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in read_param_file input...********************************************************************************Now starting grid level 1********************************************************************************Now starting grid level 1****************************************Now starting grid level 1********************************************************************************Now starting grid level 1****************************************Fix Neumann boundary for velocityFix Neumann boundary for velocityFix Neumann boundary for velocityFix Neumann boundary for velocityATTENTION: HARD SETTING GHOST NGP to NGPUSE for ghostcells that are communicatedATTENTION: HARD SETTING GHOST NGP to NGPUSE for ghostcells that are communicatedATTENTION: HARD SETTING GHOST NGP to NGPUSE for ghostcells that are communicatedATTENTION: HARD SETTING GHOST NGP to NGPUSE for ghostcells that are communicate

dintegral over domain = 0.25284207262759500Normal Vector Errors: Linf = 0.967531E+00 L1 = 0.967531E+00 L2 = 0.967531E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00ReinitEpsilon = 8.0000E-02epsThickness = 8.0000E-02MMS eqn 2MMS type 110grid size 10 10 1block size 5 5 1 0 NaN 0.10000000E+01 0.98131838E-01 0.00000000E+00Step 1, t = 0.000000E+00 Linf = 0.931795E+00 L1 = 0.257515E+00 L2 = 0.368056E+00

integral over domain = 9.0233596453949710E-002Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 2, t = 0.100000E+00 Linf = 0.877680E+00 L1 = 0.409766E+00 L2 = 0.451015E+00integral over domain = 0.14001063835679534Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 3, t = 0.200000E+00 Linf = 0.843790E+00 L1 = 0.359989E+00 L2 = 0.419017E+00integral over domain = 0.17895278413938032Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 4, t = 0.300000E+00 Linf = 0.896547E+00 L1 = 0.321047E+00 L2 = 0.392266E+00integral over domain = 0.21084507450154391Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 5, t = 0.400000E+00 Linf = 0.872715E+00 L1 = 0.289155E+00 L2 = 0.365525E+00integral over domain = 0.23749274007172516Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 6, t = 0.500000E+00 Linf = 0.807500E+00 L1 = 0.262507E+00 L2 = 0.339615E+00integral over domain = 0.25978794905864250Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 7, t = 0.600000E+00 Linf = 0.753351E+00 L1 = 0.240212E+00 L2 = 0.316128E+00integral over domain = 0.27846593841055661Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 8, t = 0.700000E+00 Linf = 0.738440E+00 L1 = 0.221534E+00 L2 = 0.295696E+00integral over domain = 0.29423596954280795Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 9, t = 0.800000E+00 Linf = 0.725207E+00 L1 = 0.205764E+00 L2 = 0.278160E+00integral over domain = 0.30769715206897330Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 10, t = 0.900000E+00 Linf = 0.713141E+00 L1 = 0.192303E+00 L2 = 0.263096E+00integral over domain = 0.31931985564992443Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 11, t = 0.100000E+01 Linf = 0.701884E+00 L1 = 0.180684E+00 L2 = 0.250067E+00integral over domain = 0.32946496729340458Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 12, t = 0.110000E+01 Linf = 0.691191E+00 L1 = 0.170544E+00 L2 = 0.238695E+00integral over domain = 0.33840984948537911Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 13, t = 0.120000E+01 Linf = 0.680893E+00 L1 = 0.161603E+00 L2 = 0.228672E+00

integral over domain = 0.34636771228348229Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 14, t = 0.130000E+01 Linf = 0.670942E+00 L1 = 0.153649E+00 L2 = 0.219753E+00integral over domain = 0.35350534716866611Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 15, t = 0.140000E+01 Linf = 0.661251E+00 L1 = 0.146513E+00 L2 = 0.211745E+00integral over domain = 0.35995442805989497Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 16, t = 0.150000E+01 Linf = 0.651803E+00 L1 = 0.140064E+00 L2 = 0.204496E+00integral over domain = 0.36581996418676954Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 17, t = 0.160000E+01 Linf = 0.642662E+00 L1 = 0.134199E+00 L2 = 0.197883E+00integral over domain = 0.37118642016738629Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 18, t = 0.170000E+01 Linf = 0.633716E+00 L1 = 0.128833E+00 L2 = 0.191809E+00integral over domain = 0.37612228991402741Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 19, t = 0.180000E+01 Linf = 0.624885E+00 L1 = 0.123897E+00 L2 = 0.186192E+00integral over domain = 0.38068385120521292Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 20, t = 0.190000E+01 Linf = 0.616141E+00 L1 = 0.119336E+00 L2 = 0.180966E+00integral over domain = 0.38491749169230494Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 21, t = 0.200000E+01 Linf = 0.607472E+00 L1 = 0.115102E+00 L2 = 0.176080E+00integral over domain = 0.38886192813743392Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 22, t = 0.210000E+01 Linf = 0.598869E+00 L1 = 0.111157E+00 L2 = 0.171488E+00integral over domain = 0.39254981764112951Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 23, t = 0.220000E+01 Linf = 0.590317E+00 L1 = 0.107469E+00 L2 = 0.167155E+00integral over domain = 0.39600892731489978Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 24, t = 0.230000E+01 Linf = 0.581810E+00 L1 = 0.104010E+00 L2 = 0.163050E+00integral over domain = 0.39926301344243492Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 25, t = 0.240000E+01 Linf = 0.573342E+00 L1 = 0.100756E+00 L2 = 0.159146E+00

integral over domain = 0.40233251926374580Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 26, t = 0.250000E+01 Linf = 0.564911E+00 L1 = 0.976858E-01 L2 = 0.155421E+00integral over domain = 0.40523515780236985Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 27, t = 0.260000E+01 Linf = 0.556514E+00 L1 = 0.947830E-01 L2 = 0.151857E+00integral over domain = 0.40798634573768666Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 28, t = 0.270000E+01 Linf = 0.548150E+00 L1 = 0.920315E-01 L2 = 0.148437E+00integral over domain = 0.41059961542968954Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 29, t = 0.280000E+01 Linf = 0.539820E+00 L1 = 0.894181E-01 L2 = 0.145147E+00integral over domain = 0.41308690318470109Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 30, t = 0.290000E+01 Linf = 0.531523E+00 L1 = 0.869305E-01 L2 = 0.141976E+00integral over domain = 0.41545877501104383Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 31, t = 0.300000E+01 Linf = 0.526123E+00 L1 = 0.845585E-01 L2 = 0.138911E+00integral over domain = 0.41772463831640200Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 32, t = 0.310000E+01 Linf = 0.521827E+00 L1 = 0.822924E-01 L2 = 0.135945E+00integral over domain = 0.41989288646837070Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 33, t = 0.320000E+01 Linf = 0.517532E+00 L1 = 0.801240E-01 L2 = 0.133068E+00integral over domain = 0.42197103419096926Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 34, t = 0.330000E+01 Linf = 0.513230E+00 L1 = 0.780456E-01 L2 = 0.130273E+00integral over domain = 0.42396583072971150Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 35, t = 0.340000E+01 Linf = 0.508915E+00 L1 = 0.760507E-01 L2 = 0.127555E+00integral over domain = 0.42588335562951773Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 36, t = 0.350000E+01 Linf = 0.504584E+00 L1 = 0.741330E-01 L2 = 0.124907E+00integral over domain = 0.42772908056199832Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 37, t = 0.360000E+01 Linf = 0.500231E+00 L1 = 0.722871E-01 L2 = 0.122324E+00

integral over domain = 0.42950798672771318Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 38, t = 0.370000E+01 Linf = 0.495850E+00 L1 = 0.705080E-01 L2 = 0.119803E+00integral over domain = 0.43122461450029720Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 39, t = 0.380000E+01 Linf = 0.491436E+00 L1 = 0.687913E-01 L2 = 0.117339E+00integral over domain = 0.43288309797409796Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 40, t = 0.390000E+01 Linf = 0.486983E+00 L1 = 0.671327E-01 L2 = 0.114928E+00integral over domain = 0.43448720760182896Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 41, t = 0.400000E+01 Linf = 0.482488E+00 L1 = 0.655284E-01 L2 = 0.112569E+00integral over domain = 0.43604038988525001Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 42, t = 0.410000E+01 Linf = 0.477944E+00 L1 = 0.639751E-01 L2 = 0.110258E+00integral over domain = 0.43754580355153705Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 43, t = 0.420000E+01 Linf = 0.473345E+00 L1 = 0.624696E-01 L2 = 0.107992E+00integral over domain = 0.43900634457204057Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 44, t = 0.430000E+01 Linf = 0.468688E+00 L1 = 0.610089E-01 L2 = 0.105770E+00integral over domain = 0.44042466212388542Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 45, t = 0.440000E+01 Linf = 0.463966E+00 L1 = 0.595905E-01 L2 = 0.103588E+00integral over domain = 0.44180318711586553Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 46, t = 0.450000E+01 Linf = 0.459174E+00 L1 = 0.582118E-01 L2 = 0.101447E+00integral over domain = 0.44314415370022575Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 47, t = 0.460000E+01 Linf = 0.454306E+00 L1 = 0.568708E-01 L2 = 0.993428E-01integral over domain = 0.44444961865879623Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 48, t = 0.470000E+01 Linf = 0.449359E+00 L1 = 0.555652E-01 L2 = 0.972756E-01integral over domain = 0.44572147829096215Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 49, t = 0.480000E+01 Linf = 0.444328E+00 L1 = 0.542932E-01 L2 = 0.952436E-01

integral over domain = 0.44696148092064497Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 50, t = 0.490000E+01 Linf = 0.439208E+00 L1 = 0.530531E-01 L2 = 0.932458E-01integral over domain = 0.44817123816349796Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 51, t = 0.500000E+01 Linf = 0.433997E+00 L1 = 0.518433E-01 L2 = 0.912810E-01integral over domain = 0.44935223254583151Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 52, t = 0.510000E+01 Linf = 0.428691E+00 L1 = 0.506622E-01 L2 = 0.893483E-01integral over domain = 0.45050583409416284Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 53, t = 0.520000E+01 Linf = 0.423285E+00 L1 = 0.495085E-01 L2 = 0.874467E-01integral over domain = 0.45163330988761691Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 54, t = 0.530000E+01 Linf = 0.417771E+00 L1 = 0.483809E-01 L2 = 0.855752E-01integral over domain = 0.45273582964891951Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 55, t = 0.540000E+01 Linf = 0.412151E+00 L1 = 0.472783E-01 L2 = 0.837329E-01integral over domain = 0.45381447165485561Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 56, t = 0.550000E+01 Linf = 0.406427E+00 L1 = 0.461996E-01 L2 = 0.819194E-01integral over domain = 0.45487022610499983Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 57, t = 0.560000E+01 Linf = 0.400597E+00 L1 = 0.451437E-01 L2 = 0.801342E-01integral over domain = 0.45590401438545120Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 58, t = 0.570000E+01 Linf = 0.394664E+00 L1 = 0.441098E-01 L2 = 0.783769E-01integral over domain = 0.45691667783613082Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 59, t = 0.580000E+01 Linf = 0.388630E+00 L1 = 0.430971E-01 L2 = 0.766470E-01integral over domain = 0.45790899688229958Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 60, t = 0.590000E+01 Linf = 0.382495E+00 L1 = 0.421047E-01 L2 = 0.749439E-01integral over domain = 0.45888169804946238Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 61, t = 0.600000E+01 Linf = 0.376254E+00 L1 = 0.411319E-01 L2 = 0.732671E-01

integral over domain = 0.45983544919423247Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 62, t = 0.610000E+01 Linf = 0.369891E+00 L1 = 0.401780E-01 L2 = 0.716159E-01integral over domain = 0.46077086035253118Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 63, t = 0.620000E+01 Linf = 0.363429E+00 L1 = 0.392425E-01 L2 = 0.699903E-01integral over domain = 0.46168848805241974Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 64, t = 0.630000E+01 Linf = 0.356882E+00 L1 = 0.383248E-01 L2 = 0.683900E-01integral over domain = 0.46258884254497445Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 65, t = 0.640000E+01 Linf = 0.350258E+00 L1 = 0.374244E-01 L2 = 0.668149E-01integral over domain = 0.46347239232914766Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 66, t = 0.650000E+01 Linf = 0.343566E+00 L1 = 0.365407E-01 L2 = 0.652646E-01integral over domain = 0.46433956749034316Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 67, t = 0.660000E+01 Linf = 0.336814E+00 L1 = 0.356735E-01 L2 = 0.637390E-01integral over domain = 0.46519076296148110Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 68, t = 0.670000E+01 Linf = 0.330011E+00 L1 = 0.348222E-01 L2 = 0.622377E-01integral over domain = 0.46602634016641487Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 69, t = 0.680000E+01 Linf = 0.323167E+00 L1 = 0.339865E-01 L2 = 0.607607E-01integral over domain = 0.46684663023607126Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 70, t = 0.690000E+01 Linf = 0.316290E+00 L1 = 0.331661E-01 L2 = 0.593077E-01integral over domain = 0.46765193705523517Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 71, t = 0.700000E+01 Linf = 0.309389E+00 L1 = 0.323607E-01 L2 = 0.578786E-01integral over domain = 0.46844253988275708Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 72, t = 0.710000E+01 Linf = 0.302476E+00 L1 = 0.315700E-01 L2 = 0.564733E-01integral over domain = 0.46921869567560875Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 73, t = 0.720000E+01 Linf = 0.295559E+00 L1 = 0.307938E-01 L2 = 0.550917E-01

integral over domain = 0.46998064111582960Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 74, t = 0.730000E+01 Linf = 0.288646E+00 L1 = 0.300317E-01 L2 = 0.537335E-01integral over domain = 0.47072859430400582Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 75, t = 0.740000E+01 Linf = 0.281755E+00 L1 = 0.292837E-01 L2 = 0.523988E-01integral over domain = 0.47146275730030013Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 76, t = 0.750000E+01 Linf = 0.274890E+00 L1 = 0.285494E-01 L2 = 0.510876E-01integral over domain = 0.47218331650860057Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 77, t = 0.760000E+01 Linf = 0.268060E+00 L1 = 0.278288E-01 L2 = 0.497996E-01integral over domain = 0.47289044513806222Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 78, t = 0.770000E+01 Linf = 0.261273E+00 L1 = 0.271215E-01 L2 = 0.485348E-01integral over domain = 0.47358430674438995Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 79, t = 0.780000E+01 Linf = 0.254539E+00 L1 = 0.264276E-01 L2 = 0.472929E-01integral over domain = 0.47426505606888925Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 80, t = 0.790000E+01 Linf = 0.247864E+00 L1 = 0.257467E-01 L2 = 0.460739E-01integral over domain = 0.47493284004429359Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 81, t = 0.800000E+01 Linf = 0.241257E+00 L1 = 0.250788E-01 L2 = 0.448777E-01integral over domain = 0.47558779859579581Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 82, t = 0.810000E+01 Linf = 0.234724E+00 L1 = 0.244238E-01 L2 = 0.437041E-01integral over domain = 0.47623006555677938Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 83, t = 0.820000E+01 Linf = 0.228272E+00 L1 = 0.237814E-01 L2 = 0.425530E-01integral over domain = 0.47685976962871646Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 84, t = 0.830000E+01 Linf = 0.221908E+00 L1 = 0.231516E-01 L2 = 0.414242E-01integral over domain = 0.47747703530160046Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 85, t = 0.840000E+01 Linf = 0.215636E+00 L1 = 0.225343E-01 L2 = 0.403177E-01

integral over domain = 0.47808198370681804Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 86, t = 0.850000E+01 Linf = 0.209462E+00 L1 = 0.219292E-01 L2 = 0.392331E-01integral over domain = 0.47867473345042932Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 87, t = 0.860000E+01 Linf = 0.203390E+00 L1 = 0.213363E-01 L2 = 0.381705E-01integral over domain = 0.47925540138066192Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 88, t = 0.870000E+01 Linf = 0.197424E+00 L1 = 0.207556E-01 L2 = 0.371296E-01integral over domain = 0.47982410327864050Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 89, t = 0.880000E+01 Linf = 0.191569E+00 L1 = 0.201868E-01 L2 = 0.361102E-01integral over domain = 0.48038095435739159Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 90, t = 0.890000E+01 Linf = 0.185828E+00 L1 = 0.196298E-01 L2 = 0.351122E-01integral over domain = 0.48092606976354990Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 91, t = 0.900000E+01 Linf = 0.180203E+00 L1 = 0.190846E-01 L2 = 0.341354E-01integral over domain = 0.48145956507035048Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 92, t = 0.910000E+01 Linf = 0.174697E+00 L1 = 0.185510E-01 L2 = 0.331795E-01integral over domain = 0.48198155668704218Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 93, t = 0.920000E+01 Linf = 0.169310E+00 L1 = 0.180289E-01 L2 = 0.322445E-01integral over domain = 0.48249216227235836Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 94, t = 0.930000E+01 Linf = 0.164045E+00 L1 = 0.175182E-01 L2 = 0.313300E-01integral over domain = 0.48299150108911759Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 95, t = 0.940000E+01 Linf = 0.158902E+00 L1 = 0.170187E-01 L2 = 0.304358E-01integral over domain = 0.48347969393620227Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 96, t = 0.950000E+01 Linf = 0.153881E+00 L1 = 0.165304E-01 L2 = 0.295617E-01integral over domain = 0.48395686361188345Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 97, t = 0.960000E+01 Linf = 0.148983E+00 L1 = 0.160531E-01 L2 = 0.287076E-01

integral over domain = 0.48442313544562771Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 98, t = 0.970000E+01 Linf = 0.144208E+00 L1 = 0.155868E-01 L2 = 0.278730E-01integral over domain = 0.48487863711926027Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 99, t = 0.980000E+01 Linf = 0.139556E+00 L1 = 0.151311E-01 L2 = 0.270579E-01integral over domain = 0.48532349868342439Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 100, t = 0.990000E+01 Linf = 0.135036E+00 L1 = 0.146862E-01 L2 = 0.262621E-01integral over domain = 0.48575785235000890Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 101, t = 0.100000E+02 Linf = 0.130645E+00 L1 = 0.142517E-01 L2 = 0.254854E-01integral over domain = 0.48618183255964587Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 102, t = 0.101000E+02 Linf = 0.126374E+00 L1 = 0.138276E-01 L2 = 0.247273E-01integral over domain = 0.48659557644709633Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 103, t = 0.102000E+02 Linf = 0.122221E+00 L1 = 0.134137E-01 L2 = 0.239877E-01integral over domain = 0.48699922228188564Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 104, t = 0.103000E+02 Linf = 0.118186E+00 L1 = 0.130100E-01 L2 = 0.232662E-01integral over domain = 0.48739290934992763Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 105, t = 0.104000E+02 Linf = 0.114274E+00 L1 = 0.126162E-01 L2 = 0.225627E-01integral over domain = 0.48777677863783969Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 106, t = 0.105000E+02 Linf = 0.110476E+00 L1 = 0.122322E-01 L2 = 0.218768E-01integral over domain = 0.48815097295654519Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 107, t = 0.106000E+02 Linf = 0.106790E+00 L1 = 0.118579E-01 L2 = 0.212082E-01integral over domain = 0.48851563665916442Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 108, t = 0.107000E+02 Linf = 0.103213E+00 L1 = 0.114931E-01 L2 = 0.205566E-01integral over domain = 0.48887091506747438Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 109, t = 0.108000E+02 Linf = 0.997410E-01 L1 = 0.111378E-01 L2 = 0.199217E-01

integral over domain = 0.48921695528824782Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 110, t = 0.109000E+02 Linf = 0.963735E-01 L1 = 0.107916E-01 L2 = 0.193032E-01integral over domain = 0.48955390683130467Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 111, t = 0.110000E+02 Linf = 0.931075E-01 L1 = 0.104546E-01 L2 = 0.187009E-01integral over domain = 0.48988192184779167Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 112, t = 0.111000E+02 Linf = 0.899410E-01 L1 = 0.101265E-01 L2 = 0.181145E-01integral over domain = 0.49020115489705346Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 113, t = 0.112000E+02 Linf = 0.868714E-01 L1 = 0.980715E-02 L2 = 0.175436E-01integral over domain = 0.49051176262109508Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 114, t = 0.113000E+02 Linf = 0.838965E-01 L1 = 0.949648E-02 L2 = 0.169881E-01integral over domain = 0.49081390340489545Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 115, t = 0.114000E+02 Linf = 0.810140E-01 L1 = 0.919437E-02 L2 = 0.164476E-01integral over domain = 0.49110773703084848Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 116, t = 0.115000E+02 Linf = 0.782214E-01 L1 = 0.890057E-02 L2 = 0.159218E-01integral over domain = 0.49139342431562916Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 117, t = 0.116000E+02 Linf = 0.755165E-01 L1 = 0.861491E-02 L2 = 0.154105E-01integral over domain = 0.49167112684056524Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 118, t = 0.117000E+02 Linf = 0.728970E-01 L1 = 0.833723E-02 L2 = 0.149132E-01integral over domain = 0.49194100669807400Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 119, t = 0.118000E+02 Linf = 0.703605E-01 L1 = 0.806737E-02 L2 = 0.144299E-01integral over domain = 0.49220322623295987Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 120, t = 0.119000E+02 Linf = 0.679049E-01 L1 = 0.780517E-02 L2 = 0.139601E-01integral over domain = 0.49245794778403618Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 121, t = 0.120000E+02 Linf = 0.655278E-01 L1 = 0.755046E-02 L2 = 0.135036E-01

integral over domain = 0.49270533344088968Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 122, t = 0.121000E+02 Linf = 0.632275E-01 L1 = 0.730309E-02 L2 = 0.130600E-01integral over domain = 0.49294554484162678Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 123, t = 0.122000E+02 Linf = 0.610019E-01 L1 = 0.706295E-02 L2 = 0.126292E-01integral over domain = 0.49317874301795994Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 124, t = 0.123000E+02 Linf = 0.588483E-01 L1 = 0.682983E-02 L2 = 0.122108E-01integral over domain = 0.49340508795202359Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 125, t = 0.124000E+02 Linf = 0.567647E-01 L1 = 0.660356E-02 L2 = 0.118046E-01integral over domain = 0.49362473838223686Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 126, t = 0.125000E+02 Linf = 0.547490E-01 L1 = 0.638400E-02 L2 = 0.114102E-01integral over domain = 0.49383785179151990Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 127, t = 0.126000E+02 Linf = 0.527992E-01 L1 = 0.617100E-02 L2 = 0.110274E-01integral over domain = 0.49404458434686910Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 128, t = 0.127000E+02 Linf = 0.509135E-01 L1 = 0.596438E-02 L2 = 0.106560E-01integral over domain = 0.49424509078551071Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 129, t = 0.128000E+02 Linf = 0.490897E-01 L1 = 0.576399E-02 L2 = 0.102955E-01integral over domain = 0.49443952428265864Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 130, t = 0.129000E+02 Linf = 0.473263E-01 L1 = 0.556966E-02 L2 = 0.994589E-02integral over domain = 0.49462803631588942Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 131, t = 0.130000E+02 Linf = 0.456215E-01 L1 = 0.538124E-02 L2 = 0.960677E-02integral over domain = 0.49481077651449046Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 132, t = 0.131000E+02 Linf = 0.439733E-01 L1 = 0.519860E-02 L2 = 0.927790E-02integral over domain = 0.49498789256868359Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 133, t = 0.132000E+02 Linf = 0.423801E-01 L1 = 0.502157E-02 L2 = 0.895903E-02

integral over domain = 0.49515953012981162Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 134, t = 0.133000E+02 Linf = 0.408404E-01 L1 = 0.485002E-02 L2 = 0.864991E-02integral over domain = 0.49532583274581854Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 135, t = 0.134000E+02 Linf = 0.393522E-01 L1 = 0.468380E-02 L2 = 0.835029E-02integral over domain = 0.49548694175684688Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 136, t = 0.135000E+02 Linf = 0.379138E-01 L1 = 0.452277E-02 L2 = 0.805991E-02integral over domain = 0.49564299615364943Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 137, t = 0.136000E+02 Linf = 0.365238E-01 L1 = 0.436679E-02 L2 = 0.777854E-02integral over domain = 0.49579413254465060Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 138, t = 0.137000E+02 Linf = 0.351806E-01 L1 = 0.421587E-02 L2 = 0.750594E-02integral over domain = 0.49594048516404415Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 139, t = 0.138000E+02 Linf = 0.338826E-01 L1 = 0.406974E-02 L2 = 0.724187E-02integral over domain = 0.49608218586821839Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 140, t = 0.139000E+02 Linf = 0.326285E-01 L1 = 0.392825E-02 L2 = 0.698610E-02integral over domain = 0.49621936410280532Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 141, t = 0.140000E+02 Linf = 0.314169E-01 L1 = 0.379128E-02 L2 = 0.673841E-02integral over domain = 0.49635214686343232Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 142, t = 0.141000E+02 Linf = 0.302464E-01 L1 = 0.365869E-02 L2 = 0.649858E-02integral over domain = 0.49648065866478763Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 143, t = 0.142000E+02 Linf = 0.291158E-01 L1 = 0.353037E-02 L2 = 0.626639E-02integral over domain = 0.49660502151588903Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 144, t = 0.143000E+02 Linf = 0.280236E-01 L1 = 0.340619E-02 L2 = 0.604162E-02integral over domain = 0.49672535491234932Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 145, t = 0.144000E+02 Linf = 0.269688E-01 L1 = 0.328621E-02 L2 = 0.582407E-02

integral over domain = 0.49684177580493871Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 146, t = 0.145000E+02 Linf = 0.259499E-01 L1 = 0.317014E-02 L2 = 0.561352E-02integral over domain = 0.49695439858141316Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 147, t = 0.146000E+02 Linf = 0.249659E-01 L1 = 0.305786E-02 L2 = 0.540979E-02integral over domain = 0.49706333507697686Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 148, t = 0.147000E+02 Linf = 0.240157E-01 L1 = 0.294937E-02 L2 = 0.521267E-02integral over domain = 0.49716869458965024Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 149, t = 0.148000E+02 Linf = 0.230981E-01 L1 = 0.284444E-02 L2 = 0.502197E-02integral over domain = 0.49727058389519585Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 150, t = 0.149000E+02 Linf = 0.222120E-01 L1 = 0.274296E-02 L2 = 0.483750E-02integral over domain = 0.49736910725979233Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 151, t = 0.150000E+02 Linf = 0.213564E-01 L1 = 0.264483E-02 L2 = 0.465908E-02integral over domain = 0.49746436644991404Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 152, t = 0.151000E+02 Linf = 0.205303E-01 L1 = 0.254996E-02 L2 = 0.448654E-02integral over domain = 0.49755646075489923Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 153, t = 0.152000E+02 Linf = 0.197327E-01 L1 = 0.245823E-02 L2 = 0.431969E-02integral over domain = 0.49764548701345346Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 154, t = 0.153000E+02 Linf = 0.189627E-01 L1 = 0.236955E-02 L2 = 0.415836E-02integral over domain = 0.49773153963012651Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 155, t = 0.154000E+02 Linf = 0.182194E-01 L1 = 0.228384E-02 L2 = 0.400240E-02integral over domain = 0.49781471060144533Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 156, t = 0.155000E+02 Linf = 0.175018E-01 L1 = 0.220100E-02 L2 = 0.385163E-02integral over domain = 0.49789508954440287Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 157, t = 0.156000E+02 Linf = 0.168092E-01 L1 = 0.212099E-02 L2 = 0.370590E-02

integral over domain = 0.49797276372801791Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 158, t = 0.157000E+02 Linf = 0.161406E-01 L1 = 0.204367E-02 L2 = 0.356506E-02integral over domain = 0.49804781810666499Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 159, t = 0.158000E+02 Linf = 0.154952E-01 L1 = 0.196898E-02 L2 = 0.342895E-02integral over domain = 0.49812033535478584Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 160, t = 0.159000E+02 Linf = 0.148724E-01 L1 = 0.189681E-02 L2 = 0.329743E-02integral over domain = 0.49819039590185643Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 161, t = 0.160000E+02 Linf = 0.142712E-01 L1 = 0.182709E-02 L2 = 0.317035E-02integral over domain = 0.49825807796977750Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 162, t = 0.161000E+02 Linf = 0.136910E-01 L1 = 0.175974E-02 L2 = 0.304759E-02integral over domain = 0.49832345761548885Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 163, t = 0.162000E+02 Linf = 0.131312E-01 L1 = 0.169468E-02 L2 = 0.292899E-02integral over domain = 0.49838660876444063Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 164, t = 0.163000E+02 Linf = 0.125909E-01 L1 = 0.163183E-02 L2 = 0.281444E-02integral over domain = 0.49844760324468002Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 165, t = 0.164000E+02 Linf = 0.120695E-01 L1 = 0.157113E-02 L2 = 0.270381E-02integral over domain = 0.49850651083652747Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 166, t = 0.165000E+02 Linf = 0.115664E-01 L1 = 0.151252E-02 L2 = 0.259697E-02integral over domain = 0.49856339929097604Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 167, t = 0.166000E+02 Linf = 0.110809E-01 L1 = 0.145616E-02 L2 = 0.249380E-02integral over domain = 0.49861833439854097Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 168, t = 0.167000E+02 Linf = 0.106125E-01 L1 = 0.140175E-02 L2 = 0.239418E-02integral over domain = 0.49867138004000366Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 169, t = 0.168000E+02 Linf = 0.101605E-01 L1 = 0.134920E-02 L2 = 0.229801E-02

integral over domain = 0.49872259822212300Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 170, t = 0.169000E+02 Linf = 0.972448E-02 L1 = 0.129846E-02 L2 = 0.220517E-02integral over domain = 0.49877204911454820Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 171, t = 0.170000E+02 Linf = 0.930377E-02 L1 = 0.124947E-02 L2 = 0.211556E-02integral over domain = 0.49881979108907853Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 172, t = 0.171000E+02 Linf = 0.889789E-02 L1 = 0.120218E-02 L2 = 0.202907E-02integral over domain = 0.49886588076021326Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 173, t = 0.172000E+02 Linf = 0.850631E-02 L1 = 0.115651E-02 L2 = 0.194560E-02integral over domain = 0.49891037302628893Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 174, t = 0.173000E+02 Linf = 0.812856E-02 L1 = 0.111243E-02 L2 = 0.186507E-02integral over domain = 0.49895332111078461Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 175, t = 0.174000E+02 Linf = 0.776414E-02 L1 = 0.106992E-02 L2 = 0.178736E-02integral over domain = 0.49899477660359970Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 176, t = 0.175000E+02 Linf = 0.741260E-02 L1 = 0.102902E-02 L2 = 0.171240E-02integral over domain = 0.49903478950240865Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 177, t = 0.176000E+02 Linf = 0.707349E-02 L1 = 0.989539E-03 L2 = 0.164009E-02integral over domain = 0.49907340825235269Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 178, t = 0.177000E+02 Linf = 0.674638E-02 L1 = 0.951436E-03 L2 = 0.157035E-02integral over domain = 0.49911067978596307Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 179, t = 0.178000E+02 Linf = 0.643085E-02 L1 = 0.914662E-03 L2 = 0.150310E-02integral over domain = 0.49914664956330912Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 180, t = 0.179000E+02 Linf = 0.612651E-02 L1 = 0.879171E-03 L2 = 0.143826E-02integral over domain = 0.49918136161238147Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 181, t = 0.180000E+02 Linf = 0.583296E-02 L1 = 0.844921E-03 L2 = 0.137575E-02

integral over domain = 0.49921485856631359Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 182, t = 0.181000E+02 Linf = 0.554982E-02 L1 = 0.811870E-03 L2 = 0.131550E-02integral over domain = 0.49924718170151322Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 183, t = 0.182000E+02 Linf = 0.527673E-02 L1 = 0.779977E-03 L2 = 0.125744E-02integral over domain = 0.49927837097549760Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 184, t = 0.183000E+02 Linf = 0.501334E-02 L1 = 0.749202E-03 L2 = 0.120150E-02integral over domain = 0.49930846506347426Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 185, t = 0.184000E+02 Linf = 0.475931E-02 L1 = 0.719508E-03 L2 = 0.114761E-02integral over domain = 0.49933750139433103Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 186, t = 0.185000E+02 Linf = 0.451981E-02 L1 = 0.690857E-03 L2 = 0.109571E-02integral over domain = 0.49936551618594138Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 187, t = 0.186000E+02 Linf = 0.431107E-02 L1 = 0.663214E-03 L2 = 0.104575E-02integral over domain = 0.49939254447983683Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 188, t = 0.187000E+02 Linf = 0.410953E-02 L1 = 0.636544E-03 L2 = 0.997660E-03integral over domain = 0.49941862017517613Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 189, t = 0.188000E+02 Linf = 0.391494E-02 L1 = 0.610814E-03 L2 = 0.951387E-03integral over domain = 0.49944377606206453Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 190, t = 0.189000E+02 Linf = 0.372708E-02 L1 = 0.585992E-03 L2 = 0.906879E-03integral over domain = 0.49946804385414439Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 191, t = 0.190000E+02 Linf = 0.354573E-02 L1 = 0.562045E-03 L2 = 0.864086E-03integral over domain = 0.49949145422045838Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 192, t = 0.191000E+02 Linf = 0.337066E-02 L1 = 0.538944E-03 L2 = 0.822960E-03integral over domain = 0.49951403681660611Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 193, t = 0.192000E+02 Linf = 0.320167E-02 L1 = 0.516676E-03 L2 = 0.783457E-03

integral over domain = 0.49953582031548582Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 194, t = 0.193000E+02 Linf = 0.303855E-02 L1 = 0.495500E-03 L2 = 0.745534E-03integral over domain = 0.49955683243752358Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 195, t = 0.194000E+02 Linf = 0.288112E-02 L1 = 0.475100E-03 L2 = 0.709151E-03integral over domain = 0.49957709997816280Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 196, t = 0.195000E+02 Linf = 0.272917E-02 L1 = 0.455469E-03 L2 = 0.674272E-03integral over domain = 0.49959664883617211Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 197, t = 0.196000E+02 Linf = 0.258252E-02 L1 = 0.436592E-03 L2 = 0.640862E-03integral over domain = 0.49961550404222954Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 198, t = 0.197000E+02 Linf = 0.244100E-02 L1 = 0.418679E-03 L2 = 0.608890E-03integral over domain = 0.49963368978570039Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 199, t = 0.198000E+02 Linf = 0.230442E-02 L1 = 0.401647E-03 L2 = 0.578328E-03integral over domain = 0.49965122944080864Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 200, t = 0.199000E+02 Linf = 0.217263E-02 L1 = 0.385219E-03 L2 = 0.549150E-03integral over domain = 0.49966814559203199Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 201, t = 0.200000E+02 Linf = 0.204546E-02 L1 = 0.369463E-03 L2 = 0.521335E-03integral over domain = 0.49968446005934908Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 202, t = 0.201000E+02 Linf = 0.192275E-02 L1 = 0.354277E-03 L2 = 0.494863E-03integral over domain = 0.49970019392242226Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 203, t = 0.202000E+02 Linf = 0.180436E-02 L1 = 0.339631E-03 L2 = 0.469718E-03integral over domain = 0.49971536754412138Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 204, t = 0.203000E+02 Linf = 0.169012E-02 L1 = 0.325506E-03 L2 = 0.445889E-03integral over domain = 0.49973000059341693Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 205, t = 0.204000E+02 Linf = 0.157991E-02 L1 = 0.311938E-03 L2 = 0.423365E-03

integral over domain = 0.49974411206764674Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 206, t = 0.205000E+02 Linf = 0.147358E-02 L1 = 0.298855E-03 L2 = 0.402141E-03integral over domain = 0.49975772031417154Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 207, t = 0.206000E+02 Linf = 0.137099E-02 L1 = 0.286239E-03 L2 = 0.382214E-03integral over domain = 0.49977084305206193Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 208, t = 0.207000E+02 Linf = 0.127203E-02 L1 = 0.274224E-03 L2 = 0.363581E-03integral over domain = 0.49978349739185768Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 209, t = 0.208000E+02 Linf = 0.117656E-02 L1 = 0.263506E-03 L2 = 0.346246E-03integral over domain = 0.49979569985476680Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 210, t = 0.209000E+02 Linf = 0.108446E-02 L1 = 0.253385E-03 L2 = 0.330210E-03integral over domain = 0.49980746639439055Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 211, t = 0.210000E+02 Linf = 0.995626E-03 L1 = 0.243625E-03 L2 = 0.315477E-03integral over domain = 0.49981881241298276Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 212, t = 0.211000E+02 Linf = 0.909932E-03 L1 = 0.234213E-03 L2 = 0.302049E-03integral over domain = 0.49982975277915070Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 213, t = 0.212000E+02 Linf = 0.827274E-03 L1 = 0.225360E-03 L2 = 0.289926E-03integral over domain = 0.49984030184639994Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 214, t = 0.213000E+02 Linf = 0.747545E-03 L1 = 0.216854E-03 L2 = 0.279103E-03integral over domain = 0.49985047347048484Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 215, t = 0.214000E+02 Linf = 0.706844E-03 L1 = 0.208653E-03 L2 = 0.269572E-03integral over domain = 0.49986028102603203Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 216, t = 0.215000E+02 Linf = 0.701561E-03 L1 = 0.201057E-03 L2 = 0.261314E-03integral over domain = 0.49986973742259788Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 217, t = 0.216000E+02 Linf = 0.696466E-03 L1 = 0.194724E-03 L2 = 0.254305E-03

integral over domain = 0.49987885512023272Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 218, t = 0.217000E+02 Linf = 0.691552E-03 L1 = 0.190148E-03 L2 = 0.248507E-03integral over domain = 0.49988764614459691Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 219, t = 0.218000E+02 Linf = 0.686812E-03 L1 = 0.187155E-03 L2 = 0.243874E-03integral over domain = 0.49989612210161150Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 220, t = 0.219000E+02 Linf = 0.682242E-03 L1 = 0.184457E-03 L2 = 0.240348E-03integral over domain = 0.49990429419071752Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 221, t = 0.220000E+02 Linf = 0.677834E-03 L1 = 0.182908E-03 L2 = 0.237864E-03integral over domain = 0.49991217321882764Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 222, t = 0.221000E+02 Linf = 0.673584E-03 L1 = 0.182251E-03 L2 = 0.236346E-03integral over domain = 0.49991976961510365Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 223, t = 0.222000E+02 Linf = 0.669485E-03 L1 = 0.181862E-03 L2 = 0.235714E-03integral over domain = 0.49992709344344149Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 224, t = 0.223000E+02 Linf = 0.665532E-03 L1 = 0.182311E-03 L2 = 0.235884E-03integral over domain = 0.49993415441459060Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 225, t = 0.224000E+02 Linf = 0.661720E-03 L1 = 0.182800E-03 L2 = 0.236771E-03integral over domain = 0.49994096189808845Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 226, t = 0.225000E+02 Linf = 0.658044E-03 L1 = 0.183674E-03 L2 = 0.238292E-03integral over domain = 0.49994752493382799Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 227, t = 0.226000E+02 Linf = 0.654500E-03 L1 = 0.185452E-03 L2 = 0.240364E-03integral over domain = 0.49995385224350664Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 228, t = 0.227000E+02 Linf = 0.662482E-03 L1 = 0.187167E-03 L2 = 0.242912E-03integral over domain = 0.49995995224149575Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 229, t = 0.228000E+02 Linf = 0.713496E-03 L1 = 0.188850E-03 L2 = 0.245863E-03

integral over domain = 0.49996583304531461Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 230, t = 0.229000E+02 Linf = 0.762672E-03 L1 = 0.190797E-03 L2 = 0.249152E-03integral over domain = 0.49997150248578759Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 231, t = 0.230000E+02 Linf = 0.810078E-03 L1 = 0.192674E-03 L2 = 0.252719E-03integral over domain = 0.49997696811708875Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 232, t = 0.231000E+02 Linf = 0.855776E-03 L1 = 0.194537E-03 L2 = 0.256511E-03integral over domain = 0.49998223722638946Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 233, t = 0.232000E+02 Linf = 0.899828E-03 L1 = 0.196345E-03 L2 = 0.260481E-03integral over domain = 0.49998731684308717Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 234, t = 0.233000E+02 Linf = 0.942293E-03 L1 = 0.198102E-03 L2 = 0.264586E-03integral over domain = 0.49999221374770586Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 235, t = 0.234000E+02 Linf = 0.983228E-03 L1 = 0.200000E-03 L2 = 0.268792E-03integral over domain = 0.49999693448051225Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 236, t = 0.235000E+02 Linf = 0.102269E-02 L1 = 0.202045E-03 L2 = 0.273065E-03integral over domain = 0.50000148534985367Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 237, t = 0.236000E+02 Linf = 0.106073E-02 L1 = 0.204027E-03 L2 = 0.277379E-03integral over domain = 0.50000587244022332Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 238, t = 0.237000E+02 Linf = 0.109739E-02 L1 = 0.205978E-03 L2 = 0.281710E-03integral over domain = 0.50001010162006176Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 239, t = 0.238000E+02 Linf = 0.113274E-02 L1 = 0.208091E-03 L2 = 0.286038E-03integral over domain = 0.50001417854929553Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 240, t = 0.239000E+02 Linf = 0.116681E-02 L1 = 0.210243E-03 L2 = 0.290346E-03integral over domain = 0.50001810868662433Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 241, t = 0.240000E+02 Linf = 0.119965E-02 L1 = 0.212434E-03 L2 = 0.294619E-03

integral over domain = 0.50002189729666902Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 242, t = 0.241000E+02 Linf = 0.123131E-02 L1 = 0.214546E-03 L2 = 0.298846E-03integral over domain = 0.50002554945736888Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 243, t = 0.242000E+02 Linf = 0.126182E-02 L1 = 0.216582E-03 L2 = 0.303016E-03integral over domain = 0.50002907006473118Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 244, t = 0.243000E+02 Linf = 0.129124E-02 L1 = 0.218545E-03 L2 = 0.307122E-03integral over domain = 0.50003246384031885Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 245, t = 0.244000E+02 Linf = 0.131959E-02 L1 = 0.220513E-03 L2 = 0.311155E-03integral over domain = 0.50003573533750134Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 246, t = 0.245000E+02 Linf = 0.134693E-02 L1 = 0.222492E-03 L2 = 0.315111E-03integral over domain = 0.50003888894730752Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 247, t = 0.246000E+02 Linf = 0.137327E-02 L1 = 0.224399E-03 L2 = 0.318986E-03integral over domain = 0.50004192890411303Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 248, t = 0.247000E+02 Linf = 0.139867E-02 L1 = 0.226238E-03 L2 = 0.322775E-03integral over domain = 0.50004485929114750Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 249, t = 0.248000E+02 Linf = 0.142315E-02 L1 = 0.228012E-03 L2 = 0.326477E-03integral over domain = 0.50004768404581712Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 250, t = 0.249000E+02 Linf = 0.144674E-02 L1 = 0.229736E-03 L2 = 0.330089E-03integral over domain = 0.50005040696485037Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 251, t = 0.250000E+02 Linf = 0.146949E-02 L1 = 0.231397E-03 L2 = 0.333610E-03integral over domain = 0.50005303170926596Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 252, t = 0.251000E+02 Linf = 0.149141E-02 L1 = 0.232999E-03 L2 = 0.337040E-03integral over domain = 0.50005556180917099Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 253, t = 0.252000E+02 Linf = 0.151255E-02 L1 = 0.234543E-03 L2 = 0.340378E-03

integral over domain = 0.50005800066835648Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 254, t = 0.253000E+02 Linf = 0.153292E-02 L1 = 0.236032E-03 L2 = 0.343625E-03integral over domain = 0.50006035156881967Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 255, t = 0.254000E+02 Linf = 0.155255E-02 L1 = 0.237482E-03 L2 = 0.346781E-03integral over domain = 0.50006261767513360Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 256, t = 0.255000E+02 Linf = 0.157148E-02 L1 = 0.238979E-03 L2 = 0.349847E-03integral over domain = 0.50006480203852033Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 257, t = 0.256000E+02 Linf = 0.158972E-02 L1 = 0.240429E-03 L2 = 0.352823E-03integral over domain = 0.50006690760089401Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 258, t = 0.257000E+02 Linf = 0.160730E-02 L1 = 0.241832E-03 L2 = 0.355712E-03integral over domain = 0.50006893719874734Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 259, t = 0.258000E+02 Linf = 0.162425E-02 L1 = 0.243184E-03 L2 = 0.358513E-03integral over domain = 0.50007089356689871Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 260, t = 0.259000E+02 Linf = 0.164059E-02 L1 = 0.244488E-03 L2 = 0.361230E-03integral over domain = 0.50007277934210759Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 261, t = 0.260000E+02 Linf = 0.165634E-02 L1 = 0.245744E-03 L2 = 0.363863E-03integral over domain = 0.50007459706656432Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 262, t = 0.261000E+02 Linf = 0.167152E-02 L1 = 0.246955E-03 L2 = 0.366414E-03integral over domain = 0.50007634919125532Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 263, t = 0.262000E+02 Linf = 0.168615E-02 L1 = 0.248123E-03 L2 = 0.368886E-03integral over domain = 0.50007803807921247Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 264, t = 0.263000E+02 Linf = 0.170025E-02 L1 = 0.249249E-03 L2 = 0.371278E-03integral over domain = 0.50007966600864640Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 265, t = 0.264000E+02 Linf = 0.171385E-02 L1 = 0.250334E-03 L2 = 0.373595E-03

integral over domain = 0.50008123517593472Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 266, t = 0.265000E+02 Linf = 0.172695E-02 L1 = 0.251396E-03 L2 = 0.375837E-03integral over domain = 0.50008274769853311Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 267, t = 0.266000E+02 Linf = 0.173958E-02 L1 = 0.252420E-03 L2 = 0.378006E-03integral over domain = 0.50008420561785050Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 268, t = 0.267000E+02 Linf = 0.175175E-02 L1 = 0.253407E-03 L2 = 0.380104E-03integral over domain = 0.50008561090197257Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 269, t = 0.268000E+02 Linf = 0.176348E-02 L1 = 0.254359E-03 L2 = 0.382134E-03integral over domain = 0.50008696544827458Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 270, t = 0.269000E+02 Linf = 0.177479E-02 L1 = 0.255276E-03 L2 = 0.384097E-03integral over domain = 0.50008827108594445Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 271, t = 0.270000E+02 Linf = 0.178569E-02 L1 = 0.256160E-03 L2 = 0.385994E-03integral over domain = 0.50008952957841379Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 272, t = 0.271000E+02 Linf = 0.179620E-02 L1 = 0.257012E-03 L2 = 0.387829E-03integral over domain = 0.50009074262570929Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 273, t = 0.272000E+02 Linf = 0.180633E-02 L1 = 0.257833E-03 L2 = 0.389602E-03integral over domain = 0.50009191186671731Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 274, t = 0.273000E+02 Linf = 0.181609E-02 L1 = 0.258625E-03 L2 = 0.391315E-03integral over domain = 0.50009303888137202Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 275, t = 0.274000E+02 Linf = 0.182550E-02 L1 = 0.259388E-03 L2 = 0.392971E-03integral over domain = 0.50009412519276442Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 276, t = 0.275000E+02 Linf = 0.183457E-02 L1 = 0.260124E-03 L2 = 0.394570E-03integral over domain = 0.50009517226917832Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 277, t = 0.276000E+02 Linf = 0.184331E-02 L1 = 0.260833E-03 L2 = 0.396116E-03

integral over domain = 0.50009618152605184Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 278, t = 0.277000E+02 Linf = 0.185174E-02 L1 = 0.261516E-03 L2 = 0.397608E-03integral over domain = 0.50009715432787338Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 279, t = 0.278000E+02 Linf = 0.185986E-02 L1 = 0.262175E-03 L2 = 0.399050E-03integral over domain = 0.50009809199000554Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 280, t = 0.279000E+02 Linf = 0.186769E-02 L1 = 0.262810E-03 L2 = 0.400442E-03integral over domain = 0.50009899578044825Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 281, t = 0.280000E+02 Linf = 0.187523E-02 L1 = 0.263422E-03 L2 = 0.401786E-03integral over domain = 0.50009986692153618Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 282, t = 0.281000E+02 Linf = 0.188251E-02 L1 = 0.264012E-03 L2 = 0.403084E-03integral over domain = 0.50010070659157790Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 283, t = 0.282000E+02 Linf = 0.188951E-02 L1 = 0.264581E-03 L2 = 0.404337E-03integral over domain = 0.50010151592643570Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 284, t = 0.283000E+02 Linf = 0.189627E-02 L1 = 0.265129E-03 L2 = 0.405547E-03integral over domain = 0.50010229602104861Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 285, t = 0.284000E+02 Linf = 0.190278E-02 L1 = 0.265658E-03 L2 = 0.406715E-03integral over domain = 0.50010304793090266Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 286, t = 0.285000E+02 Linf = 0.190906E-02 L1 = 0.266167E-03 L2 = 0.407842E-03integral over domain = 0.50010377267344741Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 287, t = 0.286000E+02 Linf = 0.191511E-02 L1 = 0.266658E-03 L2 = 0.408930E-03integral over domain = 0.50010447122946200Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 288, t = 0.287000E+02 Linf = 0.192094E-02 L1 = 0.267131E-03 L2 = 0.409980E-03integral over domain = 0.50010514454437338Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 289, t = 0.288000E+02 Linf = 0.192656E-02 L1 = 0.267587E-03 L2 = 0.410994E-03

integral over domain = 0.50010579352952600Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 290, t = 0.289000E+02 Linf = 0.193198E-02 L1 = 0.268027E-03 L2 = 0.411972E-03integral over domain = 0.50010641906340780Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 291, t = 0.290000E+02 Linf = 0.193720E-02 L1 = 0.268450E-03 L2 = 0.412916E-03integral over domain = 0.50010702199283130Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 292, t = 0.291000E+02 Linf = 0.194223E-02 L1 = 0.268859E-03 L2 = 0.413826E-03integral over domain = 0.50010760313407210Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 293, t = 0.292000E+02 Linf = 0.194709E-02 L1 = 0.269252E-03 L2 = 0.414705E-03integral over domain = 0.50010816327396768Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 294, t = 0.293000E+02 Linf = 0.195176E-02 L1 = 0.269632E-03 L2 = 0.415553E-03integral over domain = 0.50010870317097678Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 295, t = 0.294000E+02 Linf = 0.195627E-02 L1 = 0.269998E-03 L2 = 0.416371E-03integral over domain = 0.50010922355619980Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 296, t = 0.295000E+02 Linf = 0.196061E-02 L1 = 0.270350E-03 L2 = 0.417160E-03integral over domain = 0.50010972513436336Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 297, t = 0.296000E+02 Linf = 0.196480E-02 L1 = 0.270690E-03 L2 = 0.417921E-03integral over domain = 0.50011020858477073Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 298, t = 0.297000E+02 Linf = 0.196883E-02 L1 = 0.271017E-03 L2 = 0.418655E-03integral over domain = 0.50011067456221447Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 299, t = 0.298000E+02 Linf = 0.197272E-02 L1 = 0.271333E-03 L2 = 0.419363E-03integral over domain = 0.50011112369786248Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 300, t = 0.299000E+02 Linf = 0.197647E-02 L1 = 0.271637E-03 L2 = 0.420047E-03integral over domain = 0.50011155660010553Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 301, t = 0.300000E+02 Linf = 0.198009E-02 L1 = 0.271931E-03 L2 = 0.420706E-03

integral over domain = 0.50011197385537909Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 302, t = 0.301000E+02 Linf = 0.198357E-02 L1 = 0.272213E-03 L2 = 0.421341E-03integral over domain = 0.50011237602895409Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 303, t = 0.302000E+02 Linf = 0.198693E-02 L1 = 0.272486E-03 L2 = 0.421955E-03integral over domain = 0.50011276366569923Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 304, t = 0.303000E+02 Linf = 0.199016E-02 L1 = 0.272749E-03 L2 = 0.422546E-03integral over domain = 0.50011313729081619Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 305, t = 0.304000E+02 Linf = 0.199328E-02 L1 = 0.273002E-03 L2 = 0.423116E-03integral over domain = 0.50011349741054723Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 306, t = 0.305000E+02 Linf = 0.199629E-02 L1 = 0.273246E-03 L2 = 0.423666E-03integral over domain = 0.50011384451286045Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 307, t = 0.306000E+02 Linf = 0.199918E-02 L1 = 0.273481E-03 L2 = 0.424197E-03integral over domain = 0.50011417906810651Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 308, t = 0.307000E+02 Linf = 0.200198E-02 L1 = 0.273708E-03 L2 = 0.424708E-03integral over domain = 0.50011450152965509Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 309, t = 0.308000E+02 Linf = 0.200467E-02 L1 = 0.273926E-03 L2 = 0.425202E-03integral over domain = 0.50011481233450605Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 310, t = 0.309000E+02 Linf = 0.200726E-02 L1 = 0.274137E-03 L2 = 0.425678E-03integral over domain = 0.50011511190388003Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 311, t = 0.310000E+02 Linf = 0.200976E-02 L1 = 0.274340E-03 L2 = 0.426136E-03integral over domain = 0.50011540064378812Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 312, t = 0.311000E+02 Linf = 0.201217E-02 L1 = 0.274535E-03 L2 = 0.426579E-03integral over domain = 0.50011567894557873Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 313, t = 0.312000E+02 Linf = 0.201450E-02 L1 = 0.274724E-03 L2 = 0.427005E-03

integral over domain = 0.50011594718646779Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 314, t = 0.313000E+02 Linf = 0.201673E-02 L1 = 0.274906E-03 L2 = 0.427417E-03integral over domain = 0.50011620573004811Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 315, t = 0.314000E+02 Linf = 0.201889E-02 L1 = 0.275081E-03 L2 = 0.427813E-03integral over domain = 0.50011645492678025Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

Step 316, t = 0.315000E+02 Linf = 0.202097E-02 L1 = 0.275250E-03 L2 = 0.428196E-03integral over domain = 0.50011669511446755Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 317, t = 0.316000E+02 Linf = 0.202298E-02 L1 = 0.275412E-03 L2 = 0.428565E-03integral over domain = 0.50011692661871088Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00

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Step 318, t = 0.317000E+02 Linf = 0.202491E-02 L1 = 0.275569E-03 L2 = 0.428920E-03integral over domain = 0.50011714975335053Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 319, t = 0.318000E+02 Linf = 0.202677E-02 L1 = 0.275720E-03 L2 = 0.429263E-03integral over domain = 0.50011736482088998Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 320, t = 0.319000E+02 Linf = 0.202857E-02 L1 = 0.275866E-03 L2 = 0.429594E-03integral over domain = 0.50011757211290464Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 321, t = 0.320000E+02 Linf = 0.203030E-02 L1 = 0.276007E-03 L2 = 0.429912E-03integral over domain = 0.50011777191043727Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 322, t = 0.321000E+02 Linf = 0.203197E-02 L1 = 0.276142E-03 L2 = 0.430220E-03integral over domain = 0.50011796448437695Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00

Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 323, t = 0.322000E+02 Linf = 0.203357E-02 L1 = 0.276273E-03 L2 = 0.430516E-03integral over domain = 0.50011815009582616Normal Vector Errors: Linf = 0.000000E+00 L1 = 0.000000E+00 L2 = 0.000000E+00Phi Errors: Linf = 0.416377E+00 L1 = 0.164656E+00 L2 = 0.193456E+00Step 324, t = 0.323000E+02 Linf = 0.203512E-02 L1 = 0.276399E-03 L2 = 0.430802E-03integral over domain = 0.50011832899645392Normal Vector Errors: Linf = 0.000000E+00 L1 =