<PP_INFO>
Generated using Vanderbilt code, version   7  3  6                              
Author: kfg        Generation date:   13    4   15                              
Automatically converted from original format                                    
    1        The Pseudo was generated with a Scalar-Relativistic Calculation
  1.80000000000E+00    Local Potential cutoff radius
nl pn  l   occ               Rcut            Rcut US             E pseu
4S  4  0  2.00      0.00000000000      1.80000000000     -3.52711155300
4P  4  1  6.00      0.00000000000      2.00000000000     -2.05368307900
4D  4  2  1.00      0.00000000000      2.20000000000     -0.19451170000
5S  5  0  2.00      0.00000000000      1.80000000000     -0.31123467700
5P  5  1  0.00      0.00000000000      2.00000000000     -0.11011699300
</PP_INFO>


<PP_HEADER>
   0                   Version Number
  Y                    Element
   US                  Ultrasoft pseudopotential
    T                  Nonlinear Core Correction
 SLA  PZ   NOGX NOGC   PZ   Exchange-Correlation functional
   11.00000000000      Z valence
  -92.44353617500      Total energy
    0.00000    0.00000 Suggested cutoff for wfc and rho
    2                  Max angular momentum component
  885                  Number of points in mesh
    5    6             Number of Wavefunctions, Number of Projectors
 Wavefunctions         nl  l   occ
                       4S  0  2.00
                       4P  1  6.00
                       4D  2  1.00
                       5S  0  2.00
                       5P  1  0.00
</PP_HEADER>


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  <PP_BETA>
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  7.10263939677E-01  7.32997338688E-01  7.55817413896E-01  7.78652274997E-01
  8.01422065709E-01  8.24038476251E-01  8.46404257650E-01  8.68412743647E-01
  8.89947387479E-01  9.10881321179E-01  9.31076947488E-01  9.50385574731E-01
  9.68647107876E-01  9.85689809533E-01  1.00133014790E+00  1.01537274937E+00
  1.02761047722E+00  1.03782465872E+00  1.04578548702E+00  1.05125262539E+00
  1.05397604528E+00  1.05369713149E+00  1.05015009134E+00  1.04306370634E+00
  1.03216346824E+00  1.01717414285E+00  9.97822806883E-01  9.73842404179E-01
  9.44975867434E-01  9.10980851320E-01  8.71635119475E-01  8.26742624664E-01
  7.76140313741E-01  7.19705680761E-01  6.57365077595E-01  5.89102775294E-01
  5.14970746270E-01  4.35099109826E-01  3.49707147167E-01  2.59114748335E-01
  1.63754098796E-01  6.41813477383E-02 -3.89120796270E-02 -1.44688957776E-01
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 -1.00038772657E+00 -1.05262305517E+00 -1.08890639125E+00 -1.10735128504E+00
 -1.10634309050E+00 -1.08448582905E+00 -1.04344947353E+00 -9.82649780665E-01
 -9.02463674944E-01 -8.04159261985E-01 -6.90119150918E-01 -5.64086577177E-01
 -4.31431102601E-01 -2.99421916157E-01 -1.77503544019E-01 -7.74639347296E-02
 -1.42961111253E-02  7.65862376610E-04  0.00000000000E+00  0.00000000000E+00
  0.00000000000E+00  0.00000000000E+00  0.00000000000E+00
  </PP_BETA>
  <PP_DIJ>
    9                  Number of nonzero Dij
    1    1  2.46532572931E-01
    1    2 -2.19097521127E+00
    2    2 -3.15283885768E+00
    3    3  7.27004821663E+00
    3    4  6.96864421105E+00
    4    4  7.73988873255E+00
    5    5  2.32940574797E+01
    5    6 -3.22382395183E+01
    6    6  4.52800190714E+01
  </PP_DIJ>
  <PP_QIJ>
    8     nqf. If not zero, Qij's inside rinner are computed using qfcoef's
    <PP_RINNER>
    1  1.20000000000E+00
    2  1.20000000000E+00
    3  1.20000000000E+00
    4  1.20000000000E+00
    5  1.20000000000E+00
    </PP_RINNER>
    1    1    0        i  j  (l(j))
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