PSGen-1.6.1

 PSgen arguments: 
 -element Ne -xc LDA -smooth_v -bound l=0:rc=0.6 -bound l=1:rc=0.6

 Bound state(s): 
   l=0: rc = 0.6
   l=1: rc = 0.6

 Ne Z=10  1s2 2s2 2p6
 xc = LDA scalar relativistic core = yes
 mmax = 2000 rmin = 1.000e-07 rmax = 49.502
 total charge: 10.000

 Full atom solution:

 Weighted sum of eigenvalues:       -66.333956
 electron-nucleus energy:          -310.581839
 Coulomb interaction energy:         65.780121
 Exc-Vxc:                             3.741903
 Total energy:                     -128.372174

  n     l     f     e[n,l]      r_peak
  -     -     -     ------      ------
  1     0  2.00  -30.348096    0.102562
  2     0  2.00   -1.327071    0.680834
  2     1  6.00   -0.497270    0.615951
 l=0 ic=59 rc: 0.600000
 l=1 ic=59 rc: 0.600000
 dv: 9.625712
 eig: -1.327071 ae_eig: -1.327071 error: -2.529932e-09
 l = 0 ae_norm: 1.000002e+00
 l = 0 ps_norm: 1.000000e+00
 l=0 rctp=1.000000e-02
 r[icn]: 9.000000e-01
 ae_outnorm: 4.280689e-01
 ps_outnorm: 3.769977e-01
 dl = -3.848639e-01
 outnorm error after correction: -6.525069e-11
 dv: -5.312343e+00
 eig: -4.972703e-01 ae_eig: -4.972703e-01 error: 4.064553e-09
 l = 1 ae_norm: 1.000000e+00
 l = 1 ps_norm: 1.000000e+00
 l=1 rctp=2.500000e-01
 r[icn]: 9.000000e-01
 ae_outnorm: 4.624599e-01
 ps_outnorm: 4.955524e-01
 dl = 2.971937e-01
 outnorm error after correction: -2.709616e-11
 integral of charge density: 8.000000e+00
 smooth_v
 matching v polynomial at r=3.000000e-01
 l=0 eigenvalue correction: -1.056322e-03
 matching v polynomial at r=3.000000e-01
 l=1 eigenvalue correction: 5.229275e-04

 bound states test:
 eigenvalue test:          AE        pseudo           error
 ----------------          --        ------           -----
 l=0                   -1.327071   -1.328445     -1.373375e-03
 l=1                   -0.497270   -0.497036      2.342644e-04
 norm test:   rcn          AE        pseudo           error
 ----------   ---          --        ------           -----
 l=0         0.900      0.428069    0.427661      4.077328e-04
 l=1         0.900      0.462460    0.462654     -1.942511e-04
 truncating v[l=0] at i = 707
 truncating v[l=1] at i = 707