TSTP Solution File: ALG313-1 by SnakeForV-SAT---1.0
View Problem
- Process Solution
%------------------------------------------------------------------------------
% File : SnakeForV-SAT---1.0
% Problem : ALG313-1 : TPTP v8.1.0. Released v4.1.0.
% Transfm : none
% Format : tptp:raw
% Command : vampire --input_syntax tptp --proof tptp --output_axiom_names on --mode portfolio --schedule snake_tptp_sat --cores 0 -t %d %s
% Computer : n024.cluster.edu
% Model : x86_64 x86_64
% CPU : Intel(R) Xeon(R) CPU E5-2620 v4 2.10GHz
% Memory : 8042.1875MB
% OS : Linux 3.10.0-693.el7.x86_64
% CPULimit : 300s
% WCLimit : 300s
% DateTime : Wed Aug 31 15:44:02 EDT 2022
% Result : Satisfiable 208.33s 26.32s
% Output : FiniteModel 212.25s
% Verified :
% SZS Type : -
% Comments :
%------------------------------------------------------------------------------
%----WARNING: Could not form TPTP format derivation
%------------------------------------------------------------------------------
%----ORIGINAL SYSTEM OUTPUT
% 0.12/0.12 % Problem : ALG313-1 : TPTP v8.1.0. Released v4.1.0.
% 0.12/0.13 % Command : vampire --input_syntax tptp --proof tptp --output_axiom_names on --mode portfolio --schedule snake_tptp_sat --cores 0 -t %d %s
% 0.13/0.34 % Computer : n024.cluster.edu
% 0.13/0.34 % Model : x86_64 x86_64
% 0.13/0.34 % CPU : Intel(R) Xeon(R) CPU E5-2620 v4 @ 2.10GHz
% 0.13/0.34 % Memory : 8042.1875MB
% 0.13/0.34 % OS : Linux 3.10.0-693.el7.x86_64
% 0.13/0.34 % CPULimit : 300
% 0.13/0.34 % WCLimit : 300
% 0.13/0.34 % DateTime : Mon Aug 29 15:07:34 EDT 2022
% 0.13/0.35 % CPUTime :
% 0.20/0.46 % (20416)ott+10_1:32_bd=off:fsr=off:newcnf=on:tgt=full:i=51:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/51Mi)
% 0.20/0.48 % (20440)ott+11_2:3_av=off:fde=unused:nwc=5.0:tgt=ground:i=177:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/177Mi)
% 0.20/0.49 % (20431)ott+10_1:1_tgt=ground:i=100:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/100Mi)
% 0.20/0.50 % (20423)ott+2_1:1_fsr=off:gsp=on:i=50:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/50Mi)
% 0.20/0.50 % (20419)fmb+10_1:1_fmbsr=2.0:nm=4:skr=on:i=51:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/51Mi)
% 0.20/0.51 % (20414)ott+10_1:32_abs=on:br=off:urr=ec_only:i=50:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/50Mi)
% 0.20/0.51 % (20417)ott+33_1:4_s2a=on:tgt=ground:i=51:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/51Mi)
% 0.20/0.51 % (20421)dis+2_1:64_add=large:bce=on:bd=off:i=2:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/2Mi)
% 0.20/0.51 % (20418)dis+34_1:32_abs=on:add=off:bsr=on:gsp=on:sp=weighted_frequency:i=48:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/48Mi)
% 0.20/0.51 % (20437)ott+10_1:1_kws=precedence:tgt=ground:i=482:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/482Mi)
% 0.20/0.51 % (20422)ott-1_1:6_av=off:cond=on:fsr=off:nwc=3.0:i=51:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/51Mi)
% 0.20/0.52 % (20428)ott+11_2:3_av=off:fde=unused:nwc=5.0:tgt=ground:i=75:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/75Mi)
% 0.20/0.52 % (20427)ins+10_1:1_awrs=decay:awrsf=30:bsr=unit_only:foolp=on:igrr=8/457:igs=10:igwr=on:nwc=1.5:sp=weighted_frequency:to=lpo:uhcvi=on:i=68:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/68Mi)
% 0.20/0.52 % (20420)dis+10_1:1_fsd=on:sp=occurrence:i=7:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/7Mi)
% 0.20/0.53 % (20413)fmb+10_1:1_bce=on:fmbsr=1.5:nm=4:skr=on:i=191324:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/191324Mi)
% 0.20/0.53 % (20441)ott+33_1:4_s2a=on:tgt=ground:i=439:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/439Mi)
% 0.20/0.53 % (20442)ott+10_7:2_awrs=decay:awrsf=8:bd=preordered:drc=off:fd=preordered:fde=unused:fsr=off:slsq=on:slsqc=2:slsqr=5,8:sp=const_min:spb=units:to=lpo:i=355:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/355Mi)
% 0.20/0.53 % (20434)ott+3_1:1_gsp=on:lcm=predicate:i=138:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/138Mi)
% 0.20/0.53 % (20426)ott+10_1:5_bd=off:tgt=full:i=99:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/99Mi)
% 0.20/0.53 % (20415)ott+4_1:1_av=off:bd=off:nwc=5.0:s2a=on:s2at=2.0:slsq=on:slsqc=2:slsql=off:slsqr=1,2:sp=frequency:i=37:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/37Mi)
% 0.20/0.53 % (20421)Instruction limit reached!
% 0.20/0.53 % (20421)------------------------------
% 0.20/0.53 % (20421)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 0.20/0.53 % (20421)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 0.20/0.53 % (20421)Termination reason: Unknown
% 0.20/0.53 % (20421)Termination phase: Blocked clause elimination
% 0.20/0.53
% 0.20/0.53 % (20421)Memory used [KB]: 895
% 0.20/0.53 % (20421)Time elapsed: 0.003 s
% 0.20/0.53 % (20421)Instructions burned: 2 (million)
% 0.20/0.53 % (20421)------------------------------
% 0.20/0.53 % (20421)------------------------------
% 0.20/0.54 % (20436)ott+11_1:1_drc=off:nwc=5.0:slsq=on:slsqc=1:spb=goal_then_units:to=lpo:i=467:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/467Mi)
% 0.20/0.54 % (20429)dis+34_1:32_abs=on:add=off:bsr=on:gsp=on:sp=weighted_frequency:i=99:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/99Mi)
% 0.20/0.54 % (20416)Instruction limit reached!
% 0.20/0.54 % (20416)------------------------------
% 0.20/0.54 % (20416)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 0.20/0.54 % (20416)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 0.20/0.54 % (20416)Termination reason: Unknown
% 0.20/0.54 % (20416)Termination phase: Saturation
% 0.20/0.54
% 0.20/0.54 % (20416)Memory used [KB]: 5884
% 0.20/0.54 % (20416)Time elapsed: 0.138 s
% 0.20/0.54 % (20416)Instructions burned: 53 (million)
% 0.20/0.54 % (20416)------------------------------
% 0.20/0.54 % (20416)------------------------------
% 0.20/0.54 % (20435)dis+21_1:1_av=off:er=filter:slsq=on:slsqc=0:slsqr=1,1:sp=frequency:to=lpo:i=498:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/498Mi)
% 0.20/0.54 % (20438)ott+10_1:5_bd=off:tgt=full:i=500:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/500Mi)
% 0.20/0.54 % (20420)Instruction limit reached!
% 0.20/0.54 % (20420)------------------------------
% 0.20/0.54 % (20420)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 0.20/0.54 % (20420)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 0.20/0.54 % (20420)Termination reason: Unknown
% 0.20/0.54 % (20420)Termination phase: Saturation
% 0.20/0.54
% 0.20/0.54 % (20420)Memory used [KB]: 5500
% 0.20/0.54 % (20420)Time elapsed: 0.086 s
% 0.20/0.54 % (20420)Instructions burned: 7 (million)
% 0.20/0.54 % (20420)------------------------------
% 0.20/0.54 % (20420)------------------------------
% 0.20/0.54 % (20432)ott+4_1:1_av=off:bd=off:nwc=5.0:rp=on:s2a=on:s2at=2.0:slsq=on:slsqc=2:slsql=off:slsqr=1,2:sp=frequency:i=100:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/100Mi)
% 0.20/0.54 % (20433)ott+10_1:8_bsd=on:fsd=on:lcm=predicate:nwc=5.0:s2a=on:s2at=1.5:spb=goal_then_units:i=176:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/176Mi)
% 0.20/0.55 % (20424)ott+10_1:32_bd=off:fsr=off:newcnf=on:tgt=full:i=100:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/100Mi)
% 0.20/0.55 % (20439)ins+10_1:1_awrs=decay:awrsf=30:bsr=unit_only:foolp=on:igrr=8/457:igs=10:igwr=on:nwc=1.5:sp=weighted_frequency:to=lpo:uhcvi=on:i=68:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/68Mi)
% 0.20/0.55 % (20425)ott+10_1:28_bd=off:bs=on:tgt=ground:i=101:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/101Mi)
% 0.20/0.55 % (20430)fmb+10_1:1_bce=on:i=59:si=on:rawr=on:rtra=on_0 on theBenchmark for (2999ds/59Mi)
% 1.66/0.58 % (20414)Instruction limit reached!
% 1.66/0.58 % (20414)------------------------------
% 1.66/0.58 % (20414)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 1.66/0.58 % (20414)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 1.66/0.58 % (20414)Termination reason: Unknown
% 1.66/0.58 % (20414)Termination phase: Saturation
% 1.66/0.58
% 1.66/0.58 % (20414)Memory used [KB]: 5628
% 1.66/0.58 % (20414)Time elapsed: 0.134 s
% 1.66/0.58 % (20414)Instructions burned: 51 (million)
% 1.66/0.58 % (20414)------------------------------
% 1.66/0.58 % (20414)------------------------------
% 1.66/0.58 % (20423)Instruction limit reached!
% 1.66/0.58 % (20423)------------------------------
% 1.66/0.58 % (20423)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 1.66/0.58 % (20423)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 1.66/0.58 % (20423)Termination reason: Unknown
% 1.66/0.58 % (20423)Termination phase: Saturation
% 1.66/0.58
% 1.66/0.58 % (20423)Memory used [KB]: 6012
% 1.66/0.58 % (20423)Time elapsed: 0.196 s
% 1.66/0.58 % (20423)Instructions burned: 51 (million)
% 1.66/0.58 % (20423)------------------------------
% 1.66/0.58 % (20423)------------------------------
% 1.82/0.59 % (20419)Instruction limit reached!
% 1.82/0.59 % (20419)------------------------------
% 1.82/0.59 % (20419)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 1.82/0.60 % (20418)Instruction limit reached!
% 1.82/0.60 % (20418)------------------------------
% 1.82/0.60 % (20418)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 1.82/0.60 % (20418)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 1.82/0.60 % (20418)Termination reason: Unknown
% 1.82/0.60 % (20418)Termination phase: Saturation
% 1.82/0.60
% 1.82/0.60 % (20418)Memory used [KB]: 6012
% 1.82/0.60 % (20418)Time elapsed: 0.193 s
% 1.82/0.60 % (20418)Instructions burned: 49 (million)
% 1.82/0.60 % (20418)------------------------------
% 1.82/0.60 % (20418)------------------------------
% 1.82/0.60 % (20422)Instruction limit reached!
% 1.82/0.60 % (20422)------------------------------
% 1.82/0.60 % (20422)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 1.82/0.60 % (20422)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 1.82/0.60 % (20422)Termination reason: Unknown
% 1.82/0.60 % (20422)Termination phase: Saturation
% 1.82/0.60
% 1.82/0.60 % (20422)Memory used [KB]: 1279
% 1.82/0.60 % (20422)Time elapsed: 0.186 s
% 1.82/0.60 % (20422)Instructions burned: 51 (million)
% 1.82/0.60 % (20422)------------------------------
% 1.82/0.60 % (20422)------------------------------
% 1.82/0.60 % (20419)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 1.82/0.60 % (20419)Termination reason: Unknown
% 1.82/0.60 % (20419)Termination phase: Finite model building constraint generation
% 1.82/0.60
% 1.82/0.60 % (20419)Memory used [KB]: 18038
% 1.82/0.60 % (20419)Time elapsed: 0.031 s
% 1.82/0.60 % (20419)Instructions burned: 52 (million)
% 1.82/0.60 % (20419)------------------------------
% 1.82/0.60 % (20419)------------------------------
% 1.82/0.60 % (20417)Instruction limit reached!
% 1.82/0.60 % (20417)------------------------------
% 1.82/0.60 % (20417)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 1.82/0.60 % (20417)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 1.82/0.60 % (20417)Termination reason: Unknown
% 1.82/0.60 % (20417)Termination phase: Saturation
% 1.82/0.60
% 1.82/0.60 % (20417)Memory used [KB]: 6140
% 1.82/0.60 % (20417)Time elapsed: 0.202 s
% 1.82/0.60 % (20417)Instructions burned: 52 (million)
% 1.82/0.60 % (20417)------------------------------
% 1.82/0.60 % (20417)------------------------------
% 1.82/0.61 % (20415)Instruction limit reached!
% 1.82/0.61 % (20415)------------------------------
% 1.82/0.61 % (20415)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 1.82/0.61 % (20415)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 1.82/0.61 % (20415)Termination reason: Unknown
% 1.82/0.61 % (20415)Termination phase: Saturation
% 1.82/0.61
% 1.82/0.61 % (20415)Memory used [KB]: 1279
% 1.82/0.61 % (20415)Time elapsed: 0.186 s
% 1.82/0.61 % (20415)Instructions burned: 39 (million)
% 1.82/0.61 % (20415)------------------------------
% 1.82/0.61 % (20415)------------------------------
% 1.82/0.62 % (20428)Instruction limit reached!
% 1.82/0.62 % (20428)------------------------------
% 1.82/0.62 % (20428)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 1.82/0.62 % (20428)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 1.82/0.62 % (20428)Termination reason: Unknown
% 1.82/0.62 % (20428)Termination phase: Saturation
% 1.82/0.62
% 1.82/0.62 % (20428)Memory used [KB]: 1535
% 1.82/0.62 % (20428)Time elapsed: 0.181 s
% 1.82/0.62 % (20428)Instructions burned: 75 (million)
% 1.82/0.62 % (20428)------------------------------
% 1.82/0.62 % (20428)------------------------------
% 1.82/0.63 % (20430)Instruction limit reached!
% 1.82/0.63 % (20430)------------------------------
% 1.82/0.63 % (20430)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 1.82/0.63 % (20430)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 1.82/0.63 % (20430)Termination reason: Unknown
% 1.82/0.63 % (20430)Termination phase: Finite model building constraint generation
% 1.82/0.63
% 1.82/0.63 % (20430)Memory used [KB]: 24306
% 1.82/0.63 % (20430)Time elapsed: 0.025 s
% 1.82/0.63 % (20430)Instructions burned: 59 (million)
% 1.82/0.63 % (20430)------------------------------
% 1.82/0.63 % (20430)------------------------------
% 2.17/0.63 % (20427)Instruction limit reached!
% 2.17/0.63 % (20427)------------------------------
% 2.17/0.63 % (20427)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 2.17/0.63 % (20427)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 2.17/0.63 % (20427)Termination reason: Unknown
% 2.17/0.63 % (20427)Termination phase: Saturation
% 2.17/0.63
% 2.17/0.63 % (20427)Memory used [KB]: 6396
% 2.17/0.63 % (20427)Time elapsed: 0.036 s
% 2.17/0.63 % (20427)Instructions burned: 68 (million)
% 2.17/0.63 % (20427)------------------------------
% 2.17/0.63 % (20427)------------------------------
% 2.24/0.65 % (20431)Instruction limit reached!
% 2.24/0.65 % (20431)------------------------------
% 2.24/0.65 % (20431)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 2.24/0.65 % (20431)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 2.24/0.65 % (20431)Termination reason: Unknown
% 2.24/0.65 % (20431)Termination phase: Saturation
% 2.24/0.65
% 2.24/0.65 % (20431)Memory used [KB]: 6140
% 2.24/0.65 % (20431)Time elapsed: 0.240 s
% 2.24/0.65 % (20431)Instructions burned: 102 (million)
% 2.24/0.65 % (20431)------------------------------
% 2.24/0.65 % (20431)------------------------------
% 2.24/0.66 % (20523)ott-1_1:6_av=off:cond=on:fsr=off:nwc=3.0:i=211:si=on:rawr=on:rtra=on_0 on theBenchmark for (2998ds/211Mi)
% 2.24/0.66 % (20439)Instruction limit reached!
% 2.24/0.66 % (20439)------------------------------
% 2.24/0.66 % (20439)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 2.24/0.66 % (20439)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 2.24/0.66 % (20439)Termination reason: Unknown
% 2.24/0.66 % (20439)Termination phase: Saturation
% 2.24/0.66
% 2.24/0.66 % (20439)Memory used [KB]: 6268
% 2.24/0.66 % (20439)Time elapsed: 0.030 s
% 2.24/0.66 % (20439)Instructions burned: 68 (million)
% 2.24/0.66 % (20439)------------------------------
% 2.24/0.66 % (20439)------------------------------
% 2.24/0.67 % (20432)Instruction limit reached!
% 2.24/0.67 % (20432)------------------------------
% 2.24/0.67 % (20432)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 2.24/0.67 % (20432)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 2.24/0.67 % (20432)Termination reason: Unknown
% 2.24/0.67 % (20432)Termination phase: Saturation
% 2.24/0.67
% 2.24/0.67 % (20432)Memory used [KB]: 1407
% 2.24/0.67 % (20432)Time elapsed: 0.231 s
% 2.24/0.67 % (20432)Instructions burned: 101 (million)
% 2.24/0.67 % (20432)------------------------------
% 2.24/0.67 % (20432)------------------------------
% 2.24/0.67 % (20524)dis+22_1:128_bsd=on:rp=on:slsq=on:slsqc=1:slsqr=1,6:sp=frequency:spb=goal:thsq=on:thsqc=16:thsqd=1:thsql=off:i=90:si=on:rawr=on:rtra=on_0 on theBenchmark for (2998ds/90Mi)
% 2.24/0.67 % (20426)Instruction limit reached!
% 2.24/0.67 % (20426)------------------------------
% 2.24/0.67 % (20426)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 2.24/0.67 % (20426)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 2.24/0.67 % (20426)Termination reason: Unknown
% 2.24/0.67 % (20426)Termination phase: Saturation
% 2.24/0.67
% 2.24/0.67 % (20426)Memory used [KB]: 6140
% 2.24/0.67 % (20426)Time elapsed: 0.272 s
% 2.24/0.67 % (20426)Instructions burned: 99 (million)
% 2.24/0.67 % (20426)------------------------------
% 2.24/0.67 % (20426)------------------------------
% 2.24/0.69 % (20429)Instruction limit reached!
% 2.24/0.69 % (20429)------------------------------
% 2.24/0.69 % (20429)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 2.24/0.69 % (20429)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 2.24/0.69 % (20429)Termination reason: Unknown
% 2.24/0.69 % (20429)Termination phase: Saturation
% 2.24/0.69
% 2.24/0.69 % (20429)Memory used [KB]: 6396
% 2.24/0.69 % (20429)Time elapsed: 0.252 s
% 2.24/0.69 % (20429)Instructions burned: 101 (million)
% 2.24/0.69 % (20429)------------------------------
% 2.24/0.69 % (20429)------------------------------
% 2.24/0.69 % (20518)dis+34_1:32_abs=on:add=off:bsr=on:gsp=on:sp=weighted_frequency:i=388:si=on:rawr=on:rtra=on_0 on theBenchmark for (2998ds/388Mi)
% 2.24/0.70 % (20425)Instruction limit reached!
% 2.24/0.70 % (20425)------------------------------
% 2.24/0.70 % (20425)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 2.24/0.70 % (20425)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 2.24/0.70 % (20425)Termination reason: Unknown
% 2.24/0.70 % (20425)Termination phase: Saturation
% 2.24/0.70
% 2.24/0.70 % (20425)Memory used [KB]: 6268
% 2.24/0.70 % (20425)Time elapsed: 0.290 s
% 2.24/0.70 % (20425)Instructions burned: 101 (million)
% 2.24/0.70 % (20425)------------------------------
% 2.24/0.70 % (20425)------------------------------
% 2.60/0.71 % (20434)Instruction limit reached!
% 2.60/0.71 % (20434)------------------------------
% 2.60/0.71 % (20434)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 2.60/0.71 % (20434)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 2.60/0.71 % (20434)Termination reason: Unknown
% 2.60/0.71 % (20434)Termination phase: Saturation
% 2.60/0.71
% 2.60/0.71 % (20434)Memory used [KB]: 6140
% 2.60/0.71 % (20434)Time elapsed: 0.292 s
% 2.60/0.71 % (20434)Instructions burned: 138 (million)
% 2.60/0.71 % (20434)------------------------------
% 2.60/0.71 % (20434)------------------------------
% 2.60/0.71 % (20529)ott+1_1:2_i=920:si=on:rawr=on:rtra=on_0 on theBenchmark for (2997ds/920Mi)
% 2.60/0.71 % (20530)ott+1_1:7_bd=off:i=934:si=on:rawr=on:rtra=on_0 on theBenchmark for (2997ds/934Mi)
% 2.60/0.71 % (20424)Instruction limit reached!
% 2.60/0.71 % (20424)------------------------------
% 2.60/0.71 % (20424)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 2.60/0.71 % (20424)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 2.60/0.71 % (20424)Termination reason: Unknown
% 2.60/0.71 % (20424)Termination phase: Saturation
% 2.60/0.71
% 2.60/0.71 % (20424)Memory used [KB]: 6268
% 2.60/0.71 % (20424)Time elapsed: 0.312 s
% 2.60/0.71 % (20424)Instructions burned: 101 (million)
% 2.60/0.71 % (20424)------------------------------
% 2.60/0.71 % (20424)------------------------------
% 2.60/0.72 % (20533)dis+21_1:1_av=off:er=filter:slsq=on:slsqc=0:slsqr=1,1:sp=frequency:to=lpo:i=655:si=on:rawr=on:rtra=on_0 on theBenchmark for (2997ds/655Mi)
% 2.60/0.73 % (20440)Instruction limit reached!
% 2.60/0.73 % (20440)------------------------------
% 2.60/0.73 % (20440)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 2.60/0.73 % (20440)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 2.60/0.73 % (20440)Termination reason: Unknown
% 2.60/0.73 % (20440)Termination phase: Saturation
% 2.60/0.73
% 2.60/0.73 % (20440)Memory used [KB]: 2046
% 2.60/0.73 % (20440)Time elapsed: 0.267 s
% 2.60/0.73 % (20440)Instructions burned: 179 (million)
% 2.60/0.73 % (20440)------------------------------
% 2.60/0.73 % (20440)------------------------------
% 2.60/0.73 % (20532)ott+10_1:50_bsr=unit_only:drc=off:fd=preordered:sp=frequency:i=747:si=on:rawr=on:rtra=on_0 on theBenchmark for (2997ds/747Mi)
% 2.60/0.73 % (20534)ins+10_1:1_awrs=decay:awrsf=30:bsr=unit_only:foolp=on:igrr=8/457:igs=10:igwr=on:nwc=1.5:sp=weighted_frequency:to=lpo:uhcvi=on:i=68:si=on:rawr=on:rtra=on_0 on theBenchmark for (2997ds/68Mi)
% 2.60/0.74 % (20535)dis+34_1:32_abs=on:add=off:bsr=on:gsp=on:sp=weighted_frequency:i=940:si=on:rawr=on:rtra=on_0 on theBenchmark for (2997ds/940Mi)
% 2.60/0.76 % (20537)dis+22_1:128_bsd=on:rp=on:slsq=on:slsqc=1:slsqr=1,6:sp=frequency:spb=goal:thsq=on:thsqc=16:thsqd=1:thsql=off:i=90:si=on:rawr=on:rtra=on_0 on theBenchmark for (2997ds/90Mi)
% 2.79/0.76 % (20538)dis+21_1:1_av=off:er=filter:slsq=on:slsqc=0:slsqr=1,1:sp=frequency:to=lpo:i=2016:si=on:rawr=on:rtra=on_0 on theBenchmark for (2997ds/2016Mi)
% 2.79/0.77 WARNING Broken Constraint: if sine_depth(2) has been set then sine_selection(off) is not equal to off
% 2.79/0.77 % (20536)ott+11_4:1_br=off:fde=none:s2a=on:sd=2:sp=frequency:urr=on:i=981:si=on:rawr=on:rtra=on_0 on theBenchmark for (2997ds/981Mi)
% 2.79/0.77 % (20539)dis+10_1:2_atotf=0.3:i=3735:si=on:rawr=on:rtra=on_0 on theBenchmark for (2997ds/3735Mi)
% 2.79/0.79 % (20541)ott+10_1:32_bd=off:fsr=off:newcnf=on:tgt=full:i=4959:si=on:rawr=on:rtra=on_0 on theBenchmark for (2996ds/4959Mi)
% 2.79/0.80 % (20543)ott+3_1:1_atotf=0.2:fsr=off:kws=precedence:sp=weighted_frequency:spb=intro:tgt=ground:i=4931:si=on:rawr=on:rtra=on_0 on theBenchmark for (2996ds/4931Mi)
% 2.79/0.80 % (20542)ott+10_1:1_kws=precedence:tgt=ground:i=4756:si=on:rawr=on:rtra=on_0 on theBenchmark for (2996ds/4756Mi)
% 2.79/0.81 % (20540)ott+11_9:8_add=large:afp=10:amm=off:fsd=on:fsr=off:lma=on:nm=0:nwc=2.4:s2a=on:s2agt=10:sas=z3:sp=reverse_arity:tha=some:thi=overlap:i=4958:si=on:rawr=on:rtra=on_0 on theBenchmark for (2997ds/4958Mi)
% 2.79/0.81 % (20524)Instruction limit reached!
% 2.79/0.81 % (20524)------------------------------
% 2.79/0.81 % (20524)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 2.79/0.81 % (20524)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 2.79/0.81 % (20524)Termination reason: Unknown
% 2.79/0.81 % (20524)Termination phase: Saturation
% 2.79/0.81
% 2.79/0.81 % (20524)Memory used [KB]: 5884
% 2.79/0.81 % (20524)Time elapsed: 0.237 s
% 2.79/0.81 % (20524)Instructions burned: 90 (million)
% 2.79/0.81 % (20524)------------------------------
% 2.79/0.81 % (20524)------------------------------
% 2.79/0.82 % (20544)ins+10_1:1_awrs=decay:awrsf=30:bsr=unit_only:foolp=on:igrr=8/457:igs=10:igwr=on:nwc=1.5:sp=weighted_frequency:to=lpo:uhcvi=on:i=68:si=on:rawr=on:rtra=on_0 on theBenchmark for (2996ds/68Mi)
% 2.79/0.84 % (20546)dis+34_1:32_abs=on:add=off:bsr=on:gsp=on:sp=weighted_frequency:i=2134:si=on:rawr=on:rtra=on_0 on theBenchmark for (2996ds/2134Mi)
% 2.79/0.84 % (20433)Instruction limit reached!
% 2.79/0.84 % (20433)------------------------------
% 2.79/0.84 % (20433)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 2.79/0.84 % (20433)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 2.79/0.84 % (20433)Termination reason: Unknown
% 2.79/0.84 % (20433)Termination phase: Saturation
% 2.79/0.84
% 2.79/0.84 % (20433)Memory used [KB]: 6524
% 2.79/0.84 % (20433)Time elapsed: 0.416 s
% 2.79/0.84 % (20433)Instructions burned: 176 (million)
% 2.79/0.84 % (20433)------------------------------
% 2.79/0.84 % (20433)------------------------------
% 2.79/0.84 % (20545)ott+11_9:8_amm=off:bsd=on:etr=on:fsd=on:fsr=off:lma=on:newcnf=on:nm=0:nwc=3.0:s2a=on:s2agt=10:sas=z3:tha=some:i=1824:si=on:rawr=on:rtra=on_0 on theBenchmark for (2996ds/1824Mi)
% 2.79/0.84 TRYING [6]
% 2.79/0.84 % (20534)Instruction limit reached!
% 2.79/0.84 % (20534)------------------------------
% 2.79/0.84 % (20534)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 2.79/0.84 % (20534)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 2.79/0.84 % (20534)Termination reason: Unknown
% 2.79/0.84 % (20534)Termination phase: Saturation
% 2.79/0.84
% 2.79/0.84 % (20534)Memory used [KB]: 6396
% 2.79/0.84 % (20534)Time elapsed: 0.032 s
% 2.79/0.84 % (20534)Instructions burned: 70 (million)
% 2.79/0.84 % (20534)------------------------------
% 2.79/0.84 % (20534)------------------------------
% 2.79/0.85 % (20547)ott-1_1:1_sp=const_frequency:i=2891:si=on:rawr=on:rtra=on_0 on theBenchmark for (2996ds/2891Mi)
% 3.11/0.87 % (20548)dis+2_1:64_add=large:bce=on:bd=off:i=4585:si=on:rawr=on:rtra=on_0 on theBenchmark for (2996ds/4585Mi)
% 3.19/0.91 % (20523)Instruction limit reached!
% 3.19/0.91 % (20523)------------------------------
% 3.19/0.91 % (20523)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 3.19/0.91 % (20523)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 3.19/0.91 % (20523)Termination reason: Unknown
% 3.19/0.91 % (20523)Termination phase: Saturation
% 3.19/0.91
% 3.19/0.91 % (20523)Memory used [KB]: 1407
% 3.19/0.91 % (20523)Time elapsed: 0.185 s
% 3.19/0.91 % (20523)Instructions burned: 212 (million)
% 3.19/0.91 % (20523)------------------------------
% 3.19/0.91 % (20523)------------------------------
% 3.19/0.92 % (20537)Instruction limit reached!
% 3.19/0.92 % (20537)------------------------------
% 3.19/0.92 % (20537)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 3.19/0.92 % (20537)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 3.19/0.92 % (20537)Termination reason: Unknown
% 3.19/0.92 % (20537)Termination phase: Saturation
% 3.19/0.92
% 3.19/0.92 % (20537)Memory used [KB]: 6396
% 3.19/0.92 % (20537)Time elapsed: 0.254 s
% 3.19/0.92 % (20537)Instructions burned: 90 (million)
% 3.19/0.92 % (20537)------------------------------
% 3.19/0.92 % (20537)------------------------------
% 3.36/0.93 % (20544)Instruction limit reached!
% 3.36/0.93 % (20544)------------------------------
% 3.36/0.93 % (20544)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 3.36/0.93 % (20544)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 3.36/0.93 % (20544)Termination reason: Unknown
% 3.36/0.93 % (20544)Termination phase: Saturation
% 3.36/0.93
% 3.36/0.93 % (20544)Memory used [KB]: 6268
% 3.36/0.93 % (20544)Time elapsed: 0.029 s
% 3.36/0.93 % (20544)Instructions burned: 69 (million)
% 3.36/0.93 % (20544)------------------------------
% 3.36/0.93 % (20544)------------------------------
% 3.36/0.94 % (20549)dis+22_1:128_bsd=on:rp=on:slsq=on:slsqc=1:slsqr=1,6:sp=frequency:spb=goal:thsq=on:thsqc=16:thsqd=1:thsql=off:i=90:si=on:rawr=on:rtra=on_0 on theBenchmark for (2995ds/90Mi)
% 3.44/0.97 % (20550)dis+21_1:1_av=off:er=filter:slsq=on:slsqc=0:slsqr=1,1:sp=frequency:to=lpo:i=2016:si=on:rawr=on:rtra=on_0 on theBenchmark for (2995ds/2016Mi)
% 3.44/0.98 % (20551)dis+10_1:2_atotf=0.3:i=8004:si=on:rawr=on:rtra=on_0 on theBenchmark for (2995ds/8004Mi)
% 3.44/0.98 % (20442)Instruction limit reached!
% 3.44/0.98 % (20442)------------------------------
% 3.44/0.98 % (20442)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 3.44/0.98 % (20442)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 3.44/0.98 % (20442)Termination reason: Unknown
% 3.44/0.98 % (20442)Termination phase: Saturation
% 3.44/0.98
% 3.44/0.98 % (20442)Memory used [KB]: 6524
% 3.44/0.98 % (20442)Time elapsed: 0.556 s
% 3.44/0.98 % (20442)Instructions burned: 356 (million)
% 3.44/0.98 % (20442)------------------------------
% 3.44/0.98 % (20442)------------------------------
% 3.56/1.04 % (20552)ott+11_9:8_add=large:afp=10:amm=off:fsd=on:fsr=off:lma=on:nm=0:nwc=2.4:s2a=on:s2agt=10:sas=z3:sp=reverse_arity:tha=some:thi=overlap:i=9965:si=on:rawr=on:rtra=on_0 on theBenchmark for (2994ds/9965Mi)
% 3.56/1.05 % (20549)Instruction limit reached!
% 3.56/1.05 % (20549)------------------------------
% 3.56/1.05 % (20549)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 3.56/1.05 % (20549)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 3.56/1.05 % (20549)Termination reason: Unknown
% 3.56/1.05 % (20549)Termination phase: Saturation
% 3.56/1.05
% 3.56/1.05 % (20549)Memory used [KB]: 5884
% 3.56/1.05 % (20549)Time elapsed: 0.227 s
% 3.56/1.05 % (20549)Instructions burned: 90 (million)
% 3.56/1.05 % (20549)------------------------------
% 3.56/1.05 % (20549)------------------------------
% 3.56/1.05 % (20553)ott+10_1:32_bd=off:fsr=off:newcnf=on:tgt=full:i=9877:si=on:rawr=on:rtra=on_0 on theBenchmark for (2994ds/9877Mi)
% 3.56/1.07 % (20554)ins+10_1:16_bce=on:fde=unused:igpr=on:igs=35:igwr=on:sp=const_frequency:tgt=full:to=lpo:i=9902:si=on:rawr=on:rtra=on_0 on theBenchmark for (2994ds/9902Mi)
% 5.72/1.09 % (20436)Instruction limit reached!
% 5.72/1.09 % (20436)------------------------------
% 5.72/1.09 % (20436)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 5.72/1.09 % (20436)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 5.72/1.09 % (20436)Termination reason: Unknown
% 5.72/1.09 % (20436)Termination phase: Saturation
% 5.72/1.09
% 5.72/1.09 % (20436)Memory used [KB]: 6652
% 5.72/1.09 % (20436)Time elapsed: 0.636 s
% 5.72/1.09 % (20436)Instructions burned: 467 (million)
% 5.72/1.09 % (20436)------------------------------
% 5.72/1.09 % (20436)------------------------------
% 5.72/1.12 % (20555)ott+11_9:8_amm=off:bsd=on:etr=on:fsd=on:fsr=off:lma=on:newcnf=on:nm=0:nwc=3.0:s2a=on:s2agt=10:sas=z3:tha=some:i=1824:si=on:rawr=on:rtra=on_0 on theBenchmark for (2993ds/1824Mi)
% 5.72/1.12 % (20437)Instruction limit reached!
% 5.72/1.12 % (20437)------------------------------
% 5.72/1.12 % (20437)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 5.72/1.12 % (20437)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 5.72/1.12 % (20437)Termination reason: Unknown
% 5.72/1.12 % (20437)Termination phase: Saturation
% 5.72/1.12
% 5.72/1.12 % (20437)Memory used [KB]: 7164
% 5.72/1.12 % (20437)Time elapsed: 0.680 s
% 5.72/1.12 % (20437)Instructions burned: 483 (million)
% 5.72/1.12 % (20437)------------------------------
% 5.72/1.12 % (20437)------------------------------
% 5.72/1.15 % (20438)Instruction limit reached!
% 5.72/1.15 % (20438)------------------------------
% 5.72/1.15 % (20438)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 5.72/1.15 % (20438)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 5.72/1.15 % (20438)Termination reason: Unknown
% 5.72/1.15 % (20438)Termination phase: Saturation
% 5.72/1.15
% 5.72/1.16 % (20438)Memory used [KB]: 7291
% 5.72/1.16 % (20438)Time elapsed: 0.748 s
% 5.72/1.16 % (20438)Instructions burned: 502 (million)
% 5.72/1.16 % (20438)------------------------------
% 5.72/1.16 % (20438)------------------------------
% 6.42/1.18 % (20556)dis+2_1:64_add=large:bce=on:bd=off:i=9989:si=on:rawr=on:rtra=on_0 on theBenchmark for (2992ds/9989Mi)
% 6.62/1.22 % (20518)Instruction limit reached!
% 6.62/1.22 % (20518)------------------------------
% 6.62/1.22 % (20518)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 6.62/1.22 % (20518)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 6.62/1.22 % (20518)Termination reason: Unknown
% 6.62/1.22 % (20518)Termination phase: Saturation
% 6.62/1.22
% 6.62/1.22 % (20518)Memory used [KB]: 7675
% 6.62/1.22 % (20518)Time elapsed: 0.554 s
% 6.62/1.22 % (20518)Instructions burned: 388 (million)
% 6.62/1.22 % (20518)------------------------------
% 6.62/1.22 % (20518)------------------------------
% 6.62/1.22 % (20557)ott-11_1:32_i=9707:si=on:rawr=on:rtra=on_0 on theBenchmark for (2992ds/9707Mi)
% 6.90/1.25 % (20435)Instruction limit reached!
% 6.90/1.25 % (20435)------------------------------
% 6.90/1.25 % (20435)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 6.90/1.25 % (20435)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 6.90/1.25 % (20435)Termination reason: Unknown
% 6.90/1.25 % (20435)Termination phase: Saturation
% 6.90/1.25
% 6.90/1.25 % (20435)Memory used [KB]: 3198
% 6.90/1.25 % (20435)Time elapsed: 0.796 s
% 6.90/1.25 % (20435)Instructions burned: 500 (million)
% 6.90/1.25 % (20435)------------------------------
% 6.90/1.25 % (20435)------------------------------
% 6.90/1.26 % (20441)Instruction limit reached!
% 6.90/1.26 % (20441)------------------------------
% 6.90/1.26 % (20441)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 6.90/1.26 % (20441)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 6.90/1.26 % (20441)Termination reason: Unknown
% 6.90/1.26 % (20441)Termination phase: Saturation
% 6.90/1.26
% 6.90/1.26 % (20441)Memory used [KB]: 10746
% 6.90/1.26 % (20441)Time elapsed: 0.843 s
% 6.90/1.26 % (20441)Instructions burned: 440 (million)
% 6.90/1.26 % (20441)------------------------------
% 6.90/1.26 % (20441)------------------------------
% 6.90/1.26 % (20558)dis+22_1:128_bsd=on:rp=on:slsq=on:slsqc=1:slsqr=1,6:sp=frequency:spb=goal:thsq=on:thsqc=16:thsqd=1:thsql=off:i=90:si=on:rawr=on:rtra=on_0 on theBenchmark for (2992ds/90Mi)
% 6.90/1.30 % (20559)ott+3_1:1_abs=on:anc=none:bs=on:fsr=off:spb=goal_then_units:i=44001:si=on:rawr=on:rtra=on_0 on theBenchmark for (2991ds/44001Mi)
% 7.55/1.36 % (20560)ott+11_9:8_add=large:afp=10:amm=off:fsd=on:fsr=off:lma=on:nm=0:nwc=2.4:s2a=on:s2agt=10:sas=z3:sp=reverse_arity:tha=some:thi=overlap:i=4958:si=on:rawr=on:rtra=on_0 on theBenchmark for (2991ds/4958Mi)
% 7.55/1.37 % (20558)Instruction limit reached!
% 7.55/1.37 % (20558)------------------------------
% 7.55/1.37 % (20558)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 7.55/1.38 % (20561)ott+1_27:428_av=off:awrs=converge:awrsf=8:bsr=unit_only:drc=off:fd=preordered:newcnf=on:nwc=1.5:skr=on:slsq=on:slsqc=2:slsql=off:slsqr=1,4:sp=reverse_frequency:uwa=one_side_constant:i=35256:si=on:rawr=on:rtra=on_0 on theBenchmark for (2991ds/35256Mi)
% 7.55/1.38 % (20558)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 7.55/1.38 % (20558)Termination reason: Unknown
% 7.55/1.38 % (20558)Termination phase: Saturation
% 7.55/1.38
% 7.55/1.38 % (20558)Memory used [KB]: 5884
% 7.55/1.38 % (20558)Time elapsed: 0.219 s
% 7.55/1.38 % (20558)Instructions burned: 91 (million)
% 7.55/1.38 % (20558)------------------------------
% 7.55/1.38 % (20558)------------------------------
% 8.02/1.40 % (20562)dis+1002_1:1_fde=unused:nwc=10.0:s2a=on:s2at=3.0:sac=on:i=32293:si=on:rawr=on:rtra=on_0 on theBenchmark for (2990ds/32293Mi)
% 8.70/1.52 % (20563)ott+21_1:28_afr=on:anc=all_dependent:bs=on:bsr=unit_only:nicw=on:sp=const_frequency:uhcvi=on:i=37001:si=on:rawr=on:rtra=on_0 on theBenchmark for (2989ds/37001Mi)
% 8.89/1.61 % (20533)Instruction limit reached!
% 8.89/1.61 % (20533)------------------------------
% 8.89/1.61 % (20533)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 8.89/1.62 % (20533)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 8.89/1.62 % (20533)Termination reason: Unknown
% 8.89/1.62 % (20533)Termination phase: Saturation
% 8.89/1.62
% 8.89/1.62 % (20533)Memory used [KB]: 3965
% 8.89/1.62 % (20533)Time elapsed: 0.983 s
% 8.89/1.62 % (20533)Instructions burned: 655 (million)
% 8.89/1.62 % (20533)------------------------------
% 8.89/1.62 % (20533)------------------------------
% 10.75/1.75 % (20564)ott+10_1:32_bd=off:fsr=off:newcnf=on:tgt=full:i=10187:si=on:rawr=on:rtra=on_0 on theBenchmark for (2987ds/10187Mi)
% 11.48/1.81 % (20532)Instruction limit reached!
% 11.48/1.81 % (20532)------------------------------
% 11.48/1.81 % (20532)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 11.60/1.82 % (20532)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 11.60/1.82 % (20532)Termination reason: Unknown
% 11.60/1.82 % (20532)Termination phase: Saturation
% 11.60/1.82
% 11.60/1.82 % (20532)Memory used [KB]: 8699
% 11.60/1.82 % (20532)Time elapsed: 1.147 s
% 11.60/1.82 % (20532)Instructions burned: 747 (million)
% 11.60/1.82 % (20532)------------------------------
% 11.60/1.82 % (20532)------------------------------
% 11.60/1.92 % (20535)Instruction limit reached!
% 11.60/1.92 % (20535)------------------------------
% 11.60/1.92 % (20535)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 12.34/1.92 % (20529)Instruction limit reached!
% 12.34/1.92 % (20529)------------------------------
% 12.34/1.92 % (20529)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 12.34/1.93 % (20530)Instruction limit reached!
% 12.34/1.93 % (20530)------------------------------
% 12.34/1.93 % (20530)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 12.34/1.93 % (20529)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 12.34/1.93 % (20529)Termination reason: Unknown
% 12.34/1.93 % (20529)Termination phase: Saturation
% 12.34/1.93
% 12.34/1.93 % (20529)Memory used [KB]: 12025
% 12.34/1.93 % (20529)Time elapsed: 1.277 s
% 12.34/1.93 % (20529)Instructions burned: 921 (million)
% 12.34/1.93 % (20529)------------------------------
% 12.34/1.93 % (20529)------------------------------
% 12.34/1.93 % (20535)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 12.34/1.93 % (20535)Termination reason: Unknown
% 12.34/1.93 % (20535)Termination phase: Saturation
% 12.34/1.93
% 12.34/1.93 % (20535)Memory used [KB]: 9338
% 12.34/1.93 % (20535)Time elapsed: 1.279 s
% 12.34/1.93 % (20535)Instructions burned: 940 (million)
% 12.34/1.93 % (20535)------------------------------
% 12.34/1.93 % (20535)------------------------------
% 12.34/1.93 % (20530)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 12.34/1.93 % (20530)Termination reason: Unknown
% 12.34/1.93 % (20530)Termination phase: Saturation
% 12.34/1.93
% 12.34/1.93 % (20530)Memory used [KB]: 11385
% 12.34/1.93 % (20530)Time elapsed: 1.316 s
% 12.34/1.93 % (20530)Instructions burned: 936 (million)
% 12.34/1.93 % (20530)------------------------------
% 12.34/1.93 % (20530)------------------------------
% 12.34/1.94 % (20565)ott+3_1:1_atotf=0.2:fsr=off:kws=precedence:sp=weighted_frequency:spb=intro:tgt=ground:i=29337:si=on:rawr=on:rtra=on_0 on theBenchmark for (2985ds/29337Mi)
% 12.98/2.04 % (20566)ins+10_1:16_bce=on:fde=unused:igpr=on:igs=35:igwr=on:sp=const_frequency:tgt=full:to=lpo:i=10147:si=on:rawr=on:rtra=on_0 on theBenchmark for (2984ds/10147Mi)
% 13.54/2.08 % (20568)fmb+10_1:1_dr=on:fmbsr=2.0:newcnf=on:nm=2:i=33239:si=on:rawr=on:rtra=on_0 on theBenchmark for (2984ds/33239Mi)
% 13.54/2.08 % (20567)fmb+10_1:1_fmbsr=2.0:nm=4:skr=on:i=38056:si=on:rawr=on:rtra=on_0 on theBenchmark for (2984ds/38056Mi)
% 16.12/2.40 % (20536)Instruction limit reached!
% 16.12/2.40 % (20536)------------------------------
% 16.12/2.40 % (20536)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 16.12/2.40 % (20536)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 16.12/2.40 % (20536)Termination reason: Unknown
% 16.12/2.40 % (20536)Termination phase: Saturation
% 16.12/2.40
% 16.12/2.40 % (20536)Memory used [KB]: 41065
% 16.12/2.40 % (20536)Time elapsed: 0.587 s
% 16.12/2.40 % (20536)Instructions burned: 982 (million)
% 16.12/2.40 % (20536)------------------------------
% 16.12/2.40 % (20536)------------------------------
% 16.12/2.44 TRYING [6]
% 16.12/2.45 TRYING [6]
% 17.16/2.55 % (20569)fmb+10_1:1_fmbas=predicate:gsp=on:nm=2:i=20987:si=on:rawr=on:rtra=on_0 on theBenchmark for (2979ds/20987Mi)
% 19.60/2.85 TRYING [6]
% 23.25/3.29 % (20538)Instruction limit reached!
% 23.25/3.29 % (20538)------------------------------
% 23.25/3.29 % (20538)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 23.25/3.29 % (20538)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 23.25/3.29 % (20538)Termination reason: Unknown
% 23.25/3.29 % (20538)Termination phase: Saturation
% 23.25/3.29
% 23.25/3.29 % (20538)Memory used [KB]: 8955
% 23.25/3.29 % (20538)Time elapsed: 2.638 s
% 23.25/3.29 % (20538)Instructions burned: 2017 (million)
% 23.25/3.29 % (20538)------------------------------
% 23.25/3.29 % (20538)------------------------------
% 24.47/3.44 % (20545)Instruction limit reached!
% 24.47/3.44 % (20545)------------------------------
% 24.47/3.44 % (20545)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 24.47/3.44 % (20545)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 24.47/3.44 % (20545)Termination reason: Unknown
% 24.47/3.44 % (20545)Termination phase: Saturation
% 24.47/3.44
% 24.47/3.44 % (20545)Memory used [KB]: 7803
% 24.47/3.44 % (20545)Time elapsed: 2.715 s
% 24.47/3.44 % (20545)Instructions burned: 1824 (million)
% 24.47/3.44 % (20545)------------------------------
% 24.47/3.44 % (20545)------------------------------
% 24.47/3.47 % (20570)fmb+10_1:1_bce=on:fmbsr=1.5:nm=4:skr=on:i=49917:si=on:rawr=on:rtra=on_0 on theBenchmark for (2970ds/49917Mi)
% 25.06/3.53 % (20550)Instruction limit reached!
% 25.06/3.53 % (20550)------------------------------
% 25.06/3.53 % (20550)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 25.06/3.54 % (20550)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 25.06/3.54 % (20550)Termination reason: Unknown
% 25.06/3.54 % (20550)Termination phase: Saturation
% 25.06/3.54
% 25.06/3.54 % (20550)Memory used [KB]: 8699
% 25.06/3.54 % (20550)Time elapsed: 2.640 s
% 25.06/3.54 % (20550)Instructions burned: 2016 (million)
% 25.06/3.54 % (20550)------------------------------
% 25.06/3.54 % (20550)------------------------------
% 25.53/3.59 % (20555)Instruction limit reached!
% 25.53/3.59 % (20555)------------------------------
% 25.53/3.59 % (20555)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 25.53/3.59 % (20555)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 25.53/3.59 % (20555)Termination reason: Unknown
% 25.53/3.59 % (20555)Termination phase: Saturation
% 25.53/3.59
% 25.53/3.59 % (20555)Memory used [KB]: 7547
% 25.53/3.59 % (20555)Time elapsed: 2.557 s
% 25.53/3.59 % (20555)Instructions burned: 1824 (million)
% 25.53/3.59 % (20555)------------------------------
% 25.53/3.59 % (20555)------------------------------
% 25.53/3.60 % (20571)dis+2_1:64_add=large:bce=on:bd=off:i=19144:si=on:rawr=on:rtra=on_0 on theBenchmark for (2968ds/19144Mi)
% 25.53/3.65 % (20546)Instruction limit reached!
% 25.53/3.65 % (20546)------------------------------
% 25.53/3.65 % (20546)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 25.53/3.65 % (20546)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 25.53/3.65 % (20546)Termination reason: Unknown
% 25.53/3.65 % (20546)Termination phase: Saturation
% 25.53/3.65
% 25.53/3.65 % (20546)Memory used [KB]: 12792
% 25.53/3.65 % (20546)Time elapsed: 2.818 s
% 25.53/3.65 % (20546)Instructions burned: 2135 (million)
% 25.53/3.65 % (20546)------------------------------
% 25.53/3.65 % (20546)------------------------------
% 26.13/3.67 % (20572)dis+10_1:128_bd=off:lcm=predicate:sac=on:sp=reverse_arity:urr=on:i=27492:si=on:rawr=on:rtra=on_0 on theBenchmark for (2968ds/27492Mi)
% 26.31/3.72 % (20547)Instruction limit reached!
% 26.31/3.72 % (20547)------------------------------
% 26.31/3.72 % (20547)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 26.31/3.72 % (20547)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 26.31/3.72 % (20547)Termination reason: Unknown
% 26.31/3.72 % (20547)Termination phase: Saturation
% 26.31/3.72
% 26.31/3.72 % (20547)Memory used [KB]: 8059
% 26.31/3.72 % (20547)Time elapsed: 2.705 s
% 26.31/3.72 % (20547)Instructions burned: 2894 (million)
% 26.31/3.72 % (20547)------------------------------
% 26.31/3.72 % (20547)------------------------------
% 26.74/3.77 % (20573)ott-11_1:32_i=6101:si=on:rawr=on:rtra=on_0 on theBenchmark for (2967ds/6101Mi)
% 26.74/3.79 TRYING [6]
% 26.74/3.82 % (20574)dis+22_1:128_bsd=on:rp=on:slsq=on:slsqc=1:slsqr=1,6:sp=frequency:spb=goal:thsq=on:thsqc=16:thsqd=1:thsql=off:i=90:si=on:rawr=on:rtra=on_0 on theBenchmark for (2967ds/90Mi)
% 27.29/3.87 % (20575)ott+11_1:128_av=off:bd=off:bsr=unit_only:fd=preordered:to=lpo:updr=off:i=91600:si=on:rawr=on:rtra=on_0 on theBenchmark for (2966ds/91600Mi)
% 27.68/3.93 % (20574)Instruction limit reached!
% 27.68/3.93 % (20574)------------------------------
% 27.68/3.93 % (20574)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 27.68/3.93 % (20574)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 27.68/3.93 % (20574)Termination reason: Unknown
% 27.68/3.93 % (20574)Termination phase: Saturation
% 27.68/3.93
% 27.68/3.93 % (20574)Memory used [KB]: 5884
% 27.68/3.93 % (20574)Time elapsed: 0.226 s
% 27.68/3.93 % (20574)Instructions burned: 90 (million)
% 27.68/3.93 % (20574)------------------------------
% 27.68/3.93 % (20574)------------------------------
% 29.26/4.07 % (20576)ott+11_9:8_add=large:afp=10:amm=off:fsd=on:fsr=off:lma=on:nm=0:nwc=2.4:s2a=on:s2agt=10:sas=z3:sp=reverse_arity:tha=some:thi=overlap:i=7127:si=on:rawr=on:rtra=on_0 on theBenchmark for (2964ds/7127Mi)
% 40.05/5.41 % (20539)Instruction limit reached!
% 40.05/5.41 % (20539)------------------------------
% 40.05/5.41 % (20539)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 40.05/5.41 % (20539)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 40.05/5.41 % (20539)Termination reason: Unknown
% 40.05/5.41 % (20539)Termination phase: Saturation
% 40.05/5.41
% 40.05/5.41 % (20539)Memory used [KB]: 19957
% 40.05/5.41 % (20539)Time elapsed: 4.714 s
% 40.05/5.41 % (20539)Instructions burned: 3736 (million)
% 40.05/5.41 % (20539)------------------------------
% 40.05/5.41 % (20539)------------------------------
% 40.98/5.57 % (20577)ott+1_27:428_av=off:awrs=converge:awrsf=8:bsr=unit_only:drc=off:fd=preordered:newcnf=on:nwc=1.5:skr=on:slsq=on:slsqc=2:slsql=off:slsqr=1,4:sp=reverse_frequency:uwa=one_side_constant:i=35256:si=on:rawr=on:rtra=on_0 on theBenchmark for (2949ds/35256Mi)
% 46.64/6.31 % (20542)Instruction limit reached!
% 46.64/6.31 % (20542)------------------------------
% 46.64/6.31 % (20542)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 46.64/6.31 % (20542)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 46.64/6.31 % (20542)Termination reason: Unknown
% 46.64/6.31 % (20542)Termination phase: Saturation
% 46.64/6.31
% 46.64/6.31 % (20542)Memory used [KB]: 17142
% 46.64/6.31 % (20542)Time elapsed: 5.602 s
% 46.64/6.31 % (20542)Instructions burned: 4758 (million)
% 46.64/6.31 % (20542)------------------------------
% 46.64/6.31 % (20542)------------------------------
% 48.58/6.48 % (20578)dis+1002_1:1_fde=unused:nwc=10.0:s2a=on:s2at=3.0:sac=on:i=32293:si=on:rawr=on:rtra=on_0 on theBenchmark for (2940ds/32293Mi)
% 51.36/6.83 % (20543)Instruction limit reached!
% 51.36/6.83 % (20543)------------------------------
% 51.36/6.83 % (20543)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 51.36/6.83 % (20543)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 51.36/6.83 % (20543)Termination reason: Unknown
% 51.36/6.83 % (20543)Termination phase: Saturation
% 51.36/6.83
% 51.36/6.83 % (20543)Memory used [KB]: 22387
% 51.36/6.83 % (20543)Time elapsed: 6.099 s
% 51.36/6.83 % (20543)Instructions burned: 4932 (million)
% 51.36/6.83 % (20543)------------------------------
% 51.36/6.83 % (20543)------------------------------
% 51.55/6.87 % (20548)Instruction limit reached!
% 51.55/6.87 % (20548)------------------------------
% 51.55/6.87 % (20548)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 51.55/6.87 % (20548)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 51.55/6.87 % (20548)Termination reason: Unknown
% 51.55/6.87 % (20548)Termination phase: Saturation
% 51.55/6.87
% 51.55/6.87 % (20548)Memory used [KB]: 27888
% 51.55/6.87 % (20548)Time elapsed: 6.127 s
% 51.55/6.87 % (20548)Instructions burned: 4585 (million)
% 51.55/6.87 % (20548)------------------------------
% 51.55/6.87 % (20548)------------------------------
% 52.18/6.97 % (20579)ott+3_1:1_atotf=0.2:fsr=off:kws=precedence:sp=weighted_frequency:spb=intro:tgt=ground:i=29337:si=on:rawr=on:rtra=on_0 on theBenchmark for (2935ds/29337Mi)
% 52.18/6.97 % (20540)Instruction limit reached!
% 52.18/6.97 % (20540)------------------------------
% 52.18/6.97 % (20540)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 52.18/6.97 % (20540)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 52.18/6.97 % (20540)Termination reason: Unknown
% 52.18/6.97 % (20540)Termination phase: Saturation
% 52.18/6.97
% 52.18/6.97 % (20540)Memory used [KB]: 13304
% 52.18/6.97 % (20540)Time elapsed: 6.228 s
% 52.18/6.97 % (20540)Instructions burned: 4959 (million)
% 52.18/6.97 % (20540)------------------------------
% 52.18/6.97 % (20540)------------------------------
% 52.67/7.03 % (20580)fmb+10_1:1_fmbsr=2.0:nm=4:skr=on:i=99860:si=on:rawr=on:rtra=on_0 on theBenchmark for (2934ds/99860Mi)
% 53.56/7.14 % (20581)fmb+10_1:1_fmbas=expand:i=96985:si=on:rawr=on:rtra=on_0 on theBenchmark for (2933ds/96985Mi)
% 53.79/7.18 % (20560)Instruction limit reached!
% 53.79/7.18 % (20560)------------------------------
% 53.79/7.18 % (20560)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 53.79/7.20 % (20560)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 53.79/7.20 % (20560)Termination reason: Unknown
% 53.79/7.20 % (20560)Termination phase: Saturation
% 53.79/7.20
% 53.79/7.20 % (20560)Memory used [KB]: 13176
% 53.79/7.20 % (20560)Time elapsed: 5.887 s
% 53.79/7.20 % (20560)Instructions burned: 4960 (million)
% 53.79/7.20 % (20560)------------------------------
% 53.79/7.20 % (20560)------------------------------
% 54.77/7.30 TRYING [6]
% 54.77/7.36 % (20582)fmb+10_1:1_bce=on:dr=on:fmbsr=1.47:gsp=on:nm=2:skr=on:i=99648:si=on:rawr=on:rtra=on_0 on theBenchmark for (2931ds/99648Mi)
% 56.32/7.44 TRYING [6]
% 58.05/7.68 TRYING [6]
% 60.76/8.01 % (20541)Instruction limit reached!
% 60.76/8.01 % (20541)------------------------------
% 60.76/8.01 % (20541)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 60.76/8.01 % (20541)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 60.76/8.01 % (20541)Termination reason: Unknown
% 60.76/8.01 % (20541)Termination phase: Saturation
% 60.76/8.01
% 60.76/8.01 % (20541)Memory used [KB]: 24946
% 60.76/8.01 % (20541)Time elapsed: 7.245 s
% 60.76/8.01 % (20541)Instructions burned: 4959 (million)
% 60.76/8.01 % (20541)------------------------------
% 60.76/8.01 % (20541)------------------------------
% 61.58/8.16 % (20583)fmb+10_1:1_bce=on:fmbsr=1.5:nm=4:skr=on:i=99882:si=on:rawr=on:rtra=on_0 on theBenchmark for (2923ds/99882Mi)
% 64.03/8.46 TRYING [6]
% 75.35/9.89 % (20573)Instruction limit reached!
% 75.35/9.89 % (20573)------------------------------
% 75.35/9.89 % (20573)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 75.35/9.89 % (20573)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 75.35/9.89 % (20573)Termination reason: Unknown
% 75.35/9.89 % (20573)Termination phase: Saturation
% 75.35/9.89
% 75.35/9.89 % (20573)Memory used [KB]: 9466
% 75.35/9.89 % (20573)Time elapsed: 6.262 s
% 75.35/9.89 % (20573)Instructions burned: 6103 (million)
% 75.35/9.89 % (20573)------------------------------
% 75.35/9.89 % (20573)------------------------------
% 76.63/10.00 % (20584)fmb+10_1:1_bce=on:fmbas=predicate:fmbsr=1.5:fmbsso=preprocessed_usage:nm=4:skr=on:i=99913:si=on:rawr=on:rtra=on_0 on theBenchmark for (2904ds/99913Mi)
% 78.94/10.28 TRYING [6]
% 78.94/10.34 % (20551)Instruction limit reached!
% 78.94/10.34 % (20551)------------------------------
% 78.94/10.34 % (20551)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 78.94/10.34 % (20551)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 78.94/10.34 % (20551)Termination reason: Unknown
% 78.94/10.34 % (20551)Termination phase: Saturation
% 78.94/10.34
% 78.94/10.34 % (20551)Memory used [KB]: 24946
% 78.94/10.34 % (20551)Time elapsed: 9.122 s
% 78.94/10.34 % (20551)Instructions burned: 8007 (million)
% 78.94/10.34 % (20551)------------------------------
% 78.94/10.34 % (20551)------------------------------
% 79.98/10.43 % (20554)Instruction limit reached!
% 79.98/10.43 % (20554)------------------------------
% 79.98/10.43 % (20554)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 79.98/10.43 % (20554)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 79.98/10.43 % (20554)Termination reason: Unknown
% 79.98/10.43 % (20554)Termination phase: Saturation
% 79.98/10.44
% 79.98/10.44 % (20554)Memory used [KB]: 22003
% 79.98/10.44 % (20554)Time elapsed: 3.169 s
% 79.98/10.44 % (20554)Instructions burned: 9905 (million)
% 79.98/10.44 % (20554)------------------------------
% 79.98/10.44 % (20554)------------------------------
% 80.80/10.52 % (20585)dis+10_1:128_bd=off:lcm=predicate:sac=on:sp=reverse_arity:urr=on:i=28201:si=on:rawr=on:rtra=on_0 on theBenchmark for (2900ds/28201Mi)
% 81.28/10.60 % (20586)ott-11_1:32_i=9707:si=on:rawr=on:rtra=on_0 on theBenchmark for (2899ds/9707Mi)
% 96.71/12.54 % (20557)Instruction limit reached!
% 96.71/12.54 % (20557)------------------------------
% 96.71/12.54 % (20557)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 96.71/12.54 % (20557)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 96.71/12.54 % (20557)Termination reason: Unknown
% 96.71/12.54 % (20557)Termination phase: Saturation
% 96.71/12.54
% 96.71/12.54 % (20557)Memory used [KB]: 10746
% 96.71/12.54 % (20557)Time elapsed: 11.341 s
% 96.71/12.54 % (20557)Instructions burned: 9707 (million)
% 96.71/12.54 % (20557)------------------------------
% 96.71/12.54 % (20557)------------------------------
% 97.42/12.66 % (20587)ott+11_1:128_av=off:bd=off:bsr=unit_only:fd=preordered:to=lpo:updr=off:i=144582:si=on:rawr=on:rtra=on_0 on theBenchmark for (2878ds/144582Mi)
% 98.05/12.71 % (20552)Instruction limit reached!
% 98.05/12.71 % (20552)------------------------------
% 98.05/12.71 % (20552)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 98.05/12.71 % (20552)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 98.05/12.71 % (20552)Termination reason: Unknown
% 98.05/12.71 % (20552)Termination phase: Saturation
% 98.05/12.71
% 98.05/12.71 % (20552)Memory used [KB]: 17270
% 98.05/12.71 % (20552)Time elapsed: 11.709 s
% 98.05/12.71 % (20552)Instructions burned: 9968 (million)
% 98.05/12.71 % (20552)------------------------------
% 98.05/12.71 % (20552)------------------------------
% 99.18/12.88 % (20588)ott+1_27:428_av=off:awrs=converge:awrsf=8:bsr=unit_only:drc=off:fd=preordered:newcnf=on:nwc=1.5:skr=on:slsq=on:slsqc=2:slsql=off:slsqr=1,4:sp=reverse_frequency:uwa=one_side_constant:i=35256:si=on:rawr=on:rtra=on_0 on theBenchmark for (2876ds/35256Mi)
% 99.91/12.92 % (20553)Instruction limit reached!
% 99.91/12.92 % (20553)------------------------------
% 99.91/12.92 % (20553)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 99.91/12.92 % (20553)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 99.91/12.92 % (20553)Termination reason: Unknown
% 99.91/12.92 % (20553)Termination phase: Saturation
% 99.91/12.92
% 99.91/12.92 % (20553)Memory used [KB]: 34413
% 99.91/12.92 % (20553)Time elapsed: 11.926 s
% 99.91/12.92 % (20553)Instructions burned: 9879 (million)
% 99.91/12.92 % (20553)------------------------------
% 99.91/12.92 % (20553)------------------------------
% 99.91/12.92 % (20566)Instruction limit reached!
% 99.91/12.92 % (20566)------------------------------
% 99.91/12.92 % (20566)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 99.91/12.94 % (20566)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 99.91/12.94 % (20566)Termination reason: Unknown
% 99.91/12.94 % (20566)Termination phase: Saturation
% 99.91/12.94
% 99.91/12.94 % (20566)Memory used [KB]: 21620
% 99.91/12.94 % (20566)Time elapsed: 3.240 s
% 99.91/12.94 % (20566)Instructions burned: 10147 (million)
% 99.91/12.94 % (20566)------------------------------
% 99.91/12.94 % (20566)------------------------------
% 100.50/12.99 % (20576)Instruction limit reached!
% 100.50/12.99 % (20576)------------------------------
% 100.50/12.99 % (20576)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 100.50/13.01 % (20576)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 100.50/13.01 % (20576)Termination reason: Unknown
% 100.50/13.01 % (20576)Termination phase: Saturation
% 100.50/13.01
% 100.50/13.01 % (20576)Memory used [KB]: 16247
% 100.50/13.01 % (20576)Time elapsed: 9.039 s
% 100.50/13.01 % (20576)Instructions burned: 7129 (million)
% 100.50/13.01 % (20576)------------------------------
% 100.50/13.01 % (20576)------------------------------
% 101.16/13.07 % (20589)dis+1002_1:1_fde=unused:nwc=10.0:s2a=on:s2at=3.0:sac=on:i=104647:si=on:rawr=on:rtra=on_0 on theBenchmark for (2874ds/104647Mi)
% 101.16/13.09 % (20590)fmb+10_1:1_fmbsr=2.0:nm=4:skr=on:i=146146:si=on:rawr=on:rtra=on_0 on theBenchmark for (2874ds/146146Mi)
% 101.45/13.18 % (20591)fmb+10_1:1_fmbas=expand:i=112867:si=on:rawr=on:rtra=on_0 on theBenchmark for (2873ds/112867Mi)
% 103.62/13.40 TRYING [6]
% 104.73/13.53 TRYING [6]
% 111.24/14.36 % (20556)Instruction limit reached!
% 111.24/14.36 % (20556)------------------------------
% 111.24/14.36 % (20556)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 111.24/14.36 % (20556)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 111.24/14.36 % (20556)Termination reason: Unknown
% 111.24/14.36 % (20556)Termination phase: Saturation
% 111.24/14.36
% 111.24/14.36 % (20556)Memory used [KB]: 49636
% 111.24/14.36 % (20556)Time elapsed: 13.259 s
% 111.24/14.36 % (20556)Instructions burned: 9990 (million)
% 111.24/14.36 % (20556)------------------------------
% 111.24/14.36 % (20556)------------------------------
% 111.24/14.40 % (20564)Instruction limit reached!
% 111.24/14.40 % (20564)------------------------------
% 111.24/14.40 % (20564)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 111.24/14.41 % (20564)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 111.24/14.41 % (20564)Termination reason: Unknown
% 111.24/14.41 % (20564)Termination phase: Saturation
% 111.24/14.41
% 111.24/14.41 % (20564)Memory used [KB]: 40041
% 111.24/14.41 % (20564)Time elapsed: 9.333 s
% 111.24/14.41 % (20564)Instructions burned: 10187 (million)
% 111.24/14.41 % (20564)------------------------------
% 111.24/14.41 % (20564)------------------------------
% 112.34/14.54 % (20592)fmb+10_1:1_bce=on:dr=on:fmbsr=1.47:gsp=on:nm=2:skr=on:i=133500:si=on:rawr=on:rtra=on_0 on theBenchmark for (2859ds/133500Mi)
% 113.29/14.60 % (20593)fmb+10_1:1_fmbsr=2.0:ins=2:i=145423:si=on:rawr=on:rtra=on_0 on theBenchmark for (2859ds/145423Mi)
% 114.67/14.86 TRYING [6]
% 115.94/14.93 TRYING [6]
% 159.81/20.52 % (20586)Instruction limit reached!
% 159.81/20.52 % (20586)------------------------------
% 159.81/20.52 % (20586)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 159.81/20.52 % (20586)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 159.81/20.52 % (20586)Termination reason: Unknown
% 159.81/20.52 % (20586)Termination phase: Saturation
% 159.81/20.52
% 159.81/20.52 % (20586)Memory used [KB]: 10874
% 159.81/20.52 % (20586)Time elapsed: 10.030 s
% 159.81/20.52 % (20586)Instructions burned: 9708 (million)
% 159.81/20.52 % (20586)------------------------------
% 159.81/20.52 % (20586)------------------------------
% 163.38/20.67 % (20595)fmb+10_1:1_bce=on:fmbsr=1.5:nm=4:skr=on:i=147928:si=on:rawr=on:rtra=on_0 on theBenchmark for (2798ds/147928Mi)
% 166.00/21.01 TRYING [6]
% 208.33/26.31 Finite Model Found!
% 208.33/26.32 % SZS status Satisfiable for theBenchmark
% 211.58/26.74 % (20569)First to succeed.
% 212.25/26.84 % SZS output start FiniteModel for theBenchmark
% 212.25/26.84 tff(declare_$i,type,$i:$tType).
% 212.25/26.84 tff(declare_$i1,type,n0:$i).
% 212.25/26.84 tff(declare_$i2,type,n1:$i).
% 212.25/26.84 tff(declare_$i3,type,n2:$i).
% 212.25/26.84 tff(declare_$i4,type,n3:$i).
% 212.25/26.84 tff(declare_$i5,type,n4:$i).
% 212.25/26.84 tff(declare_$i6,type,n5:$i).
% 212.25/26.84 tff(finite_domain,axiom,
% 212.25/26.84 ! [X:$i] : (
% 212.25/26.84 X = n0 | X = n1 | X = n2 | X = n3 | X = n4 |
% 212.25/26.84 X = n5
% 212.25/26.84 ) ).
% 212.25/26.84
% 212.25/26.84 tff(distinct_domain,axiom,
% 212.25/26.84 n0 != n1 & n0 != n2 & n0 != n3 & n0 != n4 & n0 != n5 &
% 212.25/26.84 n1 != n2 & n1 != n3 & n1 != n4 & n1 != n5 & n2 != n3 &
% 212.25/26.84 n2 != n4 & n2 != n5 & n3 != n4 & n3 != n5 & n4 != n5
% 212.25/26.84 ).
% 212.25/26.84
% 212.25/26.84 tff(declare_bool,type,$o:$tType).
% 212.25/26.84 tff(declare_bool1,type,fmb_bool_1:$o).
% 212.25/26.84 tff(finite_domain,axiom,
% 212.25/26.84 ! [X:$o] : (
% 212.25/26.84 X = fmb_bool_1
% 212.25/26.84 ) ).
% 212.25/26.84
% 212.25/26.84 tff(declare_t,type,t: $i * $i * $i * $i * $i > $i).
% 212.25/26.84 tff(function_t,axiom,
% 212.25/26.84 t(n0,n0,n0,n0,n0) = n0
% 212.25/26.84 & t(n0,n0,n0,n0,n1) = n0
% 212.25/26.84 & t(n0,n0,n0,n0,n2) = n0
% 212.25/26.84 & t(n0,n0,n0,n0,n3) = n0
% 212.25/26.84 & t(n0,n0,n0,n0,n4) = n0
% 212.25/26.84 & t(n0,n0,n0,n0,n5) = n0
% 212.25/26.84 & t(n0,n0,n0,n1,n0) = n0
% 212.25/26.84 & t(n0,n0,n0,n1,n1) = n2
% 212.25/26.84 & t(n0,n0,n0,n1,n2) = n2
% 212.25/26.84 & t(n0,n0,n0,n1,n3) = n3
% 212.25/26.84 & t(n0,n0,n0,n1,n4) = n2
% 212.25/26.84 & t(n0,n0,n0,n1,n5) = n2
% 212.25/26.84 & t(n0,n0,n0,n2,n0) = n0
% 212.25/26.84 & t(n0,n0,n0,n2,n1) = n2
% 212.25/26.84 & t(n0,n0,n0,n2,n2) = n2
% 212.25/26.84 & t(n0,n0,n0,n2,n3) = n2
% 212.25/26.84 & t(n0,n0,n0,n2,n4) = n2
% 212.25/26.84 & t(n0,n0,n0,n2,n5) = n2
% 212.25/26.84 & t(n0,n0,n0,n3,n0) = n0
% 212.25/26.84 & t(n0,n0,n0,n3,n1) = n3
% 212.25/26.84 & t(n0,n0,n0,n3,n2) = n2
% 212.25/26.84 & t(n0,n0,n0,n3,n3) = n3
% 212.25/26.84 & t(n0,n0,n0,n3,n4) = n3
% 212.25/26.84 & t(n0,n0,n0,n3,n5) = n3
% 212.25/26.84 & t(n0,n0,n0,n4,n0) = n0
% 212.25/26.84 & t(n0,n0,n0,n4,n1) = n2
% 212.25/26.84 & t(n0,n0,n0,n4,n2) = n2
% 212.25/26.84 & t(n0,n0,n0,n4,n3) = n2
% 212.25/26.84 & t(n0,n0,n0,n4,n4) = n2
% 212.25/26.84 & t(n0,n0,n0,n4,n5) = n2
% 212.25/26.84 & t(n0,n0,n0,n5,n0) = n0
% 212.25/26.84 & t(n0,n0,n0,n5,n1) = n2
% 212.25/26.84 & t(n0,n0,n0,n5,n2) = n2
% 212.25/26.84 & t(n0,n0,n0,n5,n3) = n3
% 212.25/26.84 & t(n0,n0,n0,n5,n4) = n2
% 212.25/26.84 & t(n0,n0,n0,n5,n5) = n2
% 212.25/26.84 & t(n0,n0,n1,n0,n0) = n0
% 212.25/26.84 & t(n0,n0,n1,n0,n1) = n2
% 212.25/26.84 & t(n0,n0,n1,n0,n2) = n2
% 212.25/26.84 & t(n0,n0,n1,n0,n3) = n3
% 212.25/26.84 & t(n0,n0,n1,n0,n4) = n2
% 212.25/26.84 & t(n0,n0,n1,n0,n5) = n2
% 212.25/26.84 & t(n0,n0,n1,n1,n0) = n3
% 212.25/26.84 & t(n0,n0,n1,n1,n1) = n2
% 212.25/26.84 & t(n0,n0,n1,n1,n2) = n2
% 212.25/26.84 & t(n0,n0,n1,n1,n3) = n3
% 212.25/26.84 & t(n0,n0,n1,n1,n4) = n2
% 212.25/26.84 & t(n0,n0,n1,n1,n5) = n2
% 212.25/26.84 & t(n0,n0,n1,n2,n0) = n2
% 212.25/26.84 & t(n0,n0,n1,n2,n1) = n2
% 212.25/26.84 & t(n0,n0,n1,n2,n2) = n2
% 212.25/26.84 & t(n0,n0,n1,n2,n3) = n2
% 212.25/26.84 & t(n0,n0,n1,n2,n4) = n2
% 212.25/26.84 & t(n0,n0,n1,n2,n5) = n2
% 212.25/26.84 & t(n0,n0,n1,n3,n0) = n3
% 212.25/26.84 & t(n0,n0,n1,n3,n1) = n2
% 212.25/26.84 & t(n0,n0,n1,n3,n2) = n2
% 212.25/26.84 & t(n0,n0,n1,n3,n3) = n3
% 212.25/26.84 & t(n0,n0,n1,n3,n4) = n2
% 212.25/26.84 & t(n0,n0,n1,n3,n5) = n2
% 212.25/26.84 & t(n0,n0,n1,n4,n0) = n2
% 212.25/26.84 & t(n0,n0,n1,n4,n1) = n2
% 212.25/26.84 & t(n0,n0,n1,n4,n2) = n2
% 212.25/26.84 & t(n0,n0,n1,n4,n3) = n3
% 212.25/26.84 & t(n0,n0,n1,n4,n4) = n2
% 212.25/26.84 & t(n0,n0,n1,n4,n5) = n2
% 212.25/26.84 & t(n0,n0,n1,n5,n0) = n2
% 212.25/26.84 & t(n0,n0,n1,n5,n1) = n2
% 212.25/26.84 & t(n0,n0,n1,n5,n2) = n2
% 212.25/26.84 & t(n0,n0,n1,n5,n3) = n2
% 212.25/26.84 & t(n0,n0,n1,n5,n4) = n2
% 212.25/26.84 & t(n0,n0,n1,n5,n5) = n2
% 212.25/26.84 & t(n0,n0,n2,n0,n0) = n0
% 212.25/26.84 & t(n0,n0,n2,n0,n1) = n2
% 212.25/26.84 & t(n0,n0,n2,n0,n2) = n2
% 212.25/26.84 & t(n0,n0,n2,n0,n3) = n3
% 212.25/26.84 & t(n0,n0,n2,n0,n4) = n2
% 212.25/26.84 & t(n0,n0,n2,n0,n5) = n2
% 212.25/26.84 & t(n0,n0,n2,n1,n0) = n2
% 212.25/26.84 & t(n0,n0,n2,n1,n1) = n2
% 212.25/26.84 & t(n0,n0,n2,n1,n2) = n2
% 212.25/26.84 & t(n0,n0,n2,n1,n3) = n3
% 212.25/26.84 & t(n0,n0,n2,n1,n4) = n2
% 212.25/26.84 & t(n0,n0,n2,n1,n5) = n2
% 212.25/26.84 & t(n0,n0,n2,n2,n0) = n2
% 212.25/26.84 & t(n0,n0,n2,n2,n1) = n2
% 212.25/26.84 & t(n0,n0,n2,n2,n2) = n2
% 212.25/26.84 & t(n0,n0,n2,n2,n3) = n2
% 212.25/26.84 & t(n0,n0,n2,n2,n4) = n2
% 212.25/26.84 & t(n0,n0,n2,n2,n5) = n2
% 212.25/26.84 & t(n0,n0,n2,n3,n0) = n2
% 212.25/26.84 & t(n0,n0,n2,n3,n1) = n3
% 212.25/26.84 & t(n0,n0,n2,n3,n2) = n2
% 212.25/26.84 & t(n0,n0,n2,n3,n3) = n3
% 212.25/26.84 & t(n0,n0,n2,n3,n4) = n2
% 212.25/26.84 & t(n0,n0,n2,n3,n5) = n2
% 212.25/26.84 & t(n0,n0,n2,n4,n0) = n2
% 212.25/26.84 & t(n0,n0,n2,n4,n1) = n2
% 212.25/26.84 & t(n0,n0,n2,n4,n2) = n2
% 212.25/26.84 & t(n0,n0,n2,n4,n3) = n2
% 212.25/26.84 & t(n0,n0,n2,n4,n4) = n2
% 212.25/26.84 & t(n0,n0,n2,n4,n5) = n2
% 212.25/26.84 & t(n0,n0,n2,n5,n0) = n2
% 212.25/26.84 & t(n0,n0,n2,n5,n1) = n2
% 212.25/26.84 & t(n0,n0,n2,n5,n2) = n2
% 212.25/26.84 & t(n0,n0,n2,n5,n3) = n2
% 212.25/26.84 & t(n0,n0,n2,n5,n4) = n2
% 212.25/26.84 & t(n0,n0,n2,n5,n5) = n2
% 212.25/26.84 & t(n0,n0,n3,n0,n0) = n0
% 212.25/26.84 & t(n0,n0,n3,n0,n1) = n3
% 212.25/26.84 & t(n0,n0,n3,n0,n2) = n2
% 212.25/26.84 & t(n0,n0,n3,n0,n3) = n3
% 212.25/26.84 & t(n0,n0,n3,n0,n4) = n3
% 212.25/26.84 & t(n0,n0,n3,n0,n5) = n3
% 212.25/26.84 & t(n0,n0,n3,n1,n0) = n3
% 212.25/26.84 & t(n0,n0,n3,n1,n1) = n2
% 212.25/26.84 & t(n0,n0,n3,n1,n2) = n2
% 212.25/26.84 & t(n0,n0,n3,n1,n3) = n3
% 212.25/26.84 & t(n0,n0,n3,n1,n4) = n2
% 212.25/26.84 & t(n0,n0,n3,n1,n5) = n2
% 212.25/26.84 & t(n0,n0,n3,n2,n0) = n2
% 212.25/26.84 & t(n0,n0,n3,n2,n1) = n2
% 212.25/26.84 & t(n0,n0,n3,n2,n2) = n2
% 212.25/26.84 & t(n0,n0,n3,n2,n3) = n3
% 212.25/26.84 & t(n0,n0,n3,n2,n4) = n2
% 212.25/26.84 & t(n0,n0,n3,n2,n5) = n2
% 212.25/26.84 & t(n0,n0,n3,n3,n0) = n3
% 212.25/26.84 & t(n0,n0,n3,n3,n1) = n3
% 212.25/26.84 & t(n0,n0,n3,n3,n2) = n3
% 212.25/26.84 & t(n0,n0,n3,n3,n3) = n3
% 212.25/26.84 & t(n0,n0,n3,n3,n4) = n3
% 212.25/26.84 & t(n0,n0,n3,n3,n5) = n3
% 212.25/26.84 & t(n0,n0,n3,n4,n0) = n2
% 212.25/26.84 & t(n0,n0,n3,n4,n1) = n2
% 212.25/26.84 & t(n0,n0,n3,n4,n2) = n2
% 212.25/26.84 & t(n0,n0,n3,n4,n3) = n3
% 212.25/26.84 & t(n0,n0,n3,n4,n4) = n2
% 212.25/26.84 & t(n0,n0,n3,n4,n5) = n2
% 212.25/26.84 & t(n0,n0,n3,n5,n0) = n3
% 212.25/26.84 & t(n0,n0,n3,n5,n1) = n2
% 212.25/26.84 & t(n0,n0,n3,n5,n2) = n2
% 212.25/26.84 & t(n0,n0,n3,n5,n3) = n3
% 212.25/26.84 & t(n0,n0,n3,n5,n4) = n2
% 212.25/26.84 & t(n0,n0,n3,n5,n5) = n2
% 212.25/26.84 & t(n0,n0,n4,n0,n0) = n0
% 212.25/26.84 & t(n0,n0,n4,n0,n1) = n2
% 212.25/26.84 & t(n0,n0,n4,n0,n2) = n2
% 212.25/26.84 & t(n0,n0,n4,n0,n3) = n3
% 212.25/26.84 & t(n0,n0,n4,n0,n4) = n2
% 212.25/26.84 & t(n0,n0,n4,n0,n5) = n2
% 212.25/26.84 & t(n0,n0,n4,n1,n0) = n2
% 212.25/26.84 & t(n0,n0,n4,n1,n1) = n2
% 212.25/26.84 & t(n0,n0,n4,n1,n2) = n2
% 212.25/26.84 & t(n0,n0,n4,n1,n3) = n3
% 212.25/26.84 & t(n0,n0,n4,n1,n4) = n2
% 212.25/26.84 & t(n0,n0,n4,n1,n5) = n2
% 212.25/26.84 & t(n0,n0,n4,n2,n0) = n2
% 212.25/26.84 & t(n0,n0,n4,n2,n1) = n2
% 212.25/26.84 & t(n0,n0,n4,n2,n2) = n2
% 212.25/26.84 & t(n0,n0,n4,n2,n3) = n2
% 212.25/26.84 & t(n0,n0,n4,n2,n4) = n2
% 212.25/26.84 & t(n0,n0,n4,n2,n5) = n2
% 212.25/26.84 & t(n0,n0,n4,n3,n0) = n2
% 212.25/26.84 & t(n0,n0,n4,n3,n1) = n3
% 212.25/26.84 & t(n0,n0,n4,n3,n2) = n2
% 212.25/26.84 & t(n0,n0,n4,n3,n3) = n3
% 212.25/26.84 & t(n0,n0,n4,n3,n4) = n2
% 212.25/26.84 & t(n0,n0,n4,n3,n5) = n2
% 212.25/26.84 & t(n0,n0,n4,n4,n0) = n2
% 212.25/26.84 & t(n0,n0,n4,n4,n1) = n2
% 212.25/26.84 & t(n0,n0,n4,n4,n2) = n2
% 212.25/26.84 & t(n0,n0,n4,n4,n3) = n2
% 212.25/26.84 & t(n0,n0,n4,n4,n4) = n2
% 212.25/26.84 & t(n0,n0,n4,n4,n5) = n2
% 212.25/26.84 & t(n0,n0,n4,n5,n0) = n2
% 212.25/26.84 & t(n0,n0,n4,n5,n1) = n2
% 212.25/26.84 & t(n0,n0,n4,n5,n2) = n2
% 212.25/26.84 & t(n0,n0,n4,n5,n3) = n2
% 212.25/26.84 & t(n0,n0,n4,n5,n4) = n2
% 212.25/26.84 & t(n0,n0,n4,n5,n5) = n2
% 212.25/26.84 & t(n0,n0,n5,n0,n0) = n0
% 212.25/26.84 & t(n0,n0,n5,n0,n1) = n2
% 212.25/26.84 & t(n0,n0,n5,n0,n2) = n2
% 212.25/26.84 & t(n0,n0,n5,n0,n3) = n3
% 212.25/26.84 & t(n0,n0,n5,n0,n4) = n2
% 212.25/26.84 & t(n0,n0,n5,n0,n5) = n2
% 212.25/26.84 & t(n0,n0,n5,n1,n0) = n2
% 212.25/26.84 & t(n0,n0,n5,n1,n1) = n2
% 212.25/26.84 & t(n0,n0,n5,n1,n2) = n2
% 212.25/26.84 & t(n0,n0,n5,n1,n3) = n2
% 212.25/26.84 & t(n0,n0,n5,n1,n4) = n2
% 212.25/26.84 & t(n0,n0,n5,n1,n5) = n2
% 212.25/26.84 & t(n0,n0,n5,n2,n0) = n2
% 212.25/26.84 & t(n0,n0,n5,n2,n1) = n2
% 212.25/26.84 & t(n0,n0,n5,n2,n2) = n2
% 212.25/26.84 & t(n0,n0,n5,n2,n3) = n2
% 212.25/26.84 & t(n0,n0,n5,n2,n4) = n2
% 212.25/26.84 & t(n0,n0,n5,n2,n5) = n2
% 212.25/26.84 & t(n0,n0,n5,n3,n0) = n3
% 212.25/26.84 & t(n0,n0,n5,n3,n1) = n2
% 212.25/26.84 & t(n0,n0,n5,n3,n2) = n2
% 212.25/26.84 & t(n0,n0,n5,n3,n3) = n3
% 212.25/26.84 & t(n0,n0,n5,n3,n4) = n2
% 212.25/26.84 & t(n0,n0,n5,n3,n5) = n2
% 212.25/26.84 & t(n0,n0,n5,n4,n0) = n2
% 212.25/26.84 & t(n0,n0,n5,n4,n1) = n2
% 212.25/26.84 & t(n0,n0,n5,n4,n2) = n2
% 212.25/26.84 & t(n0,n0,n5,n4,n3) = n2
% 212.25/26.84 & t(n0,n0,n5,n4,n4) = n2
% 212.25/26.84 & t(n0,n0,n5,n4,n5) = n2
% 212.25/26.84 & t(n0,n0,n5,n5,n0) = n2
% 212.25/26.84 & t(n0,n0,n5,n5,n1) = n2
% 212.25/26.84 & t(n0,n0,n5,n5,n2) = n2
% 212.25/26.84 & t(n0,n0,n5,n5,n3) = n2
% 212.25/26.84 & t(n0,n0,n5,n5,n4) = n2
% 212.25/26.84 & t(n0,n0,n5,n5,n5) = n2
% 212.25/26.84 & t(n0,n1,n0,n0,n0) = n0
% 212.25/26.84 & t(n0,n1,n0,n0,n1) = n3
% 212.25/26.84 & t(n0,n1,n0,n0,n2) = n2
% 212.25/26.84 & t(n0,n1,n0,n0,n3) = n3
% 212.25/26.84 & t(n0,n1,n0,n0,n4) = n2
% 212.25/26.84 & t(n0,n1,n0,n0,n5) = n2
% 212.25/26.84 & t(n0,n1,n0,n1,n0) = n3
% 212.25/26.84 & t(n0,n1,n0,n1,n1) = n3
% 212.25/26.84 & t(n0,n1,n0,n1,n2) = n2
% 212.25/26.84 & t(n0,n1,n0,n1,n3) = n3
% 212.25/26.84 & t(n0,n1,n0,n1,n4) = n2
% 212.25/26.84 & t(n0,n1,n0,n1,n5) = n2
% 212.25/26.84 & t(n0,n1,n0,n2,n0) = n2
% 212.25/26.84 & t(n0,n1,n0,n2,n1) = n2
% 212.25/26.84 & t(n0,n1,n0,n2,n2) = n2
% 212.25/26.84 & t(n0,n1,n0,n2,n3) = n3
% 212.25/26.84 & t(n0,n1,n0,n2,n4) = n2
% 212.25/26.84 & t(n0,n1,n0,n2,n5) = n2
% 212.25/26.84 & t(n0,n1,n0,n3,n0) = n3
% 212.25/26.84 & t(n0,n1,n0,n3,n1) = n3
% 212.25/26.84 & t(n0,n1,n0,n3,n2) = n2
% 212.25/26.84 & t(n0,n1,n0,n3,n3) = n3
% 212.25/26.84 & t(n0,n1,n0,n3,n4) = n2
% 212.25/26.84 & t(n0,n1,n0,n3,n5) = n2
% 212.25/26.84 & t(n0,n1,n0,n4,n0) = n2
% 212.25/26.84 & t(n0,n1,n0,n4,n1) = n2
% 212.25/26.84 & t(n0,n1,n0,n4,n2) = n2
% 212.25/26.84 & t(n0,n1,n0,n4,n3) = n3
% 212.25/26.84 & t(n0,n1,n0,n4,n4) = n2
% 212.25/26.84 & t(n0,n1,n0,n4,n5) = n2
% 212.25/26.84 & t(n0,n1,n0,n5,n0) = n2
% 212.25/26.84 & t(n0,n1,n0,n5,n1) = n2
% 212.25/26.84 & t(n0,n1,n0,n5,n2) = n2
% 212.25/26.84 & t(n0,n1,n0,n5,n3) = n2
% 212.25/26.84 & t(n0,n1,n0,n5,n4) = n2
% 212.25/26.84 & t(n0,n1,n0,n5,n5) = n2
% 212.25/26.84 & t(n0,n1,n1,n0,n0) = n2
% 212.25/26.84 & t(n0,n1,n1,n0,n1) = n3
% 212.25/26.84 & t(n0,n1,n1,n0,n2) = n2
% 212.25/26.84 & t(n0,n1,n1,n0,n3) = n3
% 212.25/26.84 & t(n0,n1,n1,n0,n4) = n2
% 212.25/26.84 & t(n0,n1,n1,n0,n5) = n2
% 212.25/26.84 & t(n0,n1,n1,n1,n0) = n3
% 212.25/26.84 & t(n0,n1,n1,n1,n1) = n1
% 212.25/26.84 & t(n0,n1,n1,n1,n2) = n2
% 212.25/26.84 & t(n0,n1,n1,n1,n3) = n3
% 212.25/26.84 & t(n0,n1,n1,n1,n4) = n2
% 212.25/26.84 & t(n0,n1,n1,n1,n5) = n1
% 212.25/26.84 & t(n0,n1,n1,n2,n0) = n2
% 212.25/26.84 & t(n0,n1,n1,n2,n1) = n2
% 212.25/26.84 & t(n0,n1,n1,n2,n2) = n2
% 212.25/26.84 & t(n0,n1,n1,n2,n3) = n3
% 212.25/26.84 & t(n0,n1,n1,n2,n4) = n2
% 212.25/26.84 & t(n0,n1,n1,n2,n5) = n2
% 212.25/26.84 & t(n0,n1,n1,n3,n0) = n2
% 212.25/26.84 & t(n0,n1,n1,n3,n1) = n3
% 212.25/26.84 & t(n0,n1,n1,n3,n2) = n2
% 212.25/26.84 & t(n0,n1,n1,n3,n3) = n3
% 212.25/26.84 & t(n0,n1,n1,n3,n4) = n2
% 212.25/26.84 & t(n0,n1,n1,n3,n5) = n2
% 212.25/26.84 & t(n0,n1,n1,n4,n0) = n2
% 212.25/26.84 & t(n0,n1,n1,n4,n1) = n2
% 212.25/26.84 & t(n0,n1,n1,n4,n2) = n2
% 212.25/26.84 & t(n0,n1,n1,n4,n3) = n3
% 212.25/26.84 & t(n0,n1,n1,n4,n4) = n2
% 212.25/26.84 & t(n0,n1,n1,n4,n5) = n2
% 212.25/26.84 & t(n0,n1,n1,n5,n0) = n2
% 212.25/26.84 & t(n0,n1,n1,n5,n1) = n1
% 212.25/26.84 & t(n0,n1,n1,n5,n2) = n2
% 212.25/26.84 & t(n0,n1,n1,n5,n3) = n2
% 212.25/26.84 & t(n0,n1,n1,n5,n4) = n2
% 212.25/26.84 & t(n0,n1,n1,n5,n5) = n2
% 212.25/26.84 & t(n0,n1,n2,n0,n0) = n2
% 212.25/26.84 & t(n0,n1,n2,n0,n1) = n2
% 212.25/26.84 & t(n0,n1,n2,n0,n2) = n2
% 212.25/26.84 & t(n0,n1,n2,n0,n3) = n2
% 212.25/26.84 & t(n0,n1,n2,n0,n4) = n2
% 212.25/26.84 & t(n0,n1,n2,n0,n5) = n2
% 212.25/26.84 & t(n0,n1,n2,n1,n0) = n3
% 212.25/26.84 & t(n0,n1,n2,n1,n1) = n2
% 212.25/26.84 & t(n0,n1,n2,n1,n2) = n2
% 212.25/26.84 & t(n0,n1,n2,n1,n3) = n3
% 212.25/26.84 & t(n0,n1,n2,n1,n4) = n2
% 212.25/26.84 & t(n0,n1,n2,n1,n5) = n2
% 212.25/26.84 & t(n0,n1,n2,n2,n0) = n2
% 212.25/26.84 & t(n0,n1,n2,n2,n1) = n2
% 212.25/26.84 & t(n0,n1,n2,n2,n2) = n2
% 212.25/26.84 & t(n0,n1,n2,n2,n3) = n3
% 212.25/26.84 & t(n0,n1,n2,n2,n4) = n2
% 212.25/26.84 & t(n0,n1,n2,n2,n5) = n2
% 212.25/26.84 & t(n0,n1,n2,n3,n0) = n3
% 212.25/26.84 & t(n0,n1,n2,n3,n1) = n3
% 212.25/26.84 & t(n0,n1,n2,n3,n2) = n2
% 212.25/26.84 & t(n0,n1,n2,n3,n3) = n3
% 212.25/26.84 & t(n0,n1,n2,n3,n4) = n2
% 212.25/26.84 & t(n0,n1,n2,n3,n5) = n2
% 212.25/26.84 & t(n0,n1,n2,n4,n0) = n2
% 212.25/26.84 & t(n0,n1,n2,n4,n1) = n2
% 212.25/26.84 & t(n0,n1,n2,n4,n2) = n2
% 212.25/26.84 & t(n0,n1,n2,n4,n3) = n3
% 212.25/26.84 & t(n0,n1,n2,n4,n4) = n2
% 212.25/26.84 & t(n0,n1,n2,n4,n5) = n2
% 212.25/26.84 & t(n0,n1,n2,n5,n0) = n2
% 212.25/26.84 & t(n0,n1,n2,n5,n1) = n2
% 212.25/26.84 & t(n0,n1,n2,n5,n2) = n2
% 212.25/26.84 & t(n0,n1,n2,n5,n3) = n2
% 212.25/26.84 & t(n0,n1,n2,n5,n4) = n2
% 212.25/26.84 & t(n0,n1,n2,n5,n5) = n2
% 212.25/26.84 & t(n0,n1,n3,n0,n0) = n3
% 212.25/26.84 & t(n0,n1,n3,n0,n1) = n2
% 212.25/26.84 & t(n0,n1,n3,n0,n2) = n2
% 212.25/26.84 & t(n0,n1,n3,n0,n3) = n3
% 212.25/26.84 & t(n0,n1,n3,n0,n4) = n2
% 212.25/26.84 & t(n0,n1,n3,n0,n5) = n2
% 212.25/26.84 & t(n0,n1,n3,n1,n0) = n3
% 212.25/26.84 & t(n0,n1,n3,n1,n1) = n3
% 212.25/26.84 & t(n0,n1,n3,n1,n2) = n2
% 212.25/26.84 & t(n0,n1,n3,n1,n3) = n3
% 212.25/26.84 & t(n0,n1,n3,n1,n4) = n2
% 212.25/26.84 & t(n0,n1,n3,n1,n5) = n2
% 212.25/26.84 & t(n0,n1,n3,n2,n0) = n2
% 212.25/26.84 & t(n0,n1,n3,n2,n1) = n3
% 212.25/26.84 & t(n0,n1,n3,n2,n2) = n2
% 212.25/26.84 & t(n0,n1,n3,n2,n3) = n3
% 212.25/26.84 & t(n0,n1,n3,n2,n4) = n2
% 212.25/26.84 & t(n0,n1,n3,n2,n5) = n2
% 212.25/26.84 & t(n0,n1,n3,n3,n0) = n3
% 212.25/26.84 & t(n0,n1,n3,n3,n1) = n3
% 212.25/26.84 & t(n0,n1,n3,n3,n2) = n3
% 212.25/26.84 & t(n0,n1,n3,n3,n3) = n3
% 212.25/26.84 & t(n0,n1,n3,n3,n4) = n3
% 212.25/26.84 & t(n0,n1,n3,n3,n5) = n3
% 212.25/26.84 & t(n0,n1,n3,n4,n0) = n2
% 212.25/26.84 & t(n0,n1,n3,n4,n1) = n3
% 212.25/26.84 & t(n0,n1,n3,n4,n2) = n2
% 212.25/26.84 & t(n0,n1,n3,n4,n3) = n3
% 212.25/26.84 & t(n0,n1,n3,n4,n4) = n2
% 212.25/26.84 & t(n0,n1,n3,n4,n5) = n2
% 212.25/26.84 & t(n0,n1,n3,n5,n0) = n2
% 212.25/26.84 & t(n0,n1,n3,n5,n1) = n2
% 212.25/26.84 & t(n0,n1,n3,n5,n2) = n2
% 212.25/26.84 & t(n0,n1,n3,n5,n3) = n3
% 212.25/26.84 & t(n0,n1,n3,n5,n4) = n2
% 212.25/26.84 & t(n0,n1,n3,n5,n5) = n2
% 212.25/26.84 & t(n0,n1,n4,n0,n0) = n2
% 212.25/26.84 & t(n0,n1,n4,n0,n1) = n2
% 212.25/26.84 & t(n0,n1,n4,n0,n2) = n2
% 212.25/26.84 & t(n0,n1,n4,n0,n3) = n2
% 212.25/26.84 & t(n0,n1,n4,n0,n4) = n2
% 212.25/26.84 & t(n0,n1,n4,n0,n5) = n2
% 212.25/26.84 & t(n0,n1,n4,n1,n0) = n3
% 212.25/26.84 & t(n0,n1,n4,n1,n1) = n2
% 212.25/26.84 & t(n0,n1,n4,n1,n2) = n2
% 212.25/26.84 & t(n0,n1,n4,n1,n3) = n3
% 212.25/26.84 & t(n0,n1,n4,n1,n4) = n2
% 212.25/26.84 & t(n0,n1,n4,n1,n5) = n2
% 212.25/26.84 & t(n0,n1,n4,n2,n0) = n2
% 212.25/26.84 & t(n0,n1,n4,n2,n1) = n2
% 212.25/26.84 & t(n0,n1,n4,n2,n2) = n2
% 212.25/26.84 & t(n0,n1,n4,n2,n3) = n2
% 212.25/26.84 & t(n0,n1,n4,n2,n4) = n2
% 212.25/26.84 & t(n0,n1,n4,n2,n5) = n2
% 212.25/26.84 & t(n0,n1,n4,n3,n0) = n3
% 212.25/26.84 & t(n0,n1,n4,n3,n1) = n3
% 212.25/26.84 & t(n0,n1,n4,n3,n2) = n2
% 212.25/26.84 & t(n0,n1,n4,n3,n3) = n3
% 212.25/26.84 & t(n0,n1,n4,n3,n4) = n2
% 212.25/26.84 & t(n0,n1,n4,n3,n5) = n2
% 212.25/26.84 & t(n0,n1,n4,n4,n0) = n2
% 212.25/26.84 & t(n0,n1,n4,n4,n1) = n2
% 212.25/26.84 & t(n0,n1,n4,n4,n2) = n2
% 212.25/26.84 & t(n0,n1,n4,n4,n3) = n3
% 212.25/26.84 & t(n0,n1,n4,n4,n4) = n2
% 212.25/26.84 & t(n0,n1,n4,n4,n5) = n2
% 212.25/26.84 & t(n0,n1,n4,n5,n0) = n2
% 212.25/26.84 & t(n0,n1,n4,n5,n1) = n2
% 212.25/26.84 & t(n0,n1,n4,n5,n2) = n2
% 212.25/26.84 & t(n0,n1,n4,n5,n3) = n2
% 212.25/26.84 & t(n0,n1,n4,n5,n4) = n2
% 212.25/26.84 & t(n0,n1,n4,n5,n5) = n2
% 212.25/26.84 & t(n0,n1,n5,n0,n0) = n2
% 212.25/26.84 & t(n0,n1,n5,n0,n1) = n2
% 212.25/26.84 & t(n0,n1,n5,n0,n2) = n2
% 212.25/26.84 & t(n0,n1,n5,n0,n3) = n2
% 212.25/26.84 & t(n0,n1,n5,n0,n4) = n2
% 212.25/26.84 & t(n0,n1,n5,n0,n5) = n2
% 212.25/26.84 & t(n0,n1,n5,n1,n0) = n2
% 212.25/26.84 & t(n0,n1,n5,n1,n1) = n1
% 212.25/26.84 & t(n0,n1,n5,n1,n2) = n2
% 212.25/26.84 & t(n0,n1,n5,n1,n3) = n2
% 212.25/26.84 & t(n0,n1,n5,n1,n4) = n2
% 212.25/26.84 & t(n0,n1,n5,n1,n5) = n2
% 212.25/26.84 & t(n0,n1,n5,n2,n0) = n2
% 212.25/26.84 & t(n0,n1,n5,n2,n1) = n2
% 212.25/26.84 & t(n0,n1,n5,n2,n2) = n2
% 212.25/26.84 & t(n0,n1,n5,n2,n3) = n2
% 212.25/26.84 & t(n0,n1,n5,n2,n4) = n2
% 212.25/26.84 & t(n0,n1,n5,n2,n5) = n2
% 212.25/26.84 & t(n0,n1,n5,n3,n0) = n2
% 212.25/26.84 & t(n0,n1,n5,n3,n1) = n2
% 212.25/26.84 & t(n0,n1,n5,n3,n2) = n2
% 212.25/26.84 & t(n0,n1,n5,n3,n3) = n3
% 212.25/26.84 & t(n0,n1,n5,n3,n4) = n2
% 212.25/26.84 & t(n0,n1,n5,n3,n5) = n2
% 212.25/26.84 & t(n0,n1,n5,n4,n0) = n2
% 212.25/26.84 & t(n0,n1,n5,n4,n1) = n2
% 212.25/26.84 & t(n0,n1,n5,n4,n2) = n2
% 212.25/26.84 & t(n0,n1,n5,n4,n3) = n2
% 212.25/26.84 & t(n0,n1,n5,n4,n4) = n2
% 212.25/26.84 & t(n0,n1,n5,n4,n5) = n2
% 212.25/26.84 & t(n0,n1,n5,n5,n0) = n2
% 212.25/26.84 & t(n0,n1,n5,n5,n1) = n2
% 212.25/26.84 & t(n0,n1,n5,n5,n2) = n2
% 212.25/26.84 & t(n0,n1,n5,n5,n3) = n2
% 212.25/26.84 & t(n0,n1,n5,n5,n4) = n2
% 212.25/26.84 & t(n0,n1,n5,n5,n5) = n2
% 212.25/26.84 & t(n0,n2,n0,n0,n0) = n0
% 212.25/26.84 & t(n0,n2,n0,n0,n1) = n2
% 212.25/26.84 & t(n0,n2,n0,n0,n2) = n2
% 212.25/26.84 & t(n0,n2,n0,n0,n3) = n3
% 212.25/26.84 & t(n0,n2,n0,n0,n4) = n2
% 212.25/26.84 & t(n0,n2,n0,n0,n5) = n2
% 212.25/26.84 & t(n0,n2,n0,n1,n0) = n2
% 212.25/26.84 & t(n0,n2,n0,n1,n1) = n2
% 212.25/26.84 & t(n0,n2,n0,n1,n2) = n2
% 212.25/26.84 & t(n0,n2,n0,n1,n3) = n3
% 212.25/26.84 & t(n0,n2,n0,n1,n4) = n2
% 212.25/26.84 & t(n0,n2,n0,n1,n5) = n2
% 212.25/26.84 & t(n0,n2,n0,n2,n0) = n2
% 212.25/26.84 & t(n0,n2,n0,n2,n1) = n2
% 212.25/26.84 & t(n0,n2,n0,n2,n2) = n2
% 212.25/26.84 & t(n0,n2,n0,n2,n3) = n2
% 212.25/26.84 & t(n0,n2,n0,n2,n4) = n2
% 212.25/26.84 & t(n0,n2,n0,n2,n5) = n2
% 212.25/26.84 & t(n0,n2,n0,n3,n0) = n2
% 212.25/26.84 & t(n0,n2,n0,n3,n1) = n3
% 212.25/26.84 & t(n0,n2,n0,n3,n2) = n2
% 212.25/26.84 & t(n0,n2,n0,n3,n3) = n3
% 212.25/26.84 & t(n0,n2,n0,n3,n4) = n2
% 212.25/26.84 & t(n0,n2,n0,n3,n5) = n2
% 212.25/26.84 & t(n0,n2,n0,n4,n0) = n2
% 212.25/26.84 & t(n0,n2,n0,n4,n1) = n2
% 212.25/26.84 & t(n0,n2,n0,n4,n2) = n2
% 212.25/26.84 & t(n0,n2,n0,n4,n3) = n2
% 212.25/26.84 & t(n0,n2,n0,n4,n4) = n2
% 212.25/26.84 & t(n0,n2,n0,n4,n5) = n2
% 212.25/26.84 & t(n0,n2,n0,n5,n0) = n2
% 212.25/26.84 & t(n0,n2,n0,n5,n1) = n2
% 212.25/26.84 & t(n0,n2,n0,n5,n2) = n2
% 212.25/26.84 & t(n0,n2,n0,n5,n3) = n2
% 212.25/26.84 & t(n0,n2,n0,n5,n4) = n2
% 212.25/26.84 & t(n0,n2,n0,n5,n5) = n2
% 212.25/26.84 & t(n0,n2,n1,n0,n0) = n2
% 212.25/26.84 & t(n0,n2,n1,n0,n1) = n2
% 212.25/26.84 & t(n0,n2,n1,n0,n2) = n2
% 212.25/26.84 & t(n0,n2,n1,n0,n3) = n2
% 212.25/26.84 & t(n0,n2,n1,n0,n4) = n2
% 212.25/26.84 & t(n0,n2,n1,n0,n5) = n2
% 212.25/26.84 & t(n0,n2,n1,n1,n0) = n3
% 212.25/26.84 & t(n0,n2,n1,n1,n1) = n2
% 212.25/26.84 & t(n0,n2,n1,n1,n2) = n2
% 212.25/26.84 & t(n0,n2,n1,n1,n3) = n3
% 212.25/26.84 & t(n0,n2,n1,n1,n4) = n2
% 212.25/26.84 & t(n0,n2,n1,n1,n5) = n2
% 212.25/26.84 & t(n0,n2,n1,n2,n0) = n2
% 212.25/26.84 & t(n0,n2,n1,n2,n1) = n2
% 212.25/26.84 & t(n0,n2,n1,n2,n2) = n2
% 212.25/26.84 & t(n0,n2,n1,n2,n3) = n2
% 212.25/26.84 & t(n0,n2,n1,n2,n4) = n2
% 212.25/26.84 & t(n0,n2,n1,n2,n5) = n2
% 212.25/26.84 & t(n0,n2,n1,n3,n0) = n3
% 212.25/26.84 & t(n0,n2,n1,n3,n1) = n2
% 212.25/26.84 & t(n0,n2,n1,n3,n2) = n2
% 212.25/26.84 & t(n0,n2,n1,n3,n3) = n3
% 212.25/26.84 & t(n0,n2,n1,n3,n4) = n2
% 212.25/26.84 & t(n0,n2,n1,n3,n5) = n2
% 212.25/26.84 & t(n0,n2,n1,n4,n0) = n2
% 212.25/26.84 & t(n0,n2,n1,n4,n1) = n2
% 212.25/26.84 & t(n0,n2,n1,n4,n2) = n2
% 212.25/26.84 & t(n0,n2,n1,n4,n3) = n2
% 212.25/26.84 & t(n0,n2,n1,n4,n4) = n2
% 212.25/26.84 & t(n0,n2,n1,n4,n5) = n2
% 212.25/26.84 & t(n0,n2,n1,n5,n0) = n2
% 212.25/26.84 & t(n0,n2,n1,n5,n1) = n2
% 212.25/26.84 & t(n0,n2,n1,n5,n2) = n2
% 212.25/26.84 & t(n0,n2,n1,n5,n3) = n2
% 212.25/26.84 & t(n0,n2,n1,n5,n4) = n2
% 212.25/26.84 & t(n0,n2,n1,n5,n5) = n2
% 212.25/26.84 & t(n0,n2,n2,n0,n0) = n2
% 212.25/26.84 & t(n0,n2,n2,n0,n1) = n2
% 212.25/26.84 & t(n0,n2,n2,n0,n2) = n2
% 212.25/26.84 & t(n0,n2,n2,n0,n3) = n2
% 212.25/26.84 & t(n0,n2,n2,n0,n4) = n2
% 212.25/26.84 & t(n0,n2,n2,n0,n5) = n2
% 212.25/26.84 & t(n0,n2,n2,n1,n0) = n2
% 212.25/26.84 & t(n0,n2,n2,n1,n1) = n2
% 212.25/26.84 & t(n0,n2,n2,n1,n2) = n2
% 212.25/26.84 & t(n0,n2,n2,n1,n3) = n3
% 212.25/26.84 & t(n0,n2,n2,n1,n4) = n2
% 212.25/26.84 & t(n0,n2,n2,n1,n5) = n2
% 212.25/26.84 & t(n0,n2,n2,n2,n0) = n2
% 212.25/26.84 & t(n0,n2,n2,n2,n1) = n2
% 212.25/26.84 & t(n0,n2,n2,n2,n2) = n2
% 212.25/26.84 & t(n0,n2,n2,n2,n3) = n2
% 212.25/26.84 & t(n0,n2,n2,n2,n4) = n2
% 212.25/26.84 & t(n0,n2,n2,n2,n5) = n2
% 212.25/26.84 & t(n0,n2,n2,n3,n0) = n2
% 212.25/26.84 & t(n0,n2,n2,n3,n1) = n3
% 212.25/26.84 & t(n0,n2,n2,n3,n2) = n2
% 212.25/26.84 & t(n0,n2,n2,n3,n3) = n2
% 212.25/26.84 & t(n0,n2,n2,n3,n4) = n2
% 212.25/26.84 & t(n0,n2,n2,n3,n5) = n2
% 212.25/26.84 & t(n0,n2,n2,n4,n0) = n2
% 212.25/26.84 & t(n0,n2,n2,n4,n1) = n2
% 212.25/26.84 & t(n0,n2,n2,n4,n2) = n2
% 212.25/26.84 & t(n0,n2,n2,n4,n3) = n2
% 212.25/26.84 & t(n0,n2,n2,n4,n4) = n2
% 212.25/26.84 & t(n0,n2,n2,n4,n5) = n2
% 212.25/26.84 & t(n0,n2,n2,n5,n0) = n2
% 212.25/26.84 & t(n0,n2,n2,n5,n1) = n2
% 212.25/26.84 & t(n0,n2,n2,n5,n2) = n2
% 212.25/26.84 & t(n0,n2,n2,n5,n3) = n2
% 212.25/26.84 & t(n0,n2,n2,n5,n4) = n2
% 212.25/26.84 & t(n0,n2,n2,n5,n5) = n2
% 212.25/26.84 & t(n0,n2,n3,n0,n0) = n3
% 212.25/26.84 & t(n0,n2,n3,n0,n1) = n2
% 212.25/26.84 & t(n0,n2,n3,n0,n2) = n2
% 212.25/26.84 & t(n0,n2,n3,n0,n3) = n3
% 212.25/26.84 & t(n0,n2,n3,n0,n4) = n2
% 212.25/26.84 & t(n0,n2,n3,n0,n5) = n2
% 212.25/26.84 & t(n0,n2,n3,n1,n0) = n3
% 212.25/26.84 & t(n0,n2,n3,n1,n1) = n2
% 212.25/26.84 & t(n0,n2,n3,n1,n2) = n2
% 212.25/26.84 & t(n0,n2,n3,n1,n3) = n3
% 212.25/26.84 & t(n0,n2,n3,n1,n4) = n2
% 212.25/26.84 & t(n0,n2,n3,n1,n5) = n2
% 212.25/26.84 & t(n0,n2,n3,n2,n0) = n2
% 212.25/26.84 & t(n0,n2,n3,n2,n1) = n2
% 212.25/26.84 & t(n0,n2,n3,n2,n2) = n2
% 212.25/26.84 & t(n0,n2,n3,n2,n3) = n2
% 212.25/26.84 & t(n0,n2,n3,n2,n4) = n2
% 212.25/26.84 & t(n0,n2,n3,n2,n5) = n2
% 212.25/26.84 & t(n0,n2,n3,n3,n0) = n3
% 212.25/26.84 & t(n0,n2,n3,n3,n1) = n3
% 212.25/26.84 & t(n0,n2,n3,n3,n2) = n3
% 212.25/26.84 & t(n0,n2,n3,n3,n3) = n3
% 212.25/26.84 & t(n0,n2,n3,n3,n4) = n2
% 212.25/26.84 & t(n0,n2,n3,n3,n5) = n3
% 212.25/26.84 & t(n0,n2,n3,n4,n0) = n2
% 212.25/26.84 & t(n0,n2,n3,n4,n1) = n2
% 212.25/26.84 & t(n0,n2,n3,n4,n2) = n2
% 212.25/26.84 & t(n0,n2,n3,n4,n3) = n2
% 212.25/26.84 & t(n0,n2,n3,n4,n4) = n2
% 212.25/26.84 & t(n0,n2,n3,n4,n5) = n2
% 212.25/26.84 & t(n0,n2,n3,n5,n0) = n2
% 212.25/26.84 & t(n0,n2,n3,n5,n1) = n2
% 212.25/26.84 & t(n0,n2,n3,n5,n2) = n2
% 212.25/26.84 & t(n0,n2,n3,n5,n3) = n2
% 212.25/26.84 & t(n0,n2,n3,n5,n4) = n2
% 212.25/26.84 & t(n0,n2,n3,n5,n5) = n2
% 212.25/26.84 & t(n0,n2,n4,n0,n0) = n2
% 212.25/26.84 & t(n0,n2,n4,n0,n1) = n2
% 212.25/26.84 & t(n0,n2,n4,n0,n2) = n2
% 212.25/26.84 & t(n0,n2,n4,n0,n3) = n2
% 212.25/26.84 & t(n0,n2,n4,n0,n4) = n2
% 212.25/26.84 & t(n0,n2,n4,n0,n5) = n2
% 212.25/26.84 & t(n0,n2,n4,n1,n0) = n2
% 212.25/26.84 & t(n0,n2,n4,n1,n1) = n2
% 212.25/26.84 & t(n0,n2,n4,n1,n2) = n2
% 212.25/26.84 & t(n0,n2,n4,n1,n3) = n3
% 212.25/26.84 & t(n0,n2,n4,n1,n4) = n2
% 212.25/26.84 & t(n0,n2,n4,n1,n5) = n2
% 212.25/26.84 & t(n0,n2,n4,n2,n0) = n2
% 212.25/26.84 & t(n0,n2,n4,n2,n1) = n2
% 212.25/26.84 & t(n0,n2,n4,n2,n2) = n2
% 212.25/26.84 & t(n0,n2,n4,n2,n3) = n2
% 212.25/26.84 & t(n0,n2,n4,n2,n4) = n2
% 212.25/26.84 & t(n0,n2,n4,n2,n5) = n2
% 212.25/26.84 & t(n0,n2,n4,n3,n0) = n2
% 212.25/26.84 & t(n0,n2,n4,n3,n1) = n3
% 212.25/26.84 & t(n0,n2,n4,n3,n2) = n2
% 212.25/26.84 & t(n0,n2,n4,n3,n3) = n2
% 212.25/26.84 & t(n0,n2,n4,n3,n4) = n2
% 212.25/26.84 & t(n0,n2,n4,n3,n5) = n2
% 212.25/26.84 & t(n0,n2,n4,n4,n0) = n2
% 212.25/26.84 & t(n0,n2,n4,n4,n1) = n2
% 212.25/26.84 & t(n0,n2,n4,n4,n2) = n2
% 212.25/26.84 & t(n0,n2,n4,n4,n3) = n2
% 212.25/26.84 & t(n0,n2,n4,n4,n4) = n2
% 212.25/26.84 & t(n0,n2,n4,n4,n5) = n2
% 212.25/26.84 & t(n0,n2,n4,n5,n0) = n2
% 212.25/26.84 & t(n0,n2,n4,n5,n1) = n2
% 212.25/26.84 & t(n0,n2,n4,n5,n2) = n2
% 212.25/26.84 & t(n0,n2,n4,n5,n3) = n2
% 212.25/26.84 & t(n0,n2,n4,n5,n4) = n2
% 212.25/26.84 & t(n0,n2,n4,n5,n5) = n2
% 212.25/26.84 & t(n0,n2,n5,n0,n0) = n2
% 212.25/26.84 & t(n0,n2,n5,n0,n1) = n2
% 212.25/26.84 & t(n0,n2,n5,n0,n2) = n2
% 212.25/26.84 & t(n0,n2,n5,n0,n3) = n2
% 212.25/26.84 & t(n0,n2,n5,n0,n4) = n2
% 212.25/26.84 & t(n0,n2,n5,n0,n5) = n2
% 212.25/26.84 & t(n0,n2,n5,n1,n0) = n2
% 212.25/26.84 & t(n0,n2,n5,n1,n1) = n2
% 212.25/26.84 & t(n0,n2,n5,n1,n2) = n2
% 212.25/26.84 & t(n0,n2,n5,n1,n3) = n2
% 212.25/26.84 & t(n0,n2,n5,n1,n4) = n2
% 212.25/26.84 & t(n0,n2,n5,n1,n5) = n2
% 212.25/26.84 & t(n0,n2,n5,n2,n0) = n2
% 212.25/26.84 & t(n0,n2,n5,n2,n1) = n2
% 212.25/26.84 & t(n0,n2,n5,n2,n2) = n2
% 212.25/26.84 & t(n0,n2,n5,n2,n3) = n2
% 212.25/26.84 & t(n0,n2,n5,n2,n4) = n2
% 212.25/26.84 & t(n0,n2,n5,n2,n5) = n2
% 212.25/26.84 & t(n0,n2,n5,n3,n0) = n2
% 212.25/26.84 & t(n0,n2,n5,n3,n1) = n2
% 212.25/26.84 & t(n0,n2,n5,n3,n2) = n2
% 212.25/26.84 & t(n0,n2,n5,n3,n3) = n2
% 212.25/26.84 & t(n0,n2,n5,n3,n4) = n2
% 212.25/26.84 & t(n0,n2,n5,n3,n5) = n2
% 212.25/26.84 & t(n0,n2,n5,n4,n0) = n2
% 212.25/26.84 & t(n0,n2,n5,n4,n1) = n2
% 212.25/26.84 & t(n0,n2,n5,n4,n2) = n2
% 212.25/26.84 & t(n0,n2,n5,n4,n3) = n2
% 212.25/26.84 & t(n0,n2,n5,n4,n4) = n2
% 212.25/26.84 & t(n0,n2,n5,n4,n5) = n2
% 212.25/26.84 & t(n0,n2,n5,n5,n0) = n2
% 212.25/26.84 & t(n0,n2,n5,n5,n1) = n2
% 212.25/26.84 & t(n0,n2,n5,n5,n2) = n2
% 212.25/26.84 & t(n0,n2,n5,n5,n3) = n2
% 212.25/26.84 & t(n0,n2,n5,n5,n4) = n2
% 212.25/26.84 & t(n0,n2,n5,n5,n5) = n2
% 212.25/26.84 & t(n0,n3,n0,n0,n0) = n0
% 212.25/26.84 & t(n0,n3,n0,n0,n1) = n3
% 212.25/26.84 & t(n0,n3,n0,n0,n2) = n2
% 212.25/26.84 & t(n0,n3,n0,n0,n3) = n3
% 212.25/26.84 & t(n0,n3,n0,n0,n4) = n3
% 212.25/26.84 & t(n0,n3,n0,n0,n5) = n2
% 212.25/26.84 & t(n0,n3,n0,n1,n0) = n3
% 212.25/26.84 & t(n0,n3,n0,n1,n1) = n2
% 212.25/26.84 & t(n0,n3,n0,n1,n2) = n2
% 212.25/26.84 & t(n0,n3,n0,n1,n3) = n3
% 212.25/26.84 & t(n0,n3,n0,n1,n4) = n2
% 212.25/26.84 & t(n0,n3,n0,n1,n5) = n2
% 212.25/26.84 & t(n0,n3,n0,n2,n0) = n3
% 212.25/26.84 & t(n0,n3,n0,n2,n1) = n2
% 212.25/26.84 & t(n0,n3,n0,n2,n2) = n2
% 212.25/26.84 & t(n0,n3,n0,n2,n3) = n3
% 212.25/26.84 & t(n0,n3,n0,n2,n4) = n2
% 212.25/26.84 & t(n0,n3,n0,n2,n5) = n2
% 212.25/26.84 & t(n0,n3,n0,n3,n0) = n3
% 212.25/26.84 & t(n0,n3,n0,n3,n1) = n3
% 212.25/26.84 & t(n0,n3,n0,n3,n2) = n3
% 212.25/26.84 & t(n0,n3,n0,n3,n3) = n3
% 212.25/26.84 & t(n0,n3,n0,n3,n4) = n3
% 212.25/26.84 & t(n0,n3,n0,n3,n5) = n3
% 212.25/26.84 & t(n0,n3,n0,n4,n0) = n2
% 212.25/26.84 & t(n0,n3,n0,n4,n1) = n2
% 212.25/26.84 & t(n0,n3,n0,n4,n2) = n2
% 212.25/26.84 & t(n0,n3,n0,n4,n3) = n3
% 212.25/26.84 & t(n0,n3,n0,n4,n4) = n2
% 212.25/26.84 & t(n0,n3,n0,n4,n5) = n2
% 212.25/26.84 & t(n0,n3,n0,n5,n0) = n2
% 212.25/26.84 & t(n0,n3,n0,n5,n1) = n2
% 212.25/26.84 & t(n0,n3,n0,n5,n2) = n2
% 212.25/26.84 & t(n0,n3,n0,n5,n3) = n3
% 212.25/26.84 & t(n0,n3,n0,n5,n4) = n2
% 212.25/26.84 & t(n0,n3,n0,n5,n5) = n2
% 212.25/26.84 & t(n0,n3,n1,n0,n0) = n3
% 212.25/26.84 & t(n0,n3,n1,n0,n1) = n3
% 212.25/26.84 & t(n0,n3,n1,n0,n2) = n2
% 212.25/26.84 & t(n0,n3,n1,n0,n3) = n3
% 212.25/26.84 & t(n0,n3,n1,n0,n4) = n2
% 212.25/26.84 & t(n0,n3,n1,n0,n5) = n2
% 212.25/26.84 & t(n0,n3,n1,n1,n0) = n3
% 212.25/26.84 & t(n0,n3,n1,n1,n1) = n3
% 212.25/26.84 & t(n0,n3,n1,n1,n2) = n2
% 212.25/26.84 & t(n0,n3,n1,n1,n3) = n3
% 212.25/26.84 & t(n0,n3,n1,n1,n4) = n2
% 212.25/26.84 & t(n0,n3,n1,n1,n5) = n2
% 212.25/26.84 & t(n0,n3,n1,n2,n0) = n2
% 212.25/26.84 & t(n0,n3,n1,n2,n1) = n2
% 212.25/26.84 & t(n0,n3,n1,n2,n2) = n2
% 212.25/26.84 & t(n0,n3,n1,n2,n3) = n3
% 212.25/26.84 & t(n0,n3,n1,n2,n4) = n2
% 212.25/26.84 & t(n0,n3,n1,n2,n5) = n2
% 212.25/26.84 & t(n0,n3,n1,n3,n0) = n3
% 212.25/26.84 & t(n0,n3,n1,n3,n1) = n3
% 212.25/26.84 & t(n0,n3,n1,n3,n2) = n3
% 212.25/26.84 & t(n0,n3,n1,n3,n3) = n3
% 212.25/26.84 & t(n0,n3,n1,n3,n4) = n3
% 212.25/26.84 & t(n0,n3,n1,n3,n5) = n3
% 212.25/26.84 & t(n0,n3,n1,n4,n0) = n2
% 212.25/26.84 & t(n0,n3,n1,n4,n1) = n3
% 212.25/26.84 & t(n0,n3,n1,n4,n2) = n2
% 212.25/26.84 & t(n0,n3,n1,n4,n3) = n3
% 212.25/26.84 & t(n0,n3,n1,n4,n4) = n2
% 212.25/26.84 & t(n0,n3,n1,n4,n5) = n2
% 212.25/26.84 & t(n0,n3,n1,n5,n0) = n2
% 212.25/26.84 & t(n0,n3,n1,n5,n1) = n2
% 212.25/26.84 & t(n0,n3,n1,n5,n2) = n2
% 212.25/26.84 & t(n0,n3,n1,n5,n3) = n3
% 212.25/26.84 & t(n0,n3,n1,n5,n4) = n2
% 212.25/26.84 & t(n0,n3,n1,n5,n5) = n2
% 212.25/26.84 & t(n0,n3,n2,n0,n0) = n3
% 212.25/26.84 & t(n0,n3,n2,n0,n1) = n2
% 212.25/26.84 & t(n0,n3,n2,n0,n2) = n2
% 212.25/26.84 & t(n0,n3,n2,n0,n3) = n3
% 212.25/26.84 & t(n0,n3,n2,n0,n4) = n2
% 212.25/26.84 & t(n0,n3,n2,n0,n5) = n2
% 212.25/26.84 & t(n0,n3,n2,n1,n0) = n3
% 212.25/26.84 & t(n0,n3,n2,n1,n1) = n2
% 212.25/26.84 & t(n0,n3,n2,n1,n2) = n2
% 212.25/26.84 & t(n0,n3,n2,n1,n3) = n3
% 212.25/26.84 & t(n0,n3,n2,n1,n4) = n2
% 212.25/26.84 & t(n0,n3,n2,n1,n5) = n2
% 212.25/26.84 & t(n0,n3,n2,n2,n0) = n2
% 212.25/26.84 & t(n0,n3,n2,n2,n1) = n2
% 212.25/26.84 & t(n0,n3,n2,n2,n2) = n2
% 212.25/26.84 & t(n0,n3,n2,n2,n3) = n3
% 212.25/26.84 & t(n0,n3,n2,n2,n4) = n2
% 212.25/26.84 & t(n0,n3,n2,n2,n5) = n2
% 212.25/26.84 & t(n0,n3,n2,n3,n0) = n3
% 212.25/26.84 & t(n0,n3,n2,n3,n1) = n3
% 212.25/26.84 & t(n0,n3,n2,n3,n2) = n2
% 212.25/26.84 & t(n0,n3,n2,n3,n3) = n3
% 212.25/26.84 & t(n0,n3,n2,n3,n4) = n2
% 212.25/26.84 & t(n0,n3,n2,n3,n5) = n2
% 212.25/26.84 & t(n0,n3,n2,n4,n0) = n2
% 212.25/26.84 & t(n0,n3,n2,n4,n1) = n2
% 212.25/26.84 & t(n0,n3,n2,n4,n2) = n2
% 212.25/26.84 & t(n0,n3,n2,n4,n3) = n3
% 212.25/26.84 & t(n0,n3,n2,n4,n4) = n2
% 212.25/26.84 & t(n0,n3,n2,n4,n5) = n2
% 212.25/26.84 & t(n0,n3,n2,n5,n0) = n2
% 212.25/26.84 & t(n0,n3,n2,n5,n1) = n2
% 212.25/26.84 & t(n0,n3,n2,n5,n2) = n2
% 212.25/26.84 & t(n0,n3,n2,n5,n3) = n2
% 212.25/26.84 & t(n0,n3,n2,n5,n4) = n2
% 212.25/26.84 & t(n0,n3,n2,n5,n5) = n2
% 212.25/26.84 & t(n0,n3,n3,n0,n0) = n3
% 212.25/26.84 & t(n0,n3,n3,n0,n1) = n3
% 212.25/26.84 & t(n0,n3,n3,n0,n2) = n3
% 212.25/26.84 & t(n0,n3,n3,n0,n3) = n3
% 212.25/26.84 & t(n0,n3,n3,n0,n4) = n3
% 212.25/26.84 & t(n0,n3,n3,n0,n5) = n3
% 212.25/26.84 & t(n0,n3,n3,n1,n0) = n3
% 212.25/26.84 & t(n0,n3,n3,n1,n1) = n3
% 212.25/26.84 & t(n0,n3,n3,n1,n2) = n3
% 212.25/26.84 & t(n0,n3,n3,n1,n3) = n3
% 212.25/26.84 & t(n0,n3,n3,n1,n4) = n3
% 212.25/26.84 & t(n0,n3,n3,n1,n5) = n3
% 212.25/26.84 & t(n0,n3,n3,n2,n0) = n3
% 212.25/26.84 & t(n0,n3,n3,n2,n1) = n3
% 212.25/26.84 & t(n0,n3,n3,n2,n2) = n2
% 212.25/26.84 & t(n0,n3,n3,n2,n3) = n3
% 212.25/26.84 & t(n0,n3,n3,n2,n4) = n2
% 212.25/26.84 & t(n0,n3,n3,n2,n5) = n2
% 212.25/26.84 & t(n0,n3,n3,n3,n0) = n3
% 212.25/26.84 & t(n0,n3,n3,n3,n1) = n3
% 212.25/26.84 & t(n0,n3,n3,n3,n2) = n3
% 212.25/26.84 & t(n0,n3,n3,n3,n3) = n3
% 212.25/26.84 & t(n0,n3,n3,n3,n4) = n3
% 212.25/26.84 & t(n0,n3,n3,n3,n5) = n3
% 212.25/26.84 & t(n0,n3,n3,n4,n0) = n3
% 212.25/26.84 & t(n0,n3,n3,n4,n1) = n3
% 212.25/26.84 & t(n0,n3,n3,n4,n2) = n2
% 212.25/26.84 & t(n0,n3,n3,n4,n3) = n3
% 212.25/26.84 & t(n0,n3,n3,n4,n4) = n2
% 212.25/26.84 & t(n0,n3,n3,n4,n5) = n2
% 212.25/26.84 & t(n0,n3,n3,n5,n0) = n3
% 212.25/26.84 & t(n0,n3,n3,n5,n1) = n3
% 212.25/26.84 & t(n0,n3,n3,n5,n2) = n2
% 212.25/26.84 & t(n0,n3,n3,n5,n3) = n3
% 212.25/26.84 & t(n0,n3,n3,n5,n4) = n2
% 212.25/26.84 & t(n0,n3,n3,n5,n5) = n2
% 212.25/26.84 & t(n0,n3,n4,n0,n0) = n3
% 212.25/26.84 & t(n0,n3,n4,n0,n1) = n2
% 212.25/26.84 & t(n0,n3,n4,n0,n2) = n2
% 212.25/26.84 & t(n0,n3,n4,n0,n3) = n3
% 212.25/26.84 & t(n0,n3,n4,n0,n4) = n2
% 212.25/26.84 & t(n0,n3,n4,n0,n5) = n2
% 212.25/26.84 & t(n0,n3,n4,n1,n0) = n3
% 212.25/26.84 & t(n0,n3,n4,n1,n1) = n2
% 212.25/26.84 & t(n0,n3,n4,n1,n2) = n2
% 212.25/26.84 & t(n0,n3,n4,n1,n3) = n3
% 212.25/26.84 & t(n0,n3,n4,n1,n4) = n2
% 212.25/26.84 & t(n0,n3,n4,n1,n5) = n2
% 212.25/26.84 & t(n0,n3,n4,n2,n0) = n2
% 212.25/26.84 & t(n0,n3,n4,n2,n1) = n2
% 212.25/26.84 & t(n0,n3,n4,n2,n2) = n2
% 212.25/26.84 & t(n0,n3,n4,n2,n3) = n2
% 212.25/26.84 & t(n0,n3,n4,n2,n4) = n2
% 212.25/26.84 & t(n0,n3,n4,n2,n5) = n2
% 212.25/26.84 & t(n0,n3,n4,n3,n0) = n3
% 212.25/26.84 & t(n0,n3,n4,n3,n1) = n3
% 212.25/26.84 & t(n0,n3,n4,n3,n2) = n2
% 212.25/26.84 & t(n0,n3,n4,n3,n3) = n3
% 212.25/26.84 & t(n0,n3,n4,n3,n4) = n2
% 212.25/26.84 & t(n0,n3,n4,n3,n5) = n2
% 212.25/26.84 & t(n0,n3,n4,n4,n0) = n2
% 212.25/26.84 & t(n0,n3,n4,n4,n1) = n2
% 212.25/26.84 & t(n0,n3,n4,n4,n2) = n2
% 212.25/26.84 & t(n0,n3,n4,n4,n3) = n3
% 212.25/26.84 & t(n0,n3,n4,n4,n4) = n2
% 212.25/26.84 & t(n0,n3,n4,n4,n5) = n2
% 212.25/26.84 & t(n0,n3,n4,n5,n0) = n2
% 212.25/26.84 & t(n0,n3,n4,n5,n1) = n2
% 212.25/26.84 & t(n0,n3,n4,n5,n2) = n2
% 212.25/26.84 & t(n0,n3,n4,n5,n3) = n2
% 212.25/26.84 & t(n0,n3,n4,n5,n4) = n2
% 212.25/26.84 & t(n0,n3,n4,n5,n5) = n2
% 212.25/26.84 & t(n0,n3,n5,n0,n0) = n2
% 212.25/26.84 & t(n0,n3,n5,n0,n1) = n2
% 212.25/26.84 & t(n0,n3,n5,n0,n2) = n2
% 212.25/26.84 & t(n0,n3,n5,n0,n3) = n3
% 212.25/26.84 & t(n0,n3,n5,n0,n4) = n2
% 212.25/26.84 & t(n0,n3,n5,n0,n5) = n2
% 212.25/26.84 & t(n0,n3,n5,n1,n0) = n2
% 212.25/26.84 & t(n0,n3,n5,n1,n1) = n2
% 212.25/26.84 & t(n0,n3,n5,n1,n2) = n2
% 212.25/26.84 & t(n0,n3,n5,n1,n3) = n3
% 212.25/26.84 & t(n0,n3,n5,n1,n4) = n2
% 212.25/26.84 & t(n0,n3,n5,n1,n5) = n2
% 212.25/26.84 & t(n0,n3,n5,n2,n0) = n2
% 212.25/26.84 & t(n0,n3,n5,n2,n1) = n2
% 212.25/26.84 & t(n0,n3,n5,n2,n2) = n2
% 212.25/26.84 & t(n0,n3,n5,n2,n3) = n2
% 212.25/26.84 & t(n0,n3,n5,n2,n4) = n2
% 212.25/26.84 & t(n0,n3,n5,n2,n5) = n2
% 212.25/26.84 & t(n0,n3,n5,n3,n0) = n3
% 212.25/26.84 & t(n0,n3,n5,n3,n1) = n3
% 212.25/26.84 & t(n0,n3,n5,n3,n2) = n2
% 212.25/26.84 & t(n0,n3,n5,n3,n3) = n3
% 212.25/26.84 & t(n0,n3,n5,n3,n4) = n2
% 212.25/26.84 & t(n0,n3,n5,n3,n5) = n2
% 212.25/26.84 & t(n0,n3,n5,n4,n0) = n2
% 212.25/26.84 & t(n0,n3,n5,n4,n1) = n2
% 212.25/26.84 & t(n0,n3,n5,n4,n2) = n2
% 212.25/26.84 & t(n0,n3,n5,n4,n3) = n2
% 212.25/26.84 & t(n0,n3,n5,n4,n4) = n2
% 212.25/26.84 & t(n0,n3,n5,n4,n5) = n2
% 212.25/26.84 & t(n0,n3,n5,n5,n0) = n2
% 212.25/26.84 & t(n0,n3,n5,n5,n1) = n2
% 212.25/26.84 & t(n0,n3,n5,n5,n2) = n2
% 212.25/26.84 & t(n0,n3,n5,n5,n3) = n2
% 212.25/26.84 & t(n0,n3,n5,n5,n4) = n2
% 212.25/26.84 & t(n0,n3,n5,n5,n5) = n2
% 212.25/26.84 & t(n0,n4,n0,n0,n0) = n0
% 212.25/26.84 & t(n0,n4,n0,n0,n1) = n2
% 212.25/26.84 & t(n0,n4,n0,n0,n2) = n2
% 212.25/26.84 & t(n0,n4,n0,n0,n3) = n2
% 212.25/26.84 & t(n0,n4,n0,n0,n4) = n2
% 212.25/26.84 & t(n0,n4,n0,n0,n5) = n2
% 212.25/26.84 & t(n0,n4,n0,n1,n0) = n2
% 212.25/26.84 & t(n0,n4,n0,n1,n1) = n2
% 212.25/26.84 & t(n0,n4,n0,n1,n2) = n2
% 212.25/26.84 & t(n0,n4,n0,n1,n3) = n3
% 212.25/26.84 & t(n0,n4,n0,n1,n4) = n2
% 212.25/26.84 & t(n0,n4,n0,n1,n5) = n2
% 212.25/26.84 & t(n0,n4,n0,n2,n0) = n2
% 212.25/26.84 & t(n0,n4,n0,n2,n1) = n2
% 212.25/26.84 & t(n0,n4,n0,n2,n2) = n2
% 212.25/26.84 & t(n0,n4,n0,n2,n3) = n2
% 212.25/26.84 & t(n0,n4,n0,n2,n4) = n2
% 212.25/26.84 & t(n0,n4,n0,n2,n5) = n2
% 212.25/26.84 & t(n0,n4,n0,n3,n0) = n2
% 212.25/26.84 & t(n0,n4,n0,n3,n1) = n3
% 212.25/26.84 & t(n0,n4,n0,n3,n2) = n2
% 212.25/26.84 & t(n0,n4,n0,n3,n3) = n3
% 212.25/26.84 & t(n0,n4,n0,n3,n4) = n2
% 212.25/26.84 & t(n0,n4,n0,n3,n5) = n2
% 212.25/26.84 & t(n0,n4,n0,n4,n0) = n2
% 212.25/26.84 & t(n0,n4,n0,n4,n1) = n2
% 212.25/26.84 & t(n0,n4,n0,n4,n2) = n2
% 212.25/26.84 & t(n0,n4,n0,n4,n3) = n2
% 212.25/26.84 & t(n0,n4,n0,n4,n4) = n2
% 212.25/26.84 & t(n0,n4,n0,n4,n5) = n2
% 212.25/26.84 & t(n0,n4,n0,n5,n0) = n2
% 212.25/26.84 & t(n0,n4,n0,n5,n1) = n2
% 212.25/26.84 & t(n0,n4,n0,n5,n2) = n2
% 212.25/26.84 & t(n0,n4,n0,n5,n3) = n2
% 212.25/26.84 & t(n0,n4,n0,n5,n4) = n2
% 212.25/26.84 & t(n0,n4,n0,n5,n5) = n2
% 212.25/26.84 & t(n0,n4,n1,n0,n0) = n2
% 212.25/26.84 & t(n0,n4,n1,n0,n1) = n2
% 212.25/26.84 & t(n0,n4,n1,n0,n2) = n2
% 212.25/26.84 & t(n0,n4,n1,n0,n3) = n2
% 212.25/26.84 & t(n0,n4,n1,n0,n4) = n2
% 212.25/26.84 & t(n0,n4,n1,n0,n5) = n2
% 212.25/26.84 & t(n0,n4,n1,n1,n0) = n3
% 212.25/26.84 & t(n0,n4,n1,n1,n1) = n2
% 212.25/26.84 & t(n0,n4,n1,n1,n2) = n2
% 212.25/26.84 & t(n0,n4,n1,n1,n3) = n3
% 212.25/26.84 & t(n0,n4,n1,n1,n4) = n2
% 212.25/26.84 & t(n0,n4,n1,n1,n5) = n2
% 212.25/26.84 & t(n0,n4,n1,n2,n0) = n2
% 212.25/26.84 & t(n0,n4,n1,n2,n1) = n2
% 212.25/26.84 & t(n0,n4,n1,n2,n2) = n2
% 212.25/26.84 & t(n0,n4,n1,n2,n3) = n2
% 212.25/26.84 & t(n0,n4,n1,n2,n4) = n2
% 212.25/26.84 & t(n0,n4,n1,n2,n5) = n2
% 212.25/26.84 & t(n0,n4,n1,n3,n0) = n3
% 212.25/26.84 & t(n0,n4,n1,n3,n1) = n2
% 212.25/26.84 & t(n0,n4,n1,n3,n2) = n2
% 212.25/26.84 & t(n0,n4,n1,n3,n3) = n3
% 212.25/26.84 & t(n0,n4,n1,n3,n4) = n2
% 212.25/26.84 & t(n0,n4,n1,n3,n5) = n2
% 212.25/26.84 & t(n0,n4,n1,n4,n0) = n2
% 212.25/26.84 & t(n0,n4,n1,n4,n1) = n2
% 212.25/26.84 & t(n0,n4,n1,n4,n2) = n2
% 212.25/26.84 & t(n0,n4,n1,n4,n3) = n2
% 212.25/26.84 & t(n0,n4,n1,n4,n4) = n2
% 212.25/26.84 & t(n0,n4,n1,n4,n5) = n2
% 212.25/26.84 & t(n0,n4,n1,n5,n0) = n2
% 212.25/26.84 & t(n0,n4,n1,n5,n1) = n2
% 212.25/26.84 & t(n0,n4,n1,n5,n2) = n2
% 212.25/26.84 & t(n0,n4,n1,n5,n3) = n2
% 212.25/26.84 & t(n0,n4,n1,n5,n4) = n2
% 212.25/26.84 & t(n0,n4,n1,n5,n5) = n2
% 212.25/26.84 & t(n0,n4,n2,n0,n0) = n2
% 212.25/26.84 & t(n0,n4,n2,n0,n1) = n2
% 212.25/26.84 & t(n0,n4,n2,n0,n2) = n2
% 212.25/26.84 & t(n0,n4,n2,n0,n3) = n2
% 212.25/26.84 & t(n0,n4,n2,n0,n4) = n2
% 212.25/26.84 & t(n0,n4,n2,n0,n5) = n2
% 212.25/26.84 & t(n0,n4,n2,n1,n0) = n2
% 212.25/26.84 & t(n0,n4,n2,n1,n1) = n2
% 212.25/26.84 & t(n0,n4,n2,n1,n2) = n2
% 212.25/26.84 & t(n0,n4,n2,n1,n3) = n3
% 212.25/26.84 & t(n0,n4,n2,n1,n4) = n2
% 212.25/26.84 & t(n0,n4,n2,n1,n5) = n2
% 212.25/26.84 & t(n0,n4,n2,n2,n0) = n2
% 212.25/26.84 & t(n0,n4,n2,n2,n1) = n2
% 212.25/26.84 & t(n0,n4,n2,n2,n2) = n2
% 212.25/26.84 & t(n0,n4,n2,n2,n3) = n2
% 212.25/26.84 & t(n0,n4,n2,n2,n4) = n2
% 212.25/26.84 & t(n0,n4,n2,n2,n5) = n2
% 212.25/26.84 & t(n0,n4,n2,n3,n0) = n2
% 212.25/26.84 & t(n0,n4,n2,n3,n1) = n2
% 212.25/26.84 & t(n0,n4,n2,n3,n2) = n2
% 212.25/26.84 & t(n0,n4,n2,n3,n3) = n2
% 212.25/26.84 & t(n0,n4,n2,n3,n4) = n2
% 212.25/26.84 & t(n0,n4,n2,n3,n5) = n2
% 212.25/26.84 & t(n0,n4,n2,n4,n0) = n2
% 212.25/26.84 & t(n0,n4,n2,n4,n1) = n2
% 212.25/26.84 & t(n0,n4,n2,n4,n2) = n2
% 212.25/26.84 & t(n0,n4,n2,n4,n3) = n2
% 212.25/26.84 & t(n0,n4,n2,n4,n4) = n2
% 212.25/26.84 & t(n0,n4,n2,n4,n5) = n2
% 212.25/26.84 & t(n0,n4,n2,n5,n0) = n2
% 212.25/26.84 & t(n0,n4,n2,n5,n1) = n2
% 212.25/26.84 & t(n0,n4,n2,n5,n2) = n2
% 212.25/26.84 & t(n0,n4,n2,n5,n3) = n2
% 212.25/26.84 & t(n0,n4,n2,n5,n4) = n2
% 212.25/26.84 & t(n0,n4,n2,n5,n5) = n2
% 212.25/26.84 & t(n0,n4,n3,n0,n0) = n3
% 212.25/26.84 & t(n0,n4,n3,n0,n1) = n2
% 212.25/26.84 & t(n0,n4,n3,n0,n2) = n2
% 212.25/26.84 & t(n0,n4,n3,n0,n3) = n3
% 212.25/26.84 & t(n0,n4,n3,n0,n4) = n2
% 212.25/26.84 & t(n0,n4,n3,n0,n5) = n2
% 212.25/26.84 & t(n0,n4,n3,n1,n0) = n3
% 212.25/26.84 & t(n0,n4,n3,n1,n1) = n3
% 212.25/26.84 & t(n0,n4,n3,n1,n2) = n2
% 212.25/26.84 & t(n0,n4,n3,n1,n3) = n3
% 212.25/26.84 & t(n0,n4,n3,n1,n4) = n2
% 212.25/26.84 & t(n0,n4,n3,n1,n5) = n2
% 212.25/26.84 & t(n0,n4,n3,n2,n0) = n2
% 212.25/26.84 & t(n0,n4,n3,n2,n1) = n2
% 212.25/26.84 & t(n0,n4,n3,n2,n2) = n2
% 212.25/26.84 & t(n0,n4,n3,n2,n3) = n2
% 212.25/26.84 & t(n0,n4,n3,n2,n4) = n2
% 212.25/26.84 & t(n0,n4,n3,n2,n5) = n2
% 212.25/26.84 & t(n0,n4,n3,n3,n0) = n3
% 212.25/26.84 & t(n0,n4,n3,n3,n1) = n3
% 212.25/26.84 & t(n0,n4,n3,n3,n2) = n2
% 212.25/26.84 & t(n0,n4,n3,n3,n3) = n3
% 212.25/26.84 & t(n0,n4,n3,n3,n4) = n2
% 212.25/26.84 & t(n0,n4,n3,n3,n5) = n2
% 212.25/26.84 & t(n0,n4,n3,n4,n0) = n2
% 212.25/26.84 & t(n0,n4,n3,n4,n1) = n2
% 212.25/26.84 & t(n0,n4,n3,n4,n2) = n2
% 212.25/26.84 & t(n0,n4,n3,n4,n3) = n2
% 212.25/26.84 & t(n0,n4,n3,n4,n4) = n2
% 212.25/26.84 & t(n0,n4,n3,n4,n5) = n2
% 212.25/26.84 & t(n0,n4,n3,n5,n0) = n2
% 212.25/26.84 & t(n0,n4,n3,n5,n1) = n2
% 212.25/26.84 & t(n0,n4,n3,n5,n2) = n2
% 212.25/26.84 & t(n0,n4,n3,n5,n3) = n2
% 212.25/26.84 & t(n0,n4,n3,n5,n4) = n2
% 212.25/26.84 & t(n0,n4,n3,n5,n5) = n2
% 212.25/26.84 & t(n0,n4,n4,n0,n0) = n2
% 212.25/26.84 & t(n0,n4,n4,n0,n1) = n2
% 212.25/26.84 & t(n0,n4,n4,n0,n2) = n2
% 212.25/26.84 & t(n0,n4,n4,n0,n3) = n2
% 212.25/26.84 & t(n0,n4,n4,n0,n4) = n2
% 212.25/26.84 & t(n0,n4,n4,n0,n5) = n2
% 212.25/26.84 & t(n0,n4,n4,n1,n0) = n2
% 212.25/26.84 & t(n0,n4,n4,n1,n1) = n2
% 212.25/26.84 & t(n0,n4,n4,n1,n2) = n2
% 212.25/26.84 & t(n0,n4,n4,n1,n3) = n2
% 212.25/26.84 & t(n0,n4,n4,n1,n4) = n2
% 212.25/26.84 & t(n0,n4,n4,n1,n5) = n2
% 212.25/26.84 & t(n0,n4,n4,n2,n0) = n2
% 212.25/26.84 & t(n0,n4,n4,n2,n1) = n2
% 212.25/26.84 & t(n0,n4,n4,n2,n2) = n2
% 212.25/26.84 & t(n0,n4,n4,n2,n3) = n2
% 212.25/26.84 & t(n0,n4,n4,n2,n4) = n2
% 212.25/26.84 & t(n0,n4,n4,n2,n5) = n2
% 212.25/26.84 & t(n0,n4,n4,n3,n0) = n2
% 212.25/26.84 & t(n0,n4,n4,n3,n1) = n2
% 212.25/26.84 & t(n0,n4,n4,n3,n2) = n2
% 212.25/26.84 & t(n0,n4,n4,n3,n3) = n2
% 212.25/26.84 & t(n0,n4,n4,n3,n4) = n2
% 212.25/26.84 & t(n0,n4,n4,n3,n5) = n2
% 212.25/26.84 & t(n0,n4,n4,n4,n0) = n2
% 212.25/26.84 & t(n0,n4,n4,n4,n1) = n2
% 212.25/26.84 & t(n0,n4,n4,n4,n2) = n2
% 212.25/26.84 & t(n0,n4,n4,n4,n3) = n2
% 212.25/26.84 & t(n0,n4,n4,n4,n4) = n4
% 212.25/26.84 & t(n0,n4,n4,n4,n5) = n4
% 212.25/26.84 & t(n0,n4,n4,n5,n0) = n2
% 212.25/26.84 & t(n0,n4,n4,n5,n1) = n2
% 212.25/26.84 & t(n0,n4,n4,n5,n2) = n2
% 212.25/26.84 & t(n0,n4,n4,n5,n3) = n2
% 212.25/26.84 & t(n0,n4,n4,n5,n4) = n4
% 212.25/26.84 & t(n0,n4,n4,n5,n5) = n4
% 212.25/26.84 & t(n0,n4,n5,n0,n0) = n2
% 212.25/26.84 & t(n0,n4,n5,n0,n1) = n2
% 212.25/26.84 & t(n0,n4,n5,n0,n2) = n2
% 212.25/26.84 & t(n0,n4,n5,n0,n3) = n2
% 212.25/26.84 & t(n0,n4,n5,n0,n4) = n2
% 212.25/26.84 & t(n0,n4,n5,n0,n5) = n2
% 212.25/26.84 & t(n0,n4,n5,n1,n0) = n2
% 212.25/26.84 & t(n0,n4,n5,n1,n1) = n2
% 212.25/26.84 & t(n0,n4,n5,n1,n2) = n2
% 212.25/26.84 & t(n0,n4,n5,n1,n3) = n2
% 212.25/26.84 & t(n0,n4,n5,n1,n4) = n2
% 212.25/26.84 & t(n0,n4,n5,n1,n5) = n2
% 212.25/26.84 & t(n0,n4,n5,n2,n0) = n2
% 212.25/26.84 & t(n0,n4,n5,n2,n1) = n2
% 212.25/26.84 & t(n0,n4,n5,n2,n2) = n2
% 212.25/26.84 & t(n0,n4,n5,n2,n3) = n2
% 212.25/26.84 & t(n0,n4,n5,n2,n4) = n2
% 212.25/26.84 & t(n0,n4,n5,n2,n5) = n2
% 212.25/26.84 & t(n0,n4,n5,n3,n0) = n2
% 212.25/26.84 & t(n0,n4,n5,n3,n1) = n2
% 212.25/26.84 & t(n0,n4,n5,n3,n2) = n2
% 212.25/26.84 & t(n0,n4,n5,n3,n3) = n2
% 212.25/26.84 & t(n0,n4,n5,n3,n4) = n2
% 212.25/26.84 & t(n0,n4,n5,n3,n5) = n2
% 212.25/26.84 & t(n0,n4,n5,n4,n0) = n2
% 212.25/26.84 & t(n0,n4,n5,n4,n1) = n2
% 212.25/26.84 & t(n0,n4,n5,n4,n2) = n2
% 212.25/26.84 & t(n0,n4,n5,n4,n3) = n2
% 212.25/26.84 & t(n0,n4,n5,n4,n4) = n2
% 212.25/26.84 & t(n0,n4,n5,n4,n5) = n4
% 212.25/26.84 & t(n0,n4,n5,n5,n0) = n2
% 212.25/26.84 & t(n0,n4,n5,n5,n1) = n2
% 212.25/26.84 & t(n0,n4,n5,n5,n2) = n2
% 212.25/26.84 & t(n0,n4,n5,n5,n3) = n2
% 212.25/26.84 & t(n0,n4,n5,n5,n4) = n4
% 212.25/26.84 & t(n0,n4,n5,n5,n5) = n2
% 212.25/26.84 & t(n0,n5,n0,n0,n0) = n0
% 212.25/26.84 & t(n0,n5,n0,n0,n1) = n2
% 212.25/26.84 & t(n0,n5,n0,n0,n2) = n2
% 212.25/26.84 & t(n0,n5,n0,n0,n3) = n3
% 212.25/26.84 & t(n0,n5,n0,n0,n4) = n2
% 212.25/26.84 & t(n0,n5,n0,n0,n5) = n2
% 212.25/26.84 & t(n0,n5,n0,n1,n0) = n2
% 212.25/26.84 & t(n0,n5,n0,n1,n1) = n2
% 212.25/26.84 & t(n0,n5,n0,n1,n2) = n2
% 212.25/26.84 & t(n0,n5,n0,n1,n3) = n3
% 212.25/26.84 & t(n0,n5,n0,n1,n4) = n2
% 212.25/26.84 & t(n0,n5,n0,n1,n5) = n2
% 212.25/26.84 & t(n0,n5,n0,n2,n0) = n2
% 212.25/26.84 & t(n0,n5,n0,n2,n1) = n2
% 212.25/26.84 & t(n0,n5,n0,n2,n2) = n2
% 212.25/26.84 & t(n0,n5,n0,n2,n3) = n2
% 212.25/26.84 & t(n0,n5,n0,n2,n4) = n2
% 212.25/26.84 & t(n0,n5,n0,n2,n5) = n2
% 212.25/26.84 & t(n0,n5,n0,n3,n0) = n3
% 212.25/26.84 & t(n0,n5,n0,n3,n1) = n2
% 212.25/26.84 & t(n0,n5,n0,n3,n2) = n2
% 212.25/26.84 & t(n0,n5,n0,n3,n3) = n3
% 212.25/26.84 & t(n0,n5,n0,n3,n4) = n2
% 212.25/26.84 & t(n0,n5,n0,n3,n5) = n2
% 212.25/26.84 & t(n0,n5,n0,n4,n0) = n2
% 212.25/26.84 & t(n0,n5,n0,n4,n1) = n2
% 212.25/26.84 & t(n0,n5,n0,n4,n2) = n2
% 212.25/26.84 & t(n0,n5,n0,n4,n3) = n2
% 212.25/26.84 & t(n0,n5,n0,n4,n4) = n2
% 212.25/26.84 & t(n0,n5,n0,n4,n5) = n2
% 212.25/26.84 & t(n0,n5,n0,n5,n0) = n2
% 212.25/26.84 & t(n0,n5,n0,n5,n1) = n2
% 212.25/26.84 & t(n0,n5,n0,n5,n2) = n2
% 212.25/26.84 & t(n0,n5,n0,n5,n3) = n2
% 212.25/26.84 & t(n0,n5,n0,n5,n4) = n2
% 212.25/26.84 & t(n0,n5,n0,n5,n5) = n2
% 212.25/26.84 & t(n0,n5,n1,n0,n0) = n2
% 212.25/26.84 & t(n0,n5,n1,n0,n1) = n2
% 212.25/26.84 & t(n0,n5,n1,n0,n2) = n2
% 212.25/26.84 & t(n0,n5,n1,n0,n3) = n2
% 212.25/26.84 & t(n0,n5,n1,n0,n4) = n2
% 212.25/26.84 & t(n0,n5,n1,n0,n5) = n2
% 212.25/26.84 & t(n0,n5,n1,n1,n0) = n2
% 212.25/26.84 & t(n0,n5,n1,n1,n1) = n1
% 212.25/26.84 & t(n0,n5,n1,n1,n2) = n2
% 212.25/26.84 & t(n0,n5,n1,n1,n3) = n2
% 212.25/26.84 & t(n0,n5,n1,n1,n4) = n2
% 212.25/26.84 & t(n0,n5,n1,n1,n5) = n2
% 212.25/26.84 & t(n0,n5,n1,n2,n0) = n2
% 212.25/26.84 & t(n0,n5,n1,n2,n1) = n2
% 212.25/26.84 & t(n0,n5,n1,n2,n2) = n2
% 212.25/26.84 & t(n0,n5,n1,n2,n3) = n2
% 212.25/26.84 & t(n0,n5,n1,n2,n4) = n2
% 212.25/26.84 & t(n0,n5,n1,n2,n5) = n2
% 212.25/26.84 & t(n0,n5,n1,n3,n0) = n2
% 212.25/26.84 & t(n0,n5,n1,n3,n1) = n3
% 212.25/26.84 & t(n0,n5,n1,n3,n2) = n2
% 212.25/26.84 & t(n0,n5,n1,n3,n3) = n3
% 212.25/26.84 & t(n0,n5,n1,n3,n4) = n2
% 212.25/26.84 & t(n0,n5,n1,n3,n5) = n2
% 212.25/26.84 & t(n0,n5,n1,n4,n0) = n2
% 212.25/26.84 & t(n0,n5,n1,n4,n1) = n2
% 212.25/26.84 & t(n0,n5,n1,n4,n2) = n2
% 212.25/26.84 & t(n0,n5,n1,n4,n3) = n2
% 212.25/26.84 & t(n0,n5,n1,n4,n4) = n2
% 212.25/26.84 & t(n0,n5,n1,n4,n5) = n2
% 212.25/26.84 & t(n0,n5,n1,n5,n0) = n2
% 212.25/26.84 & t(n0,n5,n1,n5,n1) = n2
% 212.25/26.84 & t(n0,n5,n1,n5,n2) = n2
% 212.25/26.84 & t(n0,n5,n1,n5,n3) = n2
% 212.25/26.84 & t(n0,n5,n1,n5,n4) = n2
% 212.25/26.84 & t(n0,n5,n1,n5,n5) = n2
% 212.25/26.84 & t(n0,n5,n2,n0,n0) = n2
% 212.25/26.84 & t(n0,n5,n2,n0,n1) = n2
% 212.25/26.84 & t(n0,n5,n2,n0,n2) = n2
% 212.25/26.84 & t(n0,n5,n2,n0,n3) = n2
% 212.25/26.84 & t(n0,n5,n2,n0,n4) = n2
% 212.25/26.84 & t(n0,n5,n2,n0,n5) = n2
% 212.25/26.84 & t(n0,n5,n2,n1,n0) = n2
% 212.25/26.84 & t(n0,n5,n2,n1,n1) = n2
% 212.25/26.84 & t(n0,n5,n2,n1,n2) = n2
% 212.25/26.84 & t(n0,n5,n2,n1,n3) = n2
% 212.25/26.84 & t(n0,n5,n2,n1,n4) = n2
% 212.25/26.84 & t(n0,n5,n2,n1,n5) = n2
% 212.25/26.84 & t(n0,n5,n2,n2,n0) = n2
% 212.25/26.84 & t(n0,n5,n2,n2,n1) = n2
% 212.25/26.84 & t(n0,n5,n2,n2,n2) = n2
% 212.25/26.84 & t(n0,n5,n2,n2,n3) = n2
% 212.25/26.84 & t(n0,n5,n2,n2,n4) = n2
% 212.25/26.84 & t(n0,n5,n2,n2,n5) = n2
% 212.25/26.84 & t(n0,n5,n2,n3,n0) = n2
% 212.25/26.84 & t(n0,n5,n2,n3,n1) = n2
% 212.25/26.84 & t(n0,n5,n2,n3,n2) = n2
% 212.25/26.84 & t(n0,n5,n2,n3,n3) = n2
% 212.25/26.84 & t(n0,n5,n2,n3,n4) = n2
% 212.25/26.84 & t(n0,n5,n2,n3,n5) = n2
% 212.25/26.84 & t(n0,n5,n2,n4,n0) = n2
% 212.25/26.84 & t(n0,n5,n2,n4,n1) = n2
% 212.25/26.84 & t(n0,n5,n2,n4,n2) = n2
% 212.25/26.84 & t(n0,n5,n2,n4,n3) = n2
% 212.25/26.84 & t(n0,n5,n2,n4,n4) = n2
% 212.25/26.84 & t(n0,n5,n2,n4,n5) = n2
% 212.25/26.84 & t(n0,n5,n2,n5,n0) = n2
% 212.25/26.84 & t(n0,n5,n2,n5,n1) = n2
% 212.25/26.84 & t(n0,n5,n2,n5,n2) = n2
% 212.25/26.84 & t(n0,n5,n2,n5,n3) = n2
% 212.25/26.84 & t(n0,n5,n2,n5,n4) = n2
% 212.25/26.84 & t(n0,n5,n2,n5,n5) = n2
% 212.25/26.84 & t(n0,n5,n3,n0,n0) = n2
% 212.25/26.84 & t(n0,n5,n3,n0,n1) = n2
% 212.25/26.84 & t(n0,n5,n3,n0,n2) = n2
% 212.25/26.84 & t(n0,n5,n3,n0,n3) = n3
% 212.25/26.84 & t(n0,n5,n3,n0,n4) = n2
% 212.25/26.84 & t(n0,n5,n3,n0,n5) = n2
% 212.25/26.84 & t(n0,n5,n3,n1,n0) = n2
% 212.25/26.84 & t(n0,n5,n3,n1,n1) = n2
% 212.25/26.84 & t(n0,n5,n3,n1,n2) = n2
% 212.25/26.84 & t(n0,n5,n3,n1,n3) = n3
% 212.25/26.84 & t(n0,n5,n3,n1,n4) = n2
% 212.25/26.84 & t(n0,n5,n3,n1,n5) = n2
% 212.25/26.84 & t(n0,n5,n3,n2,n0) = n2
% 212.25/26.84 & t(n0,n5,n3,n2,n1) = n2
% 212.25/26.84 & t(n0,n5,n3,n2,n2) = n2
% 212.25/26.84 & t(n0,n5,n3,n2,n3) = n2
% 212.25/26.84 & t(n0,n5,n3,n2,n4) = n2
% 212.25/26.84 & t(n0,n5,n3,n2,n5) = n2
% 212.25/26.84 & t(n0,n5,n3,n3,n0) = n3
% 212.25/26.84 & t(n0,n5,n3,n3,n1) = n3
% 212.25/26.84 & t(n0,n5,n3,n3,n2) = n2
% 212.25/26.84 & t(n0,n5,n3,n3,n3) = n3
% 212.25/26.84 & t(n0,n5,n3,n3,n4) = n2
% 212.25/26.84 & t(n0,n5,n3,n3,n5) = n2
% 212.25/26.84 & t(n0,n5,n3,n4,n0) = n2
% 212.25/26.84 & t(n0,n5,n3,n4,n1) = n2
% 212.25/26.84 & t(n0,n5,n3,n4,n2) = n2
% 212.25/26.84 & t(n0,n5,n3,n4,n3) = n2
% 212.25/26.84 & t(n0,n5,n3,n4,n4) = n2
% 212.25/26.84 & t(n0,n5,n3,n4,n5) = n2
% 212.25/26.84 & t(n0,n5,n3,n5,n0) = n2
% 212.25/26.84 & t(n0,n5,n3,n5,n1) = n2
% 212.25/26.84 & t(n0,n5,n3,n5,n2) = n2
% 212.25/26.84 & t(n0,n5,n3,n5,n3) = n2
% 212.25/26.84 & t(n0,n5,n3,n5,n4) = n2
% 212.25/26.84 & t(n0,n5,n3,n5,n5) = n2
% 212.25/26.84 & t(n0,n5,n4,n0,n0) = n2
% 212.25/26.84 & t(n0,n5,n4,n0,n1) = n2
% 212.25/26.84 & t(n0,n5,n4,n0,n2) = n2
% 212.25/26.84 & t(n0,n5,n4,n0,n3) = n2
% 212.25/26.84 & t(n0,n5,n4,n0,n4) = n2
% 212.25/26.84 & t(n0,n5,n4,n0,n5) = n2
% 212.25/26.84 & t(n0,n5,n4,n1,n0) = n2
% 212.25/26.84 & t(n0,n5,n4,n1,n1) = n2
% 212.25/26.84 & t(n0,n5,n4,n1,n2) = n2
% 212.25/26.84 & t(n0,n5,n4,n1,n3) = n2
% 212.25/26.84 & t(n0,n5,n4,n1,n4) = n2
% 212.25/26.84 & t(n0,n5,n4,n1,n5) = n2
% 212.25/26.84 & t(n0,n5,n4,n2,n0) = n2
% 212.25/26.84 & t(n0,n5,n4,n2,n1) = n2
% 212.25/26.84 & t(n0,n5,n4,n2,n2) = n2
% 212.25/26.84 & t(n0,n5,n4,n2,n3) = n2
% 212.25/26.84 & t(n0,n5,n4,n2,n4) = n2
% 212.25/26.84 & t(n0,n5,n4,n2,n5) = n2
% 212.25/26.84 & t(n0,n5,n4,n3,n0) = n2
% 212.25/26.84 & t(n0,n5,n4,n3,n1) = n2
% 212.25/26.84 & t(n0,n5,n4,n3,n2) = n2
% 212.25/26.84 & t(n0,n5,n4,n3,n3) = n2
% 212.25/26.84 & t(n0,n5,n4,n3,n4) = n2
% 212.25/26.84 & t(n0,n5,n4,n3,n5) = n2
% 212.25/26.84 & t(n0,n5,n4,n4,n0) = n2
% 212.25/26.84 & t(n0,n5,n4,n4,n1) = n2
% 212.25/26.84 & t(n0,n5,n4,n4,n2) = n2
% 212.25/26.84 & t(n0,n5,n4,n4,n3) = n2
% 212.25/26.84 & t(n0,n5,n4,n4,n4) = n2
% 212.25/26.84 & t(n0,n5,n4,n4,n5) = n2
% 212.25/26.84 & t(n0,n5,n4,n5,n0) = n2
% 212.25/26.84 & t(n0,n5,n4,n5,n1) = n2
% 212.25/26.84 & t(n0,n5,n4,n5,n2) = n2
% 212.25/26.84 & t(n0,n5,n4,n5,n3) = n2
% 212.25/26.84 & t(n0,n5,n4,n5,n4) = n2
% 212.25/26.84 & t(n0,n5,n4,n5,n5) = n4
% 212.25/26.84 & t(n0,n5,n5,n0,n0) = n2
% 212.25/26.84 & t(n0,n5,n5,n0,n1) = n2
% 212.25/26.84 & t(n0,n5,n5,n0,n2) = n2
% 212.25/26.84 & t(n0,n5,n5,n0,n3) = n2
% 212.25/26.84 & t(n0,n5,n5,n0,n4) = n2
% 212.25/26.84 & t(n0,n5,n5,n0,n5) = n2
% 212.25/26.84 & t(n0,n5,n5,n1,n0) = n2
% 212.25/26.84 & t(n0,n5,n5,n1,n1) = n2
% 212.25/26.84 & t(n0,n5,n5,n1,n2) = n2
% 212.25/26.84 & t(n0,n5,n5,n1,n3) = n2
% 212.25/26.84 & t(n0,n5,n5,n1,n4) = n2
% 212.25/26.84 & t(n0,n5,n5,n1,n5) = n2
% 212.25/26.84 & t(n0,n5,n5,n2,n0) = n2
% 212.25/26.84 & t(n0,n5,n5,n2,n1) = n2
% 212.25/26.84 & t(n0,n5,n5,n2,n2) = n2
% 212.25/26.84 & t(n0,n5,n5,n2,n3) = n2
% 212.25/26.84 & t(n0,n5,n5,n2,n4) = n2
% 212.25/26.84 & t(n0,n5,n5,n2,n5) = n2
% 212.25/26.84 & t(n0,n5,n5,n3,n0) = n2
% 212.25/26.84 & t(n0,n5,n5,n3,n1) = n2
% 212.25/26.84 & t(n0,n5,n5,n3,n2) = n2
% 212.25/26.84 & t(n0,n5,n5,n3,n3) = n2
% 212.25/26.84 & t(n0,n5,n5,n3,n4) = n2
% 212.25/26.84 & t(n0,n5,n5,n3,n5) = n2
% 212.25/26.84 & t(n0,n5,n5,n4,n0) = n2
% 212.25/26.84 & t(n0,n5,n5,n4,n1) = n2
% 212.25/26.84 & t(n0,n5,n5,n4,n2) = n2
% 212.25/26.84 & t(n0,n5,n5,n4,n3) = n2
% 212.25/26.84 & t(n0,n5,n5,n4,n4) = n2
% 212.25/26.84 & t(n0,n5,n5,n4,n5) = n2
% 212.25/26.84 & t(n0,n5,n5,n5,n0) = n2
% 212.25/26.84 & t(n0,n5,n5,n5,n1) = n2
% 212.25/26.84 & t(n0,n5,n5,n5,n2) = n2
% 212.25/26.84 & t(n0,n5,n5,n5,n3) = n2
% 212.25/26.84 & t(n0,n5,n5,n5,n4) = n4
% 212.25/26.84 & t(n0,n5,n5,n5,n5) = n5
% 212.25/26.84 & t(n1,n0,n0,n0,n0) = n0
% 212.25/26.84 & t(n1,n0,n0,n0,n1) = n2
% 212.25/26.84 & t(n1,n0,n0,n0,n2) = n2
% 212.25/26.84 & t(n1,n0,n0,n0,n3) = n3
% 212.25/26.84 & t(n1,n0,n0,n0,n4) = n2
% 212.25/26.84 & t(n1,n0,n0,n0,n5) = n2
% 212.25/26.84 & t(n1,n0,n0,n1,n0) = n3
% 212.25/26.84 & t(n1,n0,n0,n1,n1) = n2
% 212.25/26.84 & t(n1,n0,n0,n1,n2) = n2
% 212.25/26.84 & t(n1,n0,n0,n1,n3) = n3
% 212.25/26.84 & t(n1,n0,n0,n1,n4) = n2
% 212.25/26.84 & t(n1,n0,n0,n1,n5) = n2
% 212.25/26.84 & t(n1,n0,n0,n2,n0) = n2
% 212.25/26.84 & t(n1,n0,n0,n2,n1) = n2
% 212.25/26.84 & t(n1,n0,n0,n2,n2) = n2
% 212.25/26.84 & t(n1,n0,n0,n2,n3) = n2
% 212.25/26.84 & t(n1,n0,n0,n2,n4) = n2
% 212.25/26.84 & t(n1,n0,n0,n2,n5) = n2
% 212.25/26.84 & t(n1,n0,n0,n3,n0) = n3
% 212.25/26.84 & t(n1,n0,n0,n3,n1) = n3
% 212.25/26.84 & t(n1,n0,n0,n3,n2) = n3
% 212.25/26.84 & t(n1,n0,n0,n3,n3) = n3
% 212.25/26.84 & t(n1,n0,n0,n3,n4) = n3
% 212.25/26.84 & t(n1,n0,n0,n3,n5) = n3
% 212.25/26.84 & t(n1,n0,n0,n4,n0) = n2
% 212.25/26.84 & t(n1,n0,n0,n4,n1) = n2
% 212.25/26.84 & t(n1,n0,n0,n4,n2) = n2
% 212.25/26.84 & t(n1,n0,n0,n4,n3) = n2
% 212.25/26.84 & t(n1,n0,n0,n4,n4) = n2
% 212.25/26.84 & t(n1,n0,n0,n4,n5) = n2
% 212.25/26.84 & t(n1,n0,n0,n5,n0) = n2
% 212.25/26.84 & t(n1,n0,n0,n5,n1) = n2
% 212.25/26.84 & t(n1,n0,n0,n5,n2) = n2
% 212.25/26.84 & t(n1,n0,n0,n5,n3) = n2
% 212.25/26.84 & t(n1,n0,n0,n5,n4) = n2
% 212.25/26.84 & t(n1,n0,n0,n5,n5) = n2
% 212.25/26.84 & t(n1,n0,n1,n0,n0) = n3
% 212.25/26.84 & t(n1,n0,n1,n0,n1) = n3
% 212.25/26.84 & t(n1,n0,n1,n0,n2) = n3
% 212.25/26.84 & t(n1,n0,n1,n0,n3) = n3
% 212.25/26.84 & t(n1,n0,n1,n0,n4) = n3
% 212.25/26.84 & t(n1,n0,n1,n0,n5) = n2
% 212.25/26.84 & t(n1,n0,n1,n1,n0) = n2
% 212.25/26.84 & t(n1,n0,n1,n1,n1) = n1
% 212.25/26.84 & t(n1,n0,n1,n1,n2) = n2
% 212.25/26.84 & t(n1,n0,n1,n1,n3) = n3
% 212.25/26.84 & t(n1,n0,n1,n1,n4) = n2
% 212.25/26.84 & t(n1,n0,n1,n1,n5) = n2
% 212.25/26.84 & t(n1,n0,n1,n2,n0) = n2
% 212.25/26.84 & t(n1,n0,n1,n2,n1) = n2
% 212.25/26.84 & t(n1,n0,n1,n2,n2) = n2
% 212.25/26.84 & t(n1,n0,n1,n2,n3) = n2
% 212.25/26.84 & t(n1,n0,n1,n2,n4) = n2
% 212.25/26.84 & t(n1,n0,n1,n2,n5) = n2
% 212.25/26.84 & t(n1,n0,n1,n3,n0) = n2
% 212.25/26.84 & t(n1,n0,n1,n3,n1) = n3
% 212.25/26.84 & t(n1,n0,n1,n3,n2) = n2
% 212.25/26.84 & t(n1,n0,n1,n3,n3) = n3
% 212.25/26.84 & t(n1,n0,n1,n3,n4) = n2
% 212.25/26.84 & t(n1,n0,n1,n3,n5) = n2
% 212.25/26.84 & t(n1,n0,n1,n4,n0) = n2
% 212.25/26.84 & t(n1,n0,n1,n4,n1) = n2
% 212.25/26.84 & t(n1,n0,n1,n4,n2) = n2
% 212.25/26.84 & t(n1,n0,n1,n4,n3) = n2
% 212.25/26.84 & t(n1,n0,n1,n4,n4) = n2
% 212.25/26.84 & t(n1,n0,n1,n4,n5) = n2
% 212.25/26.84 & t(n1,n0,n1,n5,n0) = n2
% 212.25/26.84 & t(n1,n0,n1,n5,n1) = n2
% 212.25/26.84 & t(n1,n0,n1,n5,n2) = n2
% 212.25/26.84 & t(n1,n0,n1,n5,n3) = n2
% 212.25/26.84 & t(n1,n0,n1,n5,n4) = n2
% 212.25/26.84 & t(n1,n0,n1,n5,n5) = n2
% 212.25/26.84 & t(n1,n0,n2,n0,n0) = n2
% 212.25/26.84 & t(n1,n0,n2,n0,n1) = n2
% 212.25/26.84 & t(n1,n0,n2,n0,n2) = n2
% 212.25/26.84 & t(n1,n0,n2,n0,n3) = n2
% 212.25/26.84 & t(n1,n0,n2,n0,n4) = n2
% 212.25/26.84 & t(n1,n0,n2,n0,n5) = n2
% 212.25/26.84 & t(n1,n0,n2,n1,n0) = n2
% 212.25/26.84 & t(n1,n0,n2,n1,n1) = n2
% 212.25/26.84 & t(n1,n0,n2,n1,n2) = n2
% 212.25/26.84 & t(n1,n0,n2,n1,n3) = n3
% 212.25/26.84 & t(n1,n0,n2,n1,n4) = n2
% 212.25/26.84 & t(n1,n0,n2,n1,n5) = n2
% 212.25/26.84 & t(n1,n0,n2,n2,n0) = n2
% 212.25/26.84 & t(n1,n0,n2,n2,n1) = n2
% 212.25/26.84 & t(n1,n0,n2,n2,n2) = n2
% 212.25/26.84 & t(n1,n0,n2,n2,n3) = n2
% 212.25/26.84 & t(n1,n0,n2,n2,n4) = n2
% 212.25/26.84 & t(n1,n0,n2,n2,n5) = n2
% 212.25/26.84 & t(n1,n0,n2,n3,n0) = n2
% 212.25/26.84 & t(n1,n0,n2,n3,n1) = n2
% 212.25/26.84 & t(n1,n0,n2,n3,n2) = n2
% 212.25/26.84 & t(n1,n0,n2,n3,n3) = n3
% 212.25/26.84 & t(n1,n0,n2,n3,n4) = n2
% 212.25/26.84 & t(n1,n0,n2,n3,n5) = n2
% 212.25/26.84 & t(n1,n0,n2,n4,n0) = n2
% 212.25/26.84 & t(n1,n0,n2,n4,n1) = n2
% 212.25/26.84 & t(n1,n0,n2,n4,n2) = n2
% 212.25/26.84 & t(n1,n0,n2,n4,n3) = n2
% 212.25/26.84 & t(n1,n0,n2,n4,n4) = n2
% 212.25/26.84 & t(n1,n0,n2,n4,n5) = n2
% 212.25/26.84 & t(n1,n0,n2,n5,n0) = n2
% 212.25/26.84 & t(n1,n0,n2,n5,n1) = n2
% 212.25/26.84 & t(n1,n0,n2,n5,n2) = n2
% 212.25/26.84 & t(n1,n0,n2,n5,n3) = n2
% 212.25/26.84 & t(n1,n0,n2,n5,n4) = n2
% 212.25/26.84 & t(n1,n0,n2,n5,n5) = n2
% 212.25/26.84 & t(n1,n0,n3,n0,n0) = n3
% 212.25/26.84 & t(n1,n0,n3,n0,n1) = n3
% 212.25/26.84 & t(n1,n0,n3,n0,n2) = n3
% 212.25/26.84 & t(n1,n0,n3,n0,n3) = n3
% 212.25/26.84 & t(n1,n0,n3,n0,n4) = n3
% 212.25/26.84 & t(n1,n0,n3,n0,n5) = n3
% 212.25/26.84 & t(n1,n0,n3,n1,n0) = n3
% 212.25/26.84 & t(n1,n0,n3,n1,n1) = n3
% 212.25/26.84 & t(n1,n0,n3,n1,n2) = n2
% 212.25/26.84 & t(n1,n0,n3,n1,n3) = n3
% 212.25/26.84 & t(n1,n0,n3,n1,n4) = n2
% 212.25/26.84 & t(n1,n0,n3,n1,n5) = n2
% 212.25/26.84 & t(n1,n0,n3,n2,n0) = n3
% 212.25/26.84 & t(n1,n0,n3,n2,n1) = n2
% 212.25/26.84 & t(n1,n0,n3,n2,n2) = n2
% 212.25/26.84 & t(n1,n0,n3,n2,n3) = n3
% 212.25/26.84 & t(n1,n0,n3,n2,n4) = n2
% 212.25/26.84 & t(n1,n0,n3,n2,n5) = n2
% 212.25/26.84 & t(n1,n0,n3,n3,n0) = n3
% 212.25/26.84 & t(n1,n0,n3,n3,n1) = n3
% 212.25/26.84 & t(n1,n0,n3,n3,n2) = n3
% 212.25/26.84 & t(n1,n0,n3,n3,n3) = n3
% 212.25/26.84 & t(n1,n0,n3,n3,n4) = n3
% 212.25/26.84 & t(n1,n0,n3,n3,n5) = n3
% 212.25/26.84 & t(n1,n0,n3,n4,n0) = n3
% 212.25/26.84 & t(n1,n0,n3,n4,n1) = n2
% 212.25/26.84 & t(n1,n0,n3,n4,n2) = n2
% 212.25/26.84 & t(n1,n0,n3,n4,n3) = n3
% 212.25/26.84 & t(n1,n0,n3,n4,n4) = n2
% 212.25/26.84 & t(n1,n0,n3,n4,n5) = n2
% 212.25/26.84 & t(n1,n0,n3,n5,n0) = n2
% 212.25/26.84 & t(n1,n0,n3,n5,n1) = n2
% 212.25/26.84 & t(n1,n0,n3,n5,n2) = n2
% 212.25/26.84 & t(n1,n0,n3,n5,n3) = n2
% 212.25/26.84 & t(n1,n0,n3,n5,n4) = n2
% 212.25/26.84 & t(n1,n0,n3,n5,n5) = n2
% 212.25/26.84 & t(n1,n0,n4,n0,n0) = n2
% 212.25/26.84 & t(n1,n0,n4,n0,n1) = n2
% 212.25/26.84 & t(n1,n0,n4,n0,n2) = n2
% 212.25/26.84 & t(n1,n0,n4,n0,n3) = n2
% 212.25/26.84 & t(n1,n0,n4,n0,n4) = n2
% 212.25/26.84 & t(n1,n0,n4,n0,n5) = n2
% 212.25/26.84 & t(n1,n0,n4,n1,n0) = n2
% 212.25/26.84 & t(n1,n0,n4,n1,n1) = n2
% 212.25/26.84 & t(n1,n0,n4,n1,n2) = n2
% 212.25/26.84 & t(n1,n0,n4,n1,n3) = n2
% 212.25/26.84 & t(n1,n0,n4,n1,n4) = n2
% 212.25/26.84 & t(n1,n0,n4,n1,n5) = n2
% 212.25/26.84 & t(n1,n0,n4,n2,n0) = n2
% 212.25/26.84 & t(n1,n0,n4,n2,n1) = n2
% 212.25/26.84 & t(n1,n0,n4,n2,n2) = n2
% 212.25/26.84 & t(n1,n0,n4,n2,n3) = n2
% 212.25/26.84 & t(n1,n0,n4,n2,n4) = n2
% 212.25/26.84 & t(n1,n0,n4,n2,n5) = n2
% 212.25/26.84 & t(n1,n0,n4,n3,n0) = n2
% 212.25/26.84 & t(n1,n0,n4,n3,n1) = n2
% 212.25/26.84 & t(n1,n0,n4,n3,n2) = n2
% 212.25/26.84 & t(n1,n0,n4,n3,n3) = n3
% 212.25/26.84 & t(n1,n0,n4,n3,n4) = n2
% 212.25/26.84 & t(n1,n0,n4,n3,n5) = n2
% 212.25/26.84 & t(n1,n0,n4,n4,n0) = n2
% 212.25/26.84 & t(n1,n0,n4,n4,n1) = n2
% 212.25/26.84 & t(n1,n0,n4,n4,n2) = n2
% 212.25/26.84 & t(n1,n0,n4,n4,n3) = n2
% 212.25/26.84 & t(n1,n0,n4,n4,n4) = n2
% 212.25/26.84 & t(n1,n0,n4,n4,n5) = n2
% 212.25/26.84 & t(n1,n0,n4,n5,n0) = n2
% 212.25/26.84 & t(n1,n0,n4,n5,n1) = n2
% 212.25/26.84 & t(n1,n0,n4,n5,n2) = n2
% 212.25/26.84 & t(n1,n0,n4,n5,n3) = n2
% 212.25/26.84 & t(n1,n0,n4,n5,n4) = n2
% 212.25/26.84 & t(n1,n0,n4,n5,n5) = n2
% 212.25/26.84 & t(n1,n0,n5,n0,n0) = n2
% 212.25/26.84 & t(n1,n0,n5,n0,n1) = n2
% 212.25/26.84 & t(n1,n0,n5,n0,n2) = n2
% 212.25/26.84 & t(n1,n0,n5,n0,n3) = n2
% 212.25/26.84 & t(n1,n0,n5,n0,n4) = n2
% 212.25/26.84 & t(n1,n0,n5,n0,n5) = n2
% 212.25/26.84 & t(n1,n0,n5,n1,n0) = n2
% 212.25/26.84 & t(n1,n0,n5,n1,n1) = n2
% 212.25/26.84 & t(n1,n0,n5,n1,n2) = n2
% 212.25/26.84 & t(n1,n0,n5,n1,n3) = n2
% 212.25/26.84 & t(n1,n0,n5,n1,n4) = n2
% 212.25/26.84 & t(n1,n0,n5,n1,n5) = n2
% 212.25/26.84 & t(n1,n0,n5,n2,n0) = n2
% 212.25/26.84 & t(n1,n0,n5,n2,n1) = n2
% 212.25/26.84 & t(n1,n0,n5,n2,n2) = n2
% 212.25/26.84 & t(n1,n0,n5,n2,n3) = n2
% 212.25/26.84 & t(n1,n0,n5,n2,n4) = n2
% 212.25/26.84 & t(n1,n0,n5,n2,n5) = n2
% 212.25/26.84 & t(n1,n0,n5,n3,n0) = n2
% 212.25/26.84 & t(n1,n0,n5,n3,n1) = n2
% 212.25/26.84 & t(n1,n0,n5,n3,n2) = n2
% 212.25/26.84 & t(n1,n0,n5,n3,n3) = n2
% 212.25/26.84 & t(n1,n0,n5,n3,n4) = n2
% 212.25/26.84 & t(n1,n0,n5,n3,n5) = n2
% 212.25/26.84 & t(n1,n0,n5,n4,n0) = n2
% 212.25/26.84 & t(n1,n0,n5,n4,n1) = n2
% 212.25/26.84 & t(n1,n0,n5,n4,n2) = n2
% 212.25/26.84 & t(n1,n0,n5,n4,n3) = n2
% 212.25/26.84 & t(n1,n0,n5,n4,n4) = n2
% 212.25/26.84 & t(n1,n0,n5,n4,n5) = n2
% 212.25/26.84 & t(n1,n0,n5,n5,n0) = n2
% 212.25/26.84 & t(n1,n0,n5,n5,n1) = n2
% 212.25/26.84 & t(n1,n0,n5,n5,n2) = n2
% 212.25/26.84 & t(n1,n0,n5,n5,n3) = n2
% 212.25/26.84 & t(n1,n0,n5,n5,n4) = n2
% 212.25/26.84 & t(n1,n0,n5,n5,n5) = n2
% 212.25/26.84 & t(n1,n1,n0,n0,n0) = n3
% 212.25/26.84 & t(n1,n1,n0,n0,n1) = n3
% 212.25/26.84 & t(n1,n1,n0,n0,n2) = n2
% 212.25/26.84 & t(n1,n1,n0,n0,n3) = n3
% 212.25/26.84 & t(n1,n1,n0,n0,n4) = n2
% 212.25/26.84 & t(n1,n1,n0,n0,n5) = n2
% 212.25/26.84 & t(n1,n1,n0,n1,n0) = n2
% 212.25/26.84 & t(n1,n1,n0,n1,n1) = n1
% 212.25/26.84 & t(n1,n1,n0,n1,n2) = n2
% 212.25/26.84 & t(n1,n1,n0,n1,n3) = n3
% 212.25/26.84 & t(n1,n1,n0,n1,n4) = n2
% 212.25/26.84 & t(n1,n1,n0,n1,n5) = n2
% 212.25/26.84 & t(n1,n1,n0,n2,n0) = n3
% 212.25/26.84 & t(n1,n1,n0,n2,n1) = n2
% 212.25/26.84 & t(n1,n1,n0,n2,n2) = n2
% 212.25/26.84 & t(n1,n1,n0,n2,n3) = n3
% 212.25/26.84 & t(n1,n1,n0,n2,n4) = n2
% 212.25/26.84 & t(n1,n1,n0,n2,n5) = n2
% 212.25/26.84 & t(n1,n1,n0,n3,n0) = n3
% 212.25/26.84 & t(n1,n1,n0,n3,n1) = n3
% 212.25/26.84 & t(n1,n1,n0,n3,n2) = n3
% 212.25/26.84 & t(n1,n1,n0,n3,n3) = n3
% 212.25/26.84 & t(n1,n1,n0,n3,n4) = n3
% 212.25/26.84 & t(n1,n1,n0,n3,n5) = n2
% 212.25/26.84 & t(n1,n1,n0,n4,n0) = n3
% 212.25/26.84 & t(n1,n1,n0,n4,n1) = n2
% 212.25/26.84 & t(n1,n1,n0,n4,n2) = n2
% 212.25/26.84 & t(n1,n1,n0,n4,n3) = n3
% 212.25/26.84 & t(n1,n1,n0,n4,n4) = n2
% 212.25/26.84 & t(n1,n1,n0,n4,n5) = n2
% 212.25/26.84 & t(n1,n1,n0,n5,n0) = n2
% 212.25/26.84 & t(n1,n1,n0,n5,n1) = n2
% 212.25/26.84 & t(n1,n1,n0,n5,n2) = n2
% 212.25/26.84 & t(n1,n1,n0,n5,n3) = n2
% 212.25/26.84 & t(n1,n1,n0,n5,n4) = n2
% 212.25/26.84 & t(n1,n1,n0,n5,n5) = n2
% 212.25/26.84 & t(n1,n1,n1,n0,n0) = n3
% 212.25/26.84 & t(n1,n1,n1,n0,n1) = n1
% 212.25/26.84 & t(n1,n1,n1,n0,n2) = n2
% 212.25/26.84 & t(n1,n1,n1,n0,n3) = n3
% 212.25/26.84 & t(n1,n1,n1,n0,n4) = n2
% 212.25/26.84 & t(n1,n1,n1,n0,n5) = n2
% 212.25/26.84 & t(n1,n1,n1,n1,n0) = n1
% 212.25/26.84 & t(n1,n1,n1,n1,n1) = n1
% 212.25/26.84 & t(n1,n1,n1,n1,n2) = n1
% 212.25/26.84 & t(n1,n1,n1,n1,n3) = n1
% 212.25/26.84 & t(n1,n1,n1,n1,n4) = n1
% 212.25/26.84 & t(n1,n1,n1,n1,n5) = n1
% 212.25/26.84 & t(n1,n1,n1,n2,n0) = n2
% 212.25/26.84 & t(n1,n1,n1,n2,n1) = n1
% 212.25/26.84 & t(n1,n1,n1,n2,n2) = n2
% 212.25/26.84 & t(n1,n1,n1,n2,n3) = n1
% 212.25/26.84 & t(n1,n1,n1,n2,n4) = n2
% 212.25/26.84 & t(n1,n1,n1,n2,n5) = n1
% 212.25/26.84 & t(n1,n1,n1,n3,n0) = n3
% 212.25/26.84 & t(n1,n1,n1,n3,n1) = n1
% 212.25/26.84 & t(n1,n1,n1,n3,n2) = n1
% 212.25/26.84 & t(n1,n1,n1,n3,n3) = n3
% 212.25/26.84 & t(n1,n1,n1,n3,n4) = n1
% 212.25/26.84 & t(n1,n1,n1,n3,n5) = n1
% 212.25/26.84 & t(n1,n1,n1,n4,n0) = n2
% 212.25/26.84 & t(n1,n1,n1,n4,n1) = n1
% 212.25/26.84 & t(n1,n1,n1,n4,n2) = n2
% 212.25/26.84 & t(n1,n1,n1,n4,n3) = n1
% 212.25/26.84 & t(n1,n1,n1,n4,n4) = n2
% 212.25/26.84 & t(n1,n1,n1,n4,n5) = n2
% 212.25/26.84 & t(n1,n1,n1,n5,n0) = n2
% 212.25/26.84 & t(n1,n1,n1,n5,n1) = n1
% 212.25/26.84 & t(n1,n1,n1,n5,n2) = n2
% 212.25/26.84 & t(n1,n1,n1,n5,n3) = n1
% 212.25/26.84 & t(n1,n1,n1,n5,n4) = n1
% 212.25/26.84 & t(n1,n1,n1,n5,n5) = n2
% 212.25/26.84 & t(n1,n1,n2,n0,n0) = n2
% 212.25/26.84 & t(n1,n1,n2,n0,n1) = n2
% 212.25/26.84 & t(n1,n1,n2,n0,n2) = n2
% 212.25/26.84 & t(n1,n1,n2,n0,n3) = n2
% 212.25/26.84 & t(n1,n1,n2,n0,n4) = n2
% 212.25/26.84 & t(n1,n1,n2,n0,n5) = n2
% 212.25/26.84 & t(n1,n1,n2,n1,n0) = n2
% 212.25/26.84 & t(n1,n1,n2,n1,n1) = n1
% 212.25/26.84 & t(n1,n1,n2,n1,n2) = n2
% 212.25/26.84 & t(n1,n1,n2,n1,n3) = n1
% 212.25/26.84 & t(n1,n1,n2,n1,n4) = n2
% 212.25/26.84 & t(n1,n1,n2,n1,n5) = n2
% 212.25/26.84 & t(n1,n1,n2,n2,n0) = n2
% 212.25/26.84 & t(n1,n1,n2,n2,n1) = n2
% 212.25/26.84 & t(n1,n1,n2,n2,n2) = n2
% 212.25/26.84 & t(n1,n1,n2,n2,n3) = n2
% 212.25/26.84 & t(n1,n1,n2,n2,n4) = n2
% 212.25/26.84 & t(n1,n1,n2,n2,n5) = n2
% 212.25/26.84 & t(n1,n1,n2,n3,n0) = n2
% 212.25/26.84 & t(n1,n1,n2,n3,n1) = n1
% 212.25/26.84 & t(n1,n1,n2,n3,n2) = n2
% 212.25/26.84 & t(n1,n1,n2,n3,n3) = n3
% 212.25/26.84 & t(n1,n1,n2,n3,n4) = n2
% 212.25/26.84 & t(n1,n1,n2,n3,n5) = n2
% 212.25/26.84 & t(n1,n1,n2,n4,n0) = n2
% 212.25/26.84 & t(n1,n1,n2,n4,n1) = n2
% 212.25/26.84 & t(n1,n1,n2,n4,n2) = n2
% 212.25/26.84 & t(n1,n1,n2,n4,n3) = n2
% 212.25/26.84 & t(n1,n1,n2,n4,n4) = n2
% 212.25/26.84 & t(n1,n1,n2,n4,n5) = n2
% 212.25/26.84 & t(n1,n1,n2,n5,n0) = n2
% 212.25/26.84 & t(n1,n1,n2,n5,n1) = n2
% 212.25/26.84 & t(n1,n1,n2,n5,n2) = n2
% 212.25/26.84 & t(n1,n1,n2,n5,n3) = n2
% 212.25/26.84 & t(n1,n1,n2,n5,n4) = n2
% 212.25/26.84 & t(n1,n1,n2,n5,n5) = n2
% 212.25/26.84 & t(n1,n1,n3,n0,n0) = n3
% 212.25/26.84 & t(n1,n1,n3,n0,n1) = n3
% 212.25/26.84 & t(n1,n1,n3,n0,n2) = n2
% 212.25/26.84 & t(n1,n1,n3,n0,n3) = n3
% 212.25/26.84 & t(n1,n1,n3,n0,n4) = n3
% 212.25/26.84 & t(n1,n1,n3,n0,n5) = n2
% 212.25/26.84 & t(n1,n1,n3,n1,n0) = n3
% 212.25/26.84 & t(n1,n1,n3,n1,n1) = n1
% 212.25/26.84 & t(n1,n1,n3,n1,n2) = n1
% 212.25/26.84 & t(n1,n1,n3,n1,n3) = n3
% 212.25/26.84 & t(n1,n1,n3,n1,n4) = n1
% 212.25/26.84 & t(n1,n1,n3,n1,n5) = n1
% 212.25/26.84 & t(n1,n1,n3,n2,n0) = n3
% 212.25/26.84 & t(n1,n1,n3,n2,n1) = n1
% 212.25/26.84 & t(n1,n1,n3,n2,n2) = n2
% 212.25/26.84 & t(n1,n1,n3,n2,n3) = n3
% 212.25/26.84 & t(n1,n1,n3,n2,n4) = n2
% 212.25/26.84 & t(n1,n1,n3,n2,n5) = n2
% 212.25/26.84 & t(n1,n1,n3,n3,n0) = n3
% 212.25/26.84 & t(n1,n1,n3,n3,n1) = n3
% 212.25/26.84 & t(n1,n1,n3,n3,n2) = n3
% 212.25/26.84 & t(n1,n1,n3,n3,n3) = n3
% 212.25/26.84 & t(n1,n1,n3,n3,n4) = n3
% 212.25/26.84 & t(n1,n1,n3,n3,n5) = n3
% 212.25/26.84 & t(n1,n1,n3,n4,n0) = n2
% 212.25/26.84 & t(n1,n1,n3,n4,n1) = n1
% 212.25/26.84 & t(n1,n1,n3,n4,n2) = n2
% 212.25/26.84 & t(n1,n1,n3,n4,n3) = n3
% 212.25/26.84 & t(n1,n1,n3,n4,n4) = n2
% 212.25/26.84 & t(n1,n1,n3,n4,n5) = n2
% 212.25/26.84 & t(n1,n1,n3,n5,n0) = n2
% 212.25/26.84 & t(n1,n1,n3,n5,n1) = n1
% 212.25/26.84 & t(n1,n1,n3,n5,n2) = n2
% 212.25/26.84 & t(n1,n1,n3,n5,n3) = n3
% 212.25/26.84 & t(n1,n1,n3,n5,n4) = n2
% 212.25/26.84 & t(n1,n1,n3,n5,n5) = n2
% 212.25/26.84 & t(n1,n1,n4,n0,n0) = n2
% 212.25/26.84 & t(n1,n1,n4,n0,n1) = n2
% 212.25/26.84 & t(n1,n1,n4,n0,n2) = n2
% 212.25/26.84 & t(n1,n1,n4,n0,n3) = n2
% 212.25/26.84 & t(n1,n1,n4,n0,n4) = n2
% 212.25/26.84 & t(n1,n1,n4,n0,n5) = n2
% 212.25/26.84 & t(n1,n1,n4,n1,n0) = n2
% 212.25/26.84 & t(n1,n1,n4,n1,n1) = n1
% 212.25/26.84 & t(n1,n1,n4,n1,n2) = n2
% 212.25/26.84 & t(n1,n1,n4,n1,n3) = n1
% 212.25/26.84 & t(n1,n1,n4,n1,n4) = n2
% 212.25/26.84 & t(n1,n1,n4,n1,n5) = n2
% 212.25/26.84 & t(n1,n1,n4,n2,n0) = n2
% 212.25/26.84 & t(n1,n1,n4,n2,n1) = n2
% 212.25/26.84 & t(n1,n1,n4,n2,n2) = n2
% 212.25/26.84 & t(n1,n1,n4,n2,n3) = n2
% 212.25/26.84 & t(n1,n1,n4,n2,n4) = n2
% 212.25/26.84 & t(n1,n1,n4,n2,n5) = n2
% 212.25/26.84 & t(n1,n1,n4,n3,n0) = n2
% 212.25/26.84 & t(n1,n1,n4,n3,n1) = n1
% 212.25/26.84 & t(n1,n1,n4,n3,n2) = n2
% 212.25/26.84 & t(n1,n1,n4,n3,n3) = n3
% 212.25/26.84 & t(n1,n1,n4,n3,n4) = n2
% 212.25/26.84 & t(n1,n1,n4,n3,n5) = n2
% 212.25/26.84 & t(n1,n1,n4,n4,n0) = n2
% 212.25/26.84 & t(n1,n1,n4,n4,n1) = n2
% 212.25/26.84 & t(n1,n1,n4,n4,n2) = n2
% 212.25/26.84 & t(n1,n1,n4,n4,n3) = n2
% 212.25/26.84 & t(n1,n1,n4,n4,n4) = n2
% 212.25/26.84 & t(n1,n1,n4,n4,n5) = n2
% 212.25/26.84 & t(n1,n1,n4,n5,n0) = n2
% 212.25/26.84 & t(n1,n1,n4,n5,n1) = n2
% 212.25/26.84 & t(n1,n1,n4,n5,n2) = n2
% 212.25/26.84 & t(n1,n1,n4,n5,n3) = n2
% 212.25/26.84 & t(n1,n1,n4,n5,n4) = n2
% 212.25/26.84 & t(n1,n1,n4,n5,n5) = n2
% 212.25/26.84 & t(n1,n1,n5,n0,n0) = n2
% 212.25/26.84 & t(n1,n1,n5,n0,n1) = n2
% 212.25/26.84 & t(n1,n1,n5,n0,n2) = n2
% 212.25/26.84 & t(n1,n1,n5,n0,n3) = n2
% 212.25/26.84 & t(n1,n1,n5,n0,n4) = n2
% 212.25/26.84 & t(n1,n1,n5,n0,n5) = n2
% 212.25/26.84 & t(n1,n1,n5,n1,n0) = n1
% 212.25/26.84 & t(n1,n1,n5,n1,n1) = n1
% 212.25/26.84 & t(n1,n1,n5,n1,n2) = n1
% 212.25/26.84 & t(n1,n1,n5,n1,n3) = n1
% 212.25/26.84 & t(n1,n1,n5,n1,n4) = n1
% 212.25/26.84 & t(n1,n1,n5,n1,n5) = n2
% 212.25/26.84 & t(n1,n1,n5,n2,n0) = n2
% 212.25/26.84 & t(n1,n1,n5,n2,n1) = n2
% 212.25/26.84 & t(n1,n1,n5,n2,n2) = n2
% 212.25/26.84 & t(n1,n1,n5,n2,n3) = n2
% 212.25/26.84 & t(n1,n1,n5,n2,n4) = n2
% 212.25/26.84 & t(n1,n1,n5,n2,n5) = n2
% 212.25/26.84 & t(n1,n1,n5,n3,n0) = n2
% 212.25/26.84 & t(n1,n1,n5,n3,n1) = n1
% 212.25/26.84 & t(n1,n1,n5,n3,n2) = n2
% 212.25/26.84 & t(n1,n1,n5,n3,n3) = n3
% 212.25/26.84 & t(n1,n1,n5,n3,n4) = n2
% 212.25/26.84 & t(n1,n1,n5,n3,n5) = n2
% 212.25/26.84 & t(n1,n1,n5,n4,n0) = n2
% 212.25/26.84 & t(n1,n1,n5,n4,n1) = n2
% 212.25/26.84 & t(n1,n1,n5,n4,n2) = n2
% 212.25/26.84 & t(n1,n1,n5,n4,n3) = n2
% 212.25/26.84 & t(n1,n1,n5,n4,n4) = n2
% 212.25/26.84 & t(n1,n1,n5,n4,n5) = n2
% 212.25/26.84 & t(n1,n1,n5,n5,n0) = n2
% 212.25/26.84 & t(n1,n1,n5,n5,n1) = n2
% 212.25/26.84 & t(n1,n1,n5,n5,n2) = n2
% 212.25/26.84 & t(n1,n1,n5,n5,n3) = n2
% 212.25/26.84 & t(n1,n1,n5,n5,n4) = n2
% 212.25/26.84 & t(n1,n1,n5,n5,n5) = n2
% 212.25/26.84 & t(n1,n2,n0,n0,n0) = n2
% 212.25/26.84 & t(n1,n2,n0,n0,n1) = n2
% 212.25/26.84 & t(n1,n2,n0,n0,n2) = n2
% 212.25/26.84 & t(n1,n2,n0,n0,n3) = n3
% 212.25/26.84 & t(n1,n2,n0,n0,n4) = n2
% 212.25/26.84 & t(n1,n2,n0,n0,n5) = n2
% 212.25/26.84 & t(n1,n2,n0,n1,n0) = n3
% 212.25/26.84 & t(n1,n2,n0,n1,n1) = n2
% 212.25/26.84 & t(n1,n2,n0,n1,n2) = n2
% 212.25/26.84 & t(n1,n2,n0,n1,n3) = n3
% 212.25/26.84 & t(n1,n2,n0,n1,n4) = n2
% 212.25/26.84 & t(n1,n2,n0,n1,n5) = n2
% 212.25/26.84 & t(n1,n2,n0,n2,n0) = n2
% 212.25/26.84 & t(n1,n2,n0,n2,n1) = n2
% 212.25/26.84 & t(n1,n2,n0,n2,n2) = n2
% 212.25/26.84 & t(n1,n2,n0,n2,n3) = n2
% 212.25/26.84 & t(n1,n2,n0,n2,n4) = n2
% 212.25/26.84 & t(n1,n2,n0,n2,n5) = n2
% 212.25/26.84 & t(n1,n2,n0,n3,n0) = n3
% 212.25/26.84 & t(n1,n2,n0,n3,n1) = n3
% 212.25/26.84 & t(n1,n2,n0,n3,n2) = n2
% 212.25/26.84 & t(n1,n2,n0,n3,n3) = n3
% 212.25/26.84 & t(n1,n2,n0,n3,n4) = n2
% 212.25/26.84 & t(n1,n2,n0,n3,n5) = n2
% 212.25/26.84 & t(n1,n2,n0,n4,n0) = n2
% 212.25/26.84 & t(n1,n2,n0,n4,n1) = n2
% 212.25/26.84 & t(n1,n2,n0,n4,n2) = n2
% 212.25/26.84 & t(n1,n2,n0,n4,n3) = n2
% 212.25/26.84 & t(n1,n2,n0,n4,n4) = n2
% 212.25/26.84 & t(n1,n2,n0,n4,n5) = n2
% 212.25/26.84 & t(n1,n2,n0,n5,n0) = n2
% 212.25/26.84 & t(n1,n2,n0,n5,n1) = n2
% 212.25/26.84 & t(n1,n2,n0,n5,n2) = n2
% 212.25/26.84 & t(n1,n2,n0,n5,n3) = n2
% 212.25/26.84 & t(n1,n2,n0,n5,n4) = n2
% 212.25/26.84 & t(n1,n2,n0,n5,n5) = n2
% 212.25/26.84 & t(n1,n2,n1,n0,n0) = n2
% 212.25/26.84 & t(n1,n2,n1,n0,n1) = n2
% 212.25/26.84 & t(n1,n2,n1,n0,n2) = n2
% 212.25/26.84 & t(n1,n2,n1,n0,n3) = n2
% 212.25/26.84 & t(n1,n2,n1,n0,n4) = n2
% 212.25/26.84 & t(n1,n2,n1,n0,n5) = n2
% 212.25/26.84 & t(n1,n2,n1,n1,n0) = n2
% 212.25/26.84 & t(n1,n2,n1,n1,n1) = n1
% 212.25/26.84 & t(n1,n2,n1,n1,n2) = n2
% 212.25/26.84 & t(n1,n2,n1,n1,n3) = n1
% 212.25/26.84 & t(n1,n2,n1,n1,n4) = n2
% 212.25/26.84 & t(n1,n2,n1,n1,n5) = n2
% 212.25/26.84 & t(n1,n2,n1,n2,n0) = n2
% 212.25/26.84 & t(n1,n2,n1,n2,n1) = n2
% 212.25/26.84 & t(n1,n2,n1,n2,n2) = n2
% 212.25/26.84 & t(n1,n2,n1,n2,n3) = n2
% 212.25/26.84 & t(n1,n2,n1,n2,n4) = n2
% 212.25/26.84 & t(n1,n2,n1,n2,n5) = n2
% 212.25/26.84 & t(n1,n2,n1,n3,n0) = n2
% 212.25/26.84 & t(n1,n2,n1,n3,n1) = n1
% 212.25/26.84 & t(n1,n2,n1,n3,n2) = n2
% 212.25/26.84 & t(n1,n2,n1,n3,n3) = n3
% 212.25/26.84 & t(n1,n2,n1,n3,n4) = n2
% 212.25/26.84 & t(n1,n2,n1,n3,n5) = n2
% 212.25/26.84 & t(n1,n2,n1,n4,n0) = n2
% 212.25/26.84 & t(n1,n2,n1,n4,n1) = n2
% 212.25/26.84 & t(n1,n2,n1,n4,n2) = n2
% 212.25/26.84 & t(n1,n2,n1,n4,n3) = n2
% 212.25/26.84 & t(n1,n2,n1,n4,n4) = n2
% 212.25/26.84 & t(n1,n2,n1,n4,n5) = n2
% 212.25/26.84 & t(n1,n2,n1,n5,n0) = n2
% 212.25/26.84 & t(n1,n2,n1,n5,n1) = n2
% 212.25/26.84 & t(n1,n2,n1,n5,n2) = n2
% 212.25/26.84 & t(n1,n2,n1,n5,n3) = n2
% 212.25/26.84 & t(n1,n2,n1,n5,n4) = n2
% 212.25/26.84 & t(n1,n2,n1,n5,n5) = n2
% 212.25/26.84 & t(n1,n2,n2,n0,n0) = n2
% 212.25/26.84 & t(n1,n2,n2,n0,n1) = n2
% 212.25/26.84 & t(n1,n2,n2,n0,n2) = n2
% 212.25/26.84 & t(n1,n2,n2,n0,n3) = n2
% 212.25/26.84 & t(n1,n2,n2,n0,n4) = n2
% 212.25/26.84 & t(n1,n2,n2,n0,n5) = n2
% 212.25/26.84 & t(n1,n2,n2,n1,n0) = n2
% 212.25/26.84 & t(n1,n2,n2,n1,n1) = n2
% 212.25/26.84 & t(n1,n2,n2,n1,n2) = n2
% 212.25/26.84 & t(n1,n2,n2,n1,n3) = n2
% 212.25/26.84 & t(n1,n2,n2,n1,n4) = n2
% 212.25/26.84 & t(n1,n2,n2,n1,n5) = n2
% 212.25/26.84 & t(n1,n2,n2,n2,n0) = n2
% 212.25/26.84 & t(n1,n2,n2,n2,n1) = n2
% 212.25/26.84 & t(n1,n2,n2,n2,n2) = n2
% 212.25/26.84 & t(n1,n2,n2,n2,n3) = n2
% 212.25/26.84 & t(n1,n2,n2,n2,n4) = n2
% 212.25/26.84 & t(n1,n2,n2,n2,n5) = n2
% 212.25/26.84 & t(n1,n2,n2,n3,n0) = n2
% 212.25/26.84 & t(n1,n2,n2,n3,n1) = n2
% 212.25/26.84 & t(n1,n2,n2,n3,n2) = n2
% 212.25/26.84 & t(n1,n2,n2,n3,n3) = n2
% 212.25/26.84 & t(n1,n2,n2,n3,n4) = n2
% 212.25/26.84 & t(n1,n2,n2,n3,n5) = n2
% 212.25/26.84 & t(n1,n2,n2,n4,n0) = n2
% 212.25/26.84 & t(n1,n2,n2,n4,n1) = n2
% 212.25/26.84 & t(n1,n2,n2,n4,n2) = n2
% 212.25/26.84 & t(n1,n2,n2,n4,n3) = n2
% 212.25/26.84 & t(n1,n2,n2,n4,n4) = n2
% 212.25/26.84 & t(n1,n2,n2,n4,n5) = n2
% 212.25/26.84 & t(n1,n2,n2,n5,n0) = n2
% 212.25/26.84 & t(n1,n2,n2,n5,n1) = n2
% 212.25/26.84 & t(n1,n2,n2,n5,n2) = n2
% 212.25/26.84 & t(n1,n2,n2,n5,n3) = n2
% 212.25/26.84 & t(n1,n2,n2,n5,n4) = n2
% 212.25/26.84 & t(n1,n2,n2,n5,n5) = n2
% 212.25/26.84 & t(n1,n2,n3,n0,n0) = n2
% 212.25/26.84 & t(n1,n2,n3,n0,n1) = n2
% 212.25/26.84 & t(n1,n2,n3,n0,n2) = n2
% 212.25/26.84 & t(n1,n2,n3,n0,n3) = n2
% 212.25/26.84 & t(n1,n2,n3,n0,n4) = n2
% 212.25/26.84 & t(n1,n2,n3,n0,n5) = n2
% 212.25/26.84 & t(n1,n2,n3,n1,n0) = n3
% 212.25/26.84 & t(n1,n2,n3,n1,n1) = n1
% 212.25/26.84 & t(n1,n2,n3,n1,n2) = n2
% 212.25/26.84 & t(n1,n2,n3,n1,n3) = n3
% 212.25/26.84 & t(n1,n2,n3,n1,n4) = n2
% 212.25/26.84 & t(n1,n2,n3,n1,n5) = n2
% 212.25/26.84 & t(n1,n2,n3,n2,n0) = n2
% 212.25/26.84 & t(n1,n2,n3,n2,n1) = n2
% 212.25/26.84 & t(n1,n2,n3,n2,n2) = n2
% 212.25/26.84 & t(n1,n2,n3,n2,n3) = n2
% 212.25/26.84 & t(n1,n2,n3,n2,n4) = n2
% 212.25/26.84 & t(n1,n2,n3,n2,n5) = n2
% 212.25/26.84 & t(n1,n2,n3,n3,n0) = n3
% 212.25/26.84 & t(n1,n2,n3,n3,n1) = n3
% 212.25/26.84 & t(n1,n2,n3,n3,n2) = n3
% 212.25/26.84 & t(n1,n2,n3,n3,n3) = n3
% 212.25/26.84 & t(n1,n2,n3,n3,n4) = n3
% 212.25/26.84 & t(n1,n2,n3,n3,n5) = n2
% 212.25/26.84 & t(n1,n2,n3,n4,n0) = n2
% 212.25/26.84 & t(n1,n2,n3,n4,n1) = n2
% 212.25/26.84 & t(n1,n2,n3,n4,n2) = n2
% 212.25/26.84 & t(n1,n2,n3,n4,n3) = n2
% 212.25/26.84 & t(n1,n2,n3,n4,n4) = n2
% 212.25/26.84 & t(n1,n2,n3,n4,n5) = n2
% 212.25/26.84 & t(n1,n2,n3,n5,n0) = n2
% 212.25/26.84 & t(n1,n2,n3,n5,n1) = n2
% 212.25/26.84 & t(n1,n2,n3,n5,n2) = n2
% 212.25/26.84 & t(n1,n2,n3,n5,n3) = n2
% 212.25/26.84 & t(n1,n2,n3,n5,n4) = n2
% 212.25/26.84 & t(n1,n2,n3,n5,n5) = n2
% 212.25/26.84 & t(n1,n2,n4,n0,n0) = n2
% 212.25/26.84 & t(n1,n2,n4,n0,n1) = n2
% 212.25/26.84 & t(n1,n2,n4,n0,n2) = n2
% 212.25/26.84 & t(n1,n2,n4,n0,n3) = n2
% 212.25/26.84 & t(n1,n2,n4,n0,n4) = n2
% 212.25/26.84 & t(n1,n2,n4,n0,n5) = n2
% 212.25/26.84 & t(n1,n2,n4,n1,n0) = n2
% 212.25/26.84 & t(n1,n2,n4,n1,n1) = n2
% 212.25/26.84 & t(n1,n2,n4,n1,n2) = n2
% 212.25/26.84 & t(n1,n2,n4,n1,n3) = n2
% 212.25/26.84 & t(n1,n2,n4,n1,n4) = n2
% 212.25/26.84 & t(n1,n2,n4,n1,n5) = n2
% 212.25/26.84 & t(n1,n2,n4,n2,n0) = n2
% 212.25/26.84 & t(n1,n2,n4,n2,n1) = n2
% 212.25/26.84 & t(n1,n2,n4,n2,n2) = n2
% 212.25/26.84 & t(n1,n2,n4,n2,n3) = n2
% 212.25/26.84 & t(n1,n2,n4,n2,n4) = n2
% 212.25/26.84 & t(n1,n2,n4,n2,n5) = n2
% 212.25/26.84 & t(n1,n2,n4,n3,n0) = n2
% 212.25/26.84 & t(n1,n2,n4,n3,n1) = n2
% 212.25/26.84 & t(n1,n2,n4,n3,n2) = n2
% 212.25/26.84 & t(n1,n2,n4,n3,n3) = n2
% 212.25/26.84 & t(n1,n2,n4,n3,n4) = n2
% 212.25/26.84 & t(n1,n2,n4,n3,n5) = n2
% 212.25/26.84 & t(n1,n2,n4,n4,n0) = n2
% 212.25/26.84 & t(n1,n2,n4,n4,n1) = n2
% 212.25/26.84 & t(n1,n2,n4,n4,n2) = n2
% 212.25/26.84 & t(n1,n2,n4,n4,n3) = n2
% 212.25/26.84 & t(n1,n2,n4,n4,n4) = n2
% 212.25/26.84 & t(n1,n2,n4,n4,n5) = n2
% 212.25/26.84 & t(n1,n2,n4,n5,n0) = n2
% 212.25/26.84 & t(n1,n2,n4,n5,n1) = n2
% 212.25/26.84 & t(n1,n2,n4,n5,n2) = n2
% 212.25/26.84 & t(n1,n2,n4,n5,n3) = n2
% 212.25/26.84 & t(n1,n2,n4,n5,n4) = n2
% 212.25/26.84 & t(n1,n2,n4,n5,n5) = n2
% 212.25/26.84 & t(n1,n2,n5,n0,n0) = n2
% 212.25/26.84 & t(n1,n2,n5,n0,n1) = n2
% 212.25/26.84 & t(n1,n2,n5,n0,n2) = n2
% 212.25/26.84 & t(n1,n2,n5,n0,n3) = n2
% 212.25/26.84 & t(n1,n2,n5,n0,n4) = n2
% 212.25/26.84 & t(n1,n2,n5,n0,n5) = n2
% 212.25/26.84 & t(n1,n2,n5,n1,n0) = n2
% 212.25/26.84 & t(n1,n2,n5,n1,n1) = n2
% 212.25/26.84 & t(n1,n2,n5,n1,n2) = n2
% 212.25/26.84 & t(n1,n2,n5,n1,n3) = n2
% 212.25/26.84 & t(n1,n2,n5,n1,n4) = n2
% 212.25/26.84 & t(n1,n2,n5,n1,n5) = n2
% 212.25/26.84 & t(n1,n2,n5,n2,n0) = n2
% 212.25/26.84 & t(n1,n2,n5,n2,n1) = n2
% 212.25/26.84 & t(n1,n2,n5,n2,n2) = n2
% 212.25/26.84 & t(n1,n2,n5,n2,n3) = n2
% 212.25/26.84 & t(n1,n2,n5,n2,n4) = n2
% 212.25/26.84 & t(n1,n2,n5,n2,n5) = n2
% 212.25/26.84 & t(n1,n2,n5,n3,n0) = n2
% 212.25/26.84 & t(n1,n2,n5,n3,n1) = n2
% 212.25/26.84 & t(n1,n2,n5,n3,n2) = n2
% 212.25/26.84 & t(n1,n2,n5,n3,n3) = n2
% 212.25/26.84 & t(n1,n2,n5,n3,n4) = n2
% 212.25/26.84 & t(n1,n2,n5,n3,n5) = n2
% 212.25/26.84 & t(n1,n2,n5,n4,n0) = n2
% 212.25/26.84 & t(n1,n2,n5,n4,n1) = n2
% 212.25/26.84 & t(n1,n2,n5,n4,n2) = n2
% 212.25/26.84 & t(n1,n2,n5,n4,n3) = n2
% 212.25/26.84 & t(n1,n2,n5,n4,n4) = n2
% 212.25/26.84 & t(n1,n2,n5,n4,n5) = n2
% 212.25/26.84 & t(n1,n2,n5,n5,n0) = n2
% 212.25/26.84 & t(n1,n2,n5,n5,n1) = n2
% 212.25/26.84 & t(n1,n2,n5,n5,n2) = n2
% 212.25/26.84 & t(n1,n2,n5,n5,n3) = n2
% 212.25/26.84 & t(n1,n2,n5,n5,n4) = n2
% 212.25/26.84 & t(n1,n2,n5,n5,n5) = n2
% 212.25/26.84 & t(n1,n3,n0,n0,n0) = n3
% 212.25/26.84 & t(n1,n3,n0,n0,n1) = n3
% 212.25/26.84 & t(n1,n3,n0,n0,n2) = n2
% 212.25/26.84 & t(n1,n3,n0,n0,n3) = n3
% 212.25/26.84 & t(n1,n3,n0,n0,n4) = n3
% 212.25/26.84 & t(n1,n3,n0,n0,n5) = n3
% 212.25/26.84 & t(n1,n3,n0,n1,n0) = n3
% 212.25/26.84 & t(n1,n3,n0,n1,n1) = n3
% 212.25/26.84 & t(n1,n3,n0,n1,n2) = n3
% 212.25/26.84 & t(n1,n3,n0,n1,n3) = n3
% 212.25/26.84 & t(n1,n3,n0,n1,n4) = n3
% 212.25/26.84 & t(n1,n3,n0,n1,n5) = n2
% 212.25/26.84 & t(n1,n3,n0,n2,n0) = n3
% 212.25/26.84 & t(n1,n3,n0,n2,n1) = n2
% 212.25/26.84 & t(n1,n3,n0,n2,n2) = n2
% 212.25/26.84 & t(n1,n3,n0,n2,n3) = n3
% 212.25/26.84 & t(n1,n3,n0,n2,n4) = n2
% 212.25/26.84 & t(n1,n3,n0,n2,n5) = n2
% 212.25/26.84 & t(n1,n3,n0,n3,n0) = n3
% 212.25/26.84 & t(n1,n3,n0,n3,n1) = n3
% 212.25/26.84 & t(n1,n3,n0,n3,n2) = n3
% 212.25/26.84 & t(n1,n3,n0,n3,n3) = n3
% 212.25/26.84 & t(n1,n3,n0,n3,n4) = n3
% 212.25/26.84 & t(n1,n3,n0,n3,n5) = n3
% 212.25/26.84 & t(n1,n3,n0,n4,n0) = n3
% 212.25/26.84 & t(n1,n3,n0,n4,n1) = n2
% 212.25/26.84 & t(n1,n3,n0,n4,n2) = n2
% 212.25/26.84 & t(n1,n3,n0,n4,n3) = n3
% 212.25/26.84 & t(n1,n3,n0,n4,n4) = n2
% 212.25/26.84 & t(n1,n3,n0,n4,n5) = n2
% 212.25/26.84 & t(n1,n3,n0,n5,n0) = n2
% 212.25/26.84 & t(n1,n3,n0,n5,n1) = n2
% 212.25/26.84 & t(n1,n3,n0,n5,n2) = n2
% 212.25/26.84 & t(n1,n3,n0,n5,n3) = n2
% 212.25/26.84 & t(n1,n3,n0,n5,n4) = n2
% 212.25/26.84 & t(n1,n3,n0,n5,n5) = n2
% 212.25/26.84 & t(n1,n3,n1,n0,n0) = n3
% 212.25/26.84 & t(n1,n3,n1,n0,n1) = n3
% 212.25/26.84 & t(n1,n3,n1,n0,n2) = n3
% 212.25/26.84 & t(n1,n3,n1,n0,n3) = n3
% 212.25/26.84 & t(n1,n3,n1,n0,n4) = n3
% 212.25/26.84 & t(n1,n3,n1,n0,n5) = n2
% 212.25/26.84 & t(n1,n3,n1,n1,n0) = n3
% 212.25/26.84 & t(n1,n3,n1,n1,n1) = n1
% 212.25/26.84 & t(n1,n3,n1,n1,n2) = n1
% 212.25/26.84 & t(n1,n3,n1,n1,n3) = n3
% 212.25/26.84 & t(n1,n3,n1,n1,n4) = n1
% 212.25/26.84 & t(n1,n3,n1,n1,n5) = n1
% 212.25/26.84 & t(n1,n3,n1,n2,n0) = n3
% 212.25/26.84 & t(n1,n3,n1,n2,n1) = n1
% 212.25/26.84 & t(n1,n3,n1,n2,n2) = n2
% 212.25/26.84 & t(n1,n3,n1,n2,n3) = n3
% 212.25/26.84 & t(n1,n3,n1,n2,n4) = n2
% 212.25/26.84 & t(n1,n3,n1,n2,n5) = n2
% 212.25/26.84 & t(n1,n3,n1,n3,n0) = n3
% 212.25/26.84 & t(n1,n3,n1,n3,n1) = n3
% 212.25/26.84 & t(n1,n3,n1,n3,n2) = n3
% 212.25/26.84 & t(n1,n3,n1,n3,n3) = n3
% 212.25/26.84 & t(n1,n3,n1,n3,n4) = n3
% 212.25/26.84 & t(n1,n3,n1,n3,n5) = n3
% 212.25/26.84 & t(n1,n3,n1,n4,n0) = n3
% 212.25/26.84 & t(n1,n3,n1,n4,n1) = n1
% 212.25/26.84 & t(n1,n3,n1,n4,n2) = n2
% 212.25/26.84 & t(n1,n3,n1,n4,n3) = n3
% 212.25/26.84 & t(n1,n3,n1,n4,n4) = n2
% 212.25/26.84 & t(n1,n3,n1,n4,n5) = n2
% 212.25/26.84 & t(n1,n3,n1,n5,n0) = n2
% 212.25/26.84 & t(n1,n3,n1,n5,n1) = n1
% 212.25/26.84 & t(n1,n3,n1,n5,n2) = n2
% 212.25/26.84 & t(n1,n3,n1,n5,n3) = n3
% 212.25/26.84 & t(n1,n3,n1,n5,n4) = n2
% 212.25/26.84 & t(n1,n3,n1,n5,n5) = n2
% 212.25/26.84 & t(n1,n3,n2,n0,n0) = n2
% 212.25/26.84 & t(n1,n3,n2,n0,n1) = n2
% 212.25/26.84 & t(n1,n3,n2,n0,n2) = n2
% 212.25/26.84 & t(n1,n3,n2,n0,n3) = n3
% 212.25/26.84 & t(n1,n3,n2,n0,n4) = n2
% 212.25/26.84 & t(n1,n3,n2,n0,n5) = n2
% 212.25/26.84 & t(n1,n3,n2,n1,n0) = n2
% 212.25/26.84 & t(n1,n3,n2,n1,n1) = n1
% 212.25/26.84 & t(n1,n3,n2,n1,n2) = n2
% 212.25/26.84 & t(n1,n3,n2,n1,n3) = n3
% 212.25/26.84 & t(n1,n3,n2,n1,n4) = n2
% 212.25/26.84 & t(n1,n3,n2,n1,n5) = n2
% 212.25/26.84 & t(n1,n3,n2,n2,n0) = n2
% 212.25/26.84 & t(n1,n3,n2,n2,n1) = n2
% 212.25/26.84 & t(n1,n3,n2,n2,n2) = n2
% 212.25/26.84 & t(n1,n3,n2,n2,n3) = n2
% 212.25/26.84 & t(n1,n3,n2,n2,n4) = n2
% 212.25/26.84 & t(n1,n3,n2,n2,n5) = n2
% 212.25/26.84 & t(n1,n3,n2,n3,n0) = n3
% 212.25/26.84 & t(n1,n3,n2,n3,n1) = n3
% 212.25/26.84 & t(n1,n3,n2,n3,n2) = n3
% 212.25/26.84 & t(n1,n3,n2,n3,n3) = n3
% 212.25/26.84 & t(n1,n3,n2,n3,n4) = n3
% 212.25/26.84 & t(n1,n3,n2,n3,n5) = n3
% 212.25/26.84 & t(n1,n3,n2,n4,n0) = n2
% 212.25/26.84 & t(n1,n3,n2,n4,n1) = n2
% 212.25/26.84 & t(n1,n3,n2,n4,n2) = n2
% 212.25/26.84 & t(n1,n3,n2,n4,n3) = n2
% 212.25/26.84 & t(n1,n3,n2,n4,n4) = n2
% 212.25/26.84 & t(n1,n3,n2,n4,n5) = n2
% 212.25/26.84 & t(n1,n3,n2,n5,n0) = n2
% 212.25/26.84 & t(n1,n3,n2,n5,n1) = n2
% 212.25/26.84 & t(n1,n3,n2,n5,n2) = n2
% 212.25/26.84 & t(n1,n3,n2,n5,n3) = n2
% 212.25/26.84 & t(n1,n3,n2,n5,n4) = n2
% 212.25/26.84 & t(n1,n3,n2,n5,n5) = n2
% 212.25/26.84 & t(n1,n3,n3,n0,n0) = n3
% 212.25/26.84 & t(n1,n3,n3,n0,n1) = n3
% 212.25/26.84 & t(n1,n3,n3,n0,n2) = n3
% 212.25/26.84 & t(n1,n3,n3,n0,n3) = n3
% 212.25/26.84 & t(n1,n3,n3,n0,n4) = n3
% 212.25/26.84 & t(n1,n3,n3,n0,n5) = n3
% 212.25/26.84 & t(n1,n3,n3,n1,n0) = n3
% 212.25/26.84 & t(n1,n3,n3,n1,n1) = n3
% 212.25/26.84 & t(n1,n3,n3,n1,n2) = n3
% 212.25/26.84 & t(n1,n3,n3,n1,n3) = n3
% 212.25/26.84 & t(n1,n3,n3,n1,n4) = n3
% 212.25/26.84 & t(n1,n3,n3,n1,n5) = n3
% 212.25/26.84 & t(n1,n3,n3,n2,n0) = n3
% 212.25/26.84 & t(n1,n3,n3,n2,n1) = n3
% 212.25/26.84 & t(n1,n3,n3,n2,n2) = n2
% 212.25/26.84 & t(n1,n3,n3,n2,n3) = n3
% 212.25/26.84 & t(n1,n3,n3,n2,n4) = n3
% 212.25/26.84 & t(n1,n3,n3,n2,n5) = n2
% 212.25/26.84 & t(n1,n3,n3,n3,n0) = n3
% 212.25/26.84 & t(n1,n3,n3,n3,n1) = n3
% 212.25/26.84 & t(n1,n3,n3,n3,n2) = n3
% 212.25/26.84 & t(n1,n3,n3,n3,n3) = n3
% 212.25/26.84 & t(n1,n3,n3,n3,n4) = n3
% 212.25/26.84 & t(n1,n3,n3,n3,n5) = n3
% 212.25/26.84 & t(n1,n3,n3,n4,n0) = n3
% 212.25/26.84 & t(n1,n3,n3,n4,n1) = n3
% 212.25/26.84 & t(n1,n3,n3,n4,n2) = n2
% 212.25/26.84 & t(n1,n3,n3,n4,n3) = n3
% 212.25/26.84 & t(n1,n3,n3,n4,n4) = n3
% 212.25/26.84 & t(n1,n3,n3,n4,n5) = n2
% 212.25/26.84 & t(n1,n3,n3,n5,n0) = n2
% 212.25/26.84 & t(n1,n3,n3,n5,n1) = n3
% 212.25/26.84 & t(n1,n3,n3,n5,n2) = n2
% 212.25/26.84 & t(n1,n3,n3,n5,n3) = n3
% 212.25/26.84 & t(n1,n3,n3,n5,n4) = n2
% 212.25/26.84 & t(n1,n3,n3,n5,n5) = n2
% 212.25/26.84 & t(n1,n3,n4,n0,n0) = n2
% 212.25/26.84 & t(n1,n3,n4,n0,n1) = n2
% 212.25/26.84 & t(n1,n3,n4,n0,n2) = n2
% 212.25/26.84 & t(n1,n3,n4,n0,n3) = n3
% 212.25/26.84 & t(n1,n3,n4,n0,n4) = n2
% 212.25/26.84 & t(n1,n3,n4,n0,n5) = n2
% 212.25/26.84 & t(n1,n3,n4,n1,n0) = n2
% 212.25/26.84 & t(n1,n3,n4,n1,n1) = n1
% 212.25/26.84 & t(n1,n3,n4,n1,n2) = n2
% 212.25/26.84 & t(n1,n3,n4,n1,n3) = n3
% 212.25/26.84 & t(n1,n3,n4,n1,n4) = n2
% 212.25/26.84 & t(n1,n3,n4,n1,n5) = n2
% 212.25/26.84 & t(n1,n3,n4,n2,n0) = n2
% 212.25/26.84 & t(n1,n3,n4,n2,n1) = n2
% 212.25/26.84 & t(n1,n3,n4,n2,n2) = n2
% 212.25/26.84 & t(n1,n3,n4,n2,n3) = n2
% 212.25/26.84 & t(n1,n3,n4,n2,n4) = n2
% 212.25/26.84 & t(n1,n3,n4,n2,n5) = n2
% 212.25/26.84 & t(n1,n3,n4,n3,n0) = n3
% 212.25/26.84 & t(n1,n3,n4,n3,n1) = n3
% 212.25/26.84 & t(n1,n3,n4,n3,n2) = n3
% 212.25/26.84 & t(n1,n3,n4,n3,n3) = n3
% 212.25/26.84 & t(n1,n3,n4,n3,n4) = n2
% 212.25/26.84 & t(n1,n3,n4,n3,n5) = n2
% 212.25/26.84 & t(n1,n3,n4,n4,n0) = n2
% 212.25/26.84 & t(n1,n3,n4,n4,n1) = n2
% 212.25/26.84 & t(n1,n3,n4,n4,n2) = n2
% 212.25/26.84 & t(n1,n3,n4,n4,n3) = n2
% 212.25/26.84 & t(n1,n3,n4,n4,n4) = n2
% 212.25/26.84 & t(n1,n3,n4,n4,n5) = n2
% 212.25/26.84 & t(n1,n3,n4,n5,n0) = n2
% 212.25/26.84 & t(n1,n3,n4,n5,n1) = n2
% 212.25/26.84 & t(n1,n3,n4,n5,n2) = n2
% 212.25/26.84 & t(n1,n3,n4,n5,n3) = n2
% 212.25/26.84 & t(n1,n3,n4,n5,n4) = n2
% 212.25/26.84 & t(n1,n3,n4,n5,n5) = n2
% 212.25/26.84 & t(n1,n3,n5,n0,n0) = n2
% 212.25/26.84 & t(n1,n3,n5,n0,n1) = n2
% 212.25/26.84 & t(n1,n3,n5,n0,n2) = n2
% 212.25/26.84 & t(n1,n3,n5,n0,n3) = n2
% 212.25/26.84 & t(n1,n3,n5,n0,n4) = n2
% 212.25/26.84 & t(n1,n3,n5,n0,n5) = n2
% 212.25/26.84 & t(n1,n3,n5,n1,n0) = n2
% 212.25/26.84 & t(n1,n3,n5,n1,n1) = n1
% 212.25/26.84 & t(n1,n3,n5,n1,n2) = n2
% 212.25/26.84 & t(n1,n3,n5,n1,n3) = n3
% 212.25/26.84 & t(n1,n3,n5,n1,n4) = n2
% 212.25/26.84 & t(n1,n3,n5,n1,n5) = n2
% 212.25/26.84 & t(n1,n3,n5,n2,n0) = n2
% 212.25/26.84 & t(n1,n3,n5,n2,n1) = n2
% 212.25/26.84 & t(n1,n3,n5,n2,n2) = n2
% 212.25/26.84 & t(n1,n3,n5,n2,n3) = n2
% 212.25/26.84 & t(n1,n3,n5,n2,n4) = n2
% 212.25/26.84 & t(n1,n3,n5,n2,n5) = n2
% 212.25/26.84 & t(n1,n3,n5,n3,n0) = n2
% 212.25/26.84 & t(n1,n3,n5,n3,n1) = n3
% 212.25/26.84 & t(n1,n3,n5,n3,n2) = n3
% 212.25/26.84 & t(n1,n3,n5,n3,n3) = n3
% 212.25/26.84 & t(n1,n3,n5,n3,n4) = n3
% 212.25/26.84 & t(n1,n3,n5,n3,n5) = n3
% 212.25/26.84 & t(n1,n3,n5,n4,n0) = n2
% 212.25/26.84 & t(n1,n3,n5,n4,n1) = n2
% 212.25/26.84 & t(n1,n3,n5,n4,n2) = n2
% 212.25/26.84 & t(n1,n3,n5,n4,n3) = n2
% 212.25/26.84 & t(n1,n3,n5,n4,n4) = n2
% 212.25/26.84 & t(n1,n3,n5,n4,n5) = n2
% 212.25/26.84 & t(n1,n3,n5,n5,n0) = n2
% 212.25/26.84 & t(n1,n3,n5,n5,n1) = n2
% 212.25/26.84 & t(n1,n3,n5,n5,n2) = n2
% 212.25/26.84 & t(n1,n3,n5,n5,n3) = n2
% 212.25/26.84 & t(n1,n3,n5,n5,n4) = n2
% 212.25/26.84 & t(n1,n3,n5,n5,n5) = n2
% 212.25/26.84 & t(n1,n4,n0,n0,n0) = n2
% 212.25/26.84 & t(n1,n4,n0,n0,n1) = n2
% 212.25/26.84 & t(n1,n4,n0,n0,n2) = n2
% 212.25/26.84 & t(n1,n4,n0,n0,n3) = n3
% 212.25/26.84 & t(n1,n4,n0,n0,n4) = n2
% 212.25/26.84 & t(n1,n4,n0,n0,n5) = n2
% 212.25/26.84 & t(n1,n4,n0,n1,n0) = n3
% 212.25/26.84 & t(n1,n4,n0,n1,n1) = n2
% 212.25/26.84 & t(n1,n4,n0,n1,n2) = n2
% 212.25/26.84 & t(n1,n4,n0,n1,n3) = n3
% 212.25/26.84 & t(n1,n4,n0,n1,n4) = n2
% 212.25/26.84 & t(n1,n4,n0,n1,n5) = n2
% 212.25/26.84 & t(n1,n4,n0,n2,n0) = n2
% 212.25/26.84 & t(n1,n4,n0,n2,n1) = n2
% 212.25/26.84 & t(n1,n4,n0,n2,n2) = n2
% 212.25/26.84 & t(n1,n4,n0,n2,n3) = n2
% 212.25/26.84 & t(n1,n4,n0,n2,n4) = n2
% 212.25/26.84 & t(n1,n4,n0,n2,n5) = n2
% 212.25/26.84 & t(n1,n4,n0,n3,n0) = n3
% 212.25/26.84 & t(n1,n4,n0,n3,n1) = n2
% 212.25/26.84 & t(n1,n4,n0,n3,n2) = n2
% 212.25/26.84 & t(n1,n4,n0,n3,n3) = n3
% 212.25/26.84 & t(n1,n4,n0,n3,n4) = n2
% 212.25/26.84 & t(n1,n4,n0,n3,n5) = n2
% 212.25/26.84 & t(n1,n4,n0,n4,n0) = n2
% 212.25/26.84 & t(n1,n4,n0,n4,n1) = n2
% 212.25/26.84 & t(n1,n4,n0,n4,n2) = n2
% 212.25/26.84 & t(n1,n4,n0,n4,n3) = n2
% 212.25/26.84 & t(n1,n4,n0,n4,n4) = n2
% 212.25/26.84 & t(n1,n4,n0,n4,n5) = n2
% 212.25/26.84 & t(n1,n4,n0,n5,n0) = n2
% 212.25/26.84 & t(n1,n4,n0,n5,n1) = n2
% 212.25/26.84 & t(n1,n4,n0,n5,n2) = n2
% 212.25/26.84 & t(n1,n4,n0,n5,n3) = n2
% 212.25/26.84 & t(n1,n4,n0,n5,n4) = n2
% 212.25/26.84 & t(n1,n4,n0,n5,n5) = n2
% 212.25/26.84 & t(n1,n4,n1,n0,n0) = n2
% 212.25/26.84 & t(n1,n4,n1,n0,n1) = n2
% 212.25/26.84 & t(n1,n4,n1,n0,n2) = n2
% 212.25/26.84 & t(n1,n4,n1,n0,n3) = n2
% 212.25/26.84 & t(n1,n4,n1,n0,n4) = n2
% 212.25/26.84 & t(n1,n4,n1,n0,n5) = n2
% 212.25/26.84 & t(n1,n4,n1,n1,n0) = n2
% 212.25/26.84 & t(n1,n4,n1,n1,n1) = n1
% 212.25/26.84 & t(n1,n4,n1,n1,n2) = n2
% 212.25/26.84 & t(n1,n4,n1,n1,n3) = n1
% 212.25/26.84 & t(n1,n4,n1,n1,n4) = n2
% 212.25/26.84 & t(n1,n4,n1,n1,n5) = n2
% 212.25/26.84 & t(n1,n4,n1,n2,n0) = n2
% 212.25/26.84 & t(n1,n4,n1,n2,n1) = n2
% 212.25/26.84 & t(n1,n4,n1,n2,n2) = n2
% 212.25/26.84 & t(n1,n4,n1,n2,n3) = n2
% 212.25/26.84 & t(n1,n4,n1,n2,n4) = n2
% 212.25/26.84 & t(n1,n4,n1,n2,n5) = n2
% 212.25/26.84 & t(n1,n4,n1,n3,n0) = n2
% 212.25/26.84 & t(n1,n4,n1,n3,n1) = n1
% 212.25/26.84 & t(n1,n4,n1,n3,n2) = n2
% 212.25/26.84 & t(n1,n4,n1,n3,n3) = n3
% 212.25/26.84 & t(n1,n4,n1,n3,n4) = n2
% 212.25/26.84 & t(n1,n4,n1,n3,n5) = n2
% 212.25/26.84 & t(n1,n4,n1,n4,n0) = n2
% 212.25/26.84 & t(n1,n4,n1,n4,n1) = n2
% 212.25/26.84 & t(n1,n4,n1,n4,n2) = n2
% 212.25/26.84 & t(n1,n4,n1,n4,n3) = n2
% 212.25/26.84 & t(n1,n4,n1,n4,n4) = n2
% 212.25/26.84 & t(n1,n4,n1,n4,n5) = n2
% 212.25/26.84 & t(n1,n4,n1,n5,n0) = n2
% 212.25/26.84 & t(n1,n4,n1,n5,n1) = n2
% 212.25/26.84 & t(n1,n4,n1,n5,n2) = n2
% 212.25/26.84 & t(n1,n4,n1,n5,n3) = n2
% 212.25/26.84 & t(n1,n4,n1,n5,n4) = n2
% 212.25/26.84 & t(n1,n4,n1,n5,n5) = n2
% 212.25/26.84 & t(n1,n4,n2,n0,n0) = n2
% 212.25/26.84 & t(n1,n4,n2,n0,n1) = n2
% 212.25/26.84 & t(n1,n4,n2,n0,n2) = n2
% 212.25/26.84 & t(n1,n4,n2,n0,n3) = n2
% 212.25/26.84 & t(n1,n4,n2,n0,n4) = n2
% 212.25/26.84 & t(n1,n4,n2,n0,n5) = n2
% 212.25/26.84 & t(n1,n4,n2,n1,n0) = n2
% 212.25/26.84 & t(n1,n4,n2,n1,n1) = n2
% 212.25/26.84 & t(n1,n4,n2,n1,n2) = n2
% 212.25/26.84 & t(n1,n4,n2,n1,n3) = n2
% 212.25/26.84 & t(n1,n4,n2,n1,n4) = n2
% 212.25/26.84 & t(n1,n4,n2,n1,n5) = n2
% 212.25/26.84 & t(n1,n4,n2,n2,n0) = n2
% 212.25/26.84 & t(n1,n4,n2,n2,n1) = n2
% 212.25/26.84 & t(n1,n4,n2,n2,n2) = n2
% 212.25/26.84 & t(n1,n4,n2,n2,n3) = n2
% 212.25/26.84 & t(n1,n4,n2,n2,n4) = n2
% 212.25/26.84 & t(n1,n4,n2,n2,n5) = n2
% 212.25/26.84 & t(n1,n4,n2,n3,n0) = n2
% 212.25/26.84 & t(n1,n4,n2,n3,n1) = n2
% 212.25/26.84 & t(n1,n4,n2,n3,n2) = n2
% 212.25/26.84 & t(n1,n4,n2,n3,n3) = n2
% 212.25/26.84 & t(n1,n4,n2,n3,n4) = n2
% 212.25/26.84 & t(n1,n4,n2,n3,n5) = n2
% 212.25/26.84 & t(n1,n4,n2,n4,n0) = n2
% 212.25/26.84 & t(n1,n4,n2,n4,n1) = n2
% 212.25/26.84 & t(n1,n4,n2,n4,n2) = n2
% 212.25/26.84 & t(n1,n4,n2,n4,n3) = n2
% 212.25/26.84 & t(n1,n4,n2,n4,n4) = n2
% 212.25/26.84 & t(n1,n4,n2,n4,n5) = n2
% 212.25/26.84 & t(n1,n4,n2,n5,n0) = n2
% 212.25/26.84 & t(n1,n4,n2,n5,n1) = n2
% 212.25/26.84 & t(n1,n4,n2,n5,n2) = n2
% 212.25/26.84 & t(n1,n4,n2,n5,n3) = n2
% 212.25/26.84 & t(n1,n4,n2,n5,n4) = n2
% 212.25/26.84 & t(n1,n4,n2,n5,n5) = n2
% 212.25/26.84 & t(n1,n4,n3,n0,n0) = n2
% 212.25/26.84 & t(n1,n4,n3,n0,n1) = n2
% 212.25/26.84 & t(n1,n4,n3,n0,n2) = n2
% 212.25/26.84 & t(n1,n4,n3,n0,n3) = n2
% 212.25/26.84 & t(n1,n4,n3,n0,n4) = n2
% 212.25/26.84 & t(n1,n4,n3,n0,n5) = n2
% 212.25/26.84 & t(n1,n4,n3,n1,n0) = n2
% 212.25/26.84 & t(n1,n4,n3,n1,n1) = n1
% 212.25/26.84 & t(n1,n4,n3,n1,n2) = n2
% 212.25/26.84 & t(n1,n4,n3,n1,n3) = n3
% 212.25/26.84 & t(n1,n4,n3,n1,n4) = n2
% 212.25/26.84 & t(n1,n4,n3,n1,n5) = n2
% 212.25/26.84 & t(n1,n4,n3,n2,n0) = n2
% 212.25/26.84 & t(n1,n4,n3,n2,n1) = n2
% 212.25/26.84 & t(n1,n4,n3,n2,n2) = n2
% 212.25/26.84 & t(n1,n4,n3,n2,n3) = n2
% 212.25/26.84 & t(n1,n4,n3,n2,n4) = n2
% 212.25/26.84 & t(n1,n4,n3,n2,n5) = n2
% 212.25/26.84 & t(n1,n4,n3,n3,n0) = n3
% 212.25/26.84 & t(n1,n4,n3,n3,n1) = n3
% 212.25/26.84 & t(n1,n4,n3,n3,n2) = n2
% 212.25/26.84 & t(n1,n4,n3,n3,n3) = n3
% 212.25/26.84 & t(n1,n4,n3,n3,n4) = n3
% 212.25/26.84 & t(n1,n4,n3,n3,n5) = n2
% 212.25/26.84 & t(n1,n4,n3,n4,n0) = n2
% 212.25/26.84 & t(n1,n4,n3,n4,n1) = n2
% 212.25/26.84 & t(n1,n4,n3,n4,n2) = n2
% 212.25/26.84 & t(n1,n4,n3,n4,n3) = n2
% 212.25/26.84 & t(n1,n4,n3,n4,n4) = n2
% 212.25/26.84 & t(n1,n4,n3,n4,n5) = n2
% 212.25/26.84 & t(n1,n4,n3,n5,n0) = n2
% 212.25/26.84 & t(n1,n4,n3,n5,n1) = n2
% 212.25/26.84 & t(n1,n4,n3,n5,n2) = n2
% 212.25/26.84 & t(n1,n4,n3,n5,n3) = n2
% 212.25/26.84 & t(n1,n4,n3,n5,n4) = n2
% 212.25/26.84 & t(n1,n4,n3,n5,n5) = n2
% 212.25/26.84 & t(n1,n4,n4,n0,n0) = n2
% 212.25/26.84 & t(n1,n4,n4,n0,n1) = n2
% 212.25/26.84 & t(n1,n4,n4,n0,n2) = n2
% 212.25/26.84 & t(n1,n4,n4,n0,n3) = n2
% 212.25/26.84 & t(n1,n4,n4,n0,n4) = n2
% 212.25/26.84 & t(n1,n4,n4,n0,n5) = n2
% 212.25/26.84 & t(n1,n4,n4,n1,n0) = n2
% 212.25/26.84 & t(n1,n4,n4,n1,n1) = n2
% 212.25/26.84 & t(n1,n4,n4,n1,n2) = n2
% 212.25/26.84 & t(n1,n4,n4,n1,n3) = n2
% 212.25/26.84 & t(n1,n4,n4,n1,n4) = n2
% 212.25/26.84 & t(n1,n4,n4,n1,n5) = n2
% 212.25/26.84 & t(n1,n4,n4,n2,n0) = n2
% 212.25/26.84 & t(n1,n4,n4,n2,n1) = n2
% 212.25/26.84 & t(n1,n4,n4,n2,n2) = n2
% 212.25/26.84 & t(n1,n4,n4,n2,n3) = n2
% 212.25/26.84 & t(n1,n4,n4,n2,n4) = n2
% 212.25/26.84 & t(n1,n4,n4,n2,n5) = n2
% 212.25/26.84 & t(n1,n4,n4,n3,n0) = n2
% 212.25/26.84 & t(n1,n4,n4,n3,n1) = n2
% 212.25/26.84 & t(n1,n4,n4,n3,n2) = n2
% 212.25/26.84 & t(n1,n4,n4,n3,n3) = n2
% 212.25/26.84 & t(n1,n4,n4,n3,n4) = n2
% 212.25/26.84 & t(n1,n4,n4,n3,n5) = n2
% 212.25/26.84 & t(n1,n4,n4,n4,n0) = n2
% 212.25/26.84 & t(n1,n4,n4,n4,n1) = n2
% 212.25/26.84 & t(n1,n4,n4,n4,n2) = n2
% 212.25/26.84 & t(n1,n4,n4,n4,n3) = n2
% 212.25/26.84 & t(n1,n4,n4,n4,n4) = n4
% 212.25/26.84 & t(n1,n4,n4,n4,n5) = n4
% 212.25/26.84 & t(n1,n4,n4,n5,n0) = n2
% 212.25/26.84 & t(n1,n4,n4,n5,n1) = n2
% 212.25/26.84 & t(n1,n4,n4,n5,n2) = n2
% 212.25/26.84 & t(n1,n4,n4,n5,n3) = n2
% 212.25/26.84 & t(n1,n4,n4,n5,n4) = n4
% 212.25/26.84 & t(n1,n4,n4,n5,n5) = n2
% 212.25/26.84 & t(n1,n4,n5,n0,n0) = n2
% 212.25/26.84 & t(n1,n4,n5,n0,n1) = n2
% 212.25/26.84 & t(n1,n4,n5,n0,n2) = n2
% 212.25/26.84 & t(n1,n4,n5,n0,n3) = n2
% 212.25/26.84 & t(n1,n4,n5,n0,n4) = n2
% 212.25/26.84 & t(n1,n4,n5,n0,n5) = n2
% 212.25/26.84 & t(n1,n4,n5,n1,n0) = n2
% 212.25/26.84 & t(n1,n4,n5,n1,n1) = n2
% 212.25/26.84 & t(n1,n4,n5,n1,n2) = n2
% 212.25/26.84 & t(n1,n4,n5,n1,n3) = n2
% 212.25/26.84 & t(n1,n4,n5,n1,n4) = n2
% 212.25/26.84 & t(n1,n4,n5,n1,n5) = n2
% 212.25/26.84 & t(n1,n4,n5,n2,n0) = n2
% 212.25/26.84 & t(n1,n4,n5,n2,n1) = n2
% 212.25/26.84 & t(n1,n4,n5,n2,n2) = n2
% 212.25/26.84 & t(n1,n4,n5,n2,n3) = n2
% 212.25/26.84 & t(n1,n4,n5,n2,n4) = n2
% 212.25/26.84 & t(n1,n4,n5,n2,n5) = n2
% 212.25/26.84 & t(n1,n4,n5,n3,n0) = n2
% 212.25/26.84 & t(n1,n4,n5,n3,n1) = n2
% 212.25/26.84 & t(n1,n4,n5,n3,n2) = n2
% 212.25/26.84 & t(n1,n4,n5,n3,n3) = n2
% 212.25/26.84 & t(n1,n4,n5,n3,n4) = n2
% 212.25/26.84 & t(n1,n4,n5,n3,n5) = n2
% 212.25/26.84 & t(n1,n4,n5,n4,n0) = n2
% 212.25/26.84 & t(n1,n4,n5,n4,n1) = n2
% 212.25/26.84 & t(n1,n4,n5,n4,n2) = n2
% 212.25/26.84 & t(n1,n4,n5,n4,n3) = n2
% 212.25/26.84 & t(n1,n4,n5,n4,n4) = n4
% 212.25/26.84 & t(n1,n4,n5,n4,n5) = n4
% 212.25/26.84 & t(n1,n4,n5,n5,n0) = n2
% 212.25/26.84 & t(n1,n4,n5,n5,n1) = n2
% 212.25/26.84 & t(n1,n4,n5,n5,n2) = n2
% 212.25/26.84 & t(n1,n4,n5,n5,n3) = n2
% 212.25/26.84 & t(n1,n4,n5,n5,n4) = n2
% 212.25/26.84 & t(n1,n4,n5,n5,n5) = n2
% 212.25/26.84 & t(n1,n5,n0,n0,n0) = n2
% 212.25/26.84 & t(n1,n5,n0,n0,n1) = n2
% 212.25/26.84 & t(n1,n5,n0,n0,n2) = n2
% 212.25/26.84 & t(n1,n5,n0,n0,n3) = n2
% 212.25/26.84 & t(n1,n5,n0,n0,n4) = n2
% 212.25/26.84 & t(n1,n5,n0,n0,n5) = n2
% 212.25/26.84 & t(n1,n5,n0,n1,n0) = n2
% 212.25/26.84 & t(n1,n5,n0,n1,n1) = n2
% 212.25/26.84 & t(n1,n5,n0,n1,n2) = n2
% 212.25/26.84 & t(n1,n5,n0,n1,n3) = n2
% 212.25/26.84 & t(n1,n5,n0,n1,n4) = n2
% 212.25/26.84 & t(n1,n5,n0,n1,n5) = n2
% 212.25/26.84 & t(n1,n5,n0,n2,n0) = n2
% 212.25/26.84 & t(n1,n5,n0,n2,n1) = n2
% 212.25/26.84 & t(n1,n5,n0,n2,n2) = n2
% 212.25/26.84 & t(n1,n5,n0,n2,n3) = n2
% 212.25/26.84 & t(n1,n5,n0,n2,n4) = n2
% 212.25/26.84 & t(n1,n5,n0,n2,n5) = n2
% 212.25/26.84 & t(n1,n5,n0,n3,n0) = n2
% 212.25/26.84 & t(n1,n5,n0,n3,n1) = n2
% 212.25/26.84 & t(n1,n5,n0,n3,n2) = n2
% 212.25/26.84 & t(n1,n5,n0,n3,n3) = n3
% 212.25/26.84 & t(n1,n5,n0,n3,n4) = n2
% 212.25/26.84 & t(n1,n5,n0,n3,n5) = n2
% 212.25/26.84 & t(n1,n5,n0,n4,n0) = n2
% 212.25/26.84 & t(n1,n5,n0,n4,n1) = n2
% 212.25/26.84 & t(n1,n5,n0,n4,n2) = n2
% 212.25/26.84 & t(n1,n5,n0,n4,n3) = n2
% 212.25/26.84 & t(n1,n5,n0,n4,n4) = n2
% 212.25/26.84 & t(n1,n5,n0,n4,n5) = n2
% 212.25/26.84 & t(n1,n5,n0,n5,n0) = n2
% 212.25/26.84 & t(n1,n5,n0,n5,n1) = n2
% 212.25/26.84 & t(n1,n5,n0,n5,n2) = n2
% 212.25/26.84 & t(n1,n5,n0,n5,n3) = n2
% 212.25/26.84 & t(n1,n5,n0,n5,n4) = n2
% 212.25/26.84 & t(n1,n5,n0,n5,n5) = n2
% 212.25/26.84 & t(n1,n5,n1,n0,n0) = n2
% 212.25/26.84 & t(n1,n5,n1,n0,n1) = n2
% 212.25/26.84 & t(n1,n5,n1,n0,n2) = n2
% 212.25/26.84 & t(n1,n5,n1,n0,n3) = n2
% 212.25/26.84 & t(n1,n5,n1,n0,n4) = n2
% 212.25/26.84 & t(n1,n5,n1,n0,n5) = n2
% 212.25/26.84 & t(n1,n5,n1,n1,n0) = n2
% 212.25/26.84 & t(n1,n5,n1,n1,n1) = n1
% 212.25/26.84 & t(n1,n5,n1,n1,n2) = n2
% 212.25/26.84 & t(n1,n5,n1,n1,n3) = n1
% 212.25/26.84 & t(n1,n5,n1,n1,n4) = n2
% 212.25/26.84 & t(n1,n5,n1,n1,n5) = n2
% 212.25/26.84 & t(n1,n5,n1,n2,n0) = n2
% 212.25/26.84 & t(n1,n5,n1,n2,n1) = n2
% 212.25/26.84 & t(n1,n5,n1,n2,n2) = n2
% 212.25/26.84 & t(n1,n5,n1,n2,n3) = n2
% 212.25/26.84 & t(n1,n5,n1,n2,n4) = n2
% 212.25/26.84 & t(n1,n5,n1,n2,n5) = n2
% 212.25/26.84 & t(n1,n5,n1,n3,n0) = n2
% 212.25/26.84 & t(n1,n5,n1,n3,n1) = n1
% 212.25/26.84 & t(n1,n5,n1,n3,n2) = n2
% 212.25/26.84 & t(n1,n5,n1,n3,n3) = n3
% 212.25/26.84 & t(n1,n5,n1,n3,n4) = n2
% 212.25/26.84 & t(n1,n5,n1,n3,n5) = n2
% 212.25/26.84 & t(n1,n5,n1,n4,n0) = n2
% 212.25/26.84 & t(n1,n5,n1,n4,n1) = n2
% 212.25/26.84 & t(n1,n5,n1,n4,n2) = n2
% 212.25/26.84 & t(n1,n5,n1,n4,n3) = n2
% 212.25/26.84 & t(n1,n5,n1,n4,n4) = n2
% 212.25/26.84 & t(n1,n5,n1,n4,n5) = n2
% 212.25/26.84 & t(n1,n5,n1,n5,n0) = n2
% 212.25/26.84 & t(n1,n5,n1,n5,n1) = n2
% 212.25/26.84 & t(n1,n5,n1,n5,n2) = n2
% 212.25/26.84 & t(n1,n5,n1,n5,n3) = n2
% 212.25/26.84 & t(n1,n5,n1,n5,n4) = n2
% 212.25/26.84 & t(n1,n5,n1,n5,n5) = n2
% 212.25/26.84 & t(n1,n5,n2,n0,n0) = n2
% 212.25/26.84 & t(n1,n5,n2,n0,n1) = n2
% 212.25/26.84 & t(n1,n5,n2,n0,n2) = n2
% 212.25/26.84 & t(n1,n5,n2,n0,n3) = n2
% 212.25/26.84 & t(n1,n5,n2,n0,n4) = n2
% 212.25/26.84 & t(n1,n5,n2,n0,n5) = n2
% 212.25/26.84 & t(n1,n5,n2,n1,n0) = n2
% 212.25/26.84 & t(n1,n5,n2,n1,n1) = n2
% 212.25/26.84 & t(n1,n5,n2,n1,n2) = n2
% 212.25/26.84 & t(n1,n5,n2,n1,n3) = n2
% 212.25/26.84 & t(n1,n5,n2,n1,n4) = n2
% 212.25/26.84 & t(n1,n5,n2,n1,n5) = n2
% 212.25/26.84 & t(n1,n5,n2,n2,n0) = n2
% 212.25/26.84 & t(n1,n5,n2,n2,n1) = n2
% 212.25/26.84 & t(n1,n5,n2,n2,n2) = n2
% 212.25/26.84 & t(n1,n5,n2,n2,n3) = n2
% 212.25/26.84 & t(n1,n5,n2,n2,n4) = n2
% 212.25/26.84 & t(n1,n5,n2,n2,n5) = n2
% 212.25/26.84 & t(n1,n5,n2,n3,n0) = n2
% 212.25/26.84 & t(n1,n5,n2,n3,n1) = n2
% 212.25/26.84 & t(n1,n5,n2,n3,n2) = n2
% 212.25/26.84 & t(n1,n5,n2,n3,n3) = n2
% 212.25/26.84 & t(n1,n5,n2,n3,n4) = n2
% 212.25/26.84 & t(n1,n5,n2,n3,n5) = n2
% 212.25/26.84 & t(n1,n5,n2,n4,n0) = n2
% 212.25/26.84 & t(n1,n5,n2,n4,n1) = n2
% 212.25/26.84 & t(n1,n5,n2,n4,n2) = n2
% 212.25/26.84 & t(n1,n5,n2,n4,n3) = n2
% 212.25/26.84 & t(n1,n5,n2,n4,n4) = n2
% 212.25/26.84 & t(n1,n5,n2,n4,n5) = n2
% 212.25/26.84 & t(n1,n5,n2,n5,n0) = n2
% 212.25/26.84 & t(n1,n5,n2,n5,n1) = n2
% 212.25/26.84 & t(n1,n5,n2,n5,n2) = n2
% 212.25/26.84 & t(n1,n5,n2,n5,n3) = n2
% 212.25/26.84 & t(n1,n5,n2,n5,n4) = n2
% 212.25/26.84 & t(n1,n5,n2,n5,n5) = n2
% 212.25/26.84 & t(n1,n5,n3,n0,n0) = n2
% 212.25/26.84 & t(n1,n5,n3,n0,n1) = n2
% 212.25/26.84 & t(n1,n5,n3,n0,n2) = n2
% 212.25/26.84 & t(n1,n5,n3,n0,n3) = n2
% 212.25/26.84 & t(n1,n5,n3,n0,n4) = n3
% 212.25/26.84 & t(n1,n5,n3,n0,n5) = n2
% 212.25/26.84 & t(n1,n5,n3,n1,n0) = n2
% 212.25/26.84 & t(n1,n5,n3,n1,n1) = n1
% 212.25/26.84 & t(n1,n5,n3,n1,n2) = n2
% 212.25/26.84 & t(n1,n5,n3,n1,n3) = n3
% 212.25/26.84 & t(n1,n5,n3,n1,n4) = n2
% 212.25/26.84 & t(n1,n5,n3,n1,n5) = n2
% 212.25/26.84 & t(n1,n5,n3,n2,n0) = n2
% 212.25/26.84 & t(n1,n5,n3,n2,n1) = n2
% 212.25/26.84 & t(n1,n5,n3,n2,n2) = n2
% 212.25/26.84 & t(n1,n5,n3,n2,n3) = n2
% 212.25/26.84 & t(n1,n5,n3,n2,n4) = n2
% 212.25/26.84 & t(n1,n5,n3,n2,n5) = n2
% 212.25/26.84 & t(n1,n5,n3,n3,n0) = n2
% 212.25/26.84 & t(n1,n5,n3,n3,n1) = n3
% 212.25/26.84 & t(n1,n5,n3,n3,n2) = n2
% 212.25/26.84 & t(n1,n5,n3,n3,n3) = n3
% 212.25/26.84 & t(n1,n5,n3,n3,n4) = n2
% 212.25/26.84 & t(n1,n5,n3,n3,n5) = n2
% 212.25/26.84 & t(n1,n5,n3,n4,n0) = n2
% 212.25/26.84 & t(n1,n5,n3,n4,n1) = n2
% 212.25/26.84 & t(n1,n5,n3,n4,n2) = n2
% 212.25/26.84 & t(n1,n5,n3,n4,n3) = n2
% 212.25/26.84 & t(n1,n5,n3,n4,n4) = n2
% 212.25/26.84 & t(n1,n5,n3,n4,n5) = n2
% 212.25/26.84 & t(n1,n5,n3,n5,n0) = n2
% 212.25/26.84 & t(n1,n5,n3,n5,n1) = n2
% 212.25/26.84 & t(n1,n5,n3,n5,n2) = n2
% 212.25/26.84 & t(n1,n5,n3,n5,n3) = n2
% 212.25/26.84 & t(n1,n5,n3,n5,n4) = n2
% 212.25/26.84 & t(n1,n5,n3,n5,n5) = n2
% 212.25/26.84 & t(n1,n5,n4,n0,n0) = n2
% 212.25/26.84 & t(n1,n5,n4,n0,n1) = n2
% 212.25/26.84 & t(n1,n5,n4,n0,n2) = n2
% 212.25/26.84 & t(n1,n5,n4,n0,n3) = n2
% 212.25/26.84 & t(n1,n5,n4,n0,n4) = n2
% 212.25/26.84 & t(n1,n5,n4,n0,n5) = n2
% 212.25/26.84 & t(n1,n5,n4,n1,n0) = n2
% 212.25/26.84 & t(n1,n5,n4,n1,n1) = n2
% 212.25/26.84 & t(n1,n5,n4,n1,n2) = n2
% 212.25/26.84 & t(n1,n5,n4,n1,n3) = n2
% 212.25/26.84 & t(n1,n5,n4,n1,n4) = n2
% 212.25/26.84 & t(n1,n5,n4,n1,n5) = n2
% 212.25/26.84 & t(n1,n5,n4,n2,n0) = n2
% 212.25/26.84 & t(n1,n5,n4,n2,n1) = n2
% 212.25/26.84 & t(n1,n5,n4,n2,n2) = n2
% 212.25/26.84 & t(n1,n5,n4,n2,n3) = n2
% 212.25/26.84 & t(n1,n5,n4,n2,n4) = n2
% 212.25/26.84 & t(n1,n5,n4,n2,n5) = n2
% 212.25/26.84 & t(n1,n5,n4,n3,n0) = n2
% 212.25/26.84 & t(n1,n5,n4,n3,n1) = n2
% 212.25/26.84 & t(n1,n5,n4,n3,n2) = n2
% 212.25/26.84 & t(n1,n5,n4,n3,n3) = n2
% 212.25/26.84 & t(n1,n5,n4,n3,n4) = n2
% 212.25/26.84 & t(n1,n5,n4,n3,n5) = n2
% 212.25/26.84 & t(n1,n5,n4,n4,n0) = n2
% 212.25/26.84 & t(n1,n5,n4,n4,n1) = n2
% 212.25/26.84 & t(n1,n5,n4,n4,n2) = n2
% 212.25/26.84 & t(n1,n5,n4,n4,n3) = n2
% 212.25/26.84 & t(n1,n5,n4,n4,n4) = n4
% 212.25/26.84 & t(n1,n5,n4,n4,n5) = n2
% 212.25/26.84 & t(n1,n5,n4,n5,n0) = n2
% 212.25/26.84 & t(n1,n5,n4,n5,n1) = n2
% 212.25/26.84 & t(n1,n5,n4,n5,n2) = n2
% 212.25/26.84 & t(n1,n5,n4,n5,n3) = n2
% 212.25/26.84 & t(n1,n5,n4,n5,n4) = n4
% 212.25/26.84 & t(n1,n5,n4,n5,n5) = n2
% 212.25/26.84 & t(n1,n5,n5,n0,n0) = n2
% 212.25/26.84 & t(n1,n5,n5,n0,n1) = n2
% 212.25/26.84 & t(n1,n5,n5,n0,n2) = n2
% 212.25/26.84 & t(n1,n5,n5,n0,n3) = n2
% 212.25/26.84 & t(n1,n5,n5,n0,n4) = n2
% 212.25/26.84 & t(n1,n5,n5,n0,n5) = n2
% 212.25/26.84 & t(n1,n5,n5,n1,n0) = n2
% 212.25/26.84 & t(n1,n5,n5,n1,n1) = n2
% 212.25/26.84 & t(n1,n5,n5,n1,n2) = n2
% 212.25/26.84 & t(n1,n5,n5,n1,n3) = n2
% 212.25/26.84 & t(n1,n5,n5,n1,n4) = n2
% 212.25/26.84 & t(n1,n5,n5,n1,n5) = n2
% 212.25/26.84 & t(n1,n5,n5,n2,n0) = n2
% 212.25/26.84 & t(n1,n5,n5,n2,n1) = n2
% 212.25/26.84 & t(n1,n5,n5,n2,n2) = n2
% 212.25/26.84 & t(n1,n5,n5,n2,n3) = n2
% 212.25/26.84 & t(n1,n5,n5,n2,n4) = n2
% 212.25/26.84 & t(n1,n5,n5,n2,n5) = n2
% 212.25/26.84 & t(n1,n5,n5,n3,n0) = n2
% 212.25/26.84 & t(n1,n5,n5,n3,n1) = n2
% 212.25/26.84 & t(n1,n5,n5,n3,n2) = n2
% 212.25/26.84 & t(n1,n5,n5,n3,n3) = n2
% 212.25/26.84 & t(n1,n5,n5,n3,n4) = n2
% 212.25/26.84 & t(n1,n5,n5,n3,n5) = n2
% 212.25/26.84 & t(n1,n5,n5,n4,n0) = n2
% 212.25/26.84 & t(n1,n5,n5,n4,n1) = n2
% 212.25/26.84 & t(n1,n5,n5,n4,n2) = n2
% 212.25/26.84 & t(n1,n5,n5,n4,n3) = n2
% 212.25/26.84 & t(n1,n5,n5,n4,n4) = n4
% 212.25/26.84 & t(n1,n5,n5,n4,n5) = n5
% 212.25/26.84 & t(n1,n5,n5,n5,n0) = n2
% 212.25/26.84 & t(n1,n5,n5,n5,n1) = n2
% 212.25/26.84 & t(n1,n5,n5,n5,n2) = n2
% 212.25/26.84 & t(n1,n5,n5,n5,n3) = n2
% 212.25/26.84 & t(n1,n5,n5,n5,n4) = n4
% 212.25/26.84 & t(n1,n5,n5,n5,n5) = n5
% 212.25/26.84 & t(n2,n0,n0,n0,n0) = n0
% 212.25/26.84 & t(n2,n0,n0,n0,n1) = n2
% 212.25/26.84 & t(n2,n0,n0,n0,n2) = n2
% 212.25/26.84 & t(n2,n0,n0,n0,n3) = n2
% 212.25/26.84 & t(n2,n0,n0,n0,n4) = n2
% 212.25/26.84 & t(n2,n0,n0,n0,n5) = n2
% 212.25/26.84 & t(n2,n0,n0,n1,n0) = n2
% 212.25/26.84 & t(n2,n0,n0,n1,n1) = n2
% 212.25/26.84 & t(n2,n0,n0,n1,n2) = n2
% 212.25/26.84 & t(n2,n0,n0,n1,n3) = n3
% 212.25/26.84 & t(n2,n0,n0,n1,n4) = n2
% 212.25/26.84 & t(n2,n0,n0,n1,n5) = n2
% 212.25/26.84 & t(n2,n0,n0,n2,n0) = n2
% 212.25/26.84 & t(n2,n0,n0,n2,n1) = n2
% 212.25/26.84 & t(n2,n0,n0,n2,n2) = n2
% 212.25/26.84 & t(n2,n0,n0,n2,n3) = n2
% 212.25/26.84 & t(n2,n0,n0,n2,n4) = n2
% 212.25/26.84 & t(n2,n0,n0,n2,n5) = n2
% 212.25/26.84 & t(n2,n0,n0,n3,n0) = n2
% 212.25/26.84 & t(n2,n0,n0,n3,n1) = n3
% 212.25/26.84 & t(n2,n0,n0,n3,n2) = n2
% 212.25/26.84 & t(n2,n0,n0,n3,n3) = n3
% 212.25/26.84 & t(n2,n0,n0,n3,n4) = n2
% 212.25/26.84 & t(n2,n0,n0,n3,n5) = n2
% 212.25/26.84 & t(n2,n0,n0,n4,n0) = n2
% 212.25/26.84 & t(n2,n0,n0,n4,n1) = n2
% 212.25/26.84 & t(n2,n0,n0,n4,n2) = n2
% 212.25/26.84 & t(n2,n0,n0,n4,n3) = n2
% 212.25/26.84 & t(n2,n0,n0,n4,n4) = n2
% 212.25/26.84 & t(n2,n0,n0,n4,n5) = n2
% 212.25/26.84 & t(n2,n0,n0,n5,n0) = n2
% 212.25/26.84 & t(n2,n0,n0,n5,n1) = n2
% 212.25/26.84 & t(n2,n0,n0,n5,n2) = n2
% 212.25/26.84 & t(n2,n0,n0,n5,n3) = n2
% 212.25/26.84 & t(n2,n0,n0,n5,n4) = n2
% 212.25/26.84 & t(n2,n0,n0,n5,n5) = n2
% 212.25/26.84 & t(n2,n0,n1,n0,n0) = n2
% 212.25/26.84 & t(n2,n0,n1,n0,n1) = n2
% 212.25/26.84 & t(n2,n0,n1,n0,n2) = n2
% 212.25/26.84 & t(n2,n0,n1,n0,n3) = n2
% 212.25/26.84 & t(n2,n0,n1,n0,n4) = n2
% 212.25/26.84 & t(n2,n0,n1,n0,n5) = n2
% 212.25/26.84 & t(n2,n0,n1,n1,n0) = n2
% 212.25/26.84 & t(n2,n0,n1,n1,n1) = n2
% 212.25/26.84 & t(n2,n0,n1,n1,n2) = n2
% 212.25/26.84 & t(n2,n0,n1,n1,n3) = n2
% 212.25/26.84 & t(n2,n0,n1,n1,n4) = n2
% 212.25/26.84 & t(n2,n0,n1,n1,n5) = n2
% 212.25/26.84 & t(n2,n0,n1,n2,n0) = n2
% 212.25/26.84 & t(n2,n0,n1,n2,n1) = n2
% 212.25/26.84 & t(n2,n0,n1,n2,n2) = n2
% 212.25/26.84 & t(n2,n0,n1,n2,n3) = n2
% 212.25/26.84 & t(n2,n0,n1,n2,n4) = n2
% 212.25/26.84 & t(n2,n0,n1,n2,n5) = n2
% 212.25/26.84 & t(n2,n0,n1,n3,n0) = n2
% 212.25/26.84 & t(n2,n0,n1,n3,n1) = n2
% 212.25/26.84 & t(n2,n0,n1,n3,n2) = n2
% 212.25/26.84 & t(n2,n0,n1,n3,n3) = n3
% 212.25/26.84 & t(n2,n0,n1,n3,n4) = n2
% 212.25/26.84 & t(n2,n0,n1,n3,n5) = n2
% 212.25/26.84 & t(n2,n0,n1,n4,n0) = n2
% 212.25/26.84 & t(n2,n0,n1,n4,n1) = n2
% 212.25/26.84 & t(n2,n0,n1,n4,n2) = n2
% 212.25/26.84 & t(n2,n0,n1,n4,n3) = n2
% 212.25/26.84 & t(n2,n0,n1,n4,n4) = n2
% 212.25/26.84 & t(n2,n0,n1,n4,n5) = n2
% 212.25/26.84 & t(n2,n0,n1,n5,n0) = n2
% 212.25/26.84 & t(n2,n0,n1,n5,n1) = n2
% 212.25/26.84 & t(n2,n0,n1,n5,n2) = n2
% 212.25/26.84 & t(n2,n0,n1,n5,n3) = n2
% 212.25/26.84 & t(n2,n0,n1,n5,n4) = n2
% 212.25/26.84 & t(n2,n0,n1,n5,n5) = n2
% 212.25/26.84 & t(n2,n0,n2,n0,n0) = n2
% 212.25/26.84 & t(n2,n0,n2,n0,n1) = n2
% 212.25/26.84 & t(n2,n0,n2,n0,n2) = n2
% 212.25/26.84 & t(n2,n0,n2,n0,n3) = n2
% 212.25/26.84 & t(n2,n0,n2,n0,n4) = n2
% 212.25/26.84 & t(n2,n0,n2,n0,n5) = n2
% 212.25/26.84 & t(n2,n0,n2,n1,n0) = n2
% 212.25/26.84 & t(n2,n0,n2,n1,n1) = n2
% 212.25/26.84 & t(n2,n0,n2,n1,n2) = n2
% 212.25/26.84 & t(n2,n0,n2,n1,n3) = n2
% 212.25/26.84 & t(n2,n0,n2,n1,n4) = n2
% 212.25/26.84 & t(n2,n0,n2,n1,n5) = n2
% 212.25/26.84 & t(n2,n0,n2,n2,n0) = n2
% 212.25/26.84 & t(n2,n0,n2,n2,n1) = n2
% 212.25/26.84 & t(n2,n0,n2,n2,n2) = n2
% 212.25/26.84 & t(n2,n0,n2,n2,n3) = n2
% 212.25/26.84 & t(n2,n0,n2,n2,n4) = n2
% 212.25/26.84 & t(n2,n0,n2,n2,n5) = n2
% 212.25/26.84 & t(n2,n0,n2,n3,n0) = n2
% 212.25/26.84 & t(n2,n0,n2,n3,n1) = n2
% 212.25/26.84 & t(n2,n0,n2,n3,n2) = n2
% 212.25/26.84 & t(n2,n0,n2,n3,n3) = n3
% 212.25/26.84 & t(n2,n0,n2,n3,n4) = n2
% 212.25/26.84 & t(n2,n0,n2,n3,n5) = n2
% 212.25/26.84 & t(n2,n0,n2,n4,n0) = n2
% 212.25/26.84 & t(n2,n0,n2,n4,n1) = n2
% 212.25/26.84 & t(n2,n0,n2,n4,n2) = n2
% 212.25/26.84 & t(n2,n0,n2,n4,n3) = n2
% 212.25/26.84 & t(n2,n0,n2,n4,n4) = n2
% 212.25/26.84 & t(n2,n0,n2,n4,n5) = n2
% 212.25/26.84 & t(n2,n0,n2,n5,n0) = n2
% 212.25/26.84 & t(n2,n0,n2,n5,n1) = n2
% 212.25/26.84 & t(n2,n0,n2,n5,n2) = n2
% 212.25/26.84 & t(n2,n0,n2,n5,n3) = n2
% 212.25/26.84 & t(n2,n0,n2,n5,n4) = n2
% 212.25/26.84 & t(n2,n0,n2,n5,n5) = n2
% 212.25/26.84 & t(n2,n0,n3,n0,n0) = n2
% 212.25/26.84 & t(n2,n0,n3,n0,n1) = n3
% 212.25/26.84 & t(n2,n0,n3,n0,n2) = n2
% 212.25/26.84 & t(n2,n0,n3,n0,n3) = n3
% 212.25/26.84 & t(n2,n0,n3,n0,n4) = n2
% 212.25/26.84 & t(n2,n0,n3,n0,n5) = n2
% 212.25/26.84 & t(n2,n0,n3,n1,n0) = n2
% 212.25/26.84 & t(n2,n0,n3,n1,n1) = n2
% 212.25/26.84 & t(n2,n0,n3,n1,n2) = n2
% 212.25/26.84 & t(n2,n0,n3,n1,n3) = n3
% 212.25/26.84 & t(n2,n0,n3,n1,n4) = n2
% 212.25/26.84 & t(n2,n0,n3,n1,n5) = n2
% 212.25/26.84 & t(n2,n0,n3,n2,n0) = n2
% 212.25/26.84 & t(n2,n0,n3,n2,n1) = n2
% 212.25/26.84 & t(n2,n0,n3,n2,n2) = n2
% 212.25/26.84 & t(n2,n0,n3,n2,n3) = n3
% 212.25/26.84 & t(n2,n0,n3,n2,n4) = n2
% 212.25/26.85 & t(n2,n0,n3,n2,n5) = n2
% 212.25/26.85 & t(n2,n0,n3,n3,n0) = n3
% 212.25/26.85 & t(n2,n0,n3,n3,n1) = n3
% 212.25/26.85 & t(n2,n0,n3,n3,n2) = n3
% 212.25/26.85 & t(n2,n0,n3,n3,n3) = n3
% 212.25/26.85 & t(n2,n0,n3,n3,n4) = n3
% 212.25/26.85 & t(n2,n0,n3,n3,n5) = n3
% 212.25/26.85 & t(n2,n0,n3,n4,n0) = n2
% 212.25/26.85 & t(n2,n0,n3,n4,n1) = n2
% 212.25/26.85 & t(n2,n0,n3,n4,n2) = n2
% 212.25/26.85 & t(n2,n0,n3,n4,n3) = n3
% 212.25/26.85 & t(n2,n0,n3,n4,n4) = n2
% 212.25/26.85 & t(n2,n0,n3,n4,n5) = n2
% 212.25/26.85 & t(n2,n0,n3,n5,n0) = n2
% 212.25/26.85 & t(n2,n0,n3,n5,n1) = n2
% 212.25/26.85 & t(n2,n0,n3,n5,n2) = n2
% 212.25/26.85 & t(n2,n0,n3,n5,n3) = n2
% 212.25/26.85 & t(n2,n0,n3,n5,n4) = n2
% 212.25/26.85 & t(n2,n0,n3,n5,n5) = n2
% 212.25/26.85 & t(n2,n0,n4,n0,n0) = n2
% 212.25/26.85 & t(n2,n0,n4,n0,n1) = n2
% 212.25/26.85 & t(n2,n0,n4,n0,n2) = n2
% 212.25/26.85 & t(n2,n0,n4,n0,n3) = n2
% 212.25/26.85 & t(n2,n0,n4,n0,n4) = n2
% 212.25/26.85 & t(n2,n0,n4,n0,n5) = n2
% 212.25/26.85 & t(n2,n0,n4,n1,n0) = n2
% 212.25/26.85 & t(n2,n0,n4,n1,n1) = n2
% 212.25/26.85 & t(n2,n0,n4,n1,n2) = n2
% 212.25/26.85 & t(n2,n0,n4,n1,n3) = n2
% 212.25/26.85 & t(n2,n0,n4,n1,n4) = n2
% 212.25/26.85 & t(n2,n0,n4,n1,n5) = n2
% 212.25/26.85 & t(n2,n0,n4,n2,n0) = n2
% 212.25/26.85 & t(n2,n0,n4,n2,n1) = n2
% 212.25/26.85 & t(n2,n0,n4,n2,n2) = n2
% 212.25/26.85 & t(n2,n0,n4,n2,n3) = n2
% 212.25/26.85 & t(n2,n0,n4,n2,n4) = n2
% 212.25/26.85 & t(n2,n0,n4,n2,n5) = n2
% 212.25/26.85 & t(n2,n0,n4,n3,n0) = n2
% 212.25/26.85 & t(n2,n0,n4,n3,n1) = n2
% 212.25/26.85 & t(n2,n0,n4,n3,n2) = n2
% 212.25/26.85 & t(n2,n0,n4,n3,n3) = n3
% 212.25/26.85 & t(n2,n0,n4,n3,n4) = n2
% 212.25/26.85 & t(n2,n0,n4,n3,n5) = n2
% 212.25/26.85 & t(n2,n0,n4,n4,n0) = n2
% 212.25/26.85 & t(n2,n0,n4,n4,n1) = n2
% 212.25/26.85 & t(n2,n0,n4,n4,n2) = n2
% 212.25/26.85 & t(n2,n0,n4,n4,n3) = n2
% 212.25/26.85 & t(n2,n0,n4,n4,n4) = n2
% 212.25/26.85 & t(n2,n0,n4,n4,n5) = n2
% 212.25/26.85 & t(n2,n0,n4,n5,n0) = n2
% 212.25/26.85 & t(n2,n0,n4,n5,n1) = n2
% 212.25/26.85 & t(n2,n0,n4,n5,n2) = n2
% 212.25/26.85 & t(n2,n0,n4,n5,n3) = n2
% 212.25/26.85 & t(n2,n0,n4,n5,n4) = n2
% 212.25/26.85 & t(n2,n0,n4,n5,n5) = n2
% 212.25/26.85 & t(n2,n0,n5,n0,n0) = n2
% 212.25/26.85 & t(n2,n0,n5,n0,n1) = n2
% 212.25/26.85 & t(n2,n0,n5,n0,n2) = n2
% 212.25/26.85 & t(n2,n0,n5,n0,n3) = n2
% 212.25/26.85 & t(n2,n0,n5,n0,n4) = n2
% 212.25/26.85 & t(n2,n0,n5,n0,n5) = n2
% 212.25/26.85 & t(n2,n0,n5,n1,n0) = n2
% 212.25/26.85 & t(n2,n0,n5,n1,n1) = n2
% 212.25/26.85 & t(n2,n0,n5,n1,n2) = n2
% 212.25/26.85 & t(n2,n0,n5,n1,n3) = n2
% 212.25/26.85 & t(n2,n0,n5,n1,n4) = n2
% 212.25/26.85 & t(n2,n0,n5,n1,n5) = n2
% 212.25/26.85 & t(n2,n0,n5,n2,n0) = n2
% 212.25/26.85 & t(n2,n0,n5,n2,n1) = n2
% 212.25/26.85 & t(n2,n0,n5,n2,n2) = n2
% 212.25/26.85 & t(n2,n0,n5,n2,n3) = n2
% 212.25/26.85 & t(n2,n0,n5,n2,n4) = n2
% 212.25/26.85 & t(n2,n0,n5,n2,n5) = n2
% 212.25/26.85 & t(n2,n0,n5,n3,n0) = n2
% 212.25/26.85 & t(n2,n0,n5,n3,n1) = n2
% 212.25/26.85 & t(n2,n0,n5,n3,n2) = n2
% 212.25/26.85 & t(n2,n0,n5,n3,n3) = n2
% 212.25/26.85 & t(n2,n0,n5,n3,n4) = n2
% 212.25/26.85 & t(n2,n0,n5,n3,n5) = n2
% 212.25/26.85 & t(n2,n0,n5,n4,n0) = n2
% 212.25/26.85 & t(n2,n0,n5,n4,n1) = n2
% 212.25/26.85 & t(n2,n0,n5,n4,n2) = n2
% 212.25/26.85 & t(n2,n0,n5,n4,n3) = n2
% 212.25/26.85 & t(n2,n0,n5,n4,n4) = n2
% 212.25/26.85 & t(n2,n0,n5,n4,n5) = n2
% 212.25/26.85 & t(n2,n0,n5,n5,n0) = n2
% 212.25/26.85 & t(n2,n0,n5,n5,n1) = n2
% 212.25/26.85 & t(n2,n0,n5,n5,n2) = n2
% 212.25/26.85 & t(n2,n0,n5,n5,n3) = n2
% 212.25/26.85 & t(n2,n0,n5,n5,n4) = n2
% 212.25/26.85 & t(n2,n0,n5,n5,n5) = n2
% 212.25/26.85 & t(n2,n1,n0,n0,n0) = n2
% 212.25/26.85 & t(n2,n1,n0,n0,n1) = n3
% 212.25/26.85 & t(n2,n1,n0,n0,n2) = n2
% 212.25/26.85 & t(n2,n1,n0,n0,n3) = n3
% 212.25/26.85 & t(n2,n1,n0,n0,n4) = n2
% 212.25/26.85 & t(n2,n1,n0,n0,n5) = n2
% 212.25/26.85 & t(n2,n1,n0,n1,n0) = n2
% 212.25/26.85 & t(n2,n1,n0,n1,n1) = n2
% 212.25/26.85 & t(n2,n1,n0,n1,n2) = n2
% 212.25/26.85 & t(n2,n1,n0,n1,n3) = n3
% 212.25/26.85 & t(n2,n1,n0,n1,n4) = n2
% 212.25/26.85 & t(n2,n1,n0,n1,n5) = n2
% 212.25/26.85 & t(n2,n1,n0,n2,n0) = n2
% 212.25/26.85 & t(n2,n1,n0,n2,n1) = n2
% 212.25/26.85 & t(n2,n1,n0,n2,n2) = n2
% 212.25/26.85 & t(n2,n1,n0,n2,n3) = n3
% 212.25/26.85 & t(n2,n1,n0,n2,n4) = n2
% 212.25/26.85 & t(n2,n1,n0,n2,n5) = n2
% 212.25/26.85 & t(n2,n1,n0,n3,n0) = n3
% 212.25/26.85 & t(n2,n1,n0,n3,n1) = n3
% 212.25/26.85 & t(n2,n1,n0,n3,n2) = n2
% 212.25/26.85 & t(n2,n1,n0,n3,n3) = n3
% 212.25/26.85 & t(n2,n1,n0,n3,n4) = n2
% 212.25/26.85 & t(n2,n1,n0,n3,n5) = n2
% 212.25/26.85 & t(n2,n1,n0,n4,n0) = n2
% 212.25/26.85 & t(n2,n1,n0,n4,n1) = n2
% 212.25/26.85 & t(n2,n1,n0,n4,n2) = n2
% 212.25/26.85 & t(n2,n1,n0,n4,n3) = n3
% 212.25/26.85 & t(n2,n1,n0,n4,n4) = n2
% 212.25/26.85 & t(n2,n1,n0,n4,n5) = n2
% 212.25/26.85 & t(n2,n1,n0,n5,n0) = n2
% 212.25/26.85 & t(n2,n1,n0,n5,n1) = n2
% 212.25/26.85 & t(n2,n1,n0,n5,n2) = n2
% 212.25/26.85 & t(n2,n1,n0,n5,n3) = n2
% 212.25/26.85 & t(n2,n1,n0,n5,n4) = n2
% 212.25/26.85 & t(n2,n1,n0,n5,n5) = n2
% 212.25/26.85 & t(n2,n1,n1,n0,n0) = n2
% 212.25/26.85 & t(n2,n1,n1,n0,n1) = n2
% 212.25/26.85 & t(n2,n1,n1,n0,n2) = n2
% 212.25/26.85 & t(n2,n1,n1,n0,n3) = n2
% 212.25/26.85 & t(n2,n1,n1,n0,n4) = n2
% 212.25/26.85 & t(n2,n1,n1,n0,n5) = n2
% 212.25/26.85 & t(n2,n1,n1,n1,n0) = n2
% 212.25/26.85 & t(n2,n1,n1,n1,n1) = n1
% 212.25/26.85 & t(n2,n1,n1,n1,n2) = n2
% 212.25/26.85 & t(n2,n1,n1,n1,n3) = n1
% 212.25/26.85 & t(n2,n1,n1,n1,n4) = n2
% 212.25/26.85 & t(n2,n1,n1,n1,n5) = n1
% 212.25/26.85 & t(n2,n1,n1,n2,n0) = n2
% 212.25/26.85 & t(n2,n1,n1,n2,n1) = n2
% 212.25/26.85 & t(n2,n1,n1,n2,n2) = n2
% 212.25/26.85 & t(n2,n1,n1,n2,n3) = n2
% 212.25/26.85 & t(n2,n1,n1,n2,n4) = n2
% 212.25/26.85 & t(n2,n1,n1,n2,n5) = n2
% 212.25/26.85 & t(n2,n1,n1,n3,n0) = n2
% 212.25/26.85 & t(n2,n1,n1,n3,n1) = n1
% 212.25/26.85 & t(n2,n1,n1,n3,n2) = n2
% 212.25/26.85 & t(n2,n1,n1,n3,n3) = n3
% 212.25/26.85 & t(n2,n1,n1,n3,n4) = n2
% 212.25/26.85 & t(n2,n1,n1,n3,n5) = n2
% 212.25/26.85 & t(n2,n1,n1,n4,n0) = n2
% 212.25/26.85 & t(n2,n1,n1,n4,n1) = n2
% 212.25/26.85 & t(n2,n1,n1,n4,n2) = n2
% 212.25/26.85 & t(n2,n1,n1,n4,n3) = n2
% 212.25/26.85 & t(n2,n1,n1,n4,n4) = n2
% 212.25/26.85 & t(n2,n1,n1,n4,n5) = n2
% 212.25/26.85 & t(n2,n1,n1,n5,n0) = n2
% 212.25/26.85 & t(n2,n1,n1,n5,n1) = n2
% 212.25/26.85 & t(n2,n1,n1,n5,n2) = n2
% 212.25/26.85 & t(n2,n1,n1,n5,n3) = n2
% 212.25/26.85 & t(n2,n1,n1,n5,n4) = n2
% 212.25/26.85 & t(n2,n1,n1,n5,n5) = n2
% 212.25/26.85 & t(n2,n1,n2,n0,n0) = n2
% 212.25/26.85 & t(n2,n1,n2,n0,n1) = n2
% 212.25/26.85 & t(n2,n1,n2,n0,n2) = n2
% 212.25/26.85 & t(n2,n1,n2,n0,n3) = n2
% 212.25/26.85 & t(n2,n1,n2,n0,n4) = n2
% 212.25/26.85 & t(n2,n1,n2,n0,n5) = n2
% 212.25/26.85 & t(n2,n1,n2,n1,n0) = n2
% 212.25/26.85 & t(n2,n1,n2,n1,n1) = n1
% 212.25/26.85 & t(n2,n1,n2,n1,n2) = n2
% 212.25/26.85 & t(n2,n1,n2,n1,n3) = n2
% 212.25/26.85 & t(n2,n1,n2,n1,n4) = n2
% 212.25/26.85 & t(n2,n1,n2,n1,n5) = n2
% 212.25/26.85 & t(n2,n1,n2,n2,n0) = n2
% 212.25/26.85 & t(n2,n1,n2,n2,n1) = n2
% 212.25/26.85 & t(n2,n1,n2,n2,n2) = n2
% 212.25/26.85 & t(n2,n1,n2,n2,n3) = n2
% 212.25/26.85 & t(n2,n1,n2,n2,n4) = n2
% 212.25/26.85 & t(n2,n1,n2,n2,n5) = n2
% 212.25/26.85 & t(n2,n1,n2,n3,n0) = n2
% 212.25/26.85 & t(n2,n1,n2,n3,n1) = n2
% 212.25/26.85 & t(n2,n1,n2,n3,n2) = n2
% 212.25/26.85 & t(n2,n1,n2,n3,n3) = n2
% 212.25/26.85 & t(n2,n1,n2,n3,n4) = n2
% 212.25/26.85 & t(n2,n1,n2,n3,n5) = n2
% 212.25/26.85 & t(n2,n1,n2,n4,n0) = n2
% 212.25/26.85 & t(n2,n1,n2,n4,n1) = n2
% 212.25/26.85 & t(n2,n1,n2,n4,n2) = n2
% 212.25/26.85 & t(n2,n1,n2,n4,n3) = n2
% 212.25/26.85 & t(n2,n1,n2,n4,n4) = n2
% 212.25/26.85 & t(n2,n1,n2,n4,n5) = n2
% 212.25/26.85 & t(n2,n1,n2,n5,n0) = n2
% 212.25/26.85 & t(n2,n1,n2,n5,n1) = n2
% 212.25/26.85 & t(n2,n1,n2,n5,n2) = n2
% 212.25/26.85 & t(n2,n1,n2,n5,n3) = n2
% 212.25/26.85 & t(n2,n1,n2,n5,n4) = n2
% 212.25/26.85 & t(n2,n1,n2,n5,n5) = n2
% 212.25/26.85 & t(n2,n1,n3,n0,n0) = n2
% 212.25/26.85 & t(n2,n1,n3,n0,n1) = n2
% 212.25/26.85 & t(n2,n1,n3,n0,n2) = n2
% 212.25/26.85 & t(n2,n1,n3,n0,n3) = n3
% 212.25/26.85 & t(n2,n1,n3,n0,n4) = n2
% 212.25/26.85 & t(n2,n1,n3,n0,n5) = n2
% 212.25/26.85 & t(n2,n1,n3,n1,n0) = n2
% 212.25/26.85 & t(n2,n1,n3,n1,n1) = n1
% 212.25/26.85 & t(n2,n1,n3,n1,n2) = n2
% 212.25/26.85 & t(n2,n1,n3,n1,n3) = n3
% 212.25/26.85 & t(n2,n1,n3,n1,n4) = n2
% 212.25/26.85 & t(n2,n1,n3,n1,n5) = n2
% 212.25/26.85 & t(n2,n1,n3,n2,n0) = n2
% 212.25/26.85 & t(n2,n1,n3,n2,n1) = n2
% 212.25/26.85 & t(n2,n1,n3,n2,n2) = n2
% 212.25/26.85 & t(n2,n1,n3,n2,n3) = n3
% 212.25/26.85 & t(n2,n1,n3,n2,n4) = n2
% 212.25/26.85 & t(n2,n1,n3,n2,n5) = n2
% 212.25/26.85 & t(n2,n1,n3,n3,n0) = n3
% 212.25/26.85 & t(n2,n1,n3,n3,n1) = n3
% 212.25/26.85 & t(n2,n1,n3,n3,n2) = n2
% 212.25/26.85 & t(n2,n1,n3,n3,n3) = n3
% 212.25/26.85 & t(n2,n1,n3,n3,n4) = n2
% 212.25/26.85 & t(n2,n1,n3,n3,n5) = n2
% 212.25/26.85 & t(n2,n1,n3,n4,n0) = n2
% 212.25/26.85 & t(n2,n1,n3,n4,n1) = n2
% 212.25/26.85 & t(n2,n1,n3,n4,n2) = n2
% 212.25/26.85 & t(n2,n1,n3,n4,n3) = n3
% 212.25/26.85 & t(n2,n1,n3,n4,n4) = n2
% 212.25/26.85 & t(n2,n1,n3,n4,n5) = n2
% 212.25/26.85 & t(n2,n1,n3,n5,n0) = n2
% 212.25/26.85 & t(n2,n1,n3,n5,n1) = n2
% 212.25/26.85 & t(n2,n1,n3,n5,n2) = n2
% 212.25/26.85 & t(n2,n1,n3,n5,n3) = n2
% 212.25/26.85 & t(n2,n1,n3,n5,n4) = n2
% 212.25/26.85 & t(n2,n1,n3,n5,n5) = n2
% 212.25/26.85 & t(n2,n1,n4,n0,n0) = n2
% 212.25/26.85 & t(n2,n1,n4,n0,n1) = n2
% 212.25/26.85 & t(n2,n1,n4,n0,n2) = n2
% 212.25/26.85 & t(n2,n1,n4,n0,n3) = n2
% 212.25/26.85 & t(n2,n1,n4,n0,n4) = n2
% 212.25/26.85 & t(n2,n1,n4,n0,n5) = n2
% 212.25/26.85 & t(n2,n1,n4,n1,n0) = n2
% 212.25/26.85 & t(n2,n1,n4,n1,n1) = n2
% 212.25/26.85 & t(n2,n1,n4,n1,n2) = n2
% 212.25/26.85 & t(n2,n1,n4,n1,n3) = n2
% 212.25/26.85 & t(n2,n1,n4,n1,n4) = n2
% 212.25/26.85 & t(n2,n1,n4,n1,n5) = n2
% 212.25/26.85 & t(n2,n1,n4,n2,n0) = n2
% 212.25/26.85 & t(n2,n1,n4,n2,n1) = n2
% 212.25/26.85 & t(n2,n1,n4,n2,n2) = n2
% 212.25/26.85 & t(n2,n1,n4,n2,n3) = n2
% 212.25/26.85 & t(n2,n1,n4,n2,n4) = n2
% 212.25/26.85 & t(n2,n1,n4,n2,n5) = n2
% 212.25/26.85 & t(n2,n1,n4,n3,n0) = n2
% 212.25/26.85 & t(n2,n1,n4,n3,n1) = n2
% 212.25/26.85 & t(n2,n1,n4,n3,n2) = n2
% 212.25/26.85 & t(n2,n1,n4,n3,n3) = n2
% 212.25/26.85 & t(n2,n1,n4,n3,n4) = n2
% 212.25/26.85 & t(n2,n1,n4,n3,n5) = n2
% 212.25/26.85 & t(n2,n1,n4,n4,n0) = n2
% 212.25/26.85 & t(n2,n1,n4,n4,n1) = n2
% 212.25/26.85 & t(n2,n1,n4,n4,n2) = n2
% 212.25/26.85 & t(n2,n1,n4,n4,n3) = n2
% 212.25/26.85 & t(n2,n1,n4,n4,n4) = n2
% 212.25/26.85 & t(n2,n1,n4,n4,n5) = n2
% 212.25/26.85 & t(n2,n1,n4,n5,n0) = n2
% 212.25/26.85 & t(n2,n1,n4,n5,n1) = n2
% 212.25/26.85 & t(n2,n1,n4,n5,n2) = n2
% 212.25/26.85 & t(n2,n1,n4,n5,n3) = n2
% 212.25/26.85 & t(n2,n1,n4,n5,n4) = n2
% 212.25/26.85 & t(n2,n1,n4,n5,n5) = n2
% 212.25/26.85 & t(n2,n1,n5,n0,n0) = n2
% 212.25/26.85 & t(n2,n1,n5,n0,n1) = n2
% 212.25/26.85 & t(n2,n1,n5,n0,n2) = n2
% 212.25/26.85 & t(n2,n1,n5,n0,n3) = n2
% 212.25/26.85 & t(n2,n1,n5,n0,n4) = n2
% 212.25/26.85 & t(n2,n1,n5,n0,n5) = n2
% 212.25/26.85 & t(n2,n1,n5,n1,n0) = n2
% 212.25/26.85 & t(n2,n1,n5,n1,n1) = n1
% 212.25/26.85 & t(n2,n1,n5,n1,n2) = n2
% 212.25/26.85 & t(n2,n1,n5,n1,n3) = n2
% 212.25/26.85 & t(n2,n1,n5,n1,n4) = n2
% 212.25/26.85 & t(n2,n1,n5,n1,n5) = n2
% 212.25/26.85 & t(n2,n1,n5,n2,n0) = n2
% 212.25/26.85 & t(n2,n1,n5,n2,n1) = n2
% 212.25/26.85 & t(n2,n1,n5,n2,n2) = n2
% 212.25/26.85 & t(n2,n1,n5,n2,n3) = n2
% 212.25/26.85 & t(n2,n1,n5,n2,n4) = n2
% 212.25/26.85 & t(n2,n1,n5,n2,n5) = n2
% 212.25/26.85 & t(n2,n1,n5,n3,n0) = n2
% 212.25/26.85 & t(n2,n1,n5,n3,n1) = n2
% 212.25/26.85 & t(n2,n1,n5,n3,n2) = n2
% 212.25/26.85 & t(n2,n1,n5,n3,n3) = n2
% 212.25/26.85 & t(n2,n1,n5,n3,n4) = n2
% 212.25/26.85 & t(n2,n1,n5,n3,n5) = n2
% 212.25/26.85 & t(n2,n1,n5,n4,n0) = n2
% 212.25/26.85 & t(n2,n1,n5,n4,n1) = n2
% 212.25/26.85 & t(n2,n1,n5,n4,n2) = n2
% 212.25/26.85 & t(n2,n1,n5,n4,n3) = n2
% 212.25/26.85 & t(n2,n1,n5,n4,n4) = n2
% 212.25/26.85 & t(n2,n1,n5,n4,n5) = n2
% 212.25/26.85 & t(n2,n1,n5,n5,n0) = n2
% 212.25/26.85 & t(n2,n1,n5,n5,n1) = n2
% 212.25/26.85 & t(n2,n1,n5,n5,n2) = n2
% 212.25/26.85 & t(n2,n1,n5,n5,n3) = n2
% 212.25/26.85 & t(n2,n1,n5,n5,n4) = n2
% 212.25/26.85 & t(n2,n1,n5,n5,n5) = n2
% 212.25/26.85 & t(n2,n2,n0,n0,n0) = n2
% 212.25/26.85 & t(n2,n2,n0,n0,n1) = n2
% 212.25/26.85 & t(n2,n2,n0,n0,n2) = n2
% 212.25/26.85 & t(n2,n2,n0,n0,n3) = n2
% 212.25/26.85 & t(n2,n2,n0,n0,n4) = n2
% 212.25/26.85 & t(n2,n2,n0,n0,n5) = n2
% 212.25/26.85 & t(n2,n2,n0,n1,n0) = n2
% 212.25/26.85 & t(n2,n2,n0,n1,n1) = n2
% 212.25/26.85 & t(n2,n2,n0,n1,n2) = n2
% 212.25/26.85 & t(n2,n2,n0,n1,n3) = n3
% 212.25/26.85 & t(n2,n2,n0,n1,n4) = n2
% 212.25/26.85 & t(n2,n2,n0,n1,n5) = n2
% 212.25/26.85 & t(n2,n2,n0,n2,n0) = n2
% 212.25/26.85 & t(n2,n2,n0,n2,n1) = n2
% 212.25/26.85 & t(n2,n2,n0,n2,n2) = n2
% 212.25/26.85 & t(n2,n2,n0,n2,n3) = n2
% 212.25/26.85 & t(n2,n2,n0,n2,n4) = n2
% 212.25/26.85 & t(n2,n2,n0,n2,n5) = n2
% 212.25/26.85 & t(n2,n2,n0,n3,n0) = n2
% 212.25/26.85 & t(n2,n2,n0,n3,n1) = n2
% 212.25/26.85 & t(n2,n2,n0,n3,n2) = n2
% 212.25/26.85 & t(n2,n2,n0,n3,n3) = n3
% 212.25/26.85 & t(n2,n2,n0,n3,n4) = n2
% 212.25/26.85 & t(n2,n2,n0,n3,n5) = n2
% 212.25/26.85 & t(n2,n2,n0,n4,n0) = n2
% 212.25/26.85 & t(n2,n2,n0,n4,n1) = n2
% 212.25/26.85 & t(n2,n2,n0,n4,n2) = n2
% 212.25/26.85 & t(n2,n2,n0,n4,n3) = n2
% 212.25/26.85 & t(n2,n2,n0,n4,n4) = n2
% 212.25/26.85 & t(n2,n2,n0,n4,n5) = n2
% 212.25/26.85 & t(n2,n2,n0,n5,n0) = n2
% 212.25/26.85 & t(n2,n2,n0,n5,n1) = n2
% 212.25/26.85 & t(n2,n2,n0,n5,n2) = n2
% 212.25/26.85 & t(n2,n2,n0,n5,n3) = n2
% 212.25/26.85 & t(n2,n2,n0,n5,n4) = n2
% 212.25/26.85 & t(n2,n2,n0,n5,n5) = n2
% 212.25/26.85 & t(n2,n2,n1,n0,n0) = n2
% 212.25/26.85 & t(n2,n2,n1,n0,n1) = n2
% 212.25/26.85 & t(n2,n2,n1,n0,n2) = n2
% 212.25/26.85 & t(n2,n2,n1,n0,n3) = n2
% 212.25/26.85 & t(n2,n2,n1,n0,n4) = n2
% 212.25/26.85 & t(n2,n2,n1,n0,n5) = n2
% 212.25/26.85 & t(n2,n2,n1,n1,n0) = n2
% 212.25/26.85 & t(n2,n2,n1,n1,n1) = n1
% 212.25/26.85 & t(n2,n2,n1,n1,n2) = n2
% 212.25/26.85 & t(n2,n2,n1,n1,n3) = n2
% 212.25/26.85 & t(n2,n2,n1,n1,n4) = n2
% 212.25/26.85 & t(n2,n2,n1,n1,n5) = n2
% 212.25/26.85 & t(n2,n2,n1,n2,n0) = n2
% 212.25/26.85 & t(n2,n2,n1,n2,n1) = n2
% 212.25/26.85 & t(n2,n2,n1,n2,n2) = n2
% 212.25/26.85 & t(n2,n2,n1,n2,n3) = n2
% 212.25/26.85 & t(n2,n2,n1,n2,n4) = n2
% 212.25/26.85 & t(n2,n2,n1,n2,n5) = n2
% 212.25/26.85 & t(n2,n2,n1,n3,n0) = n2
% 212.25/26.85 & t(n2,n2,n1,n3,n1) = n2
% 212.25/26.85 & t(n2,n2,n1,n3,n2) = n2
% 212.25/26.85 & t(n2,n2,n1,n3,n3) = n2
% 212.25/26.85 & t(n2,n2,n1,n3,n4) = n2
% 212.25/26.85 & t(n2,n2,n1,n3,n5) = n2
% 212.25/26.85 & t(n2,n2,n1,n4,n0) = n2
% 212.25/26.85 & t(n2,n2,n1,n4,n1) = n2
% 212.25/26.85 & t(n2,n2,n1,n4,n2) = n2
% 212.25/26.85 & t(n2,n2,n1,n4,n3) = n2
% 212.25/26.85 & t(n2,n2,n1,n4,n4) = n2
% 212.25/26.85 & t(n2,n2,n1,n4,n5) = n2
% 212.25/26.85 & t(n2,n2,n1,n5,n0) = n2
% 212.25/26.85 & t(n2,n2,n1,n5,n1) = n2
% 212.25/26.85 & t(n2,n2,n1,n5,n2) = n2
% 212.25/26.85 & t(n2,n2,n1,n5,n3) = n2
% 212.25/26.85 & t(n2,n2,n1,n5,n4) = n2
% 212.25/26.85 & t(n2,n2,n1,n5,n5) = n2
% 212.25/26.85 & t(n2,n2,n2,n0,n0) = n2
% 212.25/26.85 & t(n2,n2,n2,n0,n1) = n2
% 212.25/26.85 & t(n2,n2,n2,n0,n2) = n2
% 212.25/26.85 & t(n2,n2,n2,n0,n3) = n2
% 212.25/26.85 & t(n2,n2,n2,n0,n4) = n2
% 212.25/26.85 & t(n2,n2,n2,n0,n5) = n2
% 212.25/26.85 & t(n2,n2,n2,n1,n0) = n2
% 212.25/26.85 & t(n2,n2,n2,n1,n1) = n2
% 212.25/26.85 & t(n2,n2,n2,n1,n2) = n2
% 212.25/26.85 & t(n2,n2,n2,n1,n3) = n2
% 212.25/26.85 & t(n2,n2,n2,n1,n4) = n2
% 212.25/26.85 & t(n2,n2,n2,n1,n5) = n2
% 212.25/26.85 & t(n2,n2,n2,n2,n0) = n2
% 212.25/26.85 & t(n2,n2,n2,n2,n1) = n2
% 212.25/26.85 & t(n2,n2,n2,n2,n2) = n2
% 212.25/26.85 & t(n2,n2,n2,n2,n3) = n2
% 212.25/26.85 & t(n2,n2,n2,n2,n4) = n2
% 212.25/26.85 & t(n2,n2,n2,n2,n5) = n2
% 212.25/26.85 & t(n2,n2,n2,n3,n0) = n2
% 212.25/26.85 & t(n2,n2,n2,n3,n1) = n2
% 212.25/26.85 & t(n2,n2,n2,n3,n2) = n2
% 212.25/26.85 & t(n2,n2,n2,n3,n3) = n2
% 212.25/26.85 & t(n2,n2,n2,n3,n4) = n2
% 212.25/26.85 & t(n2,n2,n2,n3,n5) = n2
% 212.25/26.85 & t(n2,n2,n2,n4,n0) = n2
% 212.25/26.85 & t(n2,n2,n2,n4,n1) = n2
% 212.25/26.85 & t(n2,n2,n2,n4,n2) = n2
% 212.25/26.85 & t(n2,n2,n2,n4,n3) = n2
% 212.25/26.85 & t(n2,n2,n2,n4,n4) = n2
% 212.25/26.85 & t(n2,n2,n2,n4,n5) = n2
% 212.25/26.85 & t(n2,n2,n2,n5,n0) = n2
% 212.25/26.85 & t(n2,n2,n2,n5,n1) = n2
% 212.25/26.85 & t(n2,n2,n2,n5,n2) = n2
% 212.25/26.85 & t(n2,n2,n2,n5,n3) = n2
% 212.25/26.85 & t(n2,n2,n2,n5,n4) = n2
% 212.25/26.85 & t(n2,n2,n2,n5,n5) = n2
% 212.25/26.85 & t(n2,n2,n3,n0,n0) = n2
% 212.25/26.85 & t(n2,n2,n3,n0,n1) = n2
% 212.25/26.85 & t(n2,n2,n3,n0,n2) = n2
% 212.25/26.85 & t(n2,n2,n3,n0,n3) = n2
% 212.25/26.85 & t(n2,n2,n3,n0,n4) = n2
% 212.25/26.85 & t(n2,n2,n3,n0,n5) = n2
% 212.25/26.85 & t(n2,n2,n3,n1,n0) = n2
% 212.25/26.85 & t(n2,n2,n3,n1,n1) = n2
% 212.25/26.85 & t(n2,n2,n3,n1,n2) = n2
% 212.25/26.85 & t(n2,n2,n3,n1,n3) = n3
% 212.25/26.85 & t(n2,n2,n3,n1,n4) = n2
% 212.25/26.85 & t(n2,n2,n3,n1,n5) = n2
% 212.25/26.85 & t(n2,n2,n3,n2,n0) = n2
% 212.25/26.85 & t(n2,n2,n3,n2,n1) = n2
% 212.25/26.85 & t(n2,n2,n3,n2,n2) = n2
% 212.25/26.85 & t(n2,n2,n3,n2,n3) = n2
% 212.25/26.85 & t(n2,n2,n3,n2,n4) = n2
% 212.25/26.85 & t(n2,n2,n3,n2,n5) = n2
% 212.25/26.85 & t(n2,n2,n3,n3,n0) = n3
% 212.25/26.85 & t(n2,n2,n3,n3,n1) = n2
% 212.25/26.85 & t(n2,n2,n3,n3,n2) = n2
% 212.25/26.85 & t(n2,n2,n3,n3,n3) = n3
% 212.25/26.85 & t(n2,n2,n3,n3,n4) = n2
% 212.25/26.85 & t(n2,n2,n3,n3,n5) = n2
% 212.25/26.85 & t(n2,n2,n3,n4,n0) = n2
% 212.25/26.85 & t(n2,n2,n3,n4,n1) = n2
% 212.25/26.85 & t(n2,n2,n3,n4,n2) = n2
% 212.25/26.85 & t(n2,n2,n3,n4,n3) = n2
% 212.25/26.85 & t(n2,n2,n3,n4,n4) = n2
% 212.25/26.85 & t(n2,n2,n3,n4,n5) = n2
% 212.25/26.85 & t(n2,n2,n3,n5,n0) = n2
% 212.25/26.85 & t(n2,n2,n3,n5,n1) = n2
% 212.25/26.85 & t(n2,n2,n3,n5,n2) = n2
% 212.25/26.85 & t(n2,n2,n3,n5,n3) = n2
% 212.25/26.85 & t(n2,n2,n3,n5,n4) = n2
% 212.25/26.85 & t(n2,n2,n3,n5,n5) = n2
% 212.25/26.85 & t(n2,n2,n4,n0,n0) = n2
% 212.25/26.85 & t(n2,n2,n4,n0,n1) = n2
% 212.25/26.85 & t(n2,n2,n4,n0,n2) = n2
% 212.25/26.85 & t(n2,n2,n4,n0,n3) = n2
% 212.25/26.85 & t(n2,n2,n4,n0,n4) = n2
% 212.25/26.85 & t(n2,n2,n4,n0,n5) = n2
% 212.25/26.85 & t(n2,n2,n4,n1,n0) = n2
% 212.25/26.85 & t(n2,n2,n4,n1,n1) = n2
% 212.25/26.85 & t(n2,n2,n4,n1,n2) = n2
% 212.25/26.85 & t(n2,n2,n4,n1,n3) = n2
% 212.25/26.85 & t(n2,n2,n4,n1,n4) = n2
% 212.25/26.85 & t(n2,n2,n4,n1,n5) = n2
% 212.25/26.85 & t(n2,n2,n4,n2,n0) = n2
% 212.25/26.85 & t(n2,n2,n4,n2,n1) = n2
% 212.25/26.85 & t(n2,n2,n4,n2,n2) = n2
% 212.25/26.85 & t(n2,n2,n4,n2,n3) = n2
% 212.25/26.85 & t(n2,n2,n4,n2,n4) = n2
% 212.25/26.85 & t(n2,n2,n4,n2,n5) = n2
% 212.25/26.85 & t(n2,n2,n4,n3,n0) = n2
% 212.25/26.85 & t(n2,n2,n4,n3,n1) = n2
% 212.25/26.85 & t(n2,n2,n4,n3,n2) = n2
% 212.25/26.85 & t(n2,n2,n4,n3,n3) = n2
% 212.25/26.85 & t(n2,n2,n4,n3,n4) = n2
% 212.25/26.85 & t(n2,n2,n4,n3,n5) = n2
% 212.25/26.85 & t(n2,n2,n4,n4,n0) = n2
% 212.25/26.85 & t(n2,n2,n4,n4,n1) = n2
% 212.25/26.85 & t(n2,n2,n4,n4,n2) = n2
% 212.25/26.85 & t(n2,n2,n4,n4,n3) = n2
% 212.25/26.85 & t(n2,n2,n4,n4,n4) = n2
% 212.25/26.85 & t(n2,n2,n4,n4,n5) = n2
% 212.25/26.85 & t(n2,n2,n4,n5,n0) = n2
% 212.25/26.85 & t(n2,n2,n4,n5,n1) = n2
% 212.25/26.85 & t(n2,n2,n4,n5,n2) = n2
% 212.25/26.85 & t(n2,n2,n4,n5,n3) = n2
% 212.25/26.85 & t(n2,n2,n4,n5,n4) = n2
% 212.25/26.85 & t(n2,n2,n4,n5,n5) = n2
% 212.25/26.85 & t(n2,n2,n5,n0,n0) = n2
% 212.25/26.85 & t(n2,n2,n5,n0,n1) = n2
% 212.25/26.85 & t(n2,n2,n5,n0,n2) = n2
% 212.25/26.85 & t(n2,n2,n5,n0,n3) = n2
% 212.25/26.85 & t(n2,n2,n5,n0,n4) = n2
% 212.25/26.85 & t(n2,n2,n5,n0,n5) = n2
% 212.25/26.85 & t(n2,n2,n5,n1,n0) = n2
% 212.25/26.85 & t(n2,n2,n5,n1,n1) = n2
% 212.25/26.85 & t(n2,n2,n5,n1,n2) = n2
% 212.25/26.85 & t(n2,n2,n5,n1,n3) = n2
% 212.25/26.85 & t(n2,n2,n5,n1,n4) = n2
% 212.25/26.85 & t(n2,n2,n5,n1,n5) = n2
% 212.25/26.85 & t(n2,n2,n5,n2,n0) = n2
% 212.25/26.85 & t(n2,n2,n5,n2,n1) = n2
% 212.25/26.85 & t(n2,n2,n5,n2,n2) = n2
% 212.25/26.85 & t(n2,n2,n5,n2,n3) = n2
% 212.25/26.85 & t(n2,n2,n5,n2,n4) = n2
% 212.25/26.85 & t(n2,n2,n5,n2,n5) = n2
% 212.25/26.85 & t(n2,n2,n5,n3,n0) = n2
% 212.25/26.85 & t(n2,n2,n5,n3,n1) = n2
% 212.25/26.85 & t(n2,n2,n5,n3,n2) = n2
% 212.25/26.85 & t(n2,n2,n5,n3,n3) = n2
% 212.25/26.85 & t(n2,n2,n5,n3,n4) = n2
% 212.25/26.85 & t(n2,n2,n5,n3,n5) = n2
% 212.25/26.85 & t(n2,n2,n5,n4,n0) = n2
% 212.25/26.85 & t(n2,n2,n5,n4,n1) = n2
% 212.25/26.85 & t(n2,n2,n5,n4,n2) = n2
% 212.25/26.85 & t(n2,n2,n5,n4,n3) = n2
% 212.25/26.85 & t(n2,n2,n5,n4,n4) = n2
% 212.25/26.85 & t(n2,n2,n5,n4,n5) = n2
% 212.25/26.85 & t(n2,n2,n5,n5,n0) = n2
% 212.25/26.85 & t(n2,n2,n5,n5,n1) = n2
% 212.25/26.85 & t(n2,n2,n5,n5,n2) = n2
% 212.25/26.85 & t(n2,n2,n5,n5,n3) = n2
% 212.25/26.85 & t(n2,n2,n5,n5,n4) = n2
% 212.25/26.85 & t(n2,n2,n5,n5,n5) = n2
% 212.25/26.85 & t(n2,n3,n0,n0,n0) = n2
% 212.25/26.85 & t(n2,n3,n0,n0,n1) = n3
% 212.25/26.85 & t(n2,n3,n0,n0,n2) = n2
% 212.25/26.85 & t(n2,n3,n0,n0,n3) = n3
% 212.25/26.85 & t(n2,n3,n0,n0,n4) = n2
% 212.25/26.85 & t(n2,n3,n0,n0,n5) = n2
% 212.25/26.85 & t(n2,n3,n0,n1,n0) = n2
% 212.25/26.85 & t(n2,n3,n0,n1,n1) = n2
% 212.25/26.85 & t(n2,n3,n0,n1,n2) = n2
% 212.25/26.85 & t(n2,n3,n0,n1,n3) = n3
% 212.25/26.85 & t(n2,n3,n0,n1,n4) = n2
% 212.25/26.85 & t(n2,n3,n0,n1,n5) = n2
% 212.25/26.85 & t(n2,n3,n0,n2,n0) = n2
% 212.25/26.85 & t(n2,n3,n0,n2,n1) = n2
% 212.25/26.85 & t(n2,n3,n0,n2,n2) = n2
% 212.25/26.85 & t(n2,n3,n0,n2,n3) = n3
% 212.25/26.85 & t(n2,n3,n0,n2,n4) = n2
% 212.25/26.85 & t(n2,n3,n0,n2,n5) = n2
% 212.25/26.85 & t(n2,n3,n0,n3,n0) = n3
% 212.25/26.85 & t(n2,n3,n0,n3,n1) = n3
% 212.25/26.85 & t(n2,n3,n0,n3,n2) = n2
% 212.25/26.85 & t(n2,n3,n0,n3,n3) = n3
% 212.25/26.85 & t(n2,n3,n0,n3,n4) = n2
% 212.25/26.85 & t(n2,n3,n0,n3,n5) = n2
% 212.25/26.85 & t(n2,n3,n0,n4,n0) = n2
% 212.25/26.85 & t(n2,n3,n0,n4,n1) = n2
% 212.25/26.85 & t(n2,n3,n0,n4,n2) = n2
% 212.25/26.85 & t(n2,n3,n0,n4,n3) = n3
% 212.25/26.85 & t(n2,n3,n0,n4,n4) = n2
% 212.25/26.85 & t(n2,n3,n0,n4,n5) = n2
% 212.25/26.85 & t(n2,n3,n0,n5,n0) = n2
% 212.25/26.85 & t(n2,n3,n0,n5,n1) = n2
% 212.25/26.85 & t(n2,n3,n0,n5,n2) = n2
% 212.25/26.85 & t(n2,n3,n0,n5,n3) = n2
% 212.25/26.85 & t(n2,n3,n0,n5,n4) = n2
% 212.25/26.85 & t(n2,n3,n0,n5,n5) = n2
% 212.25/26.85 & t(n2,n3,n1,n0,n0) = n3
% 212.25/26.85 & t(n2,n3,n1,n0,n1) = n2
% 212.25/26.85 & t(n2,n3,n1,n0,n2) = n2
% 212.25/26.85 & t(n2,n3,n1,n0,n3) = n3
% 212.25/26.85 & t(n2,n3,n1,n0,n4) = n2
% 212.25/26.85 & t(n2,n3,n1,n0,n5) = n2
% 212.25/26.85 & t(n2,n3,n1,n1,n0) = n2
% 212.25/26.85 & t(n2,n3,n1,n1,n1) = n1
% 212.25/26.85 & t(n2,n3,n1,n1,n2) = n2
% 212.25/26.85 & t(n2,n3,n1,n1,n3) = n3
% 212.25/26.85 & t(n2,n3,n1,n1,n4) = n2
% 212.25/26.85 & t(n2,n3,n1,n1,n5) = n2
% 212.25/26.85 & t(n2,n3,n1,n2,n0) = n2
% 212.25/26.85 & t(n2,n3,n1,n2,n1) = n2
% 212.25/26.85 & t(n2,n3,n1,n2,n2) = n2
% 212.25/26.85 & t(n2,n3,n1,n2,n3) = n2
% 212.25/26.85 & t(n2,n3,n1,n2,n4) = n2
% 212.25/26.85 & t(n2,n3,n1,n2,n5) = n2
% 212.25/26.85 & t(n2,n3,n1,n3,n0) = n3
% 212.25/26.85 & t(n2,n3,n1,n3,n1) = n3
% 212.25/26.85 & t(n2,n3,n1,n3,n2) = n3
% 212.25/26.85 & t(n2,n3,n1,n3,n3) = n3
% 212.25/26.85 & t(n2,n3,n1,n3,n4) = n2
% 212.25/26.85 & t(n2,n3,n1,n3,n5) = n2
% 212.25/26.85 & t(n2,n3,n1,n4,n0) = n2
% 212.25/26.85 & t(n2,n3,n1,n4,n1) = n2
% 212.25/26.85 & t(n2,n3,n1,n4,n2) = n2
% 212.25/26.85 & t(n2,n3,n1,n4,n3) = n2
% 212.25/26.85 & t(n2,n3,n1,n4,n4) = n2
% 212.25/26.85 & t(n2,n3,n1,n4,n5) = n2
% 212.25/26.85 & t(n2,n3,n1,n5,n0) = n2
% 212.25/26.85 & t(n2,n3,n1,n5,n1) = n2
% 212.25/26.85 & t(n2,n3,n1,n5,n2) = n2
% 212.25/26.85 & t(n2,n3,n1,n5,n3) = n2
% 212.25/26.85 & t(n2,n3,n1,n5,n4) = n2
% 212.25/26.85 & t(n2,n3,n1,n5,n5) = n2
% 212.25/26.85 & t(n2,n3,n2,n0,n0) = n2
% 212.25/26.85 & t(n2,n3,n2,n0,n1) = n2
% 212.25/26.85 & t(n2,n3,n2,n0,n2) = n2
% 212.25/26.85 & t(n2,n3,n2,n0,n3) = n3
% 212.25/26.85 & t(n2,n3,n2,n0,n4) = n2
% 212.25/26.85 & t(n2,n3,n2,n0,n5) = n2
% 212.25/26.85 & t(n2,n3,n2,n1,n0) = n2
% 212.25/26.85 & t(n2,n3,n2,n1,n1) = n2
% 212.25/26.85 & t(n2,n3,n2,n1,n2) = n2
% 212.25/26.85 & t(n2,n3,n2,n1,n3) = n2
% 212.25/26.85 & t(n2,n3,n2,n1,n4) = n2
% 212.25/26.85 & t(n2,n3,n2,n1,n5) = n2
% 212.25/26.85 & t(n2,n3,n2,n2,n0) = n2
% 212.25/26.85 & t(n2,n3,n2,n2,n1) = n2
% 212.25/26.85 & t(n2,n3,n2,n2,n2) = n2
% 212.25/26.85 & t(n2,n3,n2,n2,n3) = n2
% 212.25/26.85 & t(n2,n3,n2,n2,n4) = n2
% 212.25/26.85 & t(n2,n3,n2,n2,n5) = n2
% 212.25/26.85 & t(n2,n3,n2,n3,n0) = n2
% 212.25/26.85 & t(n2,n3,n2,n3,n1) = n3
% 212.25/26.85 & t(n2,n3,n2,n3,n2) = n2
% 212.25/26.85 & t(n2,n3,n2,n3,n3) = n3
% 212.25/26.85 & t(n2,n3,n2,n3,n4) = n2
% 212.25/26.85 & t(n2,n3,n2,n3,n5) = n2
% 212.25/26.85 & t(n2,n3,n2,n4,n0) = n2
% 212.25/26.85 & t(n2,n3,n2,n4,n1) = n2
% 212.25/26.85 & t(n2,n3,n2,n4,n2) = n2
% 212.25/26.85 & t(n2,n3,n2,n4,n3) = n2
% 212.25/26.85 & t(n2,n3,n2,n4,n4) = n2
% 212.25/26.85 & t(n2,n3,n2,n4,n5) = n2
% 212.25/26.85 & t(n2,n3,n2,n5,n0) = n2
% 212.25/26.85 & t(n2,n3,n2,n5,n1) = n2
% 212.25/26.85 & t(n2,n3,n2,n5,n2) = n2
% 212.25/26.85 & t(n2,n3,n2,n5,n3) = n2
% 212.25/26.85 & t(n2,n3,n2,n5,n4) = n2
% 212.25/26.85 & t(n2,n3,n2,n5,n5) = n2
% 212.25/26.85 & t(n2,n3,n3,n0,n0) = n3
% 212.25/26.85 & t(n2,n3,n3,n0,n1) = n3
% 212.25/26.85 & t(n2,n3,n3,n0,n2) = n3
% 212.25/26.85 & t(n2,n3,n3,n0,n3) = n3
% 212.25/26.85 & t(n2,n3,n3,n0,n4) = n3
% 212.25/26.85 & t(n2,n3,n3,n0,n5) = n3
% 212.25/26.85 & t(n2,n3,n3,n1,n0) = n3
% 212.25/26.85 & t(n2,n3,n3,n1,n1) = n3
% 212.25/26.85 & t(n2,n3,n3,n1,n2) = n2
% 212.25/26.85 & t(n2,n3,n3,n1,n3) = n3
% 212.25/26.85 & t(n2,n3,n3,n1,n4) = n2
% 212.25/26.85 & t(n2,n3,n3,n1,n5) = n2
% 212.25/26.85 & t(n2,n3,n3,n2,n0) = n3
% 212.25/26.85 & t(n2,n3,n3,n2,n1) = n3
% 212.25/26.85 & t(n2,n3,n3,n2,n2) = n2
% 212.25/26.85 & t(n2,n3,n3,n2,n3) = n3
% 212.25/26.85 & t(n2,n3,n3,n2,n4) = n2
% 212.25/26.85 & t(n2,n3,n3,n2,n5) = n2
% 212.25/26.85 & t(n2,n3,n3,n3,n0) = n3
% 212.25/26.85 & t(n2,n3,n3,n3,n1) = n3
% 212.25/26.85 & t(n2,n3,n3,n3,n2) = n3
% 212.25/26.85 & t(n2,n3,n3,n3,n3) = n3
% 212.25/26.85 & t(n2,n3,n3,n3,n4) = n3
% 212.25/26.85 & t(n2,n3,n3,n3,n5) = n3
% 212.25/26.85 & t(n2,n3,n3,n4,n0) = n2
% 212.25/26.85 & t(n2,n3,n3,n4,n1) = n3
% 212.25/26.85 & t(n2,n3,n3,n4,n2) = n2
% 212.25/26.85 & t(n2,n3,n3,n4,n3) = n3
% 212.25/26.85 & t(n2,n3,n3,n4,n4) = n2
% 212.25/26.85 & t(n2,n3,n3,n4,n5) = n2
% 212.25/26.85 & t(n2,n3,n3,n5,n0) = n2
% 212.25/26.85 & t(n2,n3,n3,n5,n1) = n2
% 212.25/26.85 & t(n2,n3,n3,n5,n2) = n2
% 212.25/26.85 & t(n2,n3,n3,n5,n3) = n3
% 212.25/26.85 & t(n2,n3,n3,n5,n4) = n2
% 212.25/26.85 & t(n2,n3,n3,n5,n5) = n2
% 212.25/26.85 & t(n2,n3,n4,n0,n0) = n2
% 212.25/26.85 & t(n2,n3,n4,n0,n1) = n2
% 212.25/26.85 & t(n2,n3,n4,n0,n2) = n2
% 212.25/26.85 & t(n2,n3,n4,n0,n3) = n2
% 212.25/26.85 & t(n2,n3,n4,n0,n4) = n2
% 212.25/26.85 & t(n2,n3,n4,n0,n5) = n2
% 212.25/26.85 & t(n2,n3,n4,n1,n0) = n2
% 212.25/26.85 & t(n2,n3,n4,n1,n1) = n2
% 212.25/26.85 & t(n2,n3,n4,n1,n2) = n2
% 212.25/26.85 & t(n2,n3,n4,n1,n3) = n2
% 212.25/26.85 & t(n2,n3,n4,n1,n4) = n2
% 212.25/26.85 & t(n2,n3,n4,n1,n5) = n2
% 212.25/26.85 & t(n2,n3,n4,n2,n0) = n2
% 212.25/26.85 & t(n2,n3,n4,n2,n1) = n2
% 212.25/26.85 & t(n2,n3,n4,n2,n2) = n2
% 212.25/26.85 & t(n2,n3,n4,n2,n3) = n2
% 212.25/26.85 & t(n2,n3,n4,n2,n4) = n2
% 212.25/26.85 & t(n2,n3,n4,n2,n5) = n2
% 212.25/26.85 & t(n2,n3,n4,n3,n0) = n2
% 212.25/26.85 & t(n2,n3,n4,n3,n1) = n3
% 212.25/26.85 & t(n2,n3,n4,n3,n2) = n2
% 212.25/26.85 & t(n2,n3,n4,n3,n3) = n3
% 212.25/26.85 & t(n2,n3,n4,n3,n4) = n2
% 212.25/26.85 & t(n2,n3,n4,n3,n5) = n2
% 212.25/26.85 & t(n2,n3,n4,n4,n0) = n2
% 212.25/26.85 & t(n2,n3,n4,n4,n1) = n2
% 212.25/26.85 & t(n2,n3,n4,n4,n2) = n2
% 212.25/26.85 & t(n2,n3,n4,n4,n3) = n2
% 212.25/26.85 & t(n2,n3,n4,n4,n4) = n2
% 212.25/26.85 & t(n2,n3,n4,n4,n5) = n2
% 212.25/26.85 & t(n2,n3,n4,n5,n0) = n2
% 212.25/26.85 & t(n2,n3,n4,n5,n1) = n2
% 212.25/26.85 & t(n2,n3,n4,n5,n2) = n2
% 212.25/26.85 & t(n2,n3,n4,n5,n3) = n2
% 212.25/26.85 & t(n2,n3,n4,n5,n4) = n2
% 212.25/26.85 & t(n2,n3,n4,n5,n5) = n2
% 212.25/26.85 & t(n2,n3,n5,n0,n0) = n2
% 212.25/26.85 & t(n2,n3,n5,n0,n1) = n2
% 212.25/26.85 & t(n2,n3,n5,n0,n2) = n2
% 212.25/26.85 & t(n2,n3,n5,n0,n3) = n2
% 212.25/26.85 & t(n2,n3,n5,n0,n4) = n2
% 212.25/26.85 & t(n2,n3,n5,n0,n5) = n2
% 212.25/26.85 & t(n2,n3,n5,n1,n0) = n2
% 212.25/26.85 & t(n2,n3,n5,n1,n1) = n2
% 212.25/26.85 & t(n2,n3,n5,n1,n2) = n2
% 212.25/26.85 & t(n2,n3,n5,n1,n3) = n2
% 212.25/26.85 & t(n2,n3,n5,n1,n4) = n2
% 212.25/26.85 & t(n2,n3,n5,n1,n5) = n2
% 212.25/26.85 & t(n2,n3,n5,n2,n0) = n2
% 212.25/26.85 & t(n2,n3,n5,n2,n1) = n2
% 212.25/26.85 & t(n2,n3,n5,n2,n2) = n2
% 212.25/26.85 & t(n2,n3,n5,n2,n3) = n2
% 212.25/26.85 & t(n2,n3,n5,n2,n4) = n2
% 212.25/26.85 & t(n2,n3,n5,n2,n5) = n2
% 212.25/26.85 & t(n2,n3,n5,n3,n0) = n2
% 212.25/26.85 & t(n2,n3,n5,n3,n1) = n2
% 212.25/26.85 & t(n2,n3,n5,n3,n2) = n2
% 212.25/26.85 & t(n2,n3,n5,n3,n3) = n3
% 212.25/26.85 & t(n2,n3,n5,n3,n4) = n2
% 212.25/26.85 & t(n2,n3,n5,n3,n5) = n2
% 212.25/26.85 & t(n2,n3,n5,n4,n0) = n2
% 212.25/26.85 & t(n2,n3,n5,n4,n1) = n2
% 212.25/26.85 & t(n2,n3,n5,n4,n2) = n2
% 212.25/26.85 & t(n2,n3,n5,n4,n3) = n2
% 212.25/26.85 & t(n2,n3,n5,n4,n4) = n2
% 212.25/26.85 & t(n2,n3,n5,n4,n5) = n2
% 212.25/26.85 & t(n2,n3,n5,n5,n0) = n2
% 212.25/26.85 & t(n2,n3,n5,n5,n1) = n2
% 212.25/26.85 & t(n2,n3,n5,n5,n2) = n2
% 212.25/26.85 & t(n2,n3,n5,n5,n3) = n2
% 212.25/26.85 & t(n2,n3,n5,n5,n4) = n2
% 212.25/26.85 & t(n2,n3,n5,n5,n5) = n2
% 212.25/26.85 & t(n2,n4,n0,n0,n0) = n2
% 212.25/26.85 & t(n2,n4,n0,n0,n1) = n2
% 212.25/26.85 & t(n2,n4,n0,n0,n2) = n2
% 212.25/26.85 & t(n2,n4,n0,n0,n3) = n2
% 212.25/26.85 & t(n2,n4,n0,n0,n4) = n2
% 212.25/26.85 & t(n2,n4,n0,n0,n5) = n2
% 212.25/26.85 & t(n2,n4,n0,n1,n0) = n2
% 212.25/26.85 & t(n2,n4,n0,n1,n1) = n2
% 212.25/26.85 & t(n2,n4,n0,n1,n2) = n2
% 212.25/26.85 & t(n2,n4,n0,n1,n3) = n3
% 212.25/26.85 & t(n2,n4,n0,n1,n4) = n2
% 212.25/26.85 & t(n2,n4,n0,n1,n5) = n2
% 212.25/26.85 & t(n2,n4,n0,n2,n0) = n2
% 212.25/26.85 & t(n2,n4,n0,n2,n1) = n2
% 212.25/26.85 & t(n2,n4,n0,n2,n2) = n2
% 212.25/26.85 & t(n2,n4,n0,n2,n3) = n2
% 212.25/26.85 & t(n2,n4,n0,n2,n4) = n2
% 212.25/26.85 & t(n2,n4,n0,n2,n5) = n2
% 212.25/26.85 & t(n2,n4,n0,n3,n0) = n2
% 212.25/26.85 & t(n2,n4,n0,n3,n1) = n2
% 212.25/26.85 & t(n2,n4,n0,n3,n2) = n2
% 212.25/26.85 & t(n2,n4,n0,n3,n3) = n3
% 212.25/26.85 & t(n2,n4,n0,n3,n4) = n2
% 212.25/26.85 & t(n2,n4,n0,n3,n5) = n2
% 212.25/26.85 & t(n2,n4,n0,n4,n0) = n2
% 212.25/26.85 & t(n2,n4,n0,n4,n1) = n2
% 212.25/26.85 & t(n2,n4,n0,n4,n2) = n2
% 212.25/26.85 & t(n2,n4,n0,n4,n3) = n2
% 212.25/26.85 & t(n2,n4,n0,n4,n4) = n2
% 212.25/26.85 & t(n2,n4,n0,n4,n5) = n2
% 212.25/26.85 & t(n2,n4,n0,n5,n0) = n2
% 212.25/26.85 & t(n2,n4,n0,n5,n1) = n2
% 212.25/26.85 & t(n2,n4,n0,n5,n2) = n2
% 212.25/26.85 & t(n2,n4,n0,n5,n3) = n2
% 212.25/26.85 & t(n2,n4,n0,n5,n4) = n2
% 212.25/26.85 & t(n2,n4,n0,n5,n5) = n2
% 212.25/26.85 & t(n2,n4,n1,n0,n0) = n2
% 212.25/26.85 & t(n2,n4,n1,n0,n1) = n2
% 212.25/26.85 & t(n2,n4,n1,n0,n2) = n2
% 212.25/26.85 & t(n2,n4,n1,n0,n3) = n2
% 212.25/26.85 & t(n2,n4,n1,n0,n4) = n2
% 212.25/26.85 & t(n2,n4,n1,n0,n5) = n2
% 212.25/26.85 & t(n2,n4,n1,n1,n0) = n2
% 212.25/26.85 & t(n2,n4,n1,n1,n1) = n2
% 212.25/26.85 & t(n2,n4,n1,n1,n2) = n2
% 212.25/26.85 & t(n2,n4,n1,n1,n3) = n2
% 212.25/26.85 & t(n2,n4,n1,n1,n4) = n2
% 212.25/26.85 & t(n2,n4,n1,n1,n5) = n2
% 212.25/26.85 & t(n2,n4,n1,n2,n0) = n2
% 212.25/26.85 & t(n2,n4,n1,n2,n1) = n2
% 212.25/26.85 & t(n2,n4,n1,n2,n2) = n2
% 212.25/26.85 & t(n2,n4,n1,n2,n3) = n2
% 212.25/26.85 & t(n2,n4,n1,n2,n4) = n2
% 212.25/26.85 & t(n2,n4,n1,n2,n5) = n2
% 212.25/26.85 & t(n2,n4,n1,n3,n0) = n2
% 212.25/26.85 & t(n2,n4,n1,n3,n1) = n2
% 212.25/26.85 & t(n2,n4,n1,n3,n2) = n2
% 212.25/26.85 & t(n2,n4,n1,n3,n3) = n2
% 212.25/26.85 & t(n2,n4,n1,n3,n4) = n2
% 212.25/26.85 & t(n2,n4,n1,n3,n5) = n2
% 212.25/26.85 & t(n2,n4,n1,n4,n0) = n2
% 212.25/26.85 & t(n2,n4,n1,n4,n1) = n2
% 212.25/26.85 & t(n2,n4,n1,n4,n2) = n2
% 212.25/26.85 & t(n2,n4,n1,n4,n3) = n2
% 212.25/26.85 & t(n2,n4,n1,n4,n4) = n2
% 212.25/26.85 & t(n2,n4,n1,n4,n5) = n2
% 212.25/26.85 & t(n2,n4,n1,n5,n0) = n2
% 212.25/26.85 & t(n2,n4,n1,n5,n1) = n2
% 212.25/26.85 & t(n2,n4,n1,n5,n2) = n2
% 212.25/26.85 & t(n2,n4,n1,n5,n3) = n2
% 212.25/26.85 & t(n2,n4,n1,n5,n4) = n2
% 212.25/26.85 & t(n2,n4,n1,n5,n5) = n2
% 212.25/26.85 & t(n2,n4,n2,n0,n0) = n2
% 212.25/26.85 & t(n2,n4,n2,n0,n1) = n2
% 212.25/26.85 & t(n2,n4,n2,n0,n2) = n2
% 212.25/26.85 & t(n2,n4,n2,n0,n3) = n2
% 212.25/26.85 & t(n2,n4,n2,n0,n4) = n2
% 212.25/26.85 & t(n2,n4,n2,n0,n5) = n2
% 212.25/26.85 & t(n2,n4,n2,n1,n0) = n2
% 212.25/26.85 & t(n2,n4,n2,n1,n1) = n2
% 212.25/26.85 & t(n2,n4,n2,n1,n2) = n2
% 212.25/26.85 & t(n2,n4,n2,n1,n3) = n2
% 212.25/26.85 & t(n2,n4,n2,n1,n4) = n2
% 212.25/26.85 & t(n2,n4,n2,n1,n5) = n2
% 212.25/26.85 & t(n2,n4,n2,n2,n0) = n2
% 212.25/26.85 & t(n2,n4,n2,n2,n1) = n2
% 212.25/26.85 & t(n2,n4,n2,n2,n2) = n2
% 212.25/26.85 & t(n2,n4,n2,n2,n3) = n2
% 212.25/26.85 & t(n2,n4,n2,n2,n4) = n2
% 212.25/26.85 & t(n2,n4,n2,n2,n5) = n2
% 212.25/26.85 & t(n2,n4,n2,n3,n0) = n2
% 212.25/26.85 & t(n2,n4,n2,n3,n1) = n2
% 212.25/26.85 & t(n2,n4,n2,n3,n2) = n2
% 212.25/26.85 & t(n2,n4,n2,n3,n3) = n2
% 212.25/26.85 & t(n2,n4,n2,n3,n4) = n2
% 212.25/26.85 & t(n2,n4,n2,n3,n5) = n2
% 212.25/26.85 & t(n2,n4,n2,n4,n0) = n2
% 212.25/26.85 & t(n2,n4,n2,n4,n1) = n2
% 212.25/26.85 & t(n2,n4,n2,n4,n2) = n2
% 212.25/26.85 & t(n2,n4,n2,n4,n3) = n2
% 212.25/26.85 & t(n2,n4,n2,n4,n4) = n2
% 212.25/26.85 & t(n2,n4,n2,n4,n5) = n2
% 212.25/26.85 & t(n2,n4,n2,n5,n0) = n2
% 212.25/26.85 & t(n2,n4,n2,n5,n1) = n2
% 212.25/26.85 & t(n2,n4,n2,n5,n2) = n2
% 212.25/26.85 & t(n2,n4,n2,n5,n3) = n2
% 212.25/26.85 & t(n2,n4,n2,n5,n4) = n2
% 212.25/26.85 & t(n2,n4,n2,n5,n5) = n2
% 212.25/26.85 & t(n2,n4,n3,n0,n0) = n2
% 212.25/26.85 & t(n2,n4,n3,n0,n1) = n2
% 212.25/26.85 & t(n2,n4,n3,n0,n2) = n2
% 212.25/26.85 & t(n2,n4,n3,n0,n3) = n2
% 212.25/26.85 & t(n2,n4,n3,n0,n4) = n2
% 212.25/26.85 & t(n2,n4,n3,n0,n5) = n2
% 212.25/26.85 & t(n2,n4,n3,n1,n0) = n2
% 212.25/26.85 & t(n2,n4,n3,n1,n1) = n2
% 212.25/26.85 & t(n2,n4,n3,n1,n2) = n2
% 212.25/26.85 & t(n2,n4,n3,n1,n3) = n3
% 212.25/26.85 & t(n2,n4,n3,n1,n4) = n2
% 212.25/26.85 & t(n2,n4,n3,n1,n5) = n2
% 212.25/26.85 & t(n2,n4,n3,n2,n0) = n2
% 212.25/26.85 & t(n2,n4,n3,n2,n1) = n2
% 212.25/26.85 & t(n2,n4,n3,n2,n2) = n2
% 212.25/26.85 & t(n2,n4,n3,n2,n3) = n2
% 212.25/26.85 & t(n2,n4,n3,n2,n4) = n2
% 212.25/26.85 & t(n2,n4,n3,n2,n5) = n2
% 212.25/26.85 & t(n2,n4,n3,n3,n0) = n3
% 212.25/26.85 & t(n2,n4,n3,n3,n1) = n2
% 212.25/26.85 & t(n2,n4,n3,n3,n2) = n2
% 212.25/26.85 & t(n2,n4,n3,n3,n3) = n3
% 212.25/26.85 & t(n2,n4,n3,n3,n4) = n2
% 212.25/26.85 & t(n2,n4,n3,n3,n5) = n2
% 212.25/26.85 & t(n2,n4,n3,n4,n0) = n2
% 212.25/26.85 & t(n2,n4,n3,n4,n1) = n2
% 212.25/26.85 & t(n2,n4,n3,n4,n2) = n2
% 212.25/26.85 & t(n2,n4,n3,n4,n3) = n2
% 212.25/26.85 & t(n2,n4,n3,n4,n4) = n2
% 212.25/26.85 & t(n2,n4,n3,n4,n5) = n2
% 212.25/26.85 & t(n2,n4,n3,n5,n0) = n2
% 212.25/26.85 & t(n2,n4,n3,n5,n1) = n2
% 212.25/26.85 & t(n2,n4,n3,n5,n2) = n2
% 212.25/26.85 & t(n2,n4,n3,n5,n3) = n2
% 212.25/26.85 & t(n2,n4,n3,n5,n4) = n2
% 212.25/26.85 & t(n2,n4,n3,n5,n5) = n2
% 212.25/26.85 & t(n2,n4,n4,n0,n0) = n2
% 212.25/26.85 & t(n2,n4,n4,n0,n1) = n2
% 212.25/26.85 & t(n2,n4,n4,n0,n2) = n2
% 212.25/26.85 & t(n2,n4,n4,n0,n3) = n2
% 212.25/26.85 & t(n2,n4,n4,n0,n4) = n2
% 212.25/26.85 & t(n2,n4,n4,n0,n5) = n2
% 212.25/26.85 & t(n2,n4,n4,n1,n0) = n2
% 212.25/26.85 & t(n2,n4,n4,n1,n1) = n2
% 212.25/26.85 & t(n2,n4,n4,n1,n2) = n2
% 212.25/26.85 & t(n2,n4,n4,n1,n3) = n2
% 212.25/26.85 & t(n2,n4,n4,n1,n4) = n2
% 212.25/26.85 & t(n2,n4,n4,n1,n5) = n2
% 212.25/26.85 & t(n2,n4,n4,n2,n0) = n2
% 212.25/26.85 & t(n2,n4,n4,n2,n1) = n2
% 212.25/26.85 & t(n2,n4,n4,n2,n2) = n2
% 212.25/26.85 & t(n2,n4,n4,n2,n3) = n2
% 212.25/26.85 & t(n2,n4,n4,n2,n4) = n2
% 212.25/26.85 & t(n2,n4,n4,n2,n5) = n2
% 212.25/26.85 & t(n2,n4,n4,n3,n0) = n2
% 212.25/26.85 & t(n2,n4,n4,n3,n1) = n2
% 212.25/26.85 & t(n2,n4,n4,n3,n2) = n2
% 212.25/26.85 & t(n2,n4,n4,n3,n3) = n2
% 212.25/26.85 & t(n2,n4,n4,n3,n4) = n2
% 212.25/26.85 & t(n2,n4,n4,n3,n5) = n2
% 212.25/26.85 & t(n2,n4,n4,n4,n0) = n2
% 212.25/26.85 & t(n2,n4,n4,n4,n1) = n2
% 212.25/26.85 & t(n2,n4,n4,n4,n2) = n2
% 212.25/26.85 & t(n2,n4,n4,n4,n3) = n2
% 212.25/26.85 & t(n2,n4,n4,n4,n4) = n4
% 212.25/26.85 & t(n2,n4,n4,n4,n5) = n4
% 212.25/26.85 & t(n2,n4,n4,n5,n0) = n2
% 212.25/26.85 & t(n2,n4,n4,n5,n1) = n2
% 212.25/26.85 & t(n2,n4,n4,n5,n2) = n2
% 212.25/26.85 & t(n2,n4,n4,n5,n3) = n2
% 212.25/26.85 & t(n2,n4,n4,n5,n4) = n2
% 212.25/26.85 & t(n2,n4,n4,n5,n5) = n4
% 212.25/26.85 & t(n2,n4,n5,n0,n0) = n2
% 212.25/26.85 & t(n2,n4,n5,n0,n1) = n2
% 212.25/26.85 & t(n2,n4,n5,n0,n2) = n2
% 212.25/26.85 & t(n2,n4,n5,n0,n3) = n2
% 212.25/26.85 & t(n2,n4,n5,n0,n4) = n2
% 212.25/26.85 & t(n2,n4,n5,n0,n5) = n2
% 212.25/26.85 & t(n2,n4,n5,n1,n0) = n2
% 212.25/26.85 & t(n2,n4,n5,n1,n1) = n2
% 212.25/26.85 & t(n2,n4,n5,n1,n2) = n2
% 212.25/26.85 & t(n2,n4,n5,n1,n3) = n2
% 212.25/26.85 & t(n2,n4,n5,n1,n4) = n2
% 212.25/26.85 & t(n2,n4,n5,n1,n5) = n2
% 212.25/26.85 & t(n2,n4,n5,n2,n0) = n2
% 212.25/26.85 & t(n2,n4,n5,n2,n1) = n2
% 212.25/26.85 & t(n2,n4,n5,n2,n2) = n2
% 212.25/26.85 & t(n2,n4,n5,n2,n3) = n2
% 212.25/26.85 & t(n2,n4,n5,n2,n4) = n2
% 212.25/26.85 & t(n2,n4,n5,n2,n5) = n2
% 212.25/26.85 & t(n2,n4,n5,n3,n0) = n2
% 212.25/26.85 & t(n2,n4,n5,n3,n1) = n2
% 212.25/26.85 & t(n2,n4,n5,n3,n2) = n2
% 212.25/26.85 & t(n2,n4,n5,n3,n3) = n2
% 212.25/26.85 & t(n2,n4,n5,n3,n4) = n2
% 212.25/26.85 & t(n2,n4,n5,n3,n5) = n2
% 212.25/26.85 & t(n2,n4,n5,n4,n0) = n2
% 212.25/26.85 & t(n2,n4,n5,n4,n1) = n2
% 212.25/26.85 & t(n2,n4,n5,n4,n2) = n2
% 212.25/26.85 & t(n2,n4,n5,n4,n3) = n2
% 212.25/26.85 & t(n2,n4,n5,n4,n4) = n4
% 212.25/26.85 & t(n2,n4,n5,n4,n5) = n4
% 212.25/26.85 & t(n2,n4,n5,n5,n0) = n2
% 212.25/26.85 & t(n2,n4,n5,n5,n1) = n2
% 212.25/26.85 & t(n2,n4,n5,n5,n2) = n2
% 212.25/26.85 & t(n2,n4,n5,n5,n3) = n2
% 212.25/26.85 & t(n2,n4,n5,n5,n4) = n2
% 212.25/26.85 & t(n2,n4,n5,n5,n5) = n4
% 212.25/26.85 & t(n2,n5,n0,n0,n0) = n2
% 212.25/26.85 & t(n2,n5,n0,n0,n1) = n2
% 212.25/26.85 & t(n2,n5,n0,n0,n2) = n2
% 212.25/26.85 & t(n2,n5,n0,n0,n3) = n2
% 212.25/26.85 & t(n2,n5,n0,n0,n4) = n2
% 212.25/26.85 & t(n2,n5,n0,n0,n5) = n2
% 212.25/26.85 & t(n2,n5,n0,n1,n0) = n2
% 212.25/26.85 & t(n2,n5,n0,n1,n1) = n2
% 212.25/26.85 & t(n2,n5,n0,n1,n2) = n2
% 212.25/26.85 & t(n2,n5,n0,n1,n3) = n3
% 212.25/26.85 & t(n2,n5,n0,n1,n4) = n2
% 212.25/26.85 & t(n2,n5,n0,n1,n5) = n2
% 212.25/26.85 & t(n2,n5,n0,n2,n0) = n2
% 212.25/26.85 & t(n2,n5,n0,n2,n1) = n2
% 212.25/26.85 & t(n2,n5,n0,n2,n2) = n2
% 212.25/26.85 & t(n2,n5,n0,n2,n3) = n2
% 212.25/26.85 & t(n2,n5,n0,n2,n4) = n2
% 212.25/26.85 & t(n2,n5,n0,n2,n5) = n2
% 212.25/26.85 & t(n2,n5,n0,n3,n0) = n2
% 212.25/26.85 & t(n2,n5,n0,n3,n1) = n2
% 212.25/26.85 & t(n2,n5,n0,n3,n2) = n2
% 212.25/26.85 & t(n2,n5,n0,n3,n3) = n3
% 212.25/26.85 & t(n2,n5,n0,n3,n4) = n2
% 212.25/26.85 & t(n2,n5,n0,n3,n5) = n2
% 212.25/26.85 & t(n2,n5,n0,n4,n0) = n2
% 212.25/26.85 & t(n2,n5,n0,n4,n1) = n2
% 212.25/26.85 & t(n2,n5,n0,n4,n2) = n2
% 212.25/26.85 & t(n2,n5,n0,n4,n3) = n2
% 212.25/26.85 & t(n2,n5,n0,n4,n4) = n2
% 212.25/26.85 & t(n2,n5,n0,n4,n5) = n2
% 212.25/26.85 & t(n2,n5,n0,n5,n0) = n2
% 212.25/26.85 & t(n2,n5,n0,n5,n1) = n2
% 212.25/26.85 & t(n2,n5,n0,n5,n2) = n2
% 212.25/26.85 & t(n2,n5,n0,n5,n3) = n2
% 212.25/26.85 & t(n2,n5,n0,n5,n4) = n2
% 212.25/26.85 & t(n2,n5,n0,n5,n5) = n2
% 212.25/26.85 & t(n2,n5,n1,n0,n0) = n2
% 212.25/26.85 & t(n2,n5,n1,n0,n1) = n2
% 212.25/26.85 & t(n2,n5,n1,n0,n2) = n2
% 212.25/26.85 & t(n2,n5,n1,n0,n3) = n2
% 212.25/26.85 & t(n2,n5,n1,n0,n4) = n2
% 212.25/26.85 & t(n2,n5,n1,n0,n5) = n2
% 212.25/26.85 & t(n2,n5,n1,n1,n0) = n2
% 212.25/26.85 & t(n2,n5,n1,n1,n1) = n2
% 212.25/26.85 & t(n2,n5,n1,n1,n2) = n2
% 212.25/26.85 & t(n2,n5,n1,n1,n3) = n2
% 212.25/26.85 & t(n2,n5,n1,n1,n4) = n2
% 212.25/26.85 & t(n2,n5,n1,n1,n5) = n2
% 212.25/26.85 & t(n2,n5,n1,n2,n0) = n2
% 212.25/26.85 & t(n2,n5,n1,n2,n1) = n2
% 212.25/26.85 & t(n2,n5,n1,n2,n2) = n2
% 212.25/26.85 & t(n2,n5,n1,n2,n3) = n2
% 212.25/26.85 & t(n2,n5,n1,n2,n4) = n2
% 212.25/26.85 & t(n2,n5,n1,n2,n5) = n2
% 212.25/26.85 & t(n2,n5,n1,n3,n0) = n2
% 212.25/26.85 & t(n2,n5,n1,n3,n1) = n2
% 212.25/26.85 & t(n2,n5,n1,n3,n2) = n2
% 212.25/26.85 & t(n2,n5,n1,n3,n3) = n2
% 212.25/26.85 & t(n2,n5,n1,n3,n4) = n2
% 212.25/26.85 & t(n2,n5,n1,n3,n5) = n2
% 212.25/26.85 & t(n2,n5,n1,n4,n0) = n2
% 212.25/26.85 & t(n2,n5,n1,n4,n1) = n2
% 212.25/26.85 & t(n2,n5,n1,n4,n2) = n2
% 212.25/26.85 & t(n2,n5,n1,n4,n3) = n2
% 212.25/26.85 & t(n2,n5,n1,n4,n4) = n2
% 212.25/26.85 & t(n2,n5,n1,n4,n5) = n2
% 212.25/26.85 & t(n2,n5,n1,n5,n0) = n2
% 212.25/26.85 & t(n2,n5,n1,n5,n1) = n2
% 212.25/26.85 & t(n2,n5,n1,n5,n2) = n2
% 212.25/26.85 & t(n2,n5,n1,n5,n3) = n2
% 212.25/26.85 & t(n2,n5,n1,n5,n4) = n2
% 212.25/26.85 & t(n2,n5,n1,n5,n5) = n2
% 212.25/26.85 & t(n2,n5,n2,n0,n0) = n2
% 212.25/26.85 & t(n2,n5,n2,n0,n1) = n2
% 212.25/26.85 & t(n2,n5,n2,n0,n2) = n2
% 212.25/26.85 & t(n2,n5,n2,n0,n3) = n2
% 212.25/26.85 & t(n2,n5,n2,n0,n4) = n2
% 212.25/26.85 & t(n2,n5,n2,n0,n5) = n2
% 212.25/26.85 & t(n2,n5,n2,n1,n0) = n2
% 212.25/26.85 & t(n2,n5,n2,n1,n1) = n2
% 212.25/26.85 & t(n2,n5,n2,n1,n2) = n2
% 212.25/26.85 & t(n2,n5,n2,n1,n3) = n2
% 212.25/26.85 & t(n2,n5,n2,n1,n4) = n2
% 212.25/26.85 & t(n2,n5,n2,n1,n5) = n2
% 212.25/26.85 & t(n2,n5,n2,n2,n0) = n2
% 212.25/26.85 & t(n2,n5,n2,n2,n1) = n2
% 212.25/26.85 & t(n2,n5,n2,n2,n2) = n2
% 212.25/26.85 & t(n2,n5,n2,n2,n3) = n2
% 212.25/26.85 & t(n2,n5,n2,n2,n4) = n2
% 212.25/26.85 & t(n2,n5,n2,n2,n5) = n2
% 212.25/26.85 & t(n2,n5,n2,n3,n0) = n2
% 212.25/26.85 & t(n2,n5,n2,n3,n1) = n2
% 212.25/26.85 & t(n2,n5,n2,n3,n2) = n2
% 212.25/26.85 & t(n2,n5,n2,n3,n3) = n2
% 212.25/26.85 & t(n2,n5,n2,n3,n4) = n2
% 212.25/26.85 & t(n2,n5,n2,n3,n5) = n2
% 212.25/26.85 & t(n2,n5,n2,n4,n0) = n2
% 212.25/26.85 & t(n2,n5,n2,n4,n1) = n2
% 212.25/26.85 & t(n2,n5,n2,n4,n2) = n2
% 212.25/26.85 & t(n2,n5,n2,n4,n3) = n2
% 212.25/26.85 & t(n2,n5,n2,n4,n4) = n2
% 212.25/26.85 & t(n2,n5,n2,n4,n5) = n2
% 212.25/26.85 & t(n2,n5,n2,n5,n0) = n2
% 212.25/26.85 & t(n2,n5,n2,n5,n1) = n2
% 212.25/26.85 & t(n2,n5,n2,n5,n2) = n2
% 212.25/26.85 & t(n2,n5,n2,n5,n3) = n2
% 212.25/26.85 & t(n2,n5,n2,n5,n4) = n2
% 212.25/26.85 & t(n2,n5,n2,n5,n5) = n2
% 212.25/26.85 & t(n2,n5,n3,n0,n0) = n2
% 212.25/26.85 & t(n2,n5,n3,n0,n1) = n2
% 212.25/26.85 & t(n2,n5,n3,n0,n2) = n2
% 212.25/26.85 & t(n2,n5,n3,n0,n3) = n2
% 212.25/26.85 & t(n2,n5,n3,n0,n4) = n2
% 212.25/26.85 & t(n2,n5,n3,n0,n5) = n2
% 212.25/26.85 & t(n2,n5,n3,n1,n0) = n2
% 212.25/26.85 & t(n2,n5,n3,n1,n1) = n2
% 212.25/26.85 & t(n2,n5,n3,n1,n2) = n2
% 212.25/26.85 & t(n2,n5,n3,n1,n3) = n3
% 212.25/26.85 & t(n2,n5,n3,n1,n4) = n2
% 212.25/26.85 & t(n2,n5,n3,n1,n5) = n2
% 212.25/26.85 & t(n2,n5,n3,n2,n0) = n2
% 212.25/26.85 & t(n2,n5,n3,n2,n1) = n2
% 212.25/26.85 & t(n2,n5,n3,n2,n2) = n2
% 212.25/26.85 & t(n2,n5,n3,n2,n3) = n2
% 212.25/26.85 & t(n2,n5,n3,n2,n4) = n2
% 212.25/26.85 & t(n2,n5,n3,n2,n5) = n2
% 212.25/26.85 & t(n2,n5,n3,n3,n0) = n2
% 212.25/26.85 & t(n2,n5,n3,n3,n1) = n2
% 212.25/26.85 & t(n2,n5,n3,n3,n2) = n2
% 212.25/26.85 & t(n2,n5,n3,n3,n3) = n3
% 212.25/26.85 & t(n2,n5,n3,n3,n4) = n2
% 212.25/26.85 & t(n2,n5,n3,n3,n5) = n2
% 212.25/26.85 & t(n2,n5,n3,n4,n0) = n2
% 212.25/26.85 & t(n2,n5,n3,n4,n1) = n2
% 212.25/26.85 & t(n2,n5,n3,n4,n2) = n2
% 212.25/26.85 & t(n2,n5,n3,n4,n3) = n2
% 212.25/26.85 & t(n2,n5,n3,n4,n4) = n2
% 212.25/26.85 & t(n2,n5,n3,n4,n5) = n2
% 212.25/26.85 & t(n2,n5,n3,n5,n0) = n2
% 212.25/26.85 & t(n2,n5,n3,n5,n1) = n2
% 212.25/26.85 & t(n2,n5,n3,n5,n2) = n2
% 212.25/26.85 & t(n2,n5,n3,n5,n3) = n2
% 212.25/26.85 & t(n2,n5,n3,n5,n4) = n2
% 212.25/26.85 & t(n2,n5,n3,n5,n5) = n2
% 212.25/26.85 & t(n2,n5,n4,n0,n0) = n2
% 212.25/26.85 & t(n2,n5,n4,n0,n1) = n2
% 212.25/26.85 & t(n2,n5,n4,n0,n2) = n2
% 212.25/26.85 & t(n2,n5,n4,n0,n3) = n2
% 212.25/26.85 & t(n2,n5,n4,n0,n4) = n2
% 212.25/26.85 & t(n2,n5,n4,n0,n5) = n2
% 212.25/26.85 & t(n2,n5,n4,n1,n0) = n2
% 212.25/26.85 & t(n2,n5,n4,n1,n1) = n2
% 212.25/26.85 & t(n2,n5,n4,n1,n2) = n2
% 212.25/26.85 & t(n2,n5,n4,n1,n3) = n2
% 212.25/26.85 & t(n2,n5,n4,n1,n4) = n2
% 212.25/26.85 & t(n2,n5,n4,n1,n5) = n2
% 212.25/26.85 & t(n2,n5,n4,n2,n0) = n2
% 212.25/26.85 & t(n2,n5,n4,n2,n1) = n2
% 212.25/26.85 & t(n2,n5,n4,n2,n2) = n2
% 212.25/26.85 & t(n2,n5,n4,n2,n3) = n2
% 212.25/26.85 & t(n2,n5,n4,n2,n4) = n2
% 212.25/26.85 & t(n2,n5,n4,n2,n5) = n2
% 212.25/26.85 & t(n2,n5,n4,n3,n0) = n2
% 212.25/26.85 & t(n2,n5,n4,n3,n1) = n2
% 212.25/26.85 & t(n2,n5,n4,n3,n2) = n2
% 212.25/26.85 & t(n2,n5,n4,n3,n3) = n2
% 212.25/26.85 & t(n2,n5,n4,n3,n4) = n2
% 212.25/26.85 & t(n2,n5,n4,n3,n5) = n2
% 212.25/26.85 & t(n2,n5,n4,n4,n0) = n2
% 212.25/26.85 & t(n2,n5,n4,n4,n1) = n2
% 212.25/26.85 & t(n2,n5,n4,n4,n2) = n2
% 212.25/26.85 & t(n2,n5,n4,n4,n3) = n2
% 212.25/26.85 & t(n2,n5,n4,n4,n4) = n2
% 212.25/26.85 & t(n2,n5,n4,n4,n5) = n4
% 212.25/26.85 & t(n2,n5,n4,n5,n0) = n2
% 212.25/26.85 & t(n2,n5,n4,n5,n1) = n2
% 212.25/26.85 & t(n2,n5,n4,n5,n2) = n2
% 212.25/26.85 & t(n2,n5,n4,n5,n3) = n2
% 212.25/26.85 & t(n2,n5,n4,n5,n4) = n2
% 212.25/26.85 & t(n2,n5,n4,n5,n5) = n4
% 212.25/26.85 & t(n2,n5,n5,n0,n0) = n2
% 212.25/26.85 & t(n2,n5,n5,n0,n1) = n2
% 212.25/26.85 & t(n2,n5,n5,n0,n2) = n2
% 212.25/26.85 & t(n2,n5,n5,n0,n3) = n2
% 212.25/26.85 & t(n2,n5,n5,n0,n4) = n2
% 212.25/26.85 & t(n2,n5,n5,n0,n5) = n2
% 212.25/26.85 & t(n2,n5,n5,n1,n0) = n2
% 212.25/26.85 & t(n2,n5,n5,n1,n1) = n2
% 212.25/26.85 & t(n2,n5,n5,n1,n2) = n2
% 212.25/26.85 & t(n2,n5,n5,n1,n3) = n2
% 212.25/26.85 & t(n2,n5,n5,n1,n4) = n2
% 212.25/26.85 & t(n2,n5,n5,n1,n5) = n2
% 212.25/26.85 & t(n2,n5,n5,n2,n0) = n2
% 212.25/26.85 & t(n2,n5,n5,n2,n1) = n2
% 212.25/26.85 & t(n2,n5,n5,n2,n2) = n2
% 212.25/26.85 & t(n2,n5,n5,n2,n3) = n2
% 212.25/26.85 & t(n2,n5,n5,n2,n4) = n2
% 212.25/26.85 & t(n2,n5,n5,n2,n5) = n2
% 212.25/26.85 & t(n2,n5,n5,n3,n0) = n2
% 212.25/26.85 & t(n2,n5,n5,n3,n1) = n2
% 212.25/26.85 & t(n2,n5,n5,n3,n2) = n2
% 212.25/26.85 & t(n2,n5,n5,n3,n3) = n2
% 212.25/26.85 & t(n2,n5,n5,n3,n4) = n2
% 212.25/26.85 & t(n2,n5,n5,n3,n5) = n2
% 212.25/26.85 & t(n2,n5,n5,n4,n0) = n2
% 212.25/26.85 & t(n2,n5,n5,n4,n1) = n2
% 212.25/26.85 & t(n2,n5,n5,n4,n2) = n2
% 212.25/26.85 & t(n2,n5,n5,n4,n3) = n2
% 212.25/26.85 & t(n2,n5,n5,n4,n4) = n2
% 212.25/26.85 & t(n2,n5,n5,n4,n5) = n4
% 212.25/26.85 & t(n2,n5,n5,n5,n0) = n2
% 212.25/26.85 & t(n2,n5,n5,n5,n1) = n2
% 212.25/26.85 & t(n2,n5,n5,n5,n2) = n2
% 212.25/26.85 & t(n2,n5,n5,n5,n3) = n2
% 212.25/26.85 & t(n2,n5,n5,n5,n4) = n2
% 212.25/26.85 & t(n2,n5,n5,n5,n5) = n5
% 212.25/26.85 & t(n3,n0,n0,n0,n0) = n0
% 212.25/26.85 & t(n3,n0,n0,n0,n1) = n3
% 212.25/26.85 & t(n3,n0,n0,n0,n2) = n2
% 212.25/26.85 & t(n3,n0,n0,n0,n3) = n3
% 212.25/26.85 & t(n3,n0,n0,n0,n4) = n3
% 212.25/26.85 & t(n3,n0,n0,n0,n5) = n3
% 212.25/26.85 & t(n3,n0,n0,n1,n0) = n3
% 212.25/26.85 & t(n3,n0,n0,n1,n1) = n2
% 212.25/26.85 & t(n3,n0,n0,n1,n2) = n2
% 212.25/26.85 & t(n3,n0,n0,n1,n3) = n3
% 212.25/26.85 & t(n3,n0,n0,n1,n4) = n2
% 212.25/26.85 & t(n3,n0,n0,n1,n5) = n2
% 212.25/26.85 & t(n3,n0,n0,n2,n0) = n2
% 212.25/26.85 & t(n3,n0,n0,n2,n1) = n2
% 212.25/26.85 & t(n3,n0,n0,n2,n2) = n2
% 212.25/26.85 & t(n3,n0,n0,n2,n3) = n3
% 212.25/26.85 & t(n3,n0,n0,n2,n4) = n2
% 212.25/26.85 & t(n3,n0,n0,n2,n5) = n2
% 212.25/26.85 & t(n3,n0,n0,n3,n0) = n3
% 212.25/26.85 & t(n3,n0,n0,n3,n1) = n3
% 212.25/26.85 & t(n3,n0,n0,n3,n2) = n3
% 212.25/26.85 & t(n3,n0,n0,n3,n3) = n3
% 212.25/26.85 & t(n3,n0,n0,n3,n4) = n3
% 212.25/26.85 & t(n3,n0,n0,n3,n5) = n3
% 212.25/26.85 & t(n3,n0,n0,n4,n0) = n3
% 212.25/26.85 & t(n3,n0,n0,n4,n1) = n2
% 212.25/26.85 & t(n3,n0,n0,n4,n2) = n2
% 212.25/26.85 & t(n3,n0,n0,n4,n3) = n3
% 212.25/26.85 & t(n3,n0,n0,n4,n4) = n2
% 212.25/26.85 & t(n3,n0,n0,n4,n5) = n2
% 212.25/26.85 & t(n3,n0,n0,n5,n0) = n2
% 212.25/26.85 & t(n3,n0,n0,n5,n1) = n2
% 212.25/26.85 & t(n3,n0,n0,n5,n2) = n2
% 212.25/26.85 & t(n3,n0,n0,n5,n3) = n3
% 212.25/26.85 & t(n3,n0,n0,n5,n4) = n2
% 212.25/26.85 & t(n3,n0,n0,n5,n5) = n2
% 212.25/26.85 & t(n3,n0,n1,n0,n0) = n3
% 212.25/26.85 & t(n3,n0,n1,n0,n1) = n3
% 212.25/26.85 & t(n3,n0,n1,n0,n2) = n3
% 212.25/26.85 & t(n3,n0,n1,n0,n3) = n3
% 212.25/26.85 & t(n3,n0,n1,n0,n4) = n3
% 212.25/26.85 & t(n3,n0,n1,n0,n5) = n3
% 212.25/26.85 & t(n3,n0,n1,n1,n0) = n3
% 212.25/26.85 & t(n3,n0,n1,n1,n1) = n3
% 212.25/26.85 & t(n3,n0,n1,n1,n2) = n2
% 212.25/26.85 & t(n3,n0,n1,n1,n3) = n3
% 212.25/26.85 & t(n3,n0,n1,n1,n4) = n2
% 212.25/26.85 & t(n3,n0,n1,n1,n5) = n2
% 212.25/26.85 & t(n3,n0,n1,n2,n0) = n2
% 212.25/26.85 & t(n3,n0,n1,n2,n1) = n2
% 212.25/26.85 & t(n3,n0,n1,n2,n2) = n2
% 212.25/26.85 & t(n3,n0,n1,n2,n3) = n2
% 212.25/26.85 & t(n3,n0,n1,n2,n4) = n2
% 212.25/26.85 & t(n3,n0,n1,n2,n5) = n2
% 212.25/26.85 & t(n3,n0,n1,n3,n0) = n3
% 212.25/26.85 & t(n3,n0,n1,n3,n1) = n3
% 212.25/26.85 & t(n3,n0,n1,n3,n2) = n3
% 212.25/26.85 & t(n3,n0,n1,n3,n3) = n3
% 212.25/26.85 & t(n3,n0,n1,n3,n4) = n3
% 212.25/26.85 & t(n3,n0,n1,n3,n5) = n2
% 212.25/26.85 & t(n3,n0,n1,n4,n0) = n2
% 212.25/26.85 & t(n3,n0,n1,n4,n1) = n2
% 212.25/26.85 & t(n3,n0,n1,n4,n2) = n2
% 212.25/26.85 & t(n3,n0,n1,n4,n3) = n2
% 212.25/26.85 & t(n3,n0,n1,n4,n4) = n2
% 212.25/26.85 & t(n3,n0,n1,n4,n5) = n2
% 212.25/26.85 & t(n3,n0,n1,n5,n0) = n2
% 212.25/26.85 & t(n3,n0,n1,n5,n1) = n2
% 212.25/26.85 & t(n3,n0,n1,n5,n2) = n2
% 212.25/26.85 & t(n3,n0,n1,n5,n3) = n2
% 212.25/26.85 & t(n3,n0,n1,n5,n4) = n2
% 212.25/26.85 & t(n3,n0,n1,n5,n5) = n2
% 212.25/26.85 & t(n3,n0,n2,n0,n0) = n3
% 212.25/26.85 & t(n3,n0,n2,n0,n1) = n2
% 212.25/26.85 & t(n3,n0,n2,n0,n2) = n2
% 212.25/26.85 & t(n3,n0,n2,n0,n3) = n3
% 212.25/26.85 & t(n3,n0,n2,n0,n4) = n2
% 212.25/26.85 & t(n3,n0,n2,n0,n5) = n2
% 212.25/26.85 & t(n3,n0,n2,n1,n0) = n3
% 212.25/26.85 & t(n3,n0,n2,n1,n1) = n2
% 212.25/26.85 & t(n3,n0,n2,n1,n2) = n2
% 212.25/26.85 & t(n3,n0,n2,n1,n3) = n3
% 212.25/26.85 & t(n3,n0,n2,n1,n4) = n2
% 212.25/26.85 & t(n3,n0,n2,n1,n5) = n2
% 212.25/26.85 & t(n3,n0,n2,n2,n0) = n2
% 212.25/26.85 & t(n3,n0,n2,n2,n1) = n2
% 212.25/26.85 & t(n3,n0,n2,n2,n2) = n2
% 212.25/26.85 & t(n3,n0,n2,n2,n3) = n2
% 212.25/26.85 & t(n3,n0,n2,n2,n4) = n2
% 212.25/26.85 & t(n3,n0,n2,n2,n5) = n2
% 212.25/26.85 & t(n3,n0,n2,n3,n0) = n3
% 212.25/26.85 & t(n3,n0,n2,n3,n1) = n3
% 212.25/26.85 & t(n3,n0,n2,n3,n2) = n2
% 212.25/26.85 & t(n3,n0,n2,n3,n3) = n3
% 212.25/26.85 & t(n3,n0,n2,n3,n4) = n2
% 212.25/26.85 & t(n3,n0,n2,n3,n5) = n2
% 212.25/26.85 & t(n3,n0,n2,n4,n0) = n2
% 212.25/26.85 & t(n3,n0,n2,n4,n1) = n2
% 212.25/26.85 & t(n3,n0,n2,n4,n2) = n2
% 212.25/26.85 & t(n3,n0,n2,n4,n3) = n2
% 212.25/26.85 & t(n3,n0,n2,n4,n4) = n2
% 212.25/26.85 & t(n3,n0,n2,n4,n5) = n2
% 212.25/26.85 & t(n3,n0,n2,n5,n0) = n2
% 212.25/26.85 & t(n3,n0,n2,n5,n1) = n2
% 212.25/26.85 & t(n3,n0,n2,n5,n2) = n2
% 212.25/26.85 & t(n3,n0,n2,n5,n3) = n2
% 212.25/26.85 & t(n3,n0,n2,n5,n4) = n2
% 212.25/26.85 & t(n3,n0,n2,n5,n5) = n2
% 212.25/26.85 & t(n3,n0,n3,n0,n0) = n3
% 212.25/26.85 & t(n3,n0,n3,n0,n1) = n3
% 212.25/26.85 & t(n3,n0,n3,n0,n2) = n3
% 212.25/26.85 & t(n3,n0,n3,n0,n3) = n3
% 212.25/26.85 & t(n3,n0,n3,n0,n4) = n3
% 212.25/26.85 & t(n3,n0,n3,n0,n5) = n3
% 212.25/26.85 & t(n3,n0,n3,n1,n0) = n3
% 212.25/26.85 & t(n3,n0,n3,n1,n1) = n3
% 212.25/26.85 & t(n3,n0,n3,n1,n2) = n2
% 212.25/26.85 & t(n3,n0,n3,n1,n3) = n3
% 212.25/26.85 & t(n3,n0,n3,n1,n4) = n2
% 212.25/26.85 & t(n3,n0,n3,n1,n5) = n2
% 212.25/26.85 & t(n3,n0,n3,n2,n0) = n3
% 212.25/26.85 & t(n3,n0,n3,n2,n1) = n2
% 212.25/26.85 & t(n3,n0,n3,n2,n2) = n2
% 212.25/26.85 & t(n3,n0,n3,n2,n3) = n3
% 212.25/26.85 & t(n3,n0,n3,n2,n4) = n2
% 212.25/26.85 & t(n3,n0,n3,n2,n5) = n2
% 212.25/26.85 & t(n3,n0,n3,n3,n0) = n3
% 212.25/26.85 & t(n3,n0,n3,n3,n1) = n3
% 212.25/26.85 & t(n3,n0,n3,n3,n2) = n3
% 212.25/26.85 & t(n3,n0,n3,n3,n3) = n3
% 212.25/26.85 & t(n3,n0,n3,n3,n4) = n3
% 212.25/26.85 & t(n3,n0,n3,n3,n5) = n3
% 212.25/26.85 & t(n3,n0,n3,n4,n0) = n3
% 212.25/26.85 & t(n3,n0,n3,n4,n1) = n2
% 212.25/26.85 & t(n3,n0,n3,n4,n2) = n2
% 212.25/26.85 & t(n3,n0,n3,n4,n3) = n3
% 212.25/26.85 & t(n3,n0,n3,n4,n4) = n2
% 212.25/26.85 & t(n3,n0,n3,n4,n5) = n2
% 212.25/26.85 & t(n3,n0,n3,n5,n0) = n3
% 212.25/26.85 & t(n3,n0,n3,n5,n1) = n2
% 212.25/26.85 & t(n3,n0,n3,n5,n2) = n2
% 212.25/26.85 & t(n3,n0,n3,n5,n3) = n3
% 212.25/26.85 & t(n3,n0,n3,n5,n4) = n2
% 212.25/26.85 & t(n3,n0,n3,n5,n5) = n2
% 212.25/26.85 & t(n3,n0,n4,n0,n0) = n2
% 212.25/26.85 & t(n3,n0,n4,n0,n1) = n2
% 212.25/26.85 & t(n3,n0,n4,n0,n2) = n2
% 212.25/26.85 & t(n3,n0,n4,n0,n3) = n3
% 212.25/26.85 & t(n3,n0,n4,n0,n4) = n2
% 212.25/26.85 & t(n3,n0,n4,n0,n5) = n2
% 212.25/26.85 & t(n3,n0,n4,n1,n0) = n2
% 212.25/26.85 & t(n3,n0,n4,n1,n1) = n2
% 212.25/26.85 & t(n3,n0,n4,n1,n2) = n2
% 212.25/26.85 & t(n3,n0,n4,n1,n3) = n3
% 212.25/26.85 & t(n3,n0,n4,n1,n4) = n2
% 212.25/26.85 & t(n3,n0,n4,n1,n5) = n2
% 212.25/26.85 & t(n3,n0,n4,n2,n0) = n2
% 212.25/26.85 & t(n3,n0,n4,n2,n1) = n2
% 212.25/26.85 & t(n3,n0,n4,n2,n2) = n2
% 212.25/26.85 & t(n3,n0,n4,n2,n3) = n2
% 212.25/26.85 & t(n3,n0,n4,n2,n4) = n2
% 212.25/26.85 & t(n3,n0,n4,n2,n5) = n2
% 212.25/26.85 & t(n3,n0,n4,n3,n0) = n3
% 212.25/26.85 & t(n3,n0,n4,n3,n1) = n3
% 212.25/26.85 & t(n3,n0,n4,n3,n2) = n2
% 212.25/26.85 & t(n3,n0,n4,n3,n3) = n3
% 212.25/26.85 & t(n3,n0,n4,n3,n4) = n2
% 212.25/26.85 & t(n3,n0,n4,n3,n5) = n2
% 212.25/26.85 & t(n3,n0,n4,n4,n0) = n2
% 212.25/26.85 & t(n3,n0,n4,n4,n1) = n2
% 212.25/26.85 & t(n3,n0,n4,n4,n2) = n2
% 212.25/26.85 & t(n3,n0,n4,n4,n3) = n2
% 212.25/26.85 & t(n3,n0,n4,n4,n4) = n2
% 212.25/26.85 & t(n3,n0,n4,n4,n5) = n2
% 212.25/26.85 & t(n3,n0,n4,n5,n0) = n2
% 212.25/26.85 & t(n3,n0,n4,n5,n1) = n2
% 212.25/26.85 & t(n3,n0,n4,n5,n2) = n2
% 212.25/26.85 & t(n3,n0,n4,n5,n3) = n2
% 212.25/26.85 & t(n3,n0,n4,n5,n4) = n2
% 212.25/26.85 & t(n3,n0,n4,n5,n5) = n2
% 212.25/26.85 & t(n3,n0,n5,n0,n0) = n3
% 212.25/26.85 & t(n3,n0,n5,n0,n1) = n2
% 212.25/26.85 & t(n3,n0,n5,n0,n2) = n2
% 212.25/26.85 & t(n3,n0,n5,n0,n3) = n3
% 212.25/26.85 & t(n3,n0,n5,n0,n4) = n2
% 212.25/26.85 & t(n3,n0,n5,n0,n5) = n2
% 212.25/26.85 & t(n3,n0,n5,n1,n0) = n2
% 212.25/26.85 & t(n3,n0,n5,n1,n1) = n2
% 212.25/26.85 & t(n3,n0,n5,n1,n2) = n2
% 212.25/26.85 & t(n3,n0,n5,n1,n3) = n2
% 212.25/26.85 & t(n3,n0,n5,n1,n4) = n2
% 212.25/26.85 & t(n3,n0,n5,n1,n5) = n2
% 212.25/26.85 & t(n3,n0,n5,n2,n0) = n2
% 212.25/26.85 & t(n3,n0,n5,n2,n1) = n2
% 212.25/26.85 & t(n3,n0,n5,n2,n2) = n2
% 212.25/26.85 & t(n3,n0,n5,n2,n3) = n2
% 212.25/26.85 & t(n3,n0,n5,n2,n4) = n2
% 212.25/26.85 & t(n3,n0,n5,n2,n5) = n2
% 212.25/26.85 & t(n3,n0,n5,n3,n0) = n3
% 212.25/26.85 & t(n3,n0,n5,n3,n1) = n2
% 212.25/26.85 & t(n3,n0,n5,n3,n2) = n2
% 212.25/26.85 & t(n3,n0,n5,n3,n3) = n3
% 212.25/26.85 & t(n3,n0,n5,n3,n4) = n2
% 212.25/26.85 & t(n3,n0,n5,n3,n5) = n2
% 212.25/26.85 & t(n3,n0,n5,n4,n0) = n2
% 212.25/26.85 & t(n3,n0,n5,n4,n1) = n2
% 212.25/26.85 & t(n3,n0,n5,n4,n2) = n2
% 212.25/26.85 & t(n3,n0,n5,n4,n3) = n2
% 212.25/26.85 & t(n3,n0,n5,n4,n4) = n2
% 212.25/26.85 & t(n3,n0,n5,n4,n5) = n2
% 212.25/26.85 & t(n3,n0,n5,n5,n0) = n2
% 212.25/26.85 & t(n3,n0,n5,n5,n1) = n2
% 212.25/26.85 & t(n3,n0,n5,n5,n2) = n2
% 212.25/26.85 & t(n3,n0,n5,n5,n3) = n2
% 212.25/26.85 & t(n3,n0,n5,n5,n4) = n2
% 212.25/26.85 & t(n3,n0,n5,n5,n5) = n2
% 212.25/26.85 & t(n3,n1,n0,n0,n0) = n3
% 212.25/26.85 & t(n3,n1,n0,n0,n1) = n3
% 212.25/26.85 & t(n3,n1,n0,n0,n2) = n2
% 212.25/26.85 & t(n3,n1,n0,n0,n3) = n3
% 212.25/26.85 & t(n3,n1,n0,n0,n4) = n2
% 212.25/26.85 & t(n3,n1,n0,n0,n5) = n2
% 212.25/26.85 & t(n3,n1,n0,n1,n0) = n2
% 212.25/26.85 & t(n3,n1,n0,n1,n1) = n3
% 212.25/26.85 & t(n3,n1,n0,n1,n2) = n2
% 212.25/26.85 & t(n3,n1,n0,n1,n3) = n3
% 212.25/26.85 & t(n3,n1,n0,n1,n4) = n2
% 212.25/26.85 & t(n3,n1,n0,n1,n5) = n2
% 212.25/26.85 & t(n3,n1,n0,n2,n0) = n3
% 212.25/26.85 & t(n3,n1,n0,n2,n1) = n2
% 212.25/26.85 & t(n3,n1,n0,n2,n2) = n2
% 212.25/26.85 & t(n3,n1,n0,n2,n3) = n3
% 212.25/26.85 & t(n3,n1,n0,n2,n4) = n2
% 212.25/26.85 & t(n3,n1,n0,n2,n5) = n2
% 212.25/26.85 & t(n3,n1,n0,n3,n0) = n3
% 212.25/26.85 & t(n3,n1,n0,n3,n1) = n3
% 212.25/26.85 & t(n3,n1,n0,n3,n2) = n2
% 212.25/26.85 & t(n3,n1,n0,n3,n3) = n3
% 212.25/26.85 & t(n3,n1,n0,n3,n4) = n2
% 212.25/26.85 & t(n3,n1,n0,n3,n5) = n2
% 212.25/26.85 & t(n3,n1,n0,n4,n0) = n3
% 212.25/26.85 & t(n3,n1,n0,n4,n1) = n2
% 212.25/26.85 & t(n3,n1,n0,n4,n2) = n2
% 212.25/26.85 & t(n3,n1,n0,n4,n3) = n3
% 212.25/26.85 & t(n3,n1,n0,n4,n4) = n2
% 212.25/26.85 & t(n3,n1,n0,n4,n5) = n2
% 212.25/26.85 & t(n3,n1,n0,n5,n0) = n2
% 212.25/26.85 & t(n3,n1,n0,n5,n1) = n2
% 212.25/26.85 & t(n3,n1,n0,n5,n2) = n2
% 212.25/26.85 & t(n3,n1,n0,n5,n3) = n2
% 212.25/26.85 & t(n3,n1,n0,n5,n4) = n2
% 212.25/26.85 & t(n3,n1,n0,n5,n5) = n2
% 212.25/26.85 & t(n3,n1,n1,n0,n0) = n2
% 212.25/26.85 & t(n3,n1,n1,n0,n1) = n3
% 212.25/26.85 & t(n3,n1,n1,n0,n2) = n2
% 212.25/26.85 & t(n3,n1,n1,n0,n3) = n3
% 212.25/26.85 & t(n3,n1,n1,n0,n4) = n2
% 212.25/26.85 & t(n3,n1,n1,n0,n5) = n2
% 212.25/26.85 & t(n3,n1,n1,n1,n0) = n3
% 212.25/26.85 & t(n3,n1,n1,n1,n1) = n1
% 212.25/26.85 & t(n3,n1,n1,n1,n2) = n1
% 212.25/26.85 & t(n3,n1,n1,n1,n3) = n3
% 212.25/26.85 & t(n3,n1,n1,n1,n4) = n1
% 212.25/26.85 & t(n3,n1,n1,n1,n5) = n1
% 212.25/26.85 & t(n3,n1,n1,n2,n0) = n2
% 212.25/26.85 & t(n3,n1,n1,n2,n1) = n1
% 212.25/26.85 & t(n3,n1,n1,n2,n2) = n2
% 212.25/26.85 & t(n3,n1,n1,n2,n3) = n3
% 212.25/26.85 & t(n3,n1,n1,n2,n4) = n2
% 212.25/26.85 & t(n3,n1,n1,n2,n5) = n2
% 212.25/26.85 & t(n3,n1,n1,n3,n0) = n3
% 212.25/26.85 & t(n3,n1,n1,n3,n1) = n3
% 212.25/26.85 & t(n3,n1,n1,n3,n2) = n3
% 212.25/26.85 & t(n3,n1,n1,n3,n3) = n3
% 212.25/26.85 & t(n3,n1,n1,n3,n4) = n3
% 212.25/26.85 & t(n3,n1,n1,n3,n5) = n3
% 212.25/26.85 & t(n3,n1,n1,n4,n0) = n2
% 212.25/26.85 & t(n3,n1,n1,n4,n1) = n1
% 212.25/26.85 & t(n3,n1,n1,n4,n2) = n2
% 212.25/26.85 & t(n3,n1,n1,n4,n3) = n3
% 212.25/26.85 & t(n3,n1,n1,n4,n4) = n2
% 212.25/26.85 & t(n3,n1,n1,n4,n5) = n2
% 212.25/26.85 & t(n3,n1,n1,n5,n0) = n2
% 212.25/26.85 & t(n3,n1,n1,n5,n1) = n1
% 212.25/26.85 & t(n3,n1,n1,n5,n2) = n2
% 212.25/26.85 & t(n3,n1,n1,n5,n3) = n3
% 212.25/26.85 & t(n3,n1,n1,n5,n4) = n2
% 212.25/26.85 & t(n3,n1,n1,n5,n5) = n2
% 212.25/26.85 & t(n3,n1,n2,n0,n0) = n3
% 212.25/26.85 & t(n3,n1,n2,n0,n1) = n2
% 212.25/26.85 & t(n3,n1,n2,n0,n2) = n2
% 212.25/26.85 & t(n3,n1,n2,n0,n3) = n2
% 212.25/26.85 & t(n3,n1,n2,n0,n4) = n2
% 212.25/26.85 & t(n3,n1,n2,n0,n5) = n2
% 212.25/26.85 & t(n3,n1,n2,n1,n0) = n2
% 212.25/26.85 & t(n3,n1,n2,n1,n1) = n1
% 212.25/26.85 & t(n3,n1,n2,n1,n2) = n2
% 212.25/26.85 & t(n3,n1,n2,n1,n3) = n3
% 212.25/26.85 & t(n3,n1,n2,n1,n4) = n2
% 212.25/26.85 & t(n3,n1,n2,n1,n5) = n2
% 212.25/26.85 & t(n3,n1,n2,n2,n0) = n2
% 212.25/26.85 & t(n3,n1,n2,n2,n1) = n2
% 212.25/26.85 & t(n3,n1,n2,n2,n2) = n2
% 212.25/26.85 & t(n3,n1,n2,n2,n3) = n3
% 212.25/26.85 & t(n3,n1,n2,n2,n4) = n2
% 212.25/26.85 & t(n3,n1,n2,n2,n5) = n2
% 212.25/26.85 & t(n3,n1,n2,n3,n0) = n2
% 212.25/26.85 & t(n3,n1,n2,n3,n1) = n3
% 212.25/26.85 & t(n3,n1,n2,n3,n2) = n2
% 212.25/26.85 & t(n3,n1,n2,n3,n3) = n3
% 212.25/26.85 & t(n3,n1,n2,n3,n4) = n2
% 212.25/26.85 & t(n3,n1,n2,n3,n5) = n2
% 212.25/26.85 & t(n3,n1,n2,n4,n0) = n2
% 212.25/26.85 & t(n3,n1,n2,n4,n1) = n2
% 212.25/26.85 & t(n3,n1,n2,n4,n2) = n2
% 212.25/26.85 & t(n3,n1,n2,n4,n3) = n3
% 212.25/26.85 & t(n3,n1,n2,n4,n4) = n2
% 212.25/26.85 & t(n3,n1,n2,n4,n5) = n2
% 212.25/26.85 & t(n3,n1,n2,n5,n0) = n2
% 212.25/26.85 & t(n3,n1,n2,n5,n1) = n2
% 212.25/26.85 & t(n3,n1,n2,n5,n2) = n2
% 212.25/26.85 & t(n3,n1,n2,n5,n3) = n2
% 212.25/26.85 & t(n3,n1,n2,n5,n4) = n2
% 212.25/26.85 & t(n3,n1,n2,n5,n5) = n2
% 212.25/26.85 & t(n3,n1,n3,n0,n0) = n3
% 212.25/26.85 & t(n3,n1,n3,n0,n1) = n3
% 212.25/26.85 & t(n3,n1,n3,n0,n2) = n2
% 212.25/26.85 & t(n3,n1,n3,n0,n3) = n3
% 212.25/26.85 & t(n3,n1,n3,n0,n4) = n3
% 212.25/26.85 & t(n3,n1,n3,n0,n5) = n2
% 212.25/26.85 & t(n3,n1,n3,n1,n0) = n3
% 212.25/26.85 & t(n3,n1,n3,n1,n1) = n3
% 212.25/26.85 & t(n3,n1,n3,n1,n2) = n3
% 212.25/26.85 & t(n3,n1,n3,n1,n3) = n3
% 212.25/26.85 & t(n3,n1,n3,n1,n4) = n3
% 212.25/26.85 & t(n3,n1,n3,n1,n5) = n3
% 212.25/26.85 & t(n3,n1,n3,n2,n0) = n3
% 212.25/26.85 & t(n3,n1,n3,n2,n1) = n3
% 212.25/26.85 & t(n3,n1,n3,n2,n2) = n2
% 212.25/26.85 & t(n3,n1,n3,n2,n3) = n3
% 212.25/26.85 & t(n3,n1,n3,n2,n4) = n2
% 212.25/26.85 & t(n3,n1,n3,n2,n5) = n2
% 212.25/26.85 & t(n3,n1,n3,n3,n0) = n3
% 212.25/26.85 & t(n3,n1,n3,n3,n1) = n3
% 212.25/26.85 & t(n3,n1,n3,n3,n2) = n3
% 212.25/26.85 & t(n3,n1,n3,n3,n3) = n3
% 212.25/26.85 & t(n3,n1,n3,n3,n4) = n3
% 212.25/26.85 & t(n3,n1,n3,n3,n5) = n3
% 212.25/26.85 & t(n3,n1,n3,n4,n0) = n3
% 212.25/26.85 & t(n3,n1,n3,n4,n1) = n3
% 212.25/26.85 & t(n3,n1,n3,n4,n2) = n3
% 212.25/26.85 & t(n3,n1,n3,n4,n3) = n3
% 212.25/26.85 & t(n3,n1,n3,n4,n4) = n2
% 212.25/26.85 & t(n3,n1,n3,n4,n5) = n2
% 212.25/26.85 & t(n3,n1,n3,n5,n0) = n2
% 212.25/26.85 & t(n3,n1,n3,n5,n1) = n3
% 212.25/26.85 & t(n3,n1,n3,n5,n2) = n2
% 212.25/26.85 & t(n3,n1,n3,n5,n3) = n3
% 212.25/26.85 & t(n3,n1,n3,n5,n4) = n2
% 212.25/26.85 & t(n3,n1,n3,n5,n5) = n2
% 212.25/26.85 & t(n3,n1,n4,n0,n0) = n2
% 212.25/26.85 & t(n3,n1,n4,n0,n1) = n2
% 212.25/26.85 & t(n3,n1,n4,n0,n2) = n2
% 212.25/26.85 & t(n3,n1,n4,n0,n3) = n2
% 212.25/26.85 & t(n3,n1,n4,n0,n4) = n2
% 212.25/26.85 & t(n3,n1,n4,n0,n5) = n2
% 212.25/26.85 & t(n3,n1,n4,n1,n0) = n2
% 212.25/26.85 & t(n3,n1,n4,n1,n1) = n1
% 212.25/26.85 & t(n3,n1,n4,n1,n2) = n2
% 212.25/26.85 & t(n3,n1,n4,n1,n3) = n3
% 212.25/26.85 & t(n3,n1,n4,n1,n4) = n2
% 212.25/26.85 & t(n3,n1,n4,n1,n5) = n2
% 212.25/26.85 & t(n3,n1,n4,n2,n0) = n2
% 212.25/26.85 & t(n3,n1,n4,n2,n1) = n2
% 212.25/26.85 & t(n3,n1,n4,n2,n2) = n2
% 212.25/26.85 & t(n3,n1,n4,n2,n3) = n3
% 212.25/26.85 & t(n3,n1,n4,n2,n4) = n2
% 212.25/26.85 & t(n3,n1,n4,n2,n5) = n2
% 212.25/26.85 & t(n3,n1,n4,n3,n0) = n3
% 212.25/26.85 & t(n3,n1,n4,n3,n1) = n3
% 212.25/26.85 & t(n3,n1,n4,n3,n2) = n2
% 212.25/26.85 & t(n3,n1,n4,n3,n3) = n3
% 212.25/26.85 & t(n3,n1,n4,n3,n4) = n2
% 212.25/26.85 & t(n3,n1,n4,n3,n5) = n2
% 212.25/26.85 & t(n3,n1,n4,n4,n0) = n2
% 212.25/26.85 & t(n3,n1,n4,n4,n1) = n2
% 212.25/26.85 & t(n3,n1,n4,n4,n2) = n2
% 212.25/26.85 & t(n3,n1,n4,n4,n3) = n2
% 212.25/26.85 & t(n3,n1,n4,n4,n4) = n2
% 212.25/26.85 & t(n3,n1,n4,n4,n5) = n2
% 212.25/26.85 & t(n3,n1,n4,n5,n0) = n2
% 212.25/26.85 & t(n3,n1,n4,n5,n1) = n2
% 212.25/26.85 & t(n3,n1,n4,n5,n2) = n2
% 212.25/26.85 & t(n3,n1,n4,n5,n3) = n2
% 212.25/26.85 & t(n3,n1,n4,n5,n4) = n2
% 212.25/26.85 & t(n3,n1,n4,n5,n5) = n2
% 212.25/26.85 & t(n3,n1,n5,n0,n0) = n2
% 212.25/26.85 & t(n3,n1,n5,n0,n1) = n2
% 212.25/26.85 & t(n3,n1,n5,n0,n2) = n2
% 212.25/26.85 & t(n3,n1,n5,n0,n3) = n2
% 212.25/26.85 & t(n3,n1,n5,n0,n4) = n2
% 212.25/26.85 & t(n3,n1,n5,n0,n5) = n2
% 212.25/26.85 & t(n3,n1,n5,n1,n0) = n2
% 212.25/26.85 & t(n3,n1,n5,n1,n1) = n1
% 212.25/26.85 & t(n3,n1,n5,n1,n2) = n2
% 212.25/26.85 & t(n3,n1,n5,n1,n3) = n3
% 212.25/26.85 & t(n3,n1,n5,n1,n4) = n2
% 212.25/26.85 & t(n3,n1,n5,n1,n5) = n2
% 212.25/26.85 & t(n3,n1,n5,n2,n0) = n2
% 212.25/26.85 & t(n3,n1,n5,n2,n1) = n2
% 212.25/26.85 & t(n3,n1,n5,n2,n2) = n2
% 212.25/26.85 & t(n3,n1,n5,n2,n3) = n2
% 212.25/26.85 & t(n3,n1,n5,n2,n4) = n2
% 212.25/26.85 & t(n3,n1,n5,n2,n5) = n2
% 212.25/26.85 & t(n3,n1,n5,n3,n0) = n2
% 212.25/26.85 & t(n3,n1,n5,n3,n1) = n3
% 212.25/26.85 & t(n3,n1,n5,n3,n2) = n2
% 212.25/26.85 & t(n3,n1,n5,n3,n3) = n3
% 212.25/26.85 & t(n3,n1,n5,n3,n4) = n2
% 212.25/26.85 & t(n3,n1,n5,n3,n5) = n2
% 212.25/26.85 & t(n3,n1,n5,n4,n0) = n2
% 212.25/26.85 & t(n3,n1,n5,n4,n1) = n2
% 212.25/26.85 & t(n3,n1,n5,n4,n2) = n2
% 212.25/26.85 & t(n3,n1,n5,n4,n3) = n2
% 212.25/26.85 & t(n3,n1,n5,n4,n4) = n2
% 212.25/26.85 & t(n3,n1,n5,n4,n5) = n2
% 212.25/26.85 & t(n3,n1,n5,n5,n0) = n2
% 212.25/26.85 & t(n3,n1,n5,n5,n1) = n2
% 212.25/26.85 & t(n3,n1,n5,n5,n2) = n2
% 212.25/26.85 & t(n3,n1,n5,n5,n3) = n2
% 212.25/26.85 & t(n3,n1,n5,n5,n4) = n2
% 212.25/26.85 & t(n3,n1,n5,n5,n5) = n2
% 212.25/26.85 & t(n3,n2,n0,n0,n0) = n2
% 212.25/26.85 & t(n3,n2,n0,n0,n1) = n2
% 212.25/26.85 & t(n3,n2,n0,n0,n2) = n2
% 212.25/26.85 & t(n3,n2,n0,n0,n3) = n3
% 212.25/26.85 & t(n3,n2,n0,n0,n4) = n2
% 212.25/26.85 & t(n3,n2,n0,n0,n5) = n2
% 212.25/26.85 & t(n3,n2,n0,n1,n0) = n3
% 212.25/26.85 & t(n3,n2,n0,n1,n1) = n2
% 212.25/26.85 & t(n3,n2,n0,n1,n2) = n2
% 212.25/26.85 & t(n3,n2,n0,n1,n3) = n3
% 212.25/26.85 & t(n3,n2,n0,n1,n4) = n2
% 212.25/26.85 & t(n3,n2,n0,n1,n5) = n2
% 212.25/26.85 & t(n3,n2,n0,n2,n0) = n2
% 212.25/26.85 & t(n3,n2,n0,n2,n1) = n2
% 212.25/26.85 & t(n3,n2,n0,n2,n2) = n2
% 212.25/26.85 & t(n3,n2,n0,n2,n3) = n2
% 212.25/26.85 & t(n3,n2,n0,n2,n4) = n2
% 212.25/26.85 & t(n3,n2,n0,n2,n5) = n2
% 212.25/26.85 & t(n3,n2,n0,n3,n0) = n3
% 212.25/26.85 & t(n3,n2,n0,n3,n1) = n3
% 212.25/26.85 & t(n3,n2,n0,n3,n2) = n2
% 212.25/26.85 & t(n3,n2,n0,n3,n3) = n3
% 212.25/26.85 & t(n3,n2,n0,n3,n4) = n2
% 212.25/26.85 & t(n3,n2,n0,n3,n5) = n2
% 212.25/26.85 & t(n3,n2,n0,n4,n0) = n2
% 212.25/26.85 & t(n3,n2,n0,n4,n1) = n2
% 212.25/26.85 & t(n3,n2,n0,n4,n2) = n2
% 212.25/26.85 & t(n3,n2,n0,n4,n3) = n2
% 212.25/26.85 & t(n3,n2,n0,n4,n4) = n2
% 212.25/26.85 & t(n3,n2,n0,n4,n5) = n2
% 212.25/26.85 & t(n3,n2,n0,n5,n0) = n2
% 212.25/26.85 & t(n3,n2,n0,n5,n1) = n2
% 212.25/26.85 & t(n3,n2,n0,n5,n2) = n2
% 212.25/26.85 & t(n3,n2,n0,n5,n3) = n2
% 212.25/26.85 & t(n3,n2,n0,n5,n4) = n2
% 212.25/26.85 & t(n3,n2,n0,n5,n5) = n2
% 212.25/26.85 & t(n3,n2,n1,n0,n0) = n2
% 212.25/26.85 & t(n3,n2,n1,n0,n1) = n2
% 212.25/26.85 & t(n3,n2,n1,n0,n2) = n2
% 212.25/26.85 & t(n3,n2,n1,n0,n3) = n3
% 212.25/26.85 & t(n3,n2,n1,n0,n4) = n2
% 212.25/26.85 & t(n3,n2,n1,n0,n5) = n2
% 212.25/26.85 & t(n3,n2,n1,n1,n0) = n3
% 212.25/26.85 & t(n3,n2,n1,n1,n1) = n1
% 212.25/26.85 & t(n3,n2,n1,n1,n2) = n2
% 212.25/26.85 & t(n3,n2,n1,n1,n3) = n3
% 212.25/26.85 & t(n3,n2,n1,n1,n4) = n2
% 212.25/26.85 & t(n3,n2,n1,n1,n5) = n2
% 212.25/26.85 & t(n3,n2,n1,n2,n0) = n2
% 212.25/26.85 & t(n3,n2,n1,n2,n1) = n2
% 212.25/26.85 & t(n3,n2,n1,n2,n2) = n2
% 212.25/26.85 & t(n3,n2,n1,n2,n3) = n2
% 212.25/26.85 & t(n3,n2,n1,n2,n4) = n2
% 212.25/26.85 & t(n3,n2,n1,n2,n5) = n2
% 212.25/26.85 & t(n3,n2,n1,n3,n0) = n3
% 212.25/26.85 & t(n3,n2,n1,n3,n1) = n3
% 212.25/26.85 & t(n3,n2,n1,n3,n2) = n2
% 212.25/26.85 & t(n3,n2,n1,n3,n3) = n3
% 212.25/26.85 & t(n3,n2,n1,n3,n4) = n2
% 212.25/26.85 & t(n3,n2,n1,n3,n5) = n2
% 212.25/26.85 & t(n3,n2,n1,n4,n0) = n2
% 212.25/26.85 & t(n3,n2,n1,n4,n1) = n2
% 212.25/26.85 & t(n3,n2,n1,n4,n2) = n2
% 212.25/26.85 & t(n3,n2,n1,n4,n3) = n2
% 212.25/26.85 & t(n3,n2,n1,n4,n4) = n2
% 212.25/26.85 & t(n3,n2,n1,n4,n5) = n2
% 212.25/26.85 & t(n3,n2,n1,n5,n0) = n2
% 212.25/26.85 & t(n3,n2,n1,n5,n1) = n2
% 212.25/26.85 & t(n3,n2,n1,n5,n2) = n2
% 212.25/26.85 & t(n3,n2,n1,n5,n3) = n2
% 212.25/26.85 & t(n3,n2,n1,n5,n4) = n2
% 212.25/26.85 & t(n3,n2,n1,n5,n5) = n2
% 212.25/26.85 & t(n3,n2,n2,n0,n0) = n2
% 212.25/26.85 & t(n3,n2,n2,n0,n1) = n2
% 212.25/26.85 & t(n3,n2,n2,n0,n2) = n2
% 212.25/26.85 & t(n3,n2,n2,n0,n3) = n2
% 212.25/26.85 & t(n3,n2,n2,n0,n4) = n2
% 212.25/26.85 & t(n3,n2,n2,n0,n5) = n2
% 212.25/26.85 & t(n3,n2,n2,n1,n0) = n3
% 212.25/26.85 & t(n3,n2,n2,n1,n1) = n2
% 212.25/26.85 & t(n3,n2,n2,n1,n2) = n2
% 212.25/26.85 & t(n3,n2,n2,n1,n3) = n3
% 212.25/26.85 & t(n3,n2,n2,n1,n4) = n2
% 212.25/26.85 & t(n3,n2,n2,n1,n5) = n2
% 212.25/26.85 & t(n3,n2,n2,n2,n0) = n2
% 212.25/26.85 & t(n3,n2,n2,n2,n1) = n2
% 212.25/26.85 & t(n3,n2,n2,n2,n2) = n2
% 212.25/26.85 & t(n3,n2,n2,n2,n3) = n2
% 212.25/26.85 & t(n3,n2,n2,n2,n4) = n2
% 212.25/26.85 & t(n3,n2,n2,n2,n5) = n2
% 212.25/26.85 & t(n3,n2,n2,n3,n0) = n3
% 212.25/26.85 & t(n3,n2,n2,n3,n1) = n3
% 212.25/26.85 & t(n3,n2,n2,n3,n2) = n2
% 212.25/26.85 & t(n3,n2,n2,n3,n3) = n2
% 212.25/26.85 & t(n3,n2,n2,n3,n4) = n2
% 212.25/26.85 & t(n3,n2,n2,n3,n5) = n2
% 212.25/26.85 & t(n3,n2,n2,n4,n0) = n2
% 212.25/26.85 & t(n3,n2,n2,n4,n1) = n2
% 212.25/26.85 & t(n3,n2,n2,n4,n2) = n2
% 212.25/26.85 & t(n3,n2,n2,n4,n3) = n2
% 212.25/26.85 & t(n3,n2,n2,n4,n4) = n2
% 212.25/26.85 & t(n3,n2,n2,n4,n5) = n2
% 212.25/26.85 & t(n3,n2,n2,n5,n0) = n2
% 212.25/26.85 & t(n3,n2,n2,n5,n1) = n2
% 212.25/26.85 & t(n3,n2,n2,n5,n2) = n2
% 212.25/26.85 & t(n3,n2,n2,n5,n3) = n2
% 212.25/26.85 & t(n3,n2,n2,n5,n4) = n2
% 212.25/26.85 & t(n3,n2,n2,n5,n5) = n2
% 212.25/26.85 & t(n3,n2,n3,n0,n0) = n3
% 212.25/26.85 & t(n3,n2,n3,n0,n1) = n2
% 212.25/26.85 & t(n3,n2,n3,n0,n2) = n2
% 212.25/26.85 & t(n3,n2,n3,n0,n3) = n3
% 212.25/26.85 & t(n3,n2,n3,n0,n4) = n2
% 212.25/26.85 & t(n3,n2,n3,n0,n5) = n2
% 212.25/26.85 & t(n3,n2,n3,n1,n0) = n3
% 212.25/26.85 & t(n3,n2,n3,n1,n1) = n3
% 212.25/26.85 & t(n3,n2,n3,n1,n2) = n2
% 212.25/26.85 & t(n3,n2,n3,n1,n3) = n3
% 212.25/26.85 & t(n3,n2,n3,n1,n4) = n2
% 212.25/26.85 & t(n3,n2,n3,n1,n5) = n2
% 212.25/26.85 & t(n3,n2,n3,n2,n0) = n3
% 212.25/26.85 & t(n3,n2,n3,n2,n1) = n2
% 212.25/26.85 & t(n3,n2,n3,n2,n2) = n2
% 212.25/26.85 & t(n3,n2,n3,n2,n3) = n3
% 212.25/26.85 & t(n3,n2,n3,n2,n4) = n2
% 212.25/26.85 & t(n3,n2,n3,n2,n5) = n2
% 212.25/26.85 & t(n3,n2,n3,n3,n0) = n3
% 212.25/26.85 & t(n3,n2,n3,n3,n1) = n3
% 212.25/26.85 & t(n3,n2,n3,n3,n2) = n3
% 212.25/26.85 & t(n3,n2,n3,n3,n3) = n3
% 212.25/26.85 & t(n3,n2,n3,n3,n4) = n2
% 212.25/26.85 & t(n3,n2,n3,n3,n5) = n3
% 212.25/26.85 & t(n3,n2,n3,n4,n0) = n3
% 212.25/26.85 & t(n3,n2,n3,n4,n1) = n2
% 212.25/26.85 & t(n3,n2,n3,n4,n2) = n2
% 212.25/26.85 & t(n3,n2,n3,n4,n3) = n3
% 212.25/26.85 & t(n3,n2,n3,n4,n4) = n2
% 212.25/26.85 & t(n3,n2,n3,n4,n5) = n2
% 212.25/26.85 & t(n3,n2,n3,n5,n0) = n2
% 212.25/26.85 & t(n3,n2,n3,n5,n1) = n2
% 212.25/26.85 & t(n3,n2,n3,n5,n2) = n2
% 212.25/26.85 & t(n3,n2,n3,n5,n3) = n2
% 212.25/26.85 & t(n3,n2,n3,n5,n4) = n2
% 212.25/26.85 & t(n3,n2,n3,n5,n5) = n2
% 212.25/26.85 & t(n3,n2,n4,n0,n0) = n2
% 212.25/26.85 & t(n3,n2,n4,n0,n1) = n2
% 212.25/26.85 & t(n3,n2,n4,n0,n2) = n2
% 212.25/26.85 & t(n3,n2,n4,n0,n3) = n2
% 212.25/26.85 & t(n3,n2,n4,n0,n4) = n2
% 212.25/26.85 & t(n3,n2,n4,n0,n5) = n2
% 212.25/26.85 & t(n3,n2,n4,n1,n0) = n2
% 212.25/26.85 & t(n3,n2,n4,n1,n1) = n2
% 212.25/26.85 & t(n3,n2,n4,n1,n2) = n2
% 212.25/26.85 & t(n3,n2,n4,n1,n3) = n3
% 212.25/26.85 & t(n3,n2,n4,n1,n4) = n2
% 212.25/26.85 & t(n3,n2,n4,n1,n5) = n2
% 212.25/26.85 & t(n3,n2,n4,n2,n0) = n2
% 212.25/26.85 & t(n3,n2,n4,n2,n1) = n2
% 212.25/26.85 & t(n3,n2,n4,n2,n2) = n2
% 212.25/26.85 & t(n3,n2,n4,n2,n3) = n2
% 212.25/26.85 & t(n3,n2,n4,n2,n4) = n2
% 212.25/26.85 & t(n3,n2,n4,n2,n5) = n2
% 212.25/26.85 & t(n3,n2,n4,n3,n0) = n2
% 212.25/26.85 & t(n3,n2,n4,n3,n1) = n3
% 212.25/26.85 & t(n3,n2,n4,n3,n2) = n2
% 212.25/26.85 & t(n3,n2,n4,n3,n3) = n2
% 212.25/26.85 & t(n3,n2,n4,n3,n4) = n2
% 212.25/26.85 & t(n3,n2,n4,n3,n5) = n2
% 212.25/26.85 & t(n3,n2,n4,n4,n0) = n2
% 212.25/26.85 & t(n3,n2,n4,n4,n1) = n2
% 212.25/26.85 & t(n3,n2,n4,n4,n2) = n2
% 212.25/26.85 & t(n3,n2,n4,n4,n3) = n2
% 212.25/26.85 & t(n3,n2,n4,n4,n4) = n2
% 212.25/26.85 & t(n3,n2,n4,n4,n5) = n2
% 212.25/26.85 & t(n3,n2,n4,n5,n0) = n2
% 212.25/26.85 & t(n3,n2,n4,n5,n1) = n2
% 212.25/26.85 & t(n3,n2,n4,n5,n2) = n2
% 212.25/26.85 & t(n3,n2,n4,n5,n3) = n2
% 212.25/26.85 & t(n3,n2,n4,n5,n4) = n2
% 212.25/26.85 & t(n3,n2,n4,n5,n5) = n2
% 212.25/26.85 & t(n3,n2,n5,n0,n0) = n2
% 212.25/26.85 & t(n3,n2,n5,n0,n1) = n2
% 212.25/26.85 & t(n3,n2,n5,n0,n2) = n2
% 212.25/26.85 & t(n3,n2,n5,n0,n3) = n2
% 212.25/26.85 & t(n3,n2,n5,n0,n4) = n2
% 212.25/26.85 & t(n3,n2,n5,n0,n5) = n2
% 212.25/26.85 & t(n3,n2,n5,n1,n0) = n2
% 212.25/26.85 & t(n3,n2,n5,n1,n1) = n2
% 212.25/26.85 & t(n3,n2,n5,n1,n2) = n2
% 212.25/26.85 & t(n3,n2,n5,n1,n3) = n2
% 212.25/26.85 & t(n3,n2,n5,n1,n4) = n2
% 212.25/26.85 & t(n3,n2,n5,n1,n5) = n2
% 212.25/26.85 & t(n3,n2,n5,n2,n0) = n2
% 212.25/26.85 & t(n3,n2,n5,n2,n1) = n2
% 212.25/26.85 & t(n3,n2,n5,n2,n2) = n2
% 212.25/26.85 & t(n3,n2,n5,n2,n3) = n2
% 212.25/26.85 & t(n3,n2,n5,n2,n4) = n2
% 212.25/26.85 & t(n3,n2,n5,n2,n5) = n2
% 212.25/26.85 & t(n3,n2,n5,n3,n0) = n2
% 212.25/26.85 & t(n3,n2,n5,n3,n1) = n2
% 212.25/26.85 & t(n3,n2,n5,n3,n2) = n2
% 212.25/26.85 & t(n3,n2,n5,n3,n3) = n2
% 212.25/26.85 & t(n3,n2,n5,n3,n4) = n2
% 212.25/26.85 & t(n3,n2,n5,n3,n5) = n2
% 212.25/26.85 & t(n3,n2,n5,n4,n0) = n2
% 212.25/26.85 & t(n3,n2,n5,n4,n1) = n2
% 212.25/26.85 & t(n3,n2,n5,n4,n2) = n2
% 212.25/26.85 & t(n3,n2,n5,n4,n3) = n2
% 212.25/26.85 & t(n3,n2,n5,n4,n4) = n2
% 212.25/26.85 & t(n3,n2,n5,n4,n5) = n2
% 212.25/26.85 & t(n3,n2,n5,n5,n0) = n2
% 212.25/26.85 & t(n3,n2,n5,n5,n1) = n2
% 212.25/26.85 & t(n3,n2,n5,n5,n2) = n2
% 212.25/26.85 & t(n3,n2,n5,n5,n3) = n2
% 212.25/26.85 & t(n3,n2,n5,n5,n4) = n2
% 212.25/26.85 & t(n3,n2,n5,n5,n5) = n2
% 212.25/26.85 & t(n3,n3,n0,n0,n0) = n3
% 212.25/26.85 & t(n3,n3,n0,n0,n1) = n3
% 212.25/26.85 & t(n3,n3,n0,n0,n2) = n3
% 212.25/26.85 & t(n3,n3,n0,n0,n3) = n3
% 212.25/26.85 & t(n3,n3,n0,n0,n4) = n3
% 212.25/26.85 & t(n3,n3,n0,n0,n5) = n3
% 212.25/26.85 & t(n3,n3,n0,n1,n0) = n3
% 212.25/26.85 & t(n3,n3,n0,n1,n1) = n3
% 212.25/26.85 & t(n3,n3,n0,n1,n2) = n2
% 212.25/26.85 & t(n3,n3,n0,n1,n3) = n3
% 212.25/26.85 & t(n3,n3,n0,n1,n4) = n2
% 212.25/26.85 & t(n3,n3,n0,n1,n5) = n2
% 212.25/26.85 & t(n3,n3,n0,n2,n0) = n3
% 212.25/26.85 & t(n3,n3,n0,n2,n1) = n2
% 212.25/26.85 & t(n3,n3,n0,n2,n2) = n2
% 212.25/26.85 & t(n3,n3,n0,n2,n3) = n3
% 212.25/26.85 & t(n3,n3,n0,n2,n4) = n2
% 212.25/26.85 & t(n3,n3,n0,n2,n5) = n2
% 212.25/26.85 & t(n3,n3,n0,n3,n0) = n3
% 212.25/26.85 & t(n3,n3,n0,n3,n1) = n3
% 212.25/26.85 & t(n3,n3,n0,n3,n2) = n3
% 212.25/26.85 & t(n3,n3,n0,n3,n3) = n3
% 212.25/26.85 & t(n3,n3,n0,n3,n4) = n3
% 212.25/26.85 & t(n3,n3,n0,n3,n5) = n3
% 212.25/26.85 & t(n3,n3,n0,n4,n0) = n3
% 212.25/26.85 & t(n3,n3,n0,n4,n1) = n2
% 212.25/26.85 & t(n3,n3,n0,n4,n2) = n2
% 212.25/26.85 & t(n3,n3,n0,n4,n3) = n3
% 212.25/26.85 & t(n3,n3,n0,n4,n4) = n2
% 212.25/26.85 & t(n3,n3,n0,n4,n5) = n2
% 212.25/26.85 & t(n3,n3,n0,n5,n0) = n3
% 212.25/26.85 & t(n3,n3,n0,n5,n1) = n2
% 212.25/26.85 & t(n3,n3,n0,n5,n2) = n2
% 212.25/26.85 & t(n3,n3,n0,n5,n3) = n3
% 212.25/26.85 & t(n3,n3,n0,n5,n4) = n2
% 212.25/26.85 & t(n3,n3,n0,n5,n5) = n2
% 212.25/26.85 & t(n3,n3,n1,n0,n0) = n3
% 212.25/26.85 & t(n3,n3,n1,n0,n1) = n3
% 212.25/26.85 & t(n3,n3,n1,n0,n2) = n3
% 212.25/26.85 & t(n3,n3,n1,n0,n3) = n3
% 212.25/26.85 & t(n3,n3,n1,n0,n4) = n3
% 212.25/26.85 & t(n3,n3,n1,n0,n5) = n3
% 212.25/26.85 & t(n3,n3,n1,n1,n0) = n3
% 212.25/26.85 & t(n3,n3,n1,n1,n1) = n1
% 212.25/26.85 & t(n3,n3,n1,n1,n2) = n3
% 212.25/26.85 & t(n3,n3,n1,n1,n3) = n3
% 212.25/26.85 & t(n3,n3,n1,n1,n4) = n3
% 212.25/26.85 & t(n3,n3,n1,n1,n5) = n3
% 212.25/26.85 & t(n3,n3,n1,n2,n0) = n2
% 212.25/26.85 & t(n3,n3,n1,n2,n1) = n3
% 212.25/26.85 & t(n3,n3,n1,n2,n2) = n2
% 212.25/26.85 & t(n3,n3,n1,n2,n3) = n3
% 212.25/26.85 & t(n3,n3,n1,n2,n4) = n2
% 212.25/26.85 & t(n3,n3,n1,n2,n5) = n2
% 212.25/26.85 & t(n3,n3,n1,n3,n0) = n3
% 212.25/26.85 & t(n3,n3,n1,n3,n1) = n3
% 212.25/26.85 & t(n3,n3,n1,n3,n2) = n3
% 212.25/26.85 & t(n3,n3,n1,n3,n3) = n3
% 212.25/26.85 & t(n3,n3,n1,n3,n4) = n3
% 212.25/26.85 & t(n3,n3,n1,n3,n5) = n3
% 212.25/26.85 & t(n3,n3,n1,n4,n0) = n3
% 212.25/26.85 & t(n3,n3,n1,n4,n1) = n3
% 212.25/26.85 & t(n3,n3,n1,n4,n2) = n2
% 212.25/26.85 & t(n3,n3,n1,n4,n3) = n3
% 212.25/26.85 & t(n3,n3,n1,n4,n4) = n2
% 212.25/26.85 & t(n3,n3,n1,n4,n5) = n2
% 212.25/26.85 & t(n3,n3,n1,n5,n0) = n2
% 212.25/26.85 & t(n3,n3,n1,n5,n1) = n3
% 212.25/26.85 & t(n3,n3,n1,n5,n2) = n2
% 212.25/26.85 & t(n3,n3,n1,n5,n3) = n3
% 212.25/26.85 & t(n3,n3,n1,n5,n4) = n2
% 212.25/26.85 & t(n3,n3,n1,n5,n5) = n2
% 212.25/26.85 & t(n3,n3,n2,n0,n0) = n3
% 212.25/26.85 & t(n3,n3,n2,n0,n1) = n2
% 212.25/26.85 & t(n3,n3,n2,n0,n2) = n2
% 212.25/26.85 & t(n3,n3,n2,n0,n3) = n3
% 212.25/26.85 & t(n3,n3,n2,n0,n4) = n2
% 212.25/26.85 & t(n3,n3,n2,n0,n5) = n2
% 212.25/26.85 & t(n3,n3,n2,n1,n0) = n3
% 212.25/26.85 & t(n3,n3,n2,n1,n1) = n3
% 212.25/26.85 & t(n3,n3,n2,n1,n2) = n2
% 212.25/26.85 & t(n3,n3,n2,n1,n3) = n3
% 212.25/26.85 & t(n3,n3,n2,n1,n4) = n2
% 212.25/26.85 & t(n3,n3,n2,n1,n5) = n2
% 212.25/26.85 & t(n3,n3,n2,n2,n0) = n2
% 212.25/26.85 & t(n3,n3,n2,n2,n1) = n2
% 212.25/26.85 & t(n3,n3,n2,n2,n2) = n2
% 212.25/26.85 & t(n3,n3,n2,n2,n3) = n3
% 212.25/26.85 & t(n3,n3,n2,n2,n4) = n2
% 212.25/26.85 & t(n3,n3,n2,n2,n5) = n2
% 212.25/26.85 & t(n3,n3,n2,n3,n0) = n3
% 212.25/26.85 & t(n3,n3,n2,n3,n1) = n3
% 212.25/26.85 & t(n3,n3,n2,n3,n2) = n3
% 212.25/26.85 & t(n3,n3,n2,n3,n3) = n3
% 212.25/26.85 & t(n3,n3,n2,n3,n4) = n3
% 212.25/26.85 & t(n3,n3,n2,n3,n5) = n3
% 212.25/26.85 & t(n3,n3,n2,n4,n0) = n2
% 212.25/26.85 & t(n3,n3,n2,n4,n1) = n2
% 212.25/26.85 & t(n3,n3,n2,n4,n2) = n2
% 212.25/26.85 & t(n3,n3,n2,n4,n3) = n3
% 212.25/26.85 & t(n3,n3,n2,n4,n4) = n2
% 212.25/26.85 & t(n3,n3,n2,n4,n5) = n2
% 212.25/26.85 & t(n3,n3,n2,n5,n0) = n2
% 212.25/26.85 & t(n3,n3,n2,n5,n1) = n2
% 212.25/26.85 & t(n3,n3,n2,n5,n2) = n2
% 212.25/26.85 & t(n3,n3,n2,n5,n3) = n2
% 212.25/26.85 & t(n3,n3,n2,n5,n4) = n2
% 212.25/26.85 & t(n3,n3,n2,n5,n5) = n2
% 212.25/26.85 & t(n3,n3,n3,n0,n0) = n3
% 212.25/26.85 & t(n3,n3,n3,n0,n1) = n3
% 212.25/26.85 & t(n3,n3,n3,n0,n2) = n3
% 212.25/26.85 & t(n3,n3,n3,n0,n3) = n3
% 212.25/26.85 & t(n3,n3,n3,n0,n4) = n3
% 212.25/26.85 & t(n3,n3,n3,n0,n5) = n3
% 212.25/26.85 & t(n3,n3,n3,n1,n0) = n3
% 212.25/26.85 & t(n3,n3,n3,n1,n1) = n3
% 212.25/26.85 & t(n3,n3,n3,n1,n2) = n3
% 212.25/26.85 & t(n3,n3,n3,n1,n3) = n3
% 212.25/26.85 & t(n3,n3,n3,n1,n4) = n3
% 212.25/26.85 & t(n3,n3,n3,n1,n5) = n3
% 212.25/26.85 & t(n3,n3,n3,n2,n0) = n3
% 212.25/26.85 & t(n3,n3,n3,n2,n1) = n3
% 212.25/26.85 & t(n3,n3,n3,n2,n2) = n3
% 212.25/26.85 & t(n3,n3,n3,n2,n3) = n3
% 212.25/26.85 & t(n3,n3,n3,n2,n4) = n3
% 212.25/26.85 & t(n3,n3,n3,n2,n5) = n3
% 212.25/26.85 & t(n3,n3,n3,n3,n0) = n3
% 212.25/26.85 & t(n3,n3,n3,n3,n1) = n3
% 212.25/26.85 & t(n3,n3,n3,n3,n2) = n3
% 212.25/26.85 & t(n3,n3,n3,n3,n3) = n3
% 212.25/26.85 & t(n3,n3,n3,n3,n4) = n3
% 212.25/26.85 & t(n3,n3,n3,n3,n5) = n3
% 212.25/26.85 & t(n3,n3,n3,n4,n0) = n3
% 212.25/26.85 & t(n3,n3,n3,n4,n1) = n3
% 212.25/26.85 & t(n3,n3,n3,n4,n2) = n3
% 212.25/26.85 & t(n3,n3,n3,n4,n3) = n3
% 212.25/26.85 & t(n3,n3,n3,n4,n4) = n3
% 212.25/26.85 & t(n3,n3,n3,n4,n5) = n3
% 212.25/26.85 & t(n3,n3,n3,n5,n0) = n3
% 212.25/26.85 & t(n3,n3,n3,n5,n1) = n3
% 212.25/26.85 & t(n3,n3,n3,n5,n2) = n3
% 212.25/26.85 & t(n3,n3,n3,n5,n3) = n3
% 212.25/26.85 & t(n3,n3,n3,n5,n4) = n2
% 212.25/26.85 & t(n3,n3,n3,n5,n5) = n2
% 212.25/26.85 & t(n3,n3,n4,n0,n0) = n3
% 212.25/26.85 & t(n3,n3,n4,n0,n1) = n2
% 212.25/26.85 & t(n3,n3,n4,n0,n2) = n2
% 212.25/26.85 & t(n3,n3,n4,n0,n3) = n3
% 212.25/26.85 & t(n3,n3,n4,n0,n4) = n2
% 212.25/26.85 & t(n3,n3,n4,n0,n5) = n2
% 212.25/26.85 & t(n3,n3,n4,n1,n0) = n3
% 212.25/26.85 & t(n3,n3,n4,n1,n1) = n3
% 212.25/26.85 & t(n3,n3,n4,n1,n2) = n2
% 212.25/26.85 & t(n3,n3,n4,n1,n3) = n3
% 212.25/26.85 & t(n3,n3,n4,n1,n4) = n2
% 212.25/26.85 & t(n3,n3,n4,n1,n5) = n2
% 212.25/26.85 & t(n3,n3,n4,n2,n0) = n2
% 212.25/26.85 & t(n3,n3,n4,n2,n1) = n2
% 212.25/26.85 & t(n3,n3,n4,n2,n2) = n2
% 212.25/26.85 & t(n3,n3,n4,n2,n3) = n3
% 212.25/26.85 & t(n3,n3,n4,n2,n4) = n2
% 212.25/26.85 & t(n3,n3,n4,n2,n5) = n2
% 212.25/26.85 & t(n3,n3,n4,n3,n0) = n3
% 212.25/26.85 & t(n3,n3,n4,n3,n1) = n3
% 212.25/26.85 & t(n3,n3,n4,n3,n2) = n3
% 212.25/26.85 & t(n3,n3,n4,n3,n3) = n3
% 212.25/26.85 & t(n3,n3,n4,n3,n4) = n3
% 212.25/26.85 & t(n3,n3,n4,n3,n5) = n3
% 212.25/26.85 & t(n3,n3,n4,n4,n0) = n2
% 212.25/26.85 & t(n3,n3,n4,n4,n1) = n2
% 212.25/26.85 & t(n3,n3,n4,n4,n2) = n2
% 212.25/26.85 & t(n3,n3,n4,n4,n3) = n3
% 212.25/26.85 & t(n3,n3,n4,n4,n4) = n2
% 212.25/26.85 & t(n3,n3,n4,n4,n5) = n2
% 212.25/26.85 & t(n3,n3,n4,n5,n0) = n2
% 212.25/26.85 & t(n3,n3,n4,n5,n1) = n2
% 212.25/26.85 & t(n3,n3,n4,n5,n2) = n2
% 212.25/26.85 & t(n3,n3,n4,n5,n3) = n2
% 212.25/26.85 & t(n3,n3,n4,n5,n4) = n2
% 212.25/26.85 & t(n3,n3,n4,n5,n5) = n2
% 212.25/26.85 & t(n3,n3,n5,n0,n0) = n3
% 212.25/26.85 & t(n3,n3,n5,n0,n1) = n2
% 212.25/26.85 & t(n3,n3,n5,n0,n2) = n2
% 212.25/26.85 & t(n3,n3,n5,n0,n3) = n3
% 212.25/26.85 & t(n3,n3,n5,n0,n4) = n2
% 212.25/26.85 & t(n3,n3,n5,n0,n5) = n2
% 212.25/26.85 & t(n3,n3,n5,n1,n0) = n3
% 212.25/26.85 & t(n3,n3,n5,n1,n1) = n3
% 212.25/26.85 & t(n3,n3,n5,n1,n2) = n2
% 212.25/26.85 & t(n3,n3,n5,n1,n3) = n3
% 212.25/26.85 & t(n3,n3,n5,n1,n4) = n2
% 212.25/26.85 & t(n3,n3,n5,n1,n5) = n2
% 212.25/26.85 & t(n3,n3,n5,n2,n0) = n2
% 212.25/26.85 & t(n3,n3,n5,n2,n1) = n2
% 212.25/26.85 & t(n3,n3,n5,n2,n2) = n2
% 212.25/26.85 & t(n3,n3,n5,n2,n3) = n2
% 212.25/26.85 & t(n3,n3,n5,n2,n4) = n2
% 212.25/26.85 & t(n3,n3,n5,n2,n5) = n2
% 212.25/26.85 & t(n3,n3,n5,n3,n0) = n3
% 212.25/26.85 & t(n3,n3,n5,n3,n1) = n3
% 212.25/26.85 & t(n3,n3,n5,n3,n2) = n3
% 212.25/26.85 & t(n3,n3,n5,n3,n3) = n3
% 212.25/26.85 & t(n3,n3,n5,n3,n4) = n3
% 212.25/26.85 & t(n3,n3,n5,n3,n5) = n3
% 212.25/26.85 & t(n3,n3,n5,n4,n0) = n2
% 212.25/26.85 & t(n3,n3,n5,n4,n1) = n2
% 212.25/26.85 & t(n3,n3,n5,n4,n2) = n2
% 212.25/26.85 & t(n3,n3,n5,n4,n3) = n2
% 212.25/26.85 & t(n3,n3,n5,n4,n4) = n2
% 212.25/26.85 & t(n3,n3,n5,n4,n5) = n2
% 212.25/26.85 & t(n3,n3,n5,n5,n0) = n2
% 212.25/26.85 & t(n3,n3,n5,n5,n1) = n2
% 212.25/26.85 & t(n3,n3,n5,n5,n2) = n2
% 212.25/26.85 & t(n3,n3,n5,n5,n3) = n2
% 212.25/26.85 & t(n3,n3,n5,n5,n4) = n2
% 212.25/26.85 & t(n3,n3,n5,n5,n5) = n2
% 212.25/26.85 & t(n3,n4,n0,n0,n0) = n2
% 212.25/26.85 & t(n3,n4,n0,n0,n1) = n2
% 212.25/26.85 & t(n3,n4,n0,n0,n2) = n2
% 212.25/26.85 & t(n3,n4,n0,n0,n3) = n3
% 212.25/26.85 & t(n3,n4,n0,n0,n4) = n2
% 212.25/26.85 & t(n3,n4,n0,n0,n5) = n2
% 212.25/26.85 & t(n3,n4,n0,n1,n0) = n3
% 212.25/26.85 & t(n3,n4,n0,n1,n1) = n2
% 212.25/26.85 & t(n3,n4,n0,n1,n2) = n2
% 212.25/26.85 & t(n3,n4,n0,n1,n3) = n3
% 212.25/26.85 & t(n3,n4,n0,n1,n4) = n2
% 212.25/26.85 & t(n3,n4,n0,n1,n5) = n2
% 212.25/26.85 & t(n3,n4,n0,n2,n0) = n2
% 212.25/26.85 & t(n3,n4,n0,n2,n1) = n2
% 212.25/26.85 & t(n3,n4,n0,n2,n2) = n2
% 212.25/26.85 & t(n3,n4,n0,n2,n3) = n2
% 212.25/26.85 & t(n3,n4,n0,n2,n4) = n2
% 212.25/26.85 & t(n3,n4,n0,n2,n5) = n2
% 212.25/26.85 & t(n3,n4,n0,n3,n0) = n3
% 212.25/26.85 & t(n3,n4,n0,n3,n1) = n3
% 212.25/26.85 & t(n3,n4,n0,n3,n2) = n2
% 212.25/26.85 & t(n3,n4,n0,n3,n3) = n3
% 212.25/26.85 & t(n3,n4,n0,n3,n4) = n2
% 212.25/26.85 & t(n3,n4,n0,n3,n5) = n2
% 212.25/26.85 & t(n3,n4,n0,n4,n0) = n2
% 212.25/26.85 & t(n3,n4,n0,n4,n1) = n2
% 212.25/26.85 & t(n3,n4,n0,n4,n2) = n2
% 212.25/26.85 & t(n3,n4,n0,n4,n3) = n2
% 212.25/26.85 & t(n3,n4,n0,n4,n4) = n2
% 212.25/26.85 & t(n3,n4,n0,n4,n5) = n2
% 212.25/26.85 & t(n3,n4,n0,n5,n0) = n2
% 212.25/26.85 & t(n3,n4,n0,n5,n1) = n2
% 212.25/26.85 & t(n3,n4,n0,n5,n2) = n2
% 212.25/26.85 & t(n3,n4,n0,n5,n3) = n2
% 212.25/26.85 & t(n3,n4,n0,n5,n4) = n2
% 212.25/26.85 & t(n3,n4,n0,n5,n5) = n2
% 212.25/26.85 & t(n3,n4,n1,n0,n0) = n3
% 212.25/26.85 & t(n3,n4,n1,n0,n1) = n2
% 212.25/26.85 & t(n3,n4,n1,n0,n2) = n2
% 212.25/26.85 & t(n3,n4,n1,n0,n3) = n2
% 212.25/26.85 & t(n3,n4,n1,n0,n4) = n2
% 212.25/26.85 & t(n3,n4,n1,n0,n5) = n2
% 212.25/26.85 & t(n3,n4,n1,n1,n0) = n3
% 212.25/26.85 & t(n3,n4,n1,n1,n1) = n1
% 212.25/26.85 & t(n3,n4,n1,n1,n2) = n2
% 212.25/26.85 & t(n3,n4,n1,n1,n3) = n3
% 212.25/26.85 & t(n3,n4,n1,n1,n4) = n2
% 212.25/26.85 & t(n3,n4,n1,n1,n5) = n2
% 212.25/26.85 & t(n3,n4,n1,n2,n0) = n2
% 212.25/26.85 & t(n3,n4,n1,n2,n1) = n2
% 212.25/26.85 & t(n3,n4,n1,n2,n2) = n2
% 212.25/26.85 & t(n3,n4,n1,n2,n3) = n2
% 212.25/26.85 & t(n3,n4,n1,n2,n4) = n2
% 212.25/26.85 & t(n3,n4,n1,n2,n5) = n2
% 212.25/26.85 & t(n3,n4,n1,n3,n0) = n2
% 212.25/26.85 & t(n3,n4,n1,n3,n1) = n3
% 212.25/26.85 & t(n3,n4,n1,n3,n2) = n2
% 212.25/26.85 & t(n3,n4,n1,n3,n3) = n3
% 212.25/26.85 & t(n3,n4,n1,n3,n4) = n2
% 212.25/26.85 & t(n3,n4,n1,n3,n5) = n2
% 212.25/26.85 & t(n3,n4,n1,n4,n0) = n2
% 212.25/26.85 & t(n3,n4,n1,n4,n1) = n2
% 212.25/26.85 & t(n3,n4,n1,n4,n2) = n2
% 212.25/26.85 & t(n3,n4,n1,n4,n3) = n2
% 212.25/26.85 & t(n3,n4,n1,n4,n4) = n2
% 212.25/26.85 & t(n3,n4,n1,n4,n5) = n2
% 212.25/26.85 & t(n3,n4,n1,n5,n0) = n2
% 212.25/26.85 & t(n3,n4,n1,n5,n1) = n2
% 212.25/26.85 & t(n3,n4,n1,n5,n2) = n2
% 212.25/26.85 & t(n3,n4,n1,n5,n3) = n2
% 212.25/26.85 & t(n3,n4,n1,n5,n4) = n2
% 212.25/26.85 & t(n3,n4,n1,n5,n5) = n2
% 212.25/26.85 & t(n3,n4,n2,n0,n0) = n2
% 212.25/26.85 & t(n3,n4,n2,n0,n1) = n2
% 212.25/26.85 & t(n3,n4,n2,n0,n2) = n2
% 212.25/26.85 & t(n3,n4,n2,n0,n3) = n2
% 212.25/26.85 & t(n3,n4,n2,n0,n4) = n2
% 212.25/26.85 & t(n3,n4,n2,n0,n5) = n2
% 212.25/26.85 & t(n3,n4,n2,n1,n0) = n3
% 212.25/26.85 & t(n3,n4,n2,n1,n1) = n2
% 212.25/26.85 & t(n3,n4,n2,n1,n2) = n2
% 212.25/26.85 & t(n3,n4,n2,n1,n3) = n3
% 212.25/26.85 & t(n3,n4,n2,n1,n4) = n2
% 212.25/26.85 & t(n3,n4,n2,n1,n5) = n2
% 212.25/26.85 & t(n3,n4,n2,n2,n0) = n2
% 212.25/26.85 & t(n3,n4,n2,n2,n1) = n2
% 212.25/26.85 & t(n3,n4,n2,n2,n2) = n2
% 212.25/26.85 & t(n3,n4,n2,n2,n3) = n2
% 212.25/26.85 & t(n3,n4,n2,n2,n4) = n2
% 212.25/26.85 & t(n3,n4,n2,n2,n5) = n2
% 212.25/26.85 & t(n3,n4,n2,n3,n0) = n3
% 212.25/26.85 & t(n3,n4,n2,n3,n1) = n3
% 212.25/26.85 & t(n3,n4,n2,n3,n2) = n2
% 212.25/26.85 & t(n3,n4,n2,n3,n3) = n2
% 212.25/26.85 & t(n3,n4,n2,n3,n4) = n2
% 212.25/26.85 & t(n3,n4,n2,n3,n5) = n2
% 212.25/26.85 & t(n3,n4,n2,n4,n0) = n2
% 212.25/26.85 & t(n3,n4,n2,n4,n1) = n2
% 212.25/26.85 & t(n3,n4,n2,n4,n2) = n2
% 212.25/26.85 & t(n3,n4,n2,n4,n3) = n2
% 212.25/26.85 & t(n3,n4,n2,n4,n4) = n2
% 212.25/26.85 & t(n3,n4,n2,n4,n5) = n2
% 212.25/26.85 & t(n3,n4,n2,n5,n0) = n2
% 212.25/26.85 & t(n3,n4,n2,n5,n1) = n2
% 212.25/26.85 & t(n3,n4,n2,n5,n2) = n2
% 212.25/26.85 & t(n3,n4,n2,n5,n3) = n2
% 212.25/26.85 & t(n3,n4,n2,n5,n4) = n2
% 212.25/26.85 & t(n3,n4,n2,n5,n5) = n2
% 212.25/26.85 & t(n3,n4,n3,n0,n0) = n3
% 212.25/26.85 & t(n3,n4,n3,n0,n1) = n2
% 212.25/26.85 & t(n3,n4,n3,n0,n2) = n2
% 212.25/26.85 & t(n3,n4,n3,n0,n3) = n3
% 212.25/26.85 & t(n3,n4,n3,n0,n4) = n2
% 212.25/26.85 & t(n3,n4,n3,n0,n5) = n2
% 212.25/26.85 & t(n3,n4,n3,n1,n0) = n3
% 212.25/26.85 & t(n3,n4,n3,n1,n1) = n3
% 212.25/26.85 & t(n3,n4,n3,n1,n2) = n2
% 212.25/26.85 & t(n3,n4,n3,n1,n3) = n3
% 212.25/26.85 & t(n3,n4,n3,n1,n4) = n2
% 212.25/26.85 & t(n3,n4,n3,n1,n5) = n2
% 212.25/26.85 & t(n3,n4,n3,n2,n0) = n3
% 212.25/26.85 & t(n3,n4,n3,n2,n1) = n2
% 212.25/26.85 & t(n3,n4,n3,n2,n2) = n2
% 212.25/26.85 & t(n3,n4,n3,n2,n3) = n3
% 212.25/26.85 & t(n3,n4,n3,n2,n4) = n2
% 212.25/26.85 & t(n3,n4,n3,n2,n5) = n2
% 212.25/26.85 & t(n3,n4,n3,n3,n0) = n3
% 212.25/26.85 & t(n3,n4,n3,n3,n1) = n3
% 212.25/26.85 & t(n3,n4,n3,n3,n2) = n2
% 212.25/26.85 & t(n3,n4,n3,n3,n3) = n3
% 212.25/26.85 & t(n3,n4,n3,n3,n4) = n3
% 212.25/26.85 & t(n3,n4,n3,n3,n5) = n2
% 212.25/26.85 & t(n3,n4,n3,n4,n0) = n3
% 212.25/26.85 & t(n3,n4,n3,n4,n1) = n2
% 212.25/26.85 & t(n3,n4,n3,n4,n2) = n2
% 212.25/26.85 & t(n3,n4,n3,n4,n3) = n3
% 212.25/26.85 & t(n3,n4,n3,n4,n4) = n2
% 212.25/26.85 & t(n3,n4,n3,n4,n5) = n2
% 212.25/26.85 & t(n3,n4,n3,n5,n0) = n2
% 212.25/26.85 & t(n3,n4,n3,n5,n1) = n2
% 212.25/26.85 & t(n3,n4,n3,n5,n2) = n2
% 212.25/26.85 & t(n3,n4,n3,n5,n3) = n2
% 212.25/26.85 & t(n3,n4,n3,n5,n4) = n2
% 212.25/26.85 & t(n3,n4,n3,n5,n5) = n2
% 212.25/26.85 & t(n3,n4,n4,n0,n0) = n2
% 212.25/26.85 & t(n3,n4,n4,n0,n1) = n2
% 212.25/26.85 & t(n3,n4,n4,n0,n2) = n2
% 212.25/26.85 & t(n3,n4,n4,n0,n3) = n2
% 212.25/26.85 & t(n3,n4,n4,n0,n4) = n2
% 212.25/26.85 & t(n3,n4,n4,n0,n5) = n2
% 212.25/26.85 & t(n3,n4,n4,n1,n0) = n2
% 212.25/26.85 & t(n3,n4,n4,n1,n1) = n2
% 212.25/26.85 & t(n3,n4,n4,n1,n2) = n2
% 212.25/26.85 & t(n3,n4,n4,n1,n3) = n3
% 212.25/26.85 & t(n3,n4,n4,n1,n4) = n2
% 212.25/26.85 & t(n3,n4,n4,n1,n5) = n2
% 212.25/26.85 & t(n3,n4,n4,n2,n0) = n2
% 212.25/26.85 & t(n3,n4,n4,n2,n1) = n2
% 212.25/26.85 & t(n3,n4,n4,n2,n2) = n2
% 212.25/26.85 & t(n3,n4,n4,n2,n3) = n2
% 212.25/26.85 & t(n3,n4,n4,n2,n4) = n2
% 212.25/26.85 & t(n3,n4,n4,n2,n5) = n2
% 212.25/26.85 & t(n3,n4,n4,n3,n0) = n2
% 212.25/26.85 & t(n3,n4,n4,n3,n1) = n3
% 212.25/26.85 & t(n3,n4,n4,n3,n2) = n2
% 212.25/26.85 & t(n3,n4,n4,n3,n3) = n2
% 212.25/26.85 & t(n3,n4,n4,n3,n4) = n2
% 212.25/26.85 & t(n3,n4,n4,n3,n5) = n2
% 212.25/26.85 & t(n3,n4,n4,n4,n0) = n2
% 212.25/26.85 & t(n3,n4,n4,n4,n1) = n2
% 212.25/26.85 & t(n3,n4,n4,n4,n2) = n2
% 212.25/26.85 & t(n3,n4,n4,n4,n3) = n2
% 212.25/26.85 & t(n3,n4,n4,n4,n4) = n4
% 212.25/26.85 & t(n3,n4,n4,n4,n5) = n4
% 212.25/26.85 & t(n3,n4,n4,n5,n0) = n2
% 212.25/26.85 & t(n3,n4,n4,n5,n1) = n2
% 212.25/26.85 & t(n3,n4,n4,n5,n2) = n2
% 212.25/26.85 & t(n3,n4,n4,n5,n3) = n2
% 212.25/26.85 & t(n3,n4,n4,n5,n4) = n4
% 212.25/26.85 & t(n3,n4,n4,n5,n5) = n2
% 212.25/26.85 & t(n3,n4,n5,n0,n0) = n2
% 212.25/26.85 & t(n3,n4,n5,n0,n1) = n2
% 212.25/26.85 & t(n3,n4,n5,n0,n2) = n2
% 212.25/26.85 & t(n3,n4,n5,n0,n3) = n2
% 212.25/26.85 & t(n3,n4,n5,n0,n4) = n2
% 212.25/26.85 & t(n3,n4,n5,n0,n5) = n2
% 212.25/26.85 & t(n3,n4,n5,n1,n0) = n2
% 212.25/26.85 & t(n3,n4,n5,n1,n1) = n2
% 212.25/26.85 & t(n3,n4,n5,n1,n2) = n2
% 212.25/26.85 & t(n3,n4,n5,n1,n3) = n3
% 212.25/26.85 & t(n3,n4,n5,n1,n4) = n2
% 212.25/26.85 & t(n3,n4,n5,n1,n5) = n2
% 212.25/26.85 & t(n3,n4,n5,n2,n0) = n2
% 212.25/26.85 & t(n3,n4,n5,n2,n1) = n2
% 212.25/26.85 & t(n3,n4,n5,n2,n2) = n2
% 212.25/26.85 & t(n3,n4,n5,n2,n3) = n2
% 212.25/26.85 & t(n3,n4,n5,n2,n4) = n2
% 212.25/26.85 & t(n3,n4,n5,n2,n5) = n2
% 212.25/26.85 & t(n3,n4,n5,n3,n0) = n2
% 212.25/26.85 & t(n3,n4,n5,n3,n1) = n2
% 212.25/26.85 & t(n3,n4,n5,n3,n2) = n2
% 212.25/26.85 & t(n3,n4,n5,n3,n3) = n2
% 212.25/26.85 & t(n3,n4,n5,n3,n4) = n2
% 212.25/26.85 & t(n3,n4,n5,n3,n5) = n2
% 212.25/26.85 & t(n3,n4,n5,n4,n0) = n2
% 212.25/26.85 & t(n3,n4,n5,n4,n1) = n2
% 212.25/26.85 & t(n3,n4,n5,n4,n2) = n2
% 212.25/26.85 & t(n3,n4,n5,n4,n3) = n2
% 212.25/26.85 & t(n3,n4,n5,n4,n4) = n2
% 212.25/26.85 & t(n3,n4,n5,n4,n5) = n4
% 212.25/26.85 & t(n3,n4,n5,n5,n0) = n2
% 212.25/26.85 & t(n3,n4,n5,n5,n1) = n2
% 212.25/26.85 & t(n3,n4,n5,n5,n2) = n2
% 212.25/26.85 & t(n3,n4,n5,n5,n3) = n2
% 212.25/26.85 & t(n3,n4,n5,n5,n4) = n2
% 212.25/26.85 & t(n3,n4,n5,n5,n5) = n4
% 212.25/26.85 & t(n3,n5,n0,n0,n0) = n2
% 212.25/26.85 & t(n3,n5,n0,n0,n1) = n2
% 212.25/26.85 & t(n3,n5,n0,n0,n2) = n2
% 212.25/26.85 & t(n3,n5,n0,n0,n3) = n3
% 212.25/26.85 & t(n3,n5,n0,n0,n4) = n2
% 212.25/26.85 & t(n3,n5,n0,n0,n5) = n2
% 212.25/26.85 & t(n3,n5,n0,n1,n0) = n2
% 212.25/26.85 & t(n3,n5,n0,n1,n1) = n2
% 212.25/26.85 & t(n3,n5,n0,n1,n2) = n2
% 212.25/26.85 & t(n3,n5,n0,n1,n3) = n3
% 212.25/26.85 & t(n3,n5,n0,n1,n4) = n2
% 212.25/26.85 & t(n3,n5,n0,n1,n5) = n2
% 212.25/26.85 & t(n3,n5,n0,n2,n0) = n2
% 212.25/26.85 & t(n3,n5,n0,n2,n1) = n2
% 212.25/26.85 & t(n3,n5,n0,n2,n2) = n2
% 212.25/26.85 & t(n3,n5,n0,n2,n3) = n2
% 212.25/26.85 & t(n3,n5,n0,n2,n4) = n2
% 212.25/26.85 & t(n3,n5,n0,n2,n5) = n2
% 212.25/26.85 & t(n3,n5,n0,n3,n0) = n3
% 212.25/26.85 & t(n3,n5,n0,n3,n1) = n2
% 212.25/26.85 & t(n3,n5,n0,n3,n2) = n2
% 212.25/26.85 & t(n3,n5,n0,n3,n3) = n3
% 212.25/26.85 & t(n3,n5,n0,n3,n4) = n2
% 212.25/26.85 & t(n3,n5,n0,n3,n5) = n2
% 212.25/26.85 & t(n3,n5,n0,n4,n0) = n2
% 212.25/26.85 & t(n3,n5,n0,n4,n1) = n2
% 212.25/26.85 & t(n3,n5,n0,n4,n2) = n2
% 212.25/26.85 & t(n3,n5,n0,n4,n3) = n2
% 212.25/26.85 & t(n3,n5,n0,n4,n4) = n2
% 212.25/26.85 & t(n3,n5,n0,n4,n5) = n2
% 212.25/26.85 & t(n3,n5,n0,n5,n0) = n2
% 212.25/26.85 & t(n3,n5,n0,n5,n1) = n2
% 212.25/26.85 & t(n3,n5,n0,n5,n2) = n2
% 212.25/26.85 & t(n3,n5,n0,n5,n3) = n2
% 212.25/26.85 & t(n3,n5,n0,n5,n4) = n2
% 212.25/26.85 & t(n3,n5,n0,n5,n5) = n2
% 212.25/26.85 & t(n3,n5,n1,n0,n0) = n2
% 212.25/26.85 & t(n3,n5,n1,n0,n1) = n2
% 212.25/26.85 & t(n3,n5,n1,n0,n2) = n2
% 212.25/26.85 & t(n3,n5,n1,n0,n3) = n2
% 212.25/26.85 & t(n3,n5,n1,n0,n4) = n2
% 212.25/26.85 & t(n3,n5,n1,n0,n5) = n2
% 212.25/26.85 & t(n3,n5,n1,n1,n0) = n2
% 212.25/26.85 & t(n3,n5,n1,n1,n1) = n1
% 212.25/26.85 & t(n3,n5,n1,n1,n2) = n2
% 212.25/26.85 & t(n3,n5,n1,n1,n3) = n3
% 212.25/26.85 & t(n3,n5,n1,n1,n4) = n2
% 212.25/26.85 & t(n3,n5,n1,n1,n5) = n2
% 212.25/26.85 & t(n3,n5,n1,n2,n0) = n2
% 212.25/26.85 & t(n3,n5,n1,n2,n1) = n2
% 212.25/26.85 & t(n3,n5,n1,n2,n2) = n2
% 212.25/26.85 & t(n3,n5,n1,n2,n3) = n2
% 212.25/26.85 & t(n3,n5,n1,n2,n4) = n2
% 212.25/26.85 & t(n3,n5,n1,n2,n5) = n2
% 212.25/26.85 & t(n3,n5,n1,n3,n0) = n2
% 212.25/26.85 & t(n3,n5,n1,n3,n1) = n3
% 212.25/26.85 & t(n3,n5,n1,n3,n2) = n2
% 212.25/26.85 & t(n3,n5,n1,n3,n3) = n3
% 212.25/26.85 & t(n3,n5,n1,n3,n4) = n2
% 212.25/26.85 & t(n3,n5,n1,n3,n5) = n2
% 212.25/26.85 & t(n3,n5,n1,n4,n0) = n2
% 212.25/26.85 & t(n3,n5,n1,n4,n1) = n2
% 212.25/26.85 & t(n3,n5,n1,n4,n2) = n2
% 212.25/26.85 & t(n3,n5,n1,n4,n3) = n2
% 212.25/26.85 & t(n3,n5,n1,n4,n4) = n2
% 212.25/26.85 & t(n3,n5,n1,n4,n5) = n2
% 212.25/26.85 & t(n3,n5,n1,n5,n0) = n2
% 212.25/26.85 & t(n3,n5,n1,n5,n1) = n2
% 212.25/26.85 & t(n3,n5,n1,n5,n2) = n2
% 212.25/26.85 & t(n3,n5,n1,n5,n3) = n2
% 212.25/26.85 & t(n3,n5,n1,n5,n4) = n2
% 212.25/26.85 & t(n3,n5,n1,n5,n5) = n2
% 212.25/26.85 & t(n3,n5,n2,n0,n0) = n2
% 212.25/26.85 & t(n3,n5,n2,n0,n1) = n2
% 212.25/26.85 & t(n3,n5,n2,n0,n2) = n2
% 212.25/26.85 & t(n3,n5,n2,n0,n3) = n2
% 212.25/26.85 & t(n3,n5,n2,n0,n4) = n2
% 212.25/26.85 & t(n3,n5,n2,n0,n5) = n2
% 212.25/26.85 & t(n3,n5,n2,n1,n0) = n2
% 212.25/26.85 & t(n3,n5,n2,n1,n1) = n2
% 212.25/26.85 & t(n3,n5,n2,n1,n2) = n2
% 212.25/26.85 & t(n3,n5,n2,n1,n3) = n2
% 212.25/26.85 & t(n3,n5,n2,n1,n4) = n2
% 212.25/26.85 & t(n3,n5,n2,n1,n5) = n2
% 212.25/26.85 & t(n3,n5,n2,n2,n0) = n2
% 212.25/26.85 & t(n3,n5,n2,n2,n1) = n2
% 212.25/26.85 & t(n3,n5,n2,n2,n2) = n2
% 212.25/26.85 & t(n3,n5,n2,n2,n3) = n2
% 212.25/26.85 & t(n3,n5,n2,n2,n4) = n2
% 212.25/26.85 & t(n3,n5,n2,n2,n5) = n2
% 212.25/26.85 & t(n3,n5,n2,n3,n0) = n2
% 212.25/26.85 & t(n3,n5,n2,n3,n1) = n2
% 212.25/26.85 & t(n3,n5,n2,n3,n2) = n2
% 212.25/26.85 & t(n3,n5,n2,n3,n3) = n2
% 212.25/26.85 & t(n3,n5,n2,n3,n4) = n2
% 212.25/26.85 & t(n3,n5,n2,n3,n5) = n2
% 212.25/26.85 & t(n3,n5,n2,n4,n0) = n2
% 212.25/26.85 & t(n3,n5,n2,n4,n1) = n2
% 212.25/26.85 & t(n3,n5,n2,n4,n2) = n2
% 212.25/26.85 & t(n3,n5,n2,n4,n3) = n2
% 212.25/26.85 & t(n3,n5,n2,n4,n4) = n2
% 212.25/26.85 & t(n3,n5,n2,n4,n5) = n2
% 212.25/26.85 & t(n3,n5,n2,n5,n0) = n2
% 212.25/26.85 & t(n3,n5,n2,n5,n1) = n2
% 212.25/26.85 & t(n3,n5,n2,n5,n2) = n2
% 212.25/26.85 & t(n3,n5,n2,n5,n3) = n2
% 212.25/26.85 & t(n3,n5,n2,n5,n4) = n2
% 212.25/26.85 & t(n3,n5,n2,n5,n5) = n2
% 212.25/26.85 & t(n3,n5,n3,n0,n0) = n3
% 212.25/26.85 & t(n3,n5,n3,n0,n1) = n2
% 212.25/26.85 & t(n3,n5,n3,n0,n2) = n2
% 212.25/26.85 & t(n3,n5,n3,n0,n3) = n3
% 212.25/26.85 & t(n3,n5,n3,n0,n4) = n2
% 212.25/26.85 & t(n3,n5,n3,n0,n5) = n2
% 212.25/26.85 & t(n3,n5,n3,n1,n0) = n2
% 212.25/26.85 & t(n3,n5,n3,n1,n1) = n3
% 212.25/26.85 & t(n3,n5,n3,n1,n2) = n2
% 212.25/26.85 & t(n3,n5,n3,n1,n3) = n3
% 212.25/26.85 & t(n3,n5,n3,n1,n4) = n2
% 212.25/26.85 & t(n3,n5,n3,n1,n5) = n2
% 212.25/26.85 & t(n3,n5,n3,n2,n0) = n2
% 212.25/26.85 & t(n3,n5,n3,n2,n1) = n2
% 212.25/26.85 & t(n3,n5,n3,n2,n2) = n2
% 212.25/26.85 & t(n3,n5,n3,n2,n3) = n2
% 212.25/26.85 & t(n3,n5,n3,n2,n4) = n2
% 212.25/26.85 & t(n3,n5,n3,n2,n5) = n2
% 212.25/26.85 & t(n3,n5,n3,n3,n0) = n3
% 212.25/26.85 & t(n3,n5,n3,n3,n1) = n3
% 212.25/26.85 & t(n3,n5,n3,n3,n2) = n2
% 212.25/26.85 & t(n3,n5,n3,n3,n3) = n3
% 212.25/26.85 & t(n3,n5,n3,n3,n4) = n2
% 212.25/26.85 & t(n3,n5,n3,n3,n5) = n2
% 212.25/26.85 & t(n3,n5,n3,n4,n0) = n2
% 212.25/26.85 & t(n3,n5,n3,n4,n1) = n2
% 212.25/26.85 & t(n3,n5,n3,n4,n2) = n2
% 212.25/26.85 & t(n3,n5,n3,n4,n3) = n2
% 212.25/26.85 & t(n3,n5,n3,n4,n4) = n2
% 212.25/26.85 & t(n3,n5,n3,n4,n5) = n2
% 212.25/26.85 & t(n3,n5,n3,n5,n0) = n2
% 212.25/26.85 & t(n3,n5,n3,n5,n1) = n2
% 212.25/26.85 & t(n3,n5,n3,n5,n2) = n2
% 212.25/26.85 & t(n3,n5,n3,n5,n3) = n2
% 212.25/26.85 & t(n3,n5,n3,n5,n4) = n2
% 212.25/26.85 & t(n3,n5,n3,n5,n5) = n2
% 212.25/26.85 & t(n3,n5,n4,n0,n0) = n2
% 212.25/26.85 & t(n3,n5,n4,n0,n1) = n2
% 212.25/26.85 & t(n3,n5,n4,n0,n2) = n2
% 212.25/26.85 & t(n3,n5,n4,n0,n3) = n2
% 212.25/26.85 & t(n3,n5,n4,n0,n4) = n2
% 212.25/26.85 & t(n3,n5,n4,n0,n5) = n2
% 212.25/26.85 & t(n3,n5,n4,n1,n0) = n2
% 212.25/26.85 & t(n3,n5,n4,n1,n1) = n2
% 212.25/26.85 & t(n3,n5,n4,n1,n2) = n2
% 212.25/26.85 & t(n3,n5,n4,n1,n3) = n3
% 212.25/26.85 & t(n3,n5,n4,n1,n4) = n2
% 212.25/26.85 & t(n3,n5,n4,n1,n5) = n2
% 212.25/26.85 & t(n3,n5,n4,n2,n0) = n2
% 212.25/26.85 & t(n3,n5,n4,n2,n1) = n2
% 212.25/26.85 & t(n3,n5,n4,n2,n2) = n2
% 212.25/26.85 & t(n3,n5,n4,n2,n3) = n2
% 212.25/26.85 & t(n3,n5,n4,n2,n4) = n2
% 212.25/26.85 & t(n3,n5,n4,n2,n5) = n2
% 212.25/26.85 & t(n3,n5,n4,n3,n0) = n2
% 212.25/26.85 & t(n3,n5,n4,n3,n1) = n2
% 212.25/26.85 & t(n3,n5,n4,n3,n2) = n2
% 212.25/26.85 & t(n3,n5,n4,n3,n3) = n2
% 212.25/26.85 & t(n3,n5,n4,n3,n4) = n2
% 212.25/26.85 & t(n3,n5,n4,n3,n5) = n2
% 212.25/26.85 & t(n3,n5,n4,n4,n0) = n2
% 212.25/26.85 & t(n3,n5,n4,n4,n1) = n2
% 212.25/26.85 & t(n3,n5,n4,n4,n2) = n2
% 212.25/26.85 & t(n3,n5,n4,n4,n3) = n2
% 212.25/26.85 & t(n3,n5,n4,n4,n4) = n4
% 212.25/26.85 & t(n3,n5,n4,n4,n5) = n4
% 212.25/26.85 & t(n3,n5,n4,n5,n0) = n2
% 212.25/26.85 & t(n3,n5,n4,n5,n1) = n2
% 212.25/26.85 & t(n3,n5,n4,n5,n2) = n2
% 212.25/26.85 & t(n3,n5,n4,n5,n3) = n2
% 212.25/26.85 & t(n3,n5,n4,n5,n4) = n4
% 212.25/26.85 & t(n3,n5,n4,n5,n5) = n4
% 212.25/26.85 & t(n3,n5,n5,n0,n0) = n2
% 212.25/26.85 & t(n3,n5,n5,n0,n1) = n2
% 212.25/26.85 & t(n3,n5,n5,n0,n2) = n2
% 212.25/26.85 & t(n3,n5,n5,n0,n3) = n2
% 212.25/26.85 & t(n3,n5,n5,n0,n4) = n2
% 212.25/26.85 & t(n3,n5,n5,n0,n5) = n2
% 212.25/26.85 & t(n3,n5,n5,n1,n0) = n2
% 212.25/26.85 & t(n3,n5,n5,n1,n1) = n2
% 212.25/26.85 & t(n3,n5,n5,n1,n2) = n2
% 212.25/26.85 & t(n3,n5,n5,n1,n3) = n2
% 212.25/26.85 & t(n3,n5,n5,n1,n4) = n2
% 212.25/26.85 & t(n3,n5,n5,n1,n5) = n2
% 212.25/26.85 & t(n3,n5,n5,n2,n0) = n2
% 212.25/26.85 & t(n3,n5,n5,n2,n1) = n2
% 212.25/26.85 & t(n3,n5,n5,n2,n2) = n2
% 212.25/26.85 & t(n3,n5,n5,n2,n3) = n2
% 212.25/26.85 & t(n3,n5,n5,n2,n4) = n2
% 212.25/26.85 & t(n3,n5,n5,n2,n5) = n2
% 212.25/26.85 & t(n3,n5,n5,n3,n0) = n2
% 212.25/26.85 & t(n3,n5,n5,n3,n1) = n2
% 212.25/26.85 & t(n3,n5,n5,n3,n2) = n2
% 212.25/26.85 & t(n3,n5,n5,n3,n3) = n2
% 212.25/26.85 & t(n3,n5,n5,n3,n4) = n2
% 212.25/26.85 & t(n3,n5,n5,n3,n5) = n2
% 212.25/26.85 & t(n3,n5,n5,n4,n0) = n2
% 212.25/26.85 & t(n3,n5,n5,n4,n1) = n2
% 212.25/26.85 & t(n3,n5,n5,n4,n2) = n2
% 212.25/26.85 & t(n3,n5,n5,n4,n3) = n2
% 212.25/26.85 & t(n3,n5,n5,n4,n4) = n2
% 212.25/26.85 & t(n3,n5,n5,n4,n5) = n4
% 212.25/26.85 & t(n3,n5,n5,n5,n0) = n2
% 212.25/26.85 & t(n3,n5,n5,n5,n1) = n2
% 212.25/26.85 & t(n3,n5,n5,n5,n2) = n2
% 212.25/26.85 & t(n3,n5,n5,n5,n3) = n2
% 212.25/26.85 & t(n3,n5,n5,n5,n4) = n2
% 212.25/26.85 & t(n3,n5,n5,n5,n5) = n5
% 212.25/26.85 & t(n4,n0,n0,n0,n0) = n0
% 212.25/26.85 & t(n4,n0,n0,n0,n1) = n2
% 212.25/26.85 & t(n4,n0,n0,n0,n2) = n2
% 212.25/26.85 & t(n4,n0,n0,n0,n3) = n2
% 212.25/26.85 & t(n4,n0,n0,n0,n4) = n2
% 212.25/26.85 & t(n4,n0,n0,n0,n5) = n2
% 212.25/26.85 & t(n4,n0,n0,n1,n0) = n2
% 212.25/26.85 & t(n4,n0,n0,n1,n1) = n2
% 212.25/26.85 & t(n4,n0,n0,n1,n2) = n2
% 212.25/26.85 & t(n4,n0,n0,n1,n3) = n3
% 212.25/26.85 & t(n4,n0,n0,n1,n4) = n2
% 212.25/26.85 & t(n4,n0,n0,n1,n5) = n2
% 212.25/26.85 & t(n4,n0,n0,n2,n0) = n2
% 212.25/26.85 & t(n4,n0,n0,n2,n1) = n2
% 212.25/26.85 & t(n4,n0,n0,n2,n2) = n2
% 212.25/26.85 & t(n4,n0,n0,n2,n3) = n2
% 212.25/26.85 & t(n4,n0,n0,n2,n4) = n2
% 212.25/26.85 & t(n4,n0,n0,n2,n5) = n2
% 212.25/26.85 & t(n4,n0,n0,n3,n0) = n2
% 212.25/26.85 & t(n4,n0,n0,n3,n1) = n3
% 212.25/26.85 & t(n4,n0,n0,n3,n2) = n2
% 212.25/26.85 & t(n4,n0,n0,n3,n3) = n3
% 212.25/26.85 & t(n4,n0,n0,n3,n4) = n2
% 212.25/26.85 & t(n4,n0,n0,n3,n5) = n2
% 212.25/26.85 & t(n4,n0,n0,n4,n0) = n2
% 212.25/26.85 & t(n4,n0,n0,n4,n1) = n2
% 212.25/26.85 & t(n4,n0,n0,n4,n2) = n2
% 212.25/26.85 & t(n4,n0,n0,n4,n3) = n2
% 212.25/26.85 & t(n4,n0,n0,n4,n4) = n2
% 212.25/26.85 & t(n4,n0,n0,n4,n5) = n2
% 212.25/26.85 & t(n4,n0,n0,n5,n0) = n2
% 212.25/26.85 & t(n4,n0,n0,n5,n1) = n2
% 212.25/26.85 & t(n4,n0,n0,n5,n2) = n2
% 212.25/26.85 & t(n4,n0,n0,n5,n3) = n2
% 212.25/26.85 & t(n4,n0,n0,n5,n4) = n2
% 212.25/26.85 & t(n4,n0,n0,n5,n5) = n2
% 212.25/26.85 & t(n4,n0,n1,n0,n0) = n2
% 212.25/26.85 & t(n4,n0,n1,n0,n1) = n2
% 212.25/26.85 & t(n4,n0,n1,n0,n2) = n2
% 212.25/26.85 & t(n4,n0,n1,n0,n3) = n3
% 212.25/26.85 & t(n4,n0,n1,n0,n4) = n2
% 212.25/26.85 & t(n4,n0,n1,n0,n5) = n2
% 212.25/26.85 & t(n4,n0,n1,n1,n0) = n2
% 212.25/26.85 & t(n4,n0,n1,n1,n1) = n2
% 212.25/26.85 & t(n4,n0,n1,n1,n2) = n2
% 212.25/26.85 & t(n4,n0,n1,n1,n3) = n2
% 212.25/26.85 & t(n4,n0,n1,n1,n4) = n2
% 212.25/26.85 & t(n4,n0,n1,n1,n5) = n2
% 212.25/26.85 & t(n4,n0,n1,n2,n0) = n2
% 212.25/26.85 & t(n4,n0,n1,n2,n1) = n2
% 212.25/26.85 & t(n4,n0,n1,n2,n2) = n2
% 212.25/26.85 & t(n4,n0,n1,n2,n3) = n2
% 212.25/26.85 & t(n4,n0,n1,n2,n4) = n2
% 212.25/26.85 & t(n4,n0,n1,n2,n5) = n2
% 212.25/26.85 & t(n4,n0,n1,n3,n0) = n2
% 212.25/26.85 & t(n4,n0,n1,n3,n1) = n2
% 212.25/26.85 & t(n4,n0,n1,n3,n2) = n2
% 212.25/26.85 & t(n4,n0,n1,n3,n3) = n3
% 212.25/26.85 & t(n4,n0,n1,n3,n4) = n2
% 212.25/26.85 & t(n4,n0,n1,n3,n5) = n2
% 212.25/26.85 & t(n4,n0,n1,n4,n0) = n2
% 212.25/26.85 & t(n4,n0,n1,n4,n1) = n2
% 212.25/26.85 & t(n4,n0,n1,n4,n2) = n2
% 212.25/26.85 & t(n4,n0,n1,n4,n3) = n2
% 212.25/26.85 & t(n4,n0,n1,n4,n4) = n2
% 212.25/26.85 & t(n4,n0,n1,n4,n5) = n2
% 212.25/26.85 & t(n4,n0,n1,n5,n0) = n2
% 212.25/26.85 & t(n4,n0,n1,n5,n1) = n2
% 212.25/26.85 & t(n4,n0,n1,n5,n2) = n2
% 212.25/26.85 & t(n4,n0,n1,n5,n3) = n2
% 212.25/26.85 & t(n4,n0,n1,n5,n4) = n2
% 212.25/26.85 & t(n4,n0,n1,n5,n5) = n2
% 212.25/26.85 & t(n4,n0,n2,n0,n0) = n2
% 212.25/26.85 & t(n4,n0,n2,n0,n1) = n2
% 212.25/26.85 & t(n4,n0,n2,n0,n2) = n2
% 212.25/26.85 & t(n4,n0,n2,n0,n3) = n2
% 212.25/26.85 & t(n4,n0,n2,n0,n4) = n2
% 212.25/26.85 & t(n4,n0,n2,n0,n5) = n2
% 212.25/26.85 & t(n4,n0,n2,n1,n0) = n2
% 212.25/26.85 & t(n4,n0,n2,n1,n1) = n2
% 212.25/26.85 & t(n4,n0,n2,n1,n2) = n2
% 212.25/26.85 & t(n4,n0,n2,n1,n3) = n3
% 212.25/26.85 & t(n4,n0,n2,n1,n4) = n2
% 212.25/26.85 & t(n4,n0,n2,n1,n5) = n2
% 212.25/26.85 & t(n4,n0,n2,n2,n0) = n2
% 212.25/26.85 & t(n4,n0,n2,n2,n1) = n2
% 212.25/26.85 & t(n4,n0,n2,n2,n2) = n2
% 212.25/26.85 & t(n4,n0,n2,n2,n3) = n2
% 212.25/26.85 & t(n4,n0,n2,n2,n4) = n2
% 212.25/26.85 & t(n4,n0,n2,n2,n5) = n2
% 212.25/26.85 & t(n4,n0,n2,n3,n0) = n2
% 212.25/26.85 & t(n4,n0,n2,n3,n1) = n2
% 212.25/26.85 & t(n4,n0,n2,n3,n2) = n2
% 212.25/26.85 & t(n4,n0,n2,n3,n3) = n3
% 212.25/26.85 & t(n4,n0,n2,n3,n4) = n2
% 212.25/26.85 & t(n4,n0,n2,n3,n5) = n2
% 212.25/26.85 & t(n4,n0,n2,n4,n0) = n2
% 212.25/26.85 & t(n4,n0,n2,n4,n1) = n2
% 212.25/26.85 & t(n4,n0,n2,n4,n2) = n2
% 212.25/26.85 & t(n4,n0,n2,n4,n3) = n2
% 212.25/26.85 & t(n4,n0,n2,n4,n4) = n2
% 212.25/26.85 & t(n4,n0,n2,n4,n5) = n2
% 212.25/26.85 & t(n4,n0,n2,n5,n0) = n2
% 212.25/26.85 & t(n4,n0,n2,n5,n1) = n2
% 212.25/26.85 & t(n4,n0,n2,n5,n2) = n2
% 212.25/26.85 & t(n4,n0,n2,n5,n3) = n2
% 212.25/26.85 & t(n4,n0,n2,n5,n4) = n2
% 212.25/26.85 & t(n4,n0,n2,n5,n5) = n2
% 212.25/26.85 & t(n4,n0,n3,n0,n0) = n2
% 212.25/26.85 & t(n4,n0,n3,n0,n1) = n3
% 212.25/26.85 & t(n4,n0,n3,n0,n2) = n2
% 212.25/26.85 & t(n4,n0,n3,n0,n3) = n3
% 212.25/26.85 & t(n4,n0,n3,n0,n4) = n2
% 212.25/26.85 & t(n4,n0,n3,n0,n5) = n2
% 212.25/26.85 & t(n4,n0,n3,n1,n0) = n3
% 212.25/26.85 & t(n4,n0,n3,n1,n1) = n2
% 212.25/26.85 & t(n4,n0,n3,n1,n2) = n2
% 212.25/26.85 & t(n4,n0,n3,n1,n3) = n3
% 212.25/26.85 & t(n4,n0,n3,n1,n4) = n2
% 212.25/26.85 & t(n4,n0,n3,n1,n5) = n2
% 212.25/26.85 & t(n4,n0,n3,n2,n0) = n2
% 212.25/26.85 & t(n4,n0,n3,n2,n1) = n2
% 212.25/26.85 & t(n4,n0,n3,n2,n2) = n2
% 212.25/26.85 & t(n4,n0,n3,n2,n3) = n3
% 212.25/26.85 & t(n4,n0,n3,n2,n4) = n2
% 212.25/26.85 & t(n4,n0,n3,n2,n5) = n2
% 212.25/26.85 & t(n4,n0,n3,n3,n0) = n3
% 212.25/26.85 & t(n4,n0,n3,n3,n1) = n3
% 212.25/26.85 & t(n4,n0,n3,n3,n2) = n3
% 212.25/26.85 & t(n4,n0,n3,n3,n3) = n3
% 212.25/26.85 & t(n4,n0,n3,n3,n4) = n2
% 212.25/26.85 & t(n4,n0,n3,n3,n5) = n2
% 212.25/26.85 & t(n4,n0,n3,n4,n0) = n2
% 212.25/26.85 & t(n4,n0,n3,n4,n1) = n2
% 212.25/26.85 & t(n4,n0,n3,n4,n2) = n2
% 212.25/26.85 & t(n4,n0,n3,n4,n3) = n3
% 212.25/26.85 & t(n4,n0,n3,n4,n4) = n2
% 212.25/26.85 & t(n4,n0,n3,n4,n5) = n2
% 212.25/26.85 & t(n4,n0,n3,n5,n0) = n2
% 212.25/26.85 & t(n4,n0,n3,n5,n1) = n2
% 212.25/26.85 & t(n4,n0,n3,n5,n2) = n2
% 212.25/26.85 & t(n4,n0,n3,n5,n3) = n2
% 212.25/26.85 & t(n4,n0,n3,n5,n4) = n2
% 212.25/26.85 & t(n4,n0,n3,n5,n5) = n2
% 212.25/26.85 & t(n4,n0,n4,n0,n0) = n2
% 212.25/26.85 & t(n4,n0,n4,n0,n1) = n2
% 212.25/26.85 & t(n4,n0,n4,n0,n2) = n2
% 212.25/26.85 & t(n4,n0,n4,n0,n3) = n2
% 212.25/26.85 & t(n4,n0,n4,n0,n4) = n2
% 212.25/26.85 & t(n4,n0,n4,n0,n5) = n2
% 212.25/26.85 & t(n4,n0,n4,n1,n0) = n2
% 212.25/26.85 & t(n4,n0,n4,n1,n1) = n2
% 212.25/26.85 & t(n4,n0,n4,n1,n2) = n2
% 212.25/26.85 & t(n4,n0,n4,n1,n3) = n3
% 212.25/26.85 & t(n4,n0,n4,n1,n4) = n2
% 212.25/26.85 & t(n4,n0,n4,n1,n5) = n2
% 212.25/26.85 & t(n4,n0,n4,n2,n0) = n2
% 212.25/26.85 & t(n4,n0,n4,n2,n1) = n2
% 212.25/26.85 & t(n4,n0,n4,n2,n2) = n2
% 212.25/26.85 & t(n4,n0,n4,n2,n3) = n2
% 212.25/26.85 & t(n4,n0,n4,n2,n4) = n2
% 212.25/26.85 & t(n4,n0,n4,n2,n5) = n2
% 212.25/26.85 & t(n4,n0,n4,n3,n0) = n2
% 212.25/26.85 & t(n4,n0,n4,n3,n1) = n3
% 212.25/26.85 & t(n4,n0,n4,n3,n2) = n2
% 212.25/26.85 & t(n4,n0,n4,n3,n3) = n2
% 212.25/26.85 & t(n4,n0,n4,n3,n4) = n2
% 212.25/26.85 & t(n4,n0,n4,n3,n5) = n2
% 212.25/26.85 & t(n4,n0,n4,n4,n0) = n2
% 212.25/26.85 & t(n4,n0,n4,n4,n1) = n2
% 212.25/26.85 & t(n4,n0,n4,n4,n2) = n2
% 212.25/26.85 & t(n4,n0,n4,n4,n3) = n2
% 212.25/26.85 & t(n4,n0,n4,n4,n4) = n4
% 212.25/26.85 & t(n4,n0,n4,n4,n5) = n2
% 212.25/26.85 & t(n4,n0,n4,n5,n0) = n2
% 212.25/26.85 & t(n4,n0,n4,n5,n1) = n2
% 212.25/26.85 & t(n4,n0,n4,n5,n2) = n2
% 212.25/26.85 & t(n4,n0,n4,n5,n3) = n2
% 212.25/26.85 & t(n4,n0,n4,n5,n4) = n4
% 212.25/26.85 & t(n4,n0,n4,n5,n5) = n2
% 212.25/26.85 & t(n4,n0,n5,n0,n0) = n2
% 212.25/26.85 & t(n4,n0,n5,n0,n1) = n2
% 212.25/26.85 & t(n4,n0,n5,n0,n2) = n2
% 212.25/26.85 & t(n4,n0,n5,n0,n3) = n2
% 212.25/26.85 & t(n4,n0,n5,n0,n4) = n2
% 212.25/26.85 & t(n4,n0,n5,n0,n5) = n2
% 212.25/26.85 & t(n4,n0,n5,n1,n0) = n2
% 212.25/26.85 & t(n4,n0,n5,n1,n1) = n2
% 212.25/26.85 & t(n4,n0,n5,n1,n2) = n2
% 212.25/26.85 & t(n4,n0,n5,n1,n3) = n2
% 212.25/26.85 & t(n4,n0,n5,n1,n4) = n2
% 212.25/26.85 & t(n4,n0,n5,n1,n5) = n2
% 212.25/26.85 & t(n4,n0,n5,n2,n0) = n2
% 212.25/26.85 & t(n4,n0,n5,n2,n1) = n2
% 212.25/26.85 & t(n4,n0,n5,n2,n2) = n2
% 212.25/26.85 & t(n4,n0,n5,n2,n3) = n2
% 212.25/26.85 & t(n4,n0,n5,n2,n4) = n2
% 212.25/26.85 & t(n4,n0,n5,n2,n5) = n2
% 212.25/26.85 & t(n4,n0,n5,n3,n0) = n2
% 212.25/26.85 & t(n4,n0,n5,n3,n1) = n2
% 212.25/26.85 & t(n4,n0,n5,n3,n2) = n2
% 212.25/26.85 & t(n4,n0,n5,n3,n3) = n2
% 212.25/26.85 & t(n4,n0,n5,n3,n4) = n2
% 212.25/26.85 & t(n4,n0,n5,n3,n5) = n2
% 212.25/26.85 & t(n4,n0,n5,n4,n0) = n2
% 212.25/26.85 & t(n4,n0,n5,n4,n1) = n2
% 212.25/26.85 & t(n4,n0,n5,n4,n2) = n2
% 212.25/26.85 & t(n4,n0,n5,n4,n3) = n2
% 212.25/26.85 & t(n4,n0,n5,n4,n4) = n4
% 212.25/26.85 & t(n4,n0,n5,n4,n5) = n2
% 212.25/26.85 & t(n4,n0,n5,n5,n0) = n2
% 212.25/26.85 & t(n4,n0,n5,n5,n1) = n2
% 212.25/26.85 & t(n4,n0,n5,n5,n2) = n2
% 212.25/26.85 & t(n4,n0,n5,n5,n3) = n2
% 212.25/26.85 & t(n4,n0,n5,n5,n4) = n2
% 212.25/26.85 & t(n4,n0,n5,n5,n5) = n4
% 212.25/26.85 & t(n4,n1,n0,n0,n0) = n2
% 212.25/26.85 & t(n4,n1,n0,n0,n1) = n3
% 212.25/26.85 & t(n4,n1,n0,n0,n2) = n2
% 212.25/26.85 & t(n4,n1,n0,n0,n3) = n3
% 212.25/26.85 & t(n4,n1,n0,n0,n4) = n2
% 212.25/26.85 & t(n4,n1,n0,n0,n5) = n2
% 212.25/26.85 & t(n4,n1,n0,n1,n0) = n2
% 212.25/26.85 & t(n4,n1,n0,n1,n1) = n2
% 212.25/26.85 & t(n4,n1,n0,n1,n2) = n2
% 212.25/26.85 & t(n4,n1,n0,n1,n3) = n3
% 212.25/26.85 & t(n4,n1,n0,n1,n4) = n2
% 212.25/26.85 & t(n4,n1,n0,n1,n5) = n2
% 212.25/26.85 & t(n4,n1,n0,n2,n0) = n2
% 212.25/26.85 & t(n4,n1,n0,n2,n1) = n2
% 212.25/26.85 & t(n4,n1,n0,n2,n2) = n2
% 212.25/26.85 & t(n4,n1,n0,n2,n3) = n3
% 212.25/26.85 & t(n4,n1,n0,n2,n4) = n2
% 212.25/26.85 & t(n4,n1,n0,n2,n5) = n2
% 212.25/26.85 & t(n4,n1,n0,n3,n0) = n3
% 212.25/26.85 & t(n4,n1,n0,n3,n1) = n3
% 212.25/26.85 & t(n4,n1,n0,n3,n2) = n2
% 212.25/26.85 & t(n4,n1,n0,n3,n3) = n3
% 212.25/26.85 & t(n4,n1,n0,n3,n4) = n2
% 212.25/26.85 & t(n4,n1,n0,n3,n5) = n2
% 212.25/26.85 & t(n4,n1,n0,n4,n0) = n2
% 212.25/26.85 & t(n4,n1,n0,n4,n1) = n2
% 212.25/26.85 & t(n4,n1,n0,n4,n2) = n2
% 212.25/26.85 & t(n4,n1,n0,n4,n3) = n3
% 212.25/26.85 & t(n4,n1,n0,n4,n4) = n2
% 212.25/26.85 & t(n4,n1,n0,n4,n5) = n2
% 212.25/26.85 & t(n4,n1,n0,n5,n0) = n2
% 212.25/26.85 & t(n4,n1,n0,n5,n1) = n2
% 212.25/26.85 & t(n4,n1,n0,n5,n2) = n2
% 212.25/26.85 & t(n4,n1,n0,n5,n3) = n2
% 212.25/26.85 & t(n4,n1,n0,n5,n4) = n2
% 212.25/26.85 & t(n4,n1,n0,n5,n5) = n2
% 212.25/26.85 & t(n4,n1,n1,n0,n0) = n2
% 212.25/26.85 & t(n4,n1,n1,n0,n1) = n2
% 212.25/26.85 & t(n4,n1,n1,n0,n2) = n2
% 212.25/26.85 & t(n4,n1,n1,n0,n3) = n2
% 212.25/26.85 & t(n4,n1,n1,n0,n4) = n2
% 212.25/26.85 & t(n4,n1,n1,n0,n5) = n2
% 212.25/26.85 & t(n4,n1,n1,n1,n0) = n2
% 212.25/26.85 & t(n4,n1,n1,n1,n1) = n1
% 212.25/26.85 & t(n4,n1,n1,n1,n2) = n2
% 212.25/26.85 & t(n4,n1,n1,n1,n3) = n1
% 212.25/26.85 & t(n4,n1,n1,n1,n4) = n2
% 212.25/26.85 & t(n4,n1,n1,n1,n5) = n1
% 212.25/26.85 & t(n4,n1,n1,n2,n0) = n2
% 212.25/26.85 & t(n4,n1,n1,n2,n1) = n2
% 212.25/26.85 & t(n4,n1,n1,n2,n2) = n2
% 212.25/26.85 & t(n4,n1,n1,n2,n3) = n2
% 212.25/26.85 & t(n4,n1,n1,n2,n4) = n2
% 212.25/26.85 & t(n4,n1,n1,n2,n5) = n2
% 212.25/26.85 & t(n4,n1,n1,n3,n0) = n2
% 212.25/26.85 & t(n4,n1,n1,n3,n1) = n1
% 212.25/26.85 & t(n4,n1,n1,n3,n2) = n2
% 212.25/26.85 & t(n4,n1,n1,n3,n3) = n3
% 212.25/26.85 & t(n4,n1,n1,n3,n4) = n2
% 212.25/26.85 & t(n4,n1,n1,n3,n5) = n2
% 212.25/26.85 & t(n4,n1,n1,n4,n0) = n2
% 212.25/26.85 & t(n4,n1,n1,n4,n1) = n2
% 212.25/26.85 & t(n4,n1,n1,n4,n2) = n2
% 212.25/26.85 & t(n4,n1,n1,n4,n3) = n2
% 212.25/26.85 & t(n4,n1,n1,n4,n4) = n2
% 212.25/26.85 & t(n4,n1,n1,n4,n5) = n2
% 212.25/26.85 & t(n4,n1,n1,n5,n0) = n2
% 212.25/26.85 & t(n4,n1,n1,n5,n1) = n2
% 212.25/26.85 & t(n4,n1,n1,n5,n2) = n2
% 212.25/26.85 & t(n4,n1,n1,n5,n3) = n2
% 212.25/26.85 & t(n4,n1,n1,n5,n4) = n2
% 212.25/26.85 & t(n4,n1,n1,n5,n5) = n2
% 212.25/26.85 & t(n4,n1,n2,n0,n0) = n2
% 212.25/26.85 & t(n4,n1,n2,n0,n1) = n2
% 212.25/26.85 & t(n4,n1,n2,n0,n2) = n2
% 212.25/26.85 & t(n4,n1,n2,n0,n3) = n2
% 212.25/26.85 & t(n4,n1,n2,n0,n4) = n2
% 212.25/26.85 & t(n4,n1,n2,n0,n5) = n2
% 212.25/26.85 & t(n4,n1,n2,n1,n0) = n2
% 212.25/26.85 & t(n4,n1,n2,n1,n1) = n2
% 212.25/26.85 & t(n4,n1,n2,n1,n2) = n2
% 212.25/26.85 & t(n4,n1,n2,n1,n3) = n2
% 212.25/26.85 & t(n4,n1,n2,n1,n4) = n2
% 212.25/26.85 & t(n4,n1,n2,n1,n5) = n2
% 212.25/26.85 & t(n4,n1,n2,n2,n0) = n2
% 212.25/26.85 & t(n4,n1,n2,n2,n1) = n2
% 212.25/26.85 & t(n4,n1,n2,n2,n2) = n2
% 212.25/26.85 & t(n4,n1,n2,n2,n3) = n2
% 212.25/26.86 & t(n4,n1,n2,n2,n4) = n2
% 212.25/26.86 & t(n4,n1,n2,n2,n5) = n2
% 212.25/26.86 & t(n4,n1,n2,n3,n0) = n2
% 212.25/26.86 & t(n4,n1,n2,n3,n1) = n2
% 212.25/26.86 & t(n4,n1,n2,n3,n2) = n2
% 212.25/26.86 & t(n4,n1,n2,n3,n3) = n3
% 212.25/26.86 & t(n4,n1,n2,n3,n4) = n2
% 212.25/26.86 & t(n4,n1,n2,n3,n5) = n2
% 212.25/26.86 & t(n4,n1,n2,n4,n0) = n2
% 212.25/26.86 & t(n4,n1,n2,n4,n1) = n2
% 212.25/26.86 & t(n4,n1,n2,n4,n2) = n2
% 212.25/26.86 & t(n4,n1,n2,n4,n3) = n2
% 212.25/26.86 & t(n4,n1,n2,n4,n4) = n2
% 212.25/26.86 & t(n4,n1,n2,n4,n5) = n2
% 212.25/26.86 & t(n4,n1,n2,n5,n0) = n2
% 212.25/26.86 & t(n4,n1,n2,n5,n1) = n2
% 212.25/26.86 & t(n4,n1,n2,n5,n2) = n2
% 212.25/26.86 & t(n4,n1,n2,n5,n3) = n2
% 212.25/26.86 & t(n4,n1,n2,n5,n4) = n2
% 212.25/26.86 & t(n4,n1,n2,n5,n5) = n2
% 212.25/26.86 & t(n4,n1,n3,n0,n0) = n2
% 212.25/26.86 & t(n4,n1,n3,n0,n1) = n2
% 212.25/26.86 & t(n4,n1,n3,n0,n2) = n2
% 212.25/26.86 & t(n4,n1,n3,n0,n3) = n3
% 212.25/26.86 & t(n4,n1,n3,n0,n4) = n2
% 212.25/26.86 & t(n4,n1,n3,n0,n5) = n2
% 212.25/26.86 & t(n4,n1,n3,n1,n0) = n2
% 212.25/26.86 & t(n4,n1,n3,n1,n1) = n1
% 212.25/26.86 & t(n4,n1,n3,n1,n2) = n2
% 212.25/26.86 & t(n4,n1,n3,n1,n3) = n3
% 212.25/26.86 & t(n4,n1,n3,n1,n4) = n2
% 212.25/26.86 & t(n4,n1,n3,n1,n5) = n2
% 212.25/26.86 & t(n4,n1,n3,n2,n0) = n2
% 212.25/26.86 & t(n4,n1,n3,n2,n1) = n2
% 212.25/26.86 & t(n4,n1,n3,n2,n2) = n2
% 212.25/26.86 & t(n4,n1,n3,n2,n3) = n3
% 212.25/26.86 & t(n4,n1,n3,n2,n4) = n2
% 212.25/26.86 & t(n4,n1,n3,n2,n5) = n2
% 212.25/26.86 & t(n4,n1,n3,n3,n0) = n3
% 212.25/26.86 & t(n4,n1,n3,n3,n1) = n3
% 212.25/26.86 & t(n4,n1,n3,n3,n2) = n3
% 212.25/26.86 & t(n4,n1,n3,n3,n3) = n3
% 212.25/26.86 & t(n4,n1,n3,n3,n4) = n2
% 212.25/26.86 & t(n4,n1,n3,n3,n5) = n2
% 212.25/26.86 & t(n4,n1,n3,n4,n0) = n2
% 212.25/26.86 & t(n4,n1,n3,n4,n1) = n2
% 212.25/26.86 & t(n4,n1,n3,n4,n2) = n2
% 212.25/26.86 & t(n4,n1,n3,n4,n3) = n3
% 212.25/26.86 & t(n4,n1,n3,n4,n4) = n2
% 212.25/26.86 & t(n4,n1,n3,n4,n5) = n2
% 212.25/26.86 & t(n4,n1,n3,n5,n0) = n2
% 212.25/26.86 & t(n4,n1,n3,n5,n1) = n2
% 212.25/26.86 & t(n4,n1,n3,n5,n2) = n2
% 212.25/26.86 & t(n4,n1,n3,n5,n3) = n2
% 212.25/26.86 & t(n4,n1,n3,n5,n4) = n2
% 212.25/26.86 & t(n4,n1,n3,n5,n5) = n2
% 212.25/26.86 & t(n4,n1,n4,n0,n0) = n2
% 212.25/26.86 & t(n4,n1,n4,n0,n1) = n2
% 212.25/26.86 & t(n4,n1,n4,n0,n2) = n2
% 212.25/26.86 & t(n4,n1,n4,n0,n3) = n2
% 212.25/26.86 & t(n4,n1,n4,n0,n4) = n2
% 212.25/26.86 & t(n4,n1,n4,n0,n5) = n2
% 212.25/26.86 & t(n4,n1,n4,n1,n0) = n2
% 212.25/26.86 & t(n4,n1,n4,n1,n1) = n2
% 212.25/26.86 & t(n4,n1,n4,n1,n2) = n2
% 212.25/26.86 & t(n4,n1,n4,n1,n3) = n2
% 212.25/26.86 & t(n4,n1,n4,n1,n4) = n2
% 212.25/26.86 & t(n4,n1,n4,n1,n5) = n2
% 212.25/26.86 & t(n4,n1,n4,n2,n0) = n2
% 212.25/26.86 & t(n4,n1,n4,n2,n1) = n2
% 212.25/26.86 & t(n4,n1,n4,n2,n2) = n2
% 212.25/26.86 & t(n4,n1,n4,n2,n3) = n2
% 212.25/26.86 & t(n4,n1,n4,n2,n4) = n2
% 212.25/26.86 & t(n4,n1,n4,n2,n5) = n2
% 212.25/26.86 & t(n4,n1,n4,n3,n0) = n2
% 212.25/26.86 & t(n4,n1,n4,n3,n1) = n2
% 212.25/26.86 & t(n4,n1,n4,n3,n2) = n2
% 212.25/26.86 & t(n4,n1,n4,n3,n3) = n2
% 212.25/26.86 & t(n4,n1,n4,n3,n4) = n2
% 212.25/26.86 & t(n4,n1,n4,n3,n5) = n2
% 212.25/26.86 & t(n4,n1,n4,n4,n0) = n2
% 212.25/26.86 & t(n4,n1,n4,n4,n1) = n2
% 212.25/26.86 & t(n4,n1,n4,n4,n2) = n2
% 212.25/26.86 & t(n4,n1,n4,n4,n3) = n2
% 212.25/26.86 & t(n4,n1,n4,n4,n4) = n4
% 212.25/26.86 & t(n4,n1,n4,n4,n5) = n4
% 212.25/26.86 & t(n4,n1,n4,n5,n0) = n2
% 212.25/26.86 & t(n4,n1,n4,n5,n1) = n2
% 212.25/26.86 & t(n4,n1,n4,n5,n2) = n2
% 212.25/26.86 & t(n4,n1,n4,n5,n3) = n2
% 212.25/26.86 & t(n4,n1,n4,n5,n4) = n2
% 212.25/26.86 & t(n4,n1,n4,n5,n5) = n2
% 212.25/26.86 & t(n4,n1,n5,n0,n0) = n2
% 212.25/26.86 & t(n4,n1,n5,n0,n1) = n2
% 212.25/26.86 & t(n4,n1,n5,n0,n2) = n2
% 212.25/26.86 & t(n4,n1,n5,n0,n3) = n2
% 212.25/26.86 & t(n4,n1,n5,n0,n4) = n2
% 212.25/26.86 & t(n4,n1,n5,n0,n5) = n2
% 212.25/26.86 & t(n4,n1,n5,n1,n0) = n2
% 212.25/26.86 & t(n4,n1,n5,n1,n1) = n1
% 212.25/26.86 & t(n4,n1,n5,n1,n2) = n2
% 212.25/26.86 & t(n4,n1,n5,n1,n3) = n2
% 212.25/26.86 & t(n4,n1,n5,n1,n4) = n2
% 212.25/26.86 & t(n4,n1,n5,n1,n5) = n2
% 212.25/26.86 & t(n4,n1,n5,n2,n0) = n2
% 212.25/26.86 & t(n4,n1,n5,n2,n1) = n2
% 212.25/26.86 & t(n4,n1,n5,n2,n2) = n2
% 212.25/26.86 & t(n4,n1,n5,n2,n3) = n2
% 212.25/26.86 & t(n4,n1,n5,n2,n4) = n2
% 212.25/26.86 & t(n4,n1,n5,n2,n5) = n2
% 212.25/26.86 & t(n4,n1,n5,n3,n0) = n2
% 212.25/26.86 & t(n4,n1,n5,n3,n1) = n2
% 212.25/26.86 & t(n4,n1,n5,n3,n2) = n2
% 212.25/26.86 & t(n4,n1,n5,n3,n3) = n2
% 212.25/26.86 & t(n4,n1,n5,n3,n4) = n2
% 212.25/26.86 & t(n4,n1,n5,n3,n5) = n2
% 212.25/26.86 & t(n4,n1,n5,n4,n0) = n2
% 212.25/26.86 & t(n4,n1,n5,n4,n1) = n2
% 212.25/26.86 & t(n4,n1,n5,n4,n2) = n2
% 212.25/26.86 & t(n4,n1,n5,n4,n3) = n2
% 212.25/26.86 & t(n4,n1,n5,n4,n4) = n4
% 212.25/26.86 & t(n4,n1,n5,n4,n5) = n2
% 212.25/26.86 & t(n4,n1,n5,n5,n0) = n2
% 212.25/26.86 & t(n4,n1,n5,n5,n1) = n2
% 212.25/26.86 & t(n4,n1,n5,n5,n2) = n2
% 212.25/26.86 & t(n4,n1,n5,n5,n3) = n2
% 212.25/26.86 & t(n4,n1,n5,n5,n4) = n4
% 212.25/26.86 & t(n4,n1,n5,n5,n5) = n2
% 212.25/26.86 & t(n4,n2,n0,n0,n0) = n2
% 212.25/26.86 & t(n4,n2,n0,n0,n1) = n2
% 212.25/26.86 & t(n4,n2,n0,n0,n2) = n2
% 212.25/26.86 & t(n4,n2,n0,n0,n3) = n2
% 212.25/26.86 & t(n4,n2,n0,n0,n4) = n2
% 212.25/26.86 & t(n4,n2,n0,n0,n5) = n2
% 212.25/26.86 & t(n4,n2,n0,n1,n0) = n2
% 212.25/26.86 & t(n4,n2,n0,n1,n1) = n2
% 212.25/26.86 & t(n4,n2,n0,n1,n2) = n2
% 212.25/26.86 & t(n4,n2,n0,n1,n3) = n3
% 212.25/26.86 & t(n4,n2,n0,n1,n4) = n2
% 212.25/26.86 & t(n4,n2,n0,n1,n5) = n2
% 212.25/26.86 & t(n4,n2,n0,n2,n0) = n2
% 212.25/26.86 & t(n4,n2,n0,n2,n1) = n2
% 212.25/26.86 & t(n4,n2,n0,n2,n2) = n2
% 212.25/26.86 & t(n4,n2,n0,n2,n3) = n2
% 212.25/26.86 & t(n4,n2,n0,n2,n4) = n2
% 212.25/26.86 & t(n4,n2,n0,n2,n5) = n2
% 212.25/26.86 & t(n4,n2,n0,n3,n0) = n2
% 212.25/26.86 & t(n4,n2,n0,n3,n1) = n2
% 212.25/26.86 & t(n4,n2,n0,n3,n2) = n2
% 212.25/26.86 & t(n4,n2,n0,n3,n3) = n3
% 212.25/26.86 & t(n4,n2,n0,n3,n4) = n2
% 212.25/26.86 & t(n4,n2,n0,n3,n5) = n2
% 212.25/26.86 & t(n4,n2,n0,n4,n0) = n2
% 212.25/26.86 & t(n4,n2,n0,n4,n1) = n2
% 212.25/26.86 & t(n4,n2,n0,n4,n2) = n2
% 212.25/26.86 & t(n4,n2,n0,n4,n3) = n2
% 212.25/26.86 & t(n4,n2,n0,n4,n4) = n2
% 212.25/26.86 & t(n4,n2,n0,n4,n5) = n2
% 212.25/26.86 & t(n4,n2,n0,n5,n0) = n2
% 212.25/26.86 & t(n4,n2,n0,n5,n1) = n2
% 212.25/26.86 & t(n4,n2,n0,n5,n2) = n2
% 212.25/26.86 & t(n4,n2,n0,n5,n3) = n2
% 212.25/26.86 & t(n4,n2,n0,n5,n4) = n2
% 212.25/26.86 & t(n4,n2,n0,n5,n5) = n2
% 212.25/26.86 & t(n4,n2,n1,n0,n0) = n2
% 212.25/26.86 & t(n4,n2,n1,n0,n1) = n2
% 212.25/26.86 & t(n4,n2,n1,n0,n2) = n2
% 212.25/26.86 & t(n4,n2,n1,n0,n3) = n2
% 212.25/26.86 & t(n4,n2,n1,n0,n4) = n2
% 212.25/26.86 & t(n4,n2,n1,n0,n5) = n2
% 212.25/26.86 & t(n4,n2,n1,n1,n0) = n2
% 212.25/26.86 & t(n4,n2,n1,n1,n1) = n1
% 212.25/26.86 & t(n4,n2,n1,n1,n2) = n2
% 212.25/26.86 & t(n4,n2,n1,n1,n3) = n2
% 212.25/26.86 & t(n4,n2,n1,n1,n4) = n2
% 212.25/26.86 & t(n4,n2,n1,n1,n5) = n2
% 212.25/26.86 & t(n4,n2,n1,n2,n0) = n2
% 212.25/26.86 & t(n4,n2,n1,n2,n1) = n2
% 212.25/26.86 & t(n4,n2,n1,n2,n2) = n2
% 212.25/26.86 & t(n4,n2,n1,n2,n3) = n2
% 212.25/26.86 & t(n4,n2,n1,n2,n4) = n2
% 212.25/26.86 & t(n4,n2,n1,n2,n5) = n2
% 212.25/26.86 & t(n4,n2,n1,n3,n0) = n2
% 212.25/26.86 & t(n4,n2,n1,n3,n1) = n2
% 212.25/26.86 & t(n4,n2,n1,n3,n2) = n2
% 212.25/26.86 & t(n4,n2,n1,n3,n3) = n3
% 212.25/26.86 & t(n4,n2,n1,n3,n4) = n2
% 212.25/26.86 & t(n4,n2,n1,n3,n5) = n2
% 212.25/26.86 & t(n4,n2,n1,n4,n0) = n2
% 212.25/26.86 & t(n4,n2,n1,n4,n1) = n2
% 212.25/26.86 & t(n4,n2,n1,n4,n2) = n2
% 212.25/26.86 & t(n4,n2,n1,n4,n3) = n2
% 212.25/26.86 & t(n4,n2,n1,n4,n4) = n2
% 212.25/26.86 & t(n4,n2,n1,n4,n5) = n2
% 212.25/26.86 & t(n4,n2,n1,n5,n0) = n2
% 212.25/26.86 & t(n4,n2,n1,n5,n1) = n2
% 212.25/26.86 & t(n4,n2,n1,n5,n2) = n2
% 212.25/26.86 & t(n4,n2,n1,n5,n3) = n2
% 212.25/26.86 & t(n4,n2,n1,n5,n4) = n2
% 212.25/26.86 & t(n4,n2,n1,n5,n5) = n2
% 212.25/26.86 & t(n4,n2,n2,n0,n0) = n2
% 212.25/26.86 & t(n4,n2,n2,n0,n1) = n2
% 212.25/26.86 & t(n4,n2,n2,n0,n2) = n2
% 212.25/26.86 & t(n4,n2,n2,n0,n3) = n2
% 212.25/26.86 & t(n4,n2,n2,n0,n4) = n2
% 212.25/26.86 & t(n4,n2,n2,n0,n5) = n2
% 212.25/26.86 & t(n4,n2,n2,n1,n0) = n2
% 212.25/26.86 & t(n4,n2,n2,n1,n1) = n2
% 212.25/26.86 & t(n4,n2,n2,n1,n2) = n2
% 212.25/26.86 & t(n4,n2,n2,n1,n3) = n2
% 212.25/26.86 & t(n4,n2,n2,n1,n4) = n2
% 212.25/26.86 & t(n4,n2,n2,n1,n5) = n2
% 212.25/26.86 & t(n4,n2,n2,n2,n0) = n2
% 212.25/26.86 & t(n4,n2,n2,n2,n1) = n2
% 212.25/26.86 & t(n4,n2,n2,n2,n2) = n2
% 212.25/26.86 & t(n4,n2,n2,n2,n3) = n2
% 212.25/26.86 & t(n4,n2,n2,n2,n4) = n2
% 212.25/26.86 & t(n4,n2,n2,n2,n5) = n2
% 212.25/26.86 & t(n4,n2,n2,n3,n0) = n2
% 212.25/26.86 & t(n4,n2,n2,n3,n1) = n2
% 212.25/26.86 & t(n4,n2,n2,n3,n2) = n2
% 212.25/26.86 & t(n4,n2,n2,n3,n3) = n2
% 212.25/26.86 & t(n4,n2,n2,n3,n4) = n2
% 212.25/26.86 & t(n4,n2,n2,n3,n5) = n2
% 212.25/26.86 & t(n4,n2,n2,n4,n0) = n2
% 212.25/26.86 & t(n4,n2,n2,n4,n1) = n2
% 212.25/26.86 & t(n4,n2,n2,n4,n2) = n2
% 212.25/26.86 & t(n4,n2,n2,n4,n3) = n2
% 212.25/26.86 & t(n4,n2,n2,n4,n4) = n2
% 212.25/26.86 & t(n4,n2,n2,n4,n5) = n2
% 212.25/26.86 & t(n4,n2,n2,n5,n0) = n2
% 212.25/26.86 & t(n4,n2,n2,n5,n1) = n2
% 212.25/26.86 & t(n4,n2,n2,n5,n2) = n2
% 212.25/26.86 & t(n4,n2,n2,n5,n3) = n2
% 212.25/26.86 & t(n4,n2,n2,n5,n4) = n2
% 212.25/26.86 & t(n4,n2,n2,n5,n5) = n2
% 212.25/26.86 & t(n4,n2,n3,n0,n0) = n2
% 212.25/26.86 & t(n4,n2,n3,n0,n1) = n2
% 212.25/26.86 & t(n4,n2,n3,n0,n2) = n2
% 212.25/26.86 & t(n4,n2,n3,n0,n3) = n2
% 212.25/26.86 & t(n4,n2,n3,n0,n4) = n2
% 212.25/26.86 & t(n4,n2,n3,n0,n5) = n2
% 212.25/26.86 & t(n4,n2,n3,n1,n0) = n2
% 212.25/26.86 & t(n4,n2,n3,n1,n1) = n2
% 212.25/26.86 & t(n4,n2,n3,n1,n2) = n2
% 212.25/26.86 & t(n4,n2,n3,n1,n3) = n3
% 212.25/26.86 & t(n4,n2,n3,n1,n4) = n2
% 212.25/26.86 & t(n4,n2,n3,n1,n5) = n2
% 212.25/26.86 & t(n4,n2,n3,n2,n0) = n2
% 212.25/26.86 & t(n4,n2,n3,n2,n1) = n2
% 212.25/26.86 & t(n4,n2,n3,n2,n2) = n2
% 212.25/26.86 & t(n4,n2,n3,n2,n3) = n2
% 212.25/26.86 & t(n4,n2,n3,n2,n4) = n2
% 212.25/26.86 & t(n4,n2,n3,n2,n5) = n2
% 212.25/26.86 & t(n4,n2,n3,n3,n0) = n3
% 212.25/26.86 & t(n4,n2,n3,n3,n1) = n3
% 212.25/26.86 & t(n4,n2,n3,n3,n2) = n2
% 212.25/26.86 & t(n4,n2,n3,n3,n3) = n3
% 212.25/26.86 & t(n4,n2,n3,n3,n4) = n2
% 212.25/26.86 & t(n4,n2,n3,n3,n5) = n2
% 212.25/26.86 & t(n4,n2,n3,n4,n0) = n2
% 212.25/26.86 & t(n4,n2,n3,n4,n1) = n2
% 212.25/26.86 & t(n4,n2,n3,n4,n2) = n2
% 212.25/26.86 & t(n4,n2,n3,n4,n3) = n2
% 212.25/26.86 & t(n4,n2,n3,n4,n4) = n2
% 212.25/26.86 & t(n4,n2,n3,n4,n5) = n2
% 212.25/26.86 & t(n4,n2,n3,n5,n0) = n2
% 212.25/26.86 & t(n4,n2,n3,n5,n1) = n2
% 212.25/26.86 & t(n4,n2,n3,n5,n2) = n2
% 212.25/26.86 & t(n4,n2,n3,n5,n3) = n2
% 212.25/26.86 & t(n4,n2,n3,n5,n4) = n2
% 212.25/26.86 & t(n4,n2,n3,n5,n5) = n2
% 212.25/26.86 & t(n4,n2,n4,n0,n0) = n2
% 212.25/26.86 & t(n4,n2,n4,n0,n1) = n2
% 212.25/26.86 & t(n4,n2,n4,n0,n2) = n2
% 212.25/26.86 & t(n4,n2,n4,n0,n3) = n2
% 212.25/26.86 & t(n4,n2,n4,n0,n4) = n2
% 212.25/26.86 & t(n4,n2,n4,n0,n5) = n2
% 212.25/26.86 & t(n4,n2,n4,n1,n0) = n2
% 212.25/26.86 & t(n4,n2,n4,n1,n1) = n2
% 212.25/26.86 & t(n4,n2,n4,n1,n2) = n2
% 212.25/26.86 & t(n4,n2,n4,n1,n3) = n2
% 212.25/26.86 & t(n4,n2,n4,n1,n4) = n2
% 212.25/26.86 & t(n4,n2,n4,n1,n5) = n2
% 212.25/26.86 & t(n4,n2,n4,n2,n0) = n2
% 212.25/26.86 & t(n4,n2,n4,n2,n1) = n2
% 212.25/26.86 & t(n4,n2,n4,n2,n2) = n2
% 212.25/26.86 & t(n4,n2,n4,n2,n3) = n2
% 212.25/26.86 & t(n4,n2,n4,n2,n4) = n2
% 212.25/26.86 & t(n4,n2,n4,n2,n5) = n2
% 212.25/26.86 & t(n4,n2,n4,n3,n0) = n2
% 212.25/26.86 & t(n4,n2,n4,n3,n1) = n2
% 212.25/26.86 & t(n4,n2,n4,n3,n2) = n2
% 212.25/26.86 & t(n4,n2,n4,n3,n3) = n2
% 212.25/26.86 & t(n4,n2,n4,n3,n4) = n2
% 212.25/26.86 & t(n4,n2,n4,n3,n5) = n2
% 212.25/26.86 & t(n4,n2,n4,n4,n0) = n2
% 212.25/26.86 & t(n4,n2,n4,n4,n1) = n2
% 212.25/26.86 & t(n4,n2,n4,n4,n2) = n2
% 212.25/26.86 & t(n4,n2,n4,n4,n3) = n2
% 212.25/26.86 & t(n4,n2,n4,n4,n4) = n4
% 212.25/26.86 & t(n4,n2,n4,n4,n5) = n4
% 212.25/26.86 & t(n4,n2,n4,n5,n0) = n2
% 212.25/26.86 & t(n4,n2,n4,n5,n1) = n2
% 212.25/26.86 & t(n4,n2,n4,n5,n2) = n2
% 212.25/26.86 & t(n4,n2,n4,n5,n3) = n2
% 212.25/26.86 & t(n4,n2,n4,n5,n4) = n2
% 212.25/26.86 & t(n4,n2,n4,n5,n5) = n2
% 212.25/26.86 & t(n4,n2,n5,n0,n0) = n2
% 212.25/26.86 & t(n4,n2,n5,n0,n1) = n2
% 212.25/26.86 & t(n4,n2,n5,n0,n2) = n2
% 212.25/26.86 & t(n4,n2,n5,n0,n3) = n2
% 212.25/26.86 & t(n4,n2,n5,n0,n4) = n2
% 212.25/26.86 & t(n4,n2,n5,n0,n5) = n2
% 212.25/26.86 & t(n4,n2,n5,n1,n0) = n2
% 212.25/26.86 & t(n4,n2,n5,n1,n1) = n2
% 212.25/26.86 & t(n4,n2,n5,n1,n2) = n2
% 212.25/26.86 & t(n4,n2,n5,n1,n3) = n2
% 212.25/26.86 & t(n4,n2,n5,n1,n4) = n2
% 212.25/26.86 & t(n4,n2,n5,n1,n5) = n2
% 212.25/26.86 & t(n4,n2,n5,n2,n0) = n2
% 212.25/26.86 & t(n4,n2,n5,n2,n1) = n2
% 212.25/26.86 & t(n4,n2,n5,n2,n2) = n2
% 212.25/26.86 & t(n4,n2,n5,n2,n3) = n2
% 212.25/26.86 & t(n4,n2,n5,n2,n4) = n2
% 212.25/26.86 & t(n4,n2,n5,n2,n5) = n2
% 212.25/26.86 & t(n4,n2,n5,n3,n0) = n2
% 212.25/26.86 & t(n4,n2,n5,n3,n1) = n2
% 212.25/26.86 & t(n4,n2,n5,n3,n2) = n2
% 212.25/26.86 & t(n4,n2,n5,n3,n3) = n2
% 212.25/26.86 & t(n4,n2,n5,n3,n4) = n2
% 212.25/26.86 & t(n4,n2,n5,n3,n5) = n2
% 212.25/26.86 & t(n4,n2,n5,n4,n0) = n2
% 212.25/26.86 & t(n4,n2,n5,n4,n1) = n2
% 212.25/26.86 & t(n4,n2,n5,n4,n2) = n2
% 212.25/26.86 & t(n4,n2,n5,n4,n3) = n2
% 212.25/26.86 & t(n4,n2,n5,n4,n4) = n4
% 212.25/26.86 & t(n4,n2,n5,n4,n5) = n4
% 212.25/26.86 & t(n4,n2,n5,n5,n0) = n2
% 212.25/26.86 & t(n4,n2,n5,n5,n1) = n2
% 212.25/26.86 & t(n4,n2,n5,n5,n2) = n2
% 212.25/26.86 & t(n4,n2,n5,n5,n3) = n2
% 212.25/26.86 & t(n4,n2,n5,n5,n4) = n4
% 212.25/26.86 & t(n4,n2,n5,n5,n5) = n4
% 212.25/26.86 & t(n4,n3,n0,n0,n0) = n3
% 212.25/26.86 & t(n4,n3,n0,n0,n1) = n3
% 212.25/26.86 & t(n4,n3,n0,n0,n2) = n2
% 212.25/26.86 & t(n4,n3,n0,n0,n3) = n3
% 212.25/26.86 & t(n4,n3,n0,n0,n4) = n2
% 212.25/26.86 & t(n4,n3,n0,n0,n5) = n2
% 212.25/26.86 & t(n4,n3,n0,n1,n0) = n3
% 212.25/26.86 & t(n4,n3,n0,n1,n1) = n2
% 212.25/26.86 & t(n4,n3,n0,n1,n2) = n2
% 212.25/26.86 & t(n4,n3,n0,n1,n3) = n3
% 212.25/26.86 & t(n4,n3,n0,n1,n4) = n2
% 212.25/26.86 & t(n4,n3,n0,n1,n5) = n2
% 212.25/26.86 & t(n4,n3,n0,n2,n0) = n2
% 212.25/26.86 & t(n4,n3,n0,n2,n1) = n2
% 212.25/26.86 & t(n4,n3,n0,n2,n2) = n2
% 212.25/26.86 & t(n4,n3,n0,n2,n3) = n3
% 212.25/26.86 & t(n4,n3,n0,n2,n4) = n2
% 212.25/26.86 & t(n4,n3,n0,n2,n5) = n2
% 212.25/26.86 & t(n4,n3,n0,n3,n0) = n3
% 212.25/26.86 & t(n4,n3,n0,n3,n1) = n3
% 212.25/26.86 & t(n4,n3,n0,n3,n2) = n2
% 212.25/26.86 & t(n4,n3,n0,n3,n3) = n3
% 212.25/26.86 & t(n4,n3,n0,n3,n4) = n3
% 212.25/26.86 & t(n4,n3,n0,n3,n5) = n2
% 212.25/26.86 & t(n4,n3,n0,n4,n0) = n2
% 212.25/26.86 & t(n4,n3,n0,n4,n1) = n2
% 212.25/26.86 & t(n4,n3,n0,n4,n2) = n2
% 212.25/26.86 & t(n4,n3,n0,n4,n3) = n3
% 212.25/26.86 & t(n4,n3,n0,n4,n4) = n2
% 212.25/26.86 & t(n4,n3,n0,n4,n5) = n2
% 212.25/26.86 & t(n4,n3,n0,n5,n0) = n2
% 212.25/26.86 & t(n4,n3,n0,n5,n1) = n2
% 212.25/26.86 & t(n4,n3,n0,n5,n2) = n2
% 212.25/26.86 & t(n4,n3,n0,n5,n3) = n2
% 212.25/26.86 & t(n4,n3,n0,n5,n4) = n2
% 212.25/26.86 & t(n4,n3,n0,n5,n5) = n2
% 212.25/26.86 & t(n4,n3,n1,n0,n0) = n3
% 212.25/26.86 & t(n4,n3,n1,n0,n1) = n2
% 212.25/26.86 & t(n4,n3,n1,n0,n2) = n2
% 212.25/26.86 & t(n4,n3,n1,n0,n3) = n3
% 212.25/26.86 & t(n4,n3,n1,n0,n4) = n2
% 212.25/26.86 & t(n4,n3,n1,n0,n5) = n2
% 212.25/26.86 & t(n4,n3,n1,n1,n0) = n2
% 212.25/26.86 & t(n4,n3,n1,n1,n1) = n1
% 212.25/26.86 & t(n4,n3,n1,n1,n2) = n2
% 212.25/26.86 & t(n4,n3,n1,n1,n3) = n3
% 212.25/26.86 & t(n4,n3,n1,n1,n4) = n2
% 212.25/26.86 & t(n4,n3,n1,n1,n5) = n2
% 212.25/26.86 & t(n4,n3,n1,n2,n0) = n2
% 212.25/26.86 & t(n4,n3,n1,n2,n1) = n2
% 212.25/26.86 & t(n4,n3,n1,n2,n2) = n2
% 212.25/26.86 & t(n4,n3,n1,n2,n3) = n3
% 212.25/26.86 & t(n4,n3,n1,n2,n4) = n2
% 212.25/26.86 & t(n4,n3,n1,n2,n5) = n2
% 212.25/26.86 & t(n4,n3,n1,n3,n0) = n3
% 212.25/26.86 & t(n4,n3,n1,n3,n1) = n3
% 212.25/26.86 & t(n4,n3,n1,n3,n2) = n3
% 212.25/26.86 & t(n4,n3,n1,n3,n3) = n3
% 212.25/26.86 & t(n4,n3,n1,n3,n4) = n2
% 212.25/26.86 & t(n4,n3,n1,n3,n5) = n2
% 212.25/26.86 & t(n4,n3,n1,n4,n0) = n2
% 212.25/26.86 & t(n4,n3,n1,n4,n1) = n2
% 212.25/26.86 & t(n4,n3,n1,n4,n2) = n2
% 212.25/26.86 & t(n4,n3,n1,n4,n3) = n3
% 212.25/26.86 & t(n4,n3,n1,n4,n4) = n2
% 212.25/26.86 & t(n4,n3,n1,n4,n5) = n2
% 212.25/26.86 & t(n4,n3,n1,n5,n0) = n2
% 212.25/26.86 & t(n4,n3,n1,n5,n1) = n2
% 212.25/26.86 & t(n4,n3,n1,n5,n2) = n2
% 212.25/26.86 & t(n4,n3,n1,n5,n3) = n2
% 212.25/26.86 & t(n4,n3,n1,n5,n4) = n2
% 212.25/26.86 & t(n4,n3,n1,n5,n5) = n2
% 212.25/26.86 & t(n4,n3,n2,n0,n0) = n2
% 212.25/26.86 & t(n4,n3,n2,n0,n1) = n2
% 212.25/26.86 & t(n4,n3,n2,n0,n2) = n2
% 212.25/26.86 & t(n4,n3,n2,n0,n3) = n2
% 212.25/26.86 & t(n4,n3,n2,n0,n4) = n2
% 212.25/26.86 & t(n4,n3,n2,n0,n5) = n2
% 212.25/26.86 & t(n4,n3,n2,n1,n0) = n2
% 212.25/26.86 & t(n4,n3,n2,n1,n1) = n2
% 212.25/26.86 & t(n4,n3,n2,n1,n2) = n2
% 212.25/26.86 & t(n4,n3,n2,n1,n3) = n3
% 212.25/26.86 & t(n4,n3,n2,n1,n4) = n2
% 212.25/26.86 & t(n4,n3,n2,n1,n5) = n2
% 212.25/26.86 & t(n4,n3,n2,n2,n0) = n2
% 212.25/26.86 & t(n4,n3,n2,n2,n1) = n2
% 212.25/26.86 & t(n4,n3,n2,n2,n2) = n2
% 212.25/26.86 & t(n4,n3,n2,n2,n3) = n2
% 212.25/26.86 & t(n4,n3,n2,n2,n4) = n2
% 212.25/26.86 & t(n4,n3,n2,n2,n5) = n2
% 212.25/26.86 & t(n4,n3,n2,n3,n0) = n3
% 212.25/26.86 & t(n4,n3,n2,n3,n1) = n3
% 212.25/26.86 & t(n4,n3,n2,n3,n2) = n2
% 212.25/26.86 & t(n4,n3,n2,n3,n3) = n3
% 212.25/26.86 & t(n4,n3,n2,n3,n4) = n2
% 212.25/26.86 & t(n4,n3,n2,n3,n5) = n2
% 212.25/26.86 & t(n4,n3,n2,n4,n0) = n2
% 212.25/26.86 & t(n4,n3,n2,n4,n1) = n2
% 212.25/26.86 & t(n4,n3,n2,n4,n2) = n2
% 212.25/26.86 & t(n4,n3,n2,n4,n3) = n2
% 212.25/26.86 & t(n4,n3,n2,n4,n4) = n2
% 212.25/26.86 & t(n4,n3,n2,n4,n5) = n2
% 212.25/26.86 & t(n4,n3,n2,n5,n0) = n2
% 212.25/26.86 & t(n4,n3,n2,n5,n1) = n2
% 212.25/26.86 & t(n4,n3,n2,n5,n2) = n2
% 212.25/26.86 & t(n4,n3,n2,n5,n3) = n2
% 212.25/26.86 & t(n4,n3,n2,n5,n4) = n2
% 212.25/26.86 & t(n4,n3,n2,n5,n5) = n2
% 212.25/26.86 & t(n4,n3,n3,n0,n0) = n3
% 212.25/26.86 & t(n4,n3,n3,n0,n1) = n3
% 212.25/26.86 & t(n4,n3,n3,n0,n2) = n2
% 212.25/26.86 & t(n4,n3,n3,n0,n3) = n3
% 212.25/26.86 & t(n4,n3,n3,n0,n4) = n3
% 212.25/26.86 & t(n4,n3,n3,n0,n5) = n2
% 212.25/26.86 & t(n4,n3,n3,n1,n0) = n3
% 212.25/26.86 & t(n4,n3,n3,n1,n1) = n3
% 212.25/26.86 & t(n4,n3,n3,n1,n2) = n3
% 212.25/26.86 & t(n4,n3,n3,n1,n3) = n3
% 212.25/26.86 & t(n4,n3,n3,n1,n4) = n2
% 212.25/26.86 & t(n4,n3,n3,n1,n5) = n2
% 212.25/26.86 & t(n4,n3,n3,n2,n0) = n2
% 212.25/26.86 & t(n4,n3,n3,n2,n1) = n3
% 212.25/26.86 & t(n4,n3,n3,n2,n2) = n2
% 212.25/26.86 & t(n4,n3,n3,n2,n3) = n3
% 212.25/26.86 & t(n4,n3,n3,n2,n4) = n2
% 212.25/26.86 & t(n4,n3,n3,n2,n5) = n2
% 212.25/26.86 & t(n4,n3,n3,n3,n0) = n3
% 212.25/26.86 & t(n4,n3,n3,n3,n1) = n3
% 212.25/26.86 & t(n4,n3,n3,n3,n2) = n3
% 212.25/26.86 & t(n4,n3,n3,n3,n3) = n3
% 212.25/26.86 & t(n4,n3,n3,n3,n4) = n3
% 212.25/26.86 & t(n4,n3,n3,n3,n5) = n3
% 212.25/26.86 & t(n4,n3,n3,n4,n0) = n2
% 212.25/26.86 & t(n4,n3,n3,n4,n1) = n2
% 212.25/26.86 & t(n4,n3,n3,n4,n2) = n2
% 212.25/26.86 & t(n4,n3,n3,n4,n3) = n3
% 212.25/26.86 & t(n4,n3,n3,n4,n4) = n2
% 212.25/26.86 & t(n4,n3,n3,n4,n5) = n2
% 212.25/26.86 & t(n4,n3,n3,n5,n0) = n2
% 212.25/26.86 & t(n4,n3,n3,n5,n1) = n2
% 212.25/26.86 & t(n4,n3,n3,n5,n2) = n2
% 212.25/26.86 & t(n4,n3,n3,n5,n3) = n3
% 212.25/26.86 & t(n4,n3,n3,n5,n4) = n2
% 212.25/26.86 & t(n4,n3,n3,n5,n5) = n2
% 212.25/26.86 & t(n4,n3,n4,n0,n0) = n2
% 212.25/26.86 & t(n4,n3,n4,n0,n1) = n2
% 212.25/26.86 & t(n4,n3,n4,n0,n2) = n2
% 212.25/26.86 & t(n4,n3,n4,n0,n3) = n2
% 212.25/26.86 & t(n4,n3,n4,n0,n4) = n2
% 212.25/26.86 & t(n4,n3,n4,n0,n5) = n2
% 212.25/26.86 & t(n4,n3,n4,n1,n0) = n2
% 212.25/26.86 & t(n4,n3,n4,n1,n1) = n2
% 212.25/26.86 & t(n4,n3,n4,n1,n2) = n2
% 212.25/26.86 & t(n4,n3,n4,n1,n3) = n2
% 212.25/26.86 & t(n4,n3,n4,n1,n4) = n2
% 212.25/26.86 & t(n4,n3,n4,n1,n5) = n2
% 212.25/26.86 & t(n4,n3,n4,n2,n0) = n2
% 212.25/26.86 & t(n4,n3,n4,n2,n1) = n2
% 212.25/26.86 & t(n4,n3,n4,n2,n2) = n2
% 212.25/26.86 & t(n4,n3,n4,n2,n3) = n2
% 212.25/26.86 & t(n4,n3,n4,n2,n4) = n2
% 212.25/26.86 & t(n4,n3,n4,n2,n5) = n2
% 212.25/26.86 & t(n4,n3,n4,n3,n0) = n2
% 212.25/26.86 & t(n4,n3,n4,n3,n1) = n3
% 212.25/26.86 & t(n4,n3,n4,n3,n2) = n2
% 212.25/26.86 & t(n4,n3,n4,n3,n3) = n3
% 212.25/26.86 & t(n4,n3,n4,n3,n4) = n2
% 212.25/26.86 & t(n4,n3,n4,n3,n5) = n2
% 212.25/26.86 & t(n4,n3,n4,n4,n0) = n2
% 212.25/26.86 & t(n4,n3,n4,n4,n1) = n2
% 212.25/26.86 & t(n4,n3,n4,n4,n2) = n2
% 212.25/26.86 & t(n4,n3,n4,n4,n3) = n2
% 212.25/26.86 & t(n4,n3,n4,n4,n4) = n4
% 212.25/26.86 & t(n4,n3,n4,n4,n5) = n4
% 212.25/26.86 & t(n4,n3,n4,n5,n0) = n2
% 212.25/26.86 & t(n4,n3,n4,n5,n1) = n2
% 212.25/26.86 & t(n4,n3,n4,n5,n2) = n2
% 212.25/26.86 & t(n4,n3,n4,n5,n3) = n2
% 212.25/26.86 & t(n4,n3,n4,n5,n4) = n4
% 212.25/26.86 & t(n4,n3,n4,n5,n5) = n4
% 212.25/26.86 & t(n4,n3,n5,n0,n0) = n2
% 212.25/26.86 & t(n4,n3,n5,n0,n1) = n2
% 212.25/26.86 & t(n4,n3,n5,n0,n2) = n2
% 212.25/26.86 & t(n4,n3,n5,n0,n3) = n2
% 212.25/26.86 & t(n4,n3,n5,n0,n4) = n2
% 212.25/26.86 & t(n4,n3,n5,n0,n5) = n2
% 212.25/26.86 & t(n4,n3,n5,n1,n0) = n2
% 212.25/26.86 & t(n4,n3,n5,n1,n1) = n2
% 212.25/26.86 & t(n4,n3,n5,n1,n2) = n2
% 212.25/26.86 & t(n4,n3,n5,n1,n3) = n2
% 212.25/26.86 & t(n4,n3,n5,n1,n4) = n2
% 212.25/26.86 & t(n4,n3,n5,n1,n5) = n2
% 212.25/26.86 & t(n4,n3,n5,n2,n0) = n2
% 212.25/26.86 & t(n4,n3,n5,n2,n1) = n2
% 212.25/26.86 & t(n4,n3,n5,n2,n2) = n2
% 212.25/26.86 & t(n4,n3,n5,n2,n3) = n2
% 212.25/26.86 & t(n4,n3,n5,n2,n4) = n2
% 212.25/26.86 & t(n4,n3,n5,n2,n5) = n2
% 212.25/26.86 & t(n4,n3,n5,n3,n0) = n2
% 212.25/26.86 & t(n4,n3,n5,n3,n1) = n3
% 212.25/26.86 & t(n4,n3,n5,n3,n2) = n2
% 212.25/26.86 & t(n4,n3,n5,n3,n3) = n3
% 212.25/26.86 & t(n4,n3,n5,n3,n4) = n2
% 212.25/26.86 & t(n4,n3,n5,n3,n5) = n2
% 212.25/26.86 & t(n4,n3,n5,n4,n0) = n2
% 212.25/26.86 & t(n4,n3,n5,n4,n1) = n2
% 212.25/26.86 & t(n4,n3,n5,n4,n2) = n2
% 212.25/26.86 & t(n4,n3,n5,n4,n3) = n2
% 212.25/26.86 & t(n4,n3,n5,n4,n4) = n4
% 212.25/26.86 & t(n4,n3,n5,n4,n5) = n2
% 212.25/26.86 & t(n4,n3,n5,n5,n0) = n2
% 212.25/26.86 & t(n4,n3,n5,n5,n1) = n2
% 212.25/26.86 & t(n4,n3,n5,n5,n2) = n2
% 212.25/26.86 & t(n4,n3,n5,n5,n3) = n2
% 212.25/26.86 & t(n4,n3,n5,n5,n4) = n4
% 212.25/26.86 & t(n4,n3,n5,n5,n5) = n4
% 212.25/26.86 & t(n4,n4,n0,n0,n0) = n2
% 212.25/26.86 & t(n4,n4,n0,n0,n1) = n2
% 212.25/26.86 & t(n4,n4,n0,n0,n2) = n2
% 212.25/26.86 & t(n4,n4,n0,n0,n3) = n2
% 212.25/26.86 & t(n4,n4,n0,n0,n4) = n2
% 212.25/26.86 & t(n4,n4,n0,n0,n5) = n2
% 212.25/26.86 & t(n4,n4,n0,n1,n0) = n2
% 212.25/26.86 & t(n4,n4,n0,n1,n1) = n2
% 212.25/26.86 & t(n4,n4,n0,n1,n2) = n2
% 212.25/26.86 & t(n4,n4,n0,n1,n3) = n3
% 212.25/26.86 & t(n4,n4,n0,n1,n4) = n2
% 212.25/26.86 & t(n4,n4,n0,n1,n5) = n2
% 212.25/26.86 & t(n4,n4,n0,n2,n0) = n2
% 212.25/26.86 & t(n4,n4,n0,n2,n1) = n2
% 212.25/26.86 & t(n4,n4,n0,n2,n2) = n2
% 212.25/26.86 & t(n4,n4,n0,n2,n3) = n2
% 212.25/26.86 & t(n4,n4,n0,n2,n4) = n2
% 212.25/26.86 & t(n4,n4,n0,n2,n5) = n2
% 212.25/26.86 & t(n4,n4,n0,n3,n0) = n2
% 212.25/26.86 & t(n4,n4,n0,n3,n1) = n3
% 212.25/26.86 & t(n4,n4,n0,n3,n2) = n2
% 212.25/26.86 & t(n4,n4,n0,n3,n3) = n3
% 212.25/26.86 & t(n4,n4,n0,n3,n4) = n2
% 212.25/26.86 & t(n4,n4,n0,n3,n5) = n2
% 212.25/26.86 & t(n4,n4,n0,n4,n0) = n2
% 212.25/26.86 & t(n4,n4,n0,n4,n1) = n2
% 212.25/26.86 & t(n4,n4,n0,n4,n2) = n2
% 212.25/26.86 & t(n4,n4,n0,n4,n3) = n2
% 212.25/26.86 & t(n4,n4,n0,n4,n4) = n4
% 212.25/26.86 & t(n4,n4,n0,n4,n5) = n2
% 212.25/26.86 & t(n4,n4,n0,n5,n0) = n2
% 212.25/26.86 & t(n4,n4,n0,n5,n1) = n2
% 212.25/26.86 & t(n4,n4,n0,n5,n2) = n2
% 212.25/26.86 & t(n4,n4,n0,n5,n3) = n2
% 212.25/26.86 & t(n4,n4,n0,n5,n4) = n2
% 212.25/26.86 & t(n4,n4,n0,n5,n5) = n2
% 212.25/26.86 & t(n4,n4,n1,n0,n0) = n2
% 212.25/26.86 & t(n4,n4,n1,n0,n1) = n2
% 212.25/26.86 & t(n4,n4,n1,n0,n2) = n2
% 212.25/26.86 & t(n4,n4,n1,n0,n3) = n2
% 212.25/26.86 & t(n4,n4,n1,n0,n4) = n2
% 212.25/26.86 & t(n4,n4,n1,n0,n5) = n2
% 212.25/26.86 & t(n4,n4,n1,n1,n0) = n2
% 212.25/26.86 & t(n4,n4,n1,n1,n1) = n2
% 212.25/26.86 & t(n4,n4,n1,n1,n2) = n2
% 212.25/26.86 & t(n4,n4,n1,n1,n3) = n2
% 212.25/26.86 & t(n4,n4,n1,n1,n4) = n2
% 212.25/26.86 & t(n4,n4,n1,n1,n5) = n2
% 212.25/26.86 & t(n4,n4,n1,n2,n0) = n2
% 212.25/26.86 & t(n4,n4,n1,n2,n1) = n2
% 212.25/26.86 & t(n4,n4,n1,n2,n2) = n2
% 212.25/26.86 & t(n4,n4,n1,n2,n3) = n2
% 212.25/26.86 & t(n4,n4,n1,n2,n4) = n2
% 212.25/26.86 & t(n4,n4,n1,n2,n5) = n2
% 212.25/26.86 & t(n4,n4,n1,n3,n0) = n2
% 212.25/26.86 & t(n4,n4,n1,n3,n1) = n2
% 212.25/26.86 & t(n4,n4,n1,n3,n2) = n2
% 212.25/26.86 & t(n4,n4,n1,n3,n3) = n2
% 212.25/26.86 & t(n4,n4,n1,n3,n4) = n2
% 212.25/26.86 & t(n4,n4,n1,n3,n5) = n2
% 212.25/26.86 & t(n4,n4,n1,n4,n0) = n2
% 212.25/26.86 & t(n4,n4,n1,n4,n1) = n2
% 212.25/26.86 & t(n4,n4,n1,n4,n2) = n2
% 212.25/26.86 & t(n4,n4,n1,n4,n3) = n2
% 212.25/26.86 & t(n4,n4,n1,n4,n4) = n4
% 212.25/26.86 & t(n4,n4,n1,n4,n5) = n4
% 212.25/26.86 & t(n4,n4,n1,n5,n0) = n2
% 212.25/26.86 & t(n4,n4,n1,n5,n1) = n2
% 212.25/26.86 & t(n4,n4,n1,n5,n2) = n2
% 212.25/26.86 & t(n4,n4,n1,n5,n3) = n2
% 212.25/26.86 & t(n4,n4,n1,n5,n4) = n4
% 212.25/26.86 & t(n4,n4,n1,n5,n5) = n4
% 212.25/26.86 & t(n4,n4,n2,n0,n0) = n2
% 212.25/26.86 & t(n4,n4,n2,n0,n1) = n2
% 212.25/26.86 & t(n4,n4,n2,n0,n2) = n2
% 212.25/26.86 & t(n4,n4,n2,n0,n3) = n2
% 212.25/26.86 & t(n4,n4,n2,n0,n4) = n2
% 212.25/26.86 & t(n4,n4,n2,n0,n5) = n2
% 212.25/26.86 & t(n4,n4,n2,n1,n0) = n2
% 212.25/26.86 & t(n4,n4,n2,n1,n1) = n2
% 212.25/26.86 & t(n4,n4,n2,n1,n2) = n2
% 212.25/26.86 & t(n4,n4,n2,n1,n3) = n2
% 212.25/26.86 & t(n4,n4,n2,n1,n4) = n2
% 212.25/26.86 & t(n4,n4,n2,n1,n5) = n2
% 212.25/26.86 & t(n4,n4,n2,n2,n0) = n2
% 212.25/26.86 & t(n4,n4,n2,n2,n1) = n2
% 212.25/26.86 & t(n4,n4,n2,n2,n2) = n2
% 212.25/26.86 & t(n4,n4,n2,n2,n3) = n2
% 212.25/26.86 & t(n4,n4,n2,n2,n4) = n2
% 212.25/26.86 & t(n4,n4,n2,n2,n5) = n2
% 212.25/26.86 & t(n4,n4,n2,n3,n0) = n2
% 212.25/26.86 & t(n4,n4,n2,n3,n1) = n2
% 212.25/26.86 & t(n4,n4,n2,n3,n2) = n2
% 212.25/26.86 & t(n4,n4,n2,n3,n3) = n2
% 212.25/26.86 & t(n4,n4,n2,n3,n4) = n2
% 212.25/26.86 & t(n4,n4,n2,n3,n5) = n2
% 212.25/26.86 & t(n4,n4,n2,n4,n0) = n2
% 212.25/26.86 & t(n4,n4,n2,n4,n1) = n2
% 212.25/26.86 & t(n4,n4,n2,n4,n2) = n2
% 212.25/26.86 & t(n4,n4,n2,n4,n3) = n2
% 212.25/26.86 & t(n4,n4,n2,n4,n4) = n4
% 212.25/26.86 & t(n4,n4,n2,n4,n5) = n4
% 212.25/26.86 & t(n4,n4,n2,n5,n0) = n2
% 212.25/26.86 & t(n4,n4,n2,n5,n1) = n2
% 212.25/26.86 & t(n4,n4,n2,n5,n2) = n2
% 212.25/26.86 & t(n4,n4,n2,n5,n3) = n2
% 212.25/26.86 & t(n4,n4,n2,n5,n4) = n2
% 212.25/26.86 & t(n4,n4,n2,n5,n5) = n2
% 212.25/26.86 & t(n4,n4,n3,n0,n0) = n2
% 212.25/26.86 & t(n4,n4,n3,n0,n1) = n2
% 212.25/26.86 & t(n4,n4,n3,n0,n2) = n2
% 212.25/26.86 & t(n4,n4,n3,n0,n3) = n2
% 212.25/26.86 & t(n4,n4,n3,n0,n4) = n2
% 212.25/26.86 & t(n4,n4,n3,n0,n5) = n2
% 212.25/26.86 & t(n4,n4,n3,n1,n0) = n2
% 212.25/26.86 & t(n4,n4,n3,n1,n1) = n2
% 212.25/26.86 & t(n4,n4,n3,n1,n2) = n2
% 212.25/26.86 & t(n4,n4,n3,n1,n3) = n3
% 212.25/26.86 & t(n4,n4,n3,n1,n4) = n2
% 212.25/26.86 & t(n4,n4,n3,n1,n5) = n2
% 212.25/26.86 & t(n4,n4,n3,n2,n0) = n2
% 212.25/26.86 & t(n4,n4,n3,n2,n1) = n2
% 212.25/26.86 & t(n4,n4,n3,n2,n2) = n2
% 212.25/26.86 & t(n4,n4,n3,n2,n3) = n2
% 212.25/26.86 & t(n4,n4,n3,n2,n4) = n2
% 212.25/26.86 & t(n4,n4,n3,n2,n5) = n2
% 212.25/26.86 & t(n4,n4,n3,n3,n0) = n2
% 212.25/26.86 & t(n4,n4,n3,n3,n1) = n3
% 212.25/26.86 & t(n4,n4,n3,n3,n2) = n2
% 212.25/26.86 & t(n4,n4,n3,n3,n3) = n3
% 212.25/26.86 & t(n4,n4,n3,n3,n4) = n2
% 212.25/26.86 & t(n4,n4,n3,n3,n5) = n2
% 212.25/26.86 & t(n4,n4,n3,n4,n0) = n2
% 212.25/26.86 & t(n4,n4,n3,n4,n1) = n2
% 212.25/26.86 & t(n4,n4,n3,n4,n2) = n2
% 212.25/26.86 & t(n4,n4,n3,n4,n3) = n2
% 212.25/26.86 & t(n4,n4,n3,n4,n4) = n4
% 212.25/26.86 & t(n4,n4,n3,n4,n5) = n4
% 212.25/26.86 & t(n4,n4,n3,n5,n0) = n2
% 212.25/26.86 & t(n4,n4,n3,n5,n1) = n2
% 212.25/26.86 & t(n4,n4,n3,n5,n2) = n2
% 212.25/26.86 & t(n4,n4,n3,n5,n3) = n2
% 212.25/26.86 & t(n4,n4,n3,n5,n4) = n4
% 212.25/26.86 & t(n4,n4,n3,n5,n5) = n2
% 212.25/26.86 & t(n4,n4,n4,n0,n0) = n2
% 212.25/26.86 & t(n4,n4,n4,n0,n1) = n2
% 212.25/26.86 & t(n4,n4,n4,n0,n2) = n2
% 212.25/26.86 & t(n4,n4,n4,n0,n3) = n2
% 212.25/26.86 & t(n4,n4,n4,n0,n4) = n4
% 212.25/26.86 & t(n4,n4,n4,n0,n5) = n4
% 212.25/26.86 & t(n4,n4,n4,n1,n0) = n2
% 212.25/26.86 & t(n4,n4,n4,n1,n1) = n2
% 212.25/26.86 & t(n4,n4,n4,n1,n2) = n2
% 212.25/26.86 & t(n4,n4,n4,n1,n3) = n2
% 212.25/26.86 & t(n4,n4,n4,n1,n4) = n4
% 212.25/26.86 & t(n4,n4,n4,n1,n5) = n2
% 212.25/26.86 & t(n4,n4,n4,n2,n0) = n2
% 212.25/26.86 & t(n4,n4,n4,n2,n1) = n2
% 212.25/26.86 & t(n4,n4,n4,n2,n2) = n2
% 212.25/26.86 & t(n4,n4,n4,n2,n3) = n2
% 212.25/26.86 & t(n4,n4,n4,n2,n4) = n4
% 212.25/26.86 & t(n4,n4,n4,n2,n5) = n2
% 212.25/26.86 & t(n4,n4,n4,n3,n0) = n2
% 212.25/26.86 & t(n4,n4,n4,n3,n1) = n2
% 212.25/26.86 & t(n4,n4,n4,n3,n2) = n2
% 212.25/26.86 & t(n4,n4,n4,n3,n3) = n2
% 212.25/26.86 & t(n4,n4,n4,n3,n4) = n4
% 212.25/26.86 & t(n4,n4,n4,n3,n5) = n4
% 212.25/26.86 & t(n4,n4,n4,n4,n0) = n4
% 212.25/26.86 & t(n4,n4,n4,n4,n1) = n4
% 212.25/26.86 & t(n4,n4,n4,n4,n2) = n4
% 212.25/26.86 & t(n4,n4,n4,n4,n3) = n4
% 212.25/26.86 & t(n4,n4,n4,n4,n4) = n4
% 212.25/26.86 & t(n4,n4,n4,n4,n5) = n4
% 212.25/26.86 & t(n4,n4,n4,n5,n0) = n2
% 212.25/26.86 & t(n4,n4,n4,n5,n1) = n4
% 212.25/26.86 & t(n4,n4,n4,n5,n2) = n2
% 212.25/26.86 & t(n4,n4,n4,n5,n3) = n2
% 212.25/26.86 & t(n4,n4,n4,n5,n4) = n4
% 212.25/26.86 & t(n4,n4,n4,n5,n5) = n4
% 212.25/26.86 & t(n4,n4,n5,n0,n0) = n2
% 212.25/26.86 & t(n4,n4,n5,n0,n1) = n2
% 212.25/26.86 & t(n4,n4,n5,n0,n2) = n2
% 212.25/26.86 & t(n4,n4,n5,n0,n3) = n2
% 212.25/26.86 & t(n4,n4,n5,n0,n4) = n2
% 212.25/26.86 & t(n4,n4,n5,n0,n5) = n4
% 212.25/26.86 & t(n4,n4,n5,n1,n0) = n2
% 212.25/26.86 & t(n4,n4,n5,n1,n1) = n2
% 212.25/26.86 & t(n4,n4,n5,n1,n2) = n2
% 212.25/26.86 & t(n4,n4,n5,n1,n3) = n2
% 212.25/26.86 & t(n4,n4,n5,n1,n4) = n4
% 212.25/26.86 & t(n4,n4,n5,n1,n5) = n4
% 212.25/26.86 & t(n4,n4,n5,n2,n0) = n2
% 212.25/26.86 & t(n4,n4,n5,n2,n1) = n2
% 212.25/26.86 & t(n4,n4,n5,n2,n2) = n2
% 212.25/26.86 & t(n4,n4,n5,n2,n3) = n2
% 212.25/26.86 & t(n4,n4,n5,n2,n4) = n2
% 212.25/26.86 & t(n4,n4,n5,n2,n5) = n2
% 212.25/26.86 & t(n4,n4,n5,n3,n0) = n2
% 212.25/26.86 & t(n4,n4,n5,n3,n1) = n2
% 212.25/26.86 & t(n4,n4,n5,n3,n2) = n2
% 212.25/26.86 & t(n4,n4,n5,n3,n3) = n2
% 212.25/26.86 & t(n4,n4,n5,n3,n4) = n2
% 212.25/26.86 & t(n4,n4,n5,n3,n5) = n4
% 212.25/26.86 & t(n4,n4,n5,n4,n0) = n4
% 212.25/26.86 & t(n4,n4,n5,n4,n1) = n2
% 212.25/26.86 & t(n4,n4,n5,n4,n2) = n4
% 212.25/26.86 & t(n4,n4,n5,n4,n3) = n4
% 212.25/26.86 & t(n4,n4,n5,n4,n4) = n4
% 212.25/26.86 & t(n4,n4,n5,n4,n5) = n4
% 212.25/26.86 & t(n4,n4,n5,n5,n0) = n2
% 212.25/26.86 & t(n4,n4,n5,n5,n1) = n2
% 212.25/26.86 & t(n4,n4,n5,n5,n2) = n4
% 212.25/26.86 & t(n4,n4,n5,n5,n3) = n2
% 212.25/26.86 & t(n4,n4,n5,n5,n4) = n4
% 212.25/26.86 & t(n4,n4,n5,n5,n5) = n2
% 212.25/26.86 & t(n4,n5,n0,n0,n0) = n2
% 212.25/26.86 & t(n4,n5,n0,n0,n1) = n2
% 212.25/26.86 & t(n4,n5,n0,n0,n2) = n2
% 212.25/26.86 & t(n4,n5,n0,n0,n3) = n2
% 212.25/26.86 & t(n4,n5,n0,n0,n4) = n2
% 212.25/26.86 & t(n4,n5,n0,n0,n5) = n2
% 212.25/26.86 & t(n4,n5,n0,n1,n0) = n2
% 212.25/26.86 & t(n4,n5,n0,n1,n1) = n2
% 212.25/26.86 & t(n4,n5,n0,n1,n2) = n2
% 212.25/26.86 & t(n4,n5,n0,n1,n3) = n3
% 212.25/26.86 & t(n4,n5,n0,n1,n4) = n2
% 212.25/26.86 & t(n4,n5,n0,n1,n5) = n2
% 212.25/26.86 & t(n4,n5,n0,n2,n0) = n2
% 212.25/26.86 & t(n4,n5,n0,n2,n1) = n2
% 212.25/26.86 & t(n4,n5,n0,n2,n2) = n2
% 212.25/26.86 & t(n4,n5,n0,n2,n3) = n2
% 212.25/26.86 & t(n4,n5,n0,n2,n4) = n2
% 212.25/26.86 & t(n4,n5,n0,n2,n5) = n2
% 212.25/26.86 & t(n4,n5,n0,n3,n0) = n2
% 212.25/26.86 & t(n4,n5,n0,n3,n1) = n2
% 212.25/26.86 & t(n4,n5,n0,n3,n2) = n2
% 212.25/26.86 & t(n4,n5,n0,n3,n3) = n3
% 212.25/26.86 & t(n4,n5,n0,n3,n4) = n2
% 212.25/26.86 & t(n4,n5,n0,n3,n5) = n2
% 212.25/26.86 & t(n4,n5,n0,n4,n0) = n2
% 212.25/26.86 & t(n4,n5,n0,n4,n1) = n2
% 212.25/26.86 & t(n4,n5,n0,n4,n2) = n2
% 212.25/26.86 & t(n4,n5,n0,n4,n3) = n2
% 212.25/26.86 & t(n4,n5,n0,n4,n4) = n2
% 212.25/26.86 & t(n4,n5,n0,n4,n5) = n2
% 212.25/26.86 & t(n4,n5,n0,n5,n0) = n2
% 212.25/26.86 & t(n4,n5,n0,n5,n1) = n2
% 212.25/26.86 & t(n4,n5,n0,n5,n2) = n2
% 212.25/26.86 & t(n4,n5,n0,n5,n3) = n2
% 212.25/26.86 & t(n4,n5,n0,n5,n4) = n4
% 212.25/26.86 & t(n4,n5,n0,n5,n5) = n2
% 212.25/26.86 & t(n4,n5,n1,n0,n0) = n2
% 212.25/26.86 & t(n4,n5,n1,n0,n1) = n2
% 212.25/26.86 & t(n4,n5,n1,n0,n2) = n2
% 212.25/26.86 & t(n4,n5,n1,n0,n3) = n2
% 212.25/26.86 & t(n4,n5,n1,n0,n4) = n2
% 212.25/26.86 & t(n4,n5,n1,n0,n5) = n2
% 212.25/26.86 & t(n4,n5,n1,n1,n0) = n2
% 212.25/26.86 & t(n4,n5,n1,n1,n1) = n1
% 212.25/26.86 & t(n4,n5,n1,n1,n2) = n2
% 212.25/26.86 & t(n4,n5,n1,n1,n3) = n2
% 212.25/26.86 & t(n4,n5,n1,n1,n4) = n2
% 212.25/26.86 & t(n4,n5,n1,n1,n5) = n2
% 212.25/26.86 & t(n4,n5,n1,n2,n0) = n2
% 212.25/26.86 & t(n4,n5,n1,n2,n1) = n2
% 212.25/26.86 & t(n4,n5,n1,n2,n2) = n2
% 212.25/26.86 & t(n4,n5,n1,n2,n3) = n2
% 212.25/26.86 & t(n4,n5,n1,n2,n4) = n2
% 212.25/26.86 & t(n4,n5,n1,n2,n5) = n2
% 212.25/26.86 & t(n4,n5,n1,n3,n0) = n2
% 212.25/26.86 & t(n4,n5,n1,n3,n1) = n2
% 212.25/26.86 & t(n4,n5,n1,n3,n2) = n2
% 212.25/26.86 & t(n4,n5,n1,n3,n3) = n2
% 212.25/26.86 & t(n4,n5,n1,n3,n4) = n2
% 212.25/26.86 & t(n4,n5,n1,n3,n5) = n2
% 212.25/26.86 & t(n4,n5,n1,n4,n0) = n2
% 212.25/26.86 & t(n4,n5,n1,n4,n1) = n2
% 212.25/26.86 & t(n4,n5,n1,n4,n2) = n2
% 212.25/26.86 & t(n4,n5,n1,n4,n3) = n2
% 212.25/26.86 & t(n4,n5,n1,n4,n4) = n2
% 212.25/26.86 & t(n4,n5,n1,n4,n5) = n2
% 212.25/26.86 & t(n4,n5,n1,n5,n0) = n2
% 212.25/26.86 & t(n4,n5,n1,n5,n1) = n2
% 212.25/26.86 & t(n4,n5,n1,n5,n2) = n2
% 212.25/26.86 & t(n4,n5,n1,n5,n3) = n2
% 212.25/26.86 & t(n4,n5,n1,n5,n4) = n2
% 212.25/26.86 & t(n4,n5,n1,n5,n5) = n5
% 212.25/26.86 & t(n4,n5,n2,n0,n0) = n2
% 212.25/26.86 & t(n4,n5,n2,n0,n1) = n2
% 212.25/26.86 & t(n4,n5,n2,n0,n2) = n2
% 212.25/26.86 & t(n4,n5,n2,n0,n3) = n2
% 212.25/26.86 & t(n4,n5,n2,n0,n4) = n2
% 212.25/26.86 & t(n4,n5,n2,n0,n5) = n2
% 212.25/26.86 & t(n4,n5,n2,n1,n0) = n2
% 212.25/26.86 & t(n4,n5,n2,n1,n1) = n2
% 212.25/26.86 & t(n4,n5,n2,n1,n2) = n2
% 212.25/26.86 & t(n4,n5,n2,n1,n3) = n2
% 212.25/26.86 & t(n4,n5,n2,n1,n4) = n2
% 212.25/26.86 & t(n4,n5,n2,n1,n5) = n2
% 212.25/26.86 & t(n4,n5,n2,n2,n0) = n2
% 212.25/26.86 & t(n4,n5,n2,n2,n1) = n2
% 212.25/26.86 & t(n4,n5,n2,n2,n2) = n2
% 212.25/26.86 & t(n4,n5,n2,n2,n3) = n2
% 212.25/26.86 & t(n4,n5,n2,n2,n4) = n2
% 212.25/26.86 & t(n4,n5,n2,n2,n5) = n2
% 212.25/26.86 & t(n4,n5,n2,n3,n0) = n2
% 212.25/26.86 & t(n4,n5,n2,n3,n1) = n2
% 212.25/26.86 & t(n4,n5,n2,n3,n2) = n2
% 212.25/26.86 & t(n4,n5,n2,n3,n3) = n2
% 212.25/26.86 & t(n4,n5,n2,n3,n4) = n2
% 212.25/26.86 & t(n4,n5,n2,n3,n5) = n2
% 212.25/26.86 & t(n4,n5,n2,n4,n0) = n2
% 212.25/26.86 & t(n4,n5,n2,n4,n1) = n2
% 212.25/26.86 & t(n4,n5,n2,n4,n2) = n2
% 212.25/26.86 & t(n4,n5,n2,n4,n3) = n2
% 212.25/26.86 & t(n4,n5,n2,n4,n4) = n4
% 212.25/26.86 & t(n4,n5,n2,n4,n5) = n2
% 212.25/26.86 & t(n4,n5,n2,n5,n0) = n2
% 212.25/26.86 & t(n4,n5,n2,n5,n1) = n2
% 212.25/26.86 & t(n4,n5,n2,n5,n2) = n2
% 212.25/26.86 & t(n4,n5,n2,n5,n3) = n2
% 212.25/26.86 & t(n4,n5,n2,n5,n4) = n4
% 212.25/26.86 & t(n4,n5,n2,n5,n5) = n4
% 212.25/26.86 & t(n4,n5,n3,n0,n0) = n2
% 212.25/26.86 & t(n4,n5,n3,n0,n1) = n2
% 212.25/26.86 & t(n4,n5,n3,n0,n2) = n2
% 212.25/26.86 & t(n4,n5,n3,n0,n3) = n2
% 212.25/26.86 & t(n4,n5,n3,n0,n4) = n2
% 212.25/26.86 & t(n4,n5,n3,n0,n5) = n2
% 212.25/26.86 & t(n4,n5,n3,n1,n0) = n2
% 212.25/26.86 & t(n4,n5,n3,n1,n1) = n2
% 212.25/26.86 & t(n4,n5,n3,n1,n2) = n2
% 212.25/26.86 & t(n4,n5,n3,n1,n3) = n2
% 212.25/26.86 & t(n4,n5,n3,n1,n4) = n2
% 212.25/26.86 & t(n4,n5,n3,n1,n5) = n2
% 212.25/26.86 & t(n4,n5,n3,n2,n0) = n2
% 212.25/26.86 & t(n4,n5,n3,n2,n1) = n2
% 212.25/26.86 & t(n4,n5,n3,n2,n2) = n2
% 212.25/26.86 & t(n4,n5,n3,n2,n3) = n2
% 212.25/26.86 & t(n4,n5,n3,n2,n4) = n2
% 212.25/26.86 & t(n4,n5,n3,n2,n5) = n2
% 212.25/26.86 & t(n4,n5,n3,n3,n0) = n2
% 212.25/26.86 & t(n4,n5,n3,n3,n1) = n2
% 212.25/26.86 & t(n4,n5,n3,n3,n2) = n2
% 212.25/26.86 & t(n4,n5,n3,n3,n3) = n2
% 212.25/26.86 & t(n4,n5,n3,n3,n4) = n2
% 212.25/26.86 & t(n4,n5,n3,n3,n5) = n2
% 212.25/26.86 & t(n4,n5,n3,n4,n0) = n2
% 212.25/26.86 & t(n4,n5,n3,n4,n1) = n2
% 212.25/26.86 & t(n4,n5,n3,n4,n2) = n2
% 212.25/26.86 & t(n4,n5,n3,n4,n3) = n2
% 212.25/26.86 & t(n4,n5,n3,n4,n4) = n4
% 212.25/26.86 & t(n4,n5,n3,n4,n5) = n4
% 212.25/26.86 & t(n4,n5,n3,n5,n0) = n2
% 212.25/26.86 & t(n4,n5,n3,n5,n1) = n2
% 212.25/26.86 & t(n4,n5,n3,n5,n2) = n2
% 212.25/26.86 & t(n4,n5,n3,n5,n3) = n2
% 212.25/26.86 & t(n4,n5,n3,n5,n4) = n4
% 212.25/26.86 & t(n4,n5,n3,n5,n5) = n4
% 212.25/26.86 & t(n4,n5,n4,n0,n0) = n2
% 212.25/26.86 & t(n4,n5,n4,n0,n1) = n2
% 212.25/26.86 & t(n4,n5,n4,n0,n2) = n2
% 212.25/26.86 & t(n4,n5,n4,n0,n3) = n2
% 212.25/26.86 & t(n4,n5,n4,n0,n4) = n4
% 212.25/26.86 & t(n4,n5,n4,n0,n5) = n2
% 212.25/26.86 & t(n4,n5,n4,n1,n0) = n2
% 212.25/26.86 & t(n4,n5,n4,n1,n1) = n2
% 212.25/26.86 & t(n4,n5,n4,n1,n2) = n2
% 212.25/26.86 & t(n4,n5,n4,n1,n3) = n2
% 212.25/26.86 & t(n4,n5,n4,n1,n4) = n2
% 212.25/26.86 & t(n4,n5,n4,n1,n5) = n4
% 212.25/26.86 & t(n4,n5,n4,n2,n0) = n2
% 212.25/26.86 & t(n4,n5,n4,n2,n1) = n2
% 212.25/26.86 & t(n4,n5,n4,n2,n2) = n2
% 212.25/26.86 & t(n4,n5,n4,n2,n3) = n2
% 212.25/26.86 & t(n4,n5,n4,n2,n4) = n2
% 212.25/26.86 & t(n4,n5,n4,n2,n5) = n4
% 212.25/26.86 & t(n4,n5,n4,n3,n0) = n2
% 212.25/26.86 & t(n4,n5,n4,n3,n1) = n2
% 212.25/26.86 & t(n4,n5,n4,n3,n2) = n2
% 212.25/26.86 & t(n4,n5,n4,n3,n3) = n2
% 212.25/26.86 & t(n4,n5,n4,n3,n4) = n4
% 212.25/26.86 & t(n4,n5,n4,n3,n5) = n4
% 212.25/26.86 & t(n4,n5,n4,n4,n0) = n2
% 212.25/26.86 & t(n4,n5,n4,n4,n1) = n4
% 212.25/26.86 & t(n4,n5,n4,n4,n2) = n4
% 212.25/26.86 & t(n4,n5,n4,n4,n3) = n4
% 212.25/26.86 & t(n4,n5,n4,n4,n4) = n4
% 212.25/26.86 & t(n4,n5,n4,n4,n5) = n4
% 212.25/26.86 & t(n4,n5,n4,n5,n0) = n2
% 212.25/26.86 & t(n4,n5,n4,n5,n1) = n2
% 212.25/26.86 & t(n4,n5,n4,n5,n2) = n4
% 212.25/26.86 & t(n4,n5,n4,n5,n3) = n4
% 212.25/26.86 & t(n4,n5,n4,n5,n4) = n2
% 212.25/26.86 & t(n4,n5,n4,n5,n5) = n4
% 212.25/26.86 & t(n4,n5,n5,n0,n0) = n2
% 212.25/26.86 & t(n4,n5,n5,n0,n1) = n2
% 212.25/26.86 & t(n4,n5,n5,n0,n2) = n2
% 212.25/26.86 & t(n4,n5,n5,n0,n3) = n2
% 212.25/26.86 & t(n4,n5,n5,n0,n4) = n2
% 212.25/26.86 & t(n4,n5,n5,n0,n5) = n4
% 212.25/26.86 & t(n4,n5,n5,n1,n0) = n2
% 212.25/26.86 & t(n4,n5,n5,n1,n1) = n2
% 212.25/26.86 & t(n4,n5,n5,n1,n2) = n2
% 212.25/26.86 & t(n4,n5,n5,n1,n3) = n2
% 212.25/26.86 & t(n4,n5,n5,n1,n4) = n4
% 212.25/26.86 & t(n4,n5,n5,n1,n5) = n5
% 212.25/26.86 & t(n4,n5,n5,n2,n0) = n2
% 212.25/26.86 & t(n4,n5,n5,n2,n1) = n2
% 212.25/26.86 & t(n4,n5,n5,n2,n2) = n2
% 212.25/26.86 & t(n4,n5,n5,n2,n3) = n2
% 212.25/26.86 & t(n4,n5,n5,n2,n4) = n2
% 212.25/26.86 & t(n4,n5,n5,n2,n5) = n4
% 212.25/26.86 & t(n4,n5,n5,n3,n0) = n2
% 212.25/26.86 & t(n4,n5,n5,n3,n1) = n2
% 212.25/26.86 & t(n4,n5,n5,n3,n2) = n2
% 212.25/26.86 & t(n4,n5,n5,n3,n3) = n2
% 212.25/26.86 & t(n4,n5,n5,n3,n4) = n2
% 212.25/26.86 & t(n4,n5,n5,n3,n5) = n4
% 212.25/26.86 & t(n4,n5,n5,n4,n0) = n4
% 212.25/26.86 & t(n4,n5,n5,n4,n1) = n4
% 212.25/26.86 & t(n4,n5,n5,n4,n2) = n2
% 212.25/26.86 & t(n4,n5,n5,n4,n3) = n4
% 212.25/26.86 & t(n4,n5,n5,n4,n4) = n2
% 212.25/26.86 & t(n4,n5,n5,n4,n5) = n4
% 212.25/26.86 & t(n4,n5,n5,n5,n0) = n4
% 212.25/26.86 & t(n4,n5,n5,n5,n1) = n4
% 212.25/26.86 & t(n4,n5,n5,n5,n2) = n4
% 212.25/26.86 & t(n4,n5,n5,n5,n3) = n4
% 212.25/26.86 & t(n4,n5,n5,n5,n4) = n4
% 212.25/26.86 & t(n4,n5,n5,n5,n5) = n5
% 212.25/26.86 & t(n5,n0,n0,n0,n0) = n0
% 212.25/26.86 & t(n5,n0,n0,n0,n1) = n2
% 212.25/26.86 & t(n5,n0,n0,n0,n2) = n2
% 212.25/26.86 & t(n5,n0,n0,n0,n3) = n2
% 212.25/26.86 & t(n5,n0,n0,n0,n4) = n2
% 212.25/26.86 & t(n5,n0,n0,n0,n5) = n2
% 212.25/26.86 & t(n5,n0,n0,n1,n0) = n2
% 212.25/26.86 & t(n5,n0,n0,n1,n1) = n2
% 212.25/26.86 & t(n5,n0,n0,n1,n2) = n2
% 212.25/26.86 & t(n5,n0,n0,n1,n3) = n3
% 212.25/26.86 & t(n5,n0,n0,n1,n4) = n2
% 212.25/26.86 & t(n5,n0,n0,n1,n5) = n2
% 212.25/26.86 & t(n5,n0,n0,n2,n0) = n2
% 212.25/26.86 & t(n5,n0,n0,n2,n1) = n2
% 212.25/26.86 & t(n5,n0,n0,n2,n2) = n2
% 212.25/26.86 & t(n5,n0,n0,n2,n3) = n2
% 212.25/26.86 & t(n5,n0,n0,n2,n4) = n2
% 212.25/26.86 & t(n5,n0,n0,n2,n5) = n2
% 212.25/26.86 & t(n5,n0,n0,n3,n0) = n2
% 212.25/26.86 & t(n5,n0,n0,n3,n1) = n3
% 212.25/26.86 & t(n5,n0,n0,n3,n2) = n2
% 212.25/26.86 & t(n5,n0,n0,n3,n3) = n3
% 212.25/26.86 & t(n5,n0,n0,n3,n4) = n2
% 212.25/26.86 & t(n5,n0,n0,n3,n5) = n2
% 212.25/26.86 & t(n5,n0,n0,n4,n0) = n2
% 212.25/26.86 & t(n5,n0,n0,n4,n1) = n2
% 212.25/26.86 & t(n5,n0,n0,n4,n2) = n2
% 212.25/26.86 & t(n5,n0,n0,n4,n3) = n2
% 212.25/26.86 & t(n5,n0,n0,n4,n4) = n2
% 212.25/26.86 & t(n5,n0,n0,n4,n5) = n2
% 212.25/26.86 & t(n5,n0,n0,n5,n0) = n2
% 212.25/26.86 & t(n5,n0,n0,n5,n1) = n2
% 212.25/26.86 & t(n5,n0,n0,n5,n2) = n2
% 212.25/26.86 & t(n5,n0,n0,n5,n3) = n2
% 212.25/26.86 & t(n5,n0,n0,n5,n4) = n2
% 212.25/26.86 & t(n5,n0,n0,n5,n5) = n2
% 212.25/26.86 & t(n5,n0,n1,n0,n0) = n2
% 212.25/26.86 & t(n5,n0,n1,n0,n1) = n2
% 212.25/26.86 & t(n5,n0,n1,n0,n2) = n2
% 212.25/26.86 & t(n5,n0,n1,n0,n3) = n3
% 212.25/26.86 & t(n5,n0,n1,n0,n4) = n2
% 212.25/26.86 & t(n5,n0,n1,n0,n5) = n2
% 212.25/26.86 & t(n5,n0,n1,n1,n0) = n2
% 212.25/26.86 & t(n5,n0,n1,n1,n1) = n2
% 212.25/26.86 & t(n5,n0,n1,n1,n2) = n2
% 212.25/26.86 & t(n5,n0,n1,n1,n3) = n2
% 212.25/26.86 & t(n5,n0,n1,n1,n4) = n2
% 212.25/26.86 & t(n5,n0,n1,n1,n5) = n2
% 212.25/26.86 & t(n5,n0,n1,n2,n0) = n2
% 212.25/26.86 & t(n5,n0,n1,n2,n1) = n2
% 212.25/26.86 & t(n5,n0,n1,n2,n2) = n2
% 212.25/26.86 & t(n5,n0,n1,n2,n3) = n2
% 212.25/26.86 & t(n5,n0,n1,n2,n4) = n2
% 212.25/26.86 & t(n5,n0,n1,n2,n5) = n2
% 212.25/26.86 & t(n5,n0,n1,n3,n0) = n2
% 212.25/26.86 & t(n5,n0,n1,n3,n1) = n2
% 212.25/26.86 & t(n5,n0,n1,n3,n2) = n2
% 212.25/26.86 & t(n5,n0,n1,n3,n3) = n3
% 212.25/26.86 & t(n5,n0,n1,n3,n4) = n2
% 212.25/26.86 & t(n5,n0,n1,n3,n5) = n2
% 212.25/26.86 & t(n5,n0,n1,n4,n0) = n2
% 212.25/26.86 & t(n5,n0,n1,n4,n1) = n2
% 212.25/26.86 & t(n5,n0,n1,n4,n2) = n2
% 212.25/26.86 & t(n5,n0,n1,n4,n3) = n2
% 212.25/26.86 & t(n5,n0,n1,n4,n4) = n2
% 212.25/26.86 & t(n5,n0,n1,n4,n5) = n2
% 212.25/26.86 & t(n5,n0,n1,n5,n0) = n2
% 212.25/26.86 & t(n5,n0,n1,n5,n1) = n2
% 212.25/26.86 & t(n5,n0,n1,n5,n2) = n2
% 212.25/26.86 & t(n5,n0,n1,n5,n3) = n2
% 212.25/26.86 & t(n5,n0,n1,n5,n4) = n2
% 212.25/26.86 & t(n5,n0,n1,n5,n5) = n2
% 212.25/26.86 & t(n5,n0,n2,n0,n0) = n2
% 212.25/26.86 & t(n5,n0,n2,n0,n1) = n2
% 212.25/26.86 & t(n5,n0,n2,n0,n2) = n2
% 212.25/26.86 & t(n5,n0,n2,n0,n3) = n2
% 212.25/26.86 & t(n5,n0,n2,n0,n4) = n2
% 212.25/26.86 & t(n5,n0,n2,n0,n5) = n2
% 212.25/26.86 & t(n5,n0,n2,n1,n0) = n2
% 212.25/26.86 & t(n5,n0,n2,n1,n1) = n2
% 212.25/26.86 & t(n5,n0,n2,n1,n2) = n2
% 212.25/26.86 & t(n5,n0,n2,n1,n3) = n2
% 212.25/26.86 & t(n5,n0,n2,n1,n4) = n2
% 212.25/26.86 & t(n5,n0,n2,n1,n5) = n2
% 212.25/26.86 & t(n5,n0,n2,n2,n0) = n2
% 212.25/26.86 & t(n5,n0,n2,n2,n1) = n2
% 212.25/26.86 & t(n5,n0,n2,n2,n2) = n2
% 212.25/26.86 & t(n5,n0,n2,n2,n3) = n2
% 212.25/26.86 & t(n5,n0,n2,n2,n4) = n2
% 212.25/26.86 & t(n5,n0,n2,n2,n5) = n2
% 212.25/26.86 & t(n5,n0,n2,n3,n0) = n2
% 212.25/26.86 & t(n5,n0,n2,n3,n1) = n2
% 212.25/26.86 & t(n5,n0,n2,n3,n2) = n2
% 212.25/26.86 & t(n5,n0,n2,n3,n3) = n3
% 212.25/26.86 & t(n5,n0,n2,n3,n4) = n2
% 212.25/26.86 & t(n5,n0,n2,n3,n5) = n2
% 212.25/26.86 & t(n5,n0,n2,n4,n0) = n2
% 212.25/26.86 & t(n5,n0,n2,n4,n1) = n2
% 212.25/26.86 & t(n5,n0,n2,n4,n2) = n2
% 212.25/26.86 & t(n5,n0,n2,n4,n3) = n2
% 212.25/26.86 & t(n5,n0,n2,n4,n4) = n2
% 212.25/26.86 & t(n5,n0,n2,n4,n5) = n2
% 212.25/26.86 & t(n5,n0,n2,n5,n0) = n2
% 212.25/26.86 & t(n5,n0,n2,n5,n1) = n2
% 212.25/26.86 & t(n5,n0,n2,n5,n2) = n2
% 212.25/26.86 & t(n5,n0,n2,n5,n3) = n2
% 212.25/26.86 & t(n5,n0,n2,n5,n4) = n2
% 212.25/26.86 & t(n5,n0,n2,n5,n5) = n2
% 212.25/26.86 & t(n5,n0,n3,n0,n0) = n2
% 212.25/26.86 & t(n5,n0,n3,n0,n1) = n3
% 212.25/26.86 & t(n5,n0,n3,n0,n2) = n2
% 212.25/26.86 & t(n5,n0,n3,n0,n3) = n3
% 212.25/26.86 & t(n5,n0,n3,n0,n4) = n2
% 212.25/26.86 & t(n5,n0,n3,n0,n5) = n2
% 212.25/26.86 & t(n5,n0,n3,n1,n0) = n3
% 212.25/26.86 & t(n5,n0,n3,n1,n1) = n2
% 212.25/26.86 & t(n5,n0,n3,n1,n2) = n2
% 212.25/26.86 & t(n5,n0,n3,n1,n3) = n3
% 212.25/26.86 & t(n5,n0,n3,n1,n4) = n2
% 212.25/26.86 & t(n5,n0,n3,n1,n5) = n2
% 212.25/26.86 & t(n5,n0,n3,n2,n0) = n2
% 212.25/26.86 & t(n5,n0,n3,n2,n1) = n2
% 212.25/26.86 & t(n5,n0,n3,n2,n2) = n2
% 212.25/26.86 & t(n5,n0,n3,n2,n3) = n3
% 212.25/26.86 & t(n5,n0,n3,n2,n4) = n2
% 212.25/26.86 & t(n5,n0,n3,n2,n5) = n2
% 212.25/26.86 & t(n5,n0,n3,n3,n0) = n3
% 212.25/26.86 & t(n5,n0,n3,n3,n1) = n3
% 212.25/26.86 & t(n5,n0,n3,n3,n2) = n3
% 212.25/26.86 & t(n5,n0,n3,n3,n3) = n3
% 212.25/26.86 & t(n5,n0,n3,n3,n4) = n3
% 212.25/26.86 & t(n5,n0,n3,n3,n5) = n3
% 212.25/26.86 & t(n5,n0,n3,n4,n0) = n2
% 212.25/26.86 & t(n5,n0,n3,n4,n1) = n2
% 212.25/26.86 & t(n5,n0,n3,n4,n2) = n2
% 212.25/26.86 & t(n5,n0,n3,n4,n3) = n3
% 212.25/26.86 & t(n5,n0,n3,n4,n4) = n2
% 212.25/26.86 & t(n5,n0,n3,n4,n5) = n2
% 212.25/26.86 & t(n5,n0,n3,n5,n0) = n2
% 212.25/26.86 & t(n5,n0,n3,n5,n1) = n2
% 212.25/26.86 & t(n5,n0,n3,n5,n2) = n2
% 212.25/26.86 & t(n5,n0,n3,n5,n3) = n2
% 212.25/26.86 & t(n5,n0,n3,n5,n4) = n2
% 212.25/26.86 & t(n5,n0,n3,n5,n5) = n2
% 212.25/26.86 & t(n5,n0,n4,n0,n0) = n2
% 212.25/26.86 & t(n5,n0,n4,n0,n1) = n2
% 212.25/26.86 & t(n5,n0,n4,n0,n2) = n2
% 212.25/26.86 & t(n5,n0,n4,n0,n3) = n2
% 212.25/26.86 & t(n5,n0,n4,n0,n4) = n2
% 212.25/26.86 & t(n5,n0,n4,n0,n5) = n2
% 212.25/26.86 & t(n5,n0,n4,n1,n0) = n2
% 212.25/26.86 & t(n5,n0,n4,n1,n1) = n2
% 212.25/26.86 & t(n5,n0,n4,n1,n2) = n2
% 212.25/26.86 & t(n5,n0,n4,n1,n3) = n3
% 212.25/26.86 & t(n5,n0,n4,n1,n4) = n2
% 212.25/26.86 & t(n5,n0,n4,n1,n5) = n2
% 212.25/26.86 & t(n5,n0,n4,n2,n0) = n2
% 212.25/26.86 & t(n5,n0,n4,n2,n1) = n2
% 212.25/26.86 & t(n5,n0,n4,n2,n2) = n2
% 212.25/26.86 & t(n5,n0,n4,n2,n3) = n2
% 212.25/26.86 & t(n5,n0,n4,n2,n4) = n2
% 212.25/26.86 & t(n5,n0,n4,n2,n5) = n2
% 212.25/26.86 & t(n5,n0,n4,n3,n0) = n2
% 212.25/26.86 & t(n5,n0,n4,n3,n1) = n3
% 212.25/26.86 & t(n5,n0,n4,n3,n2) = n2
% 212.25/26.86 & t(n5,n0,n4,n3,n3) = n2
% 212.25/26.86 & t(n5,n0,n4,n3,n4) = n2
% 212.25/26.86 & t(n5,n0,n4,n3,n5) = n2
% 212.25/26.86 & t(n5,n0,n4,n4,n0) = n2
% 212.25/26.86 & t(n5,n0,n4,n4,n1) = n2
% 212.25/26.86 & t(n5,n0,n4,n4,n2) = n2
% 212.25/26.86 & t(n5,n0,n4,n4,n3) = n2
% 212.25/26.86 & t(n5,n0,n4,n4,n4) = n4
% 212.25/26.86 & t(n5,n0,n4,n4,n5) = n2
% 212.25/26.86 & t(n5,n0,n4,n5,n0) = n2
% 212.25/26.86 & t(n5,n0,n4,n5,n1) = n2
% 212.25/26.86 & t(n5,n0,n4,n5,n2) = n2
% 212.25/26.86 & t(n5,n0,n4,n5,n3) = n2
% 212.25/26.86 & t(n5,n0,n4,n5,n4) = n2
% 212.25/26.86 & t(n5,n0,n4,n5,n5) = n4
% 212.25/26.86 & t(n5,n0,n5,n0,n0) = n2
% 212.25/26.86 & t(n5,n0,n5,n0,n1) = n2
% 212.25/26.86 & t(n5,n0,n5,n0,n2) = n2
% 212.25/26.86 & t(n5,n0,n5,n0,n3) = n2
% 212.25/26.86 & t(n5,n0,n5,n0,n4) = n2
% 212.25/26.86 & t(n5,n0,n5,n0,n5) = n2
% 212.25/26.86 & t(n5,n0,n5,n1,n0) = n2
% 212.25/26.86 & t(n5,n0,n5,n1,n1) = n2
% 212.25/26.86 & t(n5,n0,n5,n1,n2) = n2
% 212.25/26.86 & t(n5,n0,n5,n1,n3) = n2
% 212.25/26.86 & t(n5,n0,n5,n1,n4) = n2
% 212.25/26.86 & t(n5,n0,n5,n1,n5) = n2
% 212.25/26.86 & t(n5,n0,n5,n2,n0) = n2
% 212.25/26.86 & t(n5,n0,n5,n2,n1) = n2
% 212.25/26.86 & t(n5,n0,n5,n2,n2) = n2
% 212.25/26.86 & t(n5,n0,n5,n2,n3) = n2
% 212.25/26.86 & t(n5,n0,n5,n2,n4) = n2
% 212.25/26.86 & t(n5,n0,n5,n2,n5) = n2
% 212.25/26.86 & t(n5,n0,n5,n3,n0) = n2
% 212.25/26.86 & t(n5,n0,n5,n3,n1) = n2
% 212.25/26.86 & t(n5,n0,n5,n3,n2) = n2
% 212.25/26.86 & t(n5,n0,n5,n3,n3) = n2
% 212.25/26.86 & t(n5,n0,n5,n3,n4) = n2
% 212.25/26.86 & t(n5,n0,n5,n3,n5) = n2
% 212.25/26.86 & t(n5,n0,n5,n4,n0) = n2
% 212.25/26.86 & t(n5,n0,n5,n4,n1) = n2
% 212.25/26.86 & t(n5,n0,n5,n4,n2) = n2
% 212.25/26.86 & t(n5,n0,n5,n4,n3) = n2
% 212.25/26.86 & t(n5,n0,n5,n4,n4) = n2
% 212.25/26.86 & t(n5,n0,n5,n4,n5) = n2
% 212.25/26.86 & t(n5,n0,n5,n5,n0) = n2
% 212.25/26.86 & t(n5,n0,n5,n5,n1) = n2
% 212.25/26.86 & t(n5,n0,n5,n5,n2) = n2
% 212.25/26.86 & t(n5,n0,n5,n5,n3) = n2
% 212.25/26.86 & t(n5,n0,n5,n5,n4) = n2
% 212.25/26.86 & t(n5,n0,n5,n5,n5) = n5
% 212.25/26.86 & t(n5,n1,n0,n0,n0) = n2
% 212.25/26.86 & t(n5,n1,n0,n0,n1) = n2
% 212.25/26.86 & t(n5,n1,n0,n0,n2) = n2
% 212.25/26.86 & t(n5,n1,n0,n0,n3) = n3
% 212.25/26.86 & t(n5,n1,n0,n0,n4) = n2
% 212.25/26.86 & t(n5,n1,n0,n0,n5) = n2
% 212.25/26.86 & t(n5,n1,n0,n1,n0) = n2
% 212.25/26.86 & t(n5,n1,n0,n1,n1) = n2
% 212.25/26.86 & t(n5,n1,n0,n1,n2) = n2
% 212.25/26.86 & t(n5,n1,n0,n1,n3) = n3
% 212.25/26.86 & t(n5,n1,n0,n1,n4) = n2
% 212.25/26.86 & t(n5,n1,n0,n1,n5) = n2
% 212.25/26.86 & t(n5,n1,n0,n2,n0) = n2
% 212.25/26.86 & t(n5,n1,n0,n2,n1) = n2
% 212.25/26.86 & t(n5,n1,n0,n2,n2) = n2
% 212.25/26.86 & t(n5,n1,n0,n2,n3) = n3
% 212.25/26.86 & t(n5,n1,n0,n2,n4) = n2
% 212.25/26.86 & t(n5,n1,n0,n2,n5) = n2
% 212.25/26.86 & t(n5,n1,n0,n3,n0) = n3
% 212.25/26.86 & t(n5,n1,n0,n3,n1) = n2
% 212.25/26.86 & t(n5,n1,n0,n3,n2) = n2
% 212.25/26.86 & t(n5,n1,n0,n3,n3) = n3
% 212.25/26.86 & t(n5,n1,n0,n3,n4) = n2
% 212.25/26.86 & t(n5,n1,n0,n3,n5) = n2
% 212.25/26.86 & t(n5,n1,n0,n4,n0) = n2
% 212.25/26.86 & t(n5,n1,n0,n4,n1) = n2
% 212.25/26.86 & t(n5,n1,n0,n4,n2) = n2
% 212.25/26.86 & t(n5,n1,n0,n4,n3) = n3
% 212.25/26.86 & t(n5,n1,n0,n4,n4) = n2
% 212.25/26.86 & t(n5,n1,n0,n4,n5) = n2
% 212.25/26.86 & t(n5,n1,n0,n5,n0) = n2
% 212.25/26.86 & t(n5,n1,n0,n5,n1) = n2
% 212.25/26.86 & t(n5,n1,n0,n5,n2) = n2
% 212.25/26.86 & t(n5,n1,n0,n5,n3) = n2
% 212.25/26.86 & t(n5,n1,n0,n5,n4) = n2
% 212.25/26.86 & t(n5,n1,n0,n5,n5) = n2
% 212.25/26.86 & t(n5,n1,n1,n0,n0) = n2
% 212.25/26.86 & t(n5,n1,n1,n0,n1) = n2
% 212.25/26.86 & t(n5,n1,n1,n0,n2) = n2
% 212.25/26.86 & t(n5,n1,n1,n0,n3) = n2
% 212.25/26.86 & t(n5,n1,n1,n0,n4) = n2
% 212.25/26.86 & t(n5,n1,n1,n0,n5) = n2
% 212.25/26.86 & t(n5,n1,n1,n1,n0) = n1
% 212.25/26.86 & t(n5,n1,n1,n1,n1) = n1
% 212.25/26.86 & t(n5,n1,n1,n1,n2) = n1
% 212.25/26.86 & t(n5,n1,n1,n1,n3) = n1
% 212.25/26.86 & t(n5,n1,n1,n1,n4) = n2
% 212.25/26.86 & t(n5,n1,n1,n1,n5) = n2
% 212.25/26.86 & t(n5,n1,n1,n2,n0) = n2
% 212.25/26.86 & t(n5,n1,n1,n2,n1) = n1
% 212.25/26.86 & t(n5,n1,n1,n2,n2) = n2
% 212.25/26.86 & t(n5,n1,n1,n2,n3) = n2
% 212.25/26.86 & t(n5,n1,n1,n2,n4) = n2
% 212.25/26.86 & t(n5,n1,n1,n2,n5) = n2
% 212.25/26.86 & t(n5,n1,n1,n3,n0) = n2
% 212.25/26.86 & t(n5,n1,n1,n3,n1) = n1
% 212.25/26.86 & t(n5,n1,n1,n3,n2) = n2
% 212.25/26.86 & t(n5,n1,n1,n3,n3) = n3
% 212.25/26.86 & t(n5,n1,n1,n3,n4) = n2
% 212.25/26.86 & t(n5,n1,n1,n3,n5) = n2
% 212.25/26.86 & t(n5,n1,n1,n4,n0) = n2
% 212.25/26.86 & t(n5,n1,n1,n4,n1) = n2
% 212.25/26.86 & t(n5,n1,n1,n4,n2) = n2
% 212.25/26.86 & t(n5,n1,n1,n4,n3) = n2
% 212.25/26.86 & t(n5,n1,n1,n4,n4) = n2
% 212.25/26.86 & t(n5,n1,n1,n4,n5) = n2
% 212.25/26.86 & t(n5,n1,n1,n5,n0) = n2
% 212.25/26.86 & t(n5,n1,n1,n5,n1) = n2
% 212.25/26.86 & t(n5,n1,n1,n5,n2) = n2
% 212.25/26.86 & t(n5,n1,n1,n5,n3) = n2
% 212.25/26.86 & t(n5,n1,n1,n5,n4) = n2
% 212.25/26.86 & t(n5,n1,n1,n5,n5) = n2
% 212.25/26.86 & t(n5,n1,n2,n0,n0) = n2
% 212.25/26.86 & t(n5,n1,n2,n0,n1) = n2
% 212.25/26.86 & t(n5,n1,n2,n0,n2) = n2
% 212.25/26.86 & t(n5,n1,n2,n0,n3) = n2
% 212.25/26.86 & t(n5,n1,n2,n0,n4) = n2
% 212.25/26.86 & t(n5,n1,n2,n0,n5) = n2
% 212.25/26.86 & t(n5,n1,n2,n1,n0) = n2
% 212.25/26.86 & t(n5,n1,n2,n1,n1) = n1
% 212.25/26.86 & t(n5,n1,n2,n1,n2) = n2
% 212.25/26.86 & t(n5,n1,n2,n1,n3) = n2
% 212.25/26.86 & t(n5,n1,n2,n1,n4) = n2
% 212.25/26.86 & t(n5,n1,n2,n1,n5) = n2
% 212.25/26.86 & t(n5,n1,n2,n2,n0) = n2
% 212.25/26.86 & t(n5,n1,n2,n2,n1) = n2
% 212.25/26.86 & t(n5,n1,n2,n2,n2) = n2
% 212.25/26.86 & t(n5,n1,n2,n2,n3) = n2
% 212.25/26.86 & t(n5,n1,n2,n2,n4) = n2
% 212.25/26.86 & t(n5,n1,n2,n2,n5) = n2
% 212.25/26.86 & t(n5,n1,n2,n3,n0) = n2
% 212.25/26.86 & t(n5,n1,n2,n3,n1) = n2
% 212.25/26.86 & t(n5,n1,n2,n3,n2) = n2
% 212.25/26.86 & t(n5,n1,n2,n3,n3) = n3
% 212.25/26.86 & t(n5,n1,n2,n3,n4) = n2
% 212.25/26.86 & t(n5,n1,n2,n3,n5) = n2
% 212.25/26.86 & t(n5,n1,n2,n4,n0) = n2
% 212.25/26.86 & t(n5,n1,n2,n4,n1) = n2
% 212.25/26.86 & t(n5,n1,n2,n4,n2) = n2
% 212.25/26.86 & t(n5,n1,n2,n4,n3) = n2
% 212.25/26.86 & t(n5,n1,n2,n4,n4) = n2
% 212.25/26.86 & t(n5,n1,n2,n4,n5) = n2
% 212.25/26.86 & t(n5,n1,n2,n5,n0) = n2
% 212.25/26.86 & t(n5,n1,n2,n5,n1) = n2
% 212.25/26.86 & t(n5,n1,n2,n5,n2) = n2
% 212.25/26.86 & t(n5,n1,n2,n5,n3) = n2
% 212.25/26.86 & t(n5,n1,n2,n5,n4) = n2
% 212.25/26.86 & t(n5,n1,n2,n5,n5) = n2
% 212.25/26.86 & t(n5,n1,n3,n0,n0) = n3
% 212.25/26.86 & t(n5,n1,n3,n0,n1) = n2
% 212.25/26.86 & t(n5,n1,n3,n0,n2) = n2
% 212.25/26.86 & t(n5,n1,n3,n0,n3) = n3
% 212.25/26.86 & t(n5,n1,n3,n0,n4) = n2
% 212.25/26.86 & t(n5,n1,n3,n0,n5) = n2
% 212.25/26.86 & t(n5,n1,n3,n1,n0) = n2
% 212.25/26.86 & t(n5,n1,n3,n1,n1) = n1
% 212.25/26.86 & t(n5,n1,n3,n1,n2) = n2
% 212.25/26.86 & t(n5,n1,n3,n1,n3) = n3
% 212.25/26.86 & t(n5,n1,n3,n1,n4) = n2
% 212.25/26.86 & t(n5,n1,n3,n1,n5) = n2
% 212.25/26.86 & t(n5,n1,n3,n2,n0) = n2
% 212.25/26.86 & t(n5,n1,n3,n2,n1) = n2
% 212.25/26.86 & t(n5,n1,n3,n2,n2) = n2
% 212.25/26.86 & t(n5,n1,n3,n2,n3) = n3
% 212.25/26.86 & t(n5,n1,n3,n2,n4) = n2
% 212.25/26.86 & t(n5,n1,n3,n2,n5) = n2
% 212.25/26.86 & t(n5,n1,n3,n3,n0) = n3
% 212.25/26.86 & t(n5,n1,n3,n3,n1) = n3
% 212.25/26.86 & t(n5,n1,n3,n3,n2) = n3
% 212.25/26.86 & t(n5,n1,n3,n3,n3) = n3
% 212.25/26.86 & t(n5,n1,n3,n3,n4) = n2
% 212.25/26.86 & t(n5,n1,n3,n3,n5) = n2
% 212.25/26.86 & t(n5,n1,n3,n4,n0) = n2
% 212.25/26.86 & t(n5,n1,n3,n4,n1) = n2
% 212.25/26.86 & t(n5,n1,n3,n4,n2) = n2
% 212.25/26.86 & t(n5,n1,n3,n4,n3) = n3
% 212.25/26.86 & t(n5,n1,n3,n4,n4) = n2
% 212.25/26.86 & t(n5,n1,n3,n4,n5) = n2
% 212.25/26.86 & t(n5,n1,n3,n5,n0) = n2
% 212.25/26.86 & t(n5,n1,n3,n5,n1) = n2
% 212.25/26.86 & t(n5,n1,n3,n5,n2) = n2
% 212.25/26.86 & t(n5,n1,n3,n5,n3) = n2
% 212.25/26.86 & t(n5,n1,n3,n5,n4) = n2
% 212.25/26.86 & t(n5,n1,n3,n5,n5) = n2
% 212.25/26.86 & t(n5,n1,n4,n0,n0) = n2
% 212.25/26.86 & t(n5,n1,n4,n0,n1) = n2
% 212.25/26.86 & t(n5,n1,n4,n0,n2) = n2
% 212.25/26.86 & t(n5,n1,n4,n0,n3) = n2
% 212.25/26.86 & t(n5,n1,n4,n0,n4) = n2
% 212.25/26.86 & t(n5,n1,n4,n0,n5) = n2
% 212.25/26.86 & t(n5,n1,n4,n1,n0) = n2
% 212.25/26.86 & t(n5,n1,n4,n1,n1) = n2
% 212.25/26.86 & t(n5,n1,n4,n1,n2) = n2
% 212.25/26.86 & t(n5,n1,n4,n1,n3) = n2
% 212.25/26.86 & t(n5,n1,n4,n1,n4) = n2
% 212.25/26.86 & t(n5,n1,n4,n1,n5) = n2
% 212.25/26.86 & t(n5,n1,n4,n2,n0) = n2
% 212.25/26.86 & t(n5,n1,n4,n2,n1) = n2
% 212.25/26.86 & t(n5,n1,n4,n2,n2) = n2
% 212.25/26.86 & t(n5,n1,n4,n2,n3) = n2
% 212.25/26.86 & t(n5,n1,n4,n2,n4) = n2
% 212.25/26.86 & t(n5,n1,n4,n2,n5) = n2
% 212.25/26.86 & t(n5,n1,n4,n3,n0) = n2
% 212.25/26.86 & t(n5,n1,n4,n3,n1) = n2
% 212.25/26.86 & t(n5,n1,n4,n3,n2) = n2
% 212.25/26.86 & t(n5,n1,n4,n3,n3) = n2
% 212.25/26.86 & t(n5,n1,n4,n3,n4) = n2
% 212.25/26.86 & t(n5,n1,n4,n3,n5) = n2
% 212.25/26.86 & t(n5,n1,n4,n4,n0) = n2
% 212.25/26.86 & t(n5,n1,n4,n4,n1) = n2
% 212.25/26.86 & t(n5,n1,n4,n4,n2) = n2
% 212.25/26.86 & t(n5,n1,n4,n4,n3) = n2
% 212.25/26.86 & t(n5,n1,n4,n4,n4) = n2
% 212.25/26.86 & t(n5,n1,n4,n4,n5) = n4
% 212.25/26.86 & t(n5,n1,n4,n5,n0) = n2
% 212.25/26.86 & t(n5,n1,n4,n5,n1) = n2
% 212.25/26.86 & t(n5,n1,n4,n5,n2) = n2
% 212.25/26.86 & t(n5,n1,n4,n5,n3) = n2
% 212.25/26.86 & t(n5,n1,n4,n5,n4) = n4
% 212.25/26.86 & t(n5,n1,n4,n5,n5) = n2
% 212.25/26.86 & t(n5,n1,n5,n0,n0) = n2
% 212.25/26.86 & t(n5,n1,n5,n0,n1) = n2
% 212.25/26.86 & t(n5,n1,n5,n0,n2) = n2
% 212.25/26.86 & t(n5,n1,n5,n0,n3) = n2
% 212.25/26.86 & t(n5,n1,n5,n0,n4) = n2
% 212.25/26.86 & t(n5,n1,n5,n0,n5) = n2
% 212.25/26.86 & t(n5,n1,n5,n1,n0) = n2
% 212.25/26.86 & t(n5,n1,n5,n1,n1) = n2
% 212.25/26.86 & t(n5,n1,n5,n1,n2) = n2
% 212.25/26.86 & t(n5,n1,n5,n1,n3) = n2
% 212.25/26.86 & t(n5,n1,n5,n1,n4) = n2
% 212.25/26.86 & t(n5,n1,n5,n1,n5) = n2
% 212.25/26.86 & t(n5,n1,n5,n2,n0) = n2
% 212.25/26.86 & t(n5,n1,n5,n2,n1) = n2
% 212.25/26.86 & t(n5,n1,n5,n2,n2) = n2
% 212.25/26.86 & t(n5,n1,n5,n2,n3) = n2
% 212.25/26.86 & t(n5,n1,n5,n2,n4) = n2
% 212.25/26.86 & t(n5,n1,n5,n2,n5) = n2
% 212.25/26.86 & t(n5,n1,n5,n3,n0) = n2
% 212.25/26.86 & t(n5,n1,n5,n3,n1) = n2
% 212.25/26.86 & t(n5,n1,n5,n3,n2) = n2
% 212.25/26.86 & t(n5,n1,n5,n3,n3) = n2
% 212.25/26.86 & t(n5,n1,n5,n3,n4) = n2
% 212.25/26.86 & t(n5,n1,n5,n3,n5) = n2
% 212.25/26.86 & t(n5,n1,n5,n4,n0) = n2
% 212.25/26.86 & t(n5,n1,n5,n4,n1) = n2
% 212.25/26.86 & t(n5,n1,n5,n4,n2) = n2
% 212.25/26.86 & t(n5,n1,n5,n4,n3) = n2
% 212.25/26.86 & t(n5,n1,n5,n4,n4) = n4
% 212.25/26.86 & t(n5,n1,n5,n4,n5) = n4
% 212.25/26.86 & t(n5,n1,n5,n5,n0) = n2
% 212.25/26.86 & t(n5,n1,n5,n5,n1) = n2
% 212.25/26.86 & t(n5,n1,n5,n5,n2) = n2
% 212.25/26.86 & t(n5,n1,n5,n5,n3) = n2
% 212.25/26.86 & t(n5,n1,n5,n5,n4) = n2
% 212.25/26.86 & t(n5,n1,n5,n5,n5) = n5
% 212.25/26.86 & t(n5,n2,n0,n0,n0) = n2
% 212.25/26.86 & t(n5,n2,n0,n0,n1) = n2
% 212.25/26.86 & t(n5,n2,n0,n0,n2) = n2
% 212.25/26.86 & t(n5,n2,n0,n0,n3) = n2
% 212.25/26.86 & t(n5,n2,n0,n0,n4) = n2
% 212.25/26.86 & t(n5,n2,n0,n0,n5) = n2
% 212.25/26.86 & t(n5,n2,n0,n1,n0) = n2
% 212.25/26.86 & t(n5,n2,n0,n1,n1) = n2
% 212.25/26.86 & t(n5,n2,n0,n1,n2) = n2
% 212.25/26.86 & t(n5,n2,n0,n1,n3) = n2
% 212.25/26.86 & t(n5,n2,n0,n1,n4) = n2
% 212.25/26.86 & t(n5,n2,n0,n1,n5) = n2
% 212.25/26.86 & t(n5,n2,n0,n2,n0) = n2
% 212.25/26.86 & t(n5,n2,n0,n2,n1) = n2
% 212.25/26.86 & t(n5,n2,n0,n2,n2) = n2
% 212.25/26.86 & t(n5,n2,n0,n2,n3) = n2
% 212.25/26.86 & t(n5,n2,n0,n2,n4) = n2
% 212.25/26.86 & t(n5,n2,n0,n2,n5) = n2
% 212.25/26.86 & t(n5,n2,n0,n3,n0) = n2
% 212.25/26.86 & t(n5,n2,n0,n3,n1) = n2
% 212.25/26.86 & t(n5,n2,n0,n3,n2) = n2
% 212.25/26.86 & t(n5,n2,n0,n3,n3) = n3
% 212.25/26.86 & t(n5,n2,n0,n3,n4) = n2
% 212.25/26.86 & t(n5,n2,n0,n3,n5) = n2
% 212.25/26.86 & t(n5,n2,n0,n4,n0) = n2
% 212.25/26.86 & t(n5,n2,n0,n4,n1) = n2
% 212.25/26.86 & t(n5,n2,n0,n4,n2) = n2
% 212.25/26.86 & t(n5,n2,n0,n4,n3) = n2
% 212.25/26.86 & t(n5,n2,n0,n4,n4) = n2
% 212.25/26.86 & t(n5,n2,n0,n4,n5) = n2
% 212.25/26.86 & t(n5,n2,n0,n5,n0) = n2
% 212.25/26.86 & t(n5,n2,n0,n5,n1) = n2
% 212.25/26.86 & t(n5,n2,n0,n5,n2) = n2
% 212.25/26.86 & t(n5,n2,n0,n5,n3) = n2
% 212.25/26.86 & t(n5,n2,n0,n5,n4) = n2
% 212.25/26.86 & t(n5,n2,n0,n5,n5) = n2
% 212.25/26.86 & t(n5,n2,n1,n0,n0) = n2
% 212.25/26.86 & t(n5,n2,n1,n0,n1) = n2
% 212.25/26.86 & t(n5,n2,n1,n0,n2) = n2
% 212.25/26.86 & t(n5,n2,n1,n0,n3) = n2
% 212.25/26.86 & t(n5,n2,n1,n0,n4) = n2
% 212.25/26.86 & t(n5,n2,n1,n0,n5) = n2
% 212.25/26.86 & t(n5,n2,n1,n1,n0) = n2
% 212.25/26.86 & t(n5,n2,n1,n1,n1) = n1
% 212.25/26.86 & t(n5,n2,n1,n1,n2) = n2
% 212.25/26.86 & t(n5,n2,n1,n1,n3) = n2
% 212.25/26.86 & t(n5,n2,n1,n1,n4) = n2
% 212.25/26.86 & t(n5,n2,n1,n1,n5) = n2
% 212.25/26.86 & t(n5,n2,n1,n2,n0) = n2
% 212.25/26.86 & t(n5,n2,n1,n2,n1) = n2
% 212.25/26.86 & t(n5,n2,n1,n2,n2) = n2
% 212.25/26.86 & t(n5,n2,n1,n2,n3) = n2
% 212.25/26.86 & t(n5,n2,n1,n2,n4) = n2
% 212.25/26.86 & t(n5,n2,n1,n2,n5) = n2
% 212.25/26.86 & t(n5,n2,n1,n3,n0) = n2
% 212.25/26.86 & t(n5,n2,n1,n3,n1) = n2
% 212.25/26.86 & t(n5,n2,n1,n3,n2) = n2
% 212.25/26.86 & t(n5,n2,n1,n3,n3) = n3
% 212.25/26.86 & t(n5,n2,n1,n3,n4) = n2
% 212.25/26.86 & t(n5,n2,n1,n3,n5) = n2
% 212.25/26.86 & t(n5,n2,n1,n4,n0) = n2
% 212.25/26.86 & t(n5,n2,n1,n4,n1) = n2
% 212.25/26.86 & t(n5,n2,n1,n4,n2) = n2
% 212.25/26.86 & t(n5,n2,n1,n4,n3) = n2
% 212.25/26.86 & t(n5,n2,n1,n4,n4) = n2
% 212.25/26.86 & t(n5,n2,n1,n4,n5) = n2
% 212.25/26.86 & t(n5,n2,n1,n5,n0) = n2
% 212.25/26.86 & t(n5,n2,n1,n5,n1) = n2
% 212.25/26.86 & t(n5,n2,n1,n5,n2) = n2
% 212.25/26.86 & t(n5,n2,n1,n5,n3) = n2
% 212.25/26.86 & t(n5,n2,n1,n5,n4) = n2
% 212.25/26.86 & t(n5,n2,n1,n5,n5) = n2
% 212.25/26.86 & t(n5,n2,n2,n0,n0) = n2
% 212.25/26.86 & t(n5,n2,n2,n0,n1) = n2
% 212.25/26.86 & t(n5,n2,n2,n0,n2) = n2
% 212.25/26.86 & t(n5,n2,n2,n0,n3) = n2
% 212.25/26.86 & t(n5,n2,n2,n0,n4) = n2
% 212.25/26.86 & t(n5,n2,n2,n0,n5) = n2
% 212.25/26.86 & t(n5,n2,n2,n1,n0) = n2
% 212.25/26.86 & t(n5,n2,n2,n1,n1) = n2
% 212.25/26.86 & t(n5,n2,n2,n1,n2) = n2
% 212.25/26.86 & t(n5,n2,n2,n1,n3) = n2
% 212.25/26.86 & t(n5,n2,n2,n1,n4) = n2
% 212.25/26.86 & t(n5,n2,n2,n1,n5) = n2
% 212.25/26.86 & t(n5,n2,n2,n2,n0) = n2
% 212.25/26.86 & t(n5,n2,n2,n2,n1) = n2
% 212.25/26.86 & t(n5,n2,n2,n2,n2) = n2
% 212.25/26.86 & t(n5,n2,n2,n2,n3) = n2
% 212.25/26.86 & t(n5,n2,n2,n2,n4) = n2
% 212.25/26.86 & t(n5,n2,n2,n2,n5) = n2
% 212.25/26.86 & t(n5,n2,n2,n3,n0) = n2
% 212.25/26.86 & t(n5,n2,n2,n3,n1) = n2
% 212.25/26.86 & t(n5,n2,n2,n3,n2) = n2
% 212.25/26.86 & t(n5,n2,n2,n3,n3) = n2
% 212.25/26.86 & t(n5,n2,n2,n3,n4) = n2
% 212.25/26.86 & t(n5,n2,n2,n3,n5) = n2
% 212.25/26.86 & t(n5,n2,n2,n4,n0) = n2
% 212.25/26.86 & t(n5,n2,n2,n4,n1) = n2
% 212.25/26.86 & t(n5,n2,n2,n4,n2) = n2
% 212.25/26.86 & t(n5,n2,n2,n4,n3) = n2
% 212.25/26.86 & t(n5,n2,n2,n4,n4) = n2
% 212.25/26.86 & t(n5,n2,n2,n4,n5) = n2
% 212.25/26.86 & t(n5,n2,n2,n5,n0) = n2
% 212.25/26.86 & t(n5,n2,n2,n5,n1) = n2
% 212.25/26.86 & t(n5,n2,n2,n5,n2) = n2
% 212.25/26.86 & t(n5,n2,n2,n5,n3) = n2
% 212.25/26.86 & t(n5,n2,n2,n5,n4) = n2
% 212.25/26.86 & t(n5,n2,n2,n5,n5) = n2
% 212.25/26.86 & t(n5,n2,n3,n0,n0) = n2
% 212.25/26.86 & t(n5,n2,n3,n0,n1) = n2
% 212.25/26.86 & t(n5,n2,n3,n0,n2) = n2
% 212.25/26.86 & t(n5,n2,n3,n0,n3) = n2
% 212.25/26.86 & t(n5,n2,n3,n0,n4) = n2
% 212.25/26.86 & t(n5,n2,n3,n0,n5) = n2
% 212.25/26.86 & t(n5,n2,n3,n1,n0) = n2
% 212.25/26.86 & t(n5,n2,n3,n1,n1) = n2
% 212.25/26.86 & t(n5,n2,n3,n1,n2) = n2
% 212.25/26.86 & t(n5,n2,n3,n1,n3) = n3
% 212.25/26.86 & t(n5,n2,n3,n1,n4) = n2
% 212.25/26.86 & t(n5,n2,n3,n1,n5) = n2
% 212.25/26.86 & t(n5,n2,n3,n2,n0) = n2
% 212.25/26.86 & t(n5,n2,n3,n2,n1) = n2
% 212.25/26.86 & t(n5,n2,n3,n2,n2) = n2
% 212.25/26.86 & t(n5,n2,n3,n2,n3) = n2
% 212.25/26.86 & t(n5,n2,n3,n2,n4) = n2
% 212.25/26.86 & t(n5,n2,n3,n2,n5) = n2
% 212.25/26.86 & t(n5,n2,n3,n3,n0) = n3
% 212.25/26.86 & t(n5,n2,n3,n3,n1) = n3
% 212.25/26.86 & t(n5,n2,n3,n3,n2) = n2
% 212.25/26.86 & t(n5,n2,n3,n3,n3) = n3
% 212.25/26.86 & t(n5,n2,n3,n3,n4) = n2
% 212.25/26.86 & t(n5,n2,n3,n3,n5) = n2
% 212.25/26.86 & t(n5,n2,n3,n4,n0) = n2
% 212.25/26.86 & t(n5,n2,n3,n4,n1) = n2
% 212.25/26.86 & t(n5,n2,n3,n4,n2) = n2
% 212.25/26.86 & t(n5,n2,n3,n4,n3) = n2
% 212.25/26.86 & t(n5,n2,n3,n4,n4) = n2
% 212.25/26.86 & t(n5,n2,n3,n4,n5) = n2
% 212.25/26.86 & t(n5,n2,n3,n5,n0) = n2
% 212.25/26.86 & t(n5,n2,n3,n5,n1) = n2
% 212.25/26.86 & t(n5,n2,n3,n5,n2) = n2
% 212.25/26.86 & t(n5,n2,n3,n5,n3) = n2
% 212.25/26.86 & t(n5,n2,n3,n5,n4) = n2
% 212.25/26.86 & t(n5,n2,n3,n5,n5) = n2
% 212.25/26.86 & t(n5,n2,n4,n0,n0) = n2
% 212.25/26.86 & t(n5,n2,n4,n0,n1) = n2
% 212.25/26.86 & t(n5,n2,n4,n0,n2) = n2
% 212.25/26.86 & t(n5,n2,n4,n0,n3) = n2
% 212.25/26.86 & t(n5,n2,n4,n0,n4) = n2
% 212.25/26.86 & t(n5,n2,n4,n0,n5) = n2
% 212.25/26.86 & t(n5,n2,n4,n1,n0) = n2
% 212.25/26.86 & t(n5,n2,n4,n1,n1) = n2
% 212.25/26.86 & t(n5,n2,n4,n1,n2) = n2
% 212.25/26.86 & t(n5,n2,n4,n1,n3) = n2
% 212.25/26.86 & t(n5,n2,n4,n1,n4) = n2
% 212.25/26.86 & t(n5,n2,n4,n1,n5) = n2
% 212.25/26.86 & t(n5,n2,n4,n2,n0) = n2
% 212.25/26.86 & t(n5,n2,n4,n2,n1) = n2
% 212.25/26.86 & t(n5,n2,n4,n2,n2) = n2
% 212.25/26.86 & t(n5,n2,n4,n2,n3) = n2
% 212.25/26.86 & t(n5,n2,n4,n2,n4) = n2
% 212.25/26.86 & t(n5,n2,n4,n2,n5) = n2
% 212.25/26.86 & t(n5,n2,n4,n3,n0) = n2
% 212.25/26.86 & t(n5,n2,n4,n3,n1) = n2
% 212.25/26.86 & t(n5,n2,n4,n3,n2) = n2
% 212.25/26.86 & t(n5,n2,n4,n3,n3) = n2
% 212.25/26.86 & t(n5,n2,n4,n3,n4) = n2
% 212.25/26.86 & t(n5,n2,n4,n3,n5) = n2
% 212.25/26.86 & t(n5,n2,n4,n4,n0) = n2
% 212.25/26.86 & t(n5,n2,n4,n4,n1) = n2
% 212.25/26.86 & t(n5,n2,n4,n4,n2) = n2
% 212.25/26.86 & t(n5,n2,n4,n4,n3) = n2
% 212.25/26.86 & t(n5,n2,n4,n4,n4) = n2
% 212.25/26.86 & t(n5,n2,n4,n4,n5) = n4
% 212.25/26.86 & t(n5,n2,n4,n5,n0) = n2
% 212.25/26.86 & t(n5,n2,n4,n5,n1) = n2
% 212.25/26.86 & t(n5,n2,n4,n5,n2) = n2
% 212.25/26.86 & t(n5,n2,n4,n5,n3) = n2
% 212.25/26.86 & t(n5,n2,n4,n5,n4) = n4
% 212.25/26.86 & t(n5,n2,n4,n5,n5) = n2
% 212.25/26.86 & t(n5,n2,n5,n0,n0) = n2
% 212.25/26.86 & t(n5,n2,n5,n0,n1) = n2
% 212.25/26.86 & t(n5,n2,n5,n0,n2) = n2
% 212.25/26.86 & t(n5,n2,n5,n0,n3) = n2
% 212.25/26.86 & t(n5,n2,n5,n0,n4) = n2
% 212.25/26.86 & t(n5,n2,n5,n0,n5) = n2
% 212.25/26.86 & t(n5,n2,n5,n1,n0) = n2
% 212.25/26.86 & t(n5,n2,n5,n1,n1) = n2
% 212.25/26.86 & t(n5,n2,n5,n1,n2) = n2
% 212.25/26.86 & t(n5,n2,n5,n1,n3) = n2
% 212.25/26.86 & t(n5,n2,n5,n1,n4) = n2
% 212.25/26.86 & t(n5,n2,n5,n1,n5) = n2
% 212.25/26.86 & t(n5,n2,n5,n2,n0) = n2
% 212.25/26.86 & t(n5,n2,n5,n2,n1) = n2
% 212.25/26.86 & t(n5,n2,n5,n2,n2) = n2
% 212.25/26.86 & t(n5,n2,n5,n2,n3) = n2
% 212.25/26.86 & t(n5,n2,n5,n2,n4) = n2
% 212.25/26.86 & t(n5,n2,n5,n2,n5) = n2
% 212.25/26.86 & t(n5,n2,n5,n3,n0) = n2
% 212.25/26.86 & t(n5,n2,n5,n3,n1) = n2
% 212.25/26.86 & t(n5,n2,n5,n3,n2) = n2
% 212.25/26.86 & t(n5,n2,n5,n3,n3) = n2
% 212.25/26.86 & t(n5,n2,n5,n3,n4) = n2
% 212.25/26.86 & t(n5,n2,n5,n3,n5) = n2
% 212.25/26.86 & t(n5,n2,n5,n4,n0) = n2
% 212.25/26.86 & t(n5,n2,n5,n4,n1) = n2
% 212.25/26.86 & t(n5,n2,n5,n4,n2) = n2
% 212.25/26.86 & t(n5,n2,n5,n4,n3) = n2
% 212.25/26.86 & t(n5,n2,n5,n4,n4) = n2
% 212.25/26.86 & t(n5,n2,n5,n4,n5) = n4
% 212.25/26.86 & t(n5,n2,n5,n5,n0) = n2
% 212.25/26.86 & t(n5,n2,n5,n5,n1) = n2
% 212.25/26.86 & t(n5,n2,n5,n5,n2) = n2
% 212.25/26.86 & t(n5,n2,n5,n5,n3) = n2
% 212.25/26.86 & t(n5,n2,n5,n5,n4) = n4
% 212.25/26.86 & t(n5,n2,n5,n5,n5) = n5
% 212.25/26.86 & t(n5,n3,n0,n0,n0) = n2
% 212.25/26.86 & t(n5,n3,n0,n0,n1) = n2
% 212.25/26.86 & t(n5,n3,n0,n0,n2) = n2
% 212.25/26.86 & t(n5,n3,n0,n0,n3) = n3
% 212.25/26.86 & t(n5,n3,n0,n0,n4) = n2
% 212.25/26.86 & t(n5,n3,n0,n0,n5) = n2
% 212.25/26.86 & t(n5,n3,n0,n1,n0) = n3
% 212.25/26.86 & t(n5,n3,n0,n1,n1) = n2
% 212.25/26.86 & t(n5,n3,n0,n1,n2) = n2
% 212.25/26.86 & t(n5,n3,n0,n1,n3) = n3
% 212.25/26.86 & t(n5,n3,n0,n1,n4) = n2
% 212.25/26.86 & t(n5,n3,n0,n1,n5) = n2
% 212.25/26.86 & t(n5,n3,n0,n2,n0) = n2
% 212.25/26.86 & t(n5,n3,n0,n2,n1) = n2
% 212.25/26.86 & t(n5,n3,n0,n2,n2) = n2
% 212.25/26.86 & t(n5,n3,n0,n2,n3) = n3
% 212.25/26.86 & t(n5,n3,n0,n2,n4) = n2
% 212.25/26.86 & t(n5,n3,n0,n2,n5) = n2
% 212.25/26.86 & t(n5,n3,n0,n3,n0) = n3
% 212.25/26.86 & t(n5,n3,n0,n3,n1) = n3
% 212.25/26.86 & t(n5,n3,n0,n3,n2) = n2
% 212.25/26.86 & t(n5,n3,n0,n3,n3) = n3
% 212.25/26.86 & t(n5,n3,n0,n3,n4) = n2
% 212.25/26.86 & t(n5,n3,n0,n3,n5) = n2
% 212.25/26.86 & t(n5,n3,n0,n4,n0) = n2
% 212.25/26.86 & t(n5,n3,n0,n4,n1) = n2
% 212.25/26.86 & t(n5,n3,n0,n4,n2) = n2
% 212.25/26.86 & t(n5,n3,n0,n4,n3) = n3
% 212.25/26.86 & t(n5,n3,n0,n4,n4) = n2
% 212.25/26.86 & t(n5,n3,n0,n4,n5) = n2
% 212.25/26.86 & t(n5,n3,n0,n5,n0) = n2
% 212.25/26.86 & t(n5,n3,n0,n5,n1) = n2
% 212.25/26.86 & t(n5,n3,n0,n5,n2) = n2
% 212.25/26.86 & t(n5,n3,n0,n5,n3) = n2
% 212.25/26.86 & t(n5,n3,n0,n5,n4) = n2
% 212.25/26.86 & t(n5,n3,n0,n5,n5) = n2
% 212.25/26.86 & t(n5,n3,n1,n0,n0) = n2
% 212.25/26.86 & t(n5,n3,n1,n0,n1) = n2
% 212.25/26.86 & t(n5,n3,n1,n0,n2) = n2
% 212.25/26.86 & t(n5,n3,n1,n0,n3) = n3
% 212.25/26.86 & t(n5,n3,n1,n0,n4) = n2
% 212.25/26.86 & t(n5,n3,n1,n0,n5) = n2
% 212.25/26.86 & t(n5,n3,n1,n1,n0) = n2
% 212.25/26.86 & t(n5,n3,n1,n1,n1) = n1
% 212.25/26.86 & t(n5,n3,n1,n1,n2) = n2
% 212.25/26.86 & t(n5,n3,n1,n1,n3) = n3
% 212.25/26.86 & t(n5,n3,n1,n1,n4) = n2
% 212.25/26.86 & t(n5,n3,n1,n1,n5) = n2
% 212.25/26.86 & t(n5,n3,n1,n2,n0) = n2
% 212.25/26.86 & t(n5,n3,n1,n2,n1) = n2
% 212.25/26.86 & t(n5,n3,n1,n2,n2) = n2
% 212.25/26.86 & t(n5,n3,n1,n2,n3) = n3
% 212.25/26.86 & t(n5,n3,n1,n2,n4) = n2
% 212.25/26.86 & t(n5,n3,n1,n2,n5) = n2
% 212.25/26.86 & t(n5,n3,n1,n3,n0) = n3
% 212.25/26.86 & t(n5,n3,n1,n3,n1) = n3
% 212.25/26.86 & t(n5,n3,n1,n3,n2) = n3
% 212.25/26.86 & t(n5,n3,n1,n3,n3) = n3
% 212.25/26.86 & t(n5,n3,n1,n3,n4) = n3
% 212.25/26.86 & t(n5,n3,n1,n3,n5) = n2
% 212.25/26.86 & t(n5,n3,n1,n4,n0) = n2
% 212.25/26.86 & t(n5,n3,n1,n4,n1) = n2
% 212.25/26.86 & t(n5,n3,n1,n4,n2) = n2
% 212.25/26.86 & t(n5,n3,n1,n4,n3) = n2
% 212.25/26.86 & t(n5,n3,n1,n4,n4) = n2
% 212.25/26.86 & t(n5,n3,n1,n4,n5) = n2
% 212.25/26.86 & t(n5,n3,n1,n5,n0) = n2
% 212.25/26.86 & t(n5,n3,n1,n5,n1) = n2
% 212.25/26.86 & t(n5,n3,n1,n5,n2) = n2
% 212.25/26.86 & t(n5,n3,n1,n5,n3) = n2
% 212.25/26.86 & t(n5,n3,n1,n5,n4) = n2
% 212.25/26.86 & t(n5,n3,n1,n5,n5) = n2
% 212.25/26.86 & t(n5,n3,n2,n0,n0) = n2
% 212.25/26.86 & t(n5,n3,n2,n0,n1) = n2
% 212.25/26.86 & t(n5,n3,n2,n0,n2) = n2
% 212.25/26.86 & t(n5,n3,n2,n0,n3) = n3
% 212.25/26.86 & t(n5,n3,n2,n0,n4) = n2
% 212.25/26.86 & t(n5,n3,n2,n0,n5) = n2
% 212.25/26.86 & t(n5,n3,n2,n1,n0) = n2
% 212.25/26.86 & t(n5,n3,n2,n1,n1) = n2
% 212.25/26.86 & t(n5,n3,n2,n1,n2) = n2
% 212.25/26.86 & t(n5,n3,n2,n1,n3) = n3
% 212.25/26.86 & t(n5,n3,n2,n1,n4) = n2
% 212.25/26.86 & t(n5,n3,n2,n1,n5) = n2
% 212.25/26.86 & t(n5,n3,n2,n2,n0) = n2
% 212.25/26.86 & t(n5,n3,n2,n2,n1) = n2
% 212.25/26.86 & t(n5,n3,n2,n2,n2) = n2
% 212.25/26.86 & t(n5,n3,n2,n2,n3) = n2
% 212.25/26.86 & t(n5,n3,n2,n2,n4) = n2
% 212.25/26.86 & t(n5,n3,n2,n2,n5) = n2
% 212.25/26.86 & t(n5,n3,n2,n3,n0) = n3
% 212.25/26.86 & t(n5,n3,n2,n3,n1) = n2
% 212.25/26.86 & t(n5,n3,n2,n3,n2) = n2
% 212.25/26.86 & t(n5,n3,n2,n3,n3) = n3
% 212.25/26.86 & t(n5,n3,n2,n3,n4) = n2
% 212.25/26.86 & t(n5,n3,n2,n3,n5) = n2
% 212.25/26.86 & t(n5,n3,n2,n4,n0) = n2
% 212.25/26.86 & t(n5,n3,n2,n4,n1) = n2
% 212.25/26.86 & t(n5,n3,n2,n4,n2) = n2
% 212.25/26.86 & t(n5,n3,n2,n4,n3) = n2
% 212.25/26.86 & t(n5,n3,n2,n4,n4) = n2
% 212.25/26.86 & t(n5,n3,n2,n4,n5) = n2
% 212.25/26.86 & t(n5,n3,n2,n5,n0) = n2
% 212.25/26.86 & t(n5,n3,n2,n5,n1) = n2
% 212.25/26.86 & t(n5,n3,n2,n5,n2) = n2
% 212.25/26.86 & t(n5,n3,n2,n5,n3) = n2
% 212.25/26.87 & t(n5,n3,n2,n5,n4) = n2
% 212.25/26.87 & t(n5,n3,n2,n5,n5) = n2
% 212.25/26.87 & t(n5,n3,n3,n0,n0) = n3
% 212.25/26.87 & t(n5,n3,n3,n0,n1) = n3
% 212.25/26.87 & t(n5,n3,n3,n0,n2) = n2
% 212.25/26.87 & t(n5,n3,n3,n0,n3) = n3
% 212.25/26.87 & t(n5,n3,n3,n0,n4) = n2
% 212.25/26.87 & t(n5,n3,n3,n0,n5) = n2
% 212.25/26.87 & t(n5,n3,n3,n1,n0) = n3
% 212.25/26.87 & t(n5,n3,n3,n1,n1) = n3
% 212.25/26.87 & t(n5,n3,n3,n1,n2) = n3
% 212.25/26.87 & t(n5,n3,n3,n1,n3) = n3
% 212.25/26.87 & t(n5,n3,n3,n1,n4) = n2
% 212.25/26.87 & t(n5,n3,n3,n1,n5) = n2
% 212.25/26.87 & t(n5,n3,n3,n2,n0) = n3
% 212.25/26.87 & t(n5,n3,n3,n2,n1) = n3
% 212.25/26.87 & t(n5,n3,n3,n2,n2) = n2
% 212.25/26.87 & t(n5,n3,n3,n2,n3) = n3
% 212.25/26.87 & t(n5,n3,n3,n2,n4) = n2
% 212.25/26.87 & t(n5,n3,n3,n2,n5) = n2
% 212.25/26.87 & t(n5,n3,n3,n3,n0) = n3
% 212.25/26.87 & t(n5,n3,n3,n3,n1) = n3
% 212.25/26.87 & t(n5,n3,n3,n3,n2) = n3
% 212.25/26.87 & t(n5,n3,n3,n3,n3) = n3
% 212.25/26.87 & t(n5,n3,n3,n3,n4) = n3
% 212.25/26.87 & t(n5,n3,n3,n3,n5) = n3
% 212.25/26.87 & t(n5,n3,n3,n4,n0) = n2
% 212.25/26.87 & t(n5,n3,n3,n4,n1) = n2
% 212.25/26.87 & t(n5,n3,n3,n4,n2) = n2
% 212.25/26.87 & t(n5,n3,n3,n4,n3) = n3
% 212.25/26.87 & t(n5,n3,n3,n4,n4) = n2
% 212.25/26.87 & t(n5,n3,n3,n4,n5) = n2
% 212.25/26.87 & t(n5,n3,n3,n5,n0) = n2
% 212.25/26.87 & t(n5,n3,n3,n5,n1) = n2
% 212.25/26.87 & t(n5,n3,n3,n5,n2) = n2
% 212.25/26.87 & t(n5,n3,n3,n5,n3) = n3
% 212.25/26.87 & t(n5,n3,n3,n5,n4) = n2
% 212.25/26.87 & t(n5,n3,n3,n5,n5) = n2
% 212.25/26.87 & t(n5,n3,n4,n0,n0) = n2
% 212.25/26.87 & t(n5,n3,n4,n0,n1) = n2
% 212.25/26.87 & t(n5,n3,n4,n0,n2) = n2
% 212.25/26.87 & t(n5,n3,n4,n0,n3) = n3
% 212.25/26.87 & t(n5,n3,n4,n0,n4) = n2
% 212.25/26.87 & t(n5,n3,n4,n0,n5) = n2
% 212.25/26.87 & t(n5,n3,n4,n1,n0) = n2
% 212.25/26.87 & t(n5,n3,n4,n1,n1) = n2
% 212.25/26.87 & t(n5,n3,n4,n1,n2) = n2
% 212.25/26.87 & t(n5,n3,n4,n1,n3) = n2
% 212.25/26.87 & t(n5,n3,n4,n1,n4) = n2
% 212.25/26.87 & t(n5,n3,n4,n1,n5) = n2
% 212.25/26.87 & t(n5,n3,n4,n2,n0) = n2
% 212.25/26.87 & t(n5,n3,n4,n2,n1) = n2
% 212.25/26.87 & t(n5,n3,n4,n2,n2) = n2
% 212.25/26.87 & t(n5,n3,n4,n2,n3) = n2
% 212.25/26.87 & t(n5,n3,n4,n2,n4) = n2
% 212.25/26.87 & t(n5,n3,n4,n2,n5) = n2
% 212.25/26.87 & t(n5,n3,n4,n3,n0) = n2
% 212.25/26.87 & t(n5,n3,n4,n3,n1) = n3
% 212.25/26.87 & t(n5,n3,n4,n3,n2) = n2
% 212.25/26.87 & t(n5,n3,n4,n3,n3) = n3
% 212.25/26.87 & t(n5,n3,n4,n3,n4) = n2
% 212.25/26.87 & t(n5,n3,n4,n3,n5) = n2
% 212.25/26.87 & t(n5,n3,n4,n4,n0) = n2
% 212.25/26.87 & t(n5,n3,n4,n4,n1) = n2
% 212.25/26.87 & t(n5,n3,n4,n4,n2) = n2
% 212.25/26.87 & t(n5,n3,n4,n4,n3) = n2
% 212.25/26.87 & t(n5,n3,n4,n4,n4) = n2
% 212.25/26.87 & t(n5,n3,n4,n4,n5) = n4
% 212.25/26.87 & t(n5,n3,n4,n5,n0) = n2
% 212.25/26.87 & t(n5,n3,n4,n5,n1) = n2
% 212.25/26.87 & t(n5,n3,n4,n5,n2) = n2
% 212.25/26.87 & t(n5,n3,n4,n5,n3) = n2
% 212.25/26.87 & t(n5,n3,n4,n5,n4) = n2
% 212.25/26.87 & t(n5,n3,n4,n5,n5) = n2
% 212.25/26.87 & t(n5,n3,n5,n0,n0) = n2
% 212.25/26.87 & t(n5,n3,n5,n0,n1) = n2
% 212.25/26.87 & t(n5,n3,n5,n0,n2) = n2
% 212.25/26.87 & t(n5,n3,n5,n0,n3) = n2
% 212.25/26.87 & t(n5,n3,n5,n0,n4) = n2
% 212.25/26.87 & t(n5,n3,n5,n0,n5) = n2
% 212.25/26.87 & t(n5,n3,n5,n1,n0) = n2
% 212.25/26.87 & t(n5,n3,n5,n1,n1) = n2
% 212.25/26.87 & t(n5,n3,n5,n1,n2) = n2
% 212.25/26.87 & t(n5,n3,n5,n1,n3) = n2
% 212.25/26.87 & t(n5,n3,n5,n1,n4) = n2
% 212.25/26.87 & t(n5,n3,n5,n1,n5) = n2
% 212.25/26.87 & t(n5,n3,n5,n2,n0) = n2
% 212.25/26.87 & t(n5,n3,n5,n2,n1) = n2
% 212.25/26.87 & t(n5,n3,n5,n2,n2) = n2
% 212.25/26.87 & t(n5,n3,n5,n2,n3) = n2
% 212.25/26.87 & t(n5,n3,n5,n2,n4) = n2
% 212.25/26.87 & t(n5,n3,n5,n2,n5) = n2
% 212.25/26.87 & t(n5,n3,n5,n3,n0) = n2
% 212.25/26.87 & t(n5,n3,n5,n3,n1) = n2
% 212.25/26.87 & t(n5,n3,n5,n3,n2) = n2
% 212.25/26.87 & t(n5,n3,n5,n3,n3) = n3
% 212.25/26.87 & t(n5,n3,n5,n3,n4) = n2
% 212.25/26.87 & t(n5,n3,n5,n3,n5) = n2
% 212.25/26.87 & t(n5,n3,n5,n4,n0) = n2
% 212.25/26.87 & t(n5,n3,n5,n4,n1) = n2
% 212.25/26.87 & t(n5,n3,n5,n4,n2) = n2
% 212.25/26.87 & t(n5,n3,n5,n4,n3) = n2
% 212.25/26.87 & t(n5,n3,n5,n4,n4) = n4
% 212.25/26.87 & t(n5,n3,n5,n4,n5) = n4
% 212.25/26.87 & t(n5,n3,n5,n5,n0) = n2
% 212.25/26.87 & t(n5,n3,n5,n5,n1) = n2
% 212.25/26.87 & t(n5,n3,n5,n5,n2) = n2
% 212.25/26.87 & t(n5,n3,n5,n5,n3) = n2
% 212.25/26.87 & t(n5,n3,n5,n5,n4) = n2
% 212.25/26.87 & t(n5,n3,n5,n5,n5) = n5
% 212.25/26.87 & t(n5,n4,n0,n0,n0) = n2
% 212.25/26.87 & t(n5,n4,n0,n0,n1) = n2
% 212.25/26.87 & t(n5,n4,n0,n0,n2) = n2
% 212.25/26.87 & t(n5,n4,n0,n0,n3) = n2
% 212.25/26.87 & t(n5,n4,n0,n0,n4) = n2
% 212.25/26.87 & t(n5,n4,n0,n0,n5) = n2
% 212.25/26.87 & t(n5,n4,n0,n1,n0) = n2
% 212.25/26.87 & t(n5,n4,n0,n1,n1) = n2
% 212.25/26.87 & t(n5,n4,n0,n1,n2) = n2
% 212.25/26.87 & t(n5,n4,n0,n1,n3) = n3
% 212.25/26.87 & t(n5,n4,n0,n1,n4) = n2
% 212.25/26.87 & t(n5,n4,n0,n1,n5) = n2
% 212.25/26.87 & t(n5,n4,n0,n2,n0) = n2
% 212.25/26.87 & t(n5,n4,n0,n2,n1) = n2
% 212.25/26.87 & t(n5,n4,n0,n2,n2) = n2
% 212.25/26.87 & t(n5,n4,n0,n2,n3) = n2
% 212.25/26.87 & t(n5,n4,n0,n2,n4) = n2
% 212.25/26.87 & t(n5,n4,n0,n2,n5) = n2
% 212.25/26.87 & t(n5,n4,n0,n3,n0) = n2
% 212.25/26.87 & t(n5,n4,n0,n3,n1) = n2
% 212.25/26.87 & t(n5,n4,n0,n3,n2) = n2
% 212.25/26.87 & t(n5,n4,n0,n3,n3) = n2
% 212.25/26.87 & t(n5,n4,n0,n3,n4) = n2
% 212.25/26.87 & t(n5,n4,n0,n3,n5) = n2
% 212.25/26.87 & t(n5,n4,n0,n4,n0) = n2
% 212.25/26.87 & t(n5,n4,n0,n4,n1) = n2
% 212.25/26.87 & t(n5,n4,n0,n4,n2) = n2
% 212.25/26.87 & t(n5,n4,n0,n4,n3) = n2
% 212.25/26.87 & t(n5,n4,n0,n4,n4) = n2
% 212.25/26.87 & t(n5,n4,n0,n4,n5) = n2
% 212.25/26.87 & t(n5,n4,n0,n5,n0) = n2
% 212.25/26.87 & t(n5,n4,n0,n5,n1) = n2
% 212.25/26.87 & t(n5,n4,n0,n5,n2) = n2
% 212.25/26.87 & t(n5,n4,n0,n5,n3) = n2
% 212.25/26.87 & t(n5,n4,n0,n5,n4) = n2
% 212.25/26.87 & t(n5,n4,n0,n5,n5) = n4
% 212.25/26.87 & t(n5,n4,n1,n0,n0) = n2
% 212.25/26.87 & t(n5,n4,n1,n0,n1) = n2
% 212.25/26.87 & t(n5,n4,n1,n0,n2) = n2
% 212.25/26.87 & t(n5,n4,n1,n0,n3) = n2
% 212.25/26.87 & t(n5,n4,n1,n0,n4) = n2
% 212.25/26.87 & t(n5,n4,n1,n0,n5) = n2
% 212.25/26.87 & t(n5,n4,n1,n1,n0) = n2
% 212.25/26.87 & t(n5,n4,n1,n1,n1) = n1
% 212.25/26.87 & t(n5,n4,n1,n1,n2) = n2
% 212.25/26.87 & t(n5,n4,n1,n1,n3) = n2
% 212.25/26.87 & t(n5,n4,n1,n1,n4) = n2
% 212.25/26.87 & t(n5,n4,n1,n1,n5) = n2
% 212.25/26.87 & t(n5,n4,n1,n2,n0) = n2
% 212.25/26.87 & t(n5,n4,n1,n2,n1) = n2
% 212.25/26.87 & t(n5,n4,n1,n2,n2) = n2
% 212.25/26.87 & t(n5,n4,n1,n2,n3) = n2
% 212.25/26.87 & t(n5,n4,n1,n2,n4) = n2
% 212.25/26.87 & t(n5,n4,n1,n2,n5) = n2
% 212.25/26.87 & t(n5,n4,n1,n3,n0) = n2
% 212.25/26.87 & t(n5,n4,n1,n3,n1) = n2
% 212.25/26.87 & t(n5,n4,n1,n3,n2) = n2
% 212.25/26.87 & t(n5,n4,n1,n3,n3) = n2
% 212.25/26.87 & t(n5,n4,n1,n3,n4) = n2
% 212.25/26.87 & t(n5,n4,n1,n3,n5) = n2
% 212.25/26.87 & t(n5,n4,n1,n4,n0) = n2
% 212.25/26.87 & t(n5,n4,n1,n4,n1) = n2
% 212.25/26.87 & t(n5,n4,n1,n4,n2) = n2
% 212.25/26.87 & t(n5,n4,n1,n4,n3) = n2
% 212.25/26.87 & t(n5,n4,n1,n4,n4) = n4
% 212.25/26.87 & t(n5,n4,n1,n4,n5) = n4
% 212.25/26.87 & t(n5,n4,n1,n5,n0) = n2
% 212.25/26.87 & t(n5,n4,n1,n5,n1) = n2
% 212.25/26.87 & t(n5,n4,n1,n5,n2) = n2
% 212.25/26.87 & t(n5,n4,n1,n5,n3) = n2
% 212.25/26.87 & t(n5,n4,n1,n5,n4) = n2
% 212.25/26.87 & t(n5,n4,n1,n5,n5) = n2
% 212.25/26.87 & t(n5,n4,n2,n0,n0) = n2
% 212.25/26.87 & t(n5,n4,n2,n0,n1) = n2
% 212.25/26.87 & t(n5,n4,n2,n0,n2) = n2
% 212.25/26.87 & t(n5,n4,n2,n0,n3) = n2
% 212.25/26.87 & t(n5,n4,n2,n0,n4) = n2
% 212.25/26.87 & t(n5,n4,n2,n0,n5) = n2
% 212.25/26.87 & t(n5,n4,n2,n1,n0) = n2
% 212.25/26.87 & t(n5,n4,n2,n1,n1) = n2
% 212.25/26.87 & t(n5,n4,n2,n1,n2) = n2
% 212.25/26.87 & t(n5,n4,n2,n1,n3) = n2
% 212.25/26.87 & t(n5,n4,n2,n1,n4) = n2
% 212.25/26.87 & t(n5,n4,n2,n1,n5) = n2
% 212.25/26.87 & t(n5,n4,n2,n2,n0) = n2
% 212.25/26.87 & t(n5,n4,n2,n2,n1) = n2
% 212.25/26.87 & t(n5,n4,n2,n2,n2) = n2
% 212.25/26.87 & t(n5,n4,n2,n2,n3) = n2
% 212.25/26.87 & t(n5,n4,n2,n2,n4) = n2
% 212.25/26.87 & t(n5,n4,n2,n2,n5) = n2
% 212.25/26.87 & t(n5,n4,n2,n3,n0) = n2
% 212.25/26.87 & t(n5,n4,n2,n3,n1) = n2
% 212.25/26.87 & t(n5,n4,n2,n3,n2) = n2
% 212.25/26.87 & t(n5,n4,n2,n3,n3) = n2
% 212.25/26.87 & t(n5,n4,n2,n3,n4) = n2
% 212.25/26.87 & t(n5,n4,n2,n3,n5) = n2
% 212.25/26.87 & t(n5,n4,n2,n4,n0) = n2
% 212.25/26.87 & t(n5,n4,n2,n4,n1) = n2
% 212.25/26.87 & t(n5,n4,n2,n4,n2) = n2
% 212.25/26.87 & t(n5,n4,n2,n4,n3) = n2
% 212.25/26.87 & t(n5,n4,n2,n4,n4) = n2
% 212.25/26.87 & t(n5,n4,n2,n4,n5) = n4
% 212.25/26.87 & t(n5,n4,n2,n5,n0) = n2
% 212.25/26.87 & t(n5,n4,n2,n5,n1) = n2
% 212.25/26.87 & t(n5,n4,n2,n5,n2) = n2
% 212.25/26.87 & t(n5,n4,n2,n5,n3) = n2
% 212.25/26.87 & t(n5,n4,n2,n5,n4) = n2
% 212.25/26.87 & t(n5,n4,n2,n5,n5) = n2
% 212.25/26.87 & t(n5,n4,n3,n0,n0) = n2
% 212.25/26.87 & t(n5,n4,n3,n0,n1) = n2
% 212.25/26.87 & t(n5,n4,n3,n0,n2) = n2
% 212.25/26.87 & t(n5,n4,n3,n0,n3) = n2
% 212.25/26.87 & t(n5,n4,n3,n0,n4) = n2
% 212.25/26.87 & t(n5,n4,n3,n0,n5) = n2
% 212.25/26.87 & t(n5,n4,n3,n1,n0) = n2
% 212.25/26.87 & t(n5,n4,n3,n1,n1) = n2
% 212.25/26.87 & t(n5,n4,n3,n1,n2) = n2
% 212.25/26.87 & t(n5,n4,n3,n1,n3) = n3
% 212.25/26.87 & t(n5,n4,n3,n1,n4) = n2
% 212.25/26.87 & t(n5,n4,n3,n1,n5) = n2
% 212.25/26.87 & t(n5,n4,n3,n2,n0) = n2
% 212.25/26.87 & t(n5,n4,n3,n2,n1) = n2
% 212.25/26.87 & t(n5,n4,n3,n2,n2) = n2
% 212.25/26.87 & t(n5,n4,n3,n2,n3) = n2
% 212.25/26.87 & t(n5,n4,n3,n2,n4) = n2
% 212.25/26.87 & t(n5,n4,n3,n2,n5) = n2
% 212.25/26.87 & t(n5,n4,n3,n3,n0) = n2
% 212.25/26.87 & t(n5,n4,n3,n3,n1) = n3
% 212.25/26.87 & t(n5,n4,n3,n3,n2) = n2
% 212.25/26.87 & t(n5,n4,n3,n3,n3) = n3
% 212.25/26.87 & t(n5,n4,n3,n3,n4) = n2
% 212.25/26.87 & t(n5,n4,n3,n3,n5) = n2
% 212.25/26.87 & t(n5,n4,n3,n4,n0) = n2
% 212.25/26.87 & t(n5,n4,n3,n4,n1) = n2
% 212.25/26.87 & t(n5,n4,n3,n4,n2) = n2
% 212.25/26.87 & t(n5,n4,n3,n4,n3) = n2
% 212.25/26.87 & t(n5,n4,n3,n4,n4) = n2
% 212.25/26.87 & t(n5,n4,n3,n4,n5) = n4
% 212.25/26.87 & t(n5,n4,n3,n5,n0) = n2
% 212.25/26.87 & t(n5,n4,n3,n5,n1) = n2
% 212.25/26.87 & t(n5,n4,n3,n5,n2) = n2
% 212.25/26.87 & t(n5,n4,n3,n5,n3) = n2
% 212.25/26.87 & t(n5,n4,n3,n5,n4) = n4
% 212.25/26.87 & t(n5,n4,n3,n5,n5) = n2
% 212.25/26.87 & t(n5,n4,n4,n0,n0) = n2
% 212.25/26.87 & t(n5,n4,n4,n0,n1) = n2
% 212.25/26.87 & t(n5,n4,n4,n0,n2) = n2
% 212.25/26.87 & t(n5,n4,n4,n0,n3) = n2
% 212.25/26.87 & t(n5,n4,n4,n0,n4) = n4
% 212.25/26.87 & t(n5,n4,n4,n0,n5) = n2
% 212.25/26.87 & t(n5,n4,n4,n1,n0) = n2
% 212.25/26.87 & t(n5,n4,n4,n1,n1) = n2
% 212.25/26.87 & t(n5,n4,n4,n1,n2) = n2
% 212.25/26.87 & t(n5,n4,n4,n1,n3) = n2
% 212.25/26.87 & t(n5,n4,n4,n1,n4) = n4
% 212.25/26.87 & t(n5,n4,n4,n1,n5) = n2
% 212.25/26.87 & t(n5,n4,n4,n2,n0) = n2
% 212.25/26.87 & t(n5,n4,n4,n2,n1) = n2
% 212.25/26.87 & t(n5,n4,n4,n2,n2) = n2
% 212.25/26.87 & t(n5,n4,n4,n2,n3) = n2
% 212.25/26.87 & t(n5,n4,n4,n2,n4) = n4
% 212.25/26.87 & t(n5,n4,n4,n2,n5) = n2
% 212.25/26.87 & t(n5,n4,n4,n3,n0) = n2
% 212.25/26.87 & t(n5,n4,n4,n3,n1) = n2
% 212.25/26.87 & t(n5,n4,n4,n3,n2) = n2
% 212.25/26.87 & t(n5,n4,n4,n3,n3) = n2
% 212.25/26.87 & t(n5,n4,n4,n3,n4) = n2
% 212.25/26.87 & t(n5,n4,n4,n3,n5) = n4
% 212.25/26.87 & t(n5,n4,n4,n4,n0) = n4
% 212.25/26.87 & t(n5,n4,n4,n4,n1) = n4
% 212.25/26.87 & t(n5,n4,n4,n4,n2) = n4
% 212.25/26.87 & t(n5,n4,n4,n4,n3) = n2
% 212.25/26.87 & t(n5,n4,n4,n4,n4) = n4
% 212.25/26.87 & t(n5,n4,n4,n4,n5) = n4
% 212.25/26.87 & t(n5,n4,n4,n5,n0) = n2
% 212.25/26.87 & t(n5,n4,n4,n5,n1) = n2
% 212.25/26.87 & t(n5,n4,n4,n5,n2) = n2
% 212.25/26.87 & t(n5,n4,n4,n5,n3) = n4
% 212.25/26.87 & t(n5,n4,n4,n5,n4) = n4
% 212.25/26.87 & t(n5,n4,n4,n5,n5) = n2
% 212.25/26.87 & t(n5,n4,n5,n0,n0) = n2
% 212.25/26.87 & t(n5,n4,n5,n0,n1) = n2
% 212.25/26.87 & t(n5,n4,n5,n0,n2) = n2
% 212.25/26.87 & t(n5,n4,n5,n0,n3) = n2
% 212.25/26.87 & t(n5,n4,n5,n0,n4) = n2
% 212.25/26.87 & t(n5,n4,n5,n0,n5) = n2
% 212.25/26.87 & t(n5,n4,n5,n1,n0) = n2
% 212.25/26.87 & t(n5,n4,n5,n1,n1) = n2
% 212.25/26.87 & t(n5,n4,n5,n1,n2) = n2
% 212.25/26.87 & t(n5,n4,n5,n1,n3) = n2
% 212.25/26.87 & t(n5,n4,n5,n1,n4) = n2
% 212.25/26.87 & t(n5,n4,n5,n1,n5) = n2
% 212.25/26.87 & t(n5,n4,n5,n2,n0) = n2
% 212.25/26.87 & t(n5,n4,n5,n2,n1) = n2
% 212.25/26.87 & t(n5,n4,n5,n2,n2) = n2
% 212.25/26.87 & t(n5,n4,n5,n2,n3) = n2
% 212.25/26.87 & t(n5,n4,n5,n2,n4) = n4
% 212.25/26.87 & t(n5,n4,n5,n2,n5) = n2
% 212.25/26.87 & t(n5,n4,n5,n3,n0) = n2
% 212.25/26.87 & t(n5,n4,n5,n3,n1) = n2
% 212.25/26.87 & t(n5,n4,n5,n3,n2) = n2
% 212.25/26.87 & t(n5,n4,n5,n3,n3) = n2
% 212.25/26.87 & t(n5,n4,n5,n3,n4) = n2
% 212.25/26.87 & t(n5,n4,n5,n3,n5) = n2
% 212.25/26.87 & t(n5,n4,n5,n4,n0) = n4
% 212.25/26.87 & t(n5,n4,n5,n4,n1) = n4
% 212.25/26.87 & t(n5,n4,n5,n4,n2) = n2
% 212.25/26.87 & t(n5,n4,n5,n4,n3) = n2
% 212.25/26.87 & t(n5,n4,n5,n4,n4) = n4
% 212.25/26.87 & t(n5,n4,n5,n4,n5) = n4
% 212.25/26.87 & t(n5,n4,n5,n5,n0) = n2
% 212.25/26.87 & t(n5,n4,n5,n5,n1) = n2
% 212.25/26.87 & t(n5,n4,n5,n5,n2) = n2
% 212.25/26.87 & t(n5,n4,n5,n5,n3) = n2
% 212.25/26.87 & t(n5,n4,n5,n5,n4) = n2
% 212.25/26.87 & t(n5,n4,n5,n5,n5) = n5
% 212.25/26.87 & t(n5,n5,n0,n0,n0) = n2
% 212.25/26.87 & t(n5,n5,n0,n0,n1) = n2
% 212.25/26.87 & t(n5,n5,n0,n0,n2) = n2
% 212.25/26.87 & t(n5,n5,n0,n0,n3) = n2
% 212.25/26.87 & t(n5,n5,n0,n0,n4) = n2
% 212.25/26.87 & t(n5,n5,n0,n0,n5) = n2
% 212.25/26.87 & t(n5,n5,n0,n1,n0) = n2
% 212.25/26.87 & t(n5,n5,n0,n1,n1) = n2
% 212.25/26.87 & t(n5,n5,n0,n1,n2) = n2
% 212.25/26.87 & t(n5,n5,n0,n1,n3) = n2
% 212.25/26.87 & t(n5,n5,n0,n1,n4) = n2
% 212.25/26.87 & t(n5,n5,n0,n1,n5) = n2
% 212.25/26.87 & t(n5,n5,n0,n2,n0) = n2
% 212.25/26.87 & t(n5,n5,n0,n2,n1) = n2
% 212.25/26.87 & t(n5,n5,n0,n2,n2) = n2
% 212.25/26.87 & t(n5,n5,n0,n2,n3) = n2
% 212.25/26.87 & t(n5,n5,n0,n2,n4) = n2
% 212.25/26.87 & t(n5,n5,n0,n2,n5) = n2
% 212.25/26.87 & t(n5,n5,n0,n3,n0) = n2
% 212.25/26.87 & t(n5,n5,n0,n3,n1) = n2
% 212.25/26.87 & t(n5,n5,n0,n3,n2) = n2
% 212.25/26.87 & t(n5,n5,n0,n3,n3) = n2
% 212.25/26.87 & t(n5,n5,n0,n3,n4) = n2
% 212.25/26.87 & t(n5,n5,n0,n3,n5) = n2
% 212.25/26.87 & t(n5,n5,n0,n4,n0) = n2
% 212.25/26.87 & t(n5,n5,n0,n4,n1) = n2
% 212.25/26.87 & t(n5,n5,n0,n4,n2) = n2
% 212.25/26.87 & t(n5,n5,n0,n4,n3) = n2
% 212.25/26.87 & t(n5,n5,n0,n4,n4) = n4
% 212.25/26.87 & t(n5,n5,n0,n4,n5) = n4
% 212.25/26.87 & t(n5,n5,n0,n5,n0) = n2
% 212.25/26.87 & t(n5,n5,n0,n5,n1) = n2
% 212.25/26.87 & t(n5,n5,n0,n5,n2) = n2
% 212.25/26.87 & t(n5,n5,n0,n5,n3) = n2
% 212.25/26.87 & t(n5,n5,n0,n5,n4) = n4
% 212.25/26.87 & t(n5,n5,n0,n5,n5) = n5
% 212.25/26.87 & t(n5,n5,n1,n0,n0) = n2
% 212.25/26.87 & t(n5,n5,n1,n0,n1) = n2
% 212.25/26.87 & t(n5,n5,n1,n0,n2) = n2
% 212.25/26.87 & t(n5,n5,n1,n0,n3) = n2
% 212.25/26.87 & t(n5,n5,n1,n0,n4) = n2
% 212.25/26.87 & t(n5,n5,n1,n0,n5) = n2
% 212.25/26.87 & t(n5,n5,n1,n1,n0) = n2
% 212.25/26.87 & t(n5,n5,n1,n1,n1) = n2
% 212.25/26.87 & t(n5,n5,n1,n1,n2) = n2
% 212.25/26.87 & t(n5,n5,n1,n1,n3) = n2
% 212.25/26.87 & t(n5,n5,n1,n1,n4) = n2
% 212.25/26.87 & t(n5,n5,n1,n1,n5) = n2
% 212.25/26.87 & t(n5,n5,n1,n2,n0) = n2
% 212.25/26.87 & t(n5,n5,n1,n2,n1) = n2
% 212.25/26.87 & t(n5,n5,n1,n2,n2) = n2
% 212.25/26.87 & t(n5,n5,n1,n2,n3) = n2
% 212.25/26.87 & t(n5,n5,n1,n2,n4) = n2
% 212.25/26.87 & t(n5,n5,n1,n2,n5) = n2
% 212.25/26.87 & t(n5,n5,n1,n3,n0) = n2
% 212.25/26.87 & t(n5,n5,n1,n3,n1) = n2
% 212.25/26.87 & t(n5,n5,n1,n3,n2) = n2
% 212.25/26.87 & t(n5,n5,n1,n3,n3) = n2
% 212.25/26.87 & t(n5,n5,n1,n3,n4) = n2
% 212.25/26.87 & t(n5,n5,n1,n3,n5) = n2
% 212.25/26.87 & t(n5,n5,n1,n4,n0) = n2
% 212.25/26.87 & t(n5,n5,n1,n4,n1) = n2
% 212.25/26.87 & t(n5,n5,n1,n4,n2) = n2
% 212.25/26.87 & t(n5,n5,n1,n4,n3) = n2
% 212.25/26.87 & t(n5,n5,n1,n4,n4) = n4
% 212.25/26.87 & t(n5,n5,n1,n4,n5) = n4
% 212.25/26.87 & t(n5,n5,n1,n5,n0) = n2
% 212.25/26.87 & t(n5,n5,n1,n5,n1) = n2
% 212.25/26.87 & t(n5,n5,n1,n5,n2) = n2
% 212.25/26.87 & t(n5,n5,n1,n5,n3) = n2
% 212.25/26.87 & t(n5,n5,n1,n5,n4) = n4
% 212.25/26.87 & t(n5,n5,n1,n5,n5) = n5
% 212.25/26.87 & t(n5,n5,n2,n0,n0) = n2
% 212.25/26.87 & t(n5,n5,n2,n0,n1) = n2
% 212.25/26.87 & t(n5,n5,n2,n0,n2) = n2
% 212.25/26.87 & t(n5,n5,n2,n0,n3) = n2
% 212.25/26.87 & t(n5,n5,n2,n0,n4) = n2
% 212.25/26.87 & t(n5,n5,n2,n0,n5) = n2
% 212.25/26.87 & t(n5,n5,n2,n1,n0) = n2
% 212.25/26.87 & t(n5,n5,n2,n1,n1) = n2
% 212.25/26.87 & t(n5,n5,n2,n1,n2) = n2
% 212.25/26.87 & t(n5,n5,n2,n1,n3) = n2
% 212.25/26.87 & t(n5,n5,n2,n1,n4) = n2
% 212.25/26.87 & t(n5,n5,n2,n1,n5) = n2
% 212.25/26.87 & t(n5,n5,n2,n2,n0) = n2
% 212.25/26.87 & t(n5,n5,n2,n2,n1) = n2
% 212.25/26.87 & t(n5,n5,n2,n2,n2) = n2
% 212.25/26.87 & t(n5,n5,n2,n2,n3) = n2
% 212.25/26.87 & t(n5,n5,n2,n2,n4) = n2
% 212.25/26.87 & t(n5,n5,n2,n2,n5) = n2
% 212.25/26.87 & t(n5,n5,n2,n3,n0) = n2
% 212.25/26.87 & t(n5,n5,n2,n3,n1) = n2
% 212.25/26.87 & t(n5,n5,n2,n3,n2) = n2
% 212.25/26.87 & t(n5,n5,n2,n3,n3) = n2
% 212.25/26.87 & t(n5,n5,n2,n3,n4) = n2
% 212.25/26.87 & t(n5,n5,n2,n3,n5) = n2
% 212.25/26.87 & t(n5,n5,n2,n4,n0) = n2
% 212.25/26.87 & t(n5,n5,n2,n4,n1) = n2
% 212.25/26.87 & t(n5,n5,n2,n4,n2) = n2
% 212.25/26.87 & t(n5,n5,n2,n4,n3) = n2
% 212.25/26.87 & t(n5,n5,n2,n4,n4) = n4
% 212.25/26.87 & t(n5,n5,n2,n4,n5) = n4
% 212.25/26.87 & t(n5,n5,n2,n5,n0) = n2
% 212.25/26.87 & t(n5,n5,n2,n5,n1) = n2
% 212.25/26.87 & t(n5,n5,n2,n5,n2) = n2
% 212.25/26.87 & t(n5,n5,n2,n5,n3) = n2
% 212.25/26.87 & t(n5,n5,n2,n5,n4) = n4
% 212.25/26.87 & t(n5,n5,n2,n5,n5) = n5
% 212.25/26.87 & t(n5,n5,n3,n0,n0) = n2
% 212.25/26.87 & t(n5,n5,n3,n0,n1) = n2
% 212.25/26.87 & t(n5,n5,n3,n0,n2) = n2
% 212.25/26.87 & t(n5,n5,n3,n0,n3) = n2
% 212.25/26.87 & t(n5,n5,n3,n0,n4) = n2
% 212.25/26.87 & t(n5,n5,n3,n0,n5) = n2
% 212.25/26.87 & t(n5,n5,n3,n1,n0) = n2
% 212.25/26.87 & t(n5,n5,n3,n1,n1) = n2
% 212.25/26.87 & t(n5,n5,n3,n1,n2) = n2
% 212.25/26.87 & t(n5,n5,n3,n1,n3) = n2
% 212.25/26.87 & t(n5,n5,n3,n1,n4) = n2
% 212.25/26.87 & t(n5,n5,n3,n1,n5) = n2
% 212.25/26.87 & t(n5,n5,n3,n2,n0) = n2
% 212.25/26.87 & t(n5,n5,n3,n2,n1) = n2
% 212.25/26.87 & t(n5,n5,n3,n2,n2) = n2
% 212.25/26.87 & t(n5,n5,n3,n2,n3) = n2
% 212.25/26.87 & t(n5,n5,n3,n2,n4) = n2
% 212.25/26.87 & t(n5,n5,n3,n2,n5) = n2
% 212.25/26.87 & t(n5,n5,n3,n3,n0) = n2
% 212.25/26.87 & t(n5,n5,n3,n3,n1) = n2
% 212.25/26.87 & t(n5,n5,n3,n3,n2) = n2
% 212.25/26.87 & t(n5,n5,n3,n3,n3) = n2
% 212.25/26.87 & t(n5,n5,n3,n3,n4) = n2
% 212.25/26.87 & t(n5,n5,n3,n3,n5) = n2
% 212.25/26.87 & t(n5,n5,n3,n4,n0) = n2
% 212.25/26.87 & t(n5,n5,n3,n4,n1) = n2
% 212.25/26.87 & t(n5,n5,n3,n4,n2) = n2
% 212.25/26.87 & t(n5,n5,n3,n4,n3) = n2
% 212.25/26.87 & t(n5,n5,n3,n4,n4) = n2
% 212.25/26.87 & t(n5,n5,n3,n4,n5) = n4
% 212.25/26.87 & t(n5,n5,n3,n5,n0) = n2
% 212.25/26.87 & t(n5,n5,n3,n5,n1) = n2
% 212.25/26.87 & t(n5,n5,n3,n5,n2) = n2
% 212.25/26.87 & t(n5,n5,n3,n5,n3) = n2
% 212.25/26.87 & t(n5,n5,n3,n5,n4) = n2
% 212.25/26.87 & t(n5,n5,n3,n5,n5) = n5
% 212.25/26.87 & t(n5,n5,n4,n0,n0) = n2
% 212.25/26.87 & t(n5,n5,n4,n0,n1) = n2
% 212.25/26.87 & t(n5,n5,n4,n0,n2) = n2
% 212.25/26.87 & t(n5,n5,n4,n0,n3) = n2
% 212.25/26.87 & t(n5,n5,n4,n0,n4) = n4
% 212.25/26.87 & t(n5,n5,n4,n0,n5) = n4
% 212.25/26.87 & t(n5,n5,n4,n1,n0) = n2
% 212.25/26.87 & t(n5,n5,n4,n1,n1) = n2
% 212.25/26.87 & t(n5,n5,n4,n1,n2) = n2
% 212.25/26.87 & t(n5,n5,n4,n1,n3) = n2
% 212.25/26.87 & t(n5,n5,n4,n1,n4) = n2
% 212.25/26.87 & t(n5,n5,n4,n1,n5) = n2
% 212.25/26.87 & t(n5,n5,n4,n2,n0) = n2
% 212.25/26.87 & t(n5,n5,n4,n2,n1) = n2
% 212.25/26.87 & t(n5,n5,n4,n2,n2) = n2
% 212.25/26.87 & t(n5,n5,n4,n2,n3) = n2
% 212.25/26.87 & t(n5,n5,n4,n2,n4) = n4
% 212.25/26.87 & t(n5,n5,n4,n2,n5) = n4
% 212.25/26.87 & t(n5,n5,n4,n3,n0) = n2
% 212.25/26.87 & t(n5,n5,n4,n3,n1) = n2
% 212.25/26.87 & t(n5,n5,n4,n3,n2) = n2
% 212.25/26.87 & t(n5,n5,n4,n3,n3) = n2
% 212.25/26.87 & t(n5,n5,n4,n3,n4) = n4
% 212.25/26.87 & t(n5,n5,n4,n3,n5) = n4
% 212.25/26.87 & t(n5,n5,n4,n4,n0) = n2
% 212.25/26.87 & t(n5,n5,n4,n4,n1) = n2
% 212.25/26.87 & t(n5,n5,n4,n4,n2) = n4
% 212.25/26.87 & t(n5,n5,n4,n4,n3) = n2
% 212.25/26.87 & t(n5,n5,n4,n4,n4) = n4
% 212.25/26.87 & t(n5,n5,n4,n4,n5) = n2
% 212.25/26.87 & t(n5,n5,n4,n5,n0) = n2
% 212.25/26.87 & t(n5,n5,n4,n5,n1) = n4
% 212.25/26.87 & t(n5,n5,n4,n5,n2) = n2
% 212.25/26.87 & t(n5,n5,n4,n5,n3) = n2
% 212.25/26.87 & t(n5,n5,n4,n5,n4) = n2
% 212.25/26.87 & t(n5,n5,n4,n5,n5) = n5
% 212.25/26.87 & t(n5,n5,n5,n0,n0) = n2
% 212.25/26.87 & t(n5,n5,n5,n0,n1) = n2
% 212.25/26.87 & t(n5,n5,n5,n0,n2) = n2
% 212.25/26.87 & t(n5,n5,n5,n0,n3) = n2
% 212.25/26.87 & t(n5,n5,n5,n0,n4) = n2
% 212.25/26.87 & t(n5,n5,n5,n0,n5) = n5
% 212.25/26.87 & t(n5,n5,n5,n1,n0) = n2
% 212.25/26.87 & t(n5,n5,n5,n1,n1) = n2
% 212.25/26.87 & t(n5,n5,n5,n1,n2) = n2
% 212.25/26.87 & t(n5,n5,n5,n1,n3) = n2
% 212.25/26.87 & t(n5,n5,n5,n1,n4) = n5
% 212.25/26.87 & t(n5,n5,n5,n1,n5) = n5
% 212.25/26.87 & t(n5,n5,n5,n2,n0) = n2
% 212.25/26.87 & t(n5,n5,n5,n2,n1) = n2
% 212.25/26.87 & t(n5,n5,n5,n2,n2) = n2
% 212.25/26.87 & t(n5,n5,n5,n2,n3) = n2
% 212.25/26.87 & t(n5,n5,n5,n2,n4) = n4
% 212.25/26.87 & t(n5,n5,n5,n2,n5) = n5
% 212.25/26.87 & t(n5,n5,n5,n3,n0) = n2
% 212.25/26.87 & t(n5,n5,n5,n3,n1) = n2
% 212.25/26.87 & t(n5,n5,n5,n3,n2) = n2
% 212.25/26.87 & t(n5,n5,n5,n3,n3) = n2
% 212.25/26.87 & t(n5,n5,n5,n3,n4) = n2
% 212.25/26.87 & t(n5,n5,n5,n3,n5) = n5
% 212.25/26.87 & t(n5,n5,n5,n4,n0) = n2
% 212.25/26.87 & t(n5,n5,n5,n4,n1) = n4
% 212.25/26.87 & t(n5,n5,n5,n4,n2) = n4
% 212.25/26.87 & t(n5,n5,n5,n4,n3) = n2
% 212.25/26.87 & t(n5,n5,n5,n4,n4) = n4
% 212.25/26.87 & t(n5,n5,n5,n4,n5) = n5
% 212.25/26.87 & t(n5,n5,n5,n5,n0) = n5
% 212.25/26.87 & t(n5,n5,n5,n5,n1) = n5
% 212.25/26.87 & t(n5,n5,n5,n5,n2) = n5
% 212.25/26.87 & t(n5,n5,n5,n5,n3) = n5
% 212.25/26.87 & t(n5,n5,n5,n5,n4) = n5
% 212.25/26.87 & t(n5,n5,n5,n5,n5) = n5
% 212.25/26.87
% 212.25/26.87 ).
% 212.25/26.87
% 212.25/26.87 tff(declare_gr,type,gr: $i * $i > $o ).
% 212.25/26.87 tff(predicate_gr,axiom,
% 212.25/26.87 ~gr(n0,n0)
% 212.25/26.87 & gr(n0,n1)
% 212.25/26.87 & ~gr(n0,n2)
% 212.25/26.87 & gr(n0,n3)
% 212.25/26.87 & ~gr(n0,n4)
% 212.25/26.87 & ~gr(n0,n5)
% 212.25/26.87 & gr(n1,n0)
% 212.25/26.87 & ~gr(n1,n1)
% 212.25/26.87 & gr(n1,n2)
% 212.25/26.87 & gr(n1,n3)
% 212.25/26.87 & gr(n1,n4)
% 212.25/26.87 & ~gr(n1,n5)
% 212.25/26.87 & gr(n2,n0)
% 212.25/26.87 & gr(n2,n1)
% 212.25/26.87 & gr(n2,n2)
% 212.25/26.87 & gr(n2,n3)
% 212.25/26.87 & gr(n2,n4)
% 212.25/26.87 & gr(n2,n5)
% 212.25/26.87 & ~gr(n3,n0)
% 212.25/26.87 & gr(n3,n1)
% 212.25/26.87 & gr(n3,n2)
% 212.25/26.87 & gr(n3,n3)
% 212.25/26.87 & gr(n3,n4)
% 212.25/26.87 & gr(n3,n5)
% 212.25/26.87 & gr(n4,n0)
% 212.25/26.87 & gr(n4,n1)
% 212.25/26.87 & gr(n4,n2)
% 212.25/26.87 & gr(n4,n3)
% 212.25/26.87 & ~gr(n4,n4)
% 212.25/26.87 & ~gr(n4,n5)
% 212.25/26.87 & gr(n5,n0)
% 212.25/26.87 & gr(n5,n1)
% 212.25/26.87 & gr(n5,n2)
% 212.25/26.87 & gr(n5,n3)
% 212.25/26.87 & ~gr(n5,n4)
% 212.25/26.87 & ~gr(n5,n5)
% 212.25/26.87
% 212.25/26.87 ).
% 212.25/26.87
% 212.25/26.87 % SZS output end FiniteModel for theBenchmark
% 212.25/26.87 % (20569)------------------------------
% 212.25/26.87 % (20569)Version: Vampire 4.7 (commit 807e37dd9 on 2022-08-23 09:55:27 +0200)
% 212.25/26.87 % (20569)Linked with Z3 4.8.13.0 f03d756e086f81f2596157241e0decfb1c982299 z3-4.8.4-5390-gf03d756e0
% 212.25/26.87 % (20569)Termination reason: Satisfiable
% 212.25/26.87
% 212.25/26.87 % (20569)Memory used [KB]: 575299
% 212.25/26.87 % (20569)Time elapsed: 7.516 s
% 212.25/26.87 % (20569)Instructions burned: 8908 (million)
% 212.25/26.87 % (20569)------------------------------
% 212.25/26.87 % (20569)------------------------------
% 212.25/26.87 % (20412)Success in time 26.496 s
%------------------------------------------------------------------------------