 

 Group Ordering Number (BNS): 1579
         Magnetic Group type:    4
      Magnetic Group Symbols: BNS:216.77       F_S-43m           OG:215.4.1575   P_F-43m          
       OG-BNS transformation: (0,0,0; 2a,2b,2c)

   ----------------------------------- 
   Belov-Neronova-Smirnova Description 
   ----------------------------------- 

   Number of BNS operators:  48
   #  1:                 (1|0,0,0)   #  2:                (2x|0,0,0)   #  3:                (2y|0,0,0)   #  4:                (2z|0,0,0)  
   #  5:            (3xyz-1|0,0,0)   #  6:             (3xy-z|0,0,0)   #  7:             (3-xyz|0,0,0)   #  8:             (3x-yz|0,0,0)  
   #  9:              (3xyz|0,0,0)   # 10:           (3x-yz-1|0,0,0)   # 11:           (3xy-z-1|0,0,0)   # 12:           (3-xyz-1|0,0,0)  
   # 13:              (m-xy|0,0,0)   # 14:               (-4z|0,0,0)   # 15:             (-4z-1|0,0,0)   # 16:               (mxy|0,0,0)  
   # 17:              (m-yz|0,0,0)   # 18:               (myz|0,0,0)   # 19:               (-4x|0,0,0)   # 20:             (-4x-1|0,0,0)  
   # 21:              (m-xz|0,0,0)   # 22:             (-4y-1|0,0,0)   # 23:               (mxz|0,0,0)   # 24:               (-4y|0,0,0)  
   # 25:              (1|0,0,1/2)'   # 26:         (2x|1/2,1/2,1/2)'   # 27:         (2y|1/2,1/2,1/2)'   # 28:         (2z|1/2,1/2,1/2)'  
   # 29:     (3xyz-1|1/2,1/2,1/2)'   # 30:      (3xy-z|1/2,1/2,1/2)'   # 31:      (3-xyz|1/2,1/2,1/2)'   # 32:      (3x-yz|1/2,1/2,1/2)'  
   # 33:       (3xyz|1/2,1/2,1/2)'   # 34:    (3x-yz-1|1/2,1/2,1/2)'   # 35:    (3xy-z-1|1/2,1/2,1/2)'   # 36:    (3-xyz-1|1/2,1/2,1/2)'  
   # 37:       (m-xy|1/2,1/2,1/2)'   # 38:        (-4z|1/2,1/2,1/2)'   # 39:      (-4z-1|1/2,1/2,1/2)'   # 40:        (mxy|1/2,1/2,1/2)'  
   # 41:       (m-yz|1/2,1/2,1/2)'   # 42:        (myz|1/2,1/2,1/2)'   # 43:        (-4x|1/2,1/2,1/2)'   # 44:      (-4x-1|1/2,1/2,1/2)'  
   # 45:       (m-xz|1/2,1/2,1/2)'   # 46:      (-4y-1|1/2,1/2,1/2)'   # 47:        (mxz|1/2,1/2,1/2)'   # 48:        (-4y|1/2,1/2,1/2)'  
  
  Number of BNS lattice translations:   6
   #  1:             ( 1,0,0)      1.0000  0.0000  0.0000
   #  2:             (0, 1,0)      0.0000  1.0000  0.0000
   #  3:             (0,0, 1)      0.0000  0.0000  1.0000
   #  4:        (0, 1/2, 1/2)      0.0000  0.5000  0.5000
   #  5:        ( 1/2,0, 1/2)      0.5000  0.0000  0.5000
   #  6:        ( 1/2, 1/2,0)      0.5000  0.5000  0.0000
  
  Number of BNS Wyckoff positions:  10
  
   Wyckoff site #  1:   48 192j
   #  1: (x,y,z;u,v,w)
   #  2: (x,-y,-z;u,-v,-w)
   #  3: (-x,y,-z;-u,v,-w)
   #  4: (-x,-y,z;-u,-v,w)
   #  5: (z,x,y;w,u,v)
   #  6: (y,z,x;v,w,u)
   #  7: (-y,z,-x;-v,w,-u)
   #  8: (-z,-x,y;-w,-u,v)
   #  9: (-y,-z,x;-v,-w,u)
   # 10: (z,-x,-y;w,-u,-v)
   # 11: (y,-z,-x;v,-w,-u)
   # 12: (-z,x,-y;-w,u,-v)
   # 13: (-x,z,-y;u,-w,v)
   # 14: (-x,-z,y;u,w,-v)
   # 15: (-z,-y,x;w,v,-u)
   # 16: (z,-y,-x;-w,v,u)
   # 17: (y,-x,-z;-v,u,w)
   # 18: (-y,x,-z;v,-u,w)
   # 19: (-y,-x,z;v,u,-w)
   # 20: (y,x,z;-v,-u,-w)
   # 21: (x,-z,-y;-u,w,v)
   # 22: (x,z,y;-u,-w,-v)
   # 23: (-z,y,-x;w,-v,u)
   # 24: (z,y,x;-w,-v,-u)
   # 25: (x,y,z+1/2;-u,-v,-w)
   # 26: (x+1/2,-y+1/2,-z+1/2;-u,v,w)
   # 27: (-x+1/2,y+1/2,-z+1/2;u,-v,w)
   # 28: (-x+1/2,-y+1/2,z+1/2;u,v,-w)
   # 29: (z+1/2,x+1/2,y+1/2;-w,-u,-v)
   # 30: (y+1/2,z+1/2,x+1/2;-v,-w,-u)
   # 31: (-y+1/2,z+1/2,-x+1/2;v,-w,u)
   # 32: (-z+1/2,-x+1/2,y+1/2;w,u,-v)
   # 33: (-y+1/2,-z+1/2,x+1/2;v,w,-u)
   # 34: (z+1/2,-x+1/2,-y+1/2;-w,u,v)
   # 35: (y+1/2,-z+1/2,-x+1/2;-v,w,u)
   # 36: (-z+1/2,x+1/2,-y+1/2;w,-u,v)
   # 37: (-x+1/2,z+1/2,-y+1/2;-u,w,-v)
   # 38: (-x+1/2,-z+1/2,y+1/2;-u,-w,v)
   # 39: (-z+1/2,-y+1/2,x+1/2;-w,-v,u)
   # 40: (z+1/2,-y+1/2,-x+1/2;w,-v,-u)
   # 41: (y+1/2,-x+1/2,-z+1/2;v,-u,-w)
   # 42: (-y+1/2,x+1/2,-z+1/2;-v,u,-w)
   # 43: (-y+1/2,-x+1/2,z+1/2;-v,-u,w)
   # 44: (y+1/2,x+1/2,z+1/2;v,u,w)
   # 45: (x+1/2,-z+1/2,-y+1/2;u,-w,-v)
   # 46: (x+1/2,z+1/2,y+1/2;u,w,v)
   # 47: (-z+1/2,y+1/2,-x+1/2;-w,v,-u)
   # 48: (z+1/2,y+1/2,x+1/2;w,v,u)
  
   Wyckoff site #  2:   24  96i
   #  1: (x,x,z;u,-u,0)
   #  2: (x,-x,-z;u,u,0)
   #  3: (-x,x,-z;-u,-u,0)
   #  4: (-x,-x,z;-u,u,0)
   #  5: (z,x,x;0,u,-u)
   #  6: (x,z,x;-u,0,u)
   #  7: (-x,z,-x;u,0,-u)
   #  8: (-z,-x,x;0,-u,-u)
   #  9: (-x,-z,x;u,0,u)
   # 10: (z,-x,-x;0,-u,u)
   # 11: (x,-z,-x;-u,0,-u)
   # 12: (-z,x,-x;0,u,u)
   # 13: (x,x,z+1/2;-u,u,0)
   # 14: (x+1/2,-x+1/2,-z+1/2;-u,-u,0)
   # 15: (-x+1/2,x+1/2,-z+1/2;u,u,0)
   # 16: (-x+1/2,-x+1/2,z+1/2;u,-u,0)
   # 17: (z+1/2,x+1/2,x+1/2;0,-u,u)
   # 18: (x+1/2,z+1/2,x+1/2;u,0,-u)
   # 19: (-x+1/2,z+1/2,-x+1/2;-u,0,u)
   # 20: (-z+1/2,-x+1/2,x+1/2;0,u,u)
   # 21: (-x+1/2,-z+1/2,x+1/2;-u,0,-u)
   # 22: (z+1/2,-x+1/2,-x+1/2;0,u,-u)
   # 23: (x+1/2,-z+1/2,-x+1/2;u,0,u)
   # 24: (-z+1/2,x+1/2,-x+1/2;0,-u,-u)
  
   Wyckoff site #  3:   24  96h
   #  1: (x,1/4,0;0,v,w)
   #  2: (x,3/4,0;0,-v,-w)
   #  3: (-x,1/4,0;0,v,-w)
   #  4: (-x,3/4,0;0,-v,w)
   #  5: (0,x,1/4;w,0,v)
   #  6: (1/4,0,x;v,w,0)
   #  7: (3/4,0,-x;-v,w,0)
   #  8: (0,-x,1/4;-w,0,v)
   #  9: (3/4,0,x;-v,-w,0)
   # 10: (0,-x,3/4;w,0,-v)
   # 11: (1/4,0,-x;v,-w,0)
   # 12: (0,x,3/4;-w,0,-v)
   # 13: (-x,0,3/4;0,-w,v)
   # 14: (-x,0,1/4;0,w,-v)
   # 15: (0,3/4,x;w,v,0)
   # 16: (0,3/4,-x;-w,v,0)
   # 17: (1/4,-x,0;-v,0,w)
   # 18: (3/4,x,0;v,0,w)
   # 19: (3/4,-x,0;v,0,-w)
   # 20: (1/4,x,0;-v,0,-w)
   # 21: (x,0,3/4;0,w,v)
   # 22: (x,0,1/4;0,-w,-v)
   # 23: (0,1/4,-x;w,-v,0)
   # 24: (0,1/4,x;-w,-v,0)
  
   Wyckoff site #  4:   12  48g
   #  1: (x,1/4,1/4;0,0,0)
   #  2: (-x,1/4,3/4;0,0,0)
   #  3: (1/4,x,1/4;0,0,0)
   #  4: (1/4,1/4,x;0,0,0)
   #  5: (1/4,3/4,-x;0,0,0)
   #  6: (1/4,-x,3/4;0,0,0)
   #  7: (x,1/4,3/4;0,0,0)
   #  8: (-x+1/2,3/4,1/4;0,0,0)
   #  9: (3/4,x+1/2,3/4;0,0,0)
   # 10: (3/4,3/4,x+1/2;0,0,0)
   # 11: (3/4,1/4,-x+1/2;0,0,0)
   # 12: (3/4,-x+1/2,1/4;0,0,0)
  
   Wyckoff site #  5:   12  48f
   #  1: (x,0,0;0,0,0)
   #  2: (-x,0,0;0,0,0)
   #  3: (0,x,0;0,0,0)
   #  4: (0,0,x;0,0,0)
   #  5: (0,0,-x;0,0,0)
   #  6: (0,-x,0;0,0,0)
   #  7: (x,0,1/2;0,0,0)
   #  8: (-x+1/2,1/2,1/2;0,0,0)
   #  9: (1/2,x+1/2,1/2;0,0,0)
   # 10: (1/2,1/2,x+1/2;0,0,0)
   # 11: (1/2,1/2,-x+1/2;0,0,0)
   # 12: (1/2,-x+1/2,1/2;0,0,0)
  
   Wyckoff site #  6:    8  32e
   #  1: (x,x,x;0,0,0)
   #  2: (x,-x,-x;0,0,0)
   #  3: (-x,x,-x;0,0,0)
   #  4: (-x,-x,x;0,0,0)
   #  5: (x,x,x+1/2;0,0,0)
   #  6: (x+1/2,-x+1/2,-x+1/2;0,0,0)
   #  7: (-x+1/2,x+1/2,-x+1/2;0,0,0)
   #  8: (-x+1/2,-x+1/2,x+1/2;0,0,0)
  
   Wyckoff site #  7:    6  24d
   #  1: (1/4,0,0;0,0,0)
   #  2: (3/4,0,0;0,0,0)
   #  3: (0,1/4,0;0,0,0)
   #  4: (0,0,1/4;0,0,0)
   #  5: (0,0,3/4;0,0,0)
   #  6: (0,3/4,0;0,0,0)
  
   Wyckoff site #  8:    6  24c
   #  1: (0,1/4,1/4;0,0,0)
   #  2: (0,1/4,3/4;0,0,0)
   #  3: (1/4,0,1/4;0,0,0)
   #  4: (1/4,1/4,0;0,0,0)
   #  5: (1/4,3/4,0;0,0,0)
   #  6: (1/4,0,3/4;0,0,0)
  
   Wyckoff site #  9:    2   8b
   #  1: (1/4,1/4,1/4;0,0,0)
   #  2: (1/4,1/4,3/4;0,0,0)
  
   Wyckoff site # 10:    2   8a
   #  1: (0,0,0;0,0,0)
   #  2: (0,0,1/2;0,0,0)
  

   ------------------------------- 
   Opechowski-Guccione Description 
   ------------------------------- 

   Number of OG operators:  48
   #  1:                 (1|0,0,0)   #  2:                (2x|0,0,0)   #  3:                (2y|0,0,0)   #  4:                (2z|0,0,0)  
   #  5:            (3xyz-1|0,0,0)   #  6:             (3xy-z|0,0,0)   #  7:             (3-xyz|0,0,0)   #  8:             (3x-yz|0,0,0)  
   #  9:              (3xyz|0,0,0)   # 10:           (3x-yz-1|0,0,0)   # 11:           (3xy-z-1|0,0,0)   # 12:           (3-xyz-1|0,0,0)  
   # 13:              (m-xy|0,0,0)   # 14:               (-4z|0,0,0)   # 15:             (-4z-1|0,0,0)   # 16:               (mxy|0,0,0)  
   # 17:              (m-yz|0,0,0)   # 18:               (myz|0,0,0)   # 19:               (-4x|0,0,0)   # 20:             (-4x-1|0,0,0)  
   # 21:              (m-xz|0,0,0)   # 22:             (-4y-1|0,0,0)   # 23:               (mxz|0,0,0)   # 24:               (-4y|0,0,0)  
   # 25:                (1|1,1,1)'   # 26:               (2x|1,1,1)'   # 27:               (2y|1,1,1)'   # 28:               (2z|1,1,1)'  
   # 29:           (3xyz-1|1,1,1)'   # 30:            (3xy-z|1,1,1)'   # 31:            (3-xyz|1,1,1)'   # 32:            (3x-yz|1,1,1)'  
   # 33:             (3xyz|1,1,1)'   # 34:          (3x-yz-1|1,1,1)'   # 35:          (3xy-z-1|1,1,1)'   # 36:          (3-xyz-1|1,1,1)'  
   # 37:             (m-xy|1,1,1)'   # 38:              (-4z|1,1,1)'   # 39:            (-4z-1|1,1,1)'   # 40:              (mxy|1,1,1)'  
   # 41:             (m-yz|1,1,1)'   # 42:              (myz|1,1,1)'   # 43:              (-4x|1,1,1)'   # 44:            (-4x-1|1,1,1)'  
   # 45:             (m-xz|1,1,1)'   # 46:            (-4y-1|1,1,1)'   # 47:              (mxz|1,1,1)'   # 48:              (-4y|1,1,1)'  
  
  Number of OG lattice translations:   6
   #  1:             ( 2,0,0)      2.0000  0.0000  0.0000
   #  2:             (0, 2,0)      0.0000  2.0000  0.0000
   #  3:             (0,0, 2)      0.0000  0.0000  2.0000
   #  4:            (0, 1, 1)      0.0000  1.0000  1.0000
   #  5:            ( 1,0, 1)      1.0000  0.0000  1.0000
   #  6:            ( 1, 1,0)      1.0000  1.0000  0.0000
  
 

 Group Ordering Number (BNS): 1579
         Magnetic Group type:    4
      Magnetic Group Symbols: BNS:216.77       F_S-43m           OG:215.4.1575   P_F-43m          

   ----------------------------------------------------------- 
   Belov-Neronova-Smirnova Description in non-standard setting 
   ----------------------------------------------------------- 

   The operators are transformed from the standard setting to: (b,c,a; 0,0,1/2)
  
  Number of BNS Wyckoff positions:  10
  
   Wyckoff site #  1:   48 192j
   #  1: (x,y,z;u,v,w)
   #  2: (-x,-y,z;-u,-v,w)
   #  3: (x,-y,-z;u,-v,-w)
   #  4: (-x,y,-z;-u,v,-w)
   #  5: (z,x+1/2,y+1/2;w,u,v)
   #  6: (y+1/2,z+1/2,x;v,w,u)
   #  7: (y+1/2,-z+1/2,-x;v,-w,-u)
   #  8: (-z,x+1/2,-y+1/2;-w,u,-v)
   #  9: (-y+1/2,z+1/2,-x;-v,w,-u)
   # 10: (-z,-x+1/2,y+1/2;-w,-u,v)
   # 11: (-y+1/2,-z+1/2,x;-v,-w,u)
   # 12: (z,-x+1/2,-y+1/2;w,-u,-v)
   # 13: (y,-x,-z;-v,u,w)
   # 14: (-y,x,-z;v,-u,w)
   # 15: (-x+1/2,z+1/2,-y;u,-w,v)
   # 16: (-x+1/2,-z+1/2,y;u,w,-v)
   # 17: (-z,-y+1/2,x+1/2;w,v,-u)
   # 18: (z,-y+1/2,-x+1/2;-w,v,u)
   # 19: (-z,y+1/2,-x+1/2;w,-v,u)
   # 20: (z,y+1/2,x+1/2;-w,-v,-u)
   # 21: (-y,-x,z;v,u,-w)
   # 22: (y,x,z;-v,-u,-w)
   # 23: (x+1/2,-z+1/2,-y;-u,w,v)
   # 24: (x+1/2,z+1/2,y;-u,-w,-v)
   # 25: (x,y+1/2,z;-u,-v,-w)
   # 26: (-x+1/2,-y+1/2,z+1/2;u,v,-w)
   # 27: (x+1/2,-y+1/2,-z+1/2;-u,v,w)
   # 28: (-x+1/2,y+1/2,-z+1/2;u,-v,w)
   # 29: (z+1/2,x,y;-w,-u,-v)
   # 30: (y,z,x+1/2;-v,-w,-u)
   # 31: (y,-z,-x+1/2;-v,w,u)
   # 32: (-z+1/2,x,-y;w,-u,v)
   # 33: (-y,z,-x+1/2;v,-w,u)
   # 34: (-z+1/2,-x,y;w,u,-v)
   # 35: (-y,-z,x+1/2;v,w,-u)
   # 36: (z+1/2,-x,-y;-w,u,v)
   # 37: (y+1/2,-x+1/2,-z+1/2;v,-u,-w)
   # 38: (-y+1/2,x+1/2,-z+1/2;-v,u,-w)
   # 39: (-x,z,-y+1/2;-u,w,-v)
   # 40: (-x,-z,y+1/2;-u,-w,v)
   # 41: (-z+1/2,-y,x;-w,-v,u)
   # 42: (z+1/2,-y,-x;w,-v,-u)
   # 43: (-z+1/2,y,-x;-w,v,-u)
   # 44: (z+1/2,y,x;w,v,u)
   # 45: (-y+1/2,-x+1/2,z+1/2;-v,-u,w)
   # 46: (y+1/2,x+1/2,z+1/2;v,u,w)
   # 47: (x,-z,-y+1/2;u,-w,-v)
   # 48: (x,z,y+1/2;u,w,v)
  
   Wyckoff site #  2:   24  96i
   #  1: (z,y,z+1/2;-w,0,w)
   #  2: (-z,-y,z+1/2;w,0,w)
   #  3: (z,-y,-z+1/2;-w,0,-w)
   #  4: (-z,y,-z+1/2;w,0,-w)
   #  5: (z+1/2,z+1/2,y+1/2;w,-w,0)
   #  6: (y+1/2,z,z;0,w,-w)
   #  7: (y+1/2,-z,-z;0,-w,w)
   #  8: (-z+1/2,z+1/2,-y+1/2;-w,-w,0)
   #  9: (-y+1/2,z,-z;0,w,w)
   # 10: (-z+1/2,-z+1/2,y+1/2;-w,w,0)
   # 11: (-y+1/2,-z,z;0,-w,-w)
   # 12: (z+1/2,-z+1/2,-y+1/2;w,w,0)
   # 13: (z,y+1/2,z+1/2;w,0,-w)
   # 14: (-z+1/2,-y+1/2,z;-w,0,-w)
   # 15: (z+1/2,-y+1/2,-z;w,0,w)
   # 16: (-z+1/2,y+1/2,-z;-w,0,w)
   # 17: (z,z,y;-w,w,0)
   # 18: (y,z+1/2,z+1/2;0,-w,w)
   # 19: (y,-z+1/2,-z+1/2;0,w,-w)
   # 20: (-z,z,-y;w,w,0)
   # 21: (-y,z+1/2,-z+1/2;0,-w,-w)
   # 22: (-z,-z,y;w,-w,0)
   # 23: (-y,-z+1/2,z+1/2;0,w,w)
   # 24: (z,-z,-y;-w,-w,0)
  
   Wyckoff site #  3:   24  96h
   #  1: (1/4,0,z;u,v,0)
   #  2: (3/4,0,z;-u,-v,0)
   #  3: (1/4,0,-z;u,-v,0)
   #  4: (3/4,0,-z;-u,v,0)
   #  5: (z,3/4,1/2;0,u,v)
   #  6: (1/2,z+1/2,1/4;v,0,u)
   #  7: (1/2,-z+1/2,3/4;v,0,-u)
   #  8: (-z,3/4,1/2;0,u,-v)
   #  9: (1/2,z+1/2,3/4;-v,0,-u)
   # 10: (-z,1/4,1/2;0,-u,v)
   # 11: (1/2,-z+1/2,1/4;-v,0,u)
   # 12: (z,1/4,1/2;0,-u,-v)
   # 13: (0,3/4,-z;-v,u,0)
   # 14: (0,1/4,-z;v,-u,0)
   # 15: (1/4,z+1/2,0;u,0,v)
   # 16: (1/4,-z+1/2,0;u,0,-v)
   # 17: (-z,1/2,3/4;0,v,-u)
   # 18: (z,1/2,1/4;0,v,u)
   # 19: (-z,1/2,1/4;0,-v,u)
   # 20: (z,1/2,3/4;0,-v,-u)
   # 21: (0,3/4,z;v,u,0)
   # 22: (0,1/4,z;-v,-u,0)
   # 23: (3/4,-z+1/2,0;-u,0,v)
   # 24: (3/4,z+1/2,0;-u,0,-v)
  
   Wyckoff site #  4:   12  48g
   #  1: (1/4,1/4,z;0,0,0)
   #  2: (1/4,3/4,-z;0,0,0)
   #  3: (z,3/4,3/4;0,0,0)
   #  4: (3/4,z+1/2,1/4;0,0,0)
   #  5: (1/4,-z+1/2,1/4;0,0,0)
   #  6: (-z,1/4,3/4;0,0,0)
   #  7: (1/4,3/4,z;0,0,0)
   #  8: (3/4,1/4,-z+1/2;0,0,0)
   #  9: (z+1/2,1/4,1/4;0,0,0)
   # 10: (1/4,z,3/4;0,0,0)
   # 11: (3/4,-z,3/4;0,0,0)
   # 12: (-z+1/2,3/4,1/4;0,0,0)
  
   Wyckoff site #  5:   12  48f
   #  1: (0,0,z;0,0,0)
   #  2: (0,0,-z;0,0,0)
   #  3: (z,1/2,1/2;0,0,0)
   #  4: (1/2,z+1/2,0;0,0,0)
   #  5: (1/2,-z+1/2,0;0,0,0)
   #  6: (-z,1/2,1/2;0,0,0)
   #  7: (0,1/2,z;0,0,0)
   #  8: (1/2,1/2,-z+1/2;0,0,0)
   #  9: (z+1/2,0,0;0,0,0)
   # 10: (0,z,1/2;0,0,0)
   # 11: (0,-z,1/2;0,0,0)
   # 12: (-z+1/2,0,0;0,0,0)
  
   Wyckoff site #  6:    8  32e
   #  1: (z+1/2,z,z+1/2;0,0,0)
   #  2: (-z+1/2,-z,z+1/2;0,0,0)
   #  3: (z+1/2,-z,-z+1/2;0,0,0)
   #  4: (-z+1/2,z,-z+1/2;0,0,0)
   #  5: (z+1/2,z+1/2,z+1/2;0,0,0)
   #  6: (-z,-z+1/2,z;0,0,0)
   #  7: (z,-z+1/2,-z;0,0,0)
   #  8: (-z,z+1/2,-z;0,0,0)
  
   Wyckoff site #  7:    6  24d
   #  1: (0,1/2,1/4;0,0,0)
   #  2: (0,1/2,3/4;0,0,0)
   #  3: (1/4,1/2,0;0,0,0)
   #  4: (0,3/4,0;0,0,0)
   #  5: (0,1/4,0;0,0,0)
   #  6: (3/4,1/2,0;0,0,0)
  
   Wyckoff site #  8:    6  24c
   #  1: (1/4,3/4,0;0,0,0)
   #  2: (1/4,1/4,0;0,0,0)
   #  3: (0,3/4,1/4;0,0,0)
   #  4: (1/4,1/2,1/4;0,0,0)
   #  5: (3/4,1/2,1/4;0,0,0)
   #  6: (0,1/4,1/4;0,0,0)
  
   Wyckoff site #  9:    2   8b
   #  1: (1/4,3/4,1/4;0,0,0)
   #  2: (1/4,1/4,1/4;0,0,0)
  
   Wyckoff site # 10:    2   8a
   #  1: (0,1/2,0;0,0,0)
   #  2: (0,0,0;0,0,0)
  
