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Site Symmetry Group 4/mm'm' of the Wyckoff Position 2c

Magnetic Space Group: Pc4/mcc (#124.360) [OG: P2c4/mm'm' (#123.15.1013)]


Representative: (1/2,1/2,0 | 0,0,mz)

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


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