Space group: R -3 :H (No. 148)

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

Number of vertices: 10
  0, 0, 0
  0, 0, 1/6
  0, 1/2, 0
  0, 1/2, 1/6
  1/3, 2/3, 0
  1/3, 2/3, 1/6
  1/2, 0, 0
  1/2, 0, 1/6
  2/3, 1/3, 0
  2/3, 1/3, 1/6
Number of faces: 7
  x>=0 [y<=0]
  y>=0
  z>=0 [x-y>=0 [y<=0]]
  z<=1/6 [x-2*y>=0 [x<=1/3] | -2*x+y>=0 [y<=0 | x+y>=1]]
  2*x-y<=1
  x+y<=1 [-x+2*y>=1 | 2*x-y>=1]
  -x+2*y<=1
[Guide to notation]
Geometric notation:
  x0(-y0)
  y0
  z0(p0(-y0))
  z6(-h0(x3) | -k0(-y0 | -m1))
  k1
  m1(-h1 | -k1)
  h1
[Acta Cryst. article]


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