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ODE solver= class=Fehlberg, localPrecision=1e-10, order=4, alpha=class=Point name=Unnamed dimension=5 values=[0.25,0.375,0.923077,1,0.5], beta=class=Point name=Unnamed dimension=15 values=[0.25,0.09375,0.28125,0.879381,-3.2772,3.32089,2.03241,-8,7.17349,-0.205897,-0.296296,2,-1.38168,0.452973,-0.275], c=class=Point name=Unnamed dimension=5 values=[0.115741,0,0.548928,0.535331,-0.2], cHat=class=Point name=Unnamed dimension=6 values=[0.118519,0,0.518986,0.506131,-0.18,0.0363636]
time grid= [0,0.00010203,0.000408122,0.000918274,0.00163249,0.00255076,0.00367309,0.00499949,0.00652995,0.00826446,0.010203,0.0123457,0.0146924,0.0172431,0.019998,0.0229568,0.0261198,0.0294868,0.0330579,0.036833,0.0408122,0.0449954,0.0493827,0.0539741,0.0587695,0.063769,0.0689726,0.0743802,0.0799918,0.0858076,0.0918274,0.0980512,0.104479,0.111111,0.117947,0.124987,0.132231,0.13968,0.147332,0.155188,0.163249,0.171513,0.179982,0.188654,0.197531,0.206612,0.215896,0.225385,0.235078,0.244975,0.255076,0.265381,0.27589,0.286603,0.297521,0.308642,0.319967,0.331497,0.34323,0.355168,0.367309,0.379655,0.392205,0.404959,0.417917,0.431078,0.444444,0.458014,0.471789,0.485767,0.499949,0.514335,0.528926,0.54372,0.558718,0.573921,0.589328,0.604938,0.620753,0.636772,0.652995,0.669421,0.686052,0.702887,0.719927,0.73717,0.754617,0.772268,0.790123,0.808183,0.826446,0.844914,0.863585,0.882461,0.901541,0.920824,0.940312,0.960004,0.9799,1]#100
result= 0 : [ 1 -1 ]
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2 : [ 0.999592 -1.00041 ]
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40 : [ 0.862009 -1.17582 ]
41 : [ 0.856292 -1.18534 ]
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51 : [ 0.799208 -1.29726 ]
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63 : [ 0.738967 -1.47467 ]
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65 : [ 0.730694 -1.50907 ]
66 : [ 0.726805 -1.5268 ]
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72 : [ 0.707401 -1.64051 ]
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96 : [ 0.721324 -2.20403 ]
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98 : [ 0.730597 -2.25581 ]
99 : [ 0.735759 -2.28172 ]
last value= [0.735759,-2.28172]
ref. value= [0.735759,-2.28172]
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