% This file was created by matlab2tikz v0.3.3.
% Copyright (c) 2008--2013, Nico Schlmer <nico.schloemer@gmail.com>
% All rights reserved.
% 
% 
% 
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xmin=0,
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xlabel={Robustness, $\Ms$},
ymin=0,
ymax=12,
ylabel={Cost, $J$},
title={Case 1},
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137.137484937839 10.8240964258575\\
9.01004187562753 1.795729195063\\
5.00460159891757 1.22967413749422\\
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2.53280906486358 0.943609235656\\
2.33665100612127 0.941901494105668\\
2.18953316274333 0.947553839465392\\
2.07525666457183 0.959585078107771\\
1.98395911491394 0.976336910809449\\
1.9093278635991 0.997565289415661\\
1.8471479201319 1.01416939858166\\
1.79450645557905 1.04057374500863\\
1.74932838821898 1.06974176689712\\
1.7100974521927 1.10026949945922\\
1.67568071543037 1.12906020421015\\
1.64521506902879 1.16078571019368\\
1.61803161930369 1.18761519511566\\
1.59360407653997 1.2180910461868\\
1.57151265086844 1.24641060242182\\
1.55141863764127 1.27521246851198\\
1.53304568543388 1.30321316539124\\
1.51616618225695 1.33160579911023\\
1.50059103983504 1.35983930846032\\
1.48616189143787 1.38846613113842\\
1.47274524539699 1.41628010377894\\
1.46022771693619 1.44337992114783\\
1.44851256024749 1.47150637630142\\
1.43751664885748 1.49982118083145\\
1.42716825503872 1.52793969653894\\
1.41740516175993 1.55599084879454\\
1.40817313478825 1.58505522159796\\
1.39942476895939 1.61297386767204\\
1.39111828278214 1.64176730624028\\
1.38321693370954 1.67020364700116\\
1.37568807812227 1.69841708441384\\
1.36850271652345 1.72687312896938\\
1.36163497123858 1.75549175482553\\
1.35506168106187 1.78474171378876\\
1.34876203241474 1.8139497278246\\
1.34271722299297 1.84291796116868\\
1.33691033835672 1.87135669185735\\
1.3313259658482 1.90111481919911\\
1.32595011893599 1.93051443921145\\
1.32077008356908 1.95988484433481\\
1.31577417242336 1.98934475971283\\
1.31095173078325 2.01887430812329\\
1.30629294393779 2.04848567894342\\
1.30178880984361 2.07809309102668\\
1.2974310043096 2.10763865209856\\
1.29321183052275 2.13650289124024\\
1.28912416133723 2.16621757512411\\
1.28516141724245 2.19595700551936\\
1.28131746165674 2.22563387320686\\
1.27758655705115 2.25541443944125\\
1.27396338278181 2.28497159404395\\
1.27044298318695 2.31453155698262\\
1.26702068539309 2.34406839997831\\
1.26369215015715 2.37362596459638\\
1.26045327882405 2.40319568959665\\
1.2573002446294 2.43273808282979\\
1.25422942779535 2.46233230792733\\
1.25123744567532 2.49192698609837\\
1.24832110623481 2.52153154684316\\
1.24547737325715 2.55135099953841\\
1.2427034060222 2.58092247468123\\
1.23999650349701 2.61051607738427\\
1.23735411069946 2.63989170358668\\
1.23477383816117 2.66955551786137\\
1.23225336849492 2.69914778392936\\
1.22979053810936 2.72871385333836\\
1.22738327846959 2.7583166123102\\
1.22502964058617 2.78788957193461\\
1.22272774240013 2.81748014244597\\
1.22047581966356 2.84707118086894\\
1.21827218144226 2.87649550776708\\
1.2161152067246 2.90605473514703\\
1.21400335664583 2.93555235540107\\
1.21193516293096 2.96520160128167\\
1.20990923169803 2.99483515231413\\
1.20792420952657 3.02443851454562\\
1.20597882840311 3.05402989858317\\
1.2040718456931 3.08362169249755\\
1.20220209083355 3.11318767065411\\
1.20036843326307 3.14277137262218\\
1.19856980494946 3.17234908999032\\
1.19680516266516 3.2019226309165\\
1.19507352096385 3.23149281944258\\
1.19337391880112 3.26101556854141\\
1.19170543121129 3.29057790018874\\
1.19006720247648 3.32006727352066\\
1.18845836424996 3.34956027511028\\
1.18687810916336 3.37914721267589\\
1.18532565731921 3.40877149712181\\
1.18380025523209 3.43835335834628\\
1.18230117481088 3.46792706862821\\
1.18082771238126 3.4974978583299\\
1.17937919826402 3.52705509339194\\
1.17795498404125 3.55659888520426\\
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2.3098174857708 0.941084235461555\\
1.63487840861855 1.1698629580854\\
1.45344071560818 1.4595872397498\\
1.36315030100743 1.74906657177614\\
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