*******************************

 Validation of Stable +4.500000000000000e+00-cone 

*******************************

 Check if cone is certainly extended : (ContS - length of block) 
 Length = +1.074386100000000e-01

 Central Block = {[-1.534290000000000e-03,+1.546050000000000e-03],[-2.289500000000000e-03,+2.271890000000000e-03],[+9.295000000000000e-02,+9.845000000000000e-02]}
 N = {[-2.253731501706546e-01,-7.140436857650104e-02],[-4.498442896340130e-02,+1.260902067414088e-02],[+6.806111111111111e-02,+1.233388888888889e-01]}
 Lower bound for the Stable +4.500000000000000e+00-cone condition with the length +1.074386100000000e-01 : +4.958491564658662e-03
 Stable +4.500000000000000e+00-cone condition with the length +1.074386100000000e-01 is satisfied !,  w = +9.569999999999999e-02

 ** Total arrival time = +2.873205262484604e+01 **
 slow movement (in the m-cone) = [-4.237034962181178e-05,-0.000000000000000e+00]

 Stable +4.500000000000000e+00-cone condition in the block is satisfied !,  w = +9.569999999999999e-02

*******************************

 Validation of Unstable (+1.100000000000000e+01)-cone 

*******************************

 Check if cone is certainly extended : (ContU - length of block) 
 Length = +1.122198000000000e-02

 Central Block = {[-4.174509999999999e-03,+4.603510000000001e-03],[-1.097470000000000e-02,+9.945500000000001e-03],[-2.750000000000000e-03,+2.650000000000000e-03]}
 N = {[-1.565106107373603e-02,+2.778165387398236e-02],[-2.864387899645126e-03,+6.245610109121221e-03],[-4.568181818181818e-03,+4.468181818181819e-03]}
 Lower bound of the unstable +1.100000000000000e+01-cone condition with the length +1.122198000000000e-02 : +9.403498822878331e-03
 Unstable +1.100000000000000e+01-cone condition with the length +1.122198000000000e-02 is satisfied !,  w = +7.008282842946000e-16

 ** Total departure time = +2.024902777737191e+01 **
 slow movement (in the m-cone) = [-6.883256504194561e-09,+9.251332446842220e-09]

 *** Cone condition for the fiber of slow manifolds *** 
{[-4.174509999999999e-03,+4.603510000000001e-03],[-1.097470000000000e-02,+9.945500000000001e-03],[-2.750000000000000e-03,+2.750000000000001e-03]}
 Unstable +2.360000000000000e+01-cone condition of the slow manifold is satisfied !,  w = +7.008282842946000e-16