******************************* Validation of Unstable (+1.050000000000000e+01)-cone ******************************* Check if cone is certainly extended : (ContU - length of block) Length = +1.395489000000000e-02 Central Block = {[-4.195550000000000e-03,+3.849560000000000e-03],[-9.095910000000000e-03,+9.926020000000001e-03],[+9.372999999999999e-02,+9.850000000000000e-02]} N = {[+7.707669547686250e-01,+8.147732111119640e-01],[-6.874222634905038e-03,+2.669575042088668e-03],[+9.163476190476190e-02,+1.005952380952381e-01]} Lower bound of the unstable +1.050000000000000e+01-cone condition with the length +1.395489000000000e-02 : +2.650072046116281e-03 Unstable +1.050000000000000e+01-cone condition with the length +1.395489000000000e-02 is satisfied !, w = +9.600000000000000e-02 ** Total departure time = +1.820613766179796e+01 ** slow movement (in the m-cone) = [-1.334154997132381e-09,+1.404422325850658e-08] *** Cone condition for the fiber of slow manifolds *** {[-4.195550000000000e-03,+3.849560000000000e-03],[-9.095910000000000e-03,+9.926020000000001e-03],[+9.350000000000000e-02,+9.850000000000000e-02]} Unstable +1.050000000000000e+01-cone condition of the slow manifold is satisfied !, w = +9.600000000000000e-02 ******************************* Validation of Stable +3.600000000000000e+00-cone ******************************* Check if cone is certainly extended : (ContS - length of block) Length = +1.177645600000000e-01 Central Block = {[-1.454230000000000e-03,+1.444630000000000e-03],[-2.110550000000000e-03,+2.124890000000000e-03],[-3.000000000000000e-03,+2.000000000000000e-03]} N = {[+8.548043128704281e-01,+1.034159435647184e+00],[-1.660233140201905e-02,+5.217866547560682e-02],[-3.688888888888889e-02,+3.588888888888889e-02]} Lower bound for the Stable +3.600000000000000e+00-cone condition with the length +1.177645600000000e-01 : +5.279090118581187e-03 Stable +3.600000000000000e+00-cone condition with the length +1.177645600000000e-01 is satisfied !, w = -4.999999999984999e-04 ** Total arrival time = +2.826352287169355e+01 ** slow movement (in the m-cone) = [+0.000000000000000e+00,+4.115088755158850e-05] Stable +3.600000000000000e+00-cone condition in the block is satisfied !, w = -4.999999999984999e-04