running radau5.f test
step =   0, x = 0.00, y =  1.000000000000000E+00  0.000000000000000E+00  0.000000000000000E+00
step =   1, x = 0.00, y =  9.999999600000008E-01  3.999998320000048E-08  1.599999952000000E-14
step =   2, x = 0.00, y =  9.999996400000648E-01  3.599882716565646E-07  1.166354336752796E-11
step =   3, x = 0.00, y =  9.999970800042659E-01  2.913787382334434E-06  6.208351820680937E-09
step =   4, x = 0.00, y =  9.999863148909263E-01  1.307919521098008E-05  6.059138628105538E-07
step =   5, x = 0.00, y =  9.999755499712033E-01  2.135889538415425E-05  3.091133412644612E-06
step =   6, x = 0.00, y =  9.999647854413735E-01  2.724901208916897E-05  7.965546537469537E-06
step =   7, x = 0.00, y =  9.999478453625211E-01  3.255484201352810E-05  1.959979546541964E-05
step =   8, x = 0.00, y =  9.999253573022412E-01  3.530902486682297E-05  3.933367289202690E-05
step =   9, x = 0.00, y =  9.999028742076045E-01  3.614958793293454E-05  6.097620446265927E-05
step =  10, x = 0.00, y =  9.998490892191750E-01  3.647645985151893E-05  1.144343209735216E-04
step =  11, x = 0.01, y =  9.997567898163745E-01  3.647881802650697E-05  2.067313655991199E-04
step =  12, x = 0.01, y =  9.995023134527544E-01  3.643227719665359E-05  4.612542700490739E-04
step =  13, x = 0.05, y =  9.982091577136255E-01  3.619191783743737E-05  1.754650368537187E-03
step =  14, x = 0.18, y =  9.930472117083733E-01  3.525604364519484E-05  6.917532247981698E-03
step =  15, x = 0.30, y =  9.886740138499884E-01  3.447720471782070E-05  1.129150894529390E-02
Radau5: Radau method (Radau IIA) (implicit, order 5, embedded)
Number of function evaluations   = 88
Number of Jacobian evaluations   = 8
Number of factorizations         = 15
Number of lin sys solutions      = 24
Number of performed steps        = 17
Number of accepted steps         = 15
Number of rejected steps         = 1
Number of iterations (maximum)   = 2
y =  9.886740138499884E-01  3.447720471782070E-05  1.129150894529390E-02
h =  8.160578540333708E-01