# Report: 
#  Metah: Weighted RoTS, version 2.1.88M (#DEBUG = 1)
#  bQAP (0.1.88Msvn)
#  Data File: /home/manu/personal/2005-JMMA/data/qapUni.50.p75.1   Size: 50    Averages: Distance=47.49  Flow1=49.90  Flow2=49.96
#  Parameter settings: 
# 	number trials : 200
# 	time limit : 3.40282e+38
# 	seed : 1234567
# 	num weights: 100
# 	Taboo Search Length : 1


# Initialization time: 0.004 s
# start_trial(0) :
# end_trial(0) : Pareto Size = 7, Scalarizations = 100, Elapsed time = 0.9121 s
# Pareto: 0  Size: 7
5261548	5340738
5283204	5340630
5287522	5336320
5291202	5331366
5292270	5318304
5298876	5290408
5312952	5277832
# start_trial(1) :
# end_trial(1) : Pareto Size = 4, Scalarizations = 100, Elapsed time = 0.8801 s
# Pareto: 1  Size: 4
5246946	5368942
5249068	5328154
5277710	5321710
5280132	5281080
# start_trial(2) :
# end_trial(2) : Pareto Size = 2, Scalarizations = 100, Elapsed time = 0.8801 s
# Pareto: 2  Size: 2
5255914	5312620
5285994	5294248
# start_trial(3) :
# end_trial(3) : Pareto Size = 6, Scalarizations = 100, Elapsed time = 0.8841 s
# Pareto: 3  Size: 6
5254586	5341368
5265448	5336434
5266332	5329290
5278158	5328006
5293084	5304026
5316378	5285680
# start_trial(4) :
# end_trial(4) : Pareto Size = 5, Scalarizations = 100, Elapsed time = 0.8801 s
# Pareto: 4  Size: 5
5257008	5385896
5260020	5354180
5261932	5351978
5265120	5343482
5272604	5280450
# start_trial(5) :
# end_trial(5) : Pareto Size = 3, Scalarizations = 100, Elapsed time = 0.8841 s
# Pareto: 5  Size: 3
5251436	5304740
5260634	5289432
5261388	5278662
# start_trial(6) :
# end_trial(6) : Pareto Size = 3, Scalarizations = 100, Elapsed time = 0.8801 s
# Pareto: 6  Size: 3
5260462	5303782
5309662	5298112
5338894	5292426
# start_trial(7) :
# end_trial(7) : Pareto Size = 4, Scalarizations = 100, Elapsed time = 0.8841 s
# Pareto: 7  Size: 4
5238158	5302220
5266616	5301604
5277362	5291346
5328374	5283152
# start_trial(8) :
# end_trial(8) : Pareto Size = 5, Scalarizations = 100, Elapsed time = 0.8801 s
# Pareto: 8  Size: 5
5259568	5344514
5260078	5323590
5275688	5304758
5295860	5299490
5321894	5280216
# start_trial(9) :
# end_trial(9) : Pareto Size = 5, Scalarizations = 100, Elapsed time = 0.8801 s
# Pareto: 9  Size: 5
5252950	5337456
5258962	5303668
5273430	5301298
5311040	5291910
5319530	5279154
# start_trial(10) :
# end_trial(10) : Pareto Size = 6, Scalarizations = 100, Elapsed time = 0.8841 s
# Pareto: 10  Size: 6
5255088	5362366
5260872	5337164
5276254	5307774
5278846	5302382
5287324	5301484
5290398	5284198
# start_trial(11) :
# end_trial(11) : Pareto Size = 3, Scalarizations = 100, Elapsed time = 0.8801 s
# Pareto: 11  Size: 3
5257462	5328600
5262892	5302082
5306682	5293358
# start_trial(12) :
# end_trial(12) : Pareto Size = 5, Scalarizations = 100, Elapsed time = 0.8841 s
# Pareto: 12  Size: 5
5255536	5369466
5265974	5314044
5276688	5311924
5301892	5288482
5319394	5278344
# start_trial(13) :
# end_trial(13) : Pareto Size = 4, Scalarizations = 100, Elapsed time = 0.8841 s
# Pareto: 13  Size: 4
5243484	5327056
5262810	5312496
5265234	5288336
5305096	5285540
# start_trial(14) :
# end_trial(14) : Pareto Size = 3, Scalarizations = 100, Elapsed time = 0.8801 s
# Pareto: 14  Size: 3
5254326	5373688
5258282	5328368
5277040	5290704
# start_trial(15) :
# end_trial(15) : Pareto Size = 5, Scalarizations = 100, Elapsed time = 0.8841 s
# Pareto: 15  Size: 5
5251220	5334532
5258622	5318388
5274694	5318056
5275588	5299916
5307866	5281706
# start_trial(16) :
# end_trial(16) : Pareto Size = 4, Scalarizations = 100, Elapsed time = 0.8801 s
# Pareto: 16  Size: 4
5252238	5320246
5297660	5319870
5302690	5316084
5305034	5293474
# start_trial(17) :
# end_trial(17) : Pareto Size = 3, Scalarizations = 100, Elapsed time = 0.8801 s
# Pareto: 17  Size: 3
5256636	5364154
5262016	5294988
5264892	5269504
# start_trial(18) :
# end_trial(18) : Pareto Size = 6, Scalarizations = 100, Elapsed time = 0.8841 s
# Pareto: 18  Size: 6
5228108	5347760
5281796	5327312
5286788	5320758
5292364	5312668
5305786	5297640
5319554	5296596
# start_trial(19) :
# end_trial(19) : Pareto Size = 3, Scalarizations = 100, Elapsed time = 0.8801 s
# Pareto: 19  Size: 3
5258012	5349460
5262532	5294728
5311364	5285878
# start_trial(20) :
# end_trial(20) : Pareto Size = 9, Scalarizations = 100, Elapsed time = 0.8841 s
# Pareto: 20  Size: 9
5262846	5351252
5268224	5332648
5286336	5329542
5291024	5323824
5291052	5311388
5322204	5305956
5337348	5305340
5338120	5302878
5350520	5288884
# start_trial(21) :
# end_trial(21) : Pareto Size = 6, Scalarizations = 100, Elapsed time = 0.8841 s
# Pareto: 21  Size: 6
5257942	5373498
5259552	5357156
5267384	5330886
5279304	5315890
5286088	5309012
5287040	5284718
# start_trial(22) :
# end_trial(22) : Pareto Size = 3, Scalarizations = 100, Elapsed time = 0.8801 s
# Pareto: 22  Size: 3
5253764	5351678
5265558	5309298
5290820	5295606
# start_trial(23) :
# end_trial(23) : Pareto Size = 3, Scalarizations = 100, Elapsed time = 0.8841 s
# Pareto: 23  Size: 3
5243858	5338614
5261776	5332340
5286980	5290820
# start_trial(24) :
# end_trial(24) : Pareto Size = 4, Scalarizations = 100, Elapsed time = 0.8801 s
# Pareto: 24  Size: 4
5251984	5322490
5293588	5309414
5295572	5298376
5313146	5297746
# start_trial(25) :
# end_trial(25) : Pareto Size = 3, Scalarizations = 100, Elapsed time = 0.8841 s
# Pareto: 25  Size: 3
5238488	5294964
5265768	5287358
5274538	5282446
# start_trial(26) :
# end_trial(26) : Pareto Size = 3, Scalarizations = 100, Elapsed time = 0.8801 s
# Pareto: 26  Size: 3
5240112	5318798
5285086	5296794
5297420	5288042
# start_trial(27) :
# end_trial(27) : Pareto Size = 3, Scalarizations = 100, Elapsed time = 0.8801 s
# Pareto: 27  Size: 3
5253562	5315656
5258408	5295302
5297444	5294720
# start_trial(28) :
# end_trial(28) : Pareto Size = 3, Scalarizations = 100, Elapsed time = 0.8801 s
# Pareto: 28  Size: 3
5243092	5314062
5243248	5286716
5296000	5284678
# start_trial(29) :
# end_trial(29) : Pareto Size = 4, Scalarizations = 100, Elapsed time = 0.8841 s
# Pareto: 29  Size: 4
5254042	5338584
5260876	5330882
5276202	5313170
5286874	5286552
# start_trial(30) :
# end_trial(30) : Pareto Size = 4, Scalarizations = 100, Elapsed time = 0.8801 s
# Pareto: 30  Size: 4
5249126	5334774
5263022	5312306
5281242	5309470
5284318	5282482
# start_trial(31) :
# end_trial(31) : Pareto Size = 6, Scalarizations = 100, Elapsed time = 0.8841 s
# Pareto: 31  Size: 6
5257878	5347536
5275036	5339680
5281738	5334044
5282030	5309294
5292442	5286754
5305288	5276742
# start_trial(32) :
# end_trial(32) : Pareto Size = 4, Scalarizations = 100, Elapsed time = 0.8801 s
# Pareto: 32  Size: 4
5262822	5336322
5287408	5314374
5288480	5303274
5297530	5296626
# start_trial(33) :
# end_trial(33) : Pareto Size = 4, Scalarizations = 100, Elapsed time = 0.8801 s
# Pareto: 33  Size: 4
5262302	5350178
5268796	5320690
5287784	5307578
5303060	5291696
# start_trial(34) :
# end_trial(34) : Pareto Size = 4, Scalarizations = 100, Elapsed time = 0.8841 s
# Pareto: 34  Size: 4
5255158	5363060
5265740	5316854
5280842	5287822
5295982	5271860
# start_trial(35) :
# end_trial(35) : Pareto Size = 4, Scalarizations = 100, Elapsed time = 0.8801 s
# Pareto: 35  Size: 4
5236920	5323144
5275658	5316252
5295276	5291846
5320036	5287242
# start_trial(36) :
# end_trial(36) : Pareto Size = 7, Scalarizations = 100, Elapsed time = 0.8681 s
# Pareto: 36  Size: 7
5245320	5350028
5265846	5346862
5269172	5329214
5289792	5317436
5291128	5309678
5300432	5300306
5320356	5299120
# start_trial(37) :
# end_trial(37) : Pareto Size = 6, Scalarizations = 100, Elapsed time = 0.8721 s
# Pareto: 37  Size: 6
5256692	5369864
5258244	5351398
5260990	5318888
5276810	5304172
5307654	5301888
5349612	5294114
# start_trial(38) :
# end_trial(38) : Pareto Size = 4, Scalarizations = 100, Elapsed time = 0.8721 s
# Pareto: 38  Size: 4
5245000	5402680
5261294	5355072
5280504	5342928
5281916	5279952
# start_trial(39) :
# end_trial(39) : Pareto Size = 1, Scalarizations = 100, Elapsed time = 0.8681 s
# Pareto: 39  Size: 1
5256756	5291420
# start_trial(40) :
# end_trial(40) : Pareto Size = 3, Scalarizations = 100, Elapsed time = 0.8721 s
# Pareto: 40  Size: 3
5240372	5339244
5269234	5300968
5292588	5291350
# start_trial(41) :
# end_trial(41) : Pareto Size = 3, Scalarizations = 100, Elapsed time = 0.8681 s
# Pareto: 41  Size: 3
5238810	5321212
5254626	5315172
5260078	5296038
# start_trial(42) :
# end_trial(42) : Pareto Size = 8, Scalarizations = 100, Elapsed time = 0.8721 s
# Pareto: 42  Size: 8
5262120	5384314
5262892	5343884
5264312	5331836
5279288	5323156
5287766	5316696
5288662	5313878
5299640	5305808
5304502	5281312
# start_trial(43) :
# end_trial(43) : Pareto Size = 6, Scalarizations = 100, Elapsed time = 0.8721 s
# Pareto: 43  Size: 6
5251856	5339406
5260988	5322928
5285486	5322566
5290320	5308872
5302434	5302166
5318698	5289714
# start_trial(44) :
# end_trial(44) : Pareto Size = 4, Scalarizations = 100, Elapsed time = 0.8681 s
# Pareto: 44  Size: 4
5235812	5381636
5236334	5354730
5270128	5301072
5305764	5283634
# start_trial(45) :
# end_trial(45) : Pareto Size = 2, Scalarizations = 100, Elapsed time = 0.8681 s
# Pareto: 45  Size: 2
5230660	5301340
5293106	5289332
# start_trial(46) :
# end_trial(46) : Pareto Size = 4, Scalarizations = 100, Elapsed time = 0.8681 s
# Pareto: 46  Size: 4
5228398	5320810
5238488	5307248
5282654	5305988
5299924	5287560
# start_trial(47) :
# end_trial(47) : Pareto Size = 2, Scalarizations = 100, Elapsed time = 0.8681 s
# Pareto: 47  Size: 2
5260116	5305420
5269468	5286560
# start_trial(48) :
# end_trial(48) : Pareto Size = 5, Scalarizations = 100, Elapsed time = 0.8721 s
# Pareto: 48  Size: 5
5249848	5325302
5296612	5310710
5309120	5306430
5317752	5305550
5342704	5304442
# start_trial(49) :
# end_trial(49) : Pareto Size = 4, Scalarizations = 100, Elapsed time = 0.8681 s
# Pareto: 49  Size: 4
5261944	5309926
5288296	5307688
5312776	5304054
5327484	5298724
# start_trial(50) :
# end_trial(50) : Pareto Size = 5, Scalarizations = 100, Elapsed time = 0.8721 s
# Pareto: 50  Size: 5
5253764	5347418
5257354	5335486
5259120	5308196
5319244	5299520
5342200	5282958
# start_trial(51) :
# end_trial(51) : Pareto Size = 4, Scalarizations = 100, Elapsed time = 0.8681 s
# Pareto: 51  Size: 4
5261206	5322822
5288592	5320284
5316748	5302208
5335480	5286420
# start_trial(52) :
# end_trial(52) : Pareto Size = 6, Scalarizations = 100, Elapsed time = 0.8721 s
# Pareto: 52  Size: 6
5247862	5344898
5267480	5338488
5279426	5311808
5286042	5310946
5297888	5298750
5304450	5295776
# start_trial(53) :
# end_trial(53) : Pareto Size = 4, Scalarizations = 100, Elapsed time = 0.8681 s
# Pareto: 53  Size: 4
5242284	5315430
5299172	5300900
5342822	5296088
5358172	5295926
# start_trial(54) :
# end_trial(54) : Pareto Size = 6, Scalarizations = 100, Elapsed time = 0.8721 s
# Pareto: 54  Size: 6
5235754	5344592
5258078	5328266
5264712	5304666
5280648	5300618
5285308	5276622
5310290	5276322
# start_trial(55) :
# end_trial(55) : Pareto Size = 2, Scalarizations = 100, Elapsed time = 0.8681 s
# Pareto: 55  Size: 2
5242082	5306670
5328674	5299828
# start_trial(56) :
# end_trial(56) : Pareto Size = 1, Scalarizations = 100, Elapsed time = 0.9081 s
# Pareto: 56  Size: 1
5256734	5284984
# start_trial(57) :
# end_trial(57) : Pareto Size = 7, Scalarizations = 100, Elapsed time = 0.8681 s
# Pareto: 57  Size: 7
5242010	5369404
5248032	5330344
5286322	5316662
5289386	5307442
5326316	5306350
5328532	5295078
5341172	5287608
# start_trial(58) :
# end_trial(58) : Pareto Size = 6, Scalarizations = 100, Elapsed time = 0.9401 s
# Pareto: 58  Size: 6
5260496	5391364
5262604	5351568
5263442	5324760
5277952	5316794
5292546	5307408
5304486	5289422
# start_trial(59) :
# end_trial(59) : Pareto Size = 6, Scalarizations = 100, Elapsed time = 0.8841 s
# Pareto: 59  Size: 6
5259588	5363620
5260464	5334398
5271884	5333010
5276300	5315924
5299660	5308920
5326834	5306774
# start_trial(60) :
# end_trial(60) : Pareto Size = 1, Scalarizations = 100, Elapsed time = 0.9281 s
# Pareto: 60  Size: 1
5234320	5262976
# start_trial(61) :
# end_trial(61) : Pareto Size = 3, Scalarizations = 100, Elapsed time = 0.8681 s
# Pareto: 61  Size: 3
5254722	5330798
5258722	5312162
5306164	5277030
# start_trial(62) :
# end_trial(62) : Pareto Size = 6, Scalarizations = 100, Elapsed time = 0.8681 s
# Pareto: 62  Size: 6
5252284	5385672
5270528	5327488
5281022	5314692
5296408	5305058
5318856	5301588
5330258	5288516
# start_trial(63) :
# end_trial(63) : Pareto Size = 4, Scalarizations = 100, Elapsed time = 0.8721 s
# Pareto: 63  Size: 4
5252048	5332752
5259582	5296404
5290924	5292414
5296594	5282124
# start_trial(64) :
# end_trial(64) : Pareto Size = 4, Scalarizations = 100, Elapsed time = 0.8681 s
# Pareto: 64  Size: 4
5254176	5344870
5264204	5335046
5268688	5308428
5275096	5304396
# start_trial(65) :
# end_trial(65) : Pareto Size = 6, Scalarizations = 100, Elapsed time = 0.9081 s
# Pareto: 65  Size: 6
5253734	5350752
5266398	5327920
5274224	5324300
5281920	5313874
5313554	5307624
5316664	5301172
# start_trial(66) :
# end_trial(66) : Pareto Size = 5, Scalarizations = 100, Elapsed time = 0.8681 s
# Pareto: 66  Size: 5
5266576	5355532
5269280	5344320
5276966	5342668
5278770	5314612
5315252	5296102
# start_trial(67) :
# end_trial(67) : Pareto Size = 6, Scalarizations = 100, Elapsed time = 0.8681 s
# Pareto: 67  Size: 6
5269788	5328620
5273672	5324206
5287004	5315594
5302912	5314092
5308178	5283444
5347098	5281286
# start_trial(68) :
# end_trial(68) : Pareto Size = 2, Scalarizations = 100, Elapsed time = 0.8961 s
# Pareto: 68  Size: 2
5250266	5283778
5291518	5274832
# start_trial(69) :
# end_trial(69) : Pareto Size = 6, Scalarizations = 100, Elapsed time = 0.9521 s
# Pareto: 69  Size: 6
5263826	5354972
5273308	5346828
5274692	5341542
5280736	5323828
5282256	5319488
5286150	5286728
# start_trial(70) :
# end_trial(70) : Pareto Size = 2, Scalarizations = 100, Elapsed time = 0.9401 s
# Pareto: 70  Size: 2
5256726	5303656
5291596	5289432
# start_trial(71) :
# end_trial(71) : Pareto Size = 4, Scalarizations = 100, Elapsed time = 0.9401 s
# Pareto: 71  Size: 4
5258136	5343598
5269662	5334022
5289226	5315086
5292162	5293562
# start_trial(72) :
# end_trial(72) : Pareto Size = 1, Scalarizations = 100, Elapsed time = 0.8681 s
# Pareto: 72  Size: 1
5248776	5290344
# start_trial(73) :
# end_trial(73) : Pareto Size = 5, Scalarizations = 100, Elapsed time = 0.8721 s
# Pareto: 73  Size: 5
5218454	5334926
5260938	5322806
5291370	5297718
5304592	5287938
5314982	5285268
# start_trial(74) :
# end_trial(74) : Pareto Size = 4, Scalarizations = 100, Elapsed time = 0.9081 s
# Pareto: 74  Size: 4
5258702	5360220
5263454	5334720
5275412	5330956
5291384	5277334
# start_trial(75) :
# end_trial(75) : Pareto Size = 1, Scalarizations = 100, Elapsed time = 0.8801 s
# Pareto: 75  Size: 1
5245122	5270788
# start_trial(76) :
# end_trial(76) :                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                       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