Core Library Version 1.5
========================

The Coefficients of the Wilkinson Polynomial are:

      c0 =  2432902008176640000,
      c1 =  -8752948036761600000,
      c2 =  13803759753640704000,
            -12870931245150988800,
            8037811822645051776,
            -3599979517947607200,
            1206647803780373360,
            -311333643161390640,
            63030812099294896,
            -10142299865511450,
            1307535010540395,
            -135585182899530,
            11310276995381,
            -756111184500,
            40171771630,
            -1672280820,
            53327946,
            -1256850,
            20615,
     c19 =  -210,
     c20 =  1.

Here is the result of isolating the roots using
	Sturm::isolateRoots(..):

Number of roots : 20
 Root in [0 ; .14966066313e+1]
 Root in [.14966066313e+1 ; .29932132627e+1]
 Root in [.29932132627e+1 ; .37415165783e+1]
 Root in [.37415165783e+1 ; .44898198940e+1]
 Root in [.44898198940e+1 ; .59864265253e+1]
 Root in [.59864265253e+1 ; .67347298410e+1]
 Root in [.67347298410e+1 ; .74830331567e+1]
 Root in [.74830331567e+1 ; .89796397880e+1]
 Root in [.89796397880e+1 ; .97279431037e+1]
 Root in [.97279431037e+1 ; .10476246419e+2]
 Root in [.10476246419e+2 ; .11972853051e+2]
 Root in [.11972853051e+2 ; .12721156366e+2]
 Root in [.12721156366e+2 ; .13469459682e+2]
 Root in [.13469459682e+2 ; .14966066313e+2]
 Root in [.14966066313e+2 ; .15714369629e+2]
 Root in [.15714369629e+2 ; .16462672945e+2]
 Root in [.16462672945e+2 ; .17959279576e+2]
 Root in [.17959279576e+2 ; .18707582892e+2]
 Root in [.18707582892e+2 ; .19455886207e+2]
 Root in [.19455886207e+2 ; .20952492839e+2]

