Space group: I a -3 d (No. 230)

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Surface area: green = inside the asymmetric unit, red = outside
Basis vectors: a = red, b = green, c = blue

Number of vertices: 9
  -1/8, -1/8, 1/8
  -1/8, -1/8, 1/4
  -1/8, 1/8, 1/8
  -1/8, 1/8, 1/4
  0, 0, 0
  1/8, -1/8, 1/8
  1/8, -1/8, 1/4
  1/8, 1/8, 1/8
  1/8, 1/8, 1/4
Number of faces: 9
  x<=1/8 [-y+z<=1/4 & y+z<=1/4]
  x>=-1/8 [y>=0 [z>=1/4]]
  y<=1/8 [x+z>=1/4]
  y>=-1/8 [-x+z<=1/4]
  z<=1/4 [y>=0]
  -x+z>=0
  x+z>=0 [z<=0]
  -y+z>=0 [x-z>=0]
  y+z>=0
[Guide to notation]
Geometric notation:
  x8(~zy4 & ~yz4)
  ~x8(y0(-z4))
  y8(-~xz4)
  ~y8(~zx1/4)
  z4(y0)
  -zx0
  -xz0(-z0)
  -zy0(zx0)
  -yz0
[Acta Cryst. article]


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