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Site Symmetry Group -3'm'. of the Wyckoff Position 2b

Magnetic Space Group: Pc-3c1 (#165.96) [OG: P2c-3m'1 (#164.7.1321)]


Representative: (0,0,1/4 | 0,0,0)

Symmetry operations:

x, y, z, +1
mx, my, mz
(1|0,0,0)
(
   1   0   0    0
   0   1   0    0
   0   0   1    0
)
1
-y, x-y, z, +1
-my, mx-my, mz
(3z|0,0,0)
(
   0  -1   0    0
   1  -1   0    0
   0   0   1    0
)
3+ 0,0,z
-x+y, -x, z, +1
-mx+my, -mx, mz
(3z-1|0,0,0)
(
  -1   1   0    0
  -1   0   0    0
   0   0   1    0
)
3- 0,0,z
x-y, -y, -z+1/2, +1
mx-my, -my, -mz+1/2
(2x|0,0,1/2)
(
   1  -1   0    0
   0  -1   0    0
   0   0  -1   1/2
)
2 x,0,1/4
y, x, -z+1/2, +1
my, mx, -mz+1/2
(2xy|0,0,1/2)
(
   0   1   0    0
   1   0   0    0
   0   0  -1   1/2
)
2 x,x,1/4
-x, -x+y, -z+1/2, +1
-mx, -mx+my, -mz+1/2
(2y|0,0,1/2)
(
  -1   0   0    0
  -1   1   0    0
   0   0  -1   1/2
)
2 0,y,1/4
-x, -y, -z+1/2, -1
-mx, -my, -mz+1/2
(--1'|0,0,1/2)
(
  -1   0   0    0
   0  -1   0    0
   0   0  -1   1/2
)'
-1 0,0,1/4 -1
y, -x+y, -z+1/2, -1
my, -mx+my, -mz+1/2
(-3z'|0,0,1/2)
(
   0   1   0    0
  -1   1   0    0
   0   0  -1   1/2
)'
-3+ 0,0,z; 0,0,1/4 -1
x-y, x, -z+1/2, -1
mx-my, mx, -mz+1/2
(-3z-1'|0,0,1/2)
(
   1  -1   0    0
   1   0   0    0
   0   0  -1   1/2
)'
-3- 0,0,z; 0,0,1/4 -1
-x+y, y, z, -1
-mx+my, my, mz
(mx'|0,0,0)
(
  -1   1   0    0
   0   1   0    0
   0   0   1    0
)'
m x,2x,z -1
-y, -x, z, -1
-my, -mx, mz
(mxy'|0,0,0)
(
   0  -1   0    0
  -1   0   0    0
   0   0   1    0
)'
m x,-x,z -1
x, x-y, z, -1
mx, mx-my, mz
(my'|0,0,0)
(
   1   0   0    0
   1  -1   0    0
   0   0   1    0
)'
m 2x,x,z -1


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