27  																								| (536) all_0_4_4 = e0
% 16.07/4.27  																								|
% 16.07/4.27  																									| Equations (536) can reduce 558 to:
% 16.07/4.27  																									| (247) $false
% 16.07/4.27  																									|
% 16.07/4.27  																									|-The branch is then unsatisfiable
% 16.07/4.27  																								|-Branch two:
% 16.07/4.27  																								| (558)  ~ (all_0_4_4 = e0)
% 16.07/4.27  																								| (563) all_0_9_9 = e0 | all_0_16_16 = e0
% 16.07/4.27  																								|
% 16.07/4.27  																									+-Applying beta-rule and splitting (179), into two cases.
% 16.07/4.27  																									|-Branch one:
% 16.07/4.27  																									| (755) all_0_2_2 = e3
% 16.07/4.27  																									|
% 16.07/4.27  																										| Equations (755) can reduce 115 to:
% 16.07/4.27  																										| (4381)  ~ (all_0_3_3 = e3)
% 16.07/4.27  																										|
% 16.07/4.27  																										| Simplifying 4381 yields:
% 16.07/4.27  																										| (789)  ~ (all_0_3_3 = e3)
% 16.07/4.27  																										|
% 16.07/4.27  																										| Equations (755) can reduce 97 to:
% 16.07/4.27  																										| (2659)  ~ (all_0_19_19 = e3)
% 16.07/4.27  																										|
% 16.07/4.27  																										| Simplifying 2659 yields:
% 16.07/4.27  																										| (1004)  ~ (all_0_19_19 = e3)
% 16.07/4.27  																										|
% 16.07/4.27  																										| Equations (755) can reduce 82 to:
% 16.07/4.27  																										| (790)  ~ (e4 = e3)
% 16.07/4.27  																										|
% 16.07/4.27  																										| Simplifying 790 yields:
% 16.07/4.27  																										| (24)  ~ (e4 = e3)
% 16.07/4.27  																										|
% 16.07/4.27  																										| Equations (755) can reduce 216 to:
% 16.07/4.27  																										| (132)  ~ (e3 = e1)
% 16.07/4.27  																										|
% 16.07/4.27  																										| From (755) and (17) follows:
% 16.07/4.27  																										| (3066) op(e4, e1) = e3
% 16.07/4.27  																										|
% 16.07/4.27  																										+-Applying beta-rule and splitting (102), into two cases.
% 16.07/4.27  																										|-Branch one:
% 16.07/4.27  																										| (274) all_0_19_19 = e1
% 16.07/4.27  																										|
% 16.07/4.27  																											| Equations (274) can reduce 1021 to:
% 16.07/4.27  																											| (247) $false
% 16.07/4.27  																											|
% 16.07/4.27  																											|-The branch is then unsatisfiable
% 16.07/4.27  																										|-Branch two:
% 16.07/4.27  																										| (1021)  ~ (all_0_19_19 = e1)
% 16.07/4.27  																										| (2666) all_0_19_19 = e3 | all_0_19_19 = e2 | all_0_19_19 = e0
% 16.07/4.27  																										|
% 16.07/4.27  																											+-Applying beta-rule and splitting (83), into two cases.
% 16.07/4.27  																											|-Branch one:
% 16.07/4.27  																											| (258) all_0_3_3 = e1
% 16.07/4.27  																											|
% 16.07/4.27  																												| Equations (258) can reduce 218 to:
% 16.07/4.27  																												| (247) $false
% 16.07/4.27  																												|
% 16.07/4.27  																												|-The branch is then unsatisfiable
% 16.07/4.27  																											|-Branch two:
% 16.07/4.27  																											| (218)  ~ (all_0_3_3 = e1)
% 16.07/4.27  																											| (2440) all_0_3_3 = e4 | all_0_3_3 = e3 | all_0_3_3 = e0
% 16.07/4.27  																											|
% 16.07/4.27  																												+-Applying beta-rule and splitting (162), into two cases.
% 16.07/4.27  																												|-Branch one:
% 16.07/4.27  																												| (767) all_0_2_2 = e0
% 16.07/4.27  																												|
% 16.07/4.27  																													| Combining equations (767,755) yields a new equation:
% 16.07/4.27  																													| (761) e3 = e0
% 16.07/4.27  																													|
% 16.07/4.27  																													| Equations (761) can reduce 64 to:
% 16.07/4.27  																													| (247) $false
% 16.07/4.27  																													|
% 16.07/4.27  																													|-The branch is then unsatisfiable
% 16.07/4.27  																												|-Branch two:
% 16.07/4.27  																												| (770)  ~ (all_0_2_2 = e0)
% 16.07/4.27  																												| (771) all_0_7_7 = e0 | all_0_11_11 = e0 | all_0_19_19 = e0
% 16.07/4.27  																												|
% 16.07/4.27  																													+-Applying beta-rule and splitting (2440), into two cases.
% 16.07/4.27  																													|-Branch one:
% 16.07/4.27  																													| (919) all_0_3_3 = e0
% 16.07/4.27  																													|
% 16.07/4.27  																														| Equations (919) can reduce 20 to:
% 16.07/4.27  																														| (711)  ~ (all_0_8_8 = e0)
% 16.07/4.27  																														|
% 16.07/4.27  																														| Simplifying 711 yields:
% 16.07/4.27  																														| (712)  ~ (all_0_8_8 = e0)
% 16.07/4.27  																														|
% 16.07/4.27  																														| Equations (919) can reduce 84 to:
% 16.07/4.27  																														| (1417)  ~ (all_0_12_12 = e0)
% 16.07/4.27  																														|
% 16.07/4.27  																														| Simplifying 1417 yields:
% 16.07/4.27  																														| (1418)  ~ (all_0_12_12 = e0)
% 16.07/4.27  																														|
% 16.07/4.27  																														| Equations (919) can reduce 356 to:
% 16.07/4.27  																														| (796)  ~ (e4 = e0)
% 16.07/4.27  																														|
% 16.07/4.27  																														| Simplifying 796 yields:
% 16.07/4.27  																														| (7)  ~ (e4 = e0)
% 16.07/4.27  																														|
% 16.07/4.27  																														| Equations (919) can reduce 789 to:
% 16.07/4.27  																														| (713)  ~ (e3 = e0)
% 16.07/4.27  																														|
% 16.07/4.27  																														| Simplifying 713 yields:
% 16.07/4.27  																														| (64)  ~ (e3 = e0)
% 16.07/4.27  																														|
% 16.07/4.27  																														| Equations (919) can reduce 103 to:
% 16.07/4.27  																														| (539)  ~ (e2 = e0)
% 16.07/4.27  																														|
% 16.07/4.27  																														| Simplifying 539 yields:
% 16.07/4.27  																														| (47)  ~ (e2 = e0)
% 16.07/4.27  																														|
% 16.07/4.27  																														| Equations (919) can reduce 218 to:
% 16.07/4.27  																														| (541)  ~ (e1 = e0)
% 16.07/4.27  																														|
% 16.07/4.27  																														| Simplifying 541 yields:
% 16.07/4.27  																														| (128)  ~ (e1 = e0)
% 16.07/4.27  																														|
% 16.07/4.27  																														| From (919) and (71) follows:
% 16.07/4.27  																														| (2259) op(e4, e0) = e0
% 16.07/4.27  																														|
% 16.07/4.27  																														+-Applying beta-rule and splitting (771), into two cases.
% 16.07/4.27  																														|-Branch one:
% 16.07/4.27  																														| (778) all_0_7_7 = e0
% 16.07/4.27  																														|
% 16.07/4.27  																															| Combining equations (634,778) yields a new equation:
% 16.07/4.27  																															| (779) e2 = e0
% 16.07/4.27  																															|
% 16.07/4.27  																															| Simplifying 779 yields:
% 16.07/4.27  																															| (552) e2 = e0
% 16.07/4.27  																															|
% 16.07/4.27  																															| Equations (552) can reduce 47 to:
% 16.07/4.27  																															| (247) $false
% 16.07/4.27  																															|
% 16.07/4.27  																															|-The branch is then unsatisfiable
% 16.07/4.27  																														|-Branch two:
% 16.07/4.27  																														| (710)  ~ (all_0_7_7 = e0)
% 16.07/4.27  																														| (783) all_0_11_11 = e0 | all_0_19_19 = e0
% 16.07/4.27  																														|
% 16.07/4.27  																															| Equations (634) can reduce 710 to:
% 16.07/4.27  																															| (47)  ~ (e2 = e0)
% 16.07/4.27  																															|
% 16.07/4.27  																															+-Applying beta-rule and splitting (166), into two cases.
% 16.07/4.27  																															|-Branch one:
% 16.07/4.27  																															| (282) all_0_12_12 = e1
% 16.07/4.27  																															|
% 16.07/4.27  																																| Equations (282) can reduce 1012 to:
% 16.07/4.27  																																| (247) $false
% 16.07/4.27  																																|
% 16.07/4.27  																																|-The branch is then unsatisfiable
% 16.07/4.27  																															|-Branch two:
% 16.07/4.27  																															| (1012)  ~ (all_0_12_12 = e1)
% 16.07/4.27  																															| (3058) all_0_12_12 = e4 | all_0_12_12 = e2 | all_0_12_12 = e0
% 16.07/4.27  																															|
% 16.07/4.27  																																+-Applying beta-rule and splitting (11), into two cases.
% 16.07/4.27  																																|-Branch one:
% 16.07/4.27  																																| (435) all_0_16_16 = e3
% 16.07/4.27  																																|
% 16.07/4.27  																																	| Equations (435) can reduce 1300 to:
% 16.07/4.27  																																	| (790)  ~ (e4 = e3)
% 16.07/4.27  																																	|
% 16.07/4.27  																																	| Simplifying 790 yields:
% 16.07/4.27  																																	| (24)  ~ (e4 = e3)
% 16.07/4.27  																																	|
% 16.07/4.27  																																	| Equations (435) can reduce 33 to:
% 16.07/4.27  																																	| (191)  ~ (e3 = e2)
% 16.07/4.27  																																	|
% 16.07/4.27  																																	| Equations (435) can reduce 231 to:
% 16.07/4.27  																																	| (132)  ~ (e3 = e1)
% 16.07/4.27  																																	|
% 16.07/4.27  																																	+-Applying beta-rule and splitting (171), into two cases.
% 16.07/4.27  																																	|-Branch one:
% 16.07/4.27  																																	| (1503) all_0_16_16 = e0
% 16.07/4.27  																																	|
% 16.07/4.27  																																		| Combining equations (435,1503) yields a new equation:
% 16.07/4.27  																																		| (1006) e3 = e0
% 16.07/4.27  																																		|
% 16.07/4.27  																																		| Simplifying 1006 yields:
% 16.07/4.27  																																		| (761) e3 = e0
% 16.07/4.27  																																		|
% 16.07/4.27  																																		| Equations (761) can reduce 64 to:
% 16.07/4.27  																																		| (247) $false
% 16.07/4.27  																																		|
% 16.07/4.27  																																		|-The branch is then unsatisfiable
% 16.07/4.27  																																	|-Branch two:
% 16.07/4.27  																																	| (1405)  ~ (all_0_16_16 = e0)
% 16.07/4.27  																																	| (3460) all_0_17_17 = e0 | all_0_19_19 = e0 | all_0_20_20 = e0
% 16.07/4.27  																																	|
% 16.07/4.27  																																		| Equations (435) can reduce 1405 to:
% 16.07/4.27  																																		| (64)  ~ (e3 = e0)
% 16.07/4.27  																																		|
% 16.07/4.27  																																		+-Applying beta-rule and splitting (154), into two cases.
% 16.07/4.27  																																		|-Branch one:
% 16.07/4.27  																																		| (2586) all_0_3_3 = e3
% 16.07/4.27  																																		|
% 16.07/4.27  																																			| Combining equations (2586,919) yields a new equation:
% 16.07/4.27  																																			| (1006) e3 = e0
% 16.07/4.27  																																			|
% 16.07/4.27  																																			| Simplifying 1006 yields:
% 16.07/4.27  																																			| (761) e3 = e0
% 16.07/4.27  																																			|
% 16.07/4.27  																																			| Equations (761) can reduce 64 to:
% 16.07/4.27  																																			| (247) $false
% 16.07/4.27  																																			|
% 16.07/4.27  																																			|-The branch is then unsatisfiable
% 16.07/4.27  																																		|-Branch two:
% 16.07/4.27  																																		| (789)  ~ (all_0_3_3 = e3)
% 16.07/4.27  																																		| (3135) all_0_8_8 = e3 | all_0_15_15 = e3 | all_0_20_20 = e3
% 16.07/4.27  																																		|
% 16.07/4.27  																																			+-Applying beta-rule and splitting (3135), into two cases.
% 16.07/4.27  																																			|-Branch one:
% 16.07/4.27  																																			| (788) all_0_8_8 = e3
% 16.07/4.27  																																			|
% 16.07/4.27  																																				| Equations (788) can reduce 712 to:
% 16.07/4.27  																																				| (64)  ~ (e3 = e0)
% 16.07/4.27  																																				|
% 16.07/4.27  																																				| From (788) and (181) follows:
% 16.07/4.27  																																				| (3137) op(e3, e0) = e3
% 16.07/4.27  																																				|
% 16.07/4.27  																																				+-Applying beta-rule and splitting (203), into two cases.
% 16.07/4.27  																																				|-Branch one:
% 16.07/4.27  																																				| (543) all_0_9_9 = e0
% 16.07/4.27  																																				|
% 16.07/4.27  																																					| Equations (543) can reduce 6 to:
% 16.07/4.27  																																					| (558)  ~ (all_0_4_4 = e0)
% 16.07/4.27  																																					|
% 16.07/4.27  																																					| Equations (543) can reduce 285 to:
% 16.07/4.27  																																					| (541)  ~ (e1 = e0)
% 16.07/4.27  																																					|
% 16.07/4.27  																																					| Simplifying 541 yields:
% 16.07/4.27  																																					| (128)  ~ (e1 = e0)
% 16.07/4.27  																																					|
% 16.07/4.27  																																					| From (543) and (175) follows:
% 16.07/4.27  																																					| (4452) op(e2, e4) = e0
% 16.07/4.27  																																					|
% 16.07/4.27  																																					+-Applying beta-rule and splitting (118), into two cases.
% 16.07/4.27  																																					|-Branch one:
% 16.07/4.27  																																					| (575) all_0_4_4 = e4
% 16.07/4.27  																																					|
% 16.07/4.27  																																						| Equations (575) can reduce 187 to:
% 16.07/4.27  																																						| (194)  ~ (e4 = e2)
% 16.07/4.27  																																						|
% 16.07/4.27  																																						| Equations (575) can reduce 558 to:
% 16.07/4.27  																																						| (7)  ~ (e4 = e0)
% 16.07/4.27  																																						|
% 16.07/4.27  																																						| From (575) and (4) follows:
% 16.07/4.27  																																						| (1431) op(e3, e4) = e4
% 16.07/4.27  																																						|
% 16.07/4.27  																																						+-Applying beta-rule and splitting (170), into two cases.
% 16.07/4.27  																																						|-Branch one:
% 16.07/4.27  																																						| (602) all_0_9_9 = e4
% 16.07/4.27  																																						|
% 16.07/4.27  																																							| Combining equations (543,602) yields a new equation:
% 16.07/4.27  																																							| (911) e4 = e0
% 16.07/4.27  																																							|
% 16.07/4.27  																																							| Equations (911) can reduce 7 to:
% 16.07/4.27  																																							| (247) $false
% 16.07/4.27  																																							|
% 16.07/4.27  																																							|-The branch is then unsatisfiable
% 16.07/4.27  																																						|-Branch two:
% 16.07/4.27  																																						| (577)  ~ (all_0_9_9 = e4)
% 16.07/4.27  																																						| (957) all_0_10_10 = e4 | all_0_12_12 = e4
% 16.07/4.27  																																						|
% 16.07/4.27  																																							| Equations (543) can reduce 577 to:
% 16.07/4.27  																																							| (796)  ~ (e4 = e0)
% 16.07/4.27  																																							|
% 16.07/4.27  																																							| Simplifying 796 yields:
% 16.07/4.27  																																							| (7)  ~ (e4 = e0)
% 16.07/4.27  																																							|
% 16.07/4.27  																																							+-Applying beta-rule and splitting (3460), into two cases.
% 16.07/4.27  																																							|-Branch one:
% 16.07/4.27  																																							| (680) all_0_17_17 = e0
% 16.07/4.27  																																							|
% 16.07/4.27  																																								| Combining equations (680,688) yields a new equation:
% 16.07/4.27  																																								| (911) e4 = e0
% 16.07/4.27  																																								|
% 16.07/4.27  																																								| Equations (911) can reduce 7 to:
% 16.07/4.27  																																								| (247) $false
% 16.07/4.27  																																								|
% 16.07/4.27  																																								|-The branch is then unsatisfiable
% 16.07/4.27  																																							|-Branch two:
% 16.07/4.27  																																							| (252)  ~ (all_0_17_17 = e0)
% 16.07/4.27  																																							| (3527) all_0_19_19 = e0 | all_0_20_20 = e0
% 16.07/4.27  																																							|
% 16.07/4.27  																																								+-Applying beta-rule and splitting (957), into two cases.
% 16.07/4.27  																																								|-Branch one:
% 16.07/4.27  																																								| (589) all_0_10_10 = e4
% 16.07/4.27  																																								|
% 16.07/4.27  																																									| Combining equations (303,589) yields a new equation:
% 16.07/4.27  																																									| (471) e4 = e2
% 16.07/4.27  																																									|
% 16.07/4.27  																																									| Equations (471) can reduce 194 to:
% 16.07/4.27  																																									| (247) $false
% 16.07/4.27  																																									|
% 16.07/4.27  																																									|-The branch is then unsatisfiable
% 16.07/4.27  																																								|-Branch two:
% 16.07/4.27  																																								| (355)  ~ (all_0_10_10 = e4)
% 16.07/4.27  																																								| (594) all_0_12_12 = e4
% 16.07/4.27  																																								|
% 16.07/4.27  																																									| From (594) and (19) follows:
% 16.07/4.27  																																									| (1744) op(e2, e0) = e4
% 16.07/4.27  																																									|
% 16.07/4.27  																																									+-Applying beta-rule and splitting (2666), into two cases.
% 16.07/4.27  																																									|-Branch one:
% 16.07/4.27  																																									| (922) all_0_19_19 = e0
% 16.07/4.27  																																									|
% 16.07/4.27  																																										| Equations (922) can reduce 1021 to:
% 16.07/4.27  																																										| (541)  ~ (e1 = e0)
% 16.07/4.27  																																										|
% 16.07/4.27  																																										| Simplifying 541 yields:
% 16.07/4.27  																																										| (128)  ~ (e1 = e0)
% 16.07/4.27  																																										|
% 16.07/4.27  																																										+-Applying beta-rule and splitting (59), into two cases.
% 16.07/4.27  																																										|-Branch one:
% 16.07/4.27  																																										| (1434) unit = e1
% 16.07/4.27  																																										|
% 16.07/4.27  																																											| From (1434) and (46) follows:
% 16.07/4.27  																																											| (1435) op(e1, e0) = e0
% 16.07/4.27  																																											|
% 16.07/4.27  																																											| From (1434) and (15) follows:
% 16.07/4.27  																																											| (4480) op(e4, e1) = e4
% 16.07/4.27  																																											|
% 16.07/4.27  																																											| From (1434) and (159) follows:
% 16.07/4.27  																																											| (1866) op(e3, e1) = e3
% 16.07/4.27  																																											|
% 16.07/4.27  																																											| From (1434) and (186) follows:
% 16.07/4.27  																																											| (1867) op(e1, e1) = e1
% 16.07/4.27  																																											|
% 16.07/4.27  																																											| Instantiating formula (120) with e4, e1, e4, e3 and discharging atoms op(e4, e1) = e4, op(e4, e1) = e3, yields:
% 16.07/4.27  																																											| (873) e4 = e3
% 16.07/4.27  																																											|
% 16.07/4.27  																																											| Instantiating formula (120) with e3, e1, e3, e2 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e2, yields:
% 16.07/4.27  																																											| (311) e3 = e2
% 16.07/4.27  																																											|
% 16.07/4.27  																																											| Instantiating formula (120) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 16.07/4.28  																																											| (332) e4 = e1
% 16.07/4.28  																																											|
% 16.07/4.28  																																											| Instantiating formula (120) with e1, e0, e0, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e0, yields:
% 16.07/4.28  																																											| (552) e2 = e0
% 16.07/4.28  																																											|
% 16.07/4.28  																																											| Combining equations (332,873) yields a new equation:
% 16.07/4.28  																																											| (299) e3 = e1
% 16.07/4.28  																																											|
% 16.07/4.28  																																											| Combining equations (299,311) yields a new equation:
% 16.07/4.28  																																											| (420) e2 = e1
% 16.07/4.28  																																											|
% 16.07/4.28  																																											| Combining equations (552,420) yields a new equation:
% 16.07/4.28  																																											| (246) e1 = e0
% 16.07/4.28  																																											|
% 16.07/4.28  																																											| Equations (246) can reduce 128 to:
% 16.07/4.28  																																											| (247) $false
% 16.07/4.28  																																											|
% 16.07/4.28  																																											|-The branch is then unsatisfiable
% 16.07/4.28  																																										|-Branch two:
% 16.07/4.28  																																										| (1438)  ~ (unit = e1)
% 16.07/4.28  																																										| (1439) unit = e4 | unit = e3 | unit = e2 | unit = e0
% 16.07/4.28  																																										|
% 16.07/4.28  																																											+-Applying beta-rule and splitting (1439), into two cases.
% 16.07/4.28  																																											|-Branch one:
% 16.07/4.28  																																											| (1440) unit = e0
% 16.07/4.28  																																											|
% 16.07/4.28  																																												| Equations (1440) can reduce 1438 to:
% 16.07/4.28  																																												| (541)  ~ (e1 = e0)
% 16.07/4.28  																																												|
% 16.07/4.28  																																												| Simplifying 541 yields:
% 16.07/4.28  																																												| (128)  ~ (e1 = e0)
% 16.07/4.28  																																												|
% 16.07/4.28  																																												| From (1440) and (15) follows:
% 16.07/4.28  																																												| (3148) op(e4, e0) = e4
% 16.07/4.28  																																												|
% 16.07/4.28  																																												| From (1440) and (151) follows:
% 16.07/4.28  																																												| (3149) op(e2, e0) = e2
% 16.07/4.28  																																												|
% 16.07/4.28  																																												| From (1440) and (186) follows:
% 16.07/4.28  																																												| (3549) op(e1, e0) = e1
% 16.07/4.28  																																												|
% 16.07/4.28  																																												| Instantiating formula (120) with e4, e0, e4, e0 and discharging atoms op(e4, e0) = e4, op(e4, e0) = e0, yields:
% 16.07/4.28  																																												| (911) e4 = e0
% 16.07/4.28  																																												|
% 16.07/4.28  																																												| Instantiating formula (120) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 16.07/4.28  																																												| (471) e4 = e2
% 16.07/4.28  																																												|
% 16.07/4.28  																																												| Instantiating formula (120) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 16.07/4.28  																																												| (420) e2 = e1
% 16.07/4.28  																																												|
% 16.07/4.28  																																												| Combining equations (911,471) yields a new equation:
% 16.07/4.28  																																												| (552) e2 = e0
% 16.07/4.28  																																												|
% 16.07/4.28  																																												| Combining equations (552,420) yields a new equation:
% 16.07/4.28  																																												| (246) e1 = e0
% 16.07/4.28  																																												|
% 16.07/4.28  																																												| Equations (246) can reduce 128 to:
% 16.07/4.28  																																												| (247) $false
% 16.07/4.28  																																												|
% 16.07/4.28  																																												|-The branch is then unsatisfiable
% 16.07/4.28  																																											|-Branch two:
% 16.07/4.28  																																											| (387)  ~ (unit = e0)
% 16.07/4.28  																																											| (1443) unit = e4 | unit = e3 | unit = e2
% 16.07/4.28  																																											|
% 16.07/4.28  																																												+-Applying beta-rule and splitting (1443), into two cases.
% 16.07/4.28  																																												|-Branch one:
% 16.07/4.28  																																												| (1444) unit = e3
% 16.07/4.28  																																												|
% 16.07/4.28  																																													| From (1444) and (46) follows:
% 16.07/4.28  																																													| (3157) op(e3, e0) = e0
% 16.07/4.28  																																													|
% 16.07/4.28  																																													| From (1444) and (186) follows:
% 16.07/4.28  																																													| (2251) op(e1, e3) = e1
% 16.07/4.28  																																													|
% 16.07/4.28  																																													| Instantiating formula (120) with e3, e0, e0, e3 and discharging atoms op(e3, e0) = e3, op(e3, e0) = e0, yields:
% 16.07/4.28  																																													| (761) e3 = e0
% 16.07/4.28  																																													|
% 16.07/4.28  																																													| Instantiating formula (120) with e1, e3, e1, e3 and discharging atoms op(e1, e3) = e3, op(e1, e3) = e1, yields:
% 16.07/4.28  																																													| (299) e3 = e1
% 16.07/4.28  																																													|
% 16.07/4.28  																																													| Combining equations (299,761) yields a new equation:
% 16.07/4.28  																																													| (245) e1 = e0
% 16.07/4.28  																																													|
% 16.07/4.28  																																													| Simplifying 245 yields:
% 16.07/4.28  																																													| (246) e1 = e0
% 16.07/4.28  																																													|
% 16.07/4.28  																																													| Equations (246) can reduce 128 to:
% 16.07/4.28  																																													| (247) $false
% 16.07/4.28  																																													|
% 16.07/4.28  																																													|-The branch is then unsatisfiable
% 16.07/4.28  																																												|-Branch two:
% 16.07/4.28  																																												| (343)  ~ (unit = e3)
% 16.07/4.28  																																												| (1453) unit = e4 | unit = e2
% 16.07/4.28  																																												|
% 16.07/4.28  																																													+-Applying beta-rule and splitting (1453), into two cases.
% 16.07/4.28  																																													|-Branch one:
% 16.07/4.28  																																													| (1454) unit = e4
% 16.07/4.28  																																													|
% 16.07/4.28  																																														| From (1454) and (199) follows:
% 16.07/4.28  																																														| (1455) op(e4, e2) = e2
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| From (1454) and (172) follows:
% 16.07/4.28  																																														| (3167) op(e4, e1) = e1
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| From (1454) and (159) follows:
% 16.07/4.28  																																														| (1457) op(e3, e4) = e3
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| From (1454) and (151) follows:
% 16.07/4.28  																																														| (4521) op(e2, e4) = e2
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| Instantiating formula (120) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 16.07/4.28  																																														| (471) e4 = e2
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| Instantiating formula (120) with e4, e1, e1, e3 and discharging atoms op(e4, e1) = e3, op(e4, e1) = e1, yields:
% 16.07/4.28  																																														| (299) e3 = e1
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| Instantiating formula (120) with e3, e4, e3, e4 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e3, yields:
% 16.07/4.28  																																														| (873) e4 = e3
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| Instantiating formula (120) with e2, e4, e2, e0 and discharging atoms op(e2, e4) = e2, op(e2, e4) = e0, yields:
% 16.07/4.28  																																														| (552) e2 = e0
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| Combining equations (873,471) yields a new equation:
% 16.07/4.28  																																														| (657) e3 = e2
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| Simplifying 657 yields:
% 16.07/4.28  																																														| (311) e3 = e2
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| Combining equations (311,299) yields a new equation:
% 16.07/4.28  																																														| (629) e2 = e1
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| Simplifying 629 yields:
% 16.07/4.28  																																														| (420) e2 = e1
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| Combining equations (420,552) yields a new equation:
% 16.07/4.28  																																														| (245) e1 = e0
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| Simplifying 245 yields:
% 16.07/4.28  																																														| (246) e1 = e0
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| Equations (246) can reduce 128 to:
% 16.07/4.28  																																														| (247) $false
% 16.07/4.28  																																														|
% 16.07/4.28  																																														|-The branch is then unsatisfiable
% 16.07/4.28  																																													|-Branch two:
% 16.07/4.28  																																													| (349)  ~ (unit = e4)
% 16.07/4.28  																																													| (1470) unit = e2
% 16.07/4.28  																																													|
% 16.07/4.28  																																														| From (1470) and (159) follows:
% 16.07/4.28  																																														| (1910) op(e3, e2) = e3
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| From (1470) and (151) follows:
% 16.07/4.28  																																														| (1911) op(e2, e2) = e2
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| From (1470) and (108) follows:
% 16.07/4.28  																																														| (1472) op(e0, e2) = e0
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| Instantiating formula (120) with e3, e2, e3, e1 and discharging atoms op(e3, e2) = e3, op(e3, e2) = e1, yields:
% 16.07/4.28  																																														| (299) e3 = e1
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| Instantiating formula (120) with e2, e2, e2, e3 and discharging atoms op(e2, e2) = e3, op(e2, e2) = e2, yields:
% 16.07/4.28  																																														| (311) e3 = e2
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| Instantiating formula (120) with e0, e2, e0, e2 and discharging atoms op(e0, e2) = e2, op(e0, e2) = e0, yields:
% 16.07/4.28  																																														| (552) e2 = e0
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| Combining equations (311,299) yields a new equation:
% 16.07/4.28  																																														| (629) e2 = e1
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| Simplifying 629 yields:
% 16.07/4.28  																																														| (420) e2 = e1
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| Combining equations (420,552) yields a new equation:
% 16.07/4.28  																																														| (245) e1 = e0
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| Simplifying 245 yields:
% 16.07/4.28  																																														| (246) e1 = e0
% 16.07/4.28  																																														|
% 16.07/4.28  																																														| Equations (246) can reduce 128 to:
% 16.07/4.28  																																														| (247) $false
% 16.07/4.28  																																														|
% 16.07/4.28  																																														|-The branch is then unsatisfiable
% 16.07/4.28  																																									|-Branch two:
% 16.07/4.28  																																									| (253)  ~ (all_0_19_19 = e0)
% 16.07/4.28  																																									| (2670) all_0_19_19 = e3 | all_0_19_19 = e2
% 16.07/4.28  																																									|
% 16.07/4.28  																																										+-Applying beta-rule and splitting (3527), into two cases.
% 16.07/4.28  																																										|-Branch one:
% 16.07/4.28  																																										| (922) all_0_19_19 = e0
% 16.07/4.28  																																										|
% 16.07/4.28  																																											| Equations (922) can reduce 253 to:
% 16.07/4.28  																																											| (247) $false
% 16.07/4.28  																																											|
% 16.07/4.28  																																											|-The branch is then unsatisfiable
% 16.07/4.28  																																										|-Branch two:
% 16.07/4.28  																																										| (253)  ~ (all_0_19_19 = e0)
% 16.07/4.28  																																										| (249) all_0_20_20 = e0
% 16.07/4.28  																																										|
% 16.07/4.28  																																											| Combining equations (1017,249) yields a new equation:
% 16.07/4.28  																																											| (245) e1 = e0
% 16.07/4.28  																																											|
% 16.07/4.28  																																											| Simplifying 245 yields:
% 16.07/4.28  																																											| (246) e1 = e0
% 16.07/4.28  																																											|
% 16.07/4.28  																																											| Equations (246) can reduce 128 to:
% 16.07/4.28  																																											| (247) $false
% 16.07/4.28  																																											|
% 16.07/4.28  																																											|-The branch is then unsatisfiable
% 16.07/4.28  																																					|-Branch two:
% 16.07/4.28  																																					| (697)  ~ (all_0_4_4 = e4)
% 16.07/4.28  																																					| (1494) all_0_9_9 = e4 | all_0_16_16 = e4
% 16.07/4.28  																																					|
% 16.07/4.28  																																						+-Applying beta-rule and splitting (170), into two cases.
% 16.07/4.28  																																						|-Branch one:
% 16.07/4.28  																																						| (602) all_0_9_9 = e4
% 16.07/4.28  																																						|
% 16.07/4.28  																																							| Combining equations (543,602) yields a new equation:
% 16.07/4.28  																																							| (911) e4 = e0
% 16.07/4.28  																																							|
% 16.07/4.28  																																							| Equations (911) can reduce 7 to:
% 16.07/4.28  																																							| (247) $false
% 16.07/4.28  																																							|
% 16.07/4.28  																																							|-The branch is then unsatisfiable
% 16.07/4.28  																																						|-Branch two:
% 16.07/4.28  																																						| (577)  ~ (all_0_9_9 = e4)
% 16.07/4.28  																																						| (957) all_0_10_10 = e4 | all_0_12_12 = e4
% 16.07/4.28  																																						|
% 16.07/4.28  																																							| Equations (543) can reduce 577 to:
% 16.07/4.28  																																							| (796)  ~ (e4 = e0)
% 16.07/4.28  																																							|
% 16.07/4.28  																																							| Simplifying 796 yields:
% 16.07/4.28  																																							| (7)  ~ (e4 = e0)
% 16.07/4.28  																																							|
% 16.07/4.28  																																							+-Applying beta-rule and splitting (143), into two cases.
% 16.07/4.28  																																							|-Branch one:
% 16.07/4.28  																																							| (575) all_0_4_4 = e4
% 16.07/4.28  																																							|
% 16.07/4.28  																																								| Equations (575) can reduce 697 to:
% 16.07/4.28  																																								| (247) $false
% 16.07/4.28  																																								|
% 16.07/4.28  																																								|-The branch is then unsatisfiable
% 16.07/4.28  																																							|-Branch two:
% 16.07/4.28  																																							| (697)  ~ (all_0_4_4 = e4)
% 16.07/4.28  																																							| (3660) all_0_5_5 = e4 | all_0_6_6 = e4 | all_0_8_8 = e4
% 16.07/4.28  																																							|
% 16.07/4.28  																																								+-Applying beta-rule and splitting (211), into two cases.
% 16.07/4.28  																																								|-Branch one:
% 16.07/4.28  																																								| (800) all_0_3_3 = e4
% 16.07/4.28  																																								|
% 16.07/4.28  																																									| Combining equations (800,919) yields a new equation:
% 16.07/4.28  																																									| (1496) e4 = e0
% 16.07/4.28  																																									|
% 16.07/4.28  																																									| Simplifying 1496 yields:
% 16.07/4.28  																																									| (911) e4 = e0
% 16.07/4.28  																																									|
% 16.07/4.28  																																									| Equations (911) can reduce 7 to:
% 16.07/4.28  																																									| (247) $false
% 16.07/4.28  																																									|
% 16.07/4.28  																																									|-The branch is then unsatisfiable
% 16.07/4.28  																																								|-Branch two:
% 16.07/4.28  																																								| (356)  ~ (all_0_3_3 = e4)
% 16.07/4.28  																																								| (899) all_0_8_8 = e4 | all_0_12_12 = e4 | all_0_20_20 = e4
% 16.07/4.28  																																								|
% 16.07/4.28  																																									| Equations (919) can reduce 356 to:
% 16.07/4.28  																																									| (796)  ~ (e4 = e0)
% 16.07/4.28  																																									|
% 16.07/4.28  																																									| Simplifying 796 yields:
% 16.07/4.28  																																									| (7)  ~ (e4 = e0)
% 16.07/4.28  																																									|
% 16.07/4.28  																																									+-Applying beta-rule and splitting (3660), into two cases.
% 16.07/4.28  																																									|-Branch one:
% 16.07/4.28  																																									| (1533) all_0_5_5 = e4
% 16.07/4.28  																																									|
% 16.07/4.28  																																										| Combining equations (244,1533) yields a new equation:
% 16.07/4.28  																																										| (911) e4 = e0
% 16.07/4.28  																																										|
% 16.07/4.28  																																										| Equations (911) can reduce 7 to:
% 16.07/4.28  																																										| (247) $false
% 16.07/4.28  																																										|
% 16.07/4.28  																																										|-The branch is then unsatisfiable
% 16.07/4.28  																																									|-Branch two:
% 16.07/4.28  																																									| (1537)  ~ (all_0_5_5 = e4)
% 16.07/4.28  																																									| (3753) all_0_6_6 = e4 | all_0_8_8 = e4
% 16.07/4.28  																																									|
% 16.07/4.28  																																										| Equations (244) can reduce 1537 to:
% 16.07/4.28  																																										| (796)  ~ (e4 = e0)
% 16.07/4.28  																																										|
% 16.07/4.28  																																										| Simplifying 796 yields:
% 16.07/4.28  																																										| (7)  ~ (e4 = e0)
% 16.07/4.28  																																										|
% 16.07/4.28  																																										+-Applying beta-rule and splitting (3460), into two cases.
% 16.07/4.28  																																										|-Branch one:
% 16.07/4.28  																																										| (680) all_0_17_17 = e0
% 16.07/4.28  																																										|
% 16.07/4.28  																																											| Combining equations (688,680) yields a new equation:
% 16.07/4.28  																																											| (1496) e4 = e0
% 16.07/4.29  																																											|
% 16.07/4.29  																																											| Simplifying 1496 yields:
% 16.07/4.29  																																											| (911) e4 = e0
% 16.07/4.29  																																											|
% 16.07/4.29  																																											| Equations (911) can reduce 7 to:
% 16.07/4.29  																																											| (247) $false
% 16.07/4.29  																																											|
% 16.07/4.29  																																											|-The branch is then unsatisfiable
% 16.07/4.29  																																										|-Branch two:
% 16.07/4.29  																																										| (252)  ~ (all_0_17_17 = e0)
% 16.07/4.29  																																										| (3527) all_0_19_19 = e0 | all_0_20_20 = e0
% 16.07/4.29  																																										|
% 16.07/4.29  																																											| Equations (688) can reduce 252 to:
% 16.07/4.29  																																											| (7)  ~ (e4 = e0)
% 16.07/4.29  																																											|
% 16.07/4.29  																																											+-Applying beta-rule and splitting (1494), into two cases.
% 16.07/4.29  																																											|-Branch one:
% 16.07/4.29  																																											| (602) all_0_9_9 = e4
% 16.07/4.29  																																											|
% 16.07/4.29  																																												| Combining equations (543,602) yields a new equation:
% 16.07/4.29  																																												| (911) e4 = e0
% 16.07/4.29  																																												|
% 16.07/4.29  																																												| Equations (911) can reduce 7 to:
% 16.07/4.29  																																												| (247) $false
% 16.07/4.29  																																												|
% 16.07/4.29  																																												|-The branch is then unsatisfiable
% 16.07/4.29  																																											|-Branch two:
% 16.07/4.29  																																											| (577)  ~ (all_0_9_9 = e4)
% 16.07/4.29  																																											| (1500) all_0_16_16 = e4
% 16.07/4.29  																																											|
% 16.07/4.29  																																												| Combining equations (1500,435) yields a new equation:
% 16.07/4.29  																																												| (901) e4 = e3
% 16.07/4.29  																																												|
% 16.07/4.29  																																												| Simplifying 901 yields:
% 16.07/4.29  																																												| (873) e4 = e3
% 16.07/4.29  																																												|
% 16.07/4.29  																																												| Equations (873) can reduce 24 to:
% 16.07/4.29  																																												| (247) $false
% 16.07/4.29  																																												|
% 16.07/4.29  																																												|-The branch is then unsatisfiable
% 16.07/4.29  																																				|-Branch two:
% 16.07/4.29  																																				| (538)  ~ (all_0_9_9 = e0)
% 16.07/4.29  																																				| (546) all_0_10_10 = e0 | all_0_11_11 = e0 | all_0_12_12 = e0
% 16.07/4.29  																																				|
% 16.07/4.29  																																					+-Applying beta-rule and splitting (292), into two cases.
% 16.07/4.29  																																					|-Branch one:
% 16.07/4.29  																																					| (543) all_0_9_9 = e0
% 16.07/4.29  																																					|
% 16.07/4.29  																																						| Equations (543) can reduce 538 to:
% 16.07/4.29  																																						| (247) $false
% 16.07/4.29  																																						|
% 16.07/4.29  																																						|-The branch is then unsatisfiable
% 16.07/4.29  																																					|-Branch two:
% 16.07/4.29  																																					| (538)  ~ (all_0_9_9 = e0)
% 16.07/4.29  																																					| (602) all_0_9_9 = e4
% 16.07/4.29  																																					|
% 16.07/4.29  																																						| Equations (602) can reduce 538 to:
% 16.07/4.29  																																						| (7)  ~ (e4 = e0)
% 16.07/4.29  																																						|
% 16.07/4.29  																																						+-Applying beta-rule and splitting (3460), into two cases.
% 16.07/4.29  																																						|-Branch one:
% 16.07/4.29  																																						| (680) all_0_17_17 = e0
% 16.07/4.29  																																						|
% 16.07/4.29  																																							| Combining equations (688,680) yields a new equation:
% 16.07/4.29  																																							| (1496) e4 = e0
% 16.07/4.29  																																							|
% 16.07/4.29  																																							| Simplifying 1496 yields:
% 16.07/4.29  																																							| (911) e4 = e0
% 16.07/4.29  																																							|
% 16.07/4.29  																																							| Equations (911) can reduce 7 to:
% 16.07/4.29  																																							| (247) $false
% 16.07/4.29  																																							|
% 16.07/4.29  																																							|-The branch is then unsatisfiable
% 16.07/4.29  																																						|-Branch two:
% 16.07/4.29  																																						| (252)  ~ (all_0_17_17 = e0)
% 16.07/4.29  																																						| (3527) all_0_19_19 = e0 | all_0_20_20 = e0
% 16.07/4.29  																																						|
% 16.07/4.29  																																							| Equations (688) can reduce 252 to:
% 16.07/4.29  																																							| (7)  ~ (e4 = e0)
% 16.07/4.29  																																							|
% 16.18/4.29  																																							+-Applying beta-rule and splitting (211), into two cases.
% 16.18/4.29  																																							|-Branch one:
% 16.18/4.29  																																							| (800) all_0_3_3 = e4
% 16.18/4.29  																																							|
% 16.18/4.29  																																								| Combining equations (800,919) yields a new equation:
% 16.18/4.29  																																								| (1496) e4 = e0
% 16.18/4.29  																																								|
% 16.18/4.29  																																								| Simplifying 1496 yields:
% 16.18/4.29  																																								| (911) e4 = e0
% 16.18/4.29  																																								|
% 16.18/4.29  																																								| Equations (911) can reduce 7 to:
% 16.18/4.29  																																								| (247) $false
% 16.18/4.29  																																								|
% 16.18/4.29  																																								|-The branch is then unsatisfiable
% 16.18/4.29  																																							|-Branch two:
% 16.18/4.29  																																							| (356)  ~ (all_0_3_3 = e4)
% 16.18/4.29  																																							| (899) all_0_8_8 = e4 | all_0_12_12 = e4 | all_0_20_20 = e4
% 16.18/4.29  																																							|
% 16.18/4.29  																																								| Equations (919) can reduce 356 to:
% 16.18/4.29  																																								| (796)  ~ (e4 = e0)
% 16.18/4.29  																																								|
% 16.18/4.29  																																								| Simplifying 796 yields:
% 16.18/4.29  																																								| (7)  ~ (e4 = e0)
% 16.18/4.29  																																								|
% 16.18/4.29  																																								+-Applying beta-rule and splitting (563), into two cases.
% 16.18/4.29  																																								|-Branch one:
% 16.18/4.29  																																								| (543) all_0_9_9 = e0
% 16.18/4.29  																																								|
% 16.18/4.29  																																									| Combining equations (602,543) yields a new equation:
% 16.18/4.29  																																									| (1496) e4 = e0
% 16.18/4.29  																																									|
% 16.18/4.29  																																									| Simplifying 1496 yields:
% 16.18/4.29  																																									| (911) e4 = e0
% 16.18/4.29  																																									|
% 16.18/4.29  																																									| Equations (911) can reduce 7 to:
% 16.18/4.29  																																									| (247) $false
% 16.18/4.29  																																									|
% 16.18/4.29  																																									|-The branch is then unsatisfiable
% 16.18/4.29  																																								|-Branch two:
% 16.18/4.29  																																								| (538)  ~ (all_0_9_9 = e0)
% 16.18/4.29  																																								| (1503) all_0_16_16 = e0
% 16.18/4.29  																																								|
% 16.18/4.29  																																									| Combining equations (1503,435) yields a new equation:
% 16.18/4.29  																																									| (761) e3 = e0
% 16.18/4.29  																																									|
% 16.18/4.29  																																									| Equations (761) can reduce 64 to:
% 16.18/4.29  																																									| (247) $false
% 16.18/4.29  																																									|
% 16.18/4.29  																																									|-The branch is then unsatisfiable
% 16.18/4.29  																																			|-Branch two:
% 16.18/4.29  																																			| (834)  ~ (all_0_8_8 = e3)
% 16.18/4.29  																																			| (3180) all_0_15_15 = e3 | all_0_20_20 = e3
% 16.18/4.29  																																			|
% 16.18/4.29  																																				+-Applying beta-rule and splitting (3180), into two cases.
% 16.18/4.29  																																				|-Branch one:
% 16.18/4.29  																																				| (314) all_0_15_15 = e3
% 16.18/4.29  																																				|
% 16.18/4.29  																																					| Combining equations (314,380) yields a new equation:
% 16.18/4.29  																																					| (657) e3 = e2
% 16.18/4.29  																																					|
% 16.18/4.29  																																					| Simplifying 657 yields:
% 16.18/4.29  																																					| (311) e3 = e2
% 16.18/4.29  																																					|
% 16.18/4.29  																																					| Equations (311) can reduce 191 to:
% 16.18/4.29  																																					| (247) $false
% 16.18/4.29  																																					|
% 16.18/4.29  																																					|-The branch is then unsatisfiable
% 16.18/4.29  																																				|-Branch two:
% 16.18/4.29  																																				| (340)  ~ (all_0_15_15 = e3)
% 16.18/4.29  																																				| (1005) all_0_20_20 = e3
% 16.18/4.29  																																				|
% 16.18/4.29  																																					| Combining equations (1017,1005) yields a new equation:
% 16.18/4.29  																																					| (299) e3 = e1
% 16.18/4.29  																																					|
% 16.18/4.29  																																					| Equations (299) can reduce 132 to:
% 16.18/4.29  																																					| (247) $false
% 16.18/4.29  																																					|
% 16.18/4.29  																																					|-The branch is then unsatisfiable
% 16.18/4.29  																																|-Branch two:
% 16.18/4.29  																																| (995)  ~ (all_0_16_16 = e3)
% 16.18/4.29  																																| (996) all_0_17_17 = e3 | all_0_19_19 = e3 | all_0_20_20 = e3
% 16.18/4.29  																																|
% 16.18/4.29  																																	+-Applying beta-rule and splitting (87), into two cases.
% 16.18/4.29  																																	|-Branch one:
% 16.18/4.29  																																	| (572) all_0_4_4 = e3
% 16.18/4.29  																																	|
% 16.18/4.29  																																		+-Applying beta-rule and splitting (3058), into two cases.
% 16.18/4.29  																																		|-Branch one:
% 16.18/4.29  																																		| (555) all_0_12_12 = e0
% 16.18/4.29  																																		|
% 16.18/4.29  																																			| Equations (555) can reduce 1418 to:
% 16.18/4.29  																																			| (247) $false
% 16.18/4.29  																																			|
% 16.18/4.29  																																			|-The branch is then unsatisfiable
% 16.18/4.29  																																		|-Branch two:
% 16.18/4.29  																																		| (1418)  ~ (all_0_12_12 = e0)
% 16.18/4.29  																																		| (3092) all_0_12_12 = e4 | all_0_12_12 = e2
% 16.18/4.29  																																		|
% 16.18/4.29  																																			+-Applying beta-rule and splitting (118), into two cases.
% 16.18/4.29  																																			|-Branch one:
% 16.18/4.29  																																			| (575) all_0_4_4 = e4
% 16.18/4.29  																																			|
% 16.18/4.29  																																				| Combining equations (572,575) yields a new equation:
% 16.18/4.29  																																				| (873) e4 = e3
% 16.18/4.29  																																				|
% 16.18/4.29  																																				| Equations (873) can reduce 24 to:
% 16.18/4.29  																																				| (247) $false
% 16.18/4.29  																																				|
% 16.18/4.29  																																				|-The branch is then unsatisfiable
% 16.18/4.29  																																			|-Branch two:
% 16.18/4.29  																																			| (697)  ~ (all_0_4_4 = e4)
% 16.18/4.29  																																			| (1494) all_0_9_9 = e4 | all_0_16_16 = e4
% 16.18/4.29  																																			|
% 16.18/4.29  																																				+-Applying beta-rule and splitting (203), into two cases.
% 16.18/4.29  																																				|-Branch one:
% 16.18/4.29  																																				| (543) all_0_9_9 = e0
% 16.18/4.29  																																				|
% 16.18/4.29  																																					| Equations (543) can reduce 183 to:
% 16.18/4.29  																																					| (1417)  ~ (all_0_12_12 = e0)
% 16.18/4.29  																																					|
% 16.18/4.29  																																					| Simplifying 1417 yields:
% 16.18/4.29  																																					| (1418)  ~ (all_0_12_12 = e0)
% 16.18/4.29  																																					|
% 16.18/4.29  																																					+-Applying beta-rule and splitting (3092), into two cases.
% 16.18/4.29  																																					|-Branch one:
% 16.18/4.29  																																					| (594) all_0_12_12 = e4
% 16.18/4.29  																																					|
% 16.18/4.29  																																						| Equations (594) can reduce 1418 to:
% 16.18/4.29  																																						| (7)  ~ (e4 = e0)
% 16.18/4.29  																																						|
% 16.18/4.29  																																						+-Applying beta-rule and splitting (1494), into two cases.
% 16.18/4.29  																																						|-Branch one:
% 16.18/4.29  																																						| (602) all_0_9_9 = e4
% 16.18/4.29  																																						|
% 16.18/4.29  																																							| Combining equations (602,543) yields a new equation:
% 16.18/4.29  																																							| (1496) e4 = e0
% 16.18/4.29  																																							|
% 16.18/4.29  																																							| Simplifying 1496 yields:
% 16.18/4.29  																																							| (911) e4 = e0
% 16.18/4.29  																																							|
% 16.18/4.29  																																							| Equations (911) can reduce 7 to:
% 16.18/4.29  																																							| (247) $false
% 16.18/4.29  																																							|
% 16.18/4.29  																																							|-The branch is then unsatisfiable
% 16.18/4.29  																																						|-Branch two:
% 16.18/4.29  																																						| (577)  ~ (all_0_9_9 = e4)
% 16.18/4.29  																																						| (1500) all_0_16_16 = e4
% 16.18/4.29  																																						|
% 16.18/4.29  																																							| Equations (1500) can reduce 1300 to:
% 16.18/4.29  																																							| (247) $false
% 16.18/4.29  																																							|
% 16.18/4.29  																																							|-The branch is then unsatisfiable
% 16.18/4.29  																																					|-Branch two:
% 16.18/4.29  																																					| (909)  ~ (all_0_12_12 = e4)
% 16.18/4.29  																																					| (419) all_0_12_12 = e2
% 16.18/4.29  																																					|
% 16.18/4.29  																																						| Equations (419) can reduce 323 to:
% 16.18/4.29  																																						| (247) $false
% 16.18/4.29  																																						|
% 16.18/4.29  																																						|-The branch is then unsatisfiable
% 16.18/4.29  																																				|-Branch two:
% 16.18/4.29  																																				| (538)  ~ (all_0_9_9 = e0)
% 16.18/4.29  																																				| (546) all_0_10_10 = e0 | all_0_11_11 = e0 | all_0_12_12 = e0
% 16.18/4.29  																																				|
% 16.18/4.29  																																					+-Applying beta-rule and splitting (546), into two cases.
% 16.18/4.29  																																					|-Branch one:
% 16.18/4.29  																																					| (547) all_0_10_10 = e0
% 16.18/4.29  																																					|
% 16.18/4.29  																																						| Combining equations (303,547) yields a new equation:
% 16.18/4.29  																																						| (779) e2 = e0
% 16.18/4.29  																																						|
% 16.18/4.29  																																						| Simplifying 779 yields:
% 16.18/4.29  																																						| (552) e2 = e0
% 16.18/4.29  																																						|
% 16.18/4.29  																																						| Equations (552) can reduce 47 to:
% 16.18/4.29  																																						| (247) $false
% 16.18/4.29  																																						|
% 16.18/4.29  																																						|-The branch is then unsatisfiable
% 16.18/4.29  																																					|-Branch two:
% 16.18/4.29  																																					| (390)  ~ (all_0_10_10 = e0)
% 16.18/4.29  																																					| (550) all_0_11_11 = e0 | all_0_12_12 = e0
% 16.18/4.29  																																					|
% 16.18/4.29  																																						+-Applying beta-rule and splitting (550), into two cases.
% 16.18/4.29  																																						|-Branch one:
% 16.18/4.29  																																						| (551) all_0_11_11 = e0
% 16.18/4.29  																																						|
% 16.18/4.29  																																							| Combining equations (1794,551) yields a new equation:
% 16.18/4.29  																																							| (245) e1 = e0
% 16.18/4.29  																																							|
% 16.18/4.29  																																							| Simplifying 245 yields:
% 16.18/4.29  																																							| (246) e1 = e0
% 16.18/4.29  																																							|
% 16.18/4.29  																																							| Equations (246) can reduce 128 to:
% 16.18/4.29  																																							| (247) $false
% 16.18/4.29  																																							|
% 16.18/4.29  																																							|-The branch is then unsatisfiable
% 16.18/4.29  																																						|-Branch two:
% 16.18/4.29  																																						| (554)  ~ (all_0_11_11 = e0)
% 16.18/4.29  																																						| (555) all_0_12_12 = e0
% 16.18/4.29  																																						|
% 16.18/4.29  																																							| Equations (555) can reduce 1418 to:
% 16.18/4.29  																																							| (247) $false
% 16.18/4.29  																																							|
% 16.18/4.29  																																							|-The branch is then unsatisfiable
% 16.18/4.29  																																	|-Branch two:
% 16.18/4.29  																																	| (436)  ~ (all_0_4_4 = e3)
% 16.18/4.29  																																	| (2404) all_0_13_13 = e3 | all_0_16_16 = e3
% 16.18/4.29  																																	|
% 16.18/4.29  																																		+-Applying beta-rule and splitting (2404), into two cases.
% 16.18/4.29  																																		|-Branch one:
% 16.18/4.29  																																		| (298) all_0_13_13 = e3
% 16.18/4.29  																																		|
% 16.18/4.29  																																			| Combining equations (224,298) yields a new equation:
% 16.18/4.29  																																			| (299) e3 = e1
% 16.18/4.29  																																			|
% 16.18/4.29  																																			| Equations (299) can reduce 132 to:
% 16.18/4.29  																																			| (247) $false
% 16.18/4.29  																																			|
% 16.18/4.29  																																			|-The branch is then unsatisfiable
% 16.18/4.29  																																		|-Branch two:
% 16.18/4.29  																																		| (301)  ~ (all_0_13_13 = e3)
% 16.18/4.29  																																		| (435) all_0_16_16 = e3
% 16.18/4.29  																																		|
% 16.18/4.29  																																			| Equations (435) can reduce 995 to:
% 16.18/4.29  																																			| (247) $false
% 16.18/4.29  																																			|
% 16.18/4.29  																																			|-The branch is then unsatisfiable
% 16.18/4.29  																													|-Branch two:
% 16.18/4.29  																													| (250)  ~ (all_0_3_3 = e0)
% 16.18/4.29  																													| (2585) all_0_3_3 = e4 | all_0_3_3 = e3
% 16.18/4.29  																													|
% 16.18/4.29  																														+-Applying beta-rule and splitting (73), into two cases.
% 16.18/4.29  																														|-Branch one:
% 16.18/4.29  																														| (919) all_0_3_3 = e0
% 16.18/4.29  																														|
% 16.18/4.29  																															| Equations (919) can reduce 250 to:
% 16.18/4.29  																															| (247) $false
% 16.18/4.29  																															|
% 16.18/4.29  																															|-The branch is then unsatisfiable
% 16.18/4.29  																														|-Branch two:
% 16.18/4.29  																														| (250)  ~ (all_0_3_3 = e0)
% 16.18/4.29  																														| (4693) all_0_8_8 = e0 | all_0_12_12 = e0 | all_0_20_20 = e0
% 16.18/4.29  																														|
% 16.18/4.29  																															+-Applying beta-rule and splitting (2666), into two cases.
% 16.18/4.29  																															|-Branch one:
% 16.18/4.29  																															| (922) all_0_19_19 = e0
% 16.18/4.29  																															|
% 16.18/4.29  																																| Equations (922) can reduce 1004 to:
% 16.18/4.29  																																| (713)  ~ (e3 = e0)
% 16.18/4.29  																																|
% 16.18/4.29  																																| Simplifying 713 yields:
% 16.18/4.29  																																| (64)  ~ (e3 = e0)
% 16.18/4.29  																																|
% 16.18/4.29  																																+-Applying beta-rule and splitting (914), into two cases.
% 16.18/4.29  																																|-Branch one:
% 16.18/4.29  																																| (767) all_0_2_2 = e0
% 16.18/4.29  																																|
% 16.18/4.29  																																	| Combining equations (755,767) yields a new equation:
% 16.18/4.29  																																	| (1006) e3 = e0
% 16.18/4.29  																																	|
% 16.18/4.29  																																	| Simplifying 1006 yields:
% 16.18/4.29  																																	| (761) e3 = e0
% 16.18/4.29  																																	|
% 16.18/4.29  																																	| Equations (761) can reduce 64 to:
% 16.18/4.29  																																	| (247) $false
% 16.18/4.29  																																	|
% 16.18/4.29  																																	|-The branch is then unsatisfiable
% 16.18/4.29  																																|-Branch two:
% 16.18/4.29  																																| (770)  ~ (all_0_2_2 = e0)
% 16.18/4.29  																																| (919) all_0_3_3 = e0
% 16.18/4.29  																																|
% 16.18/4.29  																																	| Equations (919) can reduce 250 to:
% 16.18/4.29  																																	| (247) $false
% 16.18/4.29  																																	|
% 16.18/4.29  																																	|-The branch is then unsatisfiable
% 16.18/4.29  																															|-Branch two:
% 16.18/4.29  																															| (253)  ~ (all_0_19_19 = e0)
% 16.18/4.29  																															| (2670) all_0_19_19 = e3 | all_0_19_19 = e2
% 16.18/4.29  																															|
% 16.18/4.29  																																+-Applying beta-rule and splitting (2670), into two cases.
% 16.18/4.29  																																|-Branch one:
% 16.18/4.29  																																| (946) all_0_19_19 = e3
% 16.18/4.29  																																|
% 16.18/4.29  																																	| Equations (946) can reduce 1004 to:
% 16.18/4.29  																																	| (247) $false
% 16.18/4.29  																																	|
% 16.18/4.29  																																	|-The branch is then unsatisfiable
% 16.18/4.29  																																|-Branch two:
% 16.18/4.29  																																| (1004)  ~ (all_0_19_19 = e3)
% 16.18/4.29  																																| (651) all_0_19_19 = e2
% 16.18/4.29  																																|
% 16.18/4.30  																																	| Equations (651) can reduce 2506 to:
% 16.18/4.30  																																	| (247) $false
% 16.18/4.30  																																	|
% 16.18/4.30  																																	|-The branch is then unsatisfiable
% 16.18/4.30  																									|-Branch two:
% 16.18/4.30  																									| (925)  ~ (all_0_2_2 = e3)
% 16.18/4.30  																									| (926) all_0_7_7 = e3 | all_0_19_19 = e3
% 16.18/4.30  																									|
% 16.18/4.30  																										+-Applying beta-rule and splitting (197), into two cases.
% 16.18/4.30  																										|-Branch one:
% 16.18/4.30  																										| (1168) all_0_0_0 = e3
% 16.18/4.30  																										|
% 16.18/4.30  																											| Combining equations (1168,692) yields a new equation:
% 16.18/4.30  																											| (773) e3 = e1
% 16.18/4.30  																											|
% 16.18/4.30  																											| Simplifying 773 yields:
% 16.18/4.30  																											| (299) e3 = e1
% 16.18/4.30  																											|
% 16.18/4.30  																											| Equations (299) can reduce 132 to:
% 16.18/4.30  																											| (247) $false
% 16.18/4.30  																											|
% 16.18/4.30  																											|-The branch is then unsatisfiable
% 16.18/4.30  																										|-Branch two:
% 16.18/4.30  																										| (1188)  ~ (all_0_0_0 = e3)
% 16.18/4.30  																										| (3250) all_0_2_2 = e3 | all_0_3_3 = e3
% 16.18/4.30  																										|
% 16.18/4.30  																											+-Applying beta-rule and splitting (926), into two cases.
% 16.18/4.30  																											|-Branch one:
% 16.18/4.30  																											| (784) all_0_7_7 = e3
% 16.18/4.30  																											|
% 16.18/4.30  																												| Combining equations (784,634) yields a new equation:
% 16.18/4.30  																												| (657) e3 = e2
% 16.18/4.30  																												|
% 16.18/4.30  																												| Simplifying 657 yields:
% 16.18/4.30  																												| (311) e3 = e2
% 16.18/4.30  																												|
% 16.18/4.30  																												| Equations (311) can reduce 191 to:
% 16.18/4.30  																												| (247) $false
% 16.18/4.30  																												|
% 16.18/4.30  																												|-The branch is then unsatisfiable
% 16.18/4.30  																											|-Branch two:
% 16.18/4.30  																											| (787)  ~ (all_0_7_7 = e3)
% 16.18/4.30  																											| (946) all_0_19_19 = e3
% 16.18/4.30  																											|
% 16.18/4.30  																												| Equations (946) can reduce 97 to:
% 16.18/4.30  																												| (925)  ~ (all_0_2_2 = e3)
% 16.18/4.30  																												|
% 16.18/4.30  																												| Equations (946) can reduce 57 to:
% 16.18/4.30  																												| (995)  ~ (all_0_16_16 = e3)
% 16.18/4.30  																												|
% 16.18/4.30  																												| Equations (946) can reduce 137 to:
% 16.18/4.30  																												| (790)  ~ (e4 = e3)
% 16.18/4.30  																												|
% 16.18/4.30  																												| Simplifying 790 yields:
% 16.18/4.30  																												| (24)  ~ (e4 = e3)
% 16.18/4.30  																												|
% 16.18/4.30  																												| Equations (946) can reduce 1021 to:
% 16.18/4.30  																												| (132)  ~ (e3 = e1)
% 16.18/4.30  																												|
% 16.18/4.30  																												| From (946) and (126) follows:
% 16.18/4.30  																												| (4730) op(e0, e1) = e3
% 16.18/4.30  																												|
% 16.18/4.30  																												+-Applying beta-rule and splitting (171), into two cases.
% 16.18/4.30  																												|-Branch one:
% 16.18/4.30  																												| (1503) all_0_16_16 = e0
% 16.18/4.30  																												|
% 16.18/4.30  																													| Equations (1503) can reduce 107 to:
% 16.18/4.30  																													| (538)  ~ (all_0_9_9 = e0)
% 16.18/4.30  																													|
% 16.18/4.30  																													+-Applying beta-rule and splitting (87), into two cases.
% 16.18/4.30  																													|-Branch one:
% 16.18/4.30  																													| (572) all_0_4_4 = e3
% 16.18/4.30  																													|
% 16.18/4.30  																														| From (572) and (4) follows:
% 16.18/4.30  																														| (1457) op(e3, e4) = e3
% 16.18/4.30  																														|
% 16.18/4.30  																														+-Applying beta-rule and splitting (162), into two cases.
% 16.18/4.30  																														|-Branch one:
% 16.18/4.30  																														| (767) all_0_2_2 = e0
% 16.18/4.30  																														|
% 16.18/4.30  																															| Equations (767) can reduce 115 to:
% 16.18/4.30  																															| (2548)  ~ (all_0_3_3 = e0)
% 16.18/4.30  																															|
% 16.18/4.30  																															| Simplifying 2548 yields:
% 16.18/4.30  																															| (250)  ~ (all_0_3_3 = e0)
% 16.18/4.30  																															|
% 16.18/4.30  																															| Equations (767) can reduce 82 to:
% 16.18/4.30  																															| (796)  ~ (e4 = e0)
% 16.18/4.30  																															|
% 16.18/4.30  																															| Simplifying 796 yields:
% 16.18/4.30  																															| (7)  ~ (e4 = e0)
% 16.18/4.30  																															|
% 16.18/4.30  																															| Equations (767) can reduce 75 to:
% 16.18/4.30  																															| (539)  ~ (e2 = e0)
% 16.18/4.30  																															|
% 16.18/4.30  																															| Simplifying 539 yields:
% 16.18/4.30  																															| (47)  ~ (e2 = e0)
% 16.18/4.30  																															|
% 16.18/4.30  																															| Equations (767) can reduce 216 to:
% 16.18/4.30  																															| (541)  ~ (e1 = e0)
% 16.18/4.30  																															|
% 16.18/4.30  																															| Simplifying 541 yields:
% 16.18/4.30  																															| (128)  ~ (e1 = e0)
% 16.18/4.30  																															|
% 16.18/4.30  																															+-Applying beta-rule and splitting (83), into two cases.
% 16.18/4.30  																															|-Branch one:
% 16.18/4.30  																															| (258) all_0_3_3 = e1
% 16.18/4.30  																															|
% 16.18/4.30  																																| Equations (258) can reduce 218 to:
% 16.18/4.30  																																| (247) $false
% 16.18/4.30  																																|
% 16.18/4.30  																																|-The branch is then unsatisfiable
% 16.18/4.30  																															|-Branch two:
% 16.18/4.30  																															| (218)  ~ (all_0_3_3 = e1)
% 16.18/4.30  																															| (2440) all_0_3_3 = e4 | all_0_3_3 = e3 | all_0_3_3 = e0
% 16.18/4.30  																															|
% 16.18/4.30  																																+-Applying beta-rule and splitting (73), into two cases.
% 16.18/4.30  																																|-Branch one:
% 16.18/4.30  																																| (919) all_0_3_3 = e0
% 16.18/4.30  																																|
% 16.18/4.30  																																	| Equations (919) can reduce 250 to:
% 16.18/4.30  																																	| (247) $false
% 16.18/4.30  																																	|
% 16.18/4.30  																																	|-The branch is then unsatisfiable
% 16.18/4.30  																																|-Branch two:
% 16.18/4.30  																																| (250)  ~ (all_0_3_3 = e0)
% 16.18/4.30  																																| (4693) all_0_8_8 = e0 | all_0_12_12 = e0 | all_0_20_20 = e0
% 16.18/4.30  																																|
% 16.18/4.30  																																	+-Applying beta-rule and splitting (2440), into two cases.
% 16.18/4.30  																																	|-Branch one:
% 16.18/4.30  																																	| (919) all_0_3_3 = e0
% 16.18/4.30  																																	|
% 16.18/4.30  																																		| Equations (919) can reduce 250 to:
% 16.18/4.30  																																		| (247) $false
% 16.18/4.30  																																		|
% 16.18/4.30  																																		|-The branch is then unsatisfiable
% 16.18/4.30  																																	|-Branch two:
% 16.18/4.30  																																	| (250)  ~ (all_0_3_3 = e0)
% 16.18/4.30  																																	| (2585) all_0_3_3 = e4 | all_0_3_3 = e3
% 16.18/4.30  																																	|
% 16.18/4.30  																																		+-Applying beta-rule and splitting (118), into two cases.
% 16.18/4.30  																																		|-Branch one:
% 16.18/4.30  																																		| (575) all_0_4_4 = e4
% 16.18/4.30  																																		|
% 16.18/4.30  																																			| Combining equations (575,572) yields a new equation:
% 16.18/4.30  																																			| (901) e4 = e3
% 16.18/4.30  																																			|
% 16.18/4.30  																																			| Simplifying 901 yields:
% 16.18/4.30  																																			| (873) e4 = e3
% 16.18/4.30  																																			|
% 16.18/4.30  																																			| Equations (873) can reduce 24 to:
% 16.18/4.30  																																			| (247) $false
% 16.18/4.30  																																			|
% 16.18/4.30  																																			|-The branch is then unsatisfiable
% 16.18/4.30  																																		|-Branch two:
% 16.18/4.30  																																		| (697)  ~ (all_0_4_4 = e4)
% 16.18/4.30  																																		| (1494) all_0_9_9 = e4 | all_0_16_16 = e4
% 16.18/4.30  																																		|
% 16.18/4.30  																																			+-Applying beta-rule and splitting (2585), into two cases.
% 16.18/4.30  																																			|-Branch one:
% 16.18/4.30  																																			| (2586) all_0_3_3 = e3
% 16.18/4.30  																																			|
% 16.18/4.30  																																				| Equations (2586) can reduce 84 to:
% 16.18/4.30  																																				| (4763)  ~ (all_0_12_12 = e3)
% 16.18/4.30  																																				|
% 16.18/4.30  																																				| Simplifying 4763 yields:
% 16.18/4.30  																																				| (44)  ~ (all_0_12_12 = e3)
% 16.18/4.30  																																				|
% 16.18/4.30  																																				| Equations (2586) can reduce 218 to:
% 16.18/4.30  																																				| (132)  ~ (e3 = e1)
% 16.18/4.30  																																				|
% 16.18/4.30  																																				| From (2586) and (71) follows:
% 16.18/4.30  																																				| (4766) op(e4, e0) = e3
% 16.18/4.30  																																				|
% 16.18/4.30  																																				+-Applying beta-rule and splitting (1494), into two cases.
% 16.18/4.30  																																				|-Branch one:
% 16.18/4.30  																																				| (602) all_0_9_9 = e4
% 16.18/4.30  																																				|
% 16.18/4.30  																																					| Equations (602) can reduce 183 to:
% 16.18/4.30  																																					| (4768)  ~ (all_0_12_12 = e4)
% 16.18/4.30  																																					|
% 16.18/4.30  																																					| Simplifying 4768 yields:
% 16.18/4.30  																																					| (909)  ~ (all_0_12_12 = e4)
% 16.18/4.30  																																					|
% 16.18/4.30  																																					| Equations (602) can reduce 285 to:
% 16.18/4.30  																																					| (210)  ~ (e4 = e1)
% 16.18/4.30  																																					|
% 16.18/4.30  																																					| Equations (602) can reduce 538 to:
% 16.18/4.30  																																					| (7)  ~ (e4 = e0)
% 16.18/4.30  																																					|
% 16.18/4.30  																																					+-Applying beta-rule and splitting (166), into two cases.
% 16.18/4.30  																																					|-Branch one:
% 16.18/4.30  																																					| (282) all_0_12_12 = e1
% 16.18/4.30  																																					|
% 16.18/4.30  																																						| Equations (282) can reduce 1012 to:
% 16.18/4.30  																																						| (247) $false
% 16.18/4.30  																																						|
% 16.18/4.30  																																						|-The branch is then unsatisfiable
% 16.18/4.30  																																					|-Branch two:
% 16.18/4.30  																																					| (1012)  ~ (all_0_12_12 = e1)
% 16.18/4.30  																																					| (3058) all_0_12_12 = e4 | all_0_12_12 = e2 | all_0_12_12 = e0
% 16.18/4.30  																																					|
% 16.18/4.30  																																						+-Applying beta-rule and splitting (203), into two cases.
% 16.18/4.30  																																						|-Branch one:
% 16.18/4.30  																																						| (543) all_0_9_9 = e0
% 16.18/4.30  																																						|
% 16.18/4.30  																																							| Combining equations (543,602) yields a new equation:
% 16.18/4.30  																																							| (911) e4 = e0
% 16.18/4.30  																																							|
% 16.18/4.30  																																							| Equations (911) can reduce 7 to:
% 16.18/4.30  																																							| (247) $false
% 16.18/4.30  																																							|
% 16.18/4.30  																																							|-The branch is then unsatisfiable
% 16.18/4.30  																																						|-Branch two:
% 16.18/4.30  																																						| (538)  ~ (all_0_9_9 = e0)
% 16.18/4.30  																																						| (546) all_0_10_10 = e0 | all_0_11_11 = e0 | all_0_12_12 = e0
% 16.18/4.30  																																						|
% 16.18/4.30  																																							+-Applying beta-rule and splitting (3), into two cases.
% 16.18/4.30  																																							|-Branch one:
% 16.18/4.30  																																							| (316) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)) | (all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1))
% 16.18/4.30  																																							|
% 16.18/4.30  																																								+-Applying beta-rule and splitting (316), into two cases.
% 16.18/4.30  																																								|-Branch one:
% 16.18/4.30  																																								| (317) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0))
% 16.18/4.30  																																								|
% 16.18/4.30  																																									+-Applying beta-rule and splitting (317), into two cases.
% 16.18/4.30  																																									|-Branch one:
% 16.18/4.30  																																									| (318) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0))
% 16.18/4.30  																																									|
% 16.18/4.30  																																										+-Applying beta-rule and splitting (318), into two cases.
% 16.18/4.30  																																										|-Branch one:
% 16.18/4.30  																																										| (319) all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)
% 16.18/4.30  																																										|
% 16.18/4.30  																																											| Applying alpha-rule on (319) yields:
% 16.18/4.30  																																											| (320)  ~ (all_0_8_8 = e2)
% 16.18/4.30  																																											| (321)  ~ (all_0_5_5 = e2)
% 16.18/4.30  																																											| (322)  ~ (all_0_11_11 = e2)
% 16.18/4.30  																																											| (323)  ~ (all_0_12_12 = e2)
% 16.18/4.30  																																											| (324)  ~ (all_0_20_20 = e2)
% 16.18/4.30  																																											| (325)  ~ (unit = e2)
% 16.18/4.30  																																											| (326)  ~ (all_0_14_14 = e2)
% 16.18/4.30  																																											| (327)  ~ (all_0_19_19 = e2) | all_0_18_18 = e1
% 16.18/4.30  																																											| (328)  ~ (all_0_17_17 = e2)
% 16.18/4.30  																																											| (329)  ~ (all_0_7_7 = e2) | all_0_6_6 = e1
% 16.18/4.30  																																											| (330) all_0_1_1 = e4
% 16.18/4.30  																																											|
% 16.18/4.30  																																											| Equations (244) can reduce 321 to:
% 16.18/4.30  																																											| (539)  ~ (e2 = e0)
% 16.18/4.30  																																											|
% 16.18/4.30  																																											| Simplifying 539 yields:
% 16.18/4.30  																																											| (47)  ~ (e2 = e0)
% 16.18/4.30  																																											|
% 16.18/4.30  																																											+-Applying beta-rule and splitting (3058), into two cases.
% 16.18/4.30  																																											|-Branch one:
% 16.18/4.30  																																											| (555) all_0_12_12 = e0
% 16.18/4.30  																																											|
% 16.18/4.30  																																												| Equations (555) can reduce 1012 to:
% 16.18/4.30  																																												| (541)  ~ (e1 = e0)
% 16.18/4.30  																																												|
% 16.18/4.30  																																												| Simplifying 541 yields:
% 16.18/4.30  																																												| (128)  ~ (e1 = e0)
% 16.18/4.30  																																												|
% 16.18/4.30  																																												| From (555) and (19) follows:
% 16.18/4.30  																																												| (1908) op(e2, e0) = e0
% 16.18/4.31  																																												|
% 16.18/4.31  																																												+-Applying beta-rule and splitting (59), into two cases.
% 16.18/4.31  																																												|-Branch one:
% 16.18/4.31  																																												| (1434) unit = e1
% 16.18/4.31  																																												|
% 16.18/4.31  																																													| From (1434) and (159) follows:
% 16.18/4.31  																																													| (1866) op(e3, e1) = e3
% 16.18/4.31  																																													|
% 16.18/4.31  																																													| From (1434) and (151) follows:
% 16.18/4.31  																																													| (2233) op(e2, e1) = e2
% 16.18/4.31  																																													|
% 16.18/4.31  																																													| From (1434) and (108) follows:
% 16.18/4.31  																																													| (2696) op(e0, e1) = e0
% 16.18/4.31  																																													|
% 16.18/4.31  																																													| Instantiating formula (120) with e3, e1, e3, e2 and discharging atoms op(e3, e1) = e3, op(e3, e1) = e2, yields:
% 16.18/4.31  																																													| (311) e3 = e2
% 16.18/4.31  																																													|
% 16.18/4.31  																																													| Instantiating formula (120) with e2, e1, e2, e1 and discharging atoms op(e2, e1) = e2, op(e2, e1) = e1, yields:
% 16.18/4.31  																																													| (420) e2 = e1
% 16.18/4.31  																																													|
% 16.18/4.31  																																													| Instantiating formula (120) with e0, e1, e0, e3 and discharging atoms op(e0, e1) = e3, op(e0, e1) = e0, yields:
% 16.18/4.31  																																													| (761) e3 = e0
% 16.18/4.31  																																													|
% 16.18/4.31  																																													| Combining equations (311,761) yields a new equation:
% 16.18/4.31  																																													| (779) e2 = e0
% 16.18/4.31  																																													|
% 16.18/4.31  																																													| Simplifying 779 yields:
% 16.18/4.31  																																													| (552) e2 = e0
% 16.18/4.31  																																													|
% 16.18/4.31  																																													| Combining equations (552,420) yields a new equation:
% 16.18/4.31  																																													| (246) e1 = e0
% 16.18/4.31  																																													|
% 16.18/4.31  																																													| Equations (246) can reduce 128 to:
% 16.18/4.31  																																													| (247) $false
% 16.18/4.31  																																													|
% 16.18/4.31  																																													|-The branch is then unsatisfiable
% 16.18/4.31  																																												|-Branch two:
% 16.18/4.31  																																												| (1438)  ~ (unit = e1)
% 16.18/4.31  																																												| (1439) unit = e4 | unit = e3 | unit = e2 | unit = e0
% 16.18/4.31  																																												|
% 16.18/4.31  																																													+-Applying beta-rule and splitting (1439), into two cases.
% 16.18/4.31  																																													|-Branch one:
% 16.18/4.31  																																													| (1440) unit = e0
% 16.18/4.31  																																													|
% 16.18/4.31  																																														| Equations (1440) can reduce 1438 to:
% 16.18/4.31  																																														| (541)  ~ (e1 = e0)
% 16.18/4.31  																																														|
% 16.18/4.31  																																														| Simplifying 541 yields:
% 16.18/4.31  																																														| (128)  ~ (e1 = e0)
% 16.18/4.31  																																														|
% 16.18/4.31  																																														| From (1440) and (151) follows:
% 16.18/4.31  																																														| (3149) op(e2, e0) = e2
% 16.18/4.31  																																														|
% 16.18/4.31  																																														| From (1440) and (186) follows:
% 16.18/4.31  																																														| (3549) op(e1, e0) = e1
% 16.18/4.31  																																														|
% 16.18/4.31  																																														| Instantiating formula (120) with e2, e0, e2, e0 and discharging atoms op(e2, e0) = e2, op(e2, e0) = e0, yields:
% 16.18/4.31  																																														| (552) e2 = e0
% 16.18/4.31  																																														|
% 16.18/4.31  																																														| Instantiating formula (120) with e1, e0, e1, e2 and discharging atoms op(e1, e0) = e2, op(e1, e0) = e1, yields:
% 16.18/4.31  																																														| (420) e2 = e1
% 16.18/4.31  																																														|
% 16.18/4.31  																																														| Combining equations (420,552) yields a new equation:
% 16.18/4.31  																																														| (245) e1 = e0
% 16.18/4.31  																																														|
% 16.18/4.31  																																														| Simplifying 245 yields:
% 16.18/4.31  																																														| (246) e1 = e0
% 16.18/4.31  																																														|
% 16.18/4.31  																																														| Equations (246) can reduce 128 to:
% 16.18/4.31  																																														| (247) $false
% 16.18/4.31  																																														|
% 16.18/4.31  																																														|-The branch is then unsatisfiable
% 16.18/4.31  																																													|-Branch two:
% 16.18/4.31  																																													| (387)  ~ (unit = e0)
% 16.18/4.31  																																													| (1443) unit = e4 | unit = e3 | unit = e2
% 16.18/4.31  																																													|
% 16.18/4.31  																																														+-Applying beta-rule and splitting (1443), into two cases.
% 16.18/4.31  																																														|-Branch one:
% 16.18/4.31  																																														| (1444) unit = e3
% 16.18/4.31  																																														|
% 16.18/4.31  																																															| From (1444) and (141) follows:
% 16.18/4.31  																																															| (1431) op(e3, e4) = e4
% 16.18/4.31  																																															|
% 16.18/4.31  																																															| From (1444) and (15) follows:
% 16.18/4.31  																																															| (4130) op(e4, e3) = e4
% 16.18/4.31  																																															|
% 16.18/4.31  																																															| From (1444) and (108) follows:
% 16.18/4.31  																																															| (1446) op(e0, e3) = e0
% 16.18/4.31  																																															|
% 16.18/4.31  																																															| Instantiating formula (120) with e4, e3, e4, e1 and discharging atoms op(e4, e3) = e4, op(e4, e3) = e1, yields:
% 16.18/4.31  																																															| (332) e4 = e1
% 16.18/4.31  																																															|
% 16.18/4.31  																																															| Instantiating formula (120) with e3, e4, e4, e3 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e3, yields:
% 16.18/4.31  																																															| (873) e4 = e3
% 16.18/4.31  																																															|
% 16.18/4.31  																																															| Instantiating formula (120) with e0, e3, e0, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e0, yields:
% 16.18/4.31  																																															| (911) e4 = e0
% 16.18/4.31  																																															|
% 16.18/4.31  																																															| Combining equations (332,873) yields a new equation:
% 16.18/4.31  																																															| (299) e3 = e1
% 16.18/4.31  																																															|
% 16.18/4.31  																																															| Combining equations (911,873) yields a new equation:
% 16.18/4.31  																																															| (761) e3 = e0
% 16.18/4.31  																																															|
% 16.18/4.31  																																															| Combining equations (761,299) yields a new equation:
% 16.18/4.31  																																															| (246) e1 = e0
% 16.18/4.31  																																															|
% 16.18/4.31  																																															| Equations (246) can reduce 128 to:
% 16.18/4.31  																																															| (247) $false
% 16.18/4.31  																																															|
% 16.18/4.31  																																															|-The branch is then unsatisfiable
% 16.18/4.31  																																														|-Branch two:
% 16.18/4.31  																																														| (343)  ~ (unit = e3)
% 16.18/4.31  																																														| (1453) unit = e4 | unit = e2
% 16.18/4.31  																																														|
% 16.18/4.31  																																															+-Applying beta-rule and splitting (1453), into two cases.
% 16.18/4.31  																																															|-Branch one:
% 16.18/4.31  																																															| (1454) unit = e4
% 16.18/4.31  																																															|
% 16.18/4.31  																																																| From (1454) and (27) follows:
% 16.18/4.31  																																																| (4841) op(e4, e3) = e3
% 16.18/4.31  																																																|
% 16.18/4.31  																																																| From (1454) and (46) follows:
% 16.18/4.31  																																																| (2259) op(e4, e0) = e0
% 16.18/4.31  																																																|
% 16.18/4.31  																																																| Instantiating formula (120) with e4, e3, e3, e1 and discharging atoms op(e4, e3) = e3, op(e4, e3) = e1, yields:
% 16.18/4.31  																																																| (299) e3 = e1
% 16.18/4.31  																																																|
% 16.18/4.31  																																																| Instantiating formula (120) with e4, e0, e0, e3 and discharging atoms op(e4, e0) = e3, op(e4, e0) = e0, yields:
% 16.18/4.31  																																																| (761) e3 = e0
% 16.18/4.31  																																																|
% 16.18/4.31  																																																| Combining equations (299,761) yields a new equation:
% 16.18/4.31  																																																| (245) e1 = e0
% 16.18/4.31  																																																|
% 16.18/4.31  																																																| Simplifying 245 yields:
% 16.18/4.31  																																																| (246) e1 = e0
% 16.18/4.31  																																																|
% 16.18/4.31  																																																| Equations (246) can reduce 128 to:
% 16.18/4.31  																																																| (247) $false
% 16.18/4.31  																																																|
% 16.18/4.31  																																																|-The branch is then unsatisfiable
% 16.18/4.31  																																															|-Branch two:
% 16.18/4.31  																																															| (349)  ~ (unit = e4)
% 16.18/4.31  																																															| (1470) unit = e2
% 16.18/4.31  																																															|
% 16.18/4.31  																																																| Equations (1470) can reduce 325 to:
% 16.18/4.31  																																																| (247) $false
% 16.18/4.31  																																																|
% 16.18/4.31  																																																|-The branch is then unsatisfiable
% 16.18/4.31  																																											|-Branch two:
% 16.18/4.31  																																											| (1418)  ~ (all_0_12_12 = e0)
% 16.18/4.31  																																											| (3092) all_0_12_12 = e4 | all_0_12_12 = e2
% 16.18/4.31  																																											|
% 16.18/4.31  																																												+-Applying beta-rule and splitting (546), into two cases.
% 16.18/4.31  																																												|-Branch one:
% 16.18/4.31  																																												| (547) all_0_10_10 = e0
% 16.18/4.31  																																												|
% 16.18/4.31  																																													| Combining equations (303,547) yields a new equation:
% 16.18/4.31  																																													| (779) e2 = e0
% 16.18/4.31  																																													|
% 16.18/4.31  																																													| Simplifying 779 yields:
% 16.18/4.31  																																													| (552) e2 = e0
% 16.18/4.31  																																													|
% 16.18/4.31  																																													| Equations (552) can reduce 47 to:
% 16.18/4.31  																																													| (247) $false
% 16.18/4.31  																																													|
% 16.18/4.31  																																													|-The branch is then unsatisfiable
% 16.18/4.31  																																												|-Branch two:
% 16.18/4.31  																																												| (390)  ~ (all_0_10_10 = e0)
% 16.18/4.31  																																												| (550) all_0_11_11 = e0 | all_0_12_12 = e0
% 16.18/4.31  																																												|
% 16.18/4.31  																																													+-Applying beta-rule and splitting (550), into two cases.
% 16.18/4.31  																																													|-Branch one:
% 16.18/4.31  																																													| (551) all_0_11_11 = e0
% 16.18/4.31  																																													|
% 16.18/4.31  																																														| Combining equations (1794,551) yields a new equation:
% 16.18/4.31  																																														| (245) e1 = e0
% 16.18/4.31  																																														|
% 16.18/4.31  																																														| Simplifying 245 yields:
% 16.18/4.31  																																														| (246) e1 = e0
% 16.18/4.31  																																														|
% 16.18/4.31  																																														| Equations (246) can reduce 128 to:
% 16.18/4.31  																																														| (247) $false
% 16.18/4.31  																																														|
% 16.18/4.31  																																														|-The branch is then unsatisfiable
% 16.18/4.31  																																													|-Branch two:
% 16.18/4.31  																																													| (554)  ~ (all_0_11_11 = e0)
% 16.18/4.31  																																													| (555) all_0_12_12 = e0
% 16.18/4.31  																																													|
% 16.18/4.31  																																														| Equations (555) can reduce 1418 to:
% 16.18/4.31  																																														| (247) $false
% 16.18/4.31  																																														|
% 16.18/4.31  																																														|-The branch is then unsatisfiable
% 16.18/4.31  																																										|-Branch two:
% 16.18/4.31  																																										| (334) all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)
% 16.18/4.31  																																										|
% 16.18/4.31  																																											| Applying alpha-rule on (334) yields:
% 16.18/4.31  																																											| (301)  ~ (all_0_13_13 = e3)
% 16.18/4.31  																																											| (336)  ~ (all_0_3_3 = e3) | all_0_0_0 = e0
% 16.18/4.31  																																											| (337)  ~ (all_0_19_19 = e3) | all_0_17_17 = e1
% 16.18/4.31  																																											| (338)  ~ (all_0_16_16 = e3) | all_0_17_17 = e4
% 16.18/4.31  																																											| (339)  ~ (all_0_4_4 = e3) | all_0_5_5 = e4
% 16.18/4.31  																																											| (340)  ~ (all_0_15_15 = e3)
% 16.18/4.31  																																											| (341)  ~ (all_0_20_20 = e3) | all_0_17_17 = e0
% 16.18/4.31  																																											| (303) all_0_10_10 = e2
% 16.18/4.31  																																											| (343)  ~ (unit = e3)
% 16.18/4.31  																																											| (344)  ~ (all_0_7_7 = e3) | all_0_5_5 = e1
% 16.18/4.31  																																											| (345)  ~ (all_0_2_2 = e3) | all_0_0_0 = e1
% 16.18/4.31  																																											| (346)  ~ (all_0_8_8 = e3) | all_0_5_5 = e0
% 16.18/4.31  																																											|
% 16.18/4.31  																																											+-Applying beta-rule and splitting (337), into two cases.
% 16.18/4.31  																																											|-Branch one:
% 16.18/4.31  																																											| (1004)  ~ (all_0_19_19 = e3)
% 16.18/4.31  																																											|
% 16.18/4.31  																																												| Equations (946) can reduce 1004 to:
% 16.18/4.31  																																												| (247) $false
% 16.18/4.31  																																												|
% 16.18/4.31  																																												|-The branch is then unsatisfiable
% 16.18/4.31  																																											|-Branch two:
% 16.18/4.31  																																											| (946) all_0_19_19 = e3
% 16.18/4.31  																																											| (262) all_0_17_17 = e1
% 16.18/4.31  																																											|
% 16.18/4.31  																																												| Combining equations (688,262) yields a new equation:
% 16.18/4.31  																																												| (331) e4 = e1
% 16.18/4.31  																																												|
% 16.18/4.31  																																												| Simplifying 331 yields:
% 16.18/4.31  																																												| (332) e4 = e1
% 16.18/4.31  																																												|
% 16.18/4.31  																																												| Equations (332) can reduce 210 to:
% 16.18/4.31  																																												| (247) $false
% 16.18/4.31  																																												|
% 16.18/4.31  																																												|-The branch is then unsatisfiable
% 16.18/4.31  																																									|-Branch two:
% 16.18/4.31  																																									| (348) all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)
% 16.18/4.31  																																									|
% 16.18/4.31  																																										| Applying alpha-rule on (348) yields:
% 16.18/4.31  																																										| (349)  ~ (unit = e4)
% 16.18/4.31  																																										| (350)  ~ (all_0_6_6 = e4)
% 16.18/4.31  																																										| (351)  ~ (all_0_12_12 = e4) | all_0_9_9 = e0
% 16.18/4.31  																																										| (352)  ~ (all_0_18_18 = e4)
% 16.18/4.31  																																										| (353)  ~ (all_0_20_20 = e4) | all_0_16_16 = e0
% 16.18/4.31  																																										| (354)  ~ (all_0_0_0 = e4)
% 16.18/4.31  																																										| (355)  ~ (all_0_10_10 = e4)
% 16.18/4.31  																																										| (356)  ~ (all_0_3_3 = e4)
% 16.18/4.31  																																										| (224) all_0_13_13 = e1
% 16.18/4.31  																																										| (358)  ~ (all_0_5_5 = e4) | all_0_4_4 = e3
% 16.18/4.31  																																										| (359)  ~ (all_0_8_8 = e4) | all_0_4_4 = e0
% 16.18/4.31  																																										| (360)  ~ (all_0_17_17 = e4) | all_0_16_16 = e3
% 16.18/4.31  																																										|
% 16.18/4.31  																																										+-Applying beta-rule and splitting (3058), into two cases.
% 16.18/4.31  																																										|-Branch one:
% 16.18/4.31  																																										| (555) all_0_12_12 = e0
% 16.18/4.31  																																										|
% 16.18/4.31  																																											| Equations (555) can reduce 44 to:
% 16.18/4.31  																																											| (713)  ~ (e3 = e0)
% 16.18/4.31  																																											|
% 16.18/4.31  																																											| Simplifying 713 yields:
% 16.18/4.31  																																											| (64)  ~ (e3 = e0)
% 16.18/4.31  																																											|
% 16.18/4.31  																																											+-Applying beta-rule and splitting (360), into two cases.
% 16.18/4.31  																																											|-Branch one:
% 16.18/4.31  																																											| (992)  ~ (all_0_17_17 = e4)
% 16.18/4.31  																																											|
% 16.18/4.31  																																												| Equations (688) can reduce 992 to:
% 16.18/4.31  																																												| (247) $false
% 16.18/4.31  																																												|
% 16.18/4.31  																																												|-The branch is then unsatisfiable
% 16.18/4.31  																																											|-Branch two:
% 16.18/4.31  																																											| (688) all_0_17_17 = e4
% 16.18/4.31  																																											| (435) all_0_16_16 = e3
% 16.18/4.31  																																											|
% 16.18/4.31  																																												| Combining equations (435,1503) yields a new equation:
% 16.18/4.31  																																												| (1006) e3 = e0
% 16.18/4.31  																																												|
% 16.18/4.31  																																												| Simplifying 1006 yields:
% 16.18/4.31  																																												| (761) e3 = e0
% 16.18/4.31  																																												|
% 16.18/4.31  																																												| Equations (761) can reduce 64 to:
% 16.18/4.31  																																												| (247) $false
% 16.18/4.31  																																												|
% 16.18/4.31  																																												|-The branch is then unsatisfiable
% 16.18/4.31  																																										|-Branch two:
% 16.18/4.31  																																										| (1418)  ~ (all_0_12_12 = e0)
% 16.18/4.31  																																										| (3092) all_0_12_12 = e4 | all_0_12_12 = e2
% 16.18/4.31  																																										|
% 16.18/4.31  																																											+-Applying beta-rule and splitting (3092), into two cases.
% 16.18/4.31  																																											|-Branch one:
% 16.18/4.31  																																											| (594) all_0_12_12 = e4
% 16.18/4.31  																																											|
% 16.18/4.31  																																												| Equations (594) can reduce 909 to:
% 16.18/4.31  																																												| (247) $false
% 16.18/4.31  																																												|
% 16.18/4.31  																																												|-The branch is then unsatisfiable
% 16.18/4.31  																																											|-Branch two:
% 16.18/4.31  																																											| (909)  ~ (all_0_12_12 = e4)
% 16.18/4.31  																																											| (419) all_0_12_12 = e2
% 16.18/4.31  																																											|
% 16.18/4.31  																																												| Equations (419) can reduce 323 to:
% 16.18/4.31  																																												| (247) $false
% 16.18/4.31  																																												|
% 16.18/4.31  																																												|-The branch is then unsatisfiable
% 16.18/4.32  																																								|-Branch two:
% 16.18/4.32  																																								| (379) all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1)
% 16.18/4.32  																																								|
% 16.18/4.32  																																									| Applying alpha-rule on (379) yields:
% 16.18/4.32  																																									| (380) all_0_15_15 = e2
% 16.18/4.32  																																									| (381)  ~ (all_0_11_11 = e0) | all_0_12_12 = e1
% 16.18/4.32  																																									| (382)  ~ (all_0_4_4 = e0) | all_0_8_8 = e4
% 16.18/4.32  																																									| (383)  ~ (all_0_17_17 = e0) | all_0_20_20 = e3
% 16.18/4.32  																																									| (384)  ~ (all_0_2_2 = e0) | all_0_3_3 = e1
% 16.18/4.32  																																									| (385)  ~ (all_0_9_9 = e0) | all_0_12_12 = e4
% 16.18/4.32  																																									| (386)  ~ (all_0_7_7 = e0) | all_0_8_8 = e1
% 16.18/4.32  																																									| (387)  ~ (unit = e0)
% 16.18/4.32  																																									| (388)  ~ (all_0_19_19 = e0) | all_0_20_20 = e1
% 16.18/4.32  																																									| (389)  ~ (all_0_0_0 = e0) | all_0_3_3 = e3
% 16.18/4.32  																																									| (390)  ~ (all_0_10_10 = e0)
% 16.18/4.32  																																									| (391)  ~ (all_0_5_5 = e0) | all_0_8_8 = e3
% 16.18/4.32  																																									| (392)  ~ (all_0_16_16 = e0) | all_0_20_20 = e4
% 16.18/4.32  																																									|
% 16.18/4.32  																																									+-Applying beta-rule and splitting (384), into two cases.
% 16.18/4.32  																																									|-Branch one:
% 16.18/4.32  																																									| (770)  ~ (all_0_2_2 = e0)
% 16.18/4.32  																																									|
% 16.18/4.32  																																										| Equations (767) can reduce 770 to:
% 16.18/4.32  																																										| (247) $false
% 16.18/4.32  																																										|
% 16.18/4.32  																																										|-The branch is then unsatisfiable
% 16.18/4.32  																																									|-Branch two:
% 16.18/4.32  																																									| (767) all_0_2_2 = e0
% 16.18/4.32  																																									| (258) all_0_3_3 = e1
% 16.18/4.32  																																									|
% 16.18/4.32  																																										| Combining equations (258,2586) yields a new equation:
% 16.18/4.32  																																										| (299) e3 = e1
% 16.18/4.32  																																										|
% 16.18/4.32  																																										| Equations (299) can reduce 132 to:
% 16.18/4.32  																																										| (247) $false
% 16.18/4.32  																																										|
% 16.18/4.32  																																										|-The branch is then unsatisfiable
% 16.18/4.32  																																							|-Branch two:
% 16.18/4.32  																																							| (395)  ~ (all_0_1_1 = e1) &  ~ (all_0_4_4 = e1) &  ~ (all_0_9_9 = e1) &  ~ (all_0_10_10 = e1) &  ~ (all_0_14_14 = e1) &  ~ (all_0_15_15 = e1) &  ~ (all_0_16_16 = e1) & ( ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))) & ( ~ (all_0_2_2 = e1) |  ~ (unit = e1)) & ( ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))) & ( ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))) & ( ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))) & ( ~ (all_0_7_7 = e1) |  ~ (unit = e1)) & ( ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))) & ( ~ (all_0_11_11 = e1) |  ~ (unit = e1)) & ( ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))) & ( ~ (all_0_13_13 = e1) |  ~ (unit = e1)) & ( ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))) & ( ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))) & ( ~ (all_0_19_19 = e1) |  ~ (unit = e1)) & ( ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1)))
% 16.18/4.32  																																							|
% 16.18/4.32  																																								| Applying alpha-rule on (395) yields:
% 16.18/4.32  																																								| (396)  ~ (all_0_1_1 = e1)
% 16.18/4.32  																																								| (397)  ~ (all_0_7_7 = e1) |  ~ (unit = e1)
% 16.18/4.32  																																								| (227)  ~ (all_0_14_14 = e1)
% 16.18/4.32  																																								| (225)  ~ (all_0_4_4 = e1)
% 16.18/4.32  																																								| (400)  ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))
% 16.18/4.32  																																								| (401)  ~ (all_0_11_11 = e1) |  ~ (unit = e1)
% 16.18/4.32  																																								| (402)  ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))
% 16.18/4.32  																																								| (403)  ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))
% 16.18/4.32  																																								| (231)  ~ (all_0_16_16 = e1)
% 16.18/4.32  																																								| (405)  ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1))
% 16.18/4.32  																																								| (286)  ~ (all_0_10_10 = e1)
% 16.18/4.32  																																								| (407)  ~ (all_0_13_13 = e1) |  ~ (unit = e1)
% 16.18/4.32  																																								| (408)  ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))
% 16.18/4.32  																																								| (409)  ~ (all_0_19_19 = e1) |  ~ (unit = e1)
% 16.18/4.32  																																								| (410)  ~ (all_0_2_2 = e1) |  ~ (unit = e1)
% 16.18/4.32  																																								| (411)  ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))
% 16.18/4.32  																																								| (412)  ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))
% 16.18/4.32  																																								| (413)  ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))
% 16.18/4.32  																																								| (285)  ~ (all_0_9_9 = e1)
% 16.18/4.32  																																								| (229)  ~ (all_0_15_15 = e1)
% 16.18/4.32  																																								| (416)  ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))
% 16.18/4.32  																																								|
% 16.18/4.32  																																								| Equations (1503) can reduce 231 to:
% 16.18/4.32  																																								| (541)  ~ (e1 = e0)
% 16.18/4.32  																																								|
% 16.18/4.32  																																								| Simplifying 541 yields:
% 16.18/4.32  																																								| (128)  ~ (e1 = e0)
% 16.18/4.32  																																								|
% 16.18/4.32  																																								+-Applying beta-rule and splitting (3058), into two cases.
% 16.18/4.32  																																								|-Branch one:
% 16.18/4.32  																																								| (555) all_0_12_12 = e0
% 16.18/4.32  																																								|
% 16.18/4.32  																																									| Equations (555) can reduce 44 to:
% 16.18/4.32  																																									| (713)  ~ (e3 = e0)
% 16.18/4.32  																																									|
% 16.18/4.32  																																									| Simplifying 713 yields:
% 16.18/4.32  																																									| (64)  ~ (e3 = e0)
% 16.18/4.32  																																									|
% 16.18/4.32  																																									+-Applying beta-rule and splitting (405), into two cases.
% 16.18/4.32  																																									|-Branch one:
% 16.18/4.32  																																									| (4963)  ~ (all_0_20_20 = e1)
% 16.18/4.32  																																									|
% 16.18/4.32  																																										| Equations (1017) can reduce 4963 to:
% 16.18/4.32  																																										| (247) $false
% 16.18/4.32  																																										|
% 16.18/4.32  																																										|-The branch is then unsatisfiable
% 16.18/4.32  																																									|-Branch two:
% 16.18/4.32  																																									| (1017) all_0_20_20 = e1
% 16.18/4.32  																																									| (4966) all_0_19_19 = e0 &  ~ (unit = e1)
% 16.18/4.32  																																									|
% 16.18/4.32  																																										| Applying alpha-rule on (4966) yields:
% 16.18/4.32  																																										| (922) all_0_19_19 = e0
% 16.18/4.32  																																										| (1438)  ~ (unit = e1)
% 16.18/4.32  																																										|
% 16.18/4.32  																																										| Combining equations (922,946) yields a new equation:
% 16.18/4.32  																																										| (761) e3 = e0
% 16.18/4.32  																																										|
% 16.18/4.32  																																										| Equations (761) can reduce 64 to:
% 16.18/4.32  																																										| (247) $false
% 16.18/4.32  																																										|
% 16.18/4.32  																																										|-The branch is then unsatisfiable
% 16.18/4.32  																																								|-Branch two:
% 16.18/4.32  																																								| (1418)  ~ (all_0_12_12 = e0)
% 16.18/4.32  																																								| (3092) all_0_12_12 = e4 | all_0_12_12 = e2
% 16.18/4.32  																																								|
% 16.18/4.32  																																									+-Applying beta-rule and splitting (546), into two cases.
% 16.18/4.32  																																									|-Branch one:
% 16.18/4.32  																																									| (547) all_0_10_10 = e0
% 16.18/4.32  																																									|
% 16.18/4.32  																																										| Combining equations (303,547) yields a new equation:
% 16.18/4.32  																																										| (779) e2 = e0
% 16.18/4.32  																																										|
% 16.18/4.32  																																										| Simplifying 779 yields:
% 16.18/4.32  																																										| (552) e2 = e0
% 16.18/4.32  																																										|
% 16.18/4.32  																																										| Equations (552) can reduce 47 to:
% 16.18/4.32  																																										| (247) $false
% 16.18/4.32  																																										|
% 16.18/4.32  																																										|-The branch is then unsatisfiable
% 16.18/4.32  																																									|-Branch two:
% 16.18/4.32  																																									| (390)  ~ (all_0_10_10 = e0)
% 16.18/4.32  																																									| (550) all_0_11_11 = e0 | all_0_12_12 = e0
% 16.18/4.32  																																									|
% 16.18/4.32  																																										+-Applying beta-rule and splitting (550), into two cases.
% 16.18/4.32  																																										|-Branch one:
% 16.18/4.32  																																										| (551) all_0_11_11 = e0
% 16.18/4.32  																																										|
% 16.18/4.32  																																											| Combining equations (1794,551) yields a new equation:
% 16.18/4.32  																																											| (245) e1 = e0
% 16.18/4.32  																																											|
% 16.18/4.32  																																											| Simplifying 245 yields:
% 16.18/4.32  																																											| (246) e1 = e0
% 16.18/4.32  																																											|
% 16.18/4.32  																																											| Equations (246) can reduce 128 to:
% 16.18/4.32  																																											| (247) $false
% 16.18/4.32  																																											|
% 16.18/4.32  																																											|-The branch is then unsatisfiable
% 16.18/4.32  																																										|-Branch two:
% 16.18/4.32  																																										| (554)  ~ (all_0_11_11 = e0)
% 16.18/4.32  																																										| (555) all_0_12_12 = e0
% 16.18/4.32  																																										|
% 16.18/4.32  																																											| Equations (555) can reduce 1418 to:
% 16.18/4.32  																																											| (247) $false
% 16.18/4.32  																																											|
% 16.18/4.32  																																											|-The branch is then unsatisfiable
% 16.18/4.32  																																				|-Branch two:
% 16.18/4.32  																																				| (577)  ~ (all_0_9_9 = e4)
% 16.18/4.32  																																				| (1500) all_0_16_16 = e4
% 16.18/4.32  																																				|
% 16.18/4.32  																																					| Combining equations (1503,1500) yields a new equation:
% 16.18/4.32  																																					| (911) e4 = e0
% 16.18/4.32  																																					|
% 16.18/4.32  																																					| Equations (911) can reduce 7 to:
% 16.18/4.32  																																					| (247) $false
% 16.18/4.32  																																					|
% 16.18/4.32  																																					|-The branch is then unsatisfiable
% 16.18/4.32  																																			|-Branch two:
% 16.18/4.32  																																			| (789)  ~ (all_0_3_3 = e3)
% 16.18/4.32  																																			| (800) all_0_3_3 = e4
% 16.18/4.32  																																			|
% 16.18/4.32  																																				| Equations (800) can reduce 356 to:
% 16.18/4.32  																																				| (247) $false
% 16.18/4.32  																																				|
% 16.18/4.32  																																				|-The branch is then unsatisfiable
% 16.18/4.32  																														|-Branch two:
% 16.18/4.32  																														| (770)  ~ (all_0_2_2 = e0)
% 16.18/4.32  																														| (771) all_0_7_7 = e0 | all_0_11_11 = e0 | all_0_19_19 = e0
% 16.18/4.32  																														|
% 16.18/4.32  																															+-Applying beta-rule and splitting (914), into two cases.
% 16.18/4.32  																															|-Branch one:
% 16.18/4.32  																															| (767) all_0_2_2 = e0
% 16.18/4.32  																															|
% 16.18/4.32  																																| Equations (767) can reduce 770 to:
% 16.18/4.32  																																| (247) $false
% 16.18/4.32  																																|
% 16.18/4.32  																																|-The branch is then unsatisfiable
% 16.18/4.32  																															|-Branch two:
% 16.18/4.32  																															| (770)  ~ (all_0_2_2 = e0)
% 16.18/4.32  																															| (919) all_0_3_3 = e0
% 16.18/4.32  																															|
% 16.18/4.32  																																| Equations (919) can reduce 115 to:
% 16.18/4.32  																																| (770)  ~ (all_0_2_2 = e0)
% 16.18/4.32  																																|
% 16.18/4.32  																																+-Applying beta-rule and splitting (1374), into two cases.
% 16.18/4.32  																																|-Branch one:
% 16.18/4.32  																																| (767) all_0_2_2 = e0
% 16.18/4.32  																																|
% 16.18/4.32  																																	| Equations (767) can reduce 770 to:
% 16.18/4.32  																																	| (247) $false
% 16.18/4.32  																																	|
% 16.18/4.32  																																	|-The branch is then unsatisfiable
% 16.18/4.32  																																|-Branch two:
% 16.18/4.32  																																| (770)  ~ (all_0_2_2 = e0)
% 16.18/4.32  																																| (755) all_0_2_2 = e3
% 16.18/4.32  																																|
% 16.18/4.32  																																	| Equations (755) can reduce 925 to:
% 16.18/4.32  																																	| (247) $false
% 16.18/4.32  																																	|
% 16.18/4.32  																																	|-The branch is then unsatisfiable
% 16.18/4.32  																													|-Branch two:
% 16.18/4.32  																													| (436)  ~ (all_0_4_4 = e3)
% 16.18/4.32  																													| (2404) all_0_13_13 = e3 | all_0_16_16 = e3
% 16.18/4.32  																													|
% 16.18/4.32  																														+-Applying beta-rule and splitting (203), into two cases.
% 16.18/4.32  																														|-Branch one:
% 16.18/4.32  																														| (543) all_0_9_9 = e0
% 16.18/4.32  																														|
% 16.18/4.32  																															| Equations (543) can reduce 538 to:
% 16.18/4.32  																															| (247) $false
% 16.18/4.32  																															|
% 16.18/4.32  																															|-The branch is then unsatisfiable
% 16.18/4.32  																														|-Branch two:
% 16.18/4.32  																														| (538)  ~ (all_0_9_9 = e0)
% 16.18/4.32  																														| (546) all_0_10_10 = e0 | all_0_11_11 = e0 | all_0_12_12 = e0
% 16.18/4.32  																														|
% 16.18/4.32  																															+-Applying beta-rule and splitting (292), into two cases.
% 16.18/4.32  																															|-Branch one:
% 16.18/4.32  																															| (543) all_0_9_9 = e0
% 16.18/4.32  																															|
% 16.18/4.32  																																| Equations (543) can reduce 538 to:
% 16.18/4.32  																																| (247) $false
% 16.18/4.32  																																|
% 16.18/4.32  																																|-The branch is then unsatisfiable
% 16.18/4.32  																															|-Branch two:
% 16.18/4.32  																															| (538)  ~ (all_0_9_9 = e0)
% 16.18/4.32  																															| (602) all_0_9_9 = e4
% 16.18/4.32  																															|
% 16.18/4.32  																																| Equations (602) can reduce 183 to:
% 16.18/4.32  																																| (4768)  ~ (all_0_12_12 = e4)
% 16.18/4.32  																																|
% 16.18/4.32  																																| Simplifying 4768 yields:
% 16.18/4.32  																																| (909)  ~ (all_0_12_12 = e4)
% 16.18/4.32  																																|
% 16.32/4.32  																																+-Applying beta-rule and splitting (166), into two cases.
% 16.32/4.32  																																|-Branch one:
% 16.32/4.32  																																| (282) all_0_12_12 = e1
% 16.32/4.32  																																|
% 16.32/4.32  																																	| Equations (282) can reduce 1012 to:
% 16.32/4.32  																																	| (247) $false
% 16.32/4.32  																																	|
% 16.32/4.32  																																	|-The branch is then unsatisfiable
% 16.32/4.32  																																|-Branch two:
% 16.32/4.32  																																| (1012)  ~ (all_0_12_12 = e1)
% 16.32/4.32  																																| (3058) all_0_12_12 = e4 | all_0_12_12 = e2 | all_0_12_12 = e0
% 16.32/4.32  																																|
% 16.32/4.32  																																	+-Applying beta-rule and splitting (3058), into two cases.
% 16.32/4.32  																																	|-Branch one:
% 16.32/4.32  																																	| (555) all_0_12_12 = e0
% 16.32/4.32  																																	|
% 16.32/4.32  																																		| Equations (555) can reduce 84 to:
% 16.32/4.32  																																		| (250)  ~ (all_0_3_3 = e0)
% 16.32/4.32  																																		|
% 16.32/4.32  																																		+-Applying beta-rule and splitting (83), into two cases.
% 16.32/4.32  																																		|-Branch one:
% 16.32/4.32  																																		| (258) all_0_3_3 = e1
% 16.32/4.32  																																		|
% 16.32/4.32  																																			| Equations (258) can reduce 218 to:
% 16.32/4.32  																																			| (247) $false
% 16.32/4.32  																																			|
% 16.32/4.32  																																			|-The branch is then unsatisfiable
% 16.32/4.32  																																		|-Branch two:
% 16.32/4.32  																																		| (218)  ~ (all_0_3_3 = e1)
% 16.32/4.32  																																		| (2440) all_0_3_3 = e4 | all_0_3_3 = e3 | all_0_3_3 = e0
% 16.32/4.32  																																		|
% 16.32/4.32  																																			+-Applying beta-rule and splitting (162), into two cases.
% 16.32/4.32  																																			|-Branch one:
% 16.32/4.32  																																			| (767) all_0_2_2 = e0
% 16.32/4.32  																																			|
% 16.32/4.32  																																				| Equations (767) can reduce 115 to:
% 16.32/4.32  																																				| (2548)  ~ (all_0_3_3 = e0)
% 16.32/4.32  																																				|
% 16.32/4.32  																																				| Simplifying 2548 yields:
% 16.32/4.32  																																				| (250)  ~ (all_0_3_3 = e0)
% 16.32/4.32  																																				|
% 16.32/4.32  																																				| Equations (767) can reduce 925 to:
% 16.32/4.32  																																				| (713)  ~ (e3 = e0)
% 16.32/4.32  																																				|
% 16.32/4.32  																																				| Simplifying 713 yields:
% 16.32/4.32  																																				| (64)  ~ (e3 = e0)
% 16.32/4.32  																																				|
% 16.32/4.32  																																				+-Applying beta-rule and splitting (3250), into two cases.
% 16.32/4.32  																																				|-Branch one:
% 16.32/4.32  																																				| (755) all_0_2_2 = e3
% 16.32/4.32  																																				|
% 16.32/4.32  																																					| Combining equations (767,755) yields a new equation:
% 16.32/4.32  																																					| (761) e3 = e0
% 16.32/4.32  																																					|
% 16.32/4.32  																																					| Equations (761) can reduce 64 to:
% 16.32/4.32  																																					| (247) $false
% 16.32/4.32  																																					|
% 16.32/4.32  																																					|-The branch is then unsatisfiable
% 16.32/4.32  																																				|-Branch two:
% 16.32/4.32  																																				| (925)  ~ (all_0_2_2 = e3)
% 16.32/4.32  																																				| (2586) all_0_3_3 = e3
% 16.32/4.32  																																				|
% 16.32/4.32  																																					| Equations (2586) can reduce 218 to:
% 16.32/4.32  																																					| (132)  ~ (e3 = e1)
% 16.32/4.32  																																					|
% 16.32/4.32  																																					| Equations (2586) can reduce 250 to:
% 16.32/4.32  																																					| (64)  ~ (e3 = e0)
% 16.32/4.32  																																					|
% 16.32/4.33  																																					+-Applying beta-rule and splitting (2404), into two cases.
% 16.32/4.33  																																					|-Branch one:
% 16.32/4.33  																																					| (298) all_0_13_13 = e3
% 16.32/4.33  																																					|
% 16.32/4.33  																																						| Combining equations (224,298) yields a new equation:
% 16.32/4.33  																																						| (299) e3 = e1
% 16.32/4.33  																																						|
% 16.32/4.33  																																						| Equations (299) can reduce 132 to:
% 16.32/4.33  																																						| (247) $false
% 16.32/4.33  																																						|
% 16.32/4.33  																																						|-The branch is then unsatisfiable
% 16.32/4.33  																																					|-Branch two:
% 16.32/4.33  																																					| (301)  ~ (all_0_13_13 = e3)
% 16.32/4.33  																																					| (435) all_0_16_16 = e3
% 16.32/4.33  																																					|
% 16.32/4.33  																																						| Combining equations (1503,435) yields a new equation:
% 16.32/4.33  																																						| (761) e3 = e0
% 16.32/4.33  																																						|
% 16.32/4.33  																																						| Equations (761) can reduce 64 to:
% 16.32/4.33  																																						| (247) $false
% 16.32/4.33  																																						|
% 16.32/4.33  																																						|-The branch is then unsatisfiable
% 16.32/4.33  																																			|-Branch two:
% 16.32/4.33  																																			| (770)  ~ (all_0_2_2 = e0)
% 16.32/4.33  																																			| (771) all_0_7_7 = e0 | all_0_11_11 = e0 | all_0_19_19 = e0
% 16.32/4.33  																																			|
% 16.32/4.33  																																				+-Applying beta-rule and splitting (914), into two cases.
% 16.32/4.33  																																				|-Branch one:
% 16.32/4.33  																																				| (767) all_0_2_2 = e0
% 16.32/4.33  																																				|
% 16.32/4.33  																																					| Equations (767) can reduce 770 to:
% 16.32/4.33  																																					| (247) $false
% 16.32/4.33  																																					|
% 16.32/4.33  																																					|-The branch is then unsatisfiable
% 16.32/4.33  																																				|-Branch two:
% 16.32/4.33  																																				| (770)  ~ (all_0_2_2 = e0)
% 16.32/4.33  																																				| (919) all_0_3_3 = e0
% 16.32/4.33  																																				|
% 16.32/4.33  																																					| Equations (919) can reduce 250 to:
% 16.32/4.33  																																					| (247) $false
% 16.32/4.33  																																					|
% 16.32/4.33  																																					|-The branch is then unsatisfiable
% 16.32/4.33  																																	|-Branch two:
% 16.32/4.33  																																	| (1418)  ~ (all_0_12_12 = e0)
% 16.32/4.33  																																	| (3092) all_0_12_12 = e4 | all_0_12_12 = e2
% 16.32/4.33  																																	|
% 16.32/4.33  																																		+-Applying beta-rule and splitting (3092), into two cases.
% 16.32/4.33  																																		|-Branch one:
% 16.32/4.33  																																		| (594) all_0_12_12 = e4
% 16.32/4.33  																																		|
% 16.32/4.33  																																			| Equations (594) can reduce 909 to:
% 16.32/4.33  																																			| (247) $false
% 16.32/4.33  																																			|
% 16.32/4.33  																																			|-The branch is then unsatisfiable
% 16.32/4.33  																																		|-Branch two:
% 16.32/4.33  																																		| (909)  ~ (all_0_12_12 = e4)
% 16.32/4.33  																																		| (419) all_0_12_12 = e2
% 16.32/4.33  																																		|
% 16.32/4.33  																																			| Equations (419) can reduce 323 to:
% 16.32/4.33  																																			| (247) $false
% 16.32/4.33  																																			|
% 16.32/4.33  																																			|-The branch is then unsatisfiable
% 16.32/4.33  																												|-Branch two:
% 16.32/4.33  																												| (1405)  ~ (all_0_16_16 = e0)
% 16.32/4.33  																												| (3460) all_0_17_17 = e0 | all_0_19_19 = e0 | all_0_20_20 = e0
% 16.32/4.33  																												|
% 16.32/4.33  																													+-Applying beta-rule and splitting (87), into two cases.
% 16.32/4.33  																													|-Branch one:
% 16.32/4.33  																													| (572) all_0_4_4 = e3
% 16.32/4.33  																													|
% 16.32/4.33  																														| Equations (572) can reduce 6 to:
% 16.32/4.33  																														| (5063)  ~ (all_0_9_9 = e3)
% 16.32/4.33  																														|
% 16.32/4.33  																														| Simplifying 5063 yields:
% 16.32/4.33  																														| (142)  ~ (all_0_9_9 = e3)
% 16.32/4.33  																														|
% 16.32/4.33  																														| Equations (572) can reduce 558 to:
% 16.32/4.33  																														| (64)  ~ (e3 = e0)
% 16.32/4.33  																														|
% 16.32/4.33  																														+-Applying beta-rule and splitting (162), into two cases.
% 16.32/4.33  																														|-Branch one:
% 16.32/4.33  																														| (767) all_0_2_2 = e0
% 16.32/4.33  																														|
% 16.32/4.33  																															| Equations (767) can reduce 82 to:
% 16.32/4.33  																															| (796)  ~ (e4 = e0)
% 16.32/4.33  																															|
% 16.32/4.33  																															| Simplifying 796 yields:
% 16.32/4.33  																															| (7)  ~ (e4 = e0)
% 16.32/4.33  																															|
% 16.32/4.33  																															+-Applying beta-rule and splitting (563), into two cases.
% 16.32/4.33  																															|-Branch one:
% 16.32/4.33  																															| (543) all_0_9_9 = e0
% 16.32/4.33  																															|
% 16.32/4.33  																																| Equations (543) can reduce 183 to:
% 16.32/4.33  																																| (1417)  ~ (all_0_12_12 = e0)
% 16.32/4.33  																																|
% 16.32/4.33  																																| Simplifying 1417 yields:
% 16.32/4.33  																																| (1418)  ~ (all_0_12_12 = e0)
% 16.32/4.33  																																|
% 16.32/4.33  																																| Equations (543) can reduce 142 to:
% 16.32/4.33  																																| (713)  ~ (e3 = e0)
% 16.32/4.33  																																|
% 16.32/4.33  																																| Simplifying 713 yields:
% 16.32/4.33  																																| (64)  ~ (e3 = e0)
% 16.32/4.33  																																|
% 16.32/4.33  																																| Equations (543) can reduce 285 to:
% 16.32/4.33  																																| (541)  ~ (e1 = e0)
% 16.32/4.33  																																|
% 16.32/4.33  																																| Simplifying 541 yields:
% 16.32/4.33  																																| (128)  ~ (e1 = e0)
% 16.32/4.33  																																|
% 16.32/4.33  																																+-Applying beta-rule and splitting (170), into two cases.
% 16.32/4.33  																																|-Branch one:
% 16.32/4.33  																																| (602) all_0_9_9 = e4
% 16.32/4.33  																																|
% 16.32/4.33  																																	| Combining equations (543,602) yields a new equation:
% 16.32/4.33  																																	| (911) e4 = e0
% 16.32/4.33  																																	|
% 16.32/4.33  																																	| Equations (911) can reduce 7 to:
% 16.32/4.33  																																	| (247) $false
% 16.32/4.33  																																	|
% 16.32/4.33  																																	|-The branch is then unsatisfiable
% 16.32/4.33  																																|-Branch two:
% 16.32/4.33  																																| (577)  ~ (all_0_9_9 = e4)
% 16.32/4.33  																																| (957) all_0_10_10 = e4 | all_0_12_12 = e4
% 16.32/4.33  																																|
% 16.32/4.33  																																	+-Applying beta-rule and splitting (957), into two cases.
% 16.32/4.33  																																	|-Branch one:
% 16.32/4.33  																																	| (589) all_0_10_10 = e4
% 16.32/4.33  																																	|
% 16.32/4.33  																																		| Combining equations (303,589) yields a new equation:
% 16.32/4.33  																																		| (471) e4 = e2
% 16.32/4.33  																																		|
% 16.32/4.33  																																		| Equations (471) can reduce 194 to:
% 16.32/4.33  																																		| (247) $false
% 16.32/4.33  																																		|
% 16.32/4.33  																																		|-The branch is then unsatisfiable
% 16.32/4.33  																																	|-Branch two:
% 16.32/4.33  																																	| (355)  ~ (all_0_10_10 = e4)
% 16.32/4.33  																																	| (594) all_0_12_12 = e4
% 16.32/4.33  																																	|
% 16.32/4.33  																																		| Equations (594) can reduce 1418 to:
% 16.32/4.33  																																		| (7)  ~ (e4 = e0)
% 16.32/4.33  																																		|
% 16.32/4.33  																																		+-Applying beta-rule and splitting (3460), into two cases.
% 16.32/4.33  																																		|-Branch one:
% 16.32/4.33  																																		| (680) all_0_17_17 = e0
% 16.32/4.33  																																		|
% 16.32/4.33  																																			| Combining equations (680,688) yields a new equation:
% 16.32/4.33  																																			| (911) e4 = e0
% 16.32/4.33  																																			|
% 16.32/4.33  																																			| Equations (911) can reduce 7 to:
% 16.32/4.33  																																			| (247) $false
% 16.32/4.33  																																			|
% 16.32/4.33  																																			|-The branch is then unsatisfiable
% 16.32/4.33  																																		|-Branch two:
% 16.32/4.33  																																		| (252)  ~ (all_0_17_17 = e0)
% 16.32/4.33  																																		| (3527) all_0_19_19 = e0 | all_0_20_20 = e0
% 16.32/4.33  																																		|
% 16.32/4.33  																																			+-Applying beta-rule and splitting (3527), into two cases.
% 16.32/4.33  																																			|-Branch one:
% 16.32/4.33  																																			| (922) all_0_19_19 = e0
% 16.32/4.33  																																			|
% 16.32/4.33  																																				| Combining equations (946,922) yields a new equation:
% 16.32/4.33  																																				| (1006) e3 = e0
% 16.32/4.33  																																				|
% 16.32/4.33  																																				| Simplifying 1006 yields:
% 16.32/4.33  																																				| (761) e3 = e0
% 16.32/4.33  																																				|
% 16.32/4.33  																																				| Equations (761) can reduce 64 to:
% 16.32/4.33  																																				| (247) $false
% 16.32/4.33  																																				|
% 16.32/4.33  																																				|-The branch is then unsatisfiable
% 16.32/4.33  																																			|-Branch two:
% 16.32/4.33  																																			| (253)  ~ (all_0_19_19 = e0)
% 16.32/4.33  																																			| (249) all_0_20_20 = e0
% 16.32/4.33  																																			|
% 16.32/4.33  																																				| Combining equations (249,1017) yields a new equation:
% 16.32/4.33  																																				| (246) e1 = e0
% 16.32/4.33  																																				|
% 16.32/4.33  																																				| Equations (246) can reduce 128 to:
% 16.32/4.33  																																				| (247) $false
% 16.32/4.33  																																				|
% 16.32/4.33  																																				|-The branch is then unsatisfiable
% 16.32/4.33  																															|-Branch two:
% 16.32/4.33  																															| (538)  ~ (all_0_9_9 = e0)
% 16.32/4.33  																															| (1503) all_0_16_16 = e0
% 16.32/4.33  																															|
% 16.32/4.33  																																| Equations (1503) can reduce 1405 to:
% 16.32/4.33  																																| (247) $false
% 16.32/4.33  																																|
% 16.32/4.33  																																|-The branch is then unsatisfiable
% 16.32/4.33  																														|-Branch two:
% 16.32/4.33  																														| (770)  ~ (all_0_2_2 = e0)
% 16.32/4.33  																														| (771) all_0_7_7 = e0 | all_0_11_11 = e0 | all_0_19_19 = e0
% 16.32/4.33  																														|
% 16.32/4.33  																															+-Applying beta-rule and splitting (771), into two cases.
% 16.32/4.33  																															|-Branch one:
% 16.32/4.33  																															| (778) all_0_7_7 = e0
% 16.32/4.33  																															|
% 16.32/4.33  																																| Combining equations (634,778) yields a new equation:
% 16.32/4.33  																																| (779) e2 = e0
% 16.32/4.33  																																|
% 16.32/4.33  																																| Simplifying 779 yields:
% 16.32/4.33  																																| (552) e2 = e0
% 16.32/4.33  																																|
% 16.32/4.33  																																| Equations (552) can reduce 47 to:
% 16.32/4.33  																																| (247) $false
% 16.32/4.33  																																|
% 16.32/4.33  																																|-The branch is then unsatisfiable
% 16.32/4.33  																															|-Branch two:
% 16.32/4.33  																															| (710)  ~ (all_0_7_7 = e0)
% 16.32/4.33  																															| (783) all_0_11_11 = e0 | all_0_19_19 = e0
% 16.32/4.33  																															|
% 16.32/4.33  																																+-Applying beta-rule and splitting (783), into two cases.
% 16.32/4.33  																																|-Branch one:
% 16.32/4.33  																																| (551) all_0_11_11 = e0
% 16.32/4.33  																																|
% 16.32/4.33  																																	| Combining equations (1794,551) yields a new equation:
% 16.32/4.33  																																	| (245) e1 = e0
% 16.32/4.33  																																	|
% 16.32/4.33  																																	| Simplifying 245 yields:
% 16.32/4.33  																																	| (246) e1 = e0
% 16.32/4.33  																																	|
% 16.32/4.33  																																	| Equations (246) can reduce 128 to:
% 16.32/4.33  																																	| (247) $false
% 16.32/4.33  																																	|
% 16.32/4.33  																																	|-The branch is then unsatisfiable
% 16.32/4.33  																																|-Branch two:
% 16.32/4.33  																																| (554)  ~ (all_0_11_11 = e0)
% 16.32/4.33  																																| (922) all_0_19_19 = e0
% 16.32/4.33  																																|
% 16.32/4.33  																																	| Combining equations (946,922) yields a new equation:
% 16.32/4.33  																																	| (1006) e3 = e0
% 16.32/4.33  																																	|
% 16.32/4.33  																																	| Simplifying 1006 yields:
% 16.32/4.33  																																	| (761) e3 = e0
% 16.32/4.33  																																	|
% 16.32/4.33  																																	| Equations (761) can reduce 64 to:
% 16.32/4.33  																																	| (247) $false
% 16.32/4.33  																																	|
% 16.32/4.33  																																	|-The branch is then unsatisfiable
% 16.32/4.33  																													|-Branch two:
% 16.32/4.33  																													| (436)  ~ (all_0_4_4 = e3)
% 16.32/4.33  																													| (2404) all_0_13_13 = e3 | all_0_16_16 = e3
% 16.32/4.33  																													|
% 16.32/4.33  																														+-Applying beta-rule and splitting (2404), into two cases.
% 16.32/4.33  																														|-Branch one:
% 16.32/4.33  																														| (298) all_0_13_13 = e3
% 16.32/4.33  																														|
% 16.32/4.33  																															| Combining equations (224,298) yields a new equation:
% 16.32/4.33  																															| (299) e3 = e1
% 16.32/4.33  																															|
% 16.32/4.33  																															| Equations (299) can reduce 132 to:
% 16.32/4.33  																															| (247) $false
% 16.32/4.33  																															|
% 16.32/4.33  																															|-The branch is then unsatisfiable
% 16.32/4.33  																														|-Branch two:
% 16.32/4.33  																														| (301)  ~ (all_0_13_13 = e3)
% 16.32/4.33  																														| (435) all_0_16_16 = e3
% 16.32/4.33  																														|
% 16.32/4.33  																															| Equations (435) can reduce 995 to:
% 16.32/4.33  																															| (247) $false
% 16.32/4.33  																															|
% 16.32/4.33  																															|-The branch is then unsatisfiable
% 16.32/4.33  																			|-Branch two:
% 16.32/4.33  																			| (313)  ~ (all_0_14_14 = e3)
% 16.32/4.33  																			| (314) all_0_15_15 = e3
% 16.32/4.33  																			|
% 16.32/4.33  																				| Combining equations (314,380) yields a new equation:
% 16.32/4.33  																				| (657) e3 = e2
% 16.32/4.33  																				|
% 16.32/4.33  																				| Simplifying 657 yields:
% 16.32/4.33  																				| (311) e3 = e2
% 16.32/4.33  																				|
% 16.32/4.33  																				| Equations (311) can reduce 191 to:
% 16.32/4.33  																				| (247) $false
% 16.32/4.33  																				|
% 16.32/4.33  																				|-The branch is then unsatisfiable
% 16.32/4.33  																|-Branch two:
% 16.32/4.33  																| (1075)  ~ (all_0_11_11 = e1)
% 16.32/4.33  																| (282) all_0_12_12 = e1
% 16.32/4.33  																|
% 16.32/4.33  																	| Equations (282) can reduce 1012 to:
% 16.32/4.33  																	| (247) $false
% 16.32/4.33  																	|
% 16.32/4.33  																	|-The branch is then unsatisfiable
% 16.32/4.33  													|-Branch two:
% 16.32/4.33  													| (214)  ~ (all_0_0_0 = e1)
% 16.32/4.33  													| (1064) all_0_5_5 = e1 | all_0_10_10 = e1 | all_0_14_14 = e1 | all_0_17_17 = e1
% 16.32/4.33  													|
% 16.32/4.33  														+-Applying beta-rule and splitting (155), into two cases.
% 16.32/4.33  														|-Branch one:
% 16.32/4.33  														| (692) all_0_0_0 = e1
% 16.32/4.33  														|
% 16.32/4.33  															| Equations (692) can reduce 214 to:
% 16.32/4.33  															| (247) $false
% 16.32/4.33  															|
% 16.32/4.33  															|-The branch is then unsatisfiable
% 16.32/4.33  														|-Branch two:
% 16.32/4.33  														| (214)  ~ (all_0_0_0 = e1)
% 16.32/4.33  														| (2462) all_0_1_1 = e1 | all_0_2_2 = e1 | all_0_3_3 = e1
% 16.36/4.33  														|
% 16.36/4.33  															+-Applying beta-rule and splitting (182), into two cases.
% 16.36/4.33  															|-Branch one:
% 16.36/4.33  															| (289) all_0_9_9 = e1
% 16.36/4.33  															|
% 16.36/4.33  																| Equations (289) can reduce 285 to:
% 16.36/4.33  																| (247) $false
% 16.36/4.33  																|
% 16.36/4.33  																|-The branch is then unsatisfiable
% 16.36/4.33  															|-Branch two:
% 16.36/4.33  															| (285)  ~ (all_0_9_9 = e1)
% 16.36/4.33  															| (1977) all_0_10_10 = e1 | all_0_11_11 = e1 | all_0_12_12 = e1
% 16.36/4.33  															|
% 16.36/4.33  																+-Applying beta-rule and splitting (1977), into two cases.
% 16.36/4.33  																|-Branch one:
% 16.36/4.33  																| (581) all_0_10_10 = e1
% 16.36/4.33  																|
% 16.36/4.33  																	| Combining equations (303,581) yields a new equation:
% 16.36/4.33  																	| (629) e2 = e1
% 16.36/4.33  																	|
% 16.36/4.33  																	| Simplifying 629 yields:
% 16.36/4.33  																	| (420) e2 = e1
% 16.36/4.33  																	|
% 16.36/4.33  																	| Equations (420) can reduce 138 to:
% 16.36/4.33  																	| (247) $false
% 16.36/4.33  																	|
% 16.36/4.33  																	|-The branch is then unsatisfiable
% 16.36/4.33  																|-Branch two:
% 16.36/4.33  																| (286)  ~ (all_0_10_10 = e1)
% 16.36/4.33  																| (1981) all_0_11_11 = e1 | all_0_12_12 = e1
% 16.36/4.33  																|
% 16.36/4.33  																	+-Applying beta-rule and splitting (1981), into two cases.
% 16.36/4.33  																	|-Branch one:
% 16.36/4.33  																	| (1794) all_0_11_11 = e1
% 16.36/4.33  																	|
% 16.36/4.33  																		| Equations (1794) can reduce 48 to:
% 16.36/4.33  																		| (216)  ~ (all_0_2_2 = e1)
% 16.36/4.33  																		|
% 16.36/4.33  																		| Equations (1794) can reduce 34 to:
% 16.36/4.33  																		| (279)  ~ (e4 = e1)
% 16.36/4.33  																		|
% 16.36/4.33  																		| Simplifying 279 yields:
% 16.36/4.33  																		| (210)  ~ (e4 = e1)
% 16.36/4.33  																		|
% 16.36/4.33  																		+-Applying beta-rule and splitting (49), into two cases.
% 16.36/4.33  																		|-Branch one:
% 16.36/4.33  																		| (1371) all_0_2_2 = e1
% 16.36/4.33  																		|
% 16.36/4.33  																			| Equations (1371) can reduce 216 to:
% 16.36/4.33  																			| (247) $false
% 16.36/4.33  																			|
% 16.36/4.33  																			|-The branch is then unsatisfiable
% 16.36/4.33  																		|-Branch two:
% 16.36/4.33  																		| (216)  ~ (all_0_2_2 = e1)
% 16.36/4.33  																		| (1374) all_0_2_2 = e3 | all_0_2_2 = e0
% 16.36/4.33  																		|
% 16.36/4.33  																			+-Applying beta-rule and splitting (2462), into two cases.
% 16.36/4.33  																			|-Branch one:
% 16.36/4.33  																			| (213) all_0_1_1 = e1
% 16.36/4.33  																			|
% 16.36/4.33  																				| Combining equations (213,330) yields a new equation:
% 16.36/4.33  																				| (332) e4 = e1
% 16.36/4.33  																				|
% 16.36/4.33  																				| Equations (332) can reduce 210 to:
% 16.36/4.33  																				| (247) $false
% 16.36/4.33  																				|
% 16.36/4.33  																				|-The branch is then unsatisfiable
% 16.36/4.33  																			|-Branch two:
% 16.36/4.33  																			| (396)  ~ (all_0_1_1 = e1)
% 16.36/4.33  																			| (2467) all_0_2_2 = e1 | all_0_3_3 = e1
% 16.36/4.33  																			|
% 16.36/4.33  																				+-Applying beta-rule and splitting (2467), into two cases.
% 16.36/4.33  																				|-Branch one:
% 16.36/4.33  																				| (1371) all_0_2_2 = e1
% 16.36/4.33  																				|
% 16.36/4.33  																					| Equations (1371) can reduce 216 to:
% 16.36/4.33  																					| (247) $false
% 16.36/4.33  																					|
% 16.36/4.33  																					|-The branch is then unsatisfiable
% 16.36/4.33  																				|-Branch two:
% 16.36/4.33  																				| (216)  ~ (all_0_2_2 = e1)
% 16.36/4.33  																				| (258) all_0_3_3 = e1
% 16.36/4.33  																				|
% 16.36/4.33  																					| Equations (258) can reduce 218 to:
% 16.36/4.33  																					| (247) $false
% 16.36/4.33  																					|
% 16.36/4.33  																					|-The branch is then unsatisfiable
% 16.36/4.33  																	|-Branch two:
% 16.36/4.33  																	| (1075)  ~ (all_0_11_11 = e1)
% 16.36/4.33  																	| (282) all_0_12_12 = e1
% 16.36/4.33  																	|
% 16.36/4.33  																		| Equations (282) can reduce 1012 to:
% 16.36/4.33  																		| (247) $false
% 16.36/4.33  																		|
% 16.36/4.33  																		|-The branch is then unsatisfiable
% 16.36/4.33  												|-Branch two:
% 16.36/4.33  												| (294)  ~ (all_0_10_10 = e2)
% 16.36/4.33  												| (306) all_0_11_11 = e2 | all_0_12_12 = e2
% 16.36/4.33  												|
% 16.36/4.33  													+-Applying beta-rule and splitting (306), into two cases.
% 16.36/4.33  													|-Branch one:
% 16.36/4.33  													| (307) all_0_11_11 = e2
% 16.36/4.33  													|
% 16.36/4.33  														| Equations (307) can reduce 322 to:
% 16.36/4.33  														| (247) $false
% 16.36/4.33  														|
% 16.36/4.33  														|-The branch is then unsatisfiable
% 16.36/4.33  													|-Branch two:
% 16.36/4.33  													| (322)  ~ (all_0_11_11 = e2)
% 16.36/4.33  													| (419) all_0_12_12 = e2
% 16.36/4.33  													|
% 16.36/4.33  														| Equations (419) can reduce 323 to:
% 16.36/4.33  														| (247) $false
% 16.36/4.33  														|
% 16.36/4.33  														|-The branch is then unsatisfiable
% 16.36/4.33  											|-Branch two:
% 16.36/4.33  											| (444)  ~ (all_0_7_7 = e2)
% 16.36/4.33  											| (954) all_0_8_8 = e2
% 16.36/4.33  											|
% 16.36/4.33  												| Equations (954) can reduce 320 to:
% 16.36/4.33  												| (247) $false
% 16.36/4.33  												|
% 16.36/4.33  												|-The branch is then unsatisfiable
% 16.36/4.33  					|-Branch two:
% 16.36/4.33  					| (220)  ~ (all_0_6_6 = e1)
% 16.36/4.33  					| (270) all_0_18_18 = e1
% 16.36/4.33  					|
% 16.36/4.33  						| Equations (270) can reduce 222 to:
% 16.36/4.33  						| (247) $false
% 16.36/4.33  						|
% 16.36/4.33  						|-The branch is then unsatisfiable
% 16.36/4.34  			|-Branch two:
% 16.36/4.34  			| (248)  ~ (all_0_5_5 = e0)
% 16.36/4.34  			| (249) all_0_20_20 = e0
% 16.36/4.34  			|
% 16.36/4.34  				| Combining equations (249,1017) yields a new equation:
% 16.36/4.34  				| (246) e1 = e0
% 16.36/4.34  				|
% 16.36/4.34  				| Equations (246) can reduce 128 to:
% 16.36/4.34  				| (247) $false
% 16.36/4.34  				|
% 16.36/4.34  				|-The branch is then unsatisfiable
% 16.36/4.34  	|-Branch two:
% 16.36/4.34  	| (1568)  ~ (all_0_13_13 = e1)
% 16.36/4.34  	| (298) all_0_13_13 = e3
% 16.36/4.34  	|
% 16.36/4.34  		| Equations (298) can reduce 156 to:
% 16.36/4.34  		| (1572)  ~ (all_0_14_14 = e3)
% 16.36/4.34  		|
% 16.36/4.34  		| Simplifying 1572 yields:
% 16.36/4.34  		| (313)  ~ (all_0_14_14 = e3)
% 16.36/4.34  		|
% 16.36/4.34  		| Equations (298) can reduce 136 to:
% 16.36/4.34  		| (5194)  ~ (all_0_15_15 = e3)
% 16.36/4.34  		|
% 16.36/4.34  		| Simplifying 5194 yields:
% 16.36/4.34  		| (340)  ~ (all_0_15_15 = e3)
% 16.36/4.34  		|
% 16.36/4.34  		| Equations (298) can reduce 1568 to:
% 16.36/4.34  		| (132)  ~ (e3 = e1)
% 16.36/4.34  		|
% 16.36/4.34  		| From (298) and (2) follows:
% 16.36/4.34  		| (1577) op(e1, e4) = e3
% 16.36/4.34  		|
% 16.36/4.34  		+-Applying beta-rule and splitting (150), into two cases.
% 16.36/4.34  		|-Branch one:
% 16.36/4.34  		| (233) all_0_5_5 = e1
% 16.36/4.34  		|
% 16.36/4.34  			| Equations (233) can reduce 133 to:
% 16.36/4.34  			| (219)  ~ (all_0_6_6 = e1)
% 16.36/4.34  			|
% 16.36/4.34  			| Simplifying 219 yields:
% 16.36/4.34  			| (220)  ~ (all_0_6_6 = e1)
% 16.36/4.34  			|
% 16.36/4.34  			| Equations (233) can reduce 158 to:
% 16.36/4.34  			| (226)  ~ (all_0_14_14 = e1)
% 16.36/4.34  			|
% 16.36/4.34  			| Simplifying 226 yields:
% 16.36/4.34  			| (227)  ~ (all_0_14_14 = e1)
% 16.36/4.34  			|
% 16.36/4.34  			+-Applying beta-rule and splitting (91), into two cases.
% 16.36/4.34  			|-Branch one:
% 16.36/4.34  			| (426) all_0_14_14 = e1
% 16.36/4.34  			|
% 16.36/4.34  				| Equations (426) can reduce 227 to:
% 16.36/4.34  				| (247) $false
% 16.36/4.34  				|
% 16.36/4.34  				|-The branch is then unsatisfiable
% 16.36/4.34  			|-Branch two:
% 16.36/4.34  			| (227)  ~ (all_0_14_14 = e1)
% 16.36/4.34  			| (429) all_0_14_14 = e3 | all_0_14_14 = e2
% 16.36/4.34  			|
% 16.36/4.34  				+-Applying beta-rule and splitting (106), into two cases.
% 16.36/4.34  				|-Branch one:
% 16.36/4.34  				| (213) all_0_1_1 = e1
% 16.36/4.34  				|
% 16.36/4.34  					| Combining equations (213,330) yields a new equation:
% 16.36/4.34  					| (332) e4 = e1
% 16.36/4.34  					|
% 16.36/4.34  					| Equations (332) can reduce 210 to:
% 16.36/4.34  					| (247) $false
% 16.36/4.34  					|
% 16.36/4.34  					|-The branch is then unsatisfiable
% 16.36/4.34  				|-Branch two:
% 16.36/4.34  				| (396)  ~ (all_0_1_1 = e1)
% 16.36/4.34  				| (2105) all_0_6_6 = e1 | all_0_18_18 = e1
% 16.36/4.34  				|
% 16.36/4.34  					+-Applying beta-rule and splitting (429), into two cases.
% 16.36/4.34  					|-Branch one:
% 16.36/4.34  					| (310) all_0_14_14 = e3
% 16.36/4.34  					|
% 16.36/4.34  						| Equations (310) can reduce 313 to:
% 16.36/4.34  						| (247) $false
% 16.36/4.34  						|
% 16.36/4.34  						|-The branch is then unsatisfiable
% 16.36/4.34  					|-Branch two:
% 16.36/4.34  					| (313)  ~ (all_0_14_14 = e3)
% 16.36/4.34  					| (293) all_0_14_14 = e2
% 16.36/4.34  					|
% 16.36/4.34  						| Equations (293) can reduce 184 to:
% 16.36/4.34  						| (295)  ~ (all_0_15_15 = e2)
% 16.36/4.34  						|
% 16.36/4.34  						| Simplifying 295 yields:
% 16.36/4.34  						| (296)  ~ (all_0_15_15 = e2)
% 16.36/4.34  						|
% 16.36/4.34  						| Equations (293) can reduce 227 to:
% 16.36/4.34  						| (138)  ~ (e2 = e1)
% 16.36/4.34  						|
% 16.36/4.34  						+-Applying beta-rule and splitting (157), into two cases.
% 16.36/4.34  						|-Branch one:
% 16.36/4.34  						| (1014) all_0_15_15 = e1
% 16.36/4.34  						|
% 16.36/4.34  							| Equations (1014) can reduce 296 to:
% 16.36/4.34  							| (2057)  ~ (e2 = e1)
% 16.36/4.34  							|
% 16.36/4.34  							| Simplifying 2057 yields:
% 16.36/4.34  							| (138)  ~ (e2 = e1)
% 16.36/4.34  							|
% 16.36/4.34  							+-Applying beta-rule and splitting (81), into two cases.
% 16.36/4.34  							|-Branch one:
% 16.36/4.34  							| (370) all_0_6_6 = e1
% 16.36/4.34  							|
% 16.36/4.34  								| Equations (370) can reduce 220 to:
% 16.36/4.34  								| (247) $false
% 16.36/4.34  								|
% 16.36/4.34  								|-The branch is then unsatisfiable
% 16.36/4.34  							|-Branch two:
% 16.36/4.34  							| (220)  ~ (all_0_6_6 = e1)
% 16.36/4.34  							| (373) all_0_6_6 = e4 | all_0_6_6 = e2
% 16.36/4.34  							|
% 16.36/4.34  								+-Applying beta-rule and splitting (2105), into two cases.
% 16.36/4.34  								|-Branch one:
% 16.36/4.34  								| (370) all_0_6_6 = e1
% 16.36/4.34  								|
% 16.36/4.34  									| Equations (370) can reduce 220 to:
% 16.36/4.34  									| (247) $false
% 16.36/4.34  									|
% 16.36/4.34  									|-The branch is then unsatisfiable
% 16.36/4.34  								|-Branch two:
% 16.36/4.34  								| (220)  ~ (all_0_6_6 = e1)
% 16.36/4.34  								| (270) all_0_18_18 = e1
% 16.36/4.34  								|
% 16.36/4.34  									| Equations (270) can reduce 145 to:
% 16.36/4.34  									| (287)  ~ (e3 = e1)
% 16.36/4.34  									|
% 16.36/4.34  									| Simplifying 287 yields:
% 16.36/4.34  									| (132)  ~ (e3 = e1)
% 16.36/4.34  									|
% 16.36/4.34  									+-Applying beta-rule and splitting (3), into two cases.
% 16.36/4.34  									|-Branch one:
% 16.36/4.34  									| (316) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)) | (all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1))
% 16.36/4.34  									|
% 16.36/4.34  										+-Applying beta-rule and splitting (316), into two cases.
% 16.36/4.34  										|-Branch one:
% 16.36/4.34  										| (317) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0))
% 16.36/4.34  										|
% 16.36/4.34  											+-Applying beta-rule and splitting (317), into two cases.
% 16.36/4.34  											|-Branch one:
% 16.36/4.34  											| (318) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0))
% 16.36/4.34  											|
% 16.36/4.34  												+-Applying beta-rule and splitting (318), into two cases.
% 16.36/4.34  												|-Branch one:
% 16.36/4.34  												| (319) all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)
% 16.36/4.34  												|
% 16.36/4.34  													| Applying alpha-rule on (319) yields:
% 16.36/4.34  													| (320)  ~ (all_0_8_8 = e2)
% 16.36/4.34  													| (321)  ~ (all_0_5_5 = e2)
% 16.36/4.34  													| (322)  ~ (all_0_11_11 = e2)
% 16.36/4.34  													| (323)  ~ (all_0_12_12 = e2)
% 16.36/4.34  													| (324)  ~ (all_0_20_20 = e2)
% 16.36/4.34  													| (325)  ~ (unit = e2)
% 16.36/4.34  													| (326)  ~ (all_0_14_14 = e2)
% 16.36/4.34  													| (327)  ~ (all_0_19_19 = e2) | all_0_18_18 = e1
% 16.36/4.34  													| (328)  ~ (all_0_17_17 = e2)
% 16.36/4.34  													| (329)  ~ (all_0_7_7 = e2) | all_0_6_6 = e1
% 16.36/4.34  													| (330) all_0_1_1 = e4
% 16.36/4.34  													|
% 16.36/4.34  													| Equations (293) can reduce 326 to:
% 16.36/4.34  													| (247) $false
% 16.36/4.34  													|
% 16.36/4.34  													|-The branch is then unsatisfiable
% 16.36/4.34  												|-Branch two:
% 16.36/4.34  												| (334) all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)
% 16.36/4.34  												|
% 16.36/4.34  													| Applying alpha-rule on (334) yields:
% 16.36/4.34  													| (301)  ~ (all_0_13_13 = e3)
% 16.36/4.34  													| (336)  ~ (all_0_3_3 = e3) | all_0_0_0 = e0
% 16.36/4.34  													| (337)  ~ (all_0_19_19 = e3) | all_0_17_17 = e1
% 16.36/4.34  													| (338)  ~ (all_0_16_16 = e3) | all_0_17_17 = e4
% 16.36/4.34  													| (339)  ~ (all_0_4_4 = e3) | all_0_5_5 = e4
% 16.36/4.34  													| (340)  ~ (all_0_15_15 = e3)
% 16.36/4.34  													| (341)  ~ (all_0_20_20 = e3) | all_0_17_17 = e0
% 16.36/4.34  													| (303) all_0_10_10 = e2
% 16.36/4.34  													| (343)  ~ (unit = e3)
% 16.36/4.34  													| (344)  ~ (all_0_7_7 = e3) | all_0_5_5 = e1
% 16.36/4.34  													| (345)  ~ (all_0_2_2 = e3) | all_0_0_0 = e1
% 16.36/4.34  													| (346)  ~ (all_0_8_8 = e3) | all_0_5_5 = e0
% 16.36/4.34  													|
% 16.36/4.34  													| Equations (298) can reduce 301 to:
% 16.36/4.34  													| (247) $false
% 16.36/4.34  													|
% 16.36/4.34  													|-The branch is then unsatisfiable
% 16.36/4.34  											|-Branch two:
% 16.36/4.34  											| (348) all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)
% 16.36/4.34  											|
% 16.36/4.34  												| Applying alpha-rule on (348) yields:
% 16.36/4.34  												| (349)  ~ (unit = e4)
% 16.36/4.34  												| (350)  ~ (all_0_6_6 = e4)
% 16.36/4.34  												| (351)  ~ (all_0_12_12 = e4) | all_0_9_9 = e0
% 16.36/4.34  												| (352)  ~ (all_0_18_18 = e4)
% 16.36/4.34  												| (353)  ~ (all_0_20_20 = e4) | all_0_16_16 = e0
% 16.36/4.34  												| (354)  ~ (all_0_0_0 = e4)
% 16.36/4.34  												| (355)  ~ (all_0_10_10 = e4)
% 16.36/4.34  												| (356)  ~ (all_0_3_3 = e4)
% 16.36/4.34  												| (224) all_0_13_13 = e1
% 16.36/4.34  												| (358)  ~ (all_0_5_5 = e4) | all_0_4_4 = e3
% 16.36/4.34  												| (359)  ~ (all_0_8_8 = e4) | all_0_4_4 = e0
% 16.36/4.34  												| (360)  ~ (all_0_17_17 = e4) | all_0_16_16 = e3
% 16.36/4.34  												|
% 16.36/4.34  												| Combining equations (298,224) yields a new equation:
% 16.36/4.34  												| (773) e3 = e1
% 16.36/4.34  												|
% 16.36/4.34  												| Simplifying 773 yields:
% 16.36/4.34  												| (299) e3 = e1
% 16.36/4.34  												|
% 16.36/4.34  												| Equations (299) can reduce 132 to:
% 16.36/4.34  												| (247) $false
% 16.36/4.34  												|
% 16.36/4.34  												|-The branch is then unsatisfiable
% 16.36/4.34  										|-Branch two:
% 16.36/4.34  										| (379) all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1)
% 16.36/4.34  										|
% 16.36/4.34  											| Applying alpha-rule on (379) yields:
% 16.36/4.34  											| (380) all_0_15_15 = e2
% 16.36/4.34  											| (381)  ~ (all_0_11_11 = e0) | all_0_12_12 = e1
% 16.36/4.34  											| (382)  ~ (all_0_4_4 = e0) | all_0_8_8 = e4
% 16.36/4.34  											| (383)  ~ (all_0_17_17 = e0) | all_0_20_20 = e3
% 16.36/4.34  											| (384)  ~ (all_0_2_2 = e0) | all_0_3_3 = e1
% 16.36/4.34  											| (385)  ~ (all_0_9_9 = e0) | all_0_12_12 = e4
% 16.36/4.34  											| (386)  ~ (all_0_7_7 = e0) | all_0_8_8 = e1
% 16.36/4.34  											| (387)  ~ (unit = e0)
% 16.36/4.34  											| (388)  ~ (all_0_19_19 = e0) | all_0_20_20 = e1
% 16.36/4.34  											| (389)  ~ (all_0_0_0 = e0) | all_0_3_3 = e3
% 16.36/4.34  											| (390)  ~ (all_0_10_10 = e0)
% 16.36/4.34  											| (391)  ~ (all_0_5_5 = e0) | all_0_8_8 = e3
% 16.36/4.34  											| (392)  ~ (all_0_16_16 = e0) | all_0_20_20 = e4
% 16.36/4.34  											|
% 16.36/4.34  											| Combining equations (380,1014) yields a new equation:
% 16.36/4.34  											| (629) e2 = e1
% 16.36/4.34  											|
% 16.36/4.34  											| Simplifying 629 yields:
% 16.36/4.34  											| (420) e2 = e1
% 16.36/4.34  											|
% 16.36/4.34  											| Equations (420) can reduce 138 to:
% 16.36/4.34  											| (247) $false
% 16.36/4.34  											|
% 16.36/4.34  											|-The branch is then unsatisfiable
% 16.36/4.34  									|-Branch two:
% 16.36/4.34  									| (395)  ~ (all_0_1_1 = e1) &  ~ (all_0_4_4 = e1) &  ~ (all_0_9_9 = e1) &  ~ (all_0_10_10 = e1) &  ~ (all_0_14_14 = e1) &  ~ (all_0_15_15 = e1) &  ~ (all_0_16_16 = e1) & ( ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))) & ( ~ (all_0_2_2 = e1) |  ~ (unit = e1)) & ( ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))) & ( ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))) & ( ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))) & ( ~ (all_0_7_7 = e1) |  ~ (unit = e1)) & ( ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))) & ( ~ (all_0_11_11 = e1) |  ~ (unit = e1)) & ( ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))) & ( ~ (all_0_13_13 = e1) |  ~ (unit = e1)) & ( ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))) & ( ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))) & ( ~ (all_0_19_19 = e1) |  ~ (unit = e1)) & ( ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1)))
% 16.36/4.34  									|
% 16.36/4.34  										| Applying alpha-rule on (395) yields:
% 16.36/4.34  										| (396)  ~ (all_0_1_1 = e1)
% 16.36/4.34  										| (397)  ~ (all_0_7_7 = e1) |  ~ (unit = e1)
% 16.36/4.34  										| (227)  ~ (all_0_14_14 = e1)
% 16.36/4.34  										| (225)  ~ (all_0_4_4 = e1)
% 16.36/4.34  										| (400)  ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))
% 16.36/4.34  										| (401)  ~ (all_0_11_11 = e1) |  ~ (unit = e1)
% 16.36/4.34  										| (402)  ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))
% 16.36/4.34  										| (403)  ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))
% 16.36/4.34  										| (231)  ~ (all_0_16_16 = e1)
% 16.36/4.34  										| (405)  ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1))
% 16.36/4.34  										| (286)  ~ (all_0_10_10 = e1)
% 16.36/4.34  										| (407)  ~ (all_0_13_13 = e1) |  ~ (unit = e1)
% 16.36/4.34  										| (408)  ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))
% 16.36/4.34  										| (409)  ~ (all_0_19_19 = e1) |  ~ (unit = e1)
% 16.36/4.34  										| (410)  ~ (all_0_2_2 = e1) |  ~ (unit = e1)
% 16.36/4.34  										| (411)  ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))
% 16.36/4.34  										| (412)  ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))
% 16.36/4.34  										| (413)  ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))
% 16.36/4.34  										| (285)  ~ (all_0_9_9 = e1)
% 16.36/4.34  										| (229)  ~ (all_0_15_15 = e1)
% 16.36/4.34  										| (416)  ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))
% 16.36/4.34  										|
% 16.36/4.34  										| Equations (1014) can reduce 229 to:
% 16.36/4.34  										| (247) $false
% 16.36/4.34  										|
% 16.36/4.34  										|-The branch is then unsatisfiable
% 16.36/4.34  						|-Branch two:
% 16.36/4.34  						| (229)  ~ (all_0_15_15 = e1)
% 16.36/4.34  						| (1090) all_0_15_15 = e3 | all_0_15_15 = e2
% 16.36/4.34  						|
% 16.36/4.34  							+-Applying beta-rule and splitting (195), into two cases.
% 16.36/4.34  							|-Branch one:
% 16.36/4.34  							| (224) all_0_13_13 = e1
% 16.36/4.34  							|
% 16.36/4.34  								| Combining equations (298,224) yields a new equation:
% 16.36/4.34  								| (773) e3 = e1
% 16.36/4.34  								|
% 16.36/4.34  								| Simplifying 773 yields:
% 16.36/4.34  								| (299) e3 = e1
% 16.36/4.34  								|
% 16.36/4.34  								| Equations (299) can reduce 132 to:
% 16.36/4.34  								| (247) $false
% 16.36/4.34  								|
% 16.36/4.34  								|-The branch is then unsatisfiable
% 16.36/4.34  							|-Branch two:
% 16.36/4.34  							| (1568)  ~ (all_0_13_13 = e1)
% 16.36/4.34  							| (5325) all_0_14_14 = e1 | all_0_15_15 = e1
% 16.36/4.34  							|
% 16.36/4.34  								+-Applying beta-rule and splitting (5325), into two cases.
% 16.36/4.34  								|-Branch one:
% 16.36/4.34  								| (426) all_0_14_14 = e1
% 16.36/4.34  								|
% 16.36/4.34  									| Combining equations (426,293) yields a new equation:
% 16.36/4.34  									| (420) e2 = e1
% 16.36/4.34  									|
% 16.36/4.34  									| Equations (420) can reduce 138 to:
% 16.36/4.34  									| (247) $false
% 16.36/4.34  									|
% 16.36/4.34  									|-The branch is then unsatisfiable
% 16.36/4.34  								|-Branch two:
% 16.36/4.34  								| (227)  ~ (all_0_14_14 = e1)
% 16.36/4.34  								| (1014) all_0_15_15 = e1
% 16.36/4.34  								|
% 16.36/4.34  									| Equations (1014) can reduce 229 to:
% 16.36/4.34  									| (247) $false
% 16.36/4.34  									|
% 16.36/4.34  									|-The branch is then unsatisfiable
% 16.36/4.34  		|-Branch two:
% 16.36/4.34  		| (1026)  ~ (all_0_5_5 = e1)
% 16.36/4.34  		| (1017) all_0_20_20 = e1
% 16.36/4.34  		|
% 16.36/4.34  			| Equations (1017) can reduce 72 to:
% 16.36/4.34  			| (218)  ~ (all_0_3_3 = e1)
% 16.36/4.34  			|
% 16.36/4.34  			| Equations (1017) can reduce 35 to:
% 16.36/4.34  			| (229)  ~ (all_0_15_15 = e1)
% 16.36/4.34  			|
% 16.36/4.34  			| Equations (1017) can reduce 9 to:
% 16.36/4.34  			| (231)  ~ (all_0_16_16 = e1)
% 16.36/4.34  			|
% 16.36/4.34  			| Equations (1017) can reduce 92 to:
% 16.36/4.34  			| (222)  ~ (all_0_18_18 = e1)
% 16.36/4.34  			|
% 16.36/4.34  			+-Applying beta-rule and splitting (157), into two cases.
% 16.36/4.34  			|-Branch one:
% 16.36/4.34  			| (1014) all_0_15_15 = e1
% 16.36/4.34  			|
% 16.36/4.34  				| Equations (1014) can reduce 229 to:
% 16.36/4.34  				| (247) $false
% 16.36/4.34  				|
% 16.36/4.34  				|-The branch is then unsatisfiable
% 16.36/4.34  			|-Branch two:
% 16.36/4.34  			| (229)  ~ (all_0_15_15 = e1)
% 16.36/4.34  			| (1090) all_0_15_15 = e3 | all_0_15_15 = e2
% 16.36/4.34  			|
% 16.36/4.34  				+-Applying beta-rule and splitting (106), into two cases.
% 16.36/4.34  				|-Branch one:
% 16.36/4.34  				| (213) all_0_1_1 = e1
% 16.36/4.34  				|
% 16.36/4.34  					| Combining equations (213,330) yields a new equation:
% 16.36/4.34  					| (332) e4 = e1
% 16.36/4.34  					|
% 16.36/4.34  					| Equations (332) can reduce 210 to:
% 16.36/4.34  					| (247) $false
% 16.36/4.34  					|
% 16.36/4.34  					|-The branch is then unsatisfiable
% 16.36/4.34  				|-Branch two:
% 16.36/4.34  				| (396)  ~ (all_0_1_1 = e1)
% 16.36/4.34  				| (2105) all_0_6_6 = e1 | all_0_18_18 = e1
% 16.36/4.34  				|
% 16.36/4.34  					+-Applying beta-rule and splitting (21), into two cases.
% 16.36/4.34  					|-Branch one:
% 16.36/4.34  					| (244) all_0_5_5 = e0
% 16.36/4.34  					|
% 16.36/4.34  						| Equations (244) can reduce 51 to:
% 16.36/4.34  						| (913)  ~ (all_0_0_0 = e0)
% 16.36/4.34  						|
% 16.36/4.34  						| Equations (244) can reduce 65 to:
% 16.36/4.34  						| (558)  ~ (all_0_4_4 = e0)
% 16.36/4.34  						|
% 16.36/4.34  						| Equations (244) can reduce 133 to:
% 16.36/4.34  						| (5350)  ~ (all_0_6_6 = e0)
% 16.36/4.34  						|
% 16.36/4.34  						| Simplifying 5350 yields:
% 16.36/4.34  						| (193)  ~ (all_0_6_6 = e0)
% 16.36/4.34  						|
% 16.36/4.34  						| Equations (244) can reduce 165 to:
% 16.36/4.34  						| (579)  ~ (all_0_10_10 = e0)
% 16.36/4.34  						|
% 16.36/4.34  						| Simplifying 579 yields:
% 16.36/4.34  						| (390)  ~ (all_0_10_10 = e0)
% 16.36/4.34  						|
% 16.36/4.34  						+-Applying beta-rule and splitting (96), into two cases.
% 16.36/4.34  						|-Branch one:
% 16.36/4.34  						| (270) all_0_18_18 = e1
% 16.36/4.34  						|
% 16.36/4.34  							| Equations (270) can reduce 222 to:
% 16.36/4.34  							| (247) $false
% 16.36/4.34  							|
% 16.36/4.34  							|-The branch is then unsatisfiable
% 16.36/4.34  						|-Branch two:
% 16.36/4.34  						| (222)  ~ (all_0_18_18 = e1)
% 16.36/4.34  						| (364) all_0_18_18 = e4 | all_0_18_18 = e2
% 16.36/4.34  						|
% 16.36/4.34  							+-Applying beta-rule and splitting (1090), into two cases.
% 16.36/4.34  							|-Branch one:
% 16.36/4.34  							| (314) all_0_15_15 = e3
% 16.36/4.34  							|
% 16.36/4.34  								| Equations (314) can reduce 340 to:
% 16.36/4.34  								| (247) $false
% 16.36/4.35  								|
% 16.36/4.35  								|-The branch is then unsatisfiable
% 16.36/4.35  							|-Branch two:
% 16.36/4.35  							| (340)  ~ (all_0_15_15 = e3)
% 16.36/4.35  							| (380) all_0_15_15 = e2
% 16.36/4.35  							|
% 16.36/4.35  								| Equations (380) can reduce 184 to:
% 16.36/4.35  								| (326)  ~ (all_0_14_14 = e2)
% 16.36/4.35  								|
% 16.36/4.35  								+-Applying beta-rule and splitting (91), into two cases.
% 16.36/4.35  								|-Branch one:
% 16.36/4.35  								| (426) all_0_14_14 = e1
% 16.36/4.35  								|
% 16.36/4.35  									| Equations (426) can reduce 188 to:
% 16.36/4.35  									| (214)  ~ (all_0_0_0 = e1)
% 16.36/4.35  									|
% 16.36/4.35  									| Equations (426) can reduce 198 to:
% 16.36/4.35  									| (242)  ~ (all_0_17_17 = e1)
% 16.36/4.35  									|
% 16.36/4.35  									| Simplifying 242 yields:
% 16.36/4.35  									| (243)  ~ (all_0_17_17 = e1)
% 16.36/4.35  									|
% 16.36/4.35  									| Equations (426) can reduce 326 to:
% 16.36/4.35  									| (2057)  ~ (e2 = e1)
% 16.36/4.35  									|
% 16.36/4.35  									| Simplifying 2057 yields:
% 16.36/4.35  									| (138)  ~ (e2 = e1)
% 16.36/4.35  									|
% 16.36/4.35  									+-Applying beta-rule and splitting (2105), into two cases.
% 16.36/4.35  									|-Branch one:
% 16.36/4.35  									| (370) all_0_6_6 = e1
% 16.36/4.35  									|
% 16.36/4.35  										| Equations (370) can reduce 10 to:
% 16.36/4.35  										| (225)  ~ (all_0_4_4 = e1)
% 16.36/4.35  										|
% 16.36/4.35  										| Equations (370) can reduce 350 to:
% 16.36/4.35  										| (279)  ~ (e4 = e1)
% 16.36/4.35  										|
% 16.36/4.35  										| Simplifying 279 yields:
% 16.36/4.35  										| (210)  ~ (e4 = e1)
% 16.36/4.35  										|
% 16.36/4.35  										| Equations (370) can reduce 160 to:
% 16.36/4.35  										| (287)  ~ (e3 = e1)
% 16.36/4.35  										|
% 16.36/4.35  										| Simplifying 287 yields:
% 16.36/4.35  										| (132)  ~ (e3 = e1)
% 16.36/4.35  										|
% 16.36/4.35  										| Equations (370) can reduce 193 to:
% 16.36/4.35  										| (128)  ~ (e1 = e0)
% 16.36/4.35  										|
% 16.36/4.35  										+-Applying beta-rule and splitting (60), into two cases.
% 16.36/4.35  										|-Branch one:
% 16.36/4.35  										| (377) all_0_6_6 = e2
% 16.36/4.35  										|
% 16.36/4.35  											| Combining equations (370,377) yields a new equation:
% 16.36/4.35  											| (420) e2 = e1
% 16.36/4.35  											|
% 16.36/4.35  											| Equations (420) can reduce 138 to:
% 16.36/4.35  											| (247) $false
% 16.36/4.35  											|
% 16.36/4.35  											|-The branch is then unsatisfiable
% 16.36/4.35  										|-Branch two:
% 16.36/4.35  										| (369)  ~ (all_0_6_6 = e2)
% 16.36/4.35  										| (368) all_0_18_18 = e2
% 16.36/4.35  										|
% 16.36/4.35  											| Equations (368) can reduce 121 to:
% 16.36/4.35  											| (328)  ~ (all_0_17_17 = e2)
% 16.36/4.35  											|
% 16.36/4.35  											| Equations (368) can reduce 207 to:
% 16.36/4.35  											| (3314)  ~ (all_0_19_19 = e2)
% 16.36/4.35  											|
% 16.36/4.35  											| Simplifying 3314 yields:
% 16.36/4.35  											| (2506)  ~ (all_0_19_19 = e2)
% 16.36/4.35  											|
% 16.36/4.35  											+-Applying beta-rule and splitting (67), into two cases.
% 16.36/4.35  											|-Branch one:
% 16.36/4.35  											| (564) all_0_4_4 = e1
% 16.36/4.35  											|
% 16.36/4.35  												| Equations (564) can reduce 225 to:
% 16.36/4.35  												| (247) $false
% 16.36/4.35  												|
% 16.36/4.35  												|-The branch is then unsatisfiable
% 16.36/4.35  											|-Branch two:
% 16.36/4.35  											| (225)  ~ (all_0_4_4 = e1)
% 16.36/4.35  											| (1940) all_0_9_9 = e1 | all_0_13_13 = e1 | all_0_16_16 = e1
% 16.36/4.35  											|
% 16.36/4.35  												+-Applying beta-rule and splitting (1940), into two cases.
% 16.36/4.35  												|-Branch one:
% 16.36/4.35  												| (289) all_0_9_9 = e1
% 16.36/4.35  												|
% 16.36/4.35  													| Equations (289) can reduce 176 to:
% 16.36/4.35  													| (2069)  ~ (all_0_10_10 = e1)
% 16.36/4.35  													|
% 16.36/4.35  													| Simplifying 2069 yields:
% 16.36/4.35  													| (286)  ~ (all_0_10_10 = e1)
% 16.36/4.35  													|
% 16.36/4.35  													| Equations (289) can reduce 107 to:
% 16.36/4.35  													| (230)  ~ (all_0_16_16 = e1)
% 16.36/4.35  													|
% 16.36/4.35  													| Simplifying 230 yields:
% 16.36/4.35  													| (231)  ~ (all_0_16_16 = e1)
% 16.36/4.35  													|
% 16.36/4.35  													+-Applying beta-rule and splitting (14), into two cases.
% 16.36/4.35  													|-Branch one:
% 16.36/4.35  													| (1371) all_0_2_2 = e1
% 16.36/4.35  													|
% 16.36/4.35  														| Equations (1371) can reduce 25 to:
% 16.36/4.35  														| (214)  ~ (all_0_0_0 = e1)
% 16.36/4.35  														|
% 16.36/4.35  														| Equations (1371) can reduce 115 to:
% 16.36/4.35  														| (217)  ~ (all_0_3_3 = e1)
% 16.36/4.35  														|
% 16.36/4.35  														| Simplifying 217 yields:
% 16.36/4.35  														| (218)  ~ (all_0_3_3 = e1)
% 16.36/4.35  														|
% 16.36/4.35  														| Equations (1371) can reduce 48 to:
% 16.36/4.35  														| (1074)  ~ (all_0_11_11 = e1)
% 16.36/4.35  														|
% 16.36/4.35  														| Simplifying 1074 yields:
% 16.36/4.35  														| (1075)  ~ (all_0_11_11 = e1)
% 16.36/4.35  														|
% 16.36/4.35  														| Equations (1371) can reduce 82 to:
% 16.36/4.35  														| (279)  ~ (e4 = e1)
% 16.36/4.35  														|
% 16.36/4.35  														| Simplifying 279 yields:
% 16.36/4.35  														| (210)  ~ (e4 = e1)
% 16.36/4.35  														|
% 16.36/4.35  														+-Applying beta-rule and splitting (38), into two cases.
% 16.36/4.35  														|-Branch one:
% 16.36/4.35  														| (692) all_0_0_0 = e1
% 16.36/4.35  														|
% 16.36/4.35  															| Equations (692) can reduce 214 to:
% 16.36/4.35  															| (247) $false
% 16.36/4.35  															|
% 16.36/4.35  															|-The branch is then unsatisfiable
% 16.36/4.35  														|-Branch two:
% 16.36/4.35  														| (214)  ~ (all_0_0_0 = e1)
% 16.36/4.35  														| (695) all_0_0_0 = e4 | all_0_0_0 = e3 | all_0_0_0 = e0
% 16.36/4.35  														|
% 16.36/4.35  															+-Applying beta-rule and splitting (52), into two cases.
% 16.36/4.35  															|-Branch one:
% 16.36/4.35  															| (795) all_0_0_0 = e0
% 16.36/4.35  															|
% 16.36/4.35  																| Equations (795) can reduce 913 to:
% 16.36/4.35  																| (247) $false
% 16.36/4.35  																|
% 16.36/4.35  																|-The branch is then unsatisfiable
% 16.36/4.35  															|-Branch two:
% 16.36/4.35  															| (913)  ~ (all_0_0_0 = e0)
% 16.36/4.35  															| (914) all_0_2_2 = e0 | all_0_3_3 = e0
% 16.36/4.35  															|
% 16.36/4.35  																+-Applying beta-rule and splitting (13), into two cases.
% 16.36/4.35  																|-Branch one:
% 16.36/4.35  																| (536) all_0_4_4 = e0
% 16.36/4.35  																|
% 16.36/4.35  																	| Equations (536) can reduce 558 to:
% 16.36/4.35  																	| (247) $false
% 16.36/4.35  																	|
% 16.36/4.35  																	|-The branch is then unsatisfiable
% 16.36/4.35  																|-Branch two:
% 16.36/4.35  																| (558)  ~ (all_0_4_4 = e0)
% 16.36/4.35  																| (563) all_0_9_9 = e0 | all_0_16_16 = e0
% 16.36/4.35  																|
% 16.36/4.35  																	+-Applying beta-rule and splitting (563), into two cases.
% 16.36/4.35  																	|-Branch one:
% 16.36/4.35  																	| (543) all_0_9_9 = e0
% 16.36/4.35  																	|
% 16.36/4.35  																		| Combining equations (289,543) yields a new equation:
% 16.36/4.35  																		| (245) e1 = e0
% 16.36/4.35  																		|
% 16.36/4.35  																		| Simplifying 245 yields:
% 16.36/4.35  																		| (246) e1 = e0
% 16.36/4.35  																		|
% 16.36/4.35  																		| Equations (246) can reduce 128 to:
% 16.36/4.35  																		| (247) $false
% 16.36/4.35  																		|
% 16.36/4.35  																		|-The branch is then unsatisfiable
% 16.36/4.35  																	|-Branch two:
% 16.36/4.35  																	| (538)  ~ (all_0_9_9 = e0)
% 16.36/4.35  																	| (1503) all_0_16_16 = e0
% 16.36/4.35  																	|
% 16.36/4.35  																		| Equations (1503) can reduce 53 to:
% 16.36/4.35  																		| (1038)  ~ (all_0_17_17 = e0)
% 16.36/4.35  																		|
% 16.36/4.35  																		| Simplifying 1038 yields:
% 16.36/4.35  																		| (252)  ~ (all_0_17_17 = e0)
% 16.36/4.35  																		|
% 16.36/4.35  																		| Equations (1503) can reduce 231 to:
% 16.36/4.35  																		| (541)  ~ (e1 = e0)
% 16.36/4.35  																		|
% 16.36/4.35  																		| Simplifying 541 yields:
% 16.36/4.35  																		| (128)  ~ (e1 = e0)
% 16.36/4.35  																		|
% 16.36/4.35  																		| From (1503) and (78) follows:
% 16.36/4.35  																		| (1458) op(e0, e4) = e0
% 16.36/4.35  																		|
% 16.36/4.35  																		+-Applying beta-rule and splitting (118), into two cases.
% 16.36/4.35  																		|-Branch one:
% 16.36/4.35  																		| (575) all_0_4_4 = e4
% 16.36/4.35  																		|
% 16.36/4.35  																			| From (575) and (4) follows:
% 16.36/4.35  																			| (1431) op(e3, e4) = e4
% 16.36/4.35  																			|
% 16.36/4.35  																			+-Applying beta-rule and splitting (695), into two cases.
% 16.36/4.35  																			|-Branch one:
% 16.36/4.35  																			| (795) all_0_0_0 = e0
% 16.36/4.35  																			|
% 16.36/4.35  																				| Equations (795) can reduce 913 to:
% 16.36/4.35  																				| (247) $false
% 16.36/4.35  																				|
% 16.36/4.35  																				|-The branch is then unsatisfiable
% 16.36/4.35  																			|-Branch two:
% 16.36/4.35  																			| (913)  ~ (all_0_0_0 = e0)
% 16.36/4.35  																			| (1167) all_0_0_0 = e4 | all_0_0_0 = e3
% 16.36/4.35  																			|
% 16.36/4.35  																				+-Applying beta-rule and splitting (1167), into two cases.
% 16.36/4.35  																				|-Branch one:
% 16.36/4.35  																				| (1168) all_0_0_0 = e3
% 16.36/4.35  																				|
% 16.36/4.35  																					| Equations (1168) can reduce 61 to:
% 16.36/4.35  																					| (4381)  ~ (all_0_3_3 = e3)
% 16.36/4.35  																					|
% 16.36/4.35  																					| Simplifying 4381 yields:
% 16.36/4.35  																					| (789)  ~ (all_0_3_3 = e3)
% 16.36/4.35  																					|
% 16.36/4.35  																					| Equations (1168) can reduce 80 to:
% 16.36/4.35  																					| (431)  ~ (all_0_17_17 = e3)
% 16.36/4.35  																					|
% 16.36/4.35  																					| Simplifying 431 yields:
% 16.36/4.35  																					| (432)  ~ (all_0_17_17 = e3)
% 16.36/4.35  																					|
% 16.36/4.35  																					| Equations (1168) can reduce 214 to:
% 16.36/4.35  																					| (132)  ~ (e3 = e1)
% 16.36/4.35  																					|
% 16.36/4.35  																					| Equations (1168) can reduce 913 to:
% 16.36/4.35  																					| (64)  ~ (e3 = e0)
% 16.36/4.35  																					|
% 16.36/4.35  																					+-Applying beta-rule and splitting (11), into two cases.
% 16.36/4.35  																					|-Branch one:
% 16.36/4.35  																					| (435) all_0_16_16 = e3
% 16.36/4.35  																					|
% 16.36/4.35  																						| Combining equations (1503,435) yields a new equation:
% 16.36/4.35  																						| (761) e3 = e0
% 16.36/4.35  																						|
% 16.36/4.35  																						| Equations (761) can reduce 64 to:
% 16.36/4.35  																						| (247) $false
% 16.36/4.35  																						|
% 16.36/4.35  																						|-The branch is then unsatisfiable
% 16.36/4.35  																					|-Branch two:
% 16.36/4.35  																					| (995)  ~ (all_0_16_16 = e3)
% 16.36/4.35  																					| (996) all_0_17_17 = e3 | all_0_19_19 = e3 | all_0_20_20 = e3
% 16.36/4.35  																					|
% 16.36/4.35  																						+-Applying beta-rule and splitting (996), into two cases.
% 16.36/4.35  																						|-Branch one:
% 16.36/4.35  																						| (684) all_0_17_17 = e3
% 16.36/4.35  																						|
% 16.36/4.35  																							| Equations (684) can reduce 432 to:
% 16.36/4.35  																							| (247) $false
% 16.36/4.35  																							|
% 16.36/4.35  																							|-The branch is then unsatisfiable
% 16.36/4.35  																						|-Branch two:
% 16.36/4.35  																						| (432)  ~ (all_0_17_17 = e3)
% 16.36/4.35  																						| (1000) all_0_19_19 = e3 | all_0_20_20 = e3
% 16.36/4.35  																						|
% 16.36/4.35  																							+-Applying beta-rule and splitting (3), into two cases.
% 16.36/4.35  																							|-Branch one:
% 16.36/4.35  																							| (316) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)) | (all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1))
% 16.36/4.35  																							|
% 16.36/4.35  																								+-Applying beta-rule and splitting (316), into two cases.
% 16.36/4.35  																								|-Branch one:
% 16.36/4.35  																								| (317) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)) | (all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0))
% 16.36/4.35  																								|
% 16.36/4.35  																									+-Applying beta-rule and splitting (317), into two cases.
% 16.36/4.35  																									|-Branch one:
% 16.36/4.35  																									| (318) (all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)) | (all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0))
% 16.36/4.35  																									|
% 16.36/4.35  																										+-Applying beta-rule and splitting (318), into two cases.
% 16.36/4.35  																										|-Branch one:
% 16.36/4.35  																										| (319) all_0_1_1 = e4 &  ~ (all_0_5_5 = e2) &  ~ (all_0_8_8 = e2) &  ~ (all_0_11_11 = e2) &  ~ (all_0_12_12 = e2) &  ~ (all_0_14_14 = e2) &  ~ (all_0_17_17 = e2) &  ~ (all_0_20_20 = e2) &  ~ (unit = e2) & ( ~ (all_0_7_7 = e2) | all_0_6_6 = e1) & ( ~ (all_0_19_19 = e2) | all_0_18_18 = e1)
% 16.36/4.35  																										|
% 16.36/4.35  																											| Applying alpha-rule on (319) yields:
% 16.36/4.35  																											| (320)  ~ (all_0_8_8 = e2)
% 16.36/4.35  																											| (321)  ~ (all_0_5_5 = e2)
% 16.36/4.35  																											| (322)  ~ (all_0_11_11 = e2)
% 16.36/4.35  																											| (323)  ~ (all_0_12_12 = e2)
% 16.36/4.35  																											| (324)  ~ (all_0_20_20 = e2)
% 16.36/4.35  																											| (325)  ~ (unit = e2)
% 16.36/4.35  																											| (326)  ~ (all_0_14_14 = e2)
% 16.36/4.35  																											| (327)  ~ (all_0_19_19 = e2) | all_0_18_18 = e1
% 16.36/4.35  																											| (328)  ~ (all_0_17_17 = e2)
% 16.36/4.35  																											| (329)  ~ (all_0_7_7 = e2) | all_0_6_6 = e1
% 16.36/4.35  																											| (330) all_0_1_1 = e4
% 16.36/4.35  																											|
% 16.36/4.35  																											+-Applying beta-rule and splitting (124), into two cases.
% 16.36/4.35  																											|-Branch one:
% 16.36/4.35  																											| (1794) all_0_11_11 = e1
% 16.36/4.35  																											|
% 16.36/4.35  																												| Equations (1794) can reduce 1075 to:
% 16.36/4.35  																												| (247) $false
% 16.36/4.35  																												|
% 16.36/4.35  																												|-The branch is then unsatisfiable
% 16.36/4.35  																											|-Branch two:
% 16.36/4.35  																											| (1075)  ~ (all_0_11_11 = e1)
% 16.36/4.35  																											| (1933) all_0_11_11 = e2 | all_0_11_11 = e0
% 16.36/4.35  																											|
% 16.36/4.35  																												+-Applying beta-rule and splitting (1000), into two cases.
% 16.36/4.35  																												|-Branch one:
% 16.36/4.35  																												| (946) all_0_19_19 = e3
% 16.36/4.35  																												|
% 16.36/4.35  																													| Equations (946) can reduce 204 to:
% 16.36/4.35  																													| (432)  ~ (all_0_17_17 = e3)
% 16.36/4.35  																													|
% 16.36/4.35  																													| Equations (946) can reduce 2506 to:
% 16.36/4.35  																													| (191)  ~ (e3 = e2)
% 16.36/4.35  																													|
% 16.36/4.35  																													| From (946) and (126) follows:
% 16.36/4.35  																													| (4730) op(e0, e1) = e3
% 16.36/4.35  																													|
% 16.36/4.35  																													+-Applying beta-rule and splitting (177), into two cases.
% 16.36/4.35  																													|-Branch one:
% 16.36/4.35  																													| (262) all_0_17_17 = e1
% 16.36/4.35  																													|
% 16.36/4.35  																														| Equations (262) can reduce 243 to:
% 16.36/4.35  																														| (247) $false
% 16.36/4.35  																														|
% 16.36/4.35  																														|-The branch is then unsatisfiable
% 16.36/4.35  																													|-Branch two:
% 16.36/4.35  																													| (243)  ~ (all_0_17_17 = e1)
% 16.36/4.35  																													| (679) all_0_17_17 = e4 | all_0_17_17 = e3 | all_0_17_17 = e2 | all_0_17_17 = e0
% 16.36/4.35  																													|
% 16.36/4.35  																														+-Applying beta-rule and splitting (914), into two cases.
% 16.36/4.35  																														|-Branch one:
% 16.36/4.35  																														| (767) all_0_2_2 = e0
% 16.36/4.35  																														|
% 16.36/4.35  																															| Combining equations (767,1371) yields a new equation:
% 16.36/4.35  																															| (246) e1 = e0
% 16.36/4.35  																															|
% 16.36/4.35  																															| Equations (246) can reduce 128 to:
% 16.36/4.35  																															| (247) $false
% 16.36/4.35  																															|
% 16.36/4.35  																															|-The branch is then unsatisfiable
% 16.36/4.35  																														|-Branch two:
% 16.36/4.35  																														| (770)  ~ (all_0_2_2 = e0)
% 16.36/4.35  																														| (919) all_0_3_3 = e0
% 16.36/4.35  																														|
% 16.36/4.35  																															| Equations (919) can reduce 789 to:
% 16.36/4.35  																															| (713)  ~ (e3 = e0)
% 16.36/4.35  																															|
% 16.36/4.35  																															| Simplifying 713 yields:
% 16.36/4.35  																															| (64)  ~ (e3 = e0)
% 16.36/4.35  																															|
% 16.36/4.35  																															| Equations (919) can reduce 218 to:
% 16.36/4.35  																															| (541)  ~ (e1 = e0)
% 16.36/4.35  																															|
% 16.36/4.35  																															| Simplifying 541 yields:
% 16.36/4.35  																															| (128)  ~ (e1 = e0)
% 16.36/4.35  																															|
% 16.36/4.35  																															+-Applying beta-rule and splitting (679), into two cases.
% 16.36/4.35  																															|-Branch one:
% 16.36/4.35  																															| (680) all_0_17_17 = e0
% 16.36/4.35  																															|
% 16.36/4.35  																																| Equations (680) can reduce 252 to:
% 16.36/4.35  																																| (247) $false
% 16.36/4.35  																																|
% 16.36/4.35  																																|-The branch is then unsatisfiable
% 16.36/4.35  																															|-Branch two:
% 16.36/4.35  																															| (252)  ~ (all_0_17_17 = e0)
% 16.36/4.35  																															| (683) all_0_17_17 = e4 | all_0_17_17 = e3 | all_0_17_17 = e2
% 16.36/4.35  																															|
% 16.36/4.35  																																+-Applying beta-rule and splitting (683), into two cases.
% 16.36/4.35  																																|-Branch one:
% 16.36/4.35  																																| (684) all_0_17_17 = e3
% 16.36/4.35  																																|
% 16.36/4.35  																																	| Equations (684) can reduce 432 to:
% 16.36/4.35  																																	| (247) $false
% 16.36/4.35  																																	|
% 16.36/4.35  																																	|-The branch is then unsatisfiable
% 16.36/4.35  																																|-Branch two:
% 16.36/4.35  																																| (432)  ~ (all_0_17_17 = e3)
% 16.36/4.35  																																| (687) all_0_17_17 = e4 | all_0_17_17 = e2
% 16.36/4.35  																																|
% 16.36/4.35  																																	+-Applying beta-rule and splitting (687), into two cases.
% 16.36/4.35  																																	|-Branch one:
% 16.36/4.35  																																	| (688) all_0_17_17 = e4
% 16.36/4.35  																																	|
% 16.36/4.35  																																		| Equations (688) can reduce 122 to:
% 16.36/4.35  																																		| (355)  ~ (all_0_10_10 = e4)
% 16.36/4.35  																																		|
% 16.36/4.35  																																		| Equations (688) can reduce 243 to:
% 16.36/4.35  																																		| (210)  ~ (e4 = e1)
% 16.36/4.35  																																		|
% 16.36/4.35  																																		| From (688) and (98) follows:
% 16.36/4.35  																																		| (4365) op(e0, e3) = e4
% 16.36/4.35  																																		|
% 16.36/4.35  																																		+-Applying beta-rule and splitting (170), into two cases.
% 16.36/4.35  																																		|-Branch one:
% 16.36/4.35  																																		| (602) all_0_9_9 = e4
% 16.36/4.35  																																		|
% 16.36/4.35  																																			| Combining equations (289,602) yields a new equation:
% 16.36/4.35  																																			| (332) e4 = e1
% 16.36/4.35  																																			|
% 16.36/4.35  																																			| Equations (332) can reduce 210 to:
% 16.36/4.35  																																			| (247) $false
% 16.36/4.35  																																			|
% 16.36/4.35  																																			|-The branch is then unsatisfiable
% 16.36/4.35  																																		|-Branch two:
% 16.36/4.35  																																		| (577)  ~ (all_0_9_9 = e4)
% 16.36/4.35  																																		| (957) all_0_10_10 = e4 | all_0_12_12 = e4
% 16.36/4.35  																																		|
% 16.36/4.35  																																			+-Applying beta-rule and splitting (99), into two cases.
% 16.36/4.35  																																			|-Branch one:
% 16.36/4.35  																																			| (634) all_0_7_7 = e2
% 16.36/4.35  																																			|
% 16.36/4.35  																																				| Equations (634) can reduce 23 to:
% 16.36/4.35  																																				| (645)  ~ (all_0_11_11 = e2)
% 16.36/4.35  																																				|
% 16.36/4.36  																																				| Simplifying 645 yields:
% 16.36/4.36  																																				| (322)  ~ (all_0_11_11 = e2)
% 16.36/4.36  																																				|
% 16.36/4.36  																																				| From (634) and (39) follows:
% 16.36/4.36  																																				| (1861) op(e3, e1) = e2
% 16.36/4.36  																																				|
% 16.36/4.36  																																				+-Applying beta-rule and splitting (163), into two cases.
% 16.36/4.36  																																				|-Branch one:
% 16.36/4.36  																																				| (303) all_0_10_10 = e2
% 16.36/4.36  																																				|
% 16.36/4.36  																																					| Equations (303) can reduce 355 to:
% 16.36/4.36  																																					| (467)  ~ (e4 = e2)
% 16.36/4.36  																																					|
% 16.36/4.36  																																					| Simplifying 467 yields:
% 16.36/4.36  																																					| (194)  ~ (e4 = e2)
% 16.36/4.36  																																					|
% 16.36/4.36  																																					| Equations (303) can reduce 286 to:
% 16.36/4.36  																																					| (138)  ~ (e2 = e1)
% 16.36/4.36  																																					|
% 16.36/4.36  																																					| Equations (303) can reduce 390 to:
% 16.36/4.36  																																					| (47)  ~ (e2 = e0)
% 16.36/4.36  																																					|
% 16.36/4.36  																																					+-Applying beta-rule and splitting (957), into two cases.
% 16.36/4.36  																																					|-Branch one:
% 16.36/4.36  																																					| (589) all_0_10_10 = e4
% 16.36/4.36  																																					|
% 16.36/4.36  																																						| Combining equations (303,589) yields a new equation:
% 16.36/4.36  																																						| (471) e4 = e2
% 16.36/4.36  																																						|
% 16.36/4.36  																																						| Equations (471) can reduce 194 to:
% 16.36/4.36  																																						| (247) $false
% 16.36/4.36  																																						|
% 16.36/4.36  																																						|-The branch is then unsatisfiable
% 16.36/4.36  																																					|-Branch two:
% 16.36/4.36  																																					| (355)  ~ (all_0_10_10 = e4)
% 16.36/4.36  																																					| (594) all_0_12_12 = e4
% 16.36/4.36  																																					|
% 16.36/4.36  																																						| From (594) and (19) follows:
% 16.36/4.36  																																						| (1744) op(e2, e0) = e4
% 16.36/4.36  																																						|
% 16.36/4.36  																																						+-Applying beta-rule and splitting (162), into two cases.
% 16.36/4.36  																																						|-Branch one:
% 16.36/4.36  																																						| (767) all_0_2_2 = e0
% 16.36/4.36  																																						|
% 16.36/4.36  																																							| Combining equations (1371,767) yields a new equation:
% 16.36/4.36  																																							| (245) e1 = e0
% 16.36/4.36  																																							|
% 16.36/4.36  																																							| Simplifying 245 yields:
% 16.36/4.36  																																							| (246) e1 = e0
% 16.36/4.36  																																							|
% 16.36/4.36  																																							| Equations (246) can reduce 128 to:
% 16.36/4.36  																																							| (247) $false
% 16.36/4.36  																																							|
% 16.36/4.36  																																							|-The branch is then unsatisfiable
% 16.36/4.36  																																						|-Branch two:
% 16.36/4.36  																																						| (770)  ~ (all_0_2_2 = e0)
% 16.36/4.36  																																						| (771) all_0_7_7 = e0 | all_0_11_11 = e0 | all_0_19_19 = e0
% 16.36/4.36  																																						|
% 16.36/4.36  																																							+-Applying beta-rule and splitting (771), into two cases.
% 16.36/4.36  																																							|-Branch one:
% 16.36/4.36  																																							| (778) all_0_7_7 = e0
% 16.36/4.36  																																							|
% 16.36/4.36  																																								| Combining equations (778,634) yields a new equation:
% 16.36/4.36  																																								| (552) e2 = e0
% 16.36/4.36  																																								|
% 16.36/4.36  																																								| Equations (552) can reduce 47 to:
% 16.36/4.36  																																								| (247) $false
% 16.36/4.36  																																								|
% 16.36/4.36  																																								|-The branch is then unsatisfiable
% 16.36/4.36  																																							|-Branch two:
% 16.36/4.36  																																							| (710)  ~ (all_0_7_7 = e0)
% 16.36/4.36  																																							| (783) all_0_11_11 = e0 | all_0_19_19 = e0
% 16.36/4.36  																																							|
% 16.36/4.36  																																								+-Applying beta-rule and splitting (783), into two cases.
% 16.36/4.36  																																								|-Branch one:
% 16.36/4.36  																																								| (551) all_0_11_11 = e0
% 16.36/4.36  																																								|
% 16.36/4.36  																																									| Equations (551) can reduce 1075 to:
% 16.36/4.36  																																									| (541)  ~ (e1 = e0)
% 16.36/4.36  																																									|
% 16.36/4.36  																																									| Simplifying 541 yields:
% 16.36/4.36  																																									| (128)  ~ (e1 = e0)
% 16.36/4.36  																																									|
% 16.36/4.36  																																									+-Applying beta-rule and splitting (59), into two cases.
% 16.36/4.36  																																									|-Branch one:
% 16.36/4.36  																																									| (1434) unit = e1
% 16.36/4.36  																																									|
% 16.36/4.36  																																										| From (1434) and (141) follows:
% 16.36/4.36  																																										| (1864) op(e1, e4) = e4
% 16.36/4.36  																																										|
% 16.36/4.36  																																										| From (1434) and (186) follows:
% 16.36/4.36  																																										| (1867) op(e1, e1) = e1
% 16.36/4.36  																																										|
% 16.36/4.36  																																										| From (1434) and (108) follows:
% 16.36/4.36  																																										| (2696) op(e0, e1) = e0
% 16.36/4.36  																																										|
% 16.36/4.36  																																										| Instantiating formula (120) with e1, e4, e4, e3 and discharging atoms op(e1, e4) = e4, op(e1, e4) = e3, yields:
% 16.36/4.36  																																										| (873) e4 = e3
% 16.36/4.36  																																										|
% 16.36/4.36  																																										| Instantiating formula (120) with e1, e1, e1, e4 and discharging atoms op(e1, e1) = e4, op(e1, e1) = e1, yields:
% 16.36/4.36  																																										| (332) e4 = e1
% 16.36/4.36  																																										|
% 16.36/4.36  																																										| Instantiating formula (120) with e0, e1, e0, e3 and discharging atoms op(e0, e1) = e3, op(e0, e1) = e0, yields:
% 16.36/4.36  																																										| (761) e3 = e0
% 16.36/4.36  																																										|
% 16.36/4.36  																																										| Combining equations (873,332) yields a new equation:
% 16.36/4.36  																																										| (773) e3 = e1
% 16.36/4.36  																																										|
% 16.36/4.36  																																										| Simplifying 773 yields:
% 16.36/4.36  																																										| (299) e3 = e1
% 16.36/4.36  																																										|
% 16.36/4.36  																																										| Combining equations (299,761) yields a new equation:
% 16.36/4.36  																																										| (245) e1 = e0
% 16.36/4.36  																																										|
% 16.36/4.36  																																										| Simplifying 245 yields:
% 16.36/4.36  																																										| (246) e1 = e0
% 16.36/4.36  																																										|
% 16.36/4.36  																																										| Equations (246) can reduce 128 to:
% 16.36/4.36  																																										| (247) $false
% 16.36/4.36  																																										|
% 16.36/4.36  																																										|-The branch is then unsatisfiable
% 16.36/4.36  																																									|-Branch two:
% 16.36/4.36  																																									| (1438)  ~ (unit = e1)
% 16.36/4.36  																																									| (1439) unit = e4 | unit = e3 | unit = e2 | unit = e0
% 16.36/4.36  																																									|
% 16.36/4.36  																																										+-Applying beta-rule and splitting (1439), into two cases.
% 16.36/4.36  																																										|-Branch one:
% 16.36/4.36  																																										| (1440) unit = e0
% 16.36/4.36  																																										|
% 16.36/4.36  																																											| Equations (1440) can reduce 1438 to:
% 16.36/4.36  																																											| (541)  ~ (e1 = e0)
% 16.36/4.36  																																											|
% 16.36/4.36  																																											| Simplifying 541 yields:
% 16.36/4.36  																																											| (128)  ~ (e1 = e0)
% 16.36/4.36  																																											|
% 16.36/4.36  																																											| From (1440) and (141) follows:
% 16.36/4.36  																																											| (1807) op(e0, e4) = e4
% 16.36/4.36  																																											|
% 16.36/4.36  																																											| From (1440) and (27) follows:
% 16.36/4.36  																																											| (3902) op(e0, e3) = e3
% 16.36/4.36  																																											|
% 16.36/4.36  																																											| From (1440) and (172) follows:
% 16.36/4.36  																																											| (2244) op(e0, e1) = e1
% 16.36/4.36  																																											|
% 16.36/4.36  																																											| From (1440) and (151) follows:
% 16.36/4.36  																																											| (3149) op(e2, e0) = e2
% 16.36/4.36  																																											|
% 16.36/4.36  																																											| Instantiating formula (120) with e2, e0, e2, e4 and discharging atoms op(e2, e0) = e4, op(e2, e0) = e2, yields:
% 16.36/4.36  																																											| (471) e4 = e2
% 16.36/4.36  																																											|
% 16.36/4.36  																																											| Instantiating formula (120) with e0, e4, e4, e0 and discharging atoms op(e0, e4) = e4, op(e0, e4) = e0, yields:
% 16.36/4.36  																																											| (911) e4 = e0
% 16.36/4.36  																																											|
% 16.36/4.36  																																											| Instantiating formula (120) with e0, e3, e3, e4 and discharging atoms op(e0, e3) = e4, op(e0, e3) = e3, yields:
% 16.36/4.36  																																											| (873) e4 = e3
% 16.36/4.36  																																											|
% 16.36/4.36  																																											| Instantiating formula (120) with e0, e1, e1, e3 and discharging atoms op(e0, e1) = e3, op(e0, e1) = e1, yields:
% 16.36/4.36  																																											| (299) e3 = e1
% 16.36/4.36  																																											|
% 16.36/4.36  																																											| Combining equations (911,471) yields a new equation:
% 16.36/4.36  																																											| (552) e2 = e0
% 16.36/4.36  																																											|
% 16.36/4.36  																																											| Combining equations (873,471) yields a new equation:
% 16.36/4.36  																																											| (657) e3 = e2
% 16.36/4.36  																																											|
% 16.36/4.36  																																											| Simplifying 657 yields:
% 16.36/4.36  																																											| (311) e3 = e2
% 16.36/4.36  																																											|
% 16.36/4.36  																																											| Combining equations (311,299) yields a new equation:
% 16.36/4.36  																																											| (629) e2 = e1
% 16.36/4.36  																																											|
% 16.36/4.36  																																											| Simplifying 629 yields:
% 16.36/4.36  																																											| (420) e2 = e1
% 16.36/4.36  																																											|
% 16.36/4.36  																																											| Combining equations (420,552) yields a new equation:
% 16.36/4.36  																																											| (245) e1 = e0
% 16.36/4.36  																																											|
% 16.36/4.36  																																											| Simplifying 245 yields:
% 16.36/4.36  																																											| (246) e1 = e0
% 16.36/4.36  																																											|
% 16.36/4.36  																																											| Equations (246) can reduce 128 to:
% 16.36/4.36  																																											| (247) $false
% 16.36/4.36  																																											|
% 16.36/4.36  																																											|-The branch is then unsatisfiable
% 16.36/4.36  																																										|-Branch two:
% 16.36/4.36  																																										| (387)  ~ (unit = e0)
% 16.36/4.36  																																										| (1443) unit = e4 | unit = e3 | unit = e2
% 16.36/4.36  																																										|
% 16.36/4.36  																																											+-Applying beta-rule and splitting (1443), into two cases.
% 16.36/4.36  																																											|-Branch one:
% 16.36/4.36  																																											| (1444) unit = e3
% 16.36/4.36  																																											|
% 16.36/4.36  																																												| From (1444) and (172) follows:
% 16.36/4.36  																																												| (5564) op(e3, e1) = e1
% 16.36/4.36  																																												|
% 16.36/4.36  																																												| Instantiating formula (120) with e3, e1, e1, e2 and discharging atoms op(e3, e1) = e2, op(e3, e1) = e1, yields:
% 16.36/4.36  																																												| (420) e2 = e1
% 16.36/4.36  																																												|
% 16.36/4.36  																																												| Equations (420) can reduce 138 to:
% 16.36/4.36  																																												| (247) $false
% 16.36/4.36  																																												|
% 16.36/4.36  																																												|-The branch is then unsatisfiable
% 16.36/4.36  																																											|-Branch two:
% 16.36/4.36  																																											| (343)  ~ (unit = e3)
% 16.36/4.36  																																											| (1453) unit = e4 | unit = e2
% 16.36/4.36  																																											|
% 16.36/4.36  																																												+-Applying beta-rule and splitting (1453), into two cases.
% 16.36/4.36  																																												|-Branch one:
% 16.36/4.36  																																												| (1454) unit = e4
% 16.36/4.36  																																												|
% 16.36/4.36  																																													| From (1454) and (199) follows:
% 16.36/4.36  																																													| (1455) op(e4, e2) = e2
% 16.36/4.36  																																													|
% 16.36/4.36  																																													| From (1454) and (159) follows:
% 16.36/4.36  																																													| (1457) op(e3, e4) = e3
% 16.36/4.36  																																													|
% 16.36/4.36  																																													| From (1454) and (186) follows:
% 16.36/4.36  																																													| (5572) op(e1, e4) = e1
% 16.36/4.36  																																													|
% 16.36/4.36  																																													| Instantiating formula (120) with e4, e2, e2, e4 and discharging atoms op(e4, e2) = e4, op(e4, e2) = e2, yields:
% 16.36/4.36  																																													| (471) e4 = e2
% 16.36/4.36  																																													|
% 16.36/4.36  																																													| Instantiating formula (120) with e3, e4, e3, e4 and discharging atoms op(e3, e4) = e4, op(e3, e4) = e3, yields:
% 16.36/4.36  																																													| (873) e4 = e3
% 16.36/4.36  																																													|
% 16.36/4.36  																																													| Instantiating formula (120) with e1, e4, e1, e3 and discharging atoms op(e1, e4) = e3, op(e1, e4) = e1, yields:
% 16.36/4.36  																																													| (299) e3 = e1
% 16.36/4.36  																																													|
% 16.36/4.36  																																													| Combining equations (471,873) yields a new equation:
% 16.36/4.36  																																													| (311) e3 = e2
% 16.36/4.36  																																													|
% 16.36/4.36  																																													| Combining equations (311,299) yields a new equation:
% 16.36/4.36  																																													| (629) e2 = e1
% 16.36/4.36  																																													|
% 16.36/4.36  																																													| Simplifying 629 yields:
% 16.36/4.36  																																													| (420) e2 = e1
% 16.36/4.36  																																													|
% 16.36/4.36  																																													| Equations (420) can reduce 138 to:
% 16.36/4.36  																																													| (247) $false
% 16.36/4.36  																																													|
% 16.36/4.36  																																													|-The branch is then unsatisfiable
% 16.36/4.36  																																												|-Branch two:
% 16.36/4.36  																																												| (349)  ~ (unit = e4)
% 16.36/4.36  																																												| (1470) unit = e2
% 16.36/4.36  																																												|
% 16.36/4.36  																																													| Equations (1470) can reduce 325 to:
% 16.36/4.36  																																													| (247) $false
% 16.36/4.36  																																													|
% 16.36/4.36  																																													|-The branch is then unsatisfiable
% 16.36/4.36  																																								|-Branch two:
% 16.36/4.36  																																								| (554)  ~ (all_0_11_11 = e0)
% 16.36/4.36  																																								| (922) all_0_19_19 = e0
% 16.36/4.36  																																								|
% 16.36/4.36  																																									| Combining equations (946,922) yields a new equation:
% 16.36/4.36  																																									| (1006) e3 = e0
% 16.36/4.36  																																									|
% 16.36/4.36  																																									| Simplifying 1006 yields:
% 16.36/4.36  																																									| (761) e3 = e0
% 16.36/4.36  																																									|
% 16.36/4.36  																																									| Equations (761) can reduce 64 to:
% 16.36/4.36  																																									| (247) $false
% 16.36/4.36  																																									|
% 16.36/4.36  																																									|-The branch is then unsatisfiable
% 16.36/4.36  																																				|-Branch two:
% 16.36/4.36  																																				| (294)  ~ (all_0_10_10 = e2)
% 16.36/4.36  																																				| (306) all_0_11_11 = e2 | all_0_12_12 = e2
% 16.36/4.36  																																				|
% 16.36/4.36  																																					+-Applying beta-rule and splitting (306), into two cases.
% 16.36/4.36  																																					|-Branch one:
% 16.36/4.36  																																					| (307) all_0_11_11 = e2
% 16.36/4.36  																																					|
% 16.36/4.36  																																						| Equations (307) can reduce 322 to:
% 16.36/4.36  																																						| (247) $false
% 16.36/4.36  																																						|
% 16.36/4.36  																																						|-The branch is then unsatisfiable
% 16.36/4.36  																																					|-Branch two:
% 16.36/4.36  																																					| (322)  ~ (all_0_11_11 = e2)
% 16.36/4.36  																																					| (419) all_0_12_12 = e2
% 16.36/4.36  																																					|
% 16.36/4.36  																																						| Equations (419) can reduce 323 to:
% 16.36/4.36  																																						| (247) $false
% 16.36/4.36  																																						|
% 16.36/4.36  																																						|-The branch is then unsatisfiable
% 16.36/4.36  																																			|-Branch two:
% 16.36/4.36  																																			| (444)  ~ (all_0_7_7 = e2)
% 16.36/4.36  																																			| (637) all_0_11_11 = e2 | all_0_19_19 = e2
% 16.36/4.36  																																			|
% 16.36/4.36  																																				+-Applying beta-rule and splitting (1933), into two cases.
% 16.36/4.36  																																				|-Branch one:
% 16.36/4.36  																																				| (551) all_0_11_11 = e0
% 16.36/4.36  																																				|
% 16.36/4.36  																																					| Equations (551) can reduce 322 to:
% 16.36/4.36  																																					| (539)  ~ (e2 = e0)
% 16.36/4.36  																																					|
% 16.36/4.36  																																					| Simplifying 539 yields:
% 16.36/4.36  																																					| (47)  ~ (e2 = e0)
% 16.36/4.36  																																					|
% 16.36/4.36  																																					+-Applying beta-rule and splitting (62), into two cases.
% 16.36/4.36  																																					|-Branch one:
% 16.36/4.36  																																					| (638) all_0_5_5 = e2
% 16.36/4.36  																																					|
% 16.36/4.36  																																						| Combining equations (244,638) yields a new equation:
% 16.36/4.36  																																						| (552) e2 = e0
% 16.36/4.36  																																						|
% 16.36/4.36  																																						| Equations (552) can reduce 47 to:
% 16.36/4.36  																																						| (247) $false
% 16.36/4.36  																																						|
% 16.36/4.36  																																						|-The branch is then unsatisfiable
% 16.36/4.36  																																					|-Branch two:
% 16.36/4.36  																																					| (321)  ~ (all_0_5_5 = e2)
% 16.36/4.36  																																					| (643) all_0_10_10 = e2 | all_0_14_14 = e2 | all_0_17_17 = e2
% 16.36/4.36  																																					|
% 16.36/4.36  																																						| Equations (244) can reduce 321 to:
% 16.36/4.36  																																						| (539)  ~ (e2 = e0)
% 16.36/4.36  																																						|
% 16.36/4.36  																																						| Simplifying 539 yields:
% 16.36/4.36  																																						| (47)  ~ (e2 = e0)
% 16.36/4.36  																																						|
% 16.36/4.36  																																						+-Applying beta-rule and splitting (637), into two cases.
% 16.36/4.36  																																						|-Branch one:
% 16.36/4.36  																																						| (307) all_0_11_11 = e2
% 16.36/4.36  																																						|
% 16.36/4.36  																																							| Combining equations (551,307) yields a new equation:
% 16.36/4.36  																																							| (552) e2 = e0
% 16.36/4.36  																																							|
% 16.36/4.36  																																							| Equations (552) can reduce 47 to:
% 16.36/4.36  																																							| (247) $false
% 16.36/4.36  																																							|
% 16.36/4.36  																																							|-The branch is then unsatisfiable
% 16.36/4.36  																																						|-Branch two:
% 16.36/4.36  																																						| (322)  ~ (all_0_11_11 = e2)
% 16.36/4.36  																																						| (651) all_0_19_19 = e2
% 16.36/4.36  																																						|
% 16.36/4.36  																																							| Combining equations (651,946) yields a new equation:
% 16.36/4.36  																																							| (311) e3 = e2
% 16.36/4.36  																																							|
% 16.36/4.36  																																							| Equations (311) can reduce 191 to:
% 16.36/4.36  																																							| (247) $false
% 16.36/4.36  																																							|
% 16.36/4.36  																																							|-The branch is then unsatisfiable
% 16.36/4.36  																																				|-Branch two:
% 16.36/4.36  																																				| (554)  ~ (all_0_11_11 = e0)
% 16.36/4.36  																																				| (307) all_0_11_11 = e2
% 16.36/4.36  																																				|
% 16.36/4.36  																																					| Equations (307) can reduce 322 to:
% 16.36/4.36  																																					| (247) $false
% 16.36/4.36  																																					|
% 16.36/4.36  																																					|-The branch is then unsatisfiable
% 16.36/4.36  																																	|-Branch two:
% 16.36/4.36  																																	| (992)  ~ (all_0_17_17 = e4)
% 16.36/4.36  																																	| (458) all_0_17_17 = e2
% 16.36/4.36  																																	|
% 16.36/4.36  																																		| Equations (458) can reduce 328 to:
% 16.36/4.36  																																		| (247) $false
% 16.36/4.36  																																		|
% 16.36/4.36  																																		|-The branch is then unsatisfiable
% 16.36/4.36  																												|-Branch two:
% 16.36/4.36  																												| (1004)  ~ (all_0_19_19 = e3)
% 16.36/4.36  																												| (1005) all_0_20_20 = e3
% 16.36/4.36  																												|
% 16.36/4.36  																													| Combining equations (1005,1017) yields a new equation:
% 16.36/4.36  																													| (773) e3 = e1
% 16.36/4.36  																													|
% 16.36/4.36  																													| Simplifying 773 yields:
% 16.36/4.36  																													| (299) e3 = e1
% 16.36/4.36  																													|
% 16.36/4.36  																													| Equations (299) can reduce 132 to:
% 16.36/4.36  																													| (247) $false
% 16.36/4.36  																													|
% 16.36/4.36  																													|-The branch is then unsatisfiable
% 16.36/4.36  																										|-Branch two:
% 16.36/4.36  																										| (334) all_0_10_10 = e2 &  ~ (all_0_13_13 = e3) &  ~ (all_0_15_15 = e3) &  ~ (unit = e3) & ( ~ (all_0_2_2 = e3) | all_0_0_0 = e1) & ( ~ (all_0_3_3 = e3) | all_0_0_0 = e0) & ( ~ (all_0_4_4 = e3) | all_0_5_5 = e4) & ( ~ (all_0_7_7 = e3) | all_0_5_5 = e1) & ( ~ (all_0_8_8 = e3) | all_0_5_5 = e0) & ( ~ (all_0_16_16 = e3) | all_0_17_17 = e4) & ( ~ (all_0_19_19 = e3) | all_0_17_17 = e1) & ( ~ (all_0_20_20 = e3) | all_0_17_17 = e0)
% 16.36/4.36  																										|
% 16.36/4.36  																											| Applying alpha-rule on (334) yields:
% 16.36/4.36  																											| (301)  ~ (all_0_13_13 = e3)
% 16.36/4.36  																											| (336)  ~ (all_0_3_3 = e3) | all_0_0_0 = e0
% 16.36/4.36  																											| (337)  ~ (all_0_19_19 = e3) | all_0_17_17 = e1
% 16.36/4.36  																											| (338)  ~ (all_0_16_16 = e3) | all_0_17_17 = e4
% 16.36/4.36  																											| (339)  ~ (all_0_4_4 = e3) | all_0_5_5 = e4
% 16.36/4.36  																											| (340)  ~ (all_0_15_15 = e3)
% 16.36/4.36  																											| (341)  ~ (all_0_20_20 = e3) | all_0_17_17 = e0
% 16.36/4.36  																											| (303) all_0_10_10 = e2
% 16.36/4.36  																											| (343)  ~ (unit = e3)
% 16.36/4.36  																											| (344)  ~ (all_0_7_7 = e3) | all_0_5_5 = e1
% 16.36/4.36  																											| (345)  ~ (all_0_2_2 = e3) | all_0_0_0 = e1
% 16.36/4.36  																											| (346)  ~ (all_0_8_8 = e3) | all_0_5_5 = e0
% 16.36/4.36  																											|
% 16.36/4.36  																											| Equations (298) can reduce 301 to:
% 16.36/4.36  																											| (247) $false
% 16.36/4.36  																											|
% 16.36/4.36  																											|-The branch is then unsatisfiable
% 16.36/4.36  																									|-Branch two:
% 16.36/4.36  																									| (348) all_0_13_13 = e1 &  ~ (all_0_0_0 = e4) &  ~ (all_0_3_3 = e4) &  ~ (all_0_6_6 = e4) &  ~ (all_0_10_10 = e4) &  ~ (all_0_18_18 = e4) &  ~ (unit = e4) & ( ~ (all_0_5_5 = e4) | all_0_4_4 = e3) & ( ~ (all_0_8_8 = e4) | all_0_4_4 = e0) & ( ~ (all_0_12_12 = e4) | all_0_9_9 = e0) & ( ~ (all_0_17_17 = e4) | all_0_16_16 = e3) & ( ~ (all_0_20_20 = e4) | all_0_16_16 = e0)
% 16.36/4.36  																									|
% 16.36/4.36  																										| Applying alpha-rule on (348) yields:
% 16.36/4.36  																										| (349)  ~ (unit = e4)
% 16.36/4.36  																										| (350)  ~ (all_0_6_6 = e4)
% 16.36/4.36  																										| (351)  ~ (all_0_12_12 = e4) | all_0_9_9 = e0
% 16.36/4.36  																										| (352)  ~ (all_0_18_18 = e4)
% 16.36/4.36  																										| (353)  ~ (all_0_20_20 = e4) | all_0_16_16 = e0
% 16.36/4.36  																										| (354)  ~ (all_0_0_0 = e4)
% 16.36/4.36  																										| (355)  ~ (all_0_10_10 = e4)
% 16.36/4.36  																										| (356)  ~ (all_0_3_3 = e4)
% 16.36/4.36  																										| (224) all_0_13_13 = e1
% 16.36/4.36  																										| (358)  ~ (all_0_5_5 = e4) | all_0_4_4 = e3
% 16.36/4.36  																										| (359)  ~ (all_0_8_8 = e4) | all_0_4_4 = e0
% 16.36/4.36  																										| (360)  ~ (all_0_17_17 = e4) | all_0_16_16 = e3
% 16.36/4.36  																										|
% 16.36/4.36  																										| Combining equations (298,224) yields a new equation:
% 16.36/4.36  																										| (773) e3 = e1
% 16.36/4.36  																										|
% 16.36/4.36  																										| Simplifying 773 yields:
% 16.36/4.36  																										| (299) e3 = e1
% 16.36/4.36  																										|
% 16.36/4.36  																										| Equations (299) can reduce 132 to:
% 16.36/4.36  																										| (247) $false
% 16.36/4.36  																										|
% 16.36/4.36  																										|-The branch is then unsatisfiable
% 16.36/4.36  																								|-Branch two:
% 16.36/4.36  																								| (379) all_0_15_15 = e2 &  ~ (all_0_10_10 = e0) &  ~ (unit = e0) & ( ~ (all_0_0_0 = e0) | all_0_3_3 = e3) & ( ~ (all_0_2_2 = e0) | all_0_3_3 = e1) & ( ~ (all_0_4_4 = e0) | all_0_8_8 = e4) & ( ~ (all_0_5_5 = e0) | all_0_8_8 = e3) & ( ~ (all_0_7_7 = e0) | all_0_8_8 = e1) & ( ~ (all_0_9_9 = e0) | all_0_12_12 = e4) & ( ~ (all_0_11_11 = e0) | all_0_12_12 = e1) & ( ~ (all_0_16_16 = e0) | all_0_20_20 = e4) & ( ~ (all_0_17_17 = e0) | all_0_20_20 = e3) & ( ~ (all_0_19_19 = e0) | all_0_20_20 = e1)
% 16.36/4.37  																								|
% 16.36/4.37  																									| Applying alpha-rule on (379) yields:
% 16.36/4.37  																									| (380) all_0_15_15 = e2
% 16.36/4.37  																									| (381)  ~ (all_0_11_11 = e0) | all_0_12_12 = e1
% 16.36/4.37  																									| (382)  ~ (all_0_4_4 = e0) | all_0_8_8 = e4
% 16.36/4.37  																									| (383)  ~ (all_0_17_17 = e0) | all_0_20_20 = e3
% 16.36/4.37  																									| (384)  ~ (all_0_2_2 = e0) | all_0_3_3 = e1
% 16.36/4.37  																									| (385)  ~ (all_0_9_9 = e0) | all_0_12_12 = e4
% 16.36/4.37  																									| (386)  ~ (all_0_7_7 = e0) | all_0_8_8 = e1
% 16.36/4.37  																									| (387)  ~ (unit = e0)
% 16.36/4.37  																									| (388)  ~ (all_0_19_19 = e0) | all_0_20_20 = e1
% 16.36/4.37  																									| (389)  ~ (all_0_0_0 = e0) | all_0_3_3 = e3
% 16.36/4.37  																									| (390)  ~ (all_0_10_10 = e0)
% 16.36/4.37  																									| (391)  ~ (all_0_5_5 = e0) | all_0_8_8 = e3
% 16.36/4.37  																									| (392)  ~ (all_0_16_16 = e0) | all_0_20_20 = e4
% 16.36/4.37  																									|
% 16.36/4.37  																									+-Applying beta-rule and splitting (177), into two cases.
% 16.36/4.37  																									|-Branch one:
% 16.36/4.37  																									| (262) all_0_17_17 = e1
% 16.36/4.37  																									|
% 16.36/4.37  																										| Equations (262) can reduce 243 to:
% 16.36/4.37  																										| (247) $false
% 16.36/4.37  																										|
% 16.36/4.37  																										|-The branch is then unsatisfiable
% 16.36/4.37  																									|-Branch two:
% 16.36/4.37  																									| (243)  ~ (all_0_17_17 = e1)
% 16.36/4.37  																									| (679) all_0_17_17 = e4 | all_0_17_17 = e3 | all_0_17_17 = e2 | all_0_17_17 = e0
% 16.36/4.37  																									|
% 16.36/4.37  																										+-Applying beta-rule and splitting (679), into two cases.
% 16.36/4.37  																										|-Branch one:
% 16.36/4.37  																										| (680) all_0_17_17 = e0
% 16.36/4.37  																										|
% 16.36/4.37  																											| Equations (680) can reduce 252 to:
% 16.36/4.37  																											| (247) $false
% 16.36/4.37  																											|
% 16.36/4.37  																											|-The branch is then unsatisfiable
% 16.36/4.37  																										|-Branch two:
% 16.36/4.37  																										| (252)  ~ (all_0_17_17 = e0)
% 16.36/4.37  																										| (683) all_0_17_17 = e4 | all_0_17_17 = e3 | all_0_17_17 = e2
% 16.36/4.37  																										|
% 16.36/4.37  																											+-Applying beta-rule and splitting (683), into two cases.
% 16.36/4.37  																											|-Branch one:
% 16.36/4.37  																											| (684) all_0_17_17 = e3
% 16.36/4.37  																											|
% 16.36/4.37  																												| Equations (684) can reduce 432 to:
% 16.36/4.37  																												| (247) $false
% 16.36/4.37  																												|
% 16.36/4.37  																												|-The branch is then unsatisfiable
% 16.36/4.37  																											|-Branch two:
% 16.36/4.37  																											| (432)  ~ (all_0_17_17 = e3)
% 16.36/4.37  																											| (687) all_0_17_17 = e4 | all_0_17_17 = e2
% 16.36/4.37  																											|
% 16.36/4.37  																												+-Applying beta-rule and splitting (687), into two cases.
% 16.36/4.37  																												|-Branch one:
% 16.36/4.37  																												| (688) all_0_17_17 = e4
% 16.36/4.37  																												|
% 16.36/4.37  																													| Equations (688) can reduce 243 to:
% 16.36/4.37  																													| (210)  ~ (e4 = e1)
% 16.36/4.37  																													|
% 16.36/4.37  																													+-Applying beta-rule and splitting (392), into two cases.
% 16.36/4.37  																													|-Branch one:
% 16.36/4.37  																													| (1405)  ~ (all_0_16_16 = e0)
% 16.36/4.37  																													|
% 16.36/4.37  																														| Equations (1503) can reduce 1405 to:
% 16.36/4.37  																														| (247) $false
% 16.36/4.37  																														|
% 16.36/4.37  																														|-The branch is then unsatisfiable
% 16.36/4.37  																													|-Branch two:
% 16.36/4.37  																													| (1503) all_0_16_16 = e0
% 16.36/4.37  																													| (910) all_0_20_20 = e4
% 16.36/4.37  																													|
% 16.36/4.37  																														| Combining equations (1017,910) yields a new equation:
% 16.36/4.37  																														| (332) e4 = e1
% 16.36/4.37  																														|
% 16.36/4.37  																														| Equations (332) can reduce 210 to:
% 16.36/4.37  																														| (247) $false
% 16.36/4.37  																														|
% 16.36/4.37  																														|-The branch is then unsatisfiable
% 16.36/4.37  																												|-Branch two:
% 16.36/4.37  																												| (992)  ~ (all_0_17_17 = e4)
% 16.36/4.37  																												| (458) all_0_17_17 = e2
% 16.36/4.37  																												|
% 16.36/4.37  																													| Equations (458) can reduce 328 to:
% 16.36/4.37  																													| (247) $false
% 16.36/4.37  																													|
% 16.36/4.37  																													|-The branch is then unsatisfiable
% 16.36/4.37  																							|-Branch two:
% 16.36/4.37  																							| (395)  ~ (all_0_1_1 = e1) &  ~ (all_0_4_4 = e1) &  ~ (all_0_9_9 = e1) &  ~ (all_0_10_10 = e1) &  ~ (all_0_14_14 = e1) &  ~ (all_0_15_15 = e1) &  ~ (all_0_16_16 = e1) & ( ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))) & ( ~ (all_0_2_2 = e1) |  ~ (unit = e1)) & ( ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))) & ( ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))) & ( ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))) & ( ~ (all_0_7_7 = e1) |  ~ (unit = e1)) & ( ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))) & ( ~ (all_0_11_11 = e1) |  ~ (unit = e1)) & ( ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))) & ( ~ (all_0_13_13 = e1) |  ~ (unit = e1)) & ( ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))) & ( ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))) & ( ~ (all_0_19_19 = e1) |  ~ (unit = e1)) & ( ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1)))
% 16.36/4.37  																							|
% 16.36/4.37  																								| Applying alpha-rule on (395) yields:
% 16.36/4.37  																								| (396)  ~ (all_0_1_1 = e1)
% 16.36/4.37  																								| (397)  ~ (all_0_7_7 = e1) |  ~ (unit = e1)
% 16.36/4.37  																								| (227)  ~ (all_0_14_14 = e1)
% 16.36/4.37  																								| (225)  ~ (all_0_4_4 = e1)
% 16.36/4.37  																								| (400)  ~ (all_0_3_3 = e1) | (all_0_2_2 = e0 &  ~ (unit = e1))
% 16.36/4.37  																								| (401)  ~ (all_0_11_11 = e1) |  ~ (unit = e1)
% 16.36/4.37  																								| (402)  ~ (all_0_8_8 = e1) | (all_0_7_7 = e0 &  ~ (unit = e1))
% 16.36/4.37  																								| (403)  ~ (all_0_5_5 = e1) | (all_0_7_7 = e3 &  ~ (unit = e1))
% 16.36/4.37  																								| (231)  ~ (all_0_16_16 = e1)
% 16.36/4.37  																								| (405)  ~ (all_0_20_20 = e1) | (all_0_19_19 = e0 &  ~ (unit = e1))
% 16.36/4.37  																								| (286)  ~ (all_0_10_10 = e1)
% 16.36/4.37  																								| (407)  ~ (all_0_13_13 = e1) |  ~ (unit = e1)
% 16.36/4.37  																								| (408)  ~ (all_0_6_6 = e1) | (all_0_7_7 = e2 &  ~ (unit = e1))
% 16.36/4.37  																								| (409)  ~ (all_0_19_19 = e1) |  ~ (unit = e1)
% 16.36/4.37  																								| (410)  ~ (all_0_2_2 = e1) |  ~ (unit = e1)
% 16.36/4.37  																								| (411)  ~ (all_0_12_12 = e1) | (all_0_11_11 = e0 &  ~ (unit = e1))
% 16.36/4.37  																								| (412)  ~ (all_0_18_18 = e1) | (all_0_19_19 = e2 &  ~ (unit = e1))
% 16.36/4.37  																								| (413)  ~ (all_0_17_17 = e1) | (all_0_19_19 = e3 &  ~ (unit = e1))
% 16.36/4.37  																								| (285)  ~ (all_0_9_9 = e1)
% 16.36/4.37  																								| (229)  ~ (all_0_15_15 = e1)
% 16.36/4.37  																								| (416)  ~ (all_0_0_0 = e1) | (all_0_2_2 = e3 &  ~ (unit = e1))
% 16.36/4.37  																								|
% 16.36/4.37  																								| Equations (426) can reduce 227 to:
% 16.36/4.37  																								| (247) $false
% 16.36/4.37  																								|
% 16.36/4.37  																								|-The branch is then unsatisfiable
% 16.36/4.37  																				|-Branch two:
% 16.36/4.37  																				| (1188)  ~ (all_0_0_0 = e3)
% 16.36/4.37  																				| (927) all_0_0_0 = e4
% 16.36/4.37  																				|
% 16.36/4.37  																					| Equations (927) can reduce 354 to:
% 16.36/4.37  																					| (247) $false
% 16.36/4.37  																					|
% 16.36/4.37  																					|-The branch is then unsatisfiable
% 16.36/4.37  																		|-Branch two:
% 16.36/4.37  																		| (697)  ~ (all_0_4_4 = e4)
% 16.36/4.37  																		| (1494) all_0_9_9 = e4 | all_0_16_16 = e4
% 16.36/4.37  																		|
% 16.36/4.37  																			+-Applying beta-rule and splitting (1494), into two cases.
% 16.36/4.37  																			|-Branch one:
% 16.36/4.37  																			| (602) all_0_9_9 = e4
% 16.36/4.37  																			|
% 16.36/4.37  																				| Combining equations (602,289) yields a new equation:
% 16.36/4.37  																				| (331) e4 = e1
% 16.36/4.37  																				|
% 16.36/4.37  																				| Simplifying 331 yields:
% 16.36/4.37  																				| (332) e4 = e1
% 16.36/4.37  																				|
% 16.36/4.37  																				| Equations (332) can reduce 210 to:
% 16.36/4.37  																				| (247) $false
% 16.36/4.37  																				|
% 16.36/4.37  																				|-The branch is then unsatisfiable
% 16.36/4.37  																			|-Branch two:
% 16.36/4.37  																			| (577)  ~ (all_0_9_9 = e4)
% 16.36/4.37  																			| (1500) all_0_16_16 = e4
% 16.36/4.37  																			|
% 16.36/4.37  																				| Combining equations (1500,1503) yields a new equation:
% 16.36/4.37  																				| (1496) e4 = e0
% 16.36/4.37  																				|
% 16.36/4.37  																				| Simplifying 1496 yields:
% 16.36/4.37  																				| (911) e4 = e0
% 16.36/4.37  																				|
% 16.36/4.37  																				| Equations (911) can reduce 7 to:
% 16.36/4.37  																				| (247) $false
% 16.36/4.37  																				|
% 16.36/4.37  																				|-The branch is then unsatisfiable
% 16.36/4.37  													|-Branch two:
% 16.36/4.37  													| (216)  ~ (all_0_2_2 = e1)
% 16.36/4.37  													| (2184) all_0_7_7 = e1 | all_0_11_11 = e1 | all_0_19_19 = e1
% 16.36/4.37  													|
% 16.36/4.37  														+-Applying beta-rule and splitting (155), into two cases.
% 16.36/4.37  														|-Branch one:
% 16.36/4.37  														| (692) all_0_0_0 = e1
% 16.36/4.37  														|
% 16.36/4.37  															| Equations (692) can reduce 214 to:
% 16.36/4.37  															| (247) $false
% 16.36/4.37  															|
% 16.36/4.37  															|-The branch is then unsatisfiable
% 16.36/4.37  														|-Branch two:
% 16.36/4.37  														| (214)  ~ (all_0_0_0 = e1)
% 16.36/4.37  														| (2462) all_0_1_1 = e1 | all_0_2_2 = e1 | all_0_3_3 = e1
% 16.36/4.37  														|
% 16.36/4.37  															+-Applying beta-rule and splitting (2462), into two cases.
% 16.36/4.37  															|-Branch one:
% 16.36/4.37  															| (213) all_0_1_1 = e1
% 16.36/4.37  															|
% 16.36/4.37  																| Combining equations (213,330) yields a new equation:
% 16.36/4.37  																| (332) e4 = e1
% 16.36/4.37  																|
% 16.36/4.37  																| Equations (332) can reduce 210 to:
% 16.36/4.37  																| (247) $false
% 16.36/4.37  																|
% 16.36/4.37  																|-The branch is then unsatisfiable
% 16.36/4.37  															|-Branch two:
% 16.36/4.37  															| (396)  ~ (all_0_1_1 = e1)
% 16.36/4.37  															| (2467) all_0_2_2 = e1 | all_0_3_3 = e1
% 16.36/4.37  															|
% 16.36/4.37  																+-Applying beta-rule and splitting (2467), into two cases.
% 16.36/4.37  																|-Branch one:
% 16.36/4.37  																| (1371) all_0_2_2 = e1
% 16.36/4.37  																|
% 16.36/4.37  																	| Equations (1371) can reduce 216 to:
% 16.36/4.37  																	| (247) $false
% 16.36/4.37  																	|
% 16.36/4.37  																	|-The branch is then unsatisfiable
% 16.36/4.37  																|-Branch two:
% 16.36/4.37  																| (216)  ~ (all_0_2_2 = e1)
% 16.36/4.37  																| (258) all_0_3_3 = e1
% 16.36/4.37  																|
% 16.36/4.37  																	| Equations (258) can reduce 218 to:
% 16.36/4.37  																	| (247) $false
% 16.36/4.37  																	|
% 16.36/4.37  																	|-The branch is then unsatisfiable
% 16.36/4.37  												|-Branch two:
% 16.36/4.37  												| (285)  ~ (all_0_9_9 = e1)
% 16.36/4.37  												| (1957) all_0_13_13 = e1 | all_0_16_16 = e1
% 16.36/4.37  												|
% 16.36/4.37  													+-Applying beta-rule and splitting (1957), into two cases.
% 16.36/4.37  													|-Branch one:
% 16.36/4.37  													| (224) all_0_13_13 = e1
% 16.36/4.37  													|
% 16.36/4.37  														| Combining equations (298,224) yields a new equation:
% 16.36/4.37  														| (773) e3 = e1
% 16.36/4.37  														|
% 16.36/4.37  														| Simplifying 773 yields:
% 16.36/4.37  														| (299) e3 = e1
% 16.36/4.37  														|
% 16.36/4.37  														| Equations (299) can reduce 132 to:
% 16.36/4.37  														| (247) $false
% 16.36/4.37  														|
% 16.36/4.37  														|-The branch is then unsatisfiable
% 16.36/4.37  													|-Branch two:
% 16.36/4.37  													| (1568)  ~ (all_0_13_13 = e1)
% 16.36/4.37  													| (254) all_0_16_16 = e1
% 16.36/4.37  													|
% 16.36/4.37  														| Equations (254) can reduce 231 to:
% 16.36/4.37  														| (247) $false
% 16.36/4.37  														|
% 16.36/4.37  														|-The branch is then unsatisfiable
% 16.36/4.37  									|-Branch two:
% 16.36/4.37  									| (220)  ~ (all_0_6_6 = e1)
% 16.36/4.37  									| (270) all_0_18_18 = e1
% 16.36/4.37  									|
% 16.36/4.37  										| Equations (270) can reduce 222 to:
% 16.36/4.37  										| (247) $false
% 16.36/4.37  										|
% 16.36/4.37  										|-The branch is then unsatisfiable
% 16.36/4.37  								|-Branch two:
% 16.36/4.37  								| (227)  ~ (all_0_14_14 = e1)
% 16.36/4.37  								| (429) all_0_14_14 = e3 | all_0_14_14 = e2
% 16.36/4.37  								|
% 16.36/4.37  									+-Applying beta-rule and splitting (429), into two cases.
% 16.36/4.37  									|-Branch one:
% 16.36/4.37  									| (310) all_0_14_14 = e3
% 16.36/4.37  									|
% 16.36/4.37  										| Equations (310) can reduce 313 to:
% 16.36/4.37  										| (247) $false
% 16.36/4.37  										|
% 16.36/4.37  										|-The branch is then unsatisfiable
% 16.36/4.37  									|-Branch two:
% 16.36/4.37  									| (313)  ~ (all_0_14_14 = e3)
% 16.36/4.37  									| (293) all_0_14_14 = e2
% 16.36/4.37  									|
% 16.36/4.37  										| Equations (293) can reduce 326 to:
% 16.36/4.37  										| (247) $false
% 16.36/4.37  										|
% 16.36/4.37  										|-The branch is then unsatisfiable
% 16.36/4.37  					|-Branch two:
% 16.36/4.37  					| (248)  ~ (all_0_5_5 = e0)
% 16.36/4.37  					| (249) all_0_20_20 = e0
% 16.36/4.37  					|
% 16.36/4.37  						| Combining equations (249,1017) yields a new equation:
% 16.36/4.37  						| (246) e1 = e0
% 16.36/4.37  						|
% 16.36/4.37  						| Equations (246) can reduce 128 to:
% 16.36/4.37  						| (247) $false
% 16.36/4.37  						|
% 16.36/4.37  						|-The branch is then unsatisfiable
% 16.36/4.37  % SZS output end Proof for theBenchmark
% 16.36/4.37  
% 16.36/4.37  3784ms
%------------------------------------------------------------------------------