vasp.6.1.1 19Jun20 (build Jun 25 2020 02:42:34) complex                        
  
 MD_VERSION_INFO: Compiled 2020-06-25T09:42:34-UTC in devlin.sd.materialsdesign.
 com:/home/medea2/data/build/wwolf/vasp6.1.1/13539/x86_64/src/src/build/gpu from
  svn 13539
 
 This VASP executable licensed from Materials Design, Inc.
 
 executed on                        Lin64 date 2021.07.11  20:45:58
 running on    4 total cores
 distrk:  each k-point on    4 cores,    1 groups
 distr:  one band on NCORE=   1 cores,    4 groups


--------------------------------------------------------------------------------------------------------


 INCAR:
 POTCAR:    PAW_PBE Si 05Jan2001                  
 POTCAR:    PAW_PBE Cl 06Sep2000                  
 POTCAR:    PAW_PBE H 15Jun2001                   
 POTCAR:    PAW_PBE Si 05Jan2001                  
  local pseudopotential read in
  partial core-charges read in
  partial kinetic energy density read in
  atomic valenz-charges read in
  non local Contribution for L=           0  read in
    real space projection operators read in
  non local Contribution for L=           0  read in
    real space projection operators read in
  non local Contribution for L=           1  read in
    real space projection operators read in
  non local Contribution for L=           1  read in
    real space projection operators read in
    PAW grid and wavefunctions read in
 
   number of l-projection  operators is LMAX  =           4
   number of lm-projection operators is LMMAX =           8
 
 POTCAR:    PAW_PBE Cl 06Sep2000                  
  local pseudopotential read in
  partial core-charges read in
  partial kinetic energy density read in
  atomic valenz-charges read in
  non local Contribution for L=           0  read in
    real space projection operators read in
  non local Contribution for L=           0  read in
    real space projection operators read in
  non local Contribution for L=           1  read in
    real space projection operators read in
  non local Contribution for L=           1  read in
    real space projection operators read in
    PAW grid and wavefunctions read in
 
   number of l-projection  operators is LMAX  =           4
   number of lm-projection operators is LMMAX =           8
 
 POTCAR:    PAW_PBE H 15Jun2001                   
  local pseudopotential read in
  atomic valenz-charges read in
  non local Contribution for L=           0  read in
    real space projection operators read in
  non local Contribution for L=           0  read in
    real space projection operators read in
  non local Contribution for L=           1  read in
    real space projection operators read in
    PAW grid and wavefunctions read in
 
   number of l-projection  operators is LMAX  =           3
   number of lm-projection operators is LMMAX =           5
 
 Optimization of the real space projectors (new method)

 maximal supplied QI-value         = 19.84
 optimisation between [QCUT,QGAM] = [  8.14, 16.47] = [ 18.53, 75.95] Ry 
 Optimized for a Real-space Cutoff    1.51 Angstroem

   l    n(q)    QCUT    max X(q) W(low)/X(q) W(high)/X(q)  e(spline) 
   0      7     8.135   159.560    0.59E-04    0.24E-03    0.14E-06
   0      7     8.135   115.863    0.57E-04    0.24E-03    0.14E-06
   1      7     8.135    88.339    0.37E-03    0.73E-03    0.10E-06
   1      7     8.135    48.592    0.36E-03    0.71E-03    0.10E-06
 Optimization of the real space projectors (new method)

 maximal supplied QI-value         = 19.84
 optimisation between [QCUT,QGAM] = [  8.14, 16.47] = [ 18.53, 75.95] Ry 
 Optimized for a Real-space Cutoff    1.51 Angstroem

   l    n(q)    QCUT    max X(q) W(low)/X(q) W(high)/X(q)  e(spline) 
   0      7     8.135   168.010    0.81E-04    0.25E-03    0.15E-06
   0      7     8.135   164.674    0.79E-04    0.25E-03    0.14E-06
   1      7     8.135    69.222    0.47E-03    0.95E-03    0.99E-07
   1      7     8.135    56.786    0.47E-03    0.93E-03    0.97E-07
 Optimization of the real space projectors (new method)

 maximal supplied QI-value         = 34.20
 optimisation between [QCUT,QGAM] = [  8.21, 16.42] = [ 18.87, 75.48] Ry 
 Optimized for a Real-space Cutoff    1.81 Angstroem

   l    n(q)    QCUT    max X(q) W(low)/X(q) W(high)/X(q)  e(spline) 
   0      9     8.209    18.925    0.31E-03    0.76E-03    0.97E-06
   0      9     8.209    11.970    0.28E-03    0.72E-03    0.93E-06
   1      8     8.209     4.344    0.30E-03    0.14E-02    0.88E-06
  PAW_PBE Si 05Jan2001                  :
 energy of atom  1       EATOM= -103.0669
 kinetic energy error for atom=    0.0041 (will be added to EATOM!!)
  PAW_PBE Cl 06Sep2000                  :
 energy of atom  2       EATOM= -409.7259
 kinetic energy error for atom=    0.0483 (will be added to EATOM!!)
  PAW_PBE H 15Jun2001                   :
 energy of atom  3       EATOM=  -12.4884
 kinetic energy error for atom=    0.0728 (will be added to EATOM!!)
 
 
 POSCAR: No title
  positions in direct lattice
  No initial velocities read in
 exchange correlation table for  LEXCH =        8
   RHO(1)=    0.500       N(1)  =     2000
   RHO(2)=  100.500       N(2)  =     4000
 


--------------------------------------------------------------------------------------------------------


 ion  position               nearest neighbor table
   1  0.060  0.131  0.597-  13 2.33 100 2.36   4 2.36   5 2.40
   2  0.185  0.125  0.402-   6 2.35  14 2.35   3 2.36  35 2.36
   3  0.060  0.125  0.336-   2 2.36  98 2.36  15 2.36   7 2.36
   4  0.185  0.125  0.663-   8 2.32  16 2.34   1 2.36  33 2.39
   5  0.060  0.999  0.535- 102 2.39   1 2.40   6 2.40  25 2.41
   6  0.185  1.000  0.467-  37 2.31  26 2.35   2 2.35   5 2.40
   7  0.060  1.000  0.270-   3 2.36  27 2.36
   8  0.135  0.000  0.714- 104 2.28   4 2.32  28 2.33
   9  0.060  0.376  0.601-  21 2.36  13 2.36 108 2.37  12 2.38
  10  0.185  0.375  0.402-  14 2.35  22 2.35  11 2.36  43 2.36
  11  0.060  0.375  0.336-  10 2.36 106 2.36  23 2.36  15 2.36
  12  0.189  0.374  0.665-  16 2.32  24 2.32   9 2.38  41 2.42
  13  0.060  0.254  0.532-   1 2.33 110 2.35  14 2.36   9 2.36
  14  0.185  0.250  0.467-  45 2.35  10 2.35   2 2.35  13 2.36
  15  0.060  0.250  0.270-   3 2.36  11 2.36
  16  0.257  0.248  0.701-  12 2.32  48 2.33   4 2.34
  17  0.058  0.625  0.603-  29 2.37  21 2.38  20 2.38 116 2.40
  18  0.185  0.625  0.402-  22 2.35  30 2.35  19 2.36  51 2.36
  19  0.060  0.625  0.336-  18 2.36 114 2.36  31 2.36  23 2.36
  20  0.189  0.626  0.665-  32 2.32  24 2.32  17 2.38  49 2.42
  21  0.060  0.501  0.535-   9 2.36  17 2.38 118 2.39  22 2.40
  22  0.185  0.500  0.467-  53 2.33  18 2.35  10 2.35  21 2.40
  23  0.060  0.500  0.270-  11 2.36  19 2.36
  24  0.259  0.500  0.698-  56 2.31  12 2.32  20 2.32
  25  0.057  0.869  0.600-  29 2.34  28 2.37 124 2.40   5 2.41
  26  0.185  0.875  0.402-   6 2.35  30 2.35  27 2.36  59 2.36
  27  0.060  0.875  0.336-  26 2.36 122 2.36  31 2.36   7 2.36
  28  0.184  0.874  0.664-   8 2.33  32 2.34  25 2.37  57 2.39
  29  0.060  0.746  0.533-  25 2.34 126 2.36  30 2.37  17 2.37
  30  0.185  0.750  0.467-  61 2.35  26 2.35  18 2.35  29 2.37
  31  0.060  0.750  0.270-  19 2.36  27 2.36
  32  0.258  0.750  0.702-  20 2.32  64 2.33  28 2.34
  33  0.312  0.118  0.597-  37 2.32  36 2.36  45 2.38   4 2.39
  34  0.435  0.125  0.402-  38 2.35  46 2.35  35 2.36  67 2.36
  35  0.310  0.125  0.336-   2 2.36  34 2.36  39 2.36  47 2.36
  36  0.433  0.132  0.665-  40 2.33  33 2.36  48 2.37  65 2.39
  37  0.310  0.999  0.529-   6 2.31  38 2.32  57 2.32  33 2.32
  38  0.435  1.000  0.467-  37 2.32  34 2.35  58 2.35  69 2.37
  39  0.310  1.000  0.270-  35 2.36  59 2.36
  40  0.493  1.000  0.698-  72 2.30  36 2.33  60 2.34
  41  0.313  0.373  0.593-  45 2.35  53 2.35  44 2.36  12 2.42
  42  0.435  0.375  0.402-  46 2.35  54 2.35  43 2.36  75 2.36
  43  0.310  0.375  0.336-  10 2.36  42 2.36  47 2.36  55 2.36
  44  0.429  0.373  0.666-  41 2.36  56 2.37  73 2.39  48 2.39
  45  0.310  0.245  0.531-  41 2.35  14 2.35  46 2.35  33 2.38
  46  0.435  0.250  0.467-  45 2.35  42 2.35  34 2.35  77 2.36
  47  0.310  0.250  0.270-  35 2.36  43 2.36
  48  0.402  0.250  0.734-  16 2.33  36 2.37  44 2.39
  49  0.312  0.626  0.593-  53 2.35  61 2.35  52 2.36  20 2.42
  50  0.435  0.625  0.402-  54 2.35  62 2.35  51 2.36  83 2.36
  51  0.310  0.625  0.336-  18 2.36  50 2.36  55 2.36  63 2.36
  52  0.429  0.625  0.666-  49 2.36  56 2.38  81 2.39  64 2.39
  53  0.310  0.499  0.530-  54 2.32  22 2.33  49 2.35  41 2.35
  54  0.435  0.500  0.467-  53 2.32  50 2.35  42 2.35  85 2.40
  55  0.310  0.500  0.270-  43 2.36  51 2.36
  56  0.403  0.499  0.730-  24 2.31  44 2.37  52 2.38
  57  0.310  0.880  0.597-  37 2.32  60 2.36  61 2.38  28 2.39
  58  0.435  0.875  0.402-  38 2.35  62 2.35  59 2.36  91 2.36
  59  0.310  0.875  0.336-  26 2.36  58 2.36  39 2.36  63 2.36
  60  0.434  0.868  0.664-  40 2.34  57 2.36  64 2.38  89 2.38
  61  0.310  0.754  0.532-  49 2.35  30 2.35  62 2.35  57 2.38
  62  0.435  0.750  0.467-  93 2.35  58 2.35  50 2.35  61 2.35
  63  0.310  0.750  0.270-  51 2.36  59 2.36
  64  0.403  0.748  0.733-  32 2.33  60 2.38  52 2.39
  65  0.560  0.131  0.599-  77 2.35  68 2.38  36 2.39  69 2.40
  66  0.685  0.125  0.402-  70 2.35  78 2.35  67 2.36  99 2.36
  67  0.560  0.125  0.336-  34 2.36  66 2.36  71 2.36  79 2.36
  68  0.685  0.127  0.667-  72 2.36  80 2.37  97 2.38  65 2.38
  69  0.560  0.002  0.534-  38 2.37  89 2.38  70 2.39  65 2.40
  70  0.685  1.000  0.467- 101 2.32  90 2.35  66 2.35  69 2.39
  71  0.560  1.000  0.270-  67 2.36  91 2.36
  72  0.640  0.002  0.722-  40 2.30  92 2.35  68 2.36
  73  0.560  0.375  0.605-  77 2.38  85 2.38  44 2.39  76 2.39
  74  0.685  0.375  0.402-  78 2.35  86 2.35  75 2.36 107 2.36
  75  0.560  0.375  0.336-  42 2.36  74 2.36  79 2.36  87 2.36
  76  0.691  0.376  0.667- 105 2.36  80 2.38  88 2.39  73 2.39
  77  0.560  0.255  0.533-  65 2.35  78 2.36  46 2.36  73 2.38
  78  0.685  0.250  0.467-  66 2.35  74 2.35 109 2.36  77 2.36
  79  0.560  0.250  0.270-  67 2.36  75 2.36
  80  0.719  0.250  0.731- 112 2.32  68 2.37  76 2.38
  81  0.559  0.623  0.603-  85 2.37  93 2.38  84 2.38  52 2.39
  82  0.685  0.625  0.402-  86 2.35  94 2.35  83 2.36 115 2.36
  83  0.560  0.625  0.336-  50 2.36  82 2.36  87 2.36  95 2.36
  84  0.689  0.619  0.664-  96 2.34 113 2.35  81 2.38  88 2.38
  85  0.560  0.498  0.536-  81 2.37  73 2.38  54 2.40  86 2.40
  86  0.685  0.500  0.467- 117 2.33  82 2.35  74 2.35  85 2.40
  87  0.560  0.500  0.270-  75 2.36  83 2.36
  88  0.719  0.500  0.734- 120 2.34  84 2.38  76 2.39
  89  0.556  0.870  0.594-  93 2.33  92 2.34  60 2.38  69 2.38
  90  0.685  0.875  0.402-  70 2.35  94 2.35  91 2.36 123 2.36
  91  0.560  0.875  0.336-  58 2.36  90 2.36  71 2.36  95 2.36
  92  0.680  0.881  0.660-  96 2.32  89 2.34  72 2.35 121 2.36
  93  0.560  0.744  0.532-  89 2.33  62 2.35  94 2.36  81 2.38
  94  0.685  0.750  0.467-  82 2.35  90 2.35 125 2.36  93 2.36
  95  0.560  0.750  0.270-  83 2.36  91 2.36
  96  0.717  0.754  0.712- 129 2.28  92 2.32  84 2.34 128 2.45
  97  0.808  0.117  0.598- 101 2.33  68 2.38 100 2.38 109 2.39
  98  0.935  0.125  0.402- 102 2.35 110 2.35   3 2.36  99 2.36
  99  0.810  0.125  0.336-  66 2.36  98 2.36 103 2.36 111 2.36
 100  0.935  0.124  0.663- 104 2.33 112 2.35   1 2.36  97 2.38
 101  0.810  0.998  0.529- 121 2.32  70 2.32 102 2.32  97 2.33
 102  0.935  1.000  0.467- 101 2.32  98 2.35 122 2.35   5 2.39
 103  0.810  1.000  0.270-  99 2.36 123 2.36
 104  0.987  0.999  0.713-   8 2.28 100 2.33 124 2.34
 105  0.806  0.374  0.593- 117 2.35 109 2.35  76 2.36 108 2.43
 106  0.935  0.375  0.402- 110 2.35 118 2.35  11 2.36 107 2.36
 107  0.810  0.375  0.336-  74 2.36 106 2.36 111 2.36 119 2.36
 108  0.932  0.375  0.663- 120 2.31 112 2.32   9 2.37 105 2.43
 109  0.810  0.245  0.532- 105 2.35  78 2.36 110 2.36  97 2.39
 110  0.935  0.250  0.467-  13 2.35  98 2.35 106 2.35 109 2.36
 111  0.810  0.250  0.270-  99 2.36 107 2.36
 112  0.864  0.250  0.700-  80 2.32 108 2.32 100 2.35
 113  0.808  0.625  0.594- 117 2.34 125 2.35  84 2.35 116 2.39
 114  0.935  0.625  0.402- 118 2.35 126 2.35  19 2.36 115 2.36
 115  0.810  0.625  0.336-  82 2.36 114 2.36 119 2.36 127 2.36
 116  0.928  0.629  0.667- 120 2.31 128 2.37 113 2.39  17 2.40
 117  0.810  0.501  0.530- 118 2.33  86 2.33 113 2.34 105 2.35
 118  0.935  0.500  0.467- 117 2.33 114 2.35 106 2.35  21 2.39
 119  0.810  0.500  0.270- 107 2.36 115 2.36
 120  0.865  0.500  0.700- 116 2.31 108 2.31  88 2.34
 121  0.810  0.880  0.599- 101 2.32  92 2.36 124 2.38 125 2.39
 122  0.935  0.875  0.402- 102 2.35 126 2.35 123 2.36  27 2.36
 123  0.810  0.875  0.336-  90 2.36 122 2.36 103 2.36 127 2.36
 124  0.932  0.870  0.669- 104 2.34 121 2.38 128 2.39  25 2.40
 125  0.810  0.753  0.532- 113 2.35 126 2.36  94 2.36 121 2.39
 126  0.935  0.750  0.467- 114 2.35 122 2.35 125 2.36  29 2.36
 127  0.810  0.750  0.270- 115 2.36 123 2.36
 128  0.875  0.748  0.727- 116 2.37 124 2.39  96 2.45 129 2.48
 129  0.768  0.769  0.814- 132 1.51 131 2.09  96 2.28 128 2.48
 130  0.875  0.564  0.881- 133 1.30
 131  0.699  0.707  0.888- 129 2.09
 132  0.784  0.861  0.839- 129 1.51
 133  0.795  0.564  0.860- 130 1.30
 
  LATTYP: Found a simple tetragonal cell.
 ALAT       =    15.3610800000
 C/A-ratio  =     1.3581024251
  
  Lattice vectors:
  
 A1 = (  15.3610800000,   0.0000000000,   0.0000000000)
 A2 = (   0.0000000000,  15.3610800000,   0.0000000000)
 A3 = (   0.0000000000,   0.0000000000,  20.8619200000)


Analysis of symmetry for initial positions (statically):
=====================================================================
 Subroutine PRICEL returns:
 Original cell was already a primitive cell.
 

 Routine SETGRP: Setting up the symmetry group for a 
 simple tetragonal supercell.


 Subroutine GETGRP returns: Found  1 space group operations
 (whereof  1 operations were pure point group operations)
 out of a pool of 16 trial point group operations.


The static configuration has the point symmetry C_1 .


Analysis of symmetry for dynamics (positions and initial velocities):
=====================================================================
 Subroutine PRICEL returns:
 Original cell was already a primitive cell.
 

 Routine SETGRP: Setting up the symmetry group for a 
 simple tetragonal supercell.


 Subroutine GETGRP returns: Found  1 space group operations
 (whereof  1 operations were pure point group operations)
 out of a pool of 16 trial point group operations.


The dynamic configuration has the point symmetry C_1 .


Analysis of constrained symmetry for selective dynamics:
=====================================================================
 Subroutine PRICEL returns:
 Original cell was already a primitive cell.
 

 Routine SETGRP: Setting up the symmetry group for a 
 simple tetragonal supercell.


 Subroutine GETGRP returns: Found  1 space group operations
 (whereof  1 operations were pure point group operations)
 out of a pool of 16 trial point group operations.


The constrained configuration has the point symmetry C_1 .


 Subroutine INISYM returns: Found  1 space group operations
 (whereof  1 operations are pure point group operations),
 and found     1 'primitive' translations


----------------------------------------------------------------------------------------

                                     Primitive cell                                     

  volume of cell :    4922.6366

  direct lattice vectors                    reciprocal lattice vectors
    15.361080000  0.000000000  0.000000000     0.065099589  0.000000000  0.000000000
     0.000000000 15.361080000  0.000000000     0.000000000  0.065099589  0.000000000
     0.000000000  0.000000000 20.861920000     0.000000000  0.000000000  0.047934227

  length of vectors
    15.361080000 15.361080000 20.861920000     0.065099589  0.065099589  0.047934227

  position of ions in fractional coordinates (direct lattice)
     0.059868510  0.130687400  0.596599810
     0.185205890  0.124970560  0.401740370
     0.060205890  0.124970560  0.335946320
     0.184620660  0.124970450  0.662828490
     0.059908080  0.998767070  0.535402290
     0.185205890  0.999970560  0.466772980
     0.060205890  0.999970560  0.270103510
     0.135380260  0.000067800  0.714118010
     0.060250770  0.375690290  0.601008380
     0.185205890  0.374970560  0.401740370
     0.060205890  0.374970560  0.335946320
     0.188908380  0.373900590  0.664531120
     0.059784570  0.253974130  0.531890740
     0.185205890  0.249970560  0.466772980
     0.060205890  0.249970560  0.270103510
     0.256610220  0.248473140  0.700902130
     0.058087120  0.625255710  0.603214340
     0.185205890  0.624970560  0.401740370
     0.060205890  0.624970560  0.335946320
     0.188611120  0.625562040  0.664774870
     0.059997580  0.500925670  0.535408000
     0.185205890  0.499970560  0.466772980
     0.060205890  0.499970560  0.270103510
     0.259465890  0.499743070  0.697914230
     0.056992840  0.868848180  0.599827500
     0.185205890  0.874970560  0.401740370
     0.060205890  0.874970560  0.335946320
     0.184189450  0.873688130  0.664094350
     0.059760780  0.746350160  0.532816060
     0.185205890  0.749970560  0.466772980
     0.060205890  0.749970560  0.270103510
     0.257532820  0.750462770  0.701770910
     0.311555060  0.118203380  0.596895640
     0.435205890  0.124970560  0.401740370
     0.310205890  0.124970560  0.335946320
     0.433308760  0.131578140  0.665137440
     0.309930430  0.998947150  0.528603130
     0.435205890  0.999970560  0.466772980
     0.310205890  0.999970560  0.270103510
     0.493306370  0.999551890  0.698477060
     0.312744150  0.372990640  0.592779040
     0.435205890  0.374970560  0.401740370
     0.310205890  0.374970560  0.335946320
     0.429304060  0.373001930  0.666462950
     0.310082230  0.245013850  0.531470760
     0.435205890  0.249970560  0.466772980
     0.310205890  0.249970560  0.270103510
     0.401728870  0.250416210  0.734102910
     0.311811800  0.625560870  0.592846200
     0.435205890  0.624970560  0.401740370
     0.310205890  0.624970560  0.335946320
     0.428965260  0.624614660  0.666089020
     0.310394000  0.499336680  0.529611020
     0.435205890  0.499970560  0.466772980
     0.310205890  0.499970560  0.270103510
     0.403380200  0.498783990  0.729760900
     0.310485860  0.880280050  0.597301850
     0.435205890  0.874970560  0.401740370
     0.310205890  0.874970560  0.335946320
     0.433566730  0.867622730  0.664238540
     0.310003360  0.753605370  0.531603980
     0.435205890  0.749970560  0.466772980
     0.310205890  0.749970560  0.270103510
     0.403024990  0.748158850  0.732977090
     0.560220420  0.130950370  0.598796380
     0.685205890  0.124970560  0.401740370
     0.560205890  0.124970560  0.335946320
     0.684760510  0.127433250  0.666555800
     0.559597930  0.001620470  0.534351590
     0.685205890  0.999970560  0.466772980
     0.560205890  0.999970560  0.270103510
     0.639506110  0.001760530  0.722162690
     0.560286810  0.374620280  0.604663900
     0.685205890  0.374970560  0.401740370
     0.560205890  0.374970560  0.335946320
     0.690931120  0.375831710  0.667126610
     0.560206330  0.254581650  0.532584170
     0.685205890  0.249970560  0.466772980
     0.560205890  0.249970560  0.270103510
     0.719043760  0.250441740  0.730655880
     0.558568550  0.622874470  0.603012690
     0.685205890  0.624970560  0.401740370
     0.560205890  0.624970560  0.335946320
     0.688918850  0.619353880  0.664295340
     0.560186450  0.498486460  0.535828570
     0.685205890  0.499970560  0.466772980
     0.560205890  0.499970560  0.270103510
     0.718800370  0.499662880  0.733540490
     0.556367130  0.869549300  0.594379850
     0.685205890  0.874970560  0.401740370
     0.560205890  0.874970560  0.335946320
     0.679882170  0.881356720  0.659556410
     0.559605630  0.743577910  0.531826950
     0.685205890  0.749970560  0.466772980
     0.560205890  0.749970560  0.270103510
     0.717092280  0.753735000  0.712398950
     0.807828880  0.117227790  0.597965630
     0.935205890  0.124970560  0.401740370
     0.810205890  0.124970560  0.335946320
     0.935298630  0.124139530  0.662875040
     0.810183170  0.997680600  0.529309180
     0.935205890  0.999970560  0.466772980
     0.810205890  0.999970560  0.270103510
     0.987245270  0.998864480  0.712545880
     0.806335140  0.373814470  0.592635140
     0.935205890  0.374970560  0.401740370
     0.810205890  0.374970560  0.335946320
     0.931622260  0.375239720  0.663484210
     0.810108090  0.244884630  0.532186790
     0.935205890  0.249970560  0.466772980
     0.810205890  0.249970560  0.270103510
     0.863956890  0.249701600  0.699770760
     0.808164180  0.625484020  0.593924700
     0.935205890  0.624970560  0.401740370
     0.810205890  0.624970560  0.335946320
     0.928290070  0.628589450  0.666830030
     0.810256820  0.500539320  0.529773510
     0.935205890  0.499970560  0.466772980
     0.810205890  0.499970560  0.270103510
     0.864507620  0.500363420  0.700469090
     0.809999280  0.879924220  0.598984160
     0.935205890  0.874970560  0.401740370
     0.810205890  0.874970560  0.335946320
     0.932133440  0.869904030  0.668859990
     0.810373750  0.753427060  0.532393750
     0.935205890  0.749970560  0.466772980
     0.810205890  0.749970560  0.270103510
     0.875074200  0.748438470  0.727094690
     0.767747730  0.769476430  0.814301990
     0.874844620  0.563994630  0.881289070
     0.699398380  0.707337160  0.887561850
     0.783825170  0.860574770  0.839472170
     0.795333100  0.563591070  0.860012190

  ion indices of the primitive-cell ions
   primitive index   ion index
                 1           1
                 2           2
                 3           3
                 4           4
                 5           5
                 6           6
                 7           7
                 8           8
                 9           9
                10          10
                11          11
                12          12
                13          13
                14          14
                15          15
                16          16
                17          17
                18          18
                19          19
                20          20
                21          21
                22          22
                23          23
                24          24
                25          25
                26          26
                27          27
                28          28
                29          29
                30          30
                31          31
                32          32
                33          33
                34          34
                35          35
                36          36
                37          37
                38          38
                39          39
                40          40
                41          41
                42          42
                43          43
                44          44
                45          45
                46          46
                47          47
                48          48
                49          49
                50          50
                51          51
                52          52
                53          53
                54          54
                55          55
                56          56
                57          57
                58          58
                59          59
                60          60
                61          61
                62          62
                63          63
                64          64
                65          65
                66          66
                67          67
                68          68
                69          69
                70          70
                71          71
                72          72
                73          73
                74          74
                75          75
                76          76
                77          77
                78          78
                79          79
                80          80
                81          81
                82          82
                83          83
                84          84
                85          85
                86          86
                87          87
                88          88
                89          89
                90          90
                91          91
                92          92
                93          93
                94          94
                95          95
                96          96
                97          97
                98          98
                99          99
               100         100
               101         101
               102         102
               103         103
               104         104
               105         105
               106         106
               107         107
               108         108
               109         109
               110         110
               111         111
               112         112
               113         113
               114         114
               115         115
               116         116
               117         117
               118         118
               119         119
               120         120
               121         121
               122         122
               123         123
               124         124
               125         125
               126         126
               127         127
               128         128
               129         129
               130         130
               131         131
               132         132
               133         133

----------------------------------------------------------------------------------------

 
 
 KPOINTS: Automatic mesh                          

Automatic generation of k-mesh.
Space group operators:
 irot       det(A)        alpha          n_x          n_y          n_z        tau_x        tau_y        tau_z
    1     1.000000     0.000000     1.000000     0.000000     0.000000     0.000000     0.000000     0.000000
 
 Subroutine IBZKPT returns following result:
 ===========================================
 
 Found      1 irreducible k-points:
 
 Following reciprocal coordinates:
            Coordinates               Weight
  0.000000  0.000000  0.000000      1.000000
 
 Following cartesian coordinates:
            Coordinates               Weight
  0.000000  0.000000  0.000000      1.000000
 


--------------------------------------------------------------------------------------------------------




 Dimension of arrays:
   k-points           NKPTS =      1   k-points in BZ     NKDIM =      1   number of bands    NBANDS=    336
   number of dos      NEDOS =    301   number of ions     NIONS =    133
   non local maximal  LDIM  =      4   non local SUM 2l+1 LMDIM =      8
   total plane-waves  NPLWV = 344064
   max r-space proj   IRMAX =   1780   max aug-charges    IRDMAX=   2536
   dimension x,y,z NGX =    64 NGY =   64 NGZ =   84
   dimension x,y,z NGXF=   128 NGYF=  128 NGZF=  168
   support grid    NGXF=   128 NGYF=  128 NGZF=  168
   ions per type =             129   2   2
   NGX,Y,Z   is equivalent  to a cutoff of   6.93,  6.93,  6.69 a.u.
   NGXF,Y,Z  is equivalent  to a cutoff of  13.85, 13.85, 13.39 a.u.

 SYSTEM =  No title                                
 POSCAR =  No title                                

 Startparameter for this run:
   NWRITE =      1    write-flag & timer
   PREC   = normal    normal or accurate (medium, high low for compatibility)
   ISTART =      0    job   : 0-new  1-cont  2-samecut
   ICHARG =      2    charge: 1-file 2-atom 10-const
   ISPIN  =      1    spin polarized calculation?
   LNONCOLLINEAR =      F non collinear calculations
   LSORBIT =      F    spin-orbit coupling
   INIWAV =      1    electr: 0-lowe 1-rand  2-diag
   LASPH  =      F    aspherical Exc in radial PAW
   METAGGA=      F    non-selfconsistent MetaGGA calc.

 Electronic Relaxation 1
   ENCUT  =  262.5 eV  19.29 Ry    4.39 a.u.  20.29 20.29 27.56*2*pi/ulx,y,z
   ENINI  =  262.5     initial cutoff
   ENAUG  =  400.0 eV  augmentation charge cutoff
   NELM   =     60;   NELMIN=  2; NELMDL= -5     # of ELM steps 
   EDIFF  = 0.1E-04   stopping-criterion for ELM
   LREAL  =      T    real-space projection
   NLSPLINE    = F    spline interpolate recip. space projectors
   LCOMPAT=      F    compatible to vasp.4.4
   GGA_COMPAT  = T    GGA compatible to vasp.4.4-vasp.4.6
   LMAXPAW     = -100 max onsite density
   LMAXMIX     =    2 max onsite mixed and CHGCAR
   VOSKOWN=      1    Vosko Wilk Nusair interpolation
   ROPT   =   -0.00050  -0.00050  -0.00050
 Ionic relaxation
   EDIFFG = -.2E-01   stopping-criterion for IOM
   NSW    =      0    number of steps for IOM
   NBLOCK =      1;   KBLOCK =      1    inner block; outer block 
   IBRION =     -1    ionic relax: 0-MD 1-quasi-New 2-CG
   NFREE  =      0    steps in history (QN), initial steepest desc. (CG)
   ISIF   =      2    stress and relaxation
   IWAVPR =     10    prediction:  0-non 1-charg 2-wave 3-comb
   ISYM   =      2    0-nonsym 1-usesym 2-fastsym
   LCORR  =      T    Harris-Foulkes like correction to forces

   POTIM  = 0.5000    time-step for ionic-motion
   TEIN   =    0.0    initial temperature
   TEBEG  =    0.0;   TEEND  =   0.0 temperature during run
   SMASS  =  -3.00    Nose mass-parameter (am)
   estimated Nose-frequenzy (Omega)   =  0.10E-29 period in steps = 0.13E+47 mass=  -0.539E-26a.u.
   SCALEE = 1.0000    scale energy and forces
   NPACO  =    256;   APACO  = 16.0  distance and # of slots for P.C.
   PSTRESS=    0.0 pullay stress

  Mass of Ions in am
   POMASS =  28.09 35.45  1.00
  Ionic Valenz
   ZVAL   =   4.00  7.00  1.00
  Atomic Wigner-Seitz radii
   RWIGS  =   1.11  0.99  0.32
  virtual crystal weights 
   VCA    =   1.00  1.00  1.00
   NELECT =     532.0000    total number of electrons
   NUPDOWN=      -1.0000    fix difference up-down

 DOS related values:
   EMIN   =  10.00;   EMAX   =-10.00  energy-range for DOS
   EFERMI =   0.00
   ISMEAR =     1;   SIGMA  =   0.20  broadening in eV -4-tet -1-fermi 0-gaus

 Electronic relaxation 2 (details)
   IALGO  =     38    algorithm
   LDIAG  =      T    sub-space diagonalisation (order eigenvalues)
   LSUBROT=      F    optimize rotation matrix (better conditioning)
   TURBO    =      0    0=normal 1=particle mesh
   IRESTART =      0    0=no restart 2=restart with 2 vectors
   NREBOOT  =      0    no. of reboots
   NMIN     =      0    reboot dimension
   EREF     =   0.00    reference energy to select bands
   IMIX   =      4    mixing-type and parameters
     AMIX     =   0.40;   BMIX     =  1.00
     AMIX_MAG =   1.60;   BMIX_MAG =  1.00
     AMIN     =   0.10
     WC   =   100.;   INIMIX=   1;  MIXPRE=   1;  MAXMIX= -45

 Intra band minimization:
   WEIMIN = 0.0000     energy-eigenvalue tresh-hold
   EBREAK =  0.74E-08  absolut break condition
   DEPER  =   0.30     relativ break condition  

   TIME   =   0.40     timestep for ELM

  volume/ion in A,a.u.               =      37.01       249.77
  Fermi-wavevector in a.u.,A,eV,Ry     =   0.779793  1.473595  8.273396  0.608077
  Thomas-Fermi vector in A             =   1.882971
 
 Write flags
   LWAVE        =      F    write WAVECAR
   LDOWNSAMPLE  =      F    k-point downsampling of WAVECAR
   LCHARG       =      F    write CHGCAR
   LVTOT        =      F    write LOCPOT, total local potential
   LVHAR        =      F    write LOCPOT, Hartree potential only
   LELF         =      F    write electronic localiz. function (ELF)
   LORBIT       =      0    0 simple, 1 ext, 2 COOP (PROOUT), +10 PAW based schemes


 Dipole corrections
   LMONO  =      F    monopole corrections only (constant potential shift)
   LDIPOL =      F    correct potential (dipole corrections)
   IDIPOL =      0    1-x, 2-y, 3-z, 4-all directions 
   EPSILON=  1.0000000 bulk dielectric constant

 Exchange correlation treatment:
   GGA     =    --    GGA type
   LEXCH   =     8    internal setting for exchange type
   VOSKOWN=      1    Vosko Wilk Nusair interpolation
   LHFCALC =     F    Hartree Fock is set to
   LHFONE  =     F    Hartree Fock one center treatment
   AEXX    =    0.0000 exact exchange contribution

 Linear response parameters
   LEPSILON=     F    determine dielectric tensor
   LRPA    =     F    only Hartree local field effects (RPA)
   LNABLA  =     F    use nabla operator in PAW spheres
   LVEL    =     F    velocity operator in full k-point grid
   LINTERFAST=   F  fast interpolation
   KINTER  =     0    interpolate to denser k-point grid
   CSHIFT  =0.1000    complex shift for real part using Kramers Kronig
   OMEGAMAX=  -1.0    maximum frequency
   DEG_THRESHOLD= 0.2000000E-02 threshold for treating states as degnerate
   RTIME   =   -0.100 relaxation time in fs
  (WPLASMAI=    0.000 imaginary part of plasma frequency in eV, 0.658/RTIME)
   DFIELD  = 0.0000000 0.0000000 0.0000000 field for delta impulse in time
 
 Orbital magnetization related:
   ORBITALMAG=     F  switch on orbital magnetization
   LCHIMAG   =     F  perturbation theory with respect to B field
   DQ        =  0.001000  dq finite difference perturbation B field
   LLRAUG    =     F  two centre corrections for induced B field



--------------------------------------------------------------------------------------------------------


 Static calculation
 charge density and potential will be updated during run
 non-spin polarized calculation
 Variant of blocked Davidson
 Davidson routine will perform the subspace rotation
 perform sub-space diagonalisation
    after iterative eigenvector-optimisation
 modified Broyden-mixing scheme, WC =      100.0
 initial mixing is a Kerker type mixing with AMIX =  0.4000 and BMIX =      1.0000
 Hartree-type preconditioning will be used
 using additional bands           70
 real space projection scheme for non local part
 use partial core corrections
 calculate Harris-corrections to forces 
   (improved forces if not selfconsistent)
 use gradient corrections 
 use of overlap-Matrix (Vanderbilt PP)
 Methfessel and Paxton  Order N= 1 SIGMA  =   0.20


--------------------------------------------------------------------------------------------------------


  energy-cutoff  :      262.47
  volume of cell :     4922.64
      direct lattice vectors                 reciprocal lattice vectors
    15.361080000  0.000000000  0.000000000     0.065099589  0.000000000  0.000000000
     0.000000000 15.361080000  0.000000000     0.000000000  0.065099589  0.000000000
     0.000000000  0.000000000 20.861920000     0.000000000  0.000000000  0.047934227

  length of vectors
    15.361080000 15.361080000 20.861920000     0.065099589  0.065099589  0.047934227


 
 k-points in units of 2pi/SCALE and weight: Automatic mesh                          
   0.00000000  0.00000000  0.00000000       1.000
 
 k-points in reciprocal lattice and weights: Automatic mesh                          
   0.00000000  0.00000000  0.00000000       1.000
 
 position of ions in fractional coordinates (direct lattice) 
   0.05986851  0.13068740  0.59659981
   0.18520589  0.12497056  0.40174037
   0.06020589  0.12497056  0.33594632
   0.18462066  0.12497045  0.66282849
   0.05990808  0.99876707  0.53540229
   0.18520589  0.99997056  0.46677298
   0.06020589  0.99997056  0.27010351
   0.13538026  0.00006780  0.71411801
   0.06025077  0.37569029  0.60100838
   0.18520589  0.37497056  0.40174037
   0.06020589  0.37497056  0.33594632
   0.18890838  0.37390059  0.66453112
   0.05978457  0.25397413  0.53189074
   0.18520589  0.24997056  0.46677298
   0.06020589  0.24997056  0.27010351
   0.25661022  0.24847314  0.70090213
   0.05808712  0.62525571  0.60321434
   0.18520589  0.62497056  0.40174037
   0.06020589  0.62497056  0.33594632
   0.18861112  0.62556204  0.66477487
   0.05999758  0.50092567  0.53540800
   0.18520589  0.49997056  0.46677298
   0.06020589  0.49997056  0.27010351
   0.25946589  0.49974307  0.69791423
   0.05699284  0.86884818  0.59982750
   0.18520589  0.87497056  0.40174037
   0.06020589  0.87497056  0.33594632
   0.18418945  0.87368813  0.66409435
   0.05976078  0.74635016  0.53281606
   0.18520589  0.74997056  0.46677298
   0.06020589  0.74997056  0.27010351
   0.25753282  0.75046277  0.70177091
   0.31155506  0.11820338  0.59689564
   0.43520589  0.12497056  0.40174037
   0.31020589  0.12497056  0.33594632
   0.43330876  0.13157814  0.66513744
   0.30993043  0.99894715  0.52860313
   0.43520589  0.99997056  0.46677298
   0.31020589  0.99997056  0.27010351
   0.49330637  0.99955189  0.69847706
   0.31274415  0.37299064  0.59277904
   0.43520589  0.37497056  0.40174037
   0.31020589  0.37497056  0.33594632
   0.42930406  0.37300193  0.66646295
   0.31008223  0.24501385  0.53147076
   0.43520589  0.24997056  0.46677298
   0.31020589  0.24997056  0.27010351
   0.40172887  0.25041621  0.73410291
   0.31181180  0.62556087  0.59284620
   0.43520589  0.62497056  0.40174037
   0.31020589  0.62497056  0.33594632
   0.42896526  0.62461466  0.66608902
   0.31039400  0.49933668  0.52961102
   0.43520589  0.49997056  0.46677298
   0.31020589  0.49997056  0.27010351
   0.40338020  0.49878399  0.72976090
   0.31048586  0.88028005  0.59730185
   0.43520589  0.87497056  0.40174037
   0.31020589  0.87497056  0.33594632
   0.43356673  0.86762273  0.66423854
   0.31000336  0.75360537  0.53160398
   0.43520589  0.74997056  0.46677298
   0.31020589  0.74997056  0.27010351
   0.40302499  0.74815885  0.73297709
   0.56022042  0.13095037  0.59879638
   0.68520589  0.12497056  0.40174037
   0.56020589  0.12497056  0.33594632
   0.68476051  0.12743325  0.66655580
   0.55959793  0.00162047  0.53435159
   0.68520589  0.99997056  0.46677298
   0.56020589  0.99997056  0.27010351
   0.63950611  0.00176053  0.72216269
   0.56028681  0.37462028  0.60466390
   0.68520589  0.37497056  0.40174037
   0.56020589  0.37497056  0.33594632
   0.69093112  0.37583171  0.66712661
   0.56020633  0.25458165  0.53258417
   0.68520589  0.24997056  0.46677298
   0.56020589  0.24997056  0.27010351
   0.71904376  0.25044174  0.73065588
   0.55856855  0.62287447  0.60301269
   0.68520589  0.62497056  0.40174037
   0.56020589  0.62497056  0.33594632
   0.68891885  0.61935388  0.66429534
   0.56018645  0.49848646  0.53582857
   0.68520589  0.49997056  0.46677298
   0.56020589  0.49997056  0.27010351
   0.71880037  0.49966288  0.73354049
   0.55636713  0.86954930  0.59437985
   0.68520589  0.87497056  0.40174037
   0.56020589  0.87497056  0.33594632
   0.67988217  0.88135672  0.65955641
   0.55960563  0.74357791  0.53182695
   0.68520589  0.74997056  0.46677298
   0.56020589  0.74997056  0.27010351
   0.71709228  0.75373500  0.71239895
   0.80782888  0.11722779  0.59796563
   0.93520589  0.12497056  0.40174037
   0.81020589  0.12497056  0.33594632
   0.93529863  0.12413953  0.66287504
   0.81018317  0.99768060  0.52930918
   0.93520589  0.99997056  0.46677298
   0.81020589  0.99997056  0.27010351
   0.98724527  0.99886448  0.71254588
   0.80633514  0.37381447  0.59263514
   0.93520589  0.37497056  0.40174037
   0.81020589  0.37497056  0.33594632
   0.93162226  0.37523972  0.66348421
   0.81010809  0.24488463  0.53218679
   0.93520589  0.24997056  0.46677298
   0.81020589  0.24997056  0.27010351
   0.86395689  0.24970160  0.69977076
   0.80816418  0.62548402  0.59392470
   0.93520589  0.62497056  0.40174037
   0.81020589  0.62497056  0.33594632
   0.92829007  0.62858945  0.66683003
   0.81025682  0.50053932  0.52977351
   0.93520589  0.49997056  0.46677298
   0.81020589  0.49997056  0.27010351
   0.86450762  0.50036342  0.70046909
   0.80999928  0.87992422  0.59898416
   0.93520589  0.87497056  0.40174037
   0.81020589  0.87497056  0.33594632
   0.93213344  0.86990403  0.66885999
   0.81037375  0.75342706  0.53239375
   0.93520589  0.74997056  0.46677298
   0.81020589  0.74997056  0.27010351
   0.87507420  0.74843847  0.72709469
   0.76774773  0.76947643  0.81430199
   0.87484462  0.56399463  0.88128907
   0.69939838  0.70733716  0.88756185
   0.78382517  0.86057477  0.83947217
   0.79533310  0.56359107  0.86001219
 
 position of ions in cartesian coordinates  (Angst):
   0.91964497  2.00749961 12.44621751
   2.84496249  1.91968277  8.38107546
   0.92482749  1.91968277  7.00848525
   2.83597273  1.91968108 13.82787493
   0.92025281 15.34214086 11.16951974
   2.84496249 15.36062777  9.73778057
   0.92482749 15.36062777  5.63487782
   2.07958700  0.00104148 14.89787280
   0.92551690  5.77100860 12.53818874
   2.84496249  5.75995277  8.38107546
   0.92482749  5.75995277  7.00848525
   2.90183674  5.74351688 13.86339506
   0.91835556  3.90131693 11.09626207
   2.84496249  3.83981777  9.73778057
   0.92482749  3.83981777  5.63487782
   3.94181012  3.81681578 14.62216416
   0.89228090  9.60460298 12.58420930
   2.84496249  9.60022277  8.38107546
   0.92482749  9.60022277  7.00848525
   2.89727050  9.60930854 13.86848016
   0.92162763  7.69475929 11.16963886
   2.84496249  7.68008777  9.73778057
   0.92482749  7.68008777  5.63487782
   3.98567629  7.67659328 14.55983083
   0.87547157 13.34644640 12.51355332
   2.84496249 13.44049277  8.38107546
   0.92482749 13.44049277  7.00848525
   2.82934888 13.42079326 13.85428320
   0.91799012 11.46474452 11.11556602
   2.84496249 11.52035777  9.73778057
   0.92482749 11.52035777  5.63487782
   3.95598225 11.52791865 14.64028858
   4.78582220  1.81573158 12.45238909
   6.68523249  1.91968277  8.38107546
   4.76509749  1.91968277  7.00848525
   6.65609053  2.02118233 13.87604406
   4.76086613 15.34490709 11.02767621
   6.68523249 15.36062777  9.73778057
   4.76509749 15.36062777  5.63487782
   7.57771861 15.35419655 14.57157255
   4.80408791  5.72953906 12.36650891
   6.68523249  5.75995277  8.38107546
   4.76509749  5.75995277  7.00848525
   6.59457401  5.72971249 13.90369675
   4.76319794  3.76367735 11.08750048
   6.68523249  3.83981777  9.73778057
   4.76509749  3.83981777  5.63487782
   6.17098931  3.84666344 15.31479618
   4.78976600  9.60929057 12.36791000
   6.68523249  9.60022277  8.38107546
   4.76509749  9.60022277  7.00848525
   6.58936968  9.59475576 13.89589585
   4.76798707  7.67035069 11.04870273
   6.68523249  7.68008777  9.73778057
   4.76509749  7.68008777  5.63487782
   6.19635552  7.66186077 15.22421351
   4.76939813 13.52205227 12.46086341
   6.68523249 13.44049277  8.38107546
   4.76509749 13.44049277  7.00848525
   6.66005322 13.32762217 13.85729128
   4.76198641 11.57619238 11.09027970
   6.68523249 11.52035777  9.73778057
   4.76509749 11.52035777  5.63487782
   6.19089911 11.49252795 15.29130941
   8.60559069  2.01153911 12.49204218
  10.52550249  1.91968277  8.38107546
   8.60536749  1.91968277  7.00848525
  10.51866097  1.95751235 13.90563378
   8.59602857  0.02489217 11.14760012
  10.52550249 15.36062777  9.73778057
   8.60536749 15.36062777  5.63487782
   9.82350452  0.02704364 15.06570027
   8.60661051  5.75457209 12.61444991
  10.52550249  5.75995277  8.38107546
   8.60536749  5.75995277  7.00848525
  10.61344821  5.77318096 13.91754197
   8.60537425  3.91064909 11.11072835
  10.52550249  3.83981777  9.73778057
   8.60536749  3.83981777  5.63487782
  11.04528872  3.84705560 15.24288452
   8.58021618  9.56802456 12.58000250
  10.52550249  9.60022277  8.38107546
   8.60536749  9.60022277  7.00848525
  10.58253757  9.51394450 13.85847624
   8.60506887  7.65729039 11.17841276
  10.52550249  7.68008777  9.73778057
   8.60536749  7.68008777  5.63487782
  11.04154999  7.67536147 15.30306302
   8.54639999 13.35721636 12.39990488
  10.52550249 13.44049277  8.38107546
   8.60536749 13.44049277  7.00848525
  10.44372440 13.53859108 13.75961306
   8.59614685 11.42215976 11.09493128
  10.52550249 11.52035777  9.73778057
   8.60536749 11.52035777  5.63487782
  11.01531188 11.57818363 14.86200990
  12.40912405  1.80074546 12.47471114
  14.36577249  1.91968277  8.38107546
  12.44563749  1.91968277  7.00848525
  14.36719708  1.90691725 13.82884605
  12.44528849 15.32545151 11.04240577
  14.36577249 15.36062777  9.73778057
  12.44563749 15.36062777  5.63487782
  15.16515357 15.34363719 14.86507514
  12.38617859  5.74219398 12.36350688
  14.36577249  5.75995277  8.38107546
  12.44563749  5.75995277  7.00848525
  14.31072407  5.76408736 13.84155451
  12.44413518  3.76169239 11.10243824
  14.36577249  3.83981777  9.73778057
  12.44563749  3.83981777  5.63487782
  13.27131090  3.83568625 14.59856161
  12.41427462  9.60811007 12.39040958
  14.36577249  9.60022277  8.38107546
  12.44563749  9.60022277  7.00848525
  14.25953803  9.65581283 13.91135474
  12.44641983  7.68882454 11.05209258
  14.36577249  7.68008777  9.73778057
  12.44563749  7.68008777  5.63487782
  13.27977071  7.68612252 14.61313012
  12.44246374 13.51658634 12.49595963
  14.36577249 13.44049277  8.38107546
  12.44563749 13.44049277  7.00848525
  14.31857634 13.36266540 13.95370360
  12.44821600 11.57345334 11.10675582
  14.36577249 11.52035777  9.73778057
  12.44563749 11.52035777  5.63487782
  13.44208479 11.49682321 15.16859126
  11.79343430 11.81998900 16.98790297
  13.43855820  8.66356663 18.38538208
  10.74351447 10.86546270 18.51624431
  12.04040114 13.21935789 17.51300125
  12.21717538  8.65736751 17.94150551
 


--------------------------------------------------------------------------------------------------------


 k-point  1 :   0.0000 0.0000 0.0000  plane waves:   47543

 maximum and minimum number of plane-waves per node :     47543    47543

 maximum number of plane-waves:     47543
 maximum index in each direction: 
   IXMAX=   20   IYMAX=   20   IZMAX=   27
   IXMIN=  -20   IYMIN=  -20   IZMIN=  -27

 The following grids will avoid any aliasing or wrap around errors in the Hartre
 e energy
  - symmetry arguments have not been applied
  - exchange correlation energies might require even more grid points
  - we recommend to set PREC=Normal or Accurate and rely on VASP defaults
 WARNING: aliasing errors must be expected set NGX to    84 to avoid them
 WARNING: aliasing errors must be expected set NGY to    84 to avoid them
 WARNING: aliasing errors must be expected set NGZ to   112 to avoid them

 serial   3D FFT for wavefunctions
 parallel 3D FFT for charge:
    minimum data exchange during FFTs selected (reduces bandwidth)


 total amount of memory used by VASP MPI-rank0   191947. kBytes
=======================================================================

   base      :      30000. kBytes
   nonlr-proj:      13210. kBytes
   fftplans  :      24745. kBytes
   grid      :      58261. kBytes
   one-center:        408. kBytes
   wavefun   :      65323. kBytes
 
     INWAV:  cpu time    0.0004: real time    0.0098
 Broyden mixing: mesh for mixing (old mesh)
   NGX = 41   NGY = 41   NGZ = 55
  (NGX  =128   NGY  =128   NGZ  =168)
  gives a total of  92455 points