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Wyckoff Positions: Orthorhombic

直方晶系 (Orhorhombic) に属する空間群のワイコフ位置(Wyckoff letter)の一覧をまとめました。ワイコフ位置の概念やサイトシンメトリー (Site symmetry) 記号の読み方については別ページで解説しています。

  • Serial No.: Serial number (1~530)
  • ITA No.: Number listed on the International Tables for Crystallography, Vol A. (1~230)
  • SG symbol: Space group symbol (HM full notation)
  • M: Multiplicity
  • W: Wyckoff Letter
  • SS: Site Symmetry
  • Position: Equivalent position
Serial No. ITA No. SG symbol M W SS Positions
108 16 (P 2 2 2) ((0,0,0)+)
4 (u) (1) (x,y,z) (bar{x},bar{y},z) (bar{x},y,bar{z}) (x,bar{y},bar{z})
2 (t) (.,.,2) (frac{1}{2},frac{1}{2},z) (frac{1}{2},frac{1}{2},bar{z})
2 (s) (.,.,2) (0,frac{1}{2},z) (0,frac{1}{2},bar{z})
2 (r) (.,.,2) (frac{1}{2},0,z) (frac{1}{2},0,bar{z})
2 (q) (.,.,2) (0,0,z) (0,0,bar{z})
2 (p) (.,2,.) (frac{1}{2},y,frac{1}{2}) (frac{1}{2},bar{y},frac{1}{2})
2 (o) (.,2,.) (frac{1}{2},y,0) (frac{1}{2},bar{y},0)
2 (n) (.,2,.) (0,y,frac{1}{2}) (0,bar{y},frac{1}{2})
2 (m) (.,2,.) (0,y,0) (0,bar{y},0)
2 (l) (2,.,.) (x,frac{1}{2},frac{1}{2}) (bar{x},frac{1}{2},frac{1}{2})
2 (k) (2,.,.) (x,frac{1}{2},0) (bar{x},frac{1}{2},0)
2 (j) (2,.,.) (x,0,frac{1}{2}) (bar{x},0,frac{1}{2})
2 (i) (2,.,.) (x,0,0) (bar{x},0,0)
1 (h) (2,2,2) (frac{1}{2},frac{1}{2},frac{1}{2})
1 (g) (2,2,2) (0,frac{1}{2},frac{1}{2})
1 (f) (2,2,2) (frac{1}{2},0,frac{1}{2})
1 (e) (2,2,2) (frac{1}{2},frac{1}{2},0)
1 (d) (2,2,2) (0,0,frac{1}{2})
1 (c) (2,2,2) (0,frac{1}{2},0)
1 (b) (2,2,2) (frac{1}{2},0,0)
1 (a) (2,2,2) (0,0,0)
109 17 (P 2 2 2_1) ((0,0,0)+)
4 (e) (1) (x,y,z) (bar{x},bar{y},z+frac{1}{2}) (bar{x},y,bar{z}+frac{1}{2}) (x,bar{y},bar{z})
2 (d) (.,2,.) (frac{1}{2},y,frac{1}{4}) (frac{1}{2},bar{y},frac{3}{4})
2 (c) (.,2,.) (0,y,frac{1}{4}) (0,bar{y},frac{3}{4})
2 (b) (2,.,.) (x,frac{1}{2},0) (bar{x},frac{1}{2},frac{1}{2})
2 (a) (2,.,.) (x,0,0) (bar{x},0,frac{1}{2})
110 17 (P 2_1 2 2) ((0,0,0)+)
4 (e) (1) (x,y,z) (x+frac{1}{2},bar{y},bar{z}) (bar{x}+frac{1}{2},bar{y},z) (bar{x},y,bar{z})
2 (d) (.,2,.) (frac{1}{4},frac{1}{2},z) (frac{3}{4},frac{1}{2},bar{z})
2 (c) (.,2,.) (frac{1}{4},0,z) (frac{3}{4},0,bar{z})
2 (b) (2,.,.) (0,y,frac{1}{2}) (frac{1}{2},bar{y},frac{1}{2})
2 (a) (2,.,.) (0,y,0) (frac{1}{2},bar{y},0)
111 17 (P 2 2_1 2) ((0,0,0)+)
4 (e) (1) (x,y,z) (bar{x},y+frac{1}{2},bar{z}) (x,bar{y}+frac{1}{2},bar{z}) (bar{x},bar{y},z)
2 (d) (.,2,.) (x,frac{1}{4},frac{1}{2}) (bar{x},frac{3}{4},frac{1}{2})
2 (c) (.,2,.) (x,frac{1}{4},0) (bar{x},frac{3}{4},0)
2 (b) (2,.,.) (frac{1}{2},0,z) (frac{1}{2},frac{1}{2},bar{z})
2 (a) (2,.,.) (0,0,z) (0,frac{1}{2},bar{z})
112 18 (P 2_1 2_1 2) ((0,0,0)+)
4 (c) (1) (x,y,z) (bar{x},bar{y},z) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z})
2 (b) (.,.,2) (0,frac{1}{2},z) (frac{1}{2},0,bar{z})
2 (a) (.,.,2) (0,0,z) (frac{1}{2},frac{1}{2},bar{z})
113 18 (P 2 2_1 2_1) ((0,0,0)+)
4 (c) (1) (x,y,z) (x,bar{y},bar{z}) (bar{x},bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x},y+frac{1}{2},bar{z}+frac{1}{2})
2 (b) (.,.,2) (x,0,frac{1}{2}) (bar{x},frac{1}{2},0)
2 (a) (.,.,2) (x,0,0) (bar{x},frac{1}{2},frac{1}{2})
114 18 (P 2_1 2 2_1) ((0,0,0)+)
4 (c) (1) (x,y,z) (bar{x},y,bar{z}) (x+frac{1}{2},bar{y},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},bar{y},z+frac{1}{2})
2 (b) (.,.,2) (frac{1}{2},y,0) (0,bar{y},frac{1}{2})
2 (a) (.,.,2) (0,y,0) (frac{1}{2},bar{y},frac{1}{2})
115 19 (P 2_1 2_1 2_1) ((0,0,0)+)
4 (a) (1) (x,y,z) (bar{x}+frac{1}{2},bar{y},z+frac{1}{2}) (bar{x},y+frac{1}{2},bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z})
116 20 (C 2 2 2_1) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
8 (c) (1) (x,y,z) (bar{x},bar{y},z+frac{1}{2}) (bar{x},y,bar{z}+frac{1}{2}) (x,bar{y},bar{z})
4 (b) (.,2,.) (0,y,frac{1}{4}) (0,bar{y},frac{3}{4})
4 (a) (2,.,.) (x,0,0) (bar{x},0,frac{1}{2})
117 20 (A 2_1 2 2) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
8 (c) (1) (x,y,z) (x+frac{1}{2},bar{y},bar{z}) (bar{x}+frac{1}{2},bar{y},z) (bar{x},y,bar{z})
4 (b) (.,2,.) (frac{1}{4},0,z) (frac{3}{4},0,bar{z})
4 (a) (2,.,.) (0,y,0) (frac{1}{2},bar{y},0)
118 20 (B 2 2_1 2) ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
8 (c) (1) (x,y,z) (bar{x},y+frac{1}{2},bar{z}) (x,bar{y}+frac{1}{2},bar{z}) (bar{x},bar{y},z)
4 (b) (.,2,.) (x,frac{1}{4},0) (bar{x},frac{3}{4},0)
4 (a) (2,.,.) (0,0,z) (0,frac{1}{2},bar{z})
119 21 (C 2 2 2) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
8 (l) (1) (x,y,z) (bar{x},bar{y},z) (bar{x},y,bar{z}) (x,bar{y},bar{z})
4 (k) (.,.,2) (frac{1}{4},frac{1}{4},z) (frac{3}{4},frac{1}{4},bar{z})
4 (j) (.,.,2) (0,frac{1}{2},z) (0,frac{1}{2},bar{z})
4 (i) (.,.,2) (0,0,z) (0,0,bar{z})
4 (h) (.,2,.) (0,y,frac{1}{2}) (0,bar{y},frac{1}{2})
4 (g) (.,2,.) (0,y,0) (0,bar{y},0)
4 (f) (2,.,.) (x,0,frac{1}{2}) (bar{x},0,frac{1}{2})
4 (e) (2,.,.) (x,0,0) (bar{x},0,0)
2 (d) (2,2,2) (0,0,frac{1}{2})
2 (c) (2,2,2) (frac{1}{2},0,frac{1}{2})
2 (b) (2,2,2) (0,frac{1}{2},0)
2 (a) (2,2,2) (0,0,0)
120 21 (A 2 2 2) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
8 (l) (1) (x,y,z) (x,bar{y},bar{z}) (bar{x},bar{y},z) (bar{x},y,bar{z})
4 (k) (.,.,2) (x,frac{1}{4},frac{1}{4}) (bar{x},frac{3}{4},frac{1}{4})
4 (j) (.,.,2) (x,0,frac{1}{2}) (bar{x},0,frac{1}{2})
4 (i) (.,.,2) (x,0,0) (bar{x},0,0)
4 (h) (.,2,.) (frac{1}{2},0,z) (frac{1}{2},0,bar{z})
4 (g) (.,2,.) (0,0,z) (0,0,bar{z})
4 (f) (2,.,.) (frac{1}{2},y,0) (frac{1}{2},bar{y},0)
4 (e) (2,.,.) (0,y,0) (0,bar{y},0)
2 (d) (2,2,2) (frac{1}{2},0,0)
2 (c) (2,2,2) (frac{1}{2},frac{1}{2},0)
2 (b) (2,2,2) (0,0,frac{1}{2})
2 (a) (2,2,2) (0,0,0)
121 21 (B 2 2 2) ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
8 (l) (1) (x,y,z) (bar{x},y,bar{z}) (x,bar{y},bar{z}) (bar{x},bar{y},z)
4 (k) (.,.,2) (frac{1}{4},y,frac{1}{4}) (frac{1}{4},bar{y},frac{3}{4})
4 (j) (.,.,2) (frac{1}{2},y,0) (frac{1}{2},bar{y},0)
4 (i) (.,.,2) (0,y,0) (0,bar{y},0)
4 (h) (.,2,.) (x,frac{1}{2},0) (bar{x},frac{1}{2},0)
4 (g) (.,2,.) (x,0,0) (bar{x},0,0)
4 (f) (2,.,.) (0,frac{1}{2},z) (0,frac{1}{2},bar{z})
4 (e) (2,.,.) (0,0,z) (0,0,bar{z})
2 (d) (2,2,2) (0,frac{1}{2},0)
2 (c) (2,2,2) (0,frac{1}{2},frac{1}{2})
2 (b) (2,2,2) (frac{1}{2},0,0)
2 (a) (2,2,2) (0,0,0)
122 22 (F 2 2 2) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ ) ( (frac{1}{2},0,frac{1}{2})+ ) ( (frac{1}{2},frac{1}{2},0)+ )
16 (k) (1) (x,y,z) (bar{x},bar{y},z) (bar{x},y,bar{z}) (x,bar{y},bar{z})
8 (j) (2,.,.) (x,frac{1}{4},frac{1}{4}) (bar{x},frac{3}{4},frac{1}{4})
8 (i) (.,2,.) (frac{1}{4},y,frac{1}{4}) (frac{3}{4},bar{y},frac{1}{4})
8 (h) (.,.,2) (frac{1}{4},frac{1}{4},z) (frac{3}{4},frac{1}{4},bar{z})
8 (g) (.,.,2) (0,0,z) (0,0,bar{z})
8 (f) (.,2,.) (0,y,0) (0,bar{y},0)
8 (e) (2,.,.) (x,0,0) (bar{x},0,0)
4 (d) (2,2,2) (frac{1}{4},frac{1}{4},frac{3}{4})
4 (c) (2,2,2) (frac{1}{4},frac{1}{4},frac{1}{4})
4 (b) (2,2,2) (0,0,frac{1}{2})
4 (a) (2,2,2) (0,0,0)
123 23 (I 2 2 2) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
8 (k) (1) (x,y,z) (bar{x},bar{y},z) (bar{x},y,bar{z}) (x,bar{y},bar{z})
4 (j) (.,.,2) (0,frac{1}{2},z) (0,frac{1}{2},bar{z})
4 (i) (.,.,2) (0,0,z) (0,0,bar{z})
4 (h) (.,2,.) (frac{1}{2},y,0) (frac{1}{2},bar{y},0)
4 (g) (.,2,.) (0,y,0) (0,bar{y},0)
4 (f) (2,.,.) (x,0,frac{1}{2}) (bar{x},0,frac{1}{2})
4 (e) (2,.,.) (x,0,0) (bar{x},0,0)
2 (d) (2,2,2) (0,frac{1}{2},0)
2 (c) (2,2,2) (0,0,frac{1}{2})
2 (b) (2,2,2) (frac{1}{2},0,0)
2 (a) (2,2,2) (0,0,0)
124 24 (I 2_1 2_1 2_1) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
8 (d) (1) (x,y,z) (bar{x}+frac{1}{2},bar{y},z+frac{1}{2}) (bar{x},y+frac{1}{2},bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z})
4 (c) (.,.,2) (0,frac{1}{4},z) (0,frac{3}{4},bar{z}+frac{1}{2})
4 (b) (.,2,.) (frac{1}{4},y,0) (frac{1}{4},bar{y},frac{1}{2})
4 (a) (2,.,.) (x,0,frac{1}{4}) (bar{x}+frac{1}{2},0,frac{3}{4})
125 25 (P m m 2) ((0,0,0)+)
4 (i) (1) (x,y,z) (bar{x},bar{y},z) (x,bar{y},z) (bar{x},y,z)
2 (h) (m,.,.) (frac{1}{2},y,z) (frac{1}{2},bar{y},z)
2 (g) (m,.,.) (0,y,z) (0,bar{y},z)
2 (f) (.,m,.) (x,frac{1}{2},z) (bar{x},frac{1}{2},z)
2 (e) (.,m,.) (x,0,z) (bar{x},0,z)
1 (d) (m,m,2) (frac{1}{2},frac{1}{2},z)
1 (c) (m,m,2) (frac{1}{2},0,z)
1 (b) (m,m,2) (0,frac{1}{2},z)
1 (a) (m,m,2) (0,0,z)
126 25 (P 2 m m) ((0,0,0)+)
4 (i) (1) (x,y,z) (x,bar{y},bar{z}) (x,y,bar{z}) (x,bar{y},z)
2 (h) (m,.,.) (x,frac{1}{2},z) (x,frac{1}{2},bar{z})
2 (g) (m,.,.) (x,0,z) (x,0,bar{z})
2 (f) (.,m,.) (x,y,frac{1}{2}) (x,bar{y},frac{1}{2})
2 (e) (.,m,.) (x,y,0) (x,bar{y},0)
1 (d) (m,m,2) (x,frac{1}{2},frac{1}{2})
1 (c) (m,m,2) (x,frac{1}{2},0)
1 (b) (m,m,2) (x,0,frac{1}{2})
1 (a) (m,m,2) (x,0,0)
127 25 (P m 2 m) ((0,0,0)+)
4 (i) (1) (x,y,z) (bar{x},y,bar{z}) (bar{x},y,z) (x,y,bar{z})
2 (h) (m,.,.) (x,y,frac{1}{2}) (bar{x},y,frac{1}{2})
2 (g) (m,.,.) (x,y,0) (bar{x},y,0)
2 (f) (.,m,.) (frac{1}{2},y,z) (frac{1}{2},y,bar{z})
2 (e) (.,m,.) (0,y,z) (0,y,bar{z})
1 (d) (m,m,2) (frac{1}{2},y,frac{1}{2})
1 (c) (m,m,2) (0,y,frac{1}{2})
1 (b) (m,m,2) (frac{1}{2},y,0)
1 (a) (m,m,2) (0,y,0)
128 26 (P m c 2_1) ((0,0,0)+)
4 (c) (1) (x,y,z) (bar{x},bar{y},z+frac{1}{2}) (x,bar{y},z+frac{1}{2}) (bar{x},y,z)
2 (b) (m,.,.) (frac{1}{2},y,z) (frac{1}{2},bar{y},z+frac{1}{2})
2 (a) (m,.,.) (0,y,z) (0,bar{y},z+frac{1}{2})
129 26 (P c m 2_1) ((0,0,0)+)
4 (c) (1) (x,y,z) (bar{x},bar{y},z+frac{1}{2}) (bar{x},y,z+frac{1}{2}) (x,bar{y},z)
2 (b) (m,.,.) (x,frac{1}{2},z) (bar{x},frac{1}{2},z+frac{1}{2})
2 (a) (m,.,.) (x,0,z) (bar{x},0,z+frac{1}{2})
130 26 (P 2_1 m a) ((0,0,0)+)
4 (c) (1) (x,y,z) (x+frac{1}{2},bar{y},bar{z}) (x+frac{1}{2},y,bar{z}) (x,bar{y},z)
2 (b) (m,.,.) (x,frac{1}{2},z) (x+frac{1}{2},frac{1}{2},bar{z})
2 (a) (m,.,.) (x,0,z) (x+frac{1}{2},0,bar{z})
131 26 (P 2_1 a m) ((0,0,0)+)
4 (c) (1) (x,y,z) (x+frac{1}{2},bar{y},bar{z}) (x+frac{1}{2},bar{y},z) (x,y,bar{z})
2 (b) (m,.,.) (x,y,frac{1}{2}) (x+frac{1}{2},bar{y},frac{1}{2})
2 (a) (m,.,.) (x,y,0) (x+frac{1}{2},bar{y},0)
132 26 (P b 2_1 m) ((0,0,0)+)
4 (c) (1) (x,y,z) (bar{x},y+frac{1}{2},bar{z}) (bar{x},y+frac{1}{2},z) (x,y,bar{z})
2 (b) (m,.,.) (x,y,frac{1}{2}) (bar{x},y+frac{1}{2},frac{1}{2})
2 (a) (m,.,.) (x,y,0) (bar{x},y+frac{1}{2},0)
133 26 (P m 2_1 b) ((0,0,0)+)
4 (c) (1) (x,y,z) (bar{x},y+frac{1}{2},bar{z}) (x,y+frac{1}{2},bar{z}) (bar{x},y,z)
2 (b) (m,.,.) (frac{1}{2},y,z) (frac{1}{2},y+frac{1}{2},bar{z})
2 (a) (m,.,.) (0,y,z) (0,y+frac{1}{2},bar{z})
134 27 (P c c 2) ((0,0,0)+)
4 (e) (1) (x,y,z) (bar{x},bar{y},z) (x,bar{y},z+frac{1}{2}) (bar{x},y,z+frac{1}{2})
2 (d) (.,.,2) (frac{1}{2},frac{1}{2},z) (frac{1}{2},frac{1}{2},z+frac{1}{2})
2 (c) (.,.,2) (frac{1}{2},0,z) (frac{1}{2},0,z+frac{1}{2})
2 (b) (.,.,2) (0,frac{1}{2},z) (0,frac{1}{2},z+frac{1}{2})
2 (a) (.,.,2) (0,0,z) (0,0,z+frac{1}{2})
135 27 (P 2 a a) ((0,0,0)+)
4 (e) (1) (x,y,z) (x,bar{y},bar{z}) (x+frac{1}{2},y,bar{z}) (x+frac{1}{2},bar{y},z)
2 (d) (.,.,2) (x,frac{1}{2},frac{1}{2}) (x+frac{1}{2},frac{1}{2},frac{1}{2})
2 (c) (.,.,2) (x,frac{1}{2},0) (x+frac{1}{2},frac{1}{2},0)
2 (b) (.,.,2) (x,0,frac{1}{2}) (x+frac{1}{2},0,frac{1}{2})
2 (a) (.,.,2) (x,0,0) (x+frac{1}{2},0,0)
136 27 (P b 2 b) ((0,0,0)+)
4 (e) (1) (x,y,z) (bar{x},y,bar{z}) (bar{x},y+frac{1}{2},z) (x,y+frac{1}{2},bar{z})
2 (d) (.,.,2) (frac{1}{2},y,frac{1}{2}) (frac{1}{2},y+frac{1}{2},frac{1}{2})
2 (c) (.,.,2) (0,y,frac{1}{2}) (0,y+frac{1}{2},frac{1}{2})
2 (b) (.,.,2) (frac{1}{2},y,0) (frac{1}{2},y+frac{1}{2},0)
2 (a) (.,.,2) (0,y,0) (0,y+frac{1}{2},0)
137 28 (P m a 2) ((0,0,0)+)
4 (d) (1) (x,y,z) (bar{x},bar{y},z) (x+frac{1}{2},bar{y},z) (bar{x}+frac{1}{2},y,z)
2 (c) (m,.,.) (frac{1}{4},y,z) (frac{3}{4},bar{y},z)
2 (b) (.,.,2) (0,frac{1}{2},z) (frac{1}{2},frac{1}{2},z)
2 (a) (.,.,2) (0,0,z) (frac{1}{2},0,z)
138 28 (P b m 2) ((0,0,0)+)
4 (d) (1) (x,y,z) (bar{x},bar{y},z) (bar{x},y+frac{1}{2},z) (x,bar{y}+frac{1}{2},z)
2 (c) (m,.,.) (x,frac{1}{4},z) (bar{x},frac{3}{4},z)
2 (b) (.,.,2) (frac{1}{2},0,z) (frac{1}{2},frac{1}{2},z)
2 (a) (.,.,2) (0,0,z) (0,frac{1}{2},z)
139 28 (P 2 m b) ((0,0,0)+)
4 (d) (1) (x,y,z) (x,bar{y},bar{z}) (x,y+frac{1}{2},bar{z}) (x,bar{y}+frac{1}{2},z)
2 (c) (m,.,.) (x,frac{1}{4},z) (x,frac{3}{4},bar{z})
2 (b) (.,.,2) (x,0,frac{1}{2}) (x,frac{1}{2},frac{1}{2})
2 (a) (.,.,2) (x,0,0) (x,frac{1}{2},0)
140 28 (P 2 c m) ((0,0,0)+)
4 (d) (1) (x,y,z) (x,bar{y},bar{z}) (x,bar{y},z+frac{1}{2}) (x,y,bar{z}+frac{1}{2})
2 (c) (m,.,.) (x,y,frac{1}{4}) (x,bar{y},frac{3}{4})
2 (b) (.,.,2) (x,frac{1}{2},0) (x,frac{1}{2},frac{1}{2})
2 (a) (.,.,2) (x,0,0) (x,0,frac{1}{2})
141 28 (P c 2 m) ((0,0,0)+)
4 (d) (1) (x,y,z) (bar{x},y,bar{z}) (bar{x},y,z+frac{1}{2}) (x,y,bar{z}+frac{1}{2})
2 (c) (m,.,.) (x,y,frac{1}{4}) (bar{x},y,frac{3}{4})
2 (b) (.,.,2) (frac{1}{2},y,0) (frac{1}{2},y,frac{1}{2})
2 (a) (.,.,2) (0,y,0) (0,y,frac{1}{2})
142 28 (P m 2 a) ((0,0,0)+)
4 (d) (1) (x,y,z) (bar{x},y,bar{z}) (x+frac{1}{2},y,bar{z}) (bar{x}+frac{1}{2},y,z)
2 (c) (m,.,.) (frac{1}{4},y,z) (frac{3}{4},y,bar{z})
2 (b) (.,.,2) (0,y,frac{1}{2}) (frac{1}{2},y,frac{1}{2})
2 (a) (.,.,2) (0,y,0) (frac{1}{2},y,0)
143 29 (P c a 2_1) ((0,0,0)+)
4 (a) (1) (x,y,z) (bar{x},bar{y},z+frac{1}{2}) (x+frac{1}{2},bar{y},z) (bar{x}+frac{1}{2},y,z+frac{1}{2})
144 29 (P b c 2_1) ((0,0,0)+)
4 (a) (1) (x,y,z) (bar{x},bar{y},z+frac{1}{2}) (bar{x},y+frac{1}{2},z) (x,bar{y}+frac{1}{2},z+frac{1}{2})
145 29 (P 2_1 a b) ((0,0,0)+)
4 (a) (1) (x,y,z) (x+frac{1}{2},bar{y},bar{z}) (x,y+frac{1}{2},bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},z)
146 29 (P 2_1 c a) ((0,0,0)+)
4 (a) (1) (x,y,z) (x+frac{1}{2},bar{y},bar{z}) (x,bar{y},z+frac{1}{2}) (x+frac{1}{2},y,bar{z}+frac{1}{2})
147 29 (P c 2_1 b) ((0,0,0)+)
4 (a) (1) (x,y,z) (bar{x},y+frac{1}{2},bar{z}) (bar{x},y,z+frac{1}{2}) (x,y+frac{1}{2},bar{z}+frac{1}{2})
148 29 (P b 2_1 a) ((0,0,0)+)
4 (a) (1) (x,y,z) (bar{x},y+frac{1}{2},bar{z}) (x+frac{1}{2},y,bar{z}) (bar{x}+frac{1}{2},y+frac{1}{2},z)
149 30 (P n c 2) ((0,0,0)+)
4 (c) (1) (x,y,z) (bar{x},bar{y},z) (x,bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x},y+frac{1}{2},z+frac{1}{2})
2 (b) (.,.,2) (frac{1}{2},0,z) (frac{1}{2},frac{1}{2},z+frac{1}{2})
2 (a) (.,.,2) (0,0,z) (0,frac{1}{2},z+frac{1}{2})
150 30 (P c n 2) ((0,0,0)+)
4 (c) (1) (x,y,z) (bar{x},bar{y},z) (bar{x}+frac{1}{2},y,z+frac{1}{2}) (x+frac{1}{2},bar{y},z+frac{1}{2})
2 (b) (.,.,2) (0,frac{1}{2},z) (frac{1}{2},frac{1}{2},z+frac{1}{2})
2 (a) (.,.,2) (0,0,z) (frac{1}{2},0,z+frac{1}{2})
151 30 (P 2 n a) ((0,0,0)+)
4 (c) (1) (x,y,z) (x,bar{y},bar{z}) (x+frac{1}{2},y,bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y},z+frac{1}{2})
2 (b) (.,.,2) (x,frac{1}{2},0) (x+frac{1}{2},frac{1}{2},frac{1}{2})
2 (a) (.,.,2) (x,0,0) (x+frac{1}{2},0,frac{1}{2})
152 30 (P 2 a n) ((0,0,0)+)
4 (c) (1) (x,y,z) (x,bar{y},bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},z) (x+frac{1}{2},y+frac{1}{2},bar{z})
2 (b) (.,.,2) (x,0,frac{1}{2}) (x+frac{1}{2},frac{1}{2},frac{1}{2})
2 (a) (.,.,2) (x,0,0) (x+frac{1}{2},frac{1}{2},0)
153 30 (P b 2 n) ((0,0,0)+)
4 (c) (1) (x,y,z) (bar{x},y,bar{z}) (bar{x}+frac{1}{2},y+frac{1}{2},z) (x+frac{1}{2},y+frac{1}{2},bar{z})
2 (b) (.,.,2) (0,y,frac{1}{2}) (frac{1}{2},y+frac{1}{2},frac{1}{2})
2 (a) (.,.,2) (0,y,0) (frac{1}{2},y+frac{1}{2},0)
154 30 (P n 2 b) ((0,0,0)+)
4 (c) (1) (x,y,z) (bar{x},y,bar{z}) (x,y+frac{1}{2},bar{z}+frac{1}{2}) (bar{x},y+frac{1}{2},z+frac{1}{2})
2 (b) (.,.,2) (frac{1}{2},y,0) (frac{1}{2},y+frac{1}{2},frac{1}{2})
2 (a) (.,.,2) (0,y,0) (0,y+frac{1}{2},frac{1}{2})
155 31 (P m n 2_1) ((0,0,0)+)
4 (b) (1) (x,y,z) (bar{x}+frac{1}{2},bar{y},z+frac{1}{2}) (x+frac{1}{2},bar{y},z+frac{1}{2}) (bar{x},y,z)
2 (a) (m,.,.) (0,y,z) (frac{1}{2},bar{y},z+frac{1}{2})
156 31 (P n m 2_1) ((0,0,0)+)
4 (b) (1) (x,y,z) (bar{x},bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x},y+frac{1}{2},z+frac{1}{2}) (x,bar{y},z)
2 (a) (m,.,.) (x,0,z) (bar{x},frac{1}{2},z+frac{1}{2})
157 31 (P 2_1 m n) ((0,0,0)+)
4 (b) (1) (x,y,z) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z}) (x+frac{1}{2},y+frac{1}{2},bar{z}) (x,bar{y},z)
2 (a) (m,.,.) (x,0,z) (x+frac{1}{2},frac{1}{2},bar{z})
158 31 (P 2_1 n m) ((0,0,0)+)
4 (b) (1) (x,y,z) (x+frac{1}{2},bar{y},bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y},z+frac{1}{2}) (x,y,bar{z})
2 (a) (m,.,.) (x,y,0) (x+frac{1}{2},bar{y},frac{1}{2})
159 31 (P n 2_1 m) ((0,0,0)+)
4 (b) (1) (x,y,z) (bar{x},y+frac{1}{2},bar{z}+frac{1}{2}) (bar{x},y+frac{1}{2},z+frac{1}{2}) (x,y,bar{z})
2 (a) (m,.,.) (x,y,0) (bar{x},y+frac{1}{2},frac{1}{2})
160 31 (P m 2_1 n) ((0,0,0)+)
4 (b) (1) (x,y,z) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z}) (x+frac{1}{2},y+frac{1}{2},bar{z}) (bar{x},y,z)
2 (a) (m,.,.) (0,y,z) (frac{1}{2},y+frac{1}{2},bar{z})
161 32 (P b a 2) ((0,0,0)+)
4 (c) (1) (x,y,z) (bar{x},bar{y},z) (x+frac{1}{2},bar{y}+frac{1}{2},z) (bar{x}+frac{1}{2},y+frac{1}{2},z)
2 (b) (.,.,2) (0,frac{1}{2},z) (frac{1}{2},0,z)
2 (a) (.,.,2) (0,0,z) (frac{1}{2},frac{1}{2},z)
162 32 (P 2 c b) ((0,0,0)+)
4 (c) (1) (x,y,z) (x,bar{y},bar{z}) (x,y+frac{1}{2},bar{z}+frac{1}{2}) (x,bar{y}+frac{1}{2},z+frac{1}{2})
2 (b) (.,.,2) (x,0,frac{1}{2}) (x,frac{1}{2},0)
2 (a) (.,.,2) (x,0,0) (x,frac{1}{2},frac{1}{2})
163 32 (P c 2 a) ((0,0,0)+)
4 (c) (1) (x,y,z) (bar{x},y,bar{z}) (bar{x}+frac{1}{2},y,z+frac{1}{2}) (x+frac{1}{2},y,bar{z}+frac{1}{2})
2 (b) (.,.,2) (frac{1}{2},y,0) (0,y,frac{1}{2})
2 (a) (.,.,2) (0,y,0) (frac{1}{2},y,frac{1}{2})
164 33 (P n a 2_1) ((0,0,0)+)
4 (a) (1) (x,y,z) (bar{x},bar{y},z+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},z) (bar{x}+frac{1}{2},y+frac{1}{2},z+frac{1}{2})
165 33 (P b n 2_1) ((0,0,0)+)
4 (a) (1) (x,y,z) (bar{x},bar{y},z+frac{1}{2}) (bar{x}+frac{1}{2},y+frac{1}{2},z) (x+frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2})
166 33 (P 2_1 n b) ((0,0,0)+)
4 (a) (1) (x,y,z) (x+frac{1}{2},bar{y},bar{z}) (x,y+frac{1}{2},bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2})
167 33 (P 2_1 c n) ((0,0,0)+)
4 (a) (1) (x,y,z) (x+frac{1}{2},bar{y},bar{z}) (x,bar{y}+frac{1}{2},z+frac{1}{2}) (x+frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2})
168 33 (P c 2_1 n) ((0,0,0)+)
4 (a) (1) (x,y,z) (bar{x},y+frac{1}{2},bar{z}) (bar{x}+frac{1}{2},y,z+frac{1}{2}) (x+frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2})
169 33 (P n 2_1 a) ((0,0,0)+)
4 (a) (1) (x,y,z) (bar{x},y+frac{1}{2},bar{z}) (x+frac{1}{2},y,bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},y+frac{1}{2},z+frac{1}{2})
170 34 (P n n 2) ((0,0,0)+)
4 (c) (1) (x,y,z) (bar{x},bar{y},z) (x+frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x}+frac{1}{2},y+frac{1}{2},z+frac{1}{2})
2 (b) (.,.,2) (0,frac{1}{2},z) (frac{1}{2},0,z+frac{1}{2})
2 (a) (.,.,2) (0,0,z) (frac{1}{2},frac{1}{2},z+frac{1}{2})
171 34 (P 2 n n) ((0,0,0)+)
4 (c) (1) (x,y,z) (x,bar{y},bar{z}) (x+frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2})
2 (b) (.,.,2) (x,0,frac{1}{2}) (x+frac{1}{2},frac{1}{2},0)
2 (a) (.,.,2) (x,0,0) (x+frac{1}{2},frac{1}{2},frac{1}{2})
172 34 (P n 2 n) ((0,0,0)+)
4 (c) (1) (x,y,z) (bar{x},y,bar{z}) (bar{x}+frac{1}{2},y+frac{1}{2},z+frac{1}{2}) (x+frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2})
2 (b) (.,.,2) (frac{1}{2},y,0) (0,y+frac{1}{2},frac{1}{2})
2 (a) (.,.,2) (0,y,0) (frac{1}{2},y+frac{1}{2},frac{1}{2})
173 35 (C m m 2) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
8 (f) (1) (x,y,z) (bar{x},bar{y},z) (x,bar{y},z) (bar{x},y,z)
4 (e) (m,.,.) (0,y,z) (0,bar{y},z)
4 (d) (.,m,.) (x,0,z) (bar{x},0,z)
4 (c) (.,.,2) (frac{1}{4},frac{1}{4},z) (frac{1}{4},frac{3}{4},z)
2 (b) (m,m,2) (0,frac{1}{2},z)
2 (a) (m,m,2) (0,0,z)
174 35 (A 2 m m) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
8 (f) (1) (x,y,z) (x,bar{y},bar{z}) (x,y,bar{z}) (x,bar{y},z)
4 (e) (m,.,.) (x,0,z) (x,0,bar{z})
4 (d) (.,m,.) (x,y,0) (x,bar{y},0)
4 (c) (.,.,2) (x,frac{1}{4},frac{1}{4}) (x,frac{1}{4},frac{3}{4})
2 (b) (m,m,2) (x,0,frac{1}{2})
2 (a) (m,m,2) (x,0,0)
175 35 (B m 2 m) ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
8 (f) (1) (x,y,z) (bar{x},y,bar{z}) (bar{x},y,z) (x,y,bar{z})
4 (e) (m,.,.) (x,y,0) (bar{x},y,0)
4 (d) (.,m,.) (0,y,z) (0,y,bar{z})
4 (c) (.,.,2) (frac{1}{4},y,frac{1}{4}) (frac{3}{4},y,frac{1}{4})
2 (b) (m,m,2) (frac{1}{2},y,0)
2 (a) (m,m,2) (0,y,0)
176 36 (C m c 2_1) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
8 (b) (1) (x,y,z) (bar{x},bar{y},z+frac{1}{2}) (x,bar{y},z+frac{1}{2}) (bar{x},y,z)
4 (a) (m,.,.) (0,y,z) (0,bar{y},z+frac{1}{2})
177 36 (C c m 2_1) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
8 (b) (1) (x,y,z) (bar{x},bar{y},z+frac{1}{2}) (bar{x},y,z+frac{1}{2}) (x,bar{y},z)
4 (a) (m,.,.) (x,0,z) (bar{x},0,z+frac{1}{2})
178 36 (A 2_1 m a) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
8 (b) (1) (x,y,z) (x+frac{1}{2},bar{y},bar{z}) (x+frac{1}{2},y,bar{z}) (x,bar{y},z)
4 (a) (m,.,.) (x,0,z) (x+frac{1}{2},0,bar{z})
179 36 (A 2_1 a m) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
8 (b) (1) (x,y,z) (x+frac{1}{2},bar{y},bar{z}) (x+frac{1}{2},bar{y},z) (x,y,bar{z})
4 (a) (m,.,.) (x,y,0) (x+frac{1}{2},bar{y},0)
180 36 (B b 2_1 m) ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
8 (b) (1) (x,y,z) (bar{x},y+frac{1}{2},bar{z}) (bar{x},y+frac{1}{2},z) (x,y,bar{z})
4 (a) (m,.,.) (x,y,0) (bar{x},y+frac{1}{2},0)
181 36 (B m 2_1 b) ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
8 (b) (1) (x,y,z) (bar{x},y+frac{1}{2},bar{z}) (x,y+frac{1}{2},bar{z}) (bar{x},y,z)
4 (a) (m,.,.) (0,y,z) (0,y+frac{1}{2},bar{z})
182 37 (C c c 2) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
8 (d) (1) (x,y,z) (bar{x},bar{y},z) (x,bar{y},z+frac{1}{2}) (bar{x},y,z+frac{1}{2})
4 (c) (.,.,2) (frac{1}{4},frac{1}{4},z) (frac{1}{4},frac{3}{4},z+frac{1}{2})
4 (b) (.,.,2) (0,frac{1}{2},z) (0,frac{1}{2},z+frac{1}{2})
4 (a) (.,.,2) (0,0,z) (0,0,z+frac{1}{2})
183 37 (A 2 a a) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
8 (d) (1) (x,y,z) (x,bar{y},bar{z}) (x+frac{1}{2},y,bar{z}) (x+frac{1}{2},bar{y},z)
4 (c) (.,.,2) (x,frac{1}{4},frac{1}{4}) (x+frac{1}{2},frac{1}{4},frac{3}{4})
4 (b) (.,.,2) (x,0,frac{1}{2}) (x+frac{1}{2},0,frac{1}{2})
4 (a) (.,.,2) (x,0,0) (x+frac{1}{2},0,0)
184 37 (B b 2 b) ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
8 (d) (1) (x,y,z) (bar{x},y,bar{z}) (bar{x},y+frac{1}{2},z) (x,y+frac{1}{2},bar{z})
4 (c) (.,.,2) (frac{1}{4},y,frac{1}{4}) (frac{3}{4},y+frac{1}{2},frac{1}{4})
4 (b) (.,.,2) (frac{1}{2},y,0) (frac{1}{2},y+frac{1}{2},0)
4 (a) (.,.,2) (0,y,0) (0,y+frac{1}{2},0)
185 38 (A m m 2) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
8 (f) (1) (x,y,z) (bar{x},bar{y},z) (x,bar{y},z) (bar{x},y,z)
4 (e) (m,.,.) (frac{1}{2},y,z) (frac{1}{2},bar{y},z)
4 (d) (m,.,.) (0,y,z) (0,bar{y},z)
4 (c) (.,m,.) (x,0,z) (bar{x},0,z)
2 (b) (m,m,2) (frac{1}{2},0,z)
2 (a) (m,m,2) (0,0,z)
186 38 (B m m 2) ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
8 (f) (1) (x,y,z) (bar{x},bar{y},z) (bar{x},y,z) (x,bar{y},z)
4 (e) (m,.,.) (x,frac{1}{2},z) (bar{x},frac{1}{2},z)
4 (d) (m,.,.) (x,0,z) (bar{x},0,z)
4 (c) (.,m,.) (0,y,z) (0,bar{y},z)
2 (b) (m,m,2) (0,frac{1}{2},z)
2 (a) (m,m,2) (0,0,z)
187 38 (B 2 m m) ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
8 (f) (1) (x,y,z) (x,bar{y},bar{z}) (x,y,bar{z}) (x,bar{y},z)
4 (e) (m,.,.) (x,frac{1}{2},z) (x,frac{1}{2},bar{z})
4 (d) (m,.,.) (x,0,z) (x,0,bar{z})
4 (c) (.,m,.) (x,y,0) (x,bar{y},0)
2 (b) (m,m,2) (x,frac{1}{2},0)
2 (a) (m,m,2) (x,0,0)
188 38 (C 2 m m) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
8 (f) (1) (x,y,z) (x,bar{y},bar{z}) (x,bar{y},z) (x,y,bar{z})
4 (e) (m,.,.) (x,y,frac{1}{2}) (x,bar{y},frac{1}{2})
4 (d) (m,.,.) (x,y,0) (x,bar{y},0)
4 (c) (.,m,.) (x,0,z) (x,0,bar{z})
2 (b) (m,m,2) (x,0,frac{1}{2})
2 (a) (m,m,2) (x,0,0)
189 38 (C m 2 m) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
8 (f) (1) (x,y,z) (bar{x},y,bar{z}) (bar{x},y,z) (x,y,bar{z})
4 (e) (m,.,.) (x,y,frac{1}{2}) (bar{x},y,frac{1}{2})
4 (d) (m,.,.) (x,y,0) (bar{x},y,0)
4 (c) (.,m,.) (0,y,z) (0,y,bar{z})
2 (b) (m,m,2) (0,y,frac{1}{2})
2 (a) (m,m,2) (0,y,0)
190 38 (A m 2 m) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
8 (f) (1) (x,y,z) (bar{x},y,bar{z}) (x,y,bar{z}) (bar{x},y,z)
4 (e) (m,.,.) (frac{1}{2},y,z) (frac{1}{2},y,bar{z})
4 (d) (m,.,.) (0,y,z) (0,y,bar{z})
4 (c) (.,m,.) (x,y,0) (bar{x},y,0)
2 (b) (m,m,2) (frac{1}{2},y,0)
2 (a) (m,m,2) (0,y,0)
191 39 (A b m 2)
(A e m 2)		 ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
8 (d) (1) (x,y,z) (bar{x},bar{y},z) (x,bar{y}+frac{1}{2},z) (bar{x},y+frac{1}{2},z)
4 (c) (.,m,.) (x,frac{1}{4},z) (bar{x},frac{3}{4},z)
4 (b) (.,.,2) (frac{1}{2},0,z) (frac{1}{2},frac{1}{2},z)
4 (a) (.,.,2) (0,0,z) (0,frac{1}{2},z)
192 39 (B m a 2)
(B m e 2)		 ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
8 (d) (1) (x,y,z) (bar{x},bar{y},z) (bar{x}+frac{1}{2},y,z) (x+frac{1}{2},bar{y},z)
4 (c) (.,m,.) (frac{1}{4},y,z) (frac{3}{4},bar{y},z)
4 (b) (.,.,2) (0,frac{1}{2},z) (frac{1}{2},frac{1}{2},z)
4 (a) (.,.,2) (0,0,z) (frac{1}{2},0,z)
193 39 (B 2 c m)
(B 2 e m)		 ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
8 (d) (1) (x,y,z) (x,bar{y},bar{z}) (x,y,bar{z}+frac{1}{2}) (x,bar{y},z+frac{1}{2})
4 (c) (.,m,.) (x,y,frac{1}{4}) (x,bar{y},frac{3}{4})
4 (b) (.,.,2) (x,frac{1}{2},0) (x,frac{1}{2},frac{1}{2})
4 (a) (.,.,2) (x,0,0) (x,0,frac{1}{2})
194 39 (C 2 m b)
(C 2 m e)		 ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
8 (d) (1) (x,y,z) (x,bar{y},bar{z}) (x,bar{y}+frac{1}{2},z) (x,y+frac{1}{2},bar{z})
4 (c) (.,m,.) (x,frac{1}{4},z) (x,frac{3}{4},bar{z})
4 (b) (.,.,2) (x,0,frac{1}{2}) (x,frac{1}{2},frac{1}{2})
4 (a) (.,.,2) (x,0,0) (x,frac{1}{2},0)
195 39 (C m 2 a)
(C m 2 e)		 ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
8 (d) (1) (x,y,z) (bar{x},y,bar{z}) (bar{x}+frac{1}{2},y,z) (x+frac{1}{2},y,bar{z})
4 (c) (.,m,.) (frac{1}{4},y,z) (frac{3}{4},y,bar{z})
4 (b) (.,.,2) (0,y,frac{1}{2}) (frac{1}{2},y,frac{1}{2})
4 (a) (.,.,2) (0,y,0) (frac{1}{2},y,0)
196 39 (A c 2 m)
(A e 2 m)		 ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
8 (d) (1) (x,y,z) (bar{x},y,bar{z}) (x,y,bar{z}+frac{1}{2}) (bar{x},y,z+frac{1}{2})
4 (c) (.,m,.) (x,y,frac{1}{4}) (bar{x},y,frac{3}{4})
4 (b) (.,.,2) (frac{1}{2},y,0) (frac{1}{2},y,frac{1}{2})
4 (a) (.,.,2) (0,y,0) (0,y,frac{1}{2})
197 40 (A m a 2) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
8 (c) (1) (x,y,z) (bar{x},bar{y},z) (x+frac{1}{2},bar{y},z) (bar{x}+frac{1}{2},y,z)
4 (b) (m,.,.) (frac{1}{4},y,z) (frac{3}{4},bar{y},z)
4 (a) (.,.,2) (0,0,z) (frac{1}{2},0,z)
198 40 (B b m 2) ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
8 (c) (1) (x,y,z) (bar{x},bar{y},z) (bar{x},y+frac{1}{2},z) (x,bar{y}+frac{1}{2},z)
4 (b) (m,.,.) (x,frac{1}{4},z) (bar{x},frac{3}{4},z)
4 (a) (.,.,2) (0,0,z) (0,frac{1}{2},z)
199 40 (B 2 m b) ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
8 (c) (1) (x,y,z) (x,bar{y},bar{z}) (x,y+frac{1}{2},bar{z}) (x,bar{y}+frac{1}{2},z)
4 (b) (m,.,.) (x,frac{1}{4},z) (x,frac{3}{4},bar{z})
4 (a) (.,.,2) (x,0,0) (x,frac{1}{2},0)
200 40 (C 2 c m) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
8 (c) (1) (x,y,z) (x,bar{y},bar{z}) (x,bar{y},z+frac{1}{2}) (x,y,bar{z}+frac{1}{2})
4 (b) (m,.,.) (x,y,frac{1}{4}) (x,bar{y},frac{3}{4})
4 (a) (.,.,2) (x,0,0) (x,0,frac{1}{2})
201 40 (C c 2 m) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
8 (c) (1) (x,y,z) (bar{x},y,bar{z}) (bar{x},y,z+frac{1}{2}) (x,y,bar{z}+frac{1}{2})
4 (b) (m,.,.) (x,y,frac{1}{4}) (bar{x},y,frac{3}{4})
4 (a) (.,.,2) (0,y,0) (0,y,frac{1}{2})
202 40 (A m 2 a) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
8 (c) (1) (x,y,z) (bar{x},y,bar{z}) (x+frac{1}{2},y,bar{z}) (bar{x}+frac{1}{2},y,z)
4 (b) (m,.,.) (frac{1}{4},y,z) (frac{3}{4},y,bar{z})
4 (a) (.,.,2) (0,y,0) (frac{1}{2},y,0)
203 41 (A b a 2)
(A e a 2)		 ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
8 (b) (1) (x,y,z) (bar{x},bar{y},z) (x+frac{1}{2},bar{y}+frac{1}{2},z) (bar{x}+frac{1}{2},y+frac{1}{2},z)
4 (a) (.,.,2) (0,0,z) (frac{1}{2},frac{1}{2},z)
204 41 (B b a 2)
(B b e 2)		 ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
8 (b) (1) (x,y,z) (bar{x},bar{y},z) (bar{x}+frac{1}{2},y+frac{1}{2},z) (x+frac{1}{2},bar{y}+frac{1}{2},z)
4 (a) (.,.,2) (0,0,z) (frac{1}{2},frac{1}{2},z)
205 41 (B 2 c b)
(B 2 e b)		 ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
8 (b) (1) (x,y,z) (x,bar{y},bar{z}) (x,y+frac{1}{2},bar{z}+frac{1}{2}) (x,bar{y}+frac{1}{2},z+frac{1}{2})
4 (a) (.,.,2) (x,0,0) (x,frac{1}{2},frac{1}{2})
206 41 (C 2 c b)
(C 2 c e)		 ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
8 (b) (1) (x,y,z) (x,bar{y},bar{z}) (x,bar{y}+frac{1}{2},z+frac{1}{2}) (x,y+frac{1}{2},bar{z}+frac{1}{2})
4 (a) (.,.,2) (x,0,0) (x,frac{1}{2},frac{1}{2})
207 41 (C c 2 a)
(C c 2 e)		 ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
8 (b) (1) (x,y,z) (bar{x},y,bar{z}) (bar{x}+frac{1}{2},y,z+frac{1}{2}) (x+frac{1}{2},y,bar{z}+frac{1}{2})
4 (a) (.,.,2) (0,y,0) (frac{1}{2},y,frac{1}{2})
208 41 (A c 2 a)
(A e 2 a)		 ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
8 (b) (1) (x,y,z) (bar{x},y,bar{z}) (x+frac{1}{2},y,bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},y,z+frac{1}{2})
4 (a) (.,.,2) (0,y,0) (frac{1}{2},y,frac{1}{2})
209 42 (F m m 2) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ ) ( (frac{1}{2},0,frac{1}{2})+ ) ( (frac{1}{2},frac{1}{2},0)+ )
16 (e) (1) (x,y,z) (bar{x},bar{y},z) (x,bar{y},z) (bar{x},y,z)
8 (d) (.,m,.) (x,0,z) (bar{x},0,z)
8 (c) (m,.,.) (0,y,z) (0,bar{y},z)
8 (b) (.,.,2) (frac{1}{4},frac{1}{4},z) (frac{1}{4},frac{3}{4},z)
4 (a) (m,m,2) (0,0,z)
210 42 (F 2 m m) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ ) ( (frac{1}{2},0,frac{1}{2})+ ) ( (frac{1}{2},frac{1}{2},0)+ )
16 (e) (1) (x,y,z) (x,bar{y},bar{z}) (x,y,bar{z}) (x,bar{y},z)
8 (d) (.,m,.) (x,y,0) (x,bar{y},0)
8 (c) (m,.,.) (x,0,z) (x,0,bar{z})
8 (b) (.,.,2) (x,frac{1}{4},frac{1}{4}) (x,frac{1}{4},frac{3}{4})
4 (a) (m,m,2) (x,0,0)
211 42 (F m 2 m) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ ) ( (frac{1}{2},0,frac{1}{2})+ ) ( (frac{1}{2},frac{1}{2},0)+ )
16 (e) (1) (x,y,z) (bar{x},y,bar{z}) (bar{x},y,z) (x,y,bar{z})
8 (d) (.,m,.) (0,y,z) (0,y,bar{z})
8 (c) (m,.,.) (x,y,0) (bar{x},y,0)
8 (b) (.,.,2) (frac{1}{4},y,frac{1}{4}) (frac{3}{4},y,frac{1}{4})
4 (a) (m,m,2) (0,y,0)
212 43 (F d d 2) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ ) ( (frac{1}{2},0,frac{1}{2})+ ) ( (frac{1}{2},frac{1}{2},0)+ )
16 (b) (1) (x,y,z) (bar{x},bar{y},z) (x+frac{1}{4},bar{y}+frac{1}{4},z+frac{1}{4}) (bar{x}+frac{1}{4},y+frac{1}{4},z+frac{1}{4})
8 (a) (.,.,2) (0,0,z) (frac{1}{4},frac{1}{4},z+frac{1}{4})
213 43 (F 2 d d) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ ) ( (frac{1}{2},0,frac{1}{2})+ ) ( (frac{1}{2},frac{1}{2},0)+ )
16 (b) (1) (x,y,z) (x,bar{y},bar{z}) (x+frac{1}{4},y+frac{1}{4},bar{z}+frac{1}{4}) (x+frac{1}{4},bar{y}+frac{1}{4},z+frac{1}{4})
8 (a) (.,.,2) (x,0,0) (x+frac{1}{4},frac{1}{4},frac{1}{4})
214 43 (F d 2 d) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ ) ( (frac{1}{2},0,frac{1}{2})+ ) ( (frac{1}{2},frac{1}{2},0)+ )
16 (b) (1) (x,y,z) (bar{x},y,bar{z}) (bar{x}+frac{1}{4},y+frac{1}{4},z+frac{1}{4}) (x+frac{1}{4},y+frac{1}{4},bar{z}+frac{1}{4})
8 (a) (.,.,2) (0,y,0) (frac{1}{4},y+frac{1}{4},frac{1}{4})
215 44 (I m m 2) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
8 (e) (1) (x,y,z) (bar{x},bar{y},z) (x,bar{y},z) (bar{x},y,z)
4 (d) (m,.,.) (0,y,z) (0,bar{y},z)
4 (c) (.,m,.) (x,0,z) (bar{x},0,z)
2 (b) (m,m,2) (0,frac{1}{2},z)
2 (a) (m,m,2) (0,0,z)
216 44 (I 2 m m) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
8 (e) (1) (x,y,z) (x,bar{y},bar{z}) (x,y,bar{z}) (x,bar{y},z)
4 (d) (m,.,.) (x,0,z) (x,0,bar{z})
4 (c) (.,m,.) (x,y,0) (x,bar{y},0)
2 (b) (m,m,2) (x,0,frac{1}{2})
2 (a) (m,m,2) (x,0,0)
217 44 (I m 2 m) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
8 (e) (1) (x,y,z) (bar{x},y,bar{z}) (bar{x},y,z) (x,y,bar{z})
4 (d) (m,.,.) (x,y,0) (bar{x},y,0)
4 (c) (.,m,.) (0,y,z) (0,y,bar{z})
2 (b) (m,m,2) (frac{1}{2},y,0)
2 (a) (m,m,2) (0,y,0)
218 45 (I b a 2) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
8 (c) (1) (x,y,z) (bar{x},bar{y},z) (x+frac{1}{2},bar{y}+frac{1}{2},z) (bar{x}+frac{1}{2},y+frac{1}{2},z)
4 (b) (.,.,2) (0,frac{1}{2},z) (frac{1}{2},0,z)
4 (a) (.,.,2) (0,0,z) (frac{1}{2},frac{1}{2},z)
219 45 (I 2 c b) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
8 (c) (1) (x,y,z) (x,bar{y},bar{z}) (x,y+frac{1}{2},bar{z}+frac{1}{2}) (x,bar{y}+frac{1}{2},z+frac{1}{2})
4 (b) (.,.,2) (x,0,frac{1}{2}) (x,frac{1}{2},0)
4 (a) (.,.,2) (x,0,0) (x,frac{1}{2},frac{1}{2})
220 45 (I c 2 a) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
8 (c) (1) (x,y,z) (bar{x},y,bar{z}) (bar{x}+frac{1}{2},y,z+frac{1}{2}) (x+frac{1}{2},y,bar{z}+frac{1}{2})
4 (b) (.,.,2) (frac{1}{2},y,0) (0,y,frac{1}{2})
4 (a) (.,.,2) (0,y,0) (frac{1}{2},y,frac{1}{2})
221 46 (I m a 2) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
8 (c) (1) (x,y,z) (bar{x},bar{y},z) (x+frac{1}{2},bar{y},z) (bar{x}+frac{1}{2},y,z)
4 (b) (m,.,.) (frac{1}{4},y,z) (frac{3}{4},bar{y},z)
4 (a) (.,.,2) (0,0,z) (frac{1}{2},0,z)
222 46 (I b m 2) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
8 (c) (1) (x,y,z) (bar{x},bar{y},z) (bar{x},y+frac{1}{2},z) (x,bar{y}+frac{1}{2},z)
4 (b) (m,.,.) (x,frac{1}{4},z) (bar{x},frac{3}{4},z)
4 (a) (.,.,2) (0,0,z) (0,frac{1}{2},z)
223 46 (I 2 m b) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
8 (c) (1) (x,y,z) (x,bar{y},bar{z}) (x,y+frac{1}{2},bar{z}) (x,bar{y}+frac{1}{2},z)
4 (b) (m,.,.) (x,frac{1}{4},z) (x,frac{3}{4},bar{z})
4 (a) (.,.,2) (x,0,0) (x,frac{1}{2},0)
224 46 (I 2 c m) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
8 (c) (1) (x,y,z) (x,bar{y},bar{z}) (x,bar{y},z+frac{1}{2}) (x,y,bar{z}+frac{1}{2})
4 (b) (m,.,.) (x,y,frac{1}{4}) (x,bar{y},frac{3}{4})
4 (a) (.,.,2) (x,0,0) (x,0,frac{1}{2})
225 46 (I c 2 m) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
8 (c) (1) (x,y,z) (bar{x},y,bar{z}) (bar{x},y,z+frac{1}{2}) (x,y,bar{z}+frac{1}{2})
4 (b) (m,.,.) (x,y,frac{1}{4}) (bar{x},y,frac{3}{4})
4 (a) (.,.,2) (0,y,0) (0,y,frac{1}{2})
226 46 (I m 2 a) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
8 (c) (1) (x,y,z) (bar{x},y,bar{z}) (x+frac{1}{2},y,bar{z}) (bar{x}+frac{1}{2},y,z)
4 (b) (m,.,.) (frac{1}{4},y,z) (frac{3}{4},y,bar{z})
4 (a) (.,.,2) (0,y,0) (frac{1}{2},y,0)
227 47 (P 2/m 2/m 2/m) ((0,0,0)+)
8 (A) (1) (x,y,z) (bar{x},bar{y},z) (bar{x},y,bar{z}) (x,bar{y},bar{z})
(bar{x},bar{y},bar{z}) (x,y,bar{z}) (x,bar{y},z) (bar{x},y,z)
4 (z) (.,.,m) (x,y,frac{1}{2}) (bar{x},bar{y},frac{1}{2}) (bar{x},y,frac{1}{2}) (x,bar{y},frac{1}{2})
4 (y) (.,.,m) (x,y,0) (bar{x},bar{y},0) (bar{x},y,0) (x,bar{y},0)
4 (x) (.,m,.) (x,frac{1}{2},z) (bar{x},frac{1}{2},z) (bar{x},frac{1}{2},bar{z}) (x,frac{1}{2},bar{z})
4 (w) (.,m,.) (x,0,z) (bar{x},0,z) (bar{x},0,bar{z}) (x,0,bar{z})
4 (v) (m,.,.) (frac{1}{2},y,z) (frac{1}{2},bar{y},z) (frac{1}{2},y,bar{z}) (frac{1}{2},bar{y},bar{z})
4 (u) (m,.,.) (0,y,z) (0,bar{y},z) (0,y,bar{z}) (0,bar{y},bar{z})
2 (t) (m,m,2) (frac{1}{2},frac{1}{2},z) (frac{1}{2},frac{1}{2},bar{z})
2 (s) (m,m,2) (frac{1}{2},0,z) (frac{1}{2},0,bar{z})
2 (r) (m,m,2) (0,frac{1}{2},z) (0,frac{1}{2},bar{z})
2 (q) (m,m,2) (0,0,z) (0,0,bar{z})
2 (p) (m,2,m) (frac{1}{2},y,frac{1}{2}) (frac{1}{2},bar{y},frac{1}{2})
2 (o) (m,2,m) (frac{1}{2},y,0) (frac{1}{2},bar{y},0)
2 (n) (m,2,m) (0,y,frac{1}{2}) (0,bar{y},frac{1}{2})
2 (m) (m,2,m) (0,y,0) (0,bar{y},0)
2 (l) (2,m,m) (x,frac{1}{2},frac{1}{2}) (bar{x},frac{1}{2},frac{1}{2})
2 (k) (2,m,m) (x,frac{1}{2},0) (bar{x},frac{1}{2},0)
2 (j) (2,m,m) (x,0,frac{1}{2}) (bar{x},0,frac{1}{2})
2 (i) (2,m,m) (x,0,0) (bar{x},0,0)
1 (h) (m,m,m) (frac{1}{2},frac{1}{2},frac{1}{2})
1 (g) (m,m,m) (0,frac{1}{2},frac{1}{2})
1 (f) (m,m,m) (frac{1}{2},frac{1}{2},0)
1 (e) (m,m,m) (0,frac{1}{2},0)
1 (d) (m,m,m) (frac{1}{2},0,frac{1}{2})
1 (c) (m,m,m) (0,0,frac{1}{2})
1 (b) (m,m,m) (frac{1}{2},0,0)
1 (a) (m,m,m) (0,0,0)
228 48 (P 2/n 2/n 2/n) ((0,0,0)+)
8 (m) (1) (x,y,z) (bar{x},bar{y},z) (bar{x},y,bar{z}) (x,bar{y},bar{z})
(bar{x}+frac{1}{2},bar{y}+frac{1}{2},bar{z}+frac{1}{2}) (x+frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x}+frac{1}{2},y+frac{1}{2},z+frac{1}{2})
4 (l) (.,.,2) (0,frac{1}{2},z) (0,frac{1}{2},bar{z}) (frac{1}{2},0,bar{z}+frac{1}{2}) (frac{1}{2},0,z+frac{1}{2})
4 (k) (.,.,2) (0,0,z) (0,0,bar{z}) (frac{1}{2},frac{1}{2},bar{z}+frac{1}{2}) (frac{1}{2},frac{1}{2},z+frac{1}{2})
4 (j) (.,2,.) (frac{1}{2},y,0) (frac{1}{2},bar{y},0) (0,bar{y}+frac{1}{2},frac{1}{2}) (0,y+frac{1}{2},frac{1}{2})
4 (i) (.,2,.) (0,y,0) (0,bar{y},0) (frac{1}{2},bar{y}+frac{1}{2},frac{1}{2}) (frac{1}{2},y+frac{1}{2},frac{1}{2})
4 (h) (2,.,.) (x,0,frac{1}{2}) (bar{x},0,frac{1}{2}) (bar{x}+frac{1}{2},frac{1}{2},0) (x+frac{1}{2},frac{1}{2},0)
4 (g) (2,.,.) (x,0,0) (bar{x},0,0) (bar{x}+frac{1}{2},frac{1}{2},frac{1}{2}) (x+frac{1}{2},frac{1}{2},frac{1}{2})
4 (f) (bar{1}) (frac{3}{4},frac{3}{4},frac{3}{4}) (frac{1}{4},frac{1}{4},frac{3}{4}) (frac{1}{4},frac{3}{4},frac{1}{4}) (frac{3}{4},frac{1}{4},frac{1}{4})
4 (e) (bar{1}) (frac{1}{4},frac{1}{4},frac{1}{4}) (frac{3}{4},frac{3}{4},frac{1}{4}) (frac{3}{4},frac{1}{4},frac{3}{4}) (frac{1}{4},frac{3}{4},frac{3}{4})
2 (d) (2,2,2) (0,frac{1}{2},0) (frac{1}{2},0,frac{1}{2})
2 (c) (2,2,2) (0,0,frac{1}{2}) (frac{1}{2},frac{1}{2},0)
2 (b) (2,2,2) (frac{1}{2},0,0) (0,frac{1}{2},frac{1}{2})
2 (a) (2,2,2) (0,0,0) (frac{1}{2},frac{1}{2},frac{1}{2})
229 48 (P 2/n 2/n 2/n) ((0,0,0)+)
8 (m) (1) (x,y,z) (bar{x}+frac{1}{2},bar{y}+frac{1}{2},z) (bar{x}+frac{1}{2},y,bar{z}+frac{1}{2}) (x,bar{y}+frac{1}{2},bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},y+frac{1}{2},bar{z}) (x+frac{1}{2},bar{y},z+frac{1}{2}) (bar{x},y+frac{1}{2},z+frac{1}{2})
4 (l) (.,.,2) (frac{1}{4},frac{3}{4},z) (frac{1}{4},frac{3}{4},bar{z}+frac{1}{2}) (frac{3}{4},frac{1}{4},bar{z}) (frac{3}{4},frac{1}{4},z+frac{1}{2})
4 (k) (.,.,2) (frac{1}{4},frac{1}{4},z) (frac{1}{4},frac{1}{4},bar{z}+frac{1}{2}) (frac{3}{4},frac{3}{4},bar{z}) (frac{3}{4},frac{3}{4},z+frac{1}{2})
4 (j) (.,2,.) (frac{3}{4},y,frac{1}{4}) (frac{3}{4},bar{y}+frac{1}{2},frac{1}{4}) (frac{1}{4},bar{y},frac{3}{4}) (frac{1}{4},y+frac{1}{2},frac{3}{4})
4 (i) (.,2,.) (frac{1}{4},y,frac{1}{4}) (frac{1}{4},bar{y}+frac{1}{2},frac{1}{4}) (frac{3}{4},bar{y},frac{3}{4}) (frac{3}{4},y+frac{1}{2},frac{3}{4})
4 (h) (2,.,.) (x,frac{1}{4},frac{3}{4}) (bar{x}+frac{1}{2},frac{1}{4},frac{3}{4}) (bar{x},frac{3}{4},frac{1}{4}) (x+frac{1}{2},frac{3}{4},frac{1}{4})
4 (g) (2,.,.) (x,frac{1}{4},frac{1}{4}) (bar{x}+frac{1}{2},frac{1}{4},frac{1}{4}) (bar{x},frac{3}{4},frac{3}{4}) (x+frac{1}{2},frac{3}{4},frac{3}{4})
4 (f) (bar{1}) (0,0,0) (frac{1}{2},frac{1}{2},0) (frac{1}{2},0,frac{1}{2}) (0,frac{1}{2},frac{1}{2})
4 (e) (bar{1}) (frac{1}{2},frac{1}{2},frac{1}{2}) (0,0,frac{1}{2}) (0,frac{1}{2},0) (frac{1}{2},0,0)
2 (d) (2,2,2) (frac{1}{4},frac{3}{4},frac{1}{4}) (frac{3}{4},frac{1}{4},frac{3}{4})
2 (c) (2,2,2) (frac{1}{4},frac{1}{4},frac{3}{4}) (frac{3}{4},frac{3}{4},frac{1}{4})
2 (b) (2,2,2) (frac{3}{4},frac{1}{4},frac{1}{4}) (frac{1}{4},frac{3}{4},frac{3}{4})
2 (a) (2,2,2) (frac{1}{4},frac{1}{4},frac{1}{4}) (frac{3}{4},frac{3}{4},frac{3}{4})
230 49 (P 2/c 2/c 2/m) ((0,0,0)+)
8 (r) (1) (x,y,z) (bar{x},bar{y},z) (bar{x},y,bar{z}+frac{1}{2}) (x,bar{y},bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (x,y,bar{z}) (x,bar{y},z+frac{1}{2}) (bar{x},y,z+frac{1}{2})
4 (q) (.,.,m) (x,y,0) (bar{x},bar{y},0) (bar{x},y,frac{1}{2}) (x,bar{y},frac{1}{2})
4 (p) (.,.,2) (frac{1}{2},0,z) (frac{1}{2},0,bar{z}+frac{1}{2}) (frac{1}{2},0,bar{z}) (frac{1}{2},0,z+frac{1}{2})
4 (o) (.,.,2) (0,frac{1}{2},z) (0,frac{1}{2},bar{z}+frac{1}{2}) (0,frac{1}{2},bar{z}) (0,frac{1}{2},z+frac{1}{2})
4 (n) (.,.,2) (frac{1}{2},frac{1}{2},z) (frac{1}{2},frac{1}{2},bar{z}+frac{1}{2}) (frac{1}{2},frac{1}{2},bar{z}) (frac{1}{2},frac{1}{2},z+frac{1}{2})
4 (m) (.,.,2) (0,0,z) (0,0,bar{z}+frac{1}{2}) (0,0,bar{z}) (0,0,z+frac{1}{2})
4 (l) (.,2,.) (frac{1}{2},y,frac{1}{4}) (frac{1}{2},bar{y},frac{1}{4}) (frac{1}{2},bar{y},frac{3}{4}) (frac{1}{2},y,frac{3}{4})
4 (k) (.,2,.) (0,y,frac{1}{4}) (0,bar{y},frac{1}{4}) (0,bar{y},frac{3}{4}) (0,y,frac{3}{4})
4 (j) (2,.,.) (x,frac{1}{2},frac{1}{4}) (bar{x},frac{1}{2},frac{1}{4}) (bar{x},frac{1}{2},frac{3}{4}) (x,frac{1}{2},frac{3}{4})
4 (i) (2,.,.) (x,0,frac{1}{4}) (bar{x},0,frac{1}{4}) (bar{x},0,frac{3}{4}) (x,0,frac{3}{4})
2 (h) (2,2,2) (frac{1}{2},frac{1}{2},frac{1}{4}) (frac{1}{2},frac{1}{2},frac{3}{4})
2 (g) (2,2,2) (0,frac{1}{2},frac{1}{4}) (0,frac{1}{2},frac{3}{4})
2 (f) (2,2,2) (frac{1}{2},0,frac{1}{4}) (frac{1}{2},0,frac{3}{4})
2 (e) (2,2,2) (0,0,frac{1}{4}) (0,0,frac{3}{4})
2 (d) (.,.,2/m) (frac{1}{2},0,0) (frac{1}{2},0,frac{1}{2})
2 (c) (.,.,2/m) (0,frac{1}{2},0) (0,frac{1}{2},frac{1}{2})
2 (b) (.,.,2/m) (frac{1}{2},frac{1}{2},0) (frac{1}{2},frac{1}{2},frac{1}{2})
2 (a) (.,.,2/m) (0,0,0) (0,0,frac{1}{2})
231 49 (P 2/m 2/a 2/a) ((0,0,0)+)
8 (r) (1) (x,y,z) (x,bar{y},bar{z}) (bar{x}+frac{1}{2},bar{y},z) (bar{x}+frac{1}{2},y,bar{z})
(bar{x},bar{y},bar{z}) (bar{x},y,z) (x+frac{1}{2},y,bar{z}) (x+frac{1}{2},bar{y},z)
4 (q) (.,.,m) (0,y,z) (0,bar{y},bar{z}) (frac{1}{2},bar{y},z) (frac{1}{2},y,bar{z})
4 (p) (.,.,2) (x,frac{1}{2},0) (bar{x}+frac{1}{2},frac{1}{2},0) (bar{x},frac{1}{2},0) (x+frac{1}{2},frac{1}{2},0)
4 (o) (.,.,2) (x,0,frac{1}{2}) (bar{x}+frac{1}{2},0,frac{1}{2}) (bar{x},0,frac{1}{2}) (x+frac{1}{2},0,frac{1}{2})
4 (n) (.,.,2) (x,frac{1}{2},frac{1}{2}) (bar{x}+frac{1}{2},frac{1}{2},frac{1}{2}) (bar{x},frac{1}{2},frac{1}{2}) (x+frac{1}{2},frac{1}{2},frac{1}{2})
4 (m) (.,.,2) (x,0,0) (bar{x}+frac{1}{2},0,0) (bar{x},0,0) (x+frac{1}{2},0,0)
4 (l) (.,2,.) (frac{1}{4},frac{1}{2},z) (frac{1}{4},frac{1}{2},bar{z}) (frac{3}{4},frac{1}{2},bar{z}) (frac{3}{4},frac{1}{2},z)
4 (k) (.,2,.) (frac{1}{4},0,z) (frac{1}{4},0,bar{z}) (frac{3}{4},0,bar{z}) (frac{3}{4},0,z)
4 (j) (2,.,.) (frac{1}{4},y,frac{1}{2}) (frac{1}{4},bar{y},frac{1}{2}) (frac{3}{4},bar{y},frac{1}{2}) (frac{3}{4},y,frac{1}{2})
4 (i) (2,.,.) (frac{1}{4},y,0) (frac{1}{4},bar{y},0) (frac{3}{4},bar{y},0) (frac{3}{4},y,0)
2 (h) (2,2,2) (frac{1}{4},frac{1}{2},frac{1}{2}) (frac{3}{4},frac{1}{2},frac{1}{2})
2 (g) (2,2,2) (frac{1}{4},0,frac{1}{2}) (frac{3}{4},0,frac{1}{2})
2 (f) (2,2,2) (frac{1}{4},frac{1}{2},0) (frac{3}{4},frac{1}{2},0)
2 (e) (2,2,2) (frac{1}{4},0,0) (frac{3}{4},0,0)
2 (d) (.,.,2/m) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},0)
2 (c) (.,.,2/m) (0,0,frac{1}{2}) (frac{1}{2},0,frac{1}{2})
2 (b) (.,.,2/m) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2})
2 (a) (.,.,2/m) (0,0,0) (frac{1}{2},0,0)
232 49 (P 2/b 2/m 2/b) ((0,0,0)+)
8 (r) (1) (x,y,z) (bar{x},y,bar{z}) (x,bar{y}+frac{1}{2},bar{z}) (bar{x},bar{y}+frac{1}{2},z)
(bar{x},bar{y},bar{z}) (x,bar{y},z) (bar{x},y+frac{1}{2},z) (x,y+frac{1}{2},bar{z})
4 (q) (.,.,m) (x,0,z) (bar{x},0,bar{z}) (x,frac{1}{2},bar{z}) (bar{x},frac{1}{2},z)
4 (p) (.,.,2) (0,y,frac{1}{2}) (0,bar{y}+frac{1}{2},frac{1}{2}) (0,bar{y},frac{1}{2}) (0,y+frac{1}{2},frac{1}{2})
4 (o) (.,.,2) (frac{1}{2},y,0) (frac{1}{2},bar{y}+frac{1}{2},0) (frac{1}{2},bar{y},0) (frac{1}{2},y+frac{1}{2},0)
4 (n) (.,.,2) (frac{1}{2},y,frac{1}{2}) (frac{1}{2},bar{y}+frac{1}{2},frac{1}{2}) (frac{1}{2},bar{y},frac{1}{2}) (frac{1}{2},y+frac{1}{2},frac{1}{2})
4 (m) (.,.,2) (0,y,0) (0,bar{y}+frac{1}{2},0) (0,bar{y},0) (0,y+frac{1}{2},0)
4 (l) (.,2,.) (x,frac{1}{4},frac{1}{2}) (bar{x},frac{1}{4},frac{1}{2}) (bar{x},frac{3}{4},frac{1}{2}) (x,frac{3}{4},frac{1}{2})
4 (k) (.,2,.) (x,frac{1}{4},0) (bar{x},frac{1}{4},0) (bar{x},frac{3}{4},0) (x,frac{3}{4},0)
4 (j) (2,.,.) (frac{1}{2},frac{1}{4},z) (frac{1}{2},frac{1}{4},bar{z}) (frac{1}{2},frac{3}{4},bar{z}) (frac{1}{2},frac{3}{4},z)
4 (i) (2,.,.) (0,frac{1}{4},z) (0,frac{1}{4},bar{z}) (0,frac{3}{4},bar{z}) (0,frac{3}{4},z)
2 (h) (2,2,2) (frac{1}{2},frac{1}{4},frac{1}{2}) (frac{1}{2},frac{3}{4},frac{1}{2})
2 (g) (2,2,2) (frac{1}{2},frac{1}{4},0) (frac{1}{2},frac{3}{4},0)
2 (f) (2,2,2) (0,frac{1}{4},frac{1}{2}) (0,frac{3}{4},frac{1}{2})
2 (e) (2,2,2) (0,frac{1}{4},0) (0,frac{3}{4},0)
2 (d) (.,.,2/m) (0,0,frac{1}{2}) (0,frac{1}{2},frac{1}{2})
2 (c) (.,.,2/m) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},0)
2 (b) (.,.,2/m) (frac{1}{2},0,frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2})
2 (a) (.,.,2/m) (0,0,0) (0,frac{1}{2},0)
233 50 (P 2/b 2/a 2/n) ((0,0,0)+)
8 (m) (1) (x,y,z) (bar{x},bar{y},z) (bar{x},y,bar{z}) (x,bar{y},bar{z})
(bar{x}+frac{1}{2},bar{y}+frac{1}{2},bar{z}) (x+frac{1}{2},y+frac{1}{2},bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},z) (bar{x}+frac{1}{2},y+frac{1}{2},z)
4 (l) (.,.,2) (0,frac{1}{2},z) (0,frac{1}{2},bar{z}) (frac{1}{2},0,bar{z}) (frac{1}{2},0,z)
4 (k) (.,.,2) (0,0,z) (0,0,bar{z}) (frac{1}{2},frac{1}{2},bar{z}) (frac{1}{2},frac{1}{2},z)
4 (j) (.,2,.) (0,y,frac{1}{2}) (0,bar{y},frac{1}{2}) (frac{1}{2},bar{y}+frac{1}{2},frac{1}{2}) (frac{1}{2},y+frac{1}{2},frac{1}{2})
4 (i) (.,2,.) (0,y,0) (0,bar{y},0) (frac{1}{2},bar{y}+frac{1}{2},0) (frac{1}{2},y+frac{1}{2},0)
4 (h) (2,.,.) (x,0,frac{1}{2}) (bar{x},0,frac{1}{2}) (bar{x}+frac{1}{2},frac{1}{2},frac{1}{2}) (x+frac{1}{2},frac{1}{2},frac{1}{2})
4 (g) (2,.,.) (x,0,0) (bar{x},0,0) (bar{x}+frac{1}{2},frac{1}{2},0) (x+frac{1}{2},frac{1}{2},0)
4 (f) (bar{1}) (frac{1}{4},frac{1}{4},frac{1}{2}) (frac{3}{4},frac{3}{4},frac{1}{2}) (frac{3}{4},frac{1}{4},frac{1}{2}) (frac{1}{4},frac{3}{4},frac{1}{2})
4 (e) (bar{1}) (frac{1}{4},frac{1}{4},0) (frac{3}{4},frac{3}{4},0) (frac{3}{4},frac{1}{4},0) (frac{1}{4},frac{3}{4},0)
2 (d) (2,2,2) (0,0,frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2})
2 (c) (2,2,2) (frac{1}{2},0,frac{1}{2}) (0,frac{1}{2},frac{1}{2})
2 (b) (2,2,2) (frac{1}{2},0,0) (0,frac{1}{2},0)
2 (a) (2,2,2) (0,0,0) (frac{1}{2},frac{1}{2},0)
234 50 (P 2/b 2/a 2/n) ((0,0,0)+)
8 (m) (1) (x,y,z) (bar{x}+frac{1}{2},bar{y}+frac{1}{2},z) (bar{x}+frac{1}{2},y,bar{z}) (x,bar{y}+frac{1}{2},bar{z})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},y+frac{1}{2},bar{z}) (x+frac{1}{2},bar{y},z) (bar{x},y+frac{1}{2},z)
4 (l) (.,.,2) (frac{1}{4},frac{3}{4},z) (frac{1}{4},frac{3}{4},bar{z}) (frac{3}{4},frac{1}{4},bar{z}) (frac{3}{4},frac{1}{4},z)
4 (k) (.,.,2) (frac{1}{4},frac{1}{4},z) (frac{1}{4},frac{1}{4},bar{z}) (frac{3}{4},frac{3}{4},bar{z}) (frac{3}{4},frac{3}{4},z)
4 (j) (.,2,.) (frac{1}{4},y,frac{1}{2}) (frac{1}{4},bar{y}+frac{1}{2},frac{1}{2}) (frac{3}{4},bar{y},frac{1}{2}) (frac{3}{4},y+frac{1}{2},frac{1}{2})
4 (i) (.,2,.) (frac{1}{4},y,0) (frac{1}{4},bar{y}+frac{1}{2},0) (frac{3}{4},bar{y},0) (frac{3}{4},y+frac{1}{2},0)
4 (h) (2,.,.) (x,frac{1}{4},frac{1}{2}) (bar{x}+frac{1}{2},frac{1}{4},frac{1}{2}) (bar{x},frac{3}{4},frac{1}{2}) (x+frac{1}{2},frac{3}{4},frac{1}{2})
4 (g) (2,.,.) (x,frac{1}{4},0) (bar{x}+frac{1}{2},frac{1}{4},0) (bar{x},frac{3}{4},0) (x+frac{1}{2},frac{3}{4},0)
4 (f) (bar{1}) (0,0,frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2}) (frac{1}{2},0,frac{1}{2}) (0,frac{1}{2},frac{1}{2})
4 (e) (bar{1}) (0,0,0) (frac{1}{2},frac{1}{2},0) (frac{1}{2},0,0) (0,frac{1}{2},0)
2 (d) (2,2,2) (frac{1}{4},frac{1}{4},frac{1}{2}) (frac{3}{4},frac{3}{4},frac{1}{2})
2 (c) (2,2,2) (frac{3}{4},frac{1}{4},frac{1}{2}) (frac{1}{4},frac{3}{4},frac{1}{2})
2 (b) (2,2,2) (frac{3}{4},frac{1}{4},0) (frac{1}{4},frac{3}{4},0)
2 (a) (2,2,2) (frac{1}{4},frac{1}{4},0) (frac{3}{4},frac{3}{4},0)
235 50 (P 2/n 2/c 2/b) ((0,0,0)+)
8 (m) (1) (x,y,z) (x,bar{y},bar{z}) (bar{x},bar{y},z) (bar{x},y,bar{z})
(bar{x},bar{y}+frac{1}{2},bar{z}+frac{1}{2}) (bar{x},y+frac{1}{2},z+frac{1}{2}) (x,y+frac{1}{2},bar{z}+frac{1}{2}) (x,bar{y}+frac{1}{2},z+frac{1}{2})
4 (l) (.,.,2) (x,0,frac{1}{2}) (bar{x},0,frac{1}{2}) (bar{x},frac{1}{2},0) (x,frac{1}{2},0)
4 (k) (.,.,2) (x,0,0) (bar{x},0,0) (bar{x},frac{1}{2},frac{1}{2}) (x,frac{1}{2},frac{1}{2})
4 (j) (.,2,.) (frac{1}{2},0,z) (frac{1}{2},0,bar{z}) (frac{1}{2},frac{1}{2},bar{z}+frac{1}{2}) (frac{1}{2},frac{1}{2},z+frac{1}{2})
4 (i) (.,2,.) (0,0,z) (0,0,bar{z}) (0,frac{1}{2},bar{z}+frac{1}{2}) (0,frac{1}{2},z+frac{1}{2})
4 (h) (2,.,.) (frac{1}{2},y,0) (frac{1}{2},bar{y},0) (frac{1}{2},bar{y}+frac{1}{2},frac{1}{2}) (frac{1}{2},y+frac{1}{2},frac{1}{2})
4 (g) (2,.,.) (0,y,0) (0,bar{y},0) (0,bar{y}+frac{1}{2},frac{1}{2}) (0,y+frac{1}{2},frac{1}{2})
4 (f) (bar{1}) (frac{1}{2},frac{1}{4},frac{1}{4}) (frac{1}{2},frac{3}{4},frac{3}{4}) (frac{1}{2},frac{3}{4},frac{1}{4}) (frac{1}{2},frac{1}{4},frac{3}{4})
4 (e) (bar{1}) (0,frac{1}{4},frac{1}{4}) (0,frac{3}{4},frac{3}{4}) (0,frac{3}{4},frac{1}{4}) (0,frac{1}{4},frac{3}{4})
2 (d) (2,2,2) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},frac{1}{2})
2 (c) (2,2,2) (frac{1}{2},frac{1}{2},0) (frac{1}{2},0,frac{1}{2})
2 (b) (2,2,2) (0,frac{1}{2},0) (0,0,frac{1}{2})
2 (a) (2,2,2) (0,0,0) (0,frac{1}{2},frac{1}{2})
236 50 (P 2/n 2/c 2/b) ((0,0,0)+)
8 (m) (1) (x,y,z) (x,bar{y}+frac{1}{2},bar{z}+frac{1}{2}) (bar{x},bar{y}+frac{1}{2},z) (bar{x},y,bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (bar{x},y+frac{1}{2},z+frac{1}{2}) (x,y+frac{1}{2},bar{z}) (x,bar{y},z+frac{1}{2})
4 (l) (.,.,2) (x,frac{1}{4},frac{3}{4}) (bar{x},frac{1}{4},frac{3}{4}) (bar{x},frac{3}{4},frac{1}{4}) (x,frac{3}{4},frac{1}{4})
4 (k) (.,.,2) (x,frac{1}{4},frac{1}{4}) (bar{x},frac{1}{4},frac{1}{4}) (bar{x},frac{3}{4},frac{3}{4}) (x,frac{3}{4},frac{3}{4})
4 (j) (.,2,.) (frac{1}{2},frac{1}{4},z) (frac{1}{2},frac{1}{4},bar{z}+frac{1}{2}) (frac{1}{2},frac{3}{4},bar{z}) (frac{1}{2},frac{3}{4},z+frac{1}{2})
4 (i) (.,2,.) (0,frac{1}{4},z) (0,frac{1}{4},bar{z}+frac{1}{2}) (0,frac{3}{4},bar{z}) (0,frac{3}{4},z+frac{1}{2})
4 (h) (2,.,.) (frac{1}{2},y,frac{1}{4}) (frac{1}{2},bar{y}+frac{1}{2},frac{1}{4}) (frac{1}{2},bar{y},frac{3}{4}) (frac{1}{2},y+frac{1}{2},frac{3}{4})
4 (g) (2,.,.) (0,y,frac{1}{4}) (0,bar{y}+frac{1}{2},frac{1}{4}) (0,bar{y},frac{3}{4}) (0,y+frac{1}{2},frac{3}{4})
4 (f) (bar{1}) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},frac{1}{2}) (frac{1}{2},frac{1}{2},0) (frac{1}{2},0,frac{1}{2})
4 (e) (bar{1}) (0,0,0) (0,frac{1}{2},frac{1}{2}) (0,frac{1}{2},0) (0,0,frac{1}{2})
2 (d) (2,2,2) (frac{1}{2},frac{1}{4},frac{1}{4}) (frac{1}{2},frac{3}{4},frac{3}{4})
2 (c) (2,2,2) (frac{1}{2},frac{3}{4},frac{1}{4}) (frac{1}{2},frac{1}{4},frac{3}{4})
2 (b) (2,2,2) (0,frac{3}{4},frac{1}{4}) (0,frac{1}{4},frac{3}{4})
2 (a) (2,2,2) (0,frac{1}{4},frac{1}{4}) (0,frac{3}{4},frac{3}{4})
237 50 (P 2/c 2/n 2/a) ((0,0,0)+)
8 (m) (1) (x,y,z) (bar{x},y,bar{z}) (x,bar{y},bar{z}) (bar{x},bar{y},z)
(bar{x}+frac{1}{2},bar{y},bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y},z+frac{1}{2}) (bar{x}+frac{1}{2},y,z+frac{1}{2}) (x+frac{1}{2},y,bar{z}+frac{1}{2})
4 (l) (.,.,2) (frac{1}{2},y,0) (frac{1}{2},bar{y},0) (0,bar{y},frac{1}{2}) (0,y,frac{1}{2})
4 (k) (.,.,2) (0,y,0) (0,bar{y},0) (frac{1}{2},bar{y},frac{1}{2}) (frac{1}{2},y,frac{1}{2})
4 (j) (.,2,.) (x,frac{1}{2},0) (bar{x},frac{1}{2},0) (bar{x}+frac{1}{2},frac{1}{2},frac{1}{2}) (x+frac{1}{2},frac{1}{2},frac{1}{2})
4 (i) (.,2,.) (x,0,0) (bar{x},0,0) (bar{x}+frac{1}{2},0,frac{1}{2}) (x+frac{1}{2},0,frac{1}{2})
4 (h) (2,.,.) (0,frac{1}{2},z) (0,frac{1}{2},bar{z}) (frac{1}{2},frac{1}{2},bar{z}+frac{1}{2}) (frac{1}{2},frac{1}{2},z+frac{1}{2})
4 (g) (2,.,.) (0,0,z) (0,0,bar{z}) (frac{1}{2},0,bar{z}+frac{1}{2}) (frac{1}{2},0,z+frac{1}{2})
4 (f) (bar{1}) (frac{1}{4},frac{1}{2},frac{1}{4}) (frac{3}{4},frac{1}{2},frac{3}{4}) (frac{1}{4},frac{1}{2},frac{3}{4}) (frac{3}{4},frac{1}{2},frac{1}{4})
4 (e) (bar{1}) (frac{1}{4},0,frac{1}{4}) (frac{3}{4},0,frac{3}{4}) (frac{1}{4},0,frac{3}{4}) (frac{3}{4},0,frac{1}{4})
2 (d) (2,2,2) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},frac{1}{2})
2 (c) (2,2,2) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},frac{1}{2},0)
2 (b) (2,2,2) (0,0,frac{1}{2}) (frac{1}{2},0,0)
2 (a) (2,2,2) (0,0,0) (frac{1}{2},0,frac{1}{2})
238 50 (P 2/c 2/n 2/a) ((0,0,0)+)
8 (m) (1) (x,y,z) (bar{x}+frac{1}{2},y,bar{z}+frac{1}{2}) (x,bar{y},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},bar{y},z)
(bar{x},bar{y},bar{z}) (x+frac{1}{2},bar{y},z+frac{1}{2}) (bar{x},y,z+frac{1}{2}) (x+frac{1}{2},y,bar{z})
4 (l) (.,.,2) (frac{3}{4},y,frac{1}{4}) (frac{3}{4},bar{y},frac{1}{4}) (frac{1}{4},bar{y},frac{3}{4}) (frac{1}{4},y,frac{3}{4})
4 (k) (.,.,2) (frac{1}{4},y,frac{1}{4}) (frac{1}{4},bar{y},frac{1}{4}) (frac{3}{4},bar{y},frac{3}{4}) (frac{3}{4},y,frac{3}{4})
4 (j) (.,2,.) (x,frac{1}{2},frac{1}{4}) (bar{x}+frac{1}{2},frac{1}{2},frac{1}{4}) (bar{x},frac{1}{2},frac{3}{4}) (x+frac{1}{2},frac{1}{2},frac{3}{4})
4 (i) (.,2,.) (x,0,frac{1}{4}) (bar{x}+frac{1}{2},0,frac{1}{4}) (bar{x},0,frac{3}{4}) (x+frac{1}{2},0,frac{3}{4})
4 (h) (2,.,.) (frac{1}{4},frac{1}{2},z) (frac{1}{4},frac{1}{2},bar{z}+frac{1}{2}) (frac{3}{4},frac{1}{2},bar{z}) (frac{3}{4},frac{1}{2},z+frac{1}{2})
4 (g) (2,.,.) (frac{1}{4},0,z) (frac{1}{4},0,bar{z}+frac{1}{2}) (frac{3}{4},0,bar{z}) (frac{3}{4},0,z+frac{1}{2})
4 (f) (bar{1}) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},frac{1}{2}) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},frac{1}{2},0)
4 (e) (bar{1}) (0,0,0) (frac{1}{2},0,frac{1}{2}) (0,0,frac{1}{2}) (frac{1}{2},0,0)
2 (d) (2,2,2) (frac{1}{4},frac{1}{2},frac{1}{4}) (frac{3}{4},frac{1}{2},frac{3}{4})
2 (c) (2,2,2) (frac{1}{4},frac{1}{2},frac{3}{4}) (frac{3}{4},frac{1}{2},frac{1}{4})
2 (b) (2,2,2) (frac{1}{4},0,frac{3}{4}) (frac{3}{4},0,frac{1}{4})
2 (a) (2,2,2) (frac{1}{4},0,frac{1}{4}) (frac{3}{4},0,frac{3}{4})
239 51 (P 2_1/m 2/m 2/a) ((0,0,0)+)
8 (l) (1) (x,y,z) (bar{x}+frac{1}{2},bar{y},z) (bar{x},y,bar{z}) (x+frac{1}{2},bar{y},bar{z})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},y,bar{z}) (x,bar{y},z) (bar{x}+frac{1}{2},y,z)
4 (k) (m,.,.) (frac{1}{4},y,z) (frac{1}{4},bar{y},z) (frac{3}{4},y,bar{z}) (frac{3}{4},bar{y},bar{z})
4 (j) (.,m,.) (x,frac{1}{2},z) (bar{x}+frac{1}{2},frac{1}{2},z) (bar{x},frac{1}{2},bar{z}) (x+frac{1}{2},frac{1}{2},bar{z})
4 (i) (.,m,.) (x,0,z) (bar{x}+frac{1}{2},0,z) (bar{x},0,bar{z}) (x+frac{1}{2},0,bar{z})
4 (h) (.,2,.) (0,y,frac{1}{2}) (frac{1}{2},bar{y},frac{1}{2}) (0,bar{y},frac{1}{2}) (frac{1}{2},y,frac{1}{2})
4 (g) (.,2,.) (0,y,0) (frac{1}{2},bar{y},0) (0,bar{y},0) (frac{1}{2},y,0)
2 (f) (m,m,2) (frac{1}{4},frac{1}{2},z) (frac{3}{4},frac{1}{2},bar{z})
2 (e) (m,m,2) (frac{1}{4},0,z) (frac{3}{4},0,bar{z})
2 (d) (.,2/m,.) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2})
2 (c) (.,2/m,.) (0,0,frac{1}{2}) (frac{1}{2},0,frac{1}{2})
2 (b) (.,2/m,.) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},0)
2 (a) (.,2/m,.) (0,0,0) (frac{1}{2},0,0)
240 51 (P 2/m 2_1/m 2/b) ((0,0,0)+)
8 (l) (1) (x,y,z) (bar{x},bar{y}+frac{1}{2},z) (x,bar{y},bar{z}) (bar{x},y+frac{1}{2},bar{z})
(bar{x},bar{y},bar{z}) (x,y+frac{1}{2},bar{z}) (bar{x},y,z) (x,bar{y}+frac{1}{2},z)
4 (k) (m,.,.) (x,frac{1}{4},z) (bar{x},frac{1}{4},z) (x,frac{3}{4},bar{z}) (bar{x},frac{3}{4},bar{z})
4 (j) (.,m,.) (frac{1}{2},y,z) (frac{1}{2},bar{y}+frac{1}{2},z) (frac{1}{2},bar{y},bar{z}) (frac{1}{2},y+frac{1}{2},bar{z})
4 (i) (.,m,.) (0,y,z) (0,bar{y}+frac{1}{2},z) (0,bar{y},bar{z}) (0,y+frac{1}{2},bar{z})
4 (h) (.,2,.) (x,0,frac{1}{2}) (bar{x},frac{1}{2},frac{1}{2}) (bar{x},0,frac{1}{2}) (x,frac{1}{2},frac{1}{2})
4 (g) (.,2,.) (x,0,0) (bar{x},frac{1}{2},0) (bar{x},0,0) (x,frac{1}{2},0)
2 (f) (m,m,2) (frac{1}{2},frac{1}{4},z) (frac{1}{2},frac{3}{4},bar{z})
2 (e) (m,m,2) (0,frac{1}{4},z) (0,frac{3}{4},bar{z})
2 (d) (.,2/m,.) (frac{1}{2},0,frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2})
2 (c) (.,2/m,.) (0,0,frac{1}{2}) (0,frac{1}{2},frac{1}{2})
2 (b) (.,2/m,.) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},0)
2 (a) (.,2/m,.) (0,0,0) (0,frac{1}{2},0)
241 51 (P 2/b 2_1/m 2/m) ((0,0,0)+)
8 (l) (1) (x,y,z) (x,bar{y}+frac{1}{2},bar{z}) (bar{x},bar{y},z) (bar{x},y+frac{1}{2},bar{z})
(bar{x},bar{y},bar{z}) (bar{x},y+frac{1}{2},z) (x,y,bar{z}) (x,bar{y}+frac{1}{2},z)
4 (k) (m,.,.) (x,frac{1}{4},z) (x,frac{1}{4},bar{z}) (bar{x},frac{3}{4},z) (bar{x},frac{3}{4},bar{z})
4 (j) (.,m,.) (x,y,frac{1}{2}) (x,bar{y}+frac{1}{2},frac{1}{2}) (bar{x},bar{y},frac{1}{2}) (bar{x},y+frac{1}{2},frac{1}{2})
4 (i) (.,m,.) (x,y,0) (x,bar{y}+frac{1}{2},0) (bar{x},bar{y},0) (bar{x},y+frac{1}{2},0)
4 (h) (.,2,.) (frac{1}{2},0,z) (frac{1}{2},frac{1}{2},bar{z}) (frac{1}{2},0,bar{z}) (frac{1}{2},frac{1}{2},z)
4 (g) (.,2,.) (0,0,z) (0,frac{1}{2},bar{z}) (0,0,bar{z}) (0,frac{1}{2},z)
2 (f) (m,m,2) (x,frac{1}{4},frac{1}{2}) (bar{x},frac{3}{4},frac{1}{2})
2 (e) (m,m,2) (x,frac{1}{4},0) (bar{x},frac{3}{4},0)
2 (d) (.,2/m,.) (frac{1}{2},0,frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2})
2 (c) (.,2/m,.) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},0)
2 (b) (.,2/m,.) (0,0,frac{1}{2}) (0,frac{1}{2},frac{1}{2})
2 (a) (.,2/m,.) (0,0,0) (0,frac{1}{2},0)
242 51 (P 2/c 2/m 2_1/m) ((0,0,0)+)
8 (l) (1) (x,y,z) (x,bar{y},bar{z}+frac{1}{2}) (bar{x},y,bar{z}) (bar{x},bar{y},z+frac{1}{2})
(bar{x},bar{y},bar{z}) (bar{x},y,z+frac{1}{2}) (x,bar{y},z) (x,y,bar{z}+frac{1}{2})
4 (k) (m,.,.) (x,y,frac{1}{4}) (x,bar{y},frac{1}{4}) (bar{x},y,frac{3}{4}) (bar{x},bar{y},frac{3}{4})
4 (j) (.,m,.) (x,frac{1}{2},z) (x,frac{1}{2},bar{z}+frac{1}{2}) (bar{x},frac{1}{2},bar{z}) (bar{x},frac{1}{2},z+frac{1}{2})
4 (i) (.,m,.) (x,0,z) (x,0,bar{z}+frac{1}{2}) (bar{x},0,bar{z}) (bar{x},0,z+frac{1}{2})
4 (h) (.,2,.) (frac{1}{2},y,0) (frac{1}{2},bar{y},frac{1}{2}) (frac{1}{2},bar{y},0) (frac{1}{2},y,frac{1}{2})
4 (g) (.,2,.) (0,y,0) (0,bar{y},frac{1}{2}) (0,bar{y},0) (0,y,frac{1}{2})
2 (f) (m,m,2) (x,frac{1}{2},frac{1}{4}) (bar{x},frac{1}{2},frac{3}{4})
2 (e) (m,m,2) (x,0,frac{1}{4}) (bar{x},0,frac{3}{4})
2 (d) (.,2/m,.) (frac{1}{2},frac{1}{2},0) (frac{1}{2},frac{1}{2},frac{1}{2})
2 (c) (.,2/m,.) (frac{1}{2},0,0) (frac{1}{2},0,frac{1}{2})
2 (b) (.,2/m,.) (0,frac{1}{2},0) (0,frac{1}{2},frac{1}{2})
2 (a) (.,2/m,.) (0,0,0) (0,0,frac{1}{2})
243 51 (P 2/m 2/c 2_1/m) ((0,0,0)+)
8 (l) (1) (x,y,z) (bar{x},y,bar{z}+frac{1}{2}) (x,bar{y},bar{z}) (bar{x},bar{y},z+frac{1}{2})
(bar{x},bar{y},bar{z}) (x,bar{y},z+frac{1}{2}) (bar{x},y,z) (x,y,bar{z}+frac{1}{2})
4 (k) (m,.,.) (x,y,frac{1}{4}) (bar{x},y,frac{1}{4}) (x,bar{y},frac{3}{4}) (bar{x},bar{y},frac{3}{4})
4 (j) (.,m,.) (frac{1}{2},y,z) (frac{1}{2},y,bar{z}+frac{1}{2}) (frac{1}{2},bar{y},bar{z}) (frac{1}{2},bar{y},z+frac{1}{2})
4 (i) (.,m,.) (0,y,z) (0,y,bar{z}+frac{1}{2}) (0,bar{y},bar{z}) (0,bar{y},z+frac{1}{2})
4 (h) (.,2,.) (x,frac{1}{2},0) (bar{x},frac{1}{2},frac{1}{2}) (bar{x},frac{1}{2},0) (x,frac{1}{2},frac{1}{2})
4 (g) (.,2,.) (x,0,0) (bar{x},0,frac{1}{2}) (bar{x},0,0) (x,0,frac{1}{2})
2 (f) (m,m,2) (frac{1}{2},y,frac{1}{4}) (frac{1}{2},bar{y},frac{3}{4})
2 (e) (m,m,2) (0,y,frac{1}{4}) (0,bar{y},frac{3}{4})
2 (d) (.,2/m,.) (frac{1}{2},frac{1}{2},0) (frac{1}{2},frac{1}{2},frac{1}{2})
2 (c) (.,2/m,.) (0,frac{1}{2},0) (0,frac{1}{2},frac{1}{2})
2 (b) (.,2/m,.) (frac{1}{2},0,0) (frac{1}{2},0,frac{1}{2})
2 (a) (.,2/m,.) (0,0,0) (0,0,frac{1}{2})
244 51 (P 2_1/m 2/a 2/m) ((0,0,0)+)
8 (l) (1) (x,y,z) (bar{x}+frac{1}{2},y,bar{z}) (bar{x},bar{y},z) (x+frac{1}{2},bar{y},bar{z})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},bar{y},z) (x,y,bar{z}) (bar{x}+frac{1}{2},y,z)
4 (k) (m,.,.) (frac{1}{4},y,z) (frac{1}{4},y,bar{z}) (frac{3}{4},bar{y},z) (frac{3}{4},bar{y},bar{z})
4 (j) (.,m,.) (x,y,frac{1}{2}) (bar{x}+frac{1}{2},y,frac{1}{2}) (bar{x},bar{y},frac{1}{2}) (x+frac{1}{2},bar{y},frac{1}{2})
4 (i) (.,m,.) (x,y,0) (bar{x}+frac{1}{2},y,0) (bar{x},bar{y},0) (x+frac{1}{2},bar{y},0)
4 (h) (.,2,.) (0,frac{1}{2},z) (frac{1}{2},frac{1}{2},bar{z}) (0,frac{1}{2},bar{z}) (frac{1}{2},frac{1}{2},z)
4 (g) (.,2,.) (0,0,z) (frac{1}{2},0,bar{z}) (0,0,bar{z}) (frac{1}{2},0,z)
2 (f) (m,m,2) (frac{1}{4},y,frac{1}{2}) (frac{3}{4},bar{y},frac{1}{2})
2 (e) (m,m,2) (frac{1}{4},y,0) (frac{3}{4},bar{y},0)
2 (d) (.,2/m,.) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2})
2 (c) (.,2/m,.) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},0)
2 (b) (.,2/m,.) (0,0,frac{1}{2}) (frac{1}{2},0,frac{1}{2})
2 (a) (.,2/m,.) (0,0,0) (frac{1}{2},0,0)
245 52 (P 2/n 2_1/n 2/a) ((0,0,0)+)
8 (e) (1) (x,y,z) (bar{x}+frac{1}{2},bar{y},z) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2}) (x,bar{y}+frac{1}{2},bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},y,bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x},y+frac{1}{2},z+frac{1}{2})
4 (d) (2,.,.) (x,frac{1}{4},frac{1}{4}) (bar{x}+frac{1}{2},frac{3}{4},frac{1}{4}) (bar{x},frac{3}{4},frac{3}{4}) (x+frac{1}{2},frac{1}{4},frac{3}{4})
4 (c) (.,.,2) (frac{1}{4},0,z) (frac{1}{4},frac{1}{2},bar{z}+frac{1}{2}) (frac{3}{4},0,bar{z}) (frac{3}{4},frac{1}{2},z+frac{1}{2})
4 (b) (bar{1}) (0,0,frac{1}{2}) (frac{1}{2},0,frac{1}{2}) (frac{1}{2},frac{1}{2},0) (0,frac{1}{2},0)
4 (a) (bar{1}) (0,0,0) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},frac{1}{2}) (0,frac{1}{2},frac{1}{2})
246 52 (P 2_1/n 2/n 2/b) ((0,0,0)+)
8 (e) (1) (x,y,z) (bar{x},bar{y}+frac{1}{2},z) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},y,bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (x,y+frac{1}{2},bar{z}) (bar{x}+frac{1}{2},y+frac{1}{2},z+frac{1}{2}) (x+frac{1}{2},bar{y},z+frac{1}{2})
4 (d) (2,.,.) (frac{1}{4},y,frac{3}{4}) (frac{3}{4},bar{y}+frac{1}{2},frac{3}{4}) (frac{3}{4},bar{y},frac{1}{4}) (frac{1}{4},y+frac{1}{2},frac{1}{4})
4 (c) (.,.,2) (0,frac{1}{4},z) (frac{1}{2},frac{1}{4},bar{z}+frac{1}{2}) (0,frac{3}{4},bar{z}) (frac{1}{2},frac{3}{4},z+frac{1}{2})
4 (b) (bar{1}) (0,0,frac{1}{2}) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},frac{1}{2},0) (frac{1}{2},0,0)
4 (a) (bar{1}) (0,0,0) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},frac{1}{2}) (frac{1}{2},0,frac{1}{2})
247 52 (P 2/b 2/n 2_1/n) ((0,0,0)+)
8 (e) (1) (x,y,z) (x,bar{y}+frac{1}{2},bar{z}) (bar{x}+frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x}+frac{1}{2},y,bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (bar{x},y+frac{1}{2},z) (x+frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y},z+frac{1}{2})
4 (d) (2,.,.) (frac{1}{4},y,frac{1}{4}) (frac{1}{4},bar{y}+frac{1}{2},frac{3}{4}) (frac{3}{4},bar{y},frac{3}{4}) (frac{3}{4},y+frac{1}{2},frac{1}{4})
4 (c) (.,.,2) (x,frac{1}{4},0) (bar{x}+frac{1}{2},frac{1}{4},frac{1}{2}) (bar{x},frac{3}{4},0) (x+frac{1}{2},frac{3}{4},frac{1}{2})
4 (b) (bar{1}) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},0) (0,frac{1}{2},frac{1}{2}) (0,0,frac{1}{2})
4 (a) (bar{1}) (0,0,0) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},frac{1}{2}) (frac{1}{2},0,frac{1}{2})
248 52 (P 2/c 2_1/n 2/n) ((0,0,0)+)
8 (e) (1) (x,y,z) (x,bar{y},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},bar{y}+frac{1}{2},z)
(bar{x},bar{y},bar{z}) (bar{x},y,z+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2}) (x+frac{1}{2},y+frac{1}{2},bar{z})
4 (d) (2,.,.) (frac{3}{4},frac{1}{4},z) (frac{3}{4},frac{3}{4},bar{z}+frac{1}{2}) (frac{1}{4},frac{3}{4},bar{z}) (frac{1}{4},frac{1}{4},z+frac{1}{2})
4 (c) (.,.,2) (x,0,frac{1}{4}) (bar{x}+frac{1}{2},frac{1}{2},frac{1}{4}) (bar{x},0,frac{3}{4}) (x+frac{1}{2},frac{1}{2},frac{3}{4})
4 (b) (bar{1}) (frac{1}{2},0,0) (frac{1}{2},0,frac{1}{2}) (0,frac{1}{2},frac{1}{2}) (0,frac{1}{2},0)
4 (a) (bar{1}) (0,0,0) (0,0,frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2}) (frac{1}{2},frac{1}{2},0)
249 52 (P 2_1/n 2/c 2/n) ((0,0,0)+)
8 (e) (1) (x,y,z) (bar{x},y,bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},bar{y}+frac{1}{2},z)
(bar{x},bar{y},bar{z}) (x,bar{y},z+frac{1}{2}) (bar{x}+frac{1}{2},y+frac{1}{2},z+frac{1}{2}) (x+frac{1}{2},y+frac{1}{2},bar{z})
4 (d) (2,.,.) (frac{1}{4},frac{1}{4},z) (frac{3}{4},frac{1}{4},bar{z}+frac{1}{2}) (frac{3}{4},frac{3}{4},bar{z}) (frac{1}{4},frac{3}{4},z+frac{1}{2})
4 (c) (.,.,2) (0,y,frac{1}{4}) (frac{1}{2},bar{y}+frac{1}{2},frac{1}{4}) (0,bar{y},frac{3}{4}) (frac{1}{2},y+frac{1}{2},frac{3}{4})
4 (b) (bar{1}) (0,frac{1}{2},0) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},0,frac{1}{2}) (frac{1}{2},0,0)
4 (a) (bar{1}) (0,0,0) (0,0,frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2}) (frac{1}{2},frac{1}{2},0)
250 52 (P 2/n 2/a 2_1/n) ((0,0,0)+)
8 (e) (1) (x,y,z) (bar{x}+frac{1}{2},y,bar{z}) (bar{x}+frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2}) (x,bar{y}+frac{1}{2},bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},bar{y},z) (x+frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2}) (bar{x},y+frac{1}{2},z+frac{1}{2})
4 (d) (2,.,.) (x,frac{3}{4},frac{1}{4}) (bar{x}+frac{1}{2},frac{3}{4},frac{3}{4}) (bar{x},frac{1}{4},frac{3}{4}) (x+frac{1}{2},frac{1}{4},frac{1}{4})
4 (c) (.,.,2) (frac{1}{4},y,0) (frac{1}{4},bar{y}+frac{1}{2},frac{1}{2}) (frac{3}{4},bar{y},0) (frac{3}{4},y+frac{1}{2},frac{1}{2})
4 (b) (bar{1}) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},0) (frac{1}{2},0,frac{1}{2}) (0,0,frac{1}{2})
4 (a) (bar{1}) (0,0,0) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},frac{1}{2}) (0,frac{1}{2},frac{1}{2})
251 53 (P 2/m 2/n 2_1/a) ((0,0,0)+)
8 (i) (1) (x,y,z) (bar{x}+frac{1}{2},bar{y},z+frac{1}{2}) (bar{x}+frac{1}{2},y,bar{z}+frac{1}{2}) (x,bar{y},bar{z})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},y,bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y},z+frac{1}{2}) (bar{x},y,z)
4 (h) (m,.,.) (0,y,z) (frac{1}{2},bar{y},z+frac{1}{2}) (frac{1}{2},y,bar{z}+frac{1}{2}) (0,bar{y},bar{z})
4 (g) (.,2,.) (frac{1}{4},y,frac{1}{4}) (frac{1}{4},bar{y},frac{3}{4}) (frac{3}{4},bar{y},frac{3}{4}) (frac{3}{4},y,frac{1}{4})
4 (f) (2,.,.) (x,frac{1}{2},0) (bar{x}+frac{1}{2},frac{1}{2},frac{1}{2}) (bar{x},frac{1}{2},0) (x+frac{1}{2},frac{1}{2},frac{1}{2})
4 (e) (2,.,.) (x,0,0) (bar{x}+frac{1}{2},0,frac{1}{2}) (bar{x},0,0) (x+frac{1}{2},0,frac{1}{2})
2 (d) (2/m,.,.) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},frac{1}{2})
2 (c) (2/m,.,.) (frac{1}{2},frac{1}{2},0) (0,frac{1}{2},frac{1}{2})
2 (b) (2/m,.,.) (frac{1}{2},0,0) (0,0,frac{1}{2})
2 (a) (2/m,.,.) (0,0,0) (frac{1}{2},0,frac{1}{2})
252 53 (P 2/n 2/m 2_1/b) ((0,0,0)+)
8 (i) (1) (x,y,z) (bar{x},bar{y}+frac{1}{2},z+frac{1}{2}) (x,bar{y}+frac{1}{2},bar{z}+frac{1}{2}) (bar{x},y,bar{z})
(bar{x},bar{y},bar{z}) (x,y+frac{1}{2},bar{z}+frac{1}{2}) (bar{x},y+frac{1}{2},z+frac{1}{2}) (x,bar{y},z)
4 (h) (m,.,.) (x,0,z) (bar{x},frac{1}{2},z+frac{1}{2}) (x,frac{1}{2},bar{z}+frac{1}{2}) (bar{x},0,bar{z})
4 (g) (.,2,.) (x,frac{1}{4},frac{3}{4}) (bar{x},frac{1}{4},frac{1}{4}) (bar{x},frac{3}{4},frac{1}{4}) (x,frac{3}{4},frac{3}{4})
4 (f) (2,.,.) (frac{1}{2},y,0) (frac{1}{2},bar{y}+frac{1}{2},frac{1}{2}) (frac{1}{2},bar{y},0) (frac{1}{2},y+frac{1}{2},frac{1}{2})
4 (e) (2,.,.) (0,y,0) (0,bar{y}+frac{1}{2},frac{1}{2}) (0,bar{y},0) (0,y+frac{1}{2},frac{1}{2})
2 (d) (2/m,.,.) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},frac{1}{2})
2 (c) (2/m,.,.) (frac{1}{2},frac{1}{2},0) (frac{1}{2},0,frac{1}{2})
2 (b) (2/m,.,.) (0,frac{1}{2},0) (0,0,frac{1}{2})
2 (a) (2/m,.,.) (0,0,0) (0,frac{1}{2},frac{1}{2})
253 53 (P 2_1/b 2/m 2/n) ((0,0,0)+)
8 (i) (1) (x,y,z) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z}) (bar{x}+frac{1}{2},bar{y}+frac{1}{2},z) (bar{x},y,bar{z})
(bar{x},bar{y},bar{z}) (bar{x}+frac{1}{2},y+frac{1}{2},z) (x+frac{1}{2},y+frac{1}{2},bar{z}) (x,bar{y},z)
4 (h) (m,.,.) (x,0,z) (x+frac{1}{2},frac{1}{2},bar{z}) (bar{x}+frac{1}{2},frac{1}{2},z) (bar{x},0,bar{z})
4 (g) (.,2,.) (frac{1}{4},frac{1}{4},z) (frac{3}{4},frac{1}{4},bar{z}) (frac{3}{4},frac{3}{4},bar{z}) (frac{1}{4},frac{3}{4},z)
4 (f) (2,.,.) (0,y,frac{1}{2}) (frac{1}{2},bar{y}+frac{1}{2},frac{1}{2}) (0,bar{y},frac{1}{2}) (frac{1}{2},y+frac{1}{2},frac{1}{2})
4 (e) (2,.,.) (0,y,0) (frac{1}{2},bar{y}+frac{1}{2},0) (0,bar{y},0) (frac{1}{2},y+frac{1}{2},0)
2 (d) (2/m,.,.) (0,0,frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2})
2 (c) (2/m,.,.) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},0,frac{1}{2})
2 (b) (2/m,.,.) (0,frac{1}{2},0) (frac{1}{2},0,0)
2 (a) (2/m,.,.) (0,0,0) (frac{1}{2},frac{1}{2},0)
254 53 (P 2_1/c 2/n 2/m) ((0,0,0)+)
8 (i) (1) (x,y,z) (x+frac{1}{2},bar{y},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},y,bar{z}+frac{1}{2}) (bar{x},bar{y},z)
(bar{x},bar{y},bar{z}) (bar{x}+frac{1}{2},y,z+frac{1}{2}) (x+frac{1}{2},bar{y},z+frac{1}{2}) (x,y,bar{z})
4 (h) (m,.,.) (x,y,0) (x+frac{1}{2},bar{y},frac{1}{2}) (bar{x}+frac{1}{2},y,frac{1}{2}) (bar{x},bar{y},0)
4 (g) (.,2,.) (frac{3}{4},y,frac{1}{4}) (frac{1}{4},bar{y},frac{1}{4}) (frac{1}{4},bar{y},frac{3}{4}) (frac{3}{4},y,frac{3}{4})
4 (f) (2,.,.) (0,frac{1}{2},z) (frac{1}{2},frac{1}{2},bar{z}+frac{1}{2}) (0,frac{1}{2},bar{z}) (frac{1}{2},frac{1}{2},z+frac{1}{2})
4 (e) (2,.,.) (0,0,z) (frac{1}{2},0,bar{z}+frac{1}{2}) (0,0,bar{z}) (frac{1}{2},0,z+frac{1}{2})
2 (d) (2/m,.,.) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},frac{1}{2})
2 (c) (2/m,.,.) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},frac{1}{2},0)
2 (b) (2/m,.,.) (0,0,frac{1}{2}) (frac{1}{2},0,0)
2 (a) (2/m,.,.) (0,0,0) (frac{1}{2},0,frac{1}{2})
255 53 (P 2/n 2_1/c 2/m) ((0,0,0)+)
8 (i) (1) (x,y,z) (bar{x},y+frac{1}{2},bar{z}+frac{1}{2}) (x,bar{y}+frac{1}{2},bar{z}+frac{1}{2}) (bar{x},bar{y},z)
(bar{x},bar{y},bar{z}) (x,bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x},y+frac{1}{2},z+frac{1}{2}) (x,y,bar{z})
4 (h) (m,.,.) (x,y,0) (bar{x},y+frac{1}{2},frac{1}{2}) (x,bar{y}+frac{1}{2},frac{1}{2}) (bar{x},bar{y},0)
4 (g) (.,2,.) (x,frac{1}{4},frac{1}{4}) (bar{x},frac{3}{4},frac{1}{4}) (bar{x},frac{3}{4},frac{3}{4}) (x,frac{1}{4},frac{3}{4})
4 (f) (2,.,.) (frac{1}{2},0,z) (frac{1}{2},frac{1}{2},bar{z}+frac{1}{2}) (frac{1}{2},0,bar{z}) (frac{1}{2},frac{1}{2},z+frac{1}{2})
4 (e) (2,.,.) (0,0,z) (0,frac{1}{2},bar{z}+frac{1}{2}) (0,0,bar{z}) (0,frac{1}{2},z+frac{1}{2})
2 (d) (2/m,.,.) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},frac{1}{2})
2 (c) (2/m,.,.) (frac{1}{2},0,frac{1}{2}) (frac{1}{2},frac{1}{2},0)
2 (b) (2/m,.,.) (0,0,frac{1}{2}) (0,frac{1}{2},0)
2 (a) (2/m,.,.) (0,0,0) (0,frac{1}{2},frac{1}{2})
256 53 (P 2/m 2_1/a 2/n) ((0,0,0)+)
8 (i) (1) (x,y,z) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z}) (bar{x}+frac{1}{2},bar{y}+frac{1}{2},z) (x,bar{y},bar{z})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},z) (x+frac{1}{2},y+frac{1}{2},bar{z}) (bar{x},y,z)
4 (h) (m,.,.) (0,y,z) (frac{1}{2},y+frac{1}{2},bar{z}) (frac{1}{2},bar{y}+frac{1}{2},z) (0,bar{y},bar{z})
4 (g) (.,2,.) (frac{1}{4},frac{3}{4},z) (frac{1}{4},frac{1}{4},bar{z}) (frac{3}{4},frac{1}{4},bar{z}) (frac{3}{4},frac{3}{4},z)
4 (f) (2,.,.) (x,0,frac{1}{2}) (bar{x}+frac{1}{2},frac{1}{2},frac{1}{2}) (bar{x},0,frac{1}{2}) (x+frac{1}{2},frac{1}{2},frac{1}{2})
4 (e) (2,.,.) (x,0,0) (bar{x}+frac{1}{2},frac{1}{2},0) (bar{x},0,0) (x+frac{1}{2},frac{1}{2},0)
2 (d) (2/m,.,.) (0,0,frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2})
2 (c) (2/m,.,.) (frac{1}{2},0,frac{1}{2}) (0,frac{1}{2},frac{1}{2})
2 (b) (2/m,.,.) (frac{1}{2},0,0) (0,frac{1}{2},0)
2 (a) (2/m,.,.) (0,0,0) (frac{1}{2},frac{1}{2},0)
257 54 (P 2_1/c 2/c 2/a) ((0,0,0)+)
8 (f) (1) (x,y,z) (bar{x}+frac{1}{2},bar{y},z) (bar{x},y,bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y},bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},y,bar{z}) (x,bar{y},z+frac{1}{2}) (bar{x}+frac{1}{2},y,z+frac{1}{2})
4 (e) (.,.,2) (frac{1}{4},frac{1}{2},z) (frac{3}{4},frac{1}{2},bar{z}+frac{1}{2}) (frac{3}{4},frac{1}{2},bar{z}) (frac{1}{4},frac{1}{2},z+frac{1}{2})
4 (d) (.,.,2) (frac{1}{4},0,z) (frac{3}{4},0,bar{z}+frac{1}{2}) (frac{3}{4},0,bar{z}) (frac{1}{4},0,z+frac{1}{2})
4 (c) (.,2,.) (0,y,frac{1}{4}) (frac{1}{2},bar{y},frac{1}{4}) (0,bar{y},frac{3}{4}) (frac{1}{2},y,frac{3}{4})
4 (b) (bar{1}) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},0) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2})
4 (a) (bar{1}) (0,0,0) (frac{1}{2},0,0) (0,0,frac{1}{2}) (frac{1}{2},0,frac{1}{2})
258 54 (P 2/c 2_1/c 2/b) ((0,0,0)+)
8 (f) (1) (x,y,z) (bar{x},bar{y}+frac{1}{2},z) (x,bar{y},bar{z}+frac{1}{2}) (bar{x},y+frac{1}{2},bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (x,y+frac{1}{2},bar{z}) (bar{x},y,z+frac{1}{2}) (x,bar{y}+frac{1}{2},z+frac{1}{2})
4 (e) (.,.,2) (frac{1}{2},frac{1}{4},z) (frac{1}{2},frac{3}{4},bar{z}+frac{1}{2}) (frac{1}{2},frac{3}{4},bar{z}) (frac{1}{2},frac{1}{4},z+frac{1}{2})
4 (d) (.,.,2) (0,frac{1}{4},z) (0,frac{3}{4},bar{z}+frac{1}{2}) (0,frac{3}{4},bar{z}) (0,frac{1}{4},z+frac{1}{2})
4 (c) (.,2,.) (x,0,frac{3}{4}) (bar{x},frac{1}{2},frac{3}{4}) (bar{x},0,frac{1}{4}) (x,frac{1}{2},frac{1}{4})
4 (b) (bar{1}) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},0) (frac{1}{2},0,frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2})
4 (a) (bar{1}) (0,0,0) (0,frac{1}{2},0) (0,0,frac{1}{2}) (0,frac{1}{2},frac{1}{2})
259 54 (P 2/b 2_1/a 2/a) ((0,0,0)+)
8 (f) (1) (x,y,z) (x,bar{y}+frac{1}{2},bar{z}) (bar{x}+frac{1}{2},bar{y},z) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z})
(bar{x},bar{y},bar{z}) (bar{x},y+frac{1}{2},z) (x+frac{1}{2},y,bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},z)
4 (e) (.,.,2) (x,frac{1}{4},frac{1}{2}) (bar{x}+frac{1}{2},frac{3}{4},frac{1}{2}) (bar{x},frac{3}{4},frac{1}{2}) (x+frac{1}{2},frac{1}{4},frac{1}{2})
4 (d) (.,.,2) (x,frac{1}{4},0) (bar{x}+frac{1}{2},frac{3}{4},0) (bar{x},frac{3}{4},0) (x+frac{1}{2},frac{1}{4},0)
4 (c) (.,2,.) (frac{1}{4},0,z) (frac{1}{4},frac{1}{2},bar{z}) (frac{3}{4},0,bar{z}) (frac{3}{4},frac{1}{2},z)
4 (b) (bar{1}) (0,0,frac{1}{2}) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},0,frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2})
4 (a) (bar{1}) (0,0,0) (0,frac{1}{2},0) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},0)
260 54 (P 2/c 2/a 2_1/a) ((0,0,0)+)
8 (f) (1) (x,y,z) (x,bar{y},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},y,bar{z}) (bar{x}+frac{1}{2},bar{y},z+frac{1}{2})
(bar{x},bar{y},bar{z}) (bar{x},y,z+frac{1}{2}) (x+frac{1}{2},bar{y},z) (x+frac{1}{2},y,bar{z}+frac{1}{2})
4 (e) (.,.,2) (x,frac{1}{2},frac{1}{4}) (bar{x}+frac{1}{2},frac{1}{2},frac{3}{4}) (bar{x},frac{1}{2},frac{3}{4}) (x+frac{1}{2},frac{1}{2},frac{1}{4})
4 (d) (.,.,2) (x,0,frac{1}{4}) (bar{x}+frac{1}{2},0,frac{3}{4}) (bar{x},0,frac{3}{4}) (x+frac{1}{2},0,frac{1}{4})
4 (c) (.,2,.) (frac{3}{4},y,0) (frac{3}{4},bar{y},frac{1}{2}) (frac{1}{4},bar{y},0) (frac{1}{4},y,frac{1}{2})
4 (b) (bar{1}) (0,frac{1}{2},0) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},frac{1}{2},0) (frac{1}{2},frac{1}{2},frac{1}{2})
4 (a) (bar{1}) (0,0,0) (0,0,frac{1}{2}) (frac{1}{2},0,0) (frac{1}{2},0,frac{1}{2})
261 54 (P 2/b 2/c 2_1/b) ((0,0,0)+)
8 (f) (1) (x,y,z) (bar{x},y,bar{z}+frac{1}{2}) (x,bar{y}+frac{1}{2},bar{z}) (bar{x},bar{y}+frac{1}{2},z+frac{1}{2})
(bar{x},bar{y},bar{z}) (x,bar{y},z+frac{1}{2}) (bar{x},y+frac{1}{2},z) (x,y+frac{1}{2},bar{z}+frac{1}{2})
4 (e) (.,.,2) (frac{1}{2},y,frac{1}{4}) (frac{1}{2},bar{y}+frac{1}{2},frac{3}{4}) (frac{1}{2},bar{y},frac{3}{4}) (frac{1}{2},y+frac{1}{2},frac{1}{4})
4 (d) (.,.,2) (0,y,frac{1}{4}) (0,bar{y}+frac{1}{2},frac{3}{4}) (0,bar{y},frac{3}{4}) (0,y+frac{1}{2},frac{1}{4})
4 (c) (.,2,.) (x,frac{1}{4},0) (bar{x},frac{1}{4},frac{1}{2}) (bar{x},frac{3}{4},0) (x,frac{3}{4},frac{1}{2})
4 (b) (bar{1}) (frac{1}{2},0,0) (frac{1}{2},0,frac{1}{2}) (frac{1}{2},frac{1}{2},0) (frac{1}{2},frac{1}{2},frac{1}{2})
4 (a) (bar{1}) (0,0,0) (0,0,frac{1}{2}) (0,frac{1}{2},0) (0,frac{1}{2},frac{1}{2})
262 54 (P 2_1/b 2/a 2/b) ((0,0,0)+)
8 (f) (1) (x,y,z) (bar{x}+frac{1}{2},y,bar{z}) (bar{x},bar{y}+frac{1}{2},z) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},bar{y},z) (x,y+frac{1}{2},bar{z}) (bar{x}+frac{1}{2},y+frac{1}{2},z)
4 (e) (.,.,2) (frac{1}{4},y,frac{1}{2}) (frac{3}{4},bar{y}+frac{1}{2},frac{1}{2}) (frac{3}{4},bar{y},frac{1}{2}) (frac{1}{4},y+frac{1}{2},frac{1}{2})
4 (d) (.,.,2) (frac{1}{4},y,0) (frac{3}{4},bar{y}+frac{1}{2},0) (frac{3}{4},bar{y},0) (frac{1}{4},y+frac{1}{2},0)
4 (c) (.,2,.) (0,frac{3}{4},z) (frac{1}{2},frac{3}{4},bar{z}) (0,frac{1}{4},bar{z}) (frac{1}{2},frac{1}{4},z)
4 (b) (bar{1}) (0,0,frac{1}{2}) (frac{1}{2},0,frac{1}{2}) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2})
4 (a) (bar{1}) (0,0,0) (frac{1}{2},0,0) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},0)
263 55 (P 2_1/b 2_1/a 2/m) ((0,0,0)+)
8 (i) (1) (x,y,z) (bar{x},bar{y},z) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z})
(bar{x},bar{y},bar{z}) (x,y,bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},z) (bar{x}+frac{1}{2},y+frac{1}{2},z)
4 (h) (.,.,m) (x,y,frac{1}{2}) (bar{x},bar{y},frac{1}{2}) (bar{x}+frac{1}{2},y+frac{1}{2},frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},frac{1}{2})
4 (g) (.,.,m) (x,y,0) (bar{x},bar{y},0) (bar{x}+frac{1}{2},y+frac{1}{2},0) (x+frac{1}{2},bar{y}+frac{1}{2},0)
4 (f) (.,.,2) (0,frac{1}{2},z) (frac{1}{2},0,bar{z}) (0,frac{1}{2},bar{z}) (frac{1}{2},0,z)
4 (e) (.,.,2) (0,0,z) (frac{1}{2},frac{1}{2},bar{z}) (0,0,bar{z}) (frac{1}{2},frac{1}{2},z)
2 (d) (.,.,2/m) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},0,frac{1}{2})
2 (c) (.,.,2/m) (0,frac{1}{2},0) (frac{1}{2},0,0)
2 (b) (.,.,2/m) (0,0,frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2})
2 (a) (.,.,2/m) (0,0,0) (frac{1}{2},frac{1}{2},0)
264 55 (P 2/m 2_1/c 2_1/b) ((0,0,0)+)
8 (i) (1) (x,y,z) (x,bar{y},bar{z}) (bar{x},bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x},y+frac{1}{2},bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (bar{x},y,z) (x,y+frac{1}{2},bar{z}+frac{1}{2}) (x,bar{y}+frac{1}{2},z+frac{1}{2})
4 (h) (.,.,m) (frac{1}{2},y,z) (frac{1}{2},bar{y},bar{z}) (frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2}) (frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2})
4 (g) (.,.,m) (0,y,z) (0,bar{y},bar{z}) (0,bar{y}+frac{1}{2},z+frac{1}{2}) (0,y+frac{1}{2},bar{z}+frac{1}{2})
4 (f) (.,.,2) (x,0,frac{1}{2}) (bar{x},frac{1}{2},0) (bar{x},0,frac{1}{2}) (x,frac{1}{2},0)
4 (e) (.,.,2) (x,0,0) (bar{x},frac{1}{2},frac{1}{2}) (bar{x},0,0) (x,frac{1}{2},frac{1}{2})
2 (d) (.,.,2/m) (frac{1}{2},0,frac{1}{2}) (frac{1}{2},frac{1}{2},0)
2 (c) (.,.,2/m) (0,0,frac{1}{2}) (0,frac{1}{2},0)
2 (b) (.,.,2/m) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},frac{1}{2})
2 (a) (.,.,2/m) (0,0,0) (0,frac{1}{2},frac{1}{2})
265 55 (P 2_1/c 2/m 2_1/a) ((0,0,0)+)
8 (i) (1) (x,y,z) (bar{x},y,bar{z}) (x+frac{1}{2},bar{y},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},bar{y},z+frac{1}{2})
(bar{x},bar{y},bar{z}) (x,bar{y},z) (bar{x}+frac{1}{2},y,z+frac{1}{2}) (x+frac{1}{2},y,bar{z}+frac{1}{2})
4 (h) (.,.,m) (x,frac{1}{2},z) (bar{x},frac{1}{2},bar{z}) (x+frac{1}{2},frac{1}{2},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},frac{1}{2},z+frac{1}{2})
4 (g) (.,.,m) (x,0,z) (bar{x},0,bar{z}) (x+frac{1}{2},0,bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},0,z+frac{1}{2})
4 (f) (.,.,2) (frac{1}{2},y,0) (0,bar{y},frac{1}{2}) (frac{1}{2},bar{y},0) (0,y,frac{1}{2})
4 (e) (.,.,2) (0,y,0) (frac{1}{2},bar{y},frac{1}{2}) (0,bar{y},0) (frac{1}{2},y,frac{1}{2})
2 (d) (.,.,2/m) (frac{1}{2},frac{1}{2},0) (0,frac{1}{2},frac{1}{2})
2 (c) (.,.,2/m) (frac{1}{2},0,0) (0,0,frac{1}{2})
2 (b) (.,.,2/m) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},frac{1}{2})
2 (a) (.,.,2/m) (0,0,0) (frac{1}{2},0,frac{1}{2})
266 56 (P 2_1/c 2_1/c 2/n) ((0,0,0)+)
8 (e) (1) (x,y,z) (bar{x}+frac{1}{2},bar{y}+frac{1}{2},z) (bar{x},y+frac{1}{2},bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y},bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},y+frac{1}{2},bar{z}) (x,bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x}+frac{1}{2},y,z+frac{1}{2})
4 (d) (.,.,2) (frac{1}{4},frac{3}{4},z) (frac{3}{4},frac{1}{4},bar{z}+frac{1}{2}) (frac{3}{4},frac{1}{4},bar{z}) (frac{1}{4},frac{3}{4},z+frac{1}{2})
4 (c) (.,.,2) (frac{1}{4},frac{1}{4},z) (frac{3}{4},frac{3}{4},bar{z}+frac{1}{2}) (frac{3}{4},frac{3}{4},bar{z}) (frac{1}{4},frac{1}{4},z+frac{1}{2})
4 (b) (bar{1}) (0,0,frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2}) (0,frac{1}{2},0) (frac{1}{2},0,0)
4 (a) (bar{1}) (0,0,0) (frac{1}{2},frac{1}{2},0) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},0,frac{1}{2})
267 56 (P 2/n 2_1/a 2_1/a) ((0,0,0)+)
8 (e) (1) (x,y,z) (x,bar{y}+frac{1}{2},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},bar{y},z+frac{1}{2}) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z})
(bar{x},bar{y},bar{z}) (bar{x},y+frac{1}{2},z+frac{1}{2}) (x+frac{1}{2},y,bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},z)
4 (d) (.,.,2) (x,frac{1}{4},frac{3}{4}) (bar{x}+frac{1}{2},frac{3}{4},frac{1}{4}) (bar{x},frac{3}{4},frac{1}{4}) (x+frac{1}{2},frac{1}{4},frac{3}{4})
4 (c) (.,.,2) (x,frac{1}{4},frac{1}{4}) (bar{x}+frac{1}{2},frac{3}{4},frac{3}{4}) (bar{x},frac{3}{4},frac{3}{4}) (x+frac{1}{2},frac{1}{4},frac{1}{4})
4 (b) (bar{1}) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},frac{1}{2}) (0,0,frac{1}{2}) (0,frac{1}{2},0)
4 (a) (bar{1}) (0,0,0) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},0,frac{1}{2}) (frac{1}{2},frac{1}{2},0)
268 56 (P 2_1/b 2/n 2_1/b) ((0,0,0)+)
8 (e) (1) (x,y,z) (bar{x}+frac{1}{2},y,bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z}) (bar{x},bar{y}+frac{1}{2},z+frac{1}{2})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},bar{y},z+frac{1}{2}) (bar{x}+frac{1}{2},y+frac{1}{2},z) (x,y+frac{1}{2},bar{z}+frac{1}{2})
4 (d) (.,.,2) (frac{3}{4},y,frac{1}{4}) (frac{1}{4},bar{y}+frac{1}{2},frac{3}{4}) (frac{1}{4},bar{y},frac{3}{4}) (frac{3}{4},y+frac{1}{2},frac{1}{4})
4 (c) (.,.,2) (frac{1}{4},y,frac{1}{4}) (frac{3}{4},bar{y}+frac{1}{2},frac{3}{4}) (frac{3}{4},bar{y},frac{3}{4}) (frac{1}{4},y+frac{1}{2},frac{1}{4})
4 (b) (bar{1}) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},frac{1}{2}) (frac{1}{2},0,0) (0,0,frac{1}{2})
4 (a) (bar{1}) (0,0,0) (frac{1}{2},0,frac{1}{2}) (frac{1}{2},frac{1}{2},0) (0,frac{1}{2},frac{1}{2})
269 57 (P 2/b 2_1/c 2_1/m) ((0,0,0)+)
8 (e) (1) (x,y,z) (bar{x},bar{y},z+frac{1}{2}) (bar{x},y+frac{1}{2},bar{z}+frac{1}{2}) (x,bar{y}+frac{1}{2},bar{z})
(bar{x},bar{y},bar{z}) (x,y,bar{z}+frac{1}{2}) (x,bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x},y+frac{1}{2},z)
4 (d) (.,.,m) (x,y,frac{1}{4}) (bar{x},bar{y},frac{3}{4}) (bar{x},y+frac{1}{2},frac{1}{4}) (x,bar{y}+frac{1}{2},frac{3}{4})
4 (c) (2,.,.) (x,frac{1}{4},0) (bar{x},frac{3}{4},frac{1}{2}) (bar{x},frac{3}{4},0) (x,frac{1}{4},frac{1}{2})
4 (b) (bar{1}) (frac{1}{2},0,0) (frac{1}{2},0,frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2}) (frac{1}{2},frac{1}{2},0)
4 (a) (bar{1}) (0,0,0) (0,0,frac{1}{2}) (0,frac{1}{2},frac{1}{2}) (0,frac{1}{2},0)
270 57 (P 2_1/c 2/a 2_1/m) ((0,0,0)+)
8 (e) (1) (x,y,z) (bar{x},bar{y},z+frac{1}{2}) (x+frac{1}{2},bar{y},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},y,bar{z})
(bar{x},bar{y},bar{z}) (x,y,bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},y,z+frac{1}{2}) (x+frac{1}{2},bar{y},z)
4 (d) (.,.,m) (x,y,frac{3}{4}) (bar{x},bar{y},frac{1}{4}) (x+frac{1}{2},bar{y},frac{3}{4}) (bar{x}+frac{1}{2},y,frac{1}{4})
4 (c) (2,.,.) (frac{1}{4},y,0) (frac{3}{4},bar{y},frac{1}{2}) (frac{3}{4},bar{y},0) (frac{1}{4},y,frac{1}{2})
4 (b) (bar{1}) (0,frac{1}{2},0) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2}) (frac{1}{2},frac{1}{2},0)
4 (a) (bar{1}) (0,0,0) (0,0,frac{1}{2}) (frac{1}{2},0,frac{1}{2}) (frac{1}{2},0,0)
271 57 (P 2_1/m 2/c 2_1/a) ((0,0,0)+)
8 (e) (1) (x,y,z) (x+frac{1}{2},bar{y},bar{z}) (bar{x}+frac{1}{2},bar{y},z+frac{1}{2}) (bar{x},y,bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (bar{x}+frac{1}{2},y,z) (x+frac{1}{2},y,bar{z}+frac{1}{2}) (x,bar{y},z+frac{1}{2})
4 (d) (.,.,m) (frac{1}{4},y,z) (frac{3}{4},bar{y},bar{z}) (frac{1}{4},bar{y},z+frac{1}{2}) (frac{3}{4},y,bar{z}+frac{1}{2})
4 (c) (2,.,.) (0,y,frac{1}{4}) (frac{1}{2},bar{y},frac{3}{4}) (0,bar{y},frac{3}{4}) (frac{1}{2},y,frac{1}{4})
4 (b) (bar{1}) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},0) (frac{1}{2},frac{1}{2},frac{1}{2}) (0,frac{1}{2},frac{1}{2})
4 (a) (bar{1}) (0,0,0) (frac{1}{2},0,0) (frac{1}{2},0,frac{1}{2}) (0,0,frac{1}{2})
272 57 (P 2_1/m 2_1/a 2/b) ((0,0,0)+)
8 (e) (1) (x,y,z) (x+frac{1}{2},bar{y},bar{z}) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z}) (bar{x},bar{y}+frac{1}{2},z)
(bar{x},bar{y},bar{z}) (bar{x}+frac{1}{2},y,z) (x+frac{1}{2},bar{y}+frac{1}{2},z) (x,y+frac{1}{2},bar{z})
4 (d) (.,.,m) (frac{3}{4},y,z) (frac{1}{4},bar{y},bar{z}) (frac{3}{4},y+frac{1}{2},bar{z}) (frac{1}{4},bar{y}+frac{1}{2},z)
4 (c) (2,.,.) (0,frac{1}{4},z) (frac{1}{2},frac{3}{4},bar{z}) (0,frac{3}{4},bar{z}) (frac{1}{2},frac{1}{4},z)
4 (b) (bar{1}) (0,0,frac{1}{2}) (frac{1}{2},0,frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2}) (0,frac{1}{2},frac{1}{2})
4 (a) (bar{1}) (0,0,0) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},0) (0,frac{1}{2},0)
273 57 (P 2_1/b 2_1/m 2/a) ((0,0,0)+)
8 (e) (1) (x,y,z) (bar{x},y+frac{1}{2},bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z}) (bar{x}+frac{1}{2},bar{y},z)
(bar{x},bar{y},bar{z}) (x,bar{y}+frac{1}{2},z) (bar{x}+frac{1}{2},y+frac{1}{2},z) (x+frac{1}{2},y,bar{z})
4 (d) (.,.,m) (x,frac{1}{4},z) (bar{x},frac{3}{4},bar{z}) (x+frac{1}{2},frac{1}{4},bar{z}) (bar{x}+frac{1}{2},frac{3}{4},z)
4 (c) (2,.,.) (frac{1}{4},0,z) (frac{3}{4},frac{1}{2},bar{z}) (frac{3}{4},0,bar{z}) (frac{1}{4},frac{1}{2},z)
4 (b) (bar{1}) (0,0,frac{1}{2}) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2}) (frac{1}{2},0,frac{1}{2})
4 (a) (bar{1}) (0,0,0) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},0) (frac{1}{2},0,0)
274 57 (P 2/c 2_1/m 2_1/b) ((0,0,0)+)
8 (e) (1) (x,y,z) (bar{x},y+frac{1}{2},bar{z}) (bar{x},bar{y}+frac{1}{2},z+frac{1}{2}) (x,bar{y},bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (x,bar{y}+frac{1}{2},z) (x,y+frac{1}{2},bar{z}+frac{1}{2}) (bar{x},y,z+frac{1}{2})
4 (d) (.,.,m) (x,frac{3}{4},z) (bar{x},frac{1}{4},bar{z}) (bar{x},frac{3}{4},z+frac{1}{2}) (x,frac{1}{4},bar{z}+frac{1}{2})
4 (c) (2,.,.) (x,0,frac{1}{4}) (bar{x},frac{1}{2},frac{3}{4}) (bar{x},0,frac{3}{4}) (x,frac{1}{2},frac{1}{4})
4 (b) (bar{1}) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},0) (frac{1}{2},frac{1}{2},frac{1}{2}) (frac{1}{2},0,frac{1}{2})
4 (a) (bar{1}) (0,0,0) (0,frac{1}{2},0) (0,frac{1}{2},frac{1}{2}) (0,0,frac{1}{2})
275 58 (P 2_1/n 2_1/n 2/m) ((0,0,0)+)
8 (h) (1) (x,y,z) (bar{x},bar{y},z) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (x,y,bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x}+frac{1}{2},y+frac{1}{2},z+frac{1}{2})
4 (g) (.,.,m) (x,y,0) (bar{x},bar{y},0) (bar{x}+frac{1}{2},y+frac{1}{2},frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},frac{1}{2})
4 (f) (.,.,2) (0,frac{1}{2},z) (frac{1}{2},0,bar{z}+frac{1}{2}) (0,frac{1}{2},bar{z}) (frac{1}{2},0,z+frac{1}{2})
4 (e) (.,.,2) (0,0,z) (frac{1}{2},frac{1}{2},bar{z}+frac{1}{2}) (0,0,bar{z}) (frac{1}{2},frac{1}{2},z+frac{1}{2})
2 (d) (.,.,2/m) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},0,0)
2 (c) (.,.,2/m) (0,frac{1}{2},0) (frac{1}{2},0,frac{1}{2})
2 (b) (.,.,2/m) (0,0,frac{1}{2}) (frac{1}{2},frac{1}{2},0)
2 (a) (.,.,2/m) (0,0,0) (frac{1}{2},frac{1}{2},frac{1}{2})
276 58 (P 2/m 2_1/n 2_1/n) ((0,0,0)+)
8 (h) (1) (x,y,z) (x,bar{y},bar{z}) (bar{x}+frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (bar{x},y,z) (x+frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2})
4 (g) (.,.,m) (0,y,z) (0,bar{y},bar{z}) (frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2}) (frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2})
4 (f) (.,.,2) (x,0,frac{1}{2}) (bar{x}+frac{1}{2},frac{1}{2},0) (bar{x},0,frac{1}{2}) (x+frac{1}{2},frac{1}{2},0)
4 (e) (.,.,2) (x,0,0) (bar{x}+frac{1}{2},frac{1}{2},frac{1}{2}) (bar{x},0,0) (x+frac{1}{2},frac{1}{2},frac{1}{2})
2 (d) (.,.,2/m) (frac{1}{2},0,frac{1}{2}) (0,frac{1}{2},0)
2 (c) (.,.,2/m) (0,0,frac{1}{2}) (frac{1}{2},frac{1}{2},0)
2 (b) (.,.,2/m) (frac{1}{2},0,0) (0,frac{1}{2},frac{1}{2})
2 (a) (.,.,2/m) (0,0,0) (frac{1}{2},frac{1}{2},frac{1}{2})
277 58 (P 2_1/n 2/m 2_1/n) ((0,0,0)+)
8 (h) (1) (x,y,z) (bar{x},y,bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2})
(bar{x},bar{y},bar{z}) (x,bar{y},z) (bar{x}+frac{1}{2},y+frac{1}{2},z+frac{1}{2}) (x+frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2})
4 (g) (.,.,m) (x,0,z) (bar{x},0,bar{z}) (x+frac{1}{2},frac{1}{2},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},frac{1}{2},z+frac{1}{2})
4 (f) (.,.,2) (frac{1}{2},y,0) (0,bar{y}+frac{1}{2},frac{1}{2}) (frac{1}{2},bar{y},0) (0,y+frac{1}{2},frac{1}{2})
4 (e) (.,.,2) (0,y,0) (frac{1}{2},bar{y}+frac{1}{2},frac{1}{2}) (0,bar{y},0) (frac{1}{2},y+frac{1}{2},frac{1}{2})
2 (d) (.,.,2/m) (frac{1}{2},frac{1}{2},0) (0,0,frac{1}{2})
2 (c) (.,.,2/m) (frac{1}{2},0,0) (0,frac{1}{2},frac{1}{2})
2 (b) (.,.,2/m) (0,frac{1}{2},0) (frac{1}{2},0,frac{1}{2})
2 (a) (.,.,2/m) (0,0,0) (frac{1}{2},frac{1}{2},frac{1}{2})
278 59 (P 2_1/m 2_1/m 2/n) ((0,0,0)+)
8 (g) (1) (x,y,z) (bar{x},bar{y},z) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z})
(bar{x}+frac{1}{2},bar{y}+frac{1}{2},bar{z}) (x+frac{1}{2},y+frac{1}{2},bar{z}) (x,bar{y},z) (bar{x},y,z)
4 (f) (.,m,.) (x,0,z) (bar{x},0,z) (bar{x}+frac{1}{2},frac{1}{2},bar{z}) (x+frac{1}{2},frac{1}{2},bar{z})
4 (e) (m,.,.) (0,y,z) (0,bar{y},z) (frac{1}{2},y+frac{1}{2},bar{z}) (frac{1}{2},bar{y}+frac{1}{2},bar{z})
4 (d) (bar{1}) (frac{1}{4},frac{1}{4},frac{1}{2}) (frac{3}{4},frac{3}{4},frac{1}{2}) (frac{1}{4},frac{3}{4},frac{1}{2}) (frac{3}{4},frac{1}{4},frac{1}{2})
4 (c) (bar{1}) (frac{1}{4},frac{1}{4},0) (frac{3}{4},frac{3}{4},0) (frac{1}{4},frac{3}{4},0) (frac{3}{4},frac{1}{4},0)
2 (b) (m,m,2) (0,frac{1}{2},z) (frac{1}{2},0,bar{z})
2 (a) (m,m,2) (0,0,z) (frac{1}{2},frac{1}{2},bar{z})
279 59 (P 2_1/m 2_1/m 2/n) ((0,0,0)+)
8 (g) (1) (x,y,z) (bar{x}+frac{1}{2},bar{y}+frac{1}{2},z) (bar{x},y+frac{1}{2},bar{z}) (x+frac{1}{2},bar{y},bar{z})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},y+frac{1}{2},bar{z}) (x,bar{y}+frac{1}{2},z) (bar{x}+frac{1}{2},y,z)
4 (f) (.,m,.) (x,frac{1}{4},z) (bar{x}+frac{1}{2},frac{1}{4},z) (bar{x},frac{3}{4},bar{z}) (x+frac{1}{2},frac{3}{4},bar{z})
4 (e) (m,.,.) (frac{1}{4},y,z) (frac{1}{4},bar{y}+frac{1}{2},z) (frac{3}{4},y+frac{1}{2},bar{z}) (frac{3}{4},bar{y},bar{z})
4 (d) (bar{1}) (0,0,frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2}) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},0,frac{1}{2})
4 (c) (bar{1}) (0,0,0) (frac{1}{2},frac{1}{2},0) (0,frac{1}{2},0) (frac{1}{2},0,0)
2 (b) (m,m,2) (frac{1}{4},frac{3}{4},z) (frac{3}{4},frac{1}{4},bar{z})
2 (a) (m,m,2) (frac{1}{4},frac{1}{4},z) (frac{3}{4},frac{3}{4},bar{z})
280 59 (P 2/n 2_1/m 2_1/m) ((0,0,0)+)
8 (g) (1) (x,y,z) (x,bar{y},bar{z}) (bar{x},bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x},y+frac{1}{2},bar{z}+frac{1}{2})
(bar{x},bar{y}+frac{1}{2},bar{z}+frac{1}{2}) (bar{x},y+frac{1}{2},z+frac{1}{2}) (x,y,bar{z}) (x,bar{y},z)
4 (f) (.,m,.) (x,y,0) (x,bar{y},0) (bar{x},bar{y}+frac{1}{2},frac{1}{2}) (bar{x},y+frac{1}{2},frac{1}{2})
4 (e) (m,.,.) (x,0,z) (x,0,bar{z}) (bar{x},frac{1}{2},z+frac{1}{2}) (bar{x},frac{1}{2},bar{z}+frac{1}{2})
4 (d) (bar{1}) (frac{1}{2},frac{1}{4},frac{1}{4}) (frac{1}{2},frac{3}{4},frac{3}{4}) (frac{1}{2},frac{1}{4},frac{3}{4}) (frac{1}{2},frac{3}{4},frac{1}{4})
4 (c) (bar{1}) (0,frac{1}{4},frac{1}{4}) (0,frac{3}{4},frac{3}{4}) (0,frac{1}{4},frac{3}{4}) (0,frac{3}{4},frac{1}{4})
2 (b) (m,m,2) (x,0,frac{1}{2}) (bar{x},frac{1}{2},0)
2 (a) (m,m,2) (x,0,0) (bar{x},frac{1}{2},frac{1}{2})
281 59 (P 2/n 2_1/m 2_1/m) ((0,0,0)+)
8 (g) (1) (x,y,z) (x,bar{y}+frac{1}{2},bar{z}+frac{1}{2}) (bar{x},bar{y},z+frac{1}{2}) (bar{x},y+frac{1}{2},bar{z})
(bar{x},bar{y},bar{z}) (bar{x},y+frac{1}{2},z+frac{1}{2}) (x,y,bar{z}+frac{1}{2}) (x,bar{y}+frac{1}{2},z)
4 (f) (.,m,.) (x,y,frac{1}{4}) (x,bar{y}+frac{1}{2},frac{1}{4}) (bar{x},bar{y},frac{3}{4}) (bar{x},y+frac{1}{2},frac{3}{4})
4 (e) (m,.,.) (x,frac{1}{4},z) (x,frac{1}{4},bar{z}+frac{1}{2}) (bar{x},frac{3}{4},z+frac{1}{2}) (bar{x},frac{3}{4},bar{z})
4 (d) (bar{1}) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},frac{1}{2}) (frac{1}{2},0,frac{1}{2}) (frac{1}{2},frac{1}{2},0)
4 (c) (bar{1}) (0,0,0) (0,frac{1}{2},frac{1}{2}) (0,0,frac{1}{2}) (0,frac{1}{2},0)
2 (b) (m,m,2) (x,frac{1}{4},frac{3}{4}) (bar{x},frac{3}{4},frac{1}{4})
2 (a) (m,m,2) (x,frac{1}{4},frac{1}{4}) (bar{x},frac{3}{4},frac{3}{4})
282 59 (P 2_1/m 2/n 2_1/m) ((0,0,0)+)
8 (g) (1) (x,y,z) (bar{x},y,bar{z}) (x+frac{1}{2},bar{y},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},bar{y},z+frac{1}{2})
(bar{x}+frac{1}{2},bar{y},bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y},z+frac{1}{2}) (bar{x},y,z) (x,y,bar{z})
4 (f) (.,m,.) (0,y,z) (0,y,bar{z}) (frac{1}{2},bar{y},bar{z}+frac{1}{2}) (frac{1}{2},bar{y},z+frac{1}{2})
4 (e) (m,.,.) (x,y,0) (bar{x},y,0) (x+frac{1}{2},bar{y},frac{1}{2}) (bar{x}+frac{1}{2},bar{y},frac{1}{2})
4 (d) (bar{1}) (frac{1}{4},frac{1}{2},frac{1}{4}) (frac{3}{4},frac{1}{2},frac{3}{4}) (frac{3}{4},frac{1}{2},frac{1}{4}) (frac{1}{4},frac{1}{2},frac{3}{4})
4 (c) (bar{1}) (frac{1}{4},0,frac{1}{4}) (frac{3}{4},0,frac{3}{4}) (frac{3}{4},0,frac{1}{4}) (frac{1}{4},0,frac{3}{4})
2 (b) (m,m,2) (frac{1}{2},y,0) (0,bar{y},frac{1}{2})
2 (a) (m,m,2) (0,y,0) (frac{1}{2},bar{y},frac{1}{2})
283 59 (P 2_1/m 2/n 2_1/m) ((0,0,0)+)
8 (g) (1) (x,y,z) (bar{x}+frac{1}{2},y,bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y},bar{z}) (bar{x},bar{y},z+frac{1}{2})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},bar{y},z+frac{1}{2}) (bar{x}+frac{1}{2},y,z) (x,y,bar{z}+frac{1}{2})
4 (f) (.,m,.) (frac{1}{4},y,z) (frac{1}{4},y,bar{z}+frac{1}{2}) (frac{3}{4},bar{y},bar{z}) (frac{3}{4},bar{y},z+frac{1}{2})
4 (e) (m,.,.) (x,y,frac{1}{4}) (bar{x}+frac{1}{2},y,frac{1}{4}) (x+frac{1}{2},bar{y},frac{3}{4}) (bar{x},bar{y},frac{3}{4})
4 (d) (bar{1}) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},frac{1}{2}) (frac{1}{2},frac{1}{2},0) (0,frac{1}{2},frac{1}{2})
4 (c) (bar{1}) (0,0,0) (frac{1}{2},0,frac{1}{2}) (frac{1}{2},0,0) (0,0,frac{1}{2})
2 (b) (m,m,2) (frac{3}{4},y,frac{1}{4}) (frac{1}{4},bar{y},frac{3}{4})
2 (a) (m,m,2) (frac{1}{4},y,frac{1}{4}) (frac{3}{4},bar{y},frac{3}{4})
284 60 (P 2_1/b 2/c 2_1/n) ((0,0,0)+)
8 (d) (1) (x,y,z) (bar{x}+frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x},y,bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2}) (x,bar{y},z+frac{1}{2}) (bar{x}+frac{1}{2},y+frac{1}{2},z)
4 (c) (.,2,.) (0,y,frac{1}{4}) (frac{1}{2},bar{y}+frac{1}{2},frac{3}{4}) (0,bar{y},frac{3}{4}) (frac{1}{2},y+frac{1}{2},frac{1}{4})
4 (b) (bar{1}) (0,frac{1}{2},0) (frac{1}{2},0,frac{1}{2}) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},0,0)
4 (a) (bar{1}) (0,0,0) (frac{1}{2},frac{1}{2},frac{1}{2}) (0,0,frac{1}{2}) (frac{1}{2},frac{1}{2},0)
285 60 (P 2/c 2_1/a 2_1/n) ((0,0,0)+)
8 (d) (1) (x,y,z) (bar{x}+frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2}) (x,bar{y},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2}) (bar{x},y,z+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},z)
4 (c) (.,2,.) (x,0,frac{3}{4}) (bar{x}+frac{1}{2},frac{1}{2},frac{1}{4}) (bar{x},0,frac{1}{4}) (x+frac{1}{2},frac{1}{2},frac{3}{4})
4 (b) (bar{1}) (frac{1}{2},0,0) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},0,frac{1}{2}) (0,frac{1}{2},0)
4 (a) (bar{1}) (0,0,0) (frac{1}{2},frac{1}{2},frac{1}{2}) (0,0,frac{1}{2}) (frac{1}{2},frac{1}{2},0)
286 60 (P 2_1/n 2_1/c 2/a) ((0,0,0)+)
8 (d) (1) (x,y,z) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},bar{y},z) (bar{x},y+frac{1}{2},bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (bar{x}+frac{1}{2},y+frac{1}{2},z+frac{1}{2}) (x+frac{1}{2},y,bar{z}) (x,bar{y}+frac{1}{2},z+frac{1}{2})
4 (c) (.,2,.) (frac{1}{4},0,z) (frac{3}{4},frac{1}{2},bar{z}+frac{1}{2}) (frac{3}{4},0,bar{z}) (frac{1}{4},frac{1}{2},z+frac{1}{2})
4 (b) (bar{1}) (0,0,frac{1}{2}) (frac{1}{2},frac{1}{2},0) (frac{1}{2},0,frac{1}{2}) (0,frac{1}{2},0)
4 (a) (bar{1}) (0,0,0) (frac{1}{2},frac{1}{2},frac{1}{2}) (frac{1}{2},0,0) (0,frac{1}{2},frac{1}{2})
287 60 (P 2_1/n 2/a 2_1/b) ((0,0,0)+)
8 (d) (1) (x,y,z) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},y,bar{z}) (bar{x},bar{y}+frac{1}{2},z+frac{1}{2})
(bar{x},bar{y},bar{z}) (bar{x}+frac{1}{2},y+frac{1}{2},z+frac{1}{2}) (x+frac{1}{2},bar{y},z) (x,y+frac{1}{2},bar{z}+frac{1}{2})
4 (c) (.,2,.) (frac{3}{4},y,0) (frac{1}{4},bar{y}+frac{1}{2},frac{1}{2}) (frac{1}{4},bar{y},0) (frac{3}{4},y+frac{1}{2},frac{1}{2})
4 (b) (bar{1}) (0,frac{1}{2},0) (frac{1}{2},0,frac{1}{2}) (frac{1}{2},frac{1}{2},0) (0,0,frac{1}{2})
4 (a) (bar{1}) (0,0,0) (frac{1}{2},frac{1}{2},frac{1}{2}) (frac{1}{2},0,0) (0,frac{1}{2},frac{1}{2})
288 60 (P 2/b 2_1/n 2_1/a) ((0,0,0)+)
8 (d) (1) (x,y,z) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2}) (x,bar{y}+frac{1}{2},bar{z}) (bar{x}+frac{1}{2},bar{y},z+frac{1}{2})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x},y+frac{1}{2},z) (x+frac{1}{2},y,bar{z}+frac{1}{2})
4 (c) (.,2,.) (x,frac{1}{4},0) (bar{x}+frac{1}{2},frac{3}{4},frac{1}{2}) (bar{x},frac{3}{4},0) (x+frac{1}{2},frac{1}{4},frac{1}{2})
4 (b) (bar{1}) (frac{1}{2},0,0) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},frac{1}{2},0) (0,0,frac{1}{2})
4 (a) (bar{1}) (0,0,0) (frac{1}{2},frac{1}{2},frac{1}{2}) (0,frac{1}{2},0) (frac{1}{2},0,frac{1}{2})
289 60 (P 2_1/c 2_1/n 2/b) ((0,0,0)+)
8 (d) (1) (x,y,z) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2}) (bar{x},bar{y}+frac{1}{2},z) (x+frac{1}{2},bar{y},bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2}) (x,y+frac{1}{2},bar{z}) (bar{x}+frac{1}{2},y,z+frac{1}{2})
4 (c) (.,2,.) (0,frac{3}{4},z) (frac{1}{2},frac{1}{4},bar{z}+frac{1}{2}) (0,frac{1}{4},bar{z}) (frac{1}{2},frac{3}{4},z+frac{1}{2})
4 (b) (bar{1}) (0,0,frac{1}{2}) (frac{1}{2},frac{1}{2},0) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},0,0)
4 (a) (bar{1}) (0,0,0) (frac{1}{2},frac{1}{2},frac{1}{2}) (0,frac{1}{2},0) (frac{1}{2},0,frac{1}{2})
290 61 (P 2_1/b 2_1/c 2_1/a) ((0,0,0)+)
8 (c) (1) (x,y,z) (bar{x}+frac{1}{2},bar{y},z+frac{1}{2}) (bar{x},y+frac{1}{2},bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},y,bar{z}+frac{1}{2}) (x,bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x}+frac{1}{2},y+frac{1}{2},z)
4 (b) (bar{1}) (0,0,frac{1}{2}) (frac{1}{2},0,0) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},frac{1}{2})
4 (a) (bar{1}) (0,0,0) (frac{1}{2},0,frac{1}{2}) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},frac{1}{2},0)
291 61 (P 2_1/c 2_1/a 2_1/b) ((0,0,0)+)
8 (c) (1) (x,y,z) (bar{x},bar{y}+frac{1}{2},z+frac{1}{2}) (x+frac{1}{2},bar{y},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z})
(bar{x},bar{y},bar{z}) (x,y+frac{1}{2},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},y,z+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},z)
4 (b) (bar{1}) (0,0,frac{1}{2}) (0,frac{1}{2},0) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},frac{1}{2})
4 (a) (bar{1}) (0,0,0) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},0,frac{1}{2}) (frac{1}{2},frac{1}{2},0)
292 62 (P 2_1/n 2_1/m 2_1/a) ((0,0,0)+)
8 (d) (1) (x,y,z) (bar{x}+frac{1}{2},bar{y},z+frac{1}{2}) (bar{x},y+frac{1}{2},bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},y,bar{z}+frac{1}{2}) (x,bar{y}+frac{1}{2},z) (bar{x}+frac{1}{2},y+frac{1}{2},z+frac{1}{2})
4 (c) (.,m,.) (x,frac{1}{4},z) (bar{x}+frac{1}{2},frac{3}{4},z+frac{1}{2}) (bar{x},frac{3}{4},bar{z}) (x+frac{1}{2},frac{1}{4},bar{z}+frac{1}{2})
4 (b) (bar{1}) (0,0,frac{1}{2}) (frac{1}{2},0,0) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},frac{1}{2},0)
4 (a) (bar{1}) (0,0,0) (frac{1}{2},0,frac{1}{2}) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},frac{1}{2})
293 62 (P 2_1/m 2_1/n 2_1/b) ((0,0,0)+)
8 (d) (1) (x,y,z) (bar{x},bar{y}+frac{1}{2},z+frac{1}{2}) (x+frac{1}{2},bar{y},bar{z}) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (x,y+frac{1}{2},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},y,z) (x+frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2})
4 (c) (.,m,.) (frac{1}{4},y,z) (frac{3}{4},bar{y}+frac{1}{2},z+frac{1}{2}) (frac{3}{4},bar{y},bar{z}) (frac{1}{4},y+frac{1}{2},bar{z}+frac{1}{2})
4 (b) (bar{1}) (0,0,frac{1}{2}) (0,frac{1}{2},0) (frac{1}{2},0,frac{1}{2}) (frac{1}{2},frac{1}{2},0)
4 (a) (bar{1}) (0,0,0) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},frac{1}{2})
294 62 (P 2_1/b 2_1/n 2_1/m) ((0,0,0)+)
8 (d) (1) (x,y,z) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z}) (bar{x},bar{y},z+frac{1}{2}) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (bar{x}+frac{1}{2},y+frac{1}{2},z) (x,y,bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2})
4 (c) (.,m,.) (x,y,frac{1}{4}) (x+frac{1}{2},bar{y}+frac{1}{2},frac{3}{4}) (bar{x},bar{y},frac{3}{4}) (bar{x}+frac{1}{2},y+frac{1}{2},frac{1}{4})
4 (b) (bar{1}) (frac{1}{2},0,0) (0,frac{1}{2},0) (frac{1}{2},0,frac{1}{2}) (0,frac{1}{2},frac{1}{2})
4 (a) (bar{1}) (0,0,0) (frac{1}{2},frac{1}{2},0) (0,0,frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2})
295 62 (P 2_1/c 2_1/m 2_1/n) ((0,0,0)+)
8 (d) (1) (x,y,z) (x+frac{1}{2},bar{y},bar{z}+frac{1}{2}) (bar{x},y+frac{1}{2},bar{z}) (bar{x}+frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2})
(bar{x},bar{y},bar{z}) (bar{x}+frac{1}{2},y,z+frac{1}{2}) (x,bar{y}+frac{1}{2},z) (x+frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2})
4 (c) (.,m,.) (x,frac{1}{4},z) (x+frac{1}{2},frac{3}{4},bar{z}+frac{1}{2}) (bar{x},frac{3}{4},bar{z}) (bar{x}+frac{1}{2},frac{1}{4},z+frac{1}{2})
4 (b) (bar{1}) (frac{1}{2},0,0) (0,0,frac{1}{2}) (frac{1}{2},frac{1}{2},0) (0,frac{1}{2},frac{1}{2})
4 (a) (bar{1}) (0,0,0) (frac{1}{2},0,frac{1}{2}) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},frac{1}{2})
296 62 (P 2_1/m 2_1/c 2_1/n) ((0,0,0)+)
8 (d) (1) (x,y,z) (bar{x},y+frac{1}{2},bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y},bar{z}) (bar{x}+frac{1}{2},bar{y}+frac{1}{2},z+frac{1}{2})
(bar{x},bar{y},bar{z}) (x,bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x}+frac{1}{2},y,z) (x+frac{1}{2},y+frac{1}{2},bar{z}+frac{1}{2})
4 (c) (.,m,.) (frac{1}{4},y,z) (frac{3}{4},y+frac{1}{2},bar{z}+frac{1}{2}) (frac{3}{4},bar{y},bar{z}) (frac{1}{4},bar{y}+frac{1}{2},z+frac{1}{2})
4 (b) (bar{1}) (0,frac{1}{2},0) (0,0,frac{1}{2}) (frac{1}{2},frac{1}{2},0) (frac{1}{2},0,frac{1}{2})
4 (a) (bar{1}) (0,0,0) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},frac{1}{2})
297 62 (P 2_1/n 2_1/a 2_1/m) ((0,0,0)+)
8 (d) (1) (x,y,z) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z}) (bar{x},bar{y},z+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},z) (x,y,bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},y+frac{1}{2},z+frac{1}{2})
4 (c) (.,m,.) (x,y,frac{1}{4}) (bar{x}+frac{1}{2},y+frac{1}{2},frac{3}{4}) (bar{x},bar{y},frac{3}{4}) (x+frac{1}{2},bar{y}+frac{1}{2},frac{1}{4})
4 (b) (bar{1}) (0,frac{1}{2},0) (frac{1}{2},0,0) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},0,frac{1}{2})
4 (a) (bar{1}) (0,0,0) (frac{1}{2},frac{1}{2},0) (0,0,frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2})
298 63 (C 2/m 2/c 2_1/m) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
16 (h) (1) (x,y,z) (bar{x},bar{y},z+frac{1}{2}) (bar{x},y,bar{z}+frac{1}{2}) (x,bar{y},bar{z})
(bar{x},bar{y},bar{z}) (x,y,bar{z}+frac{1}{2}) (x,bar{y},z+frac{1}{2}) (bar{x},y,z)
8 (g) (.,.,m) (x,y,frac{1}{4}) (bar{x},bar{y},frac{3}{4}) (bar{x},y,frac{1}{4}) (x,bar{y},frac{3}{4})
8 (f) (m,.,.) (0,y,z) (0,bar{y},z+frac{1}{2}) (0,y,bar{z}+frac{1}{2}) (0,bar{y},bar{z})
8 (e) (2,.,.) (x,0,0) (bar{x},0,frac{1}{2}) (bar{x},0,0) (x,0,frac{1}{2})
8 (d) (bar{1}) (frac{1}{4},frac{1}{4},0) (frac{3}{4},frac{3}{4},frac{1}{2}) (frac{3}{4},frac{1}{4},frac{1}{2}) (frac{1}{4},frac{3}{4},0)
4 (c) (m,2,m) (0,y,frac{1}{4}) (0,bar{y},frac{3}{4})
4 (b) (2/m,.,.) (0,frac{1}{2},0) (0,frac{1}{2},frac{1}{2})
4 (a) (2/m,.,.) (0,0,0) (0,0,frac{1}{2})
299 63 (C 2/c 2/m 2_1/m) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
16 (h) (1) (x,y,z) (bar{x},bar{y},z+frac{1}{2}) (x,bar{y},bar{z}+frac{1}{2}) (bar{x},y,bar{z})
(bar{x},bar{y},bar{z}) (x,y,bar{z}+frac{1}{2}) (bar{x},y,z+frac{1}{2}) (x,bar{y},z)
8 (g) (.,.,m) (x,y,frac{3}{4}) (bar{x},bar{y},frac{1}{4}) (x,bar{y},frac{3}{4}) (bar{x},y,frac{1}{4})
8 (f) (m,.,.) (x,0,z) (bar{x},0,z+frac{1}{2}) (x,0,bar{z}+frac{1}{2}) (bar{x},0,bar{z})
8 (e) (2,.,.) (0,y,0) (0,bar{y},frac{1}{2}) (0,bar{y},0) (0,y,frac{1}{2})
8 (d) (bar{1}) (frac{1}{4},frac{1}{4},0) (frac{3}{4},frac{3}{4},frac{1}{2}) (frac{1}{4},frac{3}{4},frac{1}{2}) (frac{3}{4},frac{1}{4},0)
4 (c) (m,2,m) (x,0,frac{3}{4}) (bar{x},0,frac{1}{4})
4 (b) (2/m,.,.) (frac{1}{2},0,0) (frac{1}{2},0,frac{1}{2})
4 (a) (2/m,.,.) (0,0,0) (0,0,frac{1}{2})
300 63 (A 2_1/m 2/m 2/a) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
16 (h) (1) (x,y,z) (x+frac{1}{2},bar{y},bar{z}) (bar{x}+frac{1}{2},bar{y},z) (bar{x},y,bar{z})
(bar{x},bar{y},bar{z}) (bar{x}+frac{1}{2},y,z) (x+frac{1}{2},y,bar{z}) (x,bar{y},z)
8 (g) (.,.,m) (frac{1}{4},y,z) (frac{3}{4},bar{y},bar{z}) (frac{1}{4},bar{y},z) (frac{3}{4},y,bar{z})
8 (f) (m,.,.) (x,0,z) (x+frac{1}{2},0,bar{z}) (bar{x}+frac{1}{2},0,z) (bar{x},0,bar{z})
8 (e) (2,.,.) (0,y,0) (frac{1}{2},bar{y},0) (0,bar{y},0) (frac{1}{2},y,0)
8 (d) (bar{1}) (0,frac{1}{4},frac{1}{4}) (frac{1}{2},frac{3}{4},frac{3}{4}) (frac{1}{2},frac{3}{4},frac{1}{4}) (0,frac{1}{4},frac{3}{4})
4 (c) (m,2,m) (frac{1}{4},0,z) (frac{3}{4},0,bar{z})
4 (b) (2/m,.,.) (0,0,frac{1}{2}) (frac{1}{2},0,frac{1}{2})
4 (a) (2/m,.,.) (0,0,0) (frac{1}{2},0,0)
301 63 (A 2_1/m 2/a 2/m) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
16 (h) (1) (x,y,z) (x+frac{1}{2},bar{y},bar{z}) (bar{x}+frac{1}{2},y,bar{z}) (bar{x},bar{y},z)
(bar{x},bar{y},bar{z}) (bar{x}+frac{1}{2},y,z) (x+frac{1}{2},bar{y},z) (x,y,bar{z})
8 (g) (.,.,m) (frac{3}{4},y,z) (frac{1}{4},bar{y},bar{z}) (frac{3}{4},y,bar{z}) (frac{1}{4},bar{y},z)
8 (f) (m,.,.) (x,y,0) (x+frac{1}{2},bar{y},0) (bar{x}+frac{1}{2},y,0) (bar{x},bar{y},0)
8 (e) (2,.,.) (0,0,z) (frac{1}{2},0,bar{z}) (0,0,bar{z}) (frac{1}{2},0,z)
8 (d) (bar{1}) (0,frac{1}{4},frac{1}{4}) (frac{1}{2},frac{3}{4},frac{3}{4}) (frac{1}{2},frac{1}{4},frac{3}{4}) (0,frac{3}{4},frac{1}{4})
4 (c) (m,2,m) (frac{3}{4},y,0) (frac{1}{4},bar{y},0)
4 (b) (2/m,.,.) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},0)
4 (a) (2/m,.,.) (0,0,0) (frac{1}{2},0,0)
302 63 (B 2/b 2_1/m 2/m) ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
16 (h) (1) (x,y,z) (bar{x},y+frac{1}{2},bar{z}) (x,bar{y}+frac{1}{2},bar{z}) (bar{x},bar{y},z)
(bar{x},bar{y},bar{z}) (x,bar{y}+frac{1}{2},z) (bar{x},y+frac{1}{2},z) (x,y,bar{z})
8 (g) (.,.,m) (x,frac{1}{4},z) (bar{x},frac{3}{4},bar{z}) (x,frac{1}{4},bar{z}) (bar{x},frac{3}{4},z)
8 (f) (m,.,.) (x,y,0) (bar{x},y+frac{1}{2},0) (x,bar{y}+frac{1}{2},0) (bar{x},bar{y},0)
8 (e) (2,.,.) (0,0,z) (0,frac{1}{2},bar{z}) (0,0,bar{z}) (0,frac{1}{2},z)
8 (d) (bar{1}) (frac{1}{4},0,frac{1}{4}) (frac{3}{4},frac{1}{2},frac{3}{4}) (frac{1}{4},frac{1}{2},frac{3}{4}) (frac{3}{4},0,frac{1}{4})
4 (c) (m,2,m) (x,frac{1}{4},0) (bar{x},frac{3}{4},0)
4 (b) (2/m,.,.) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},0)
4 (a) (2/m,.,.) (0,0,0) (0,frac{1}{2},0)
303 63 (B 2/m 2_1/m 2/b) ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
16 (h) (1) (x,y,z) (bar{x},y+frac{1}{2},bar{z}) (bar{x},bar{y}+frac{1}{2},z) (x,bar{y},bar{z})
(bar{x},bar{y},bar{z}) (x,bar{y}+frac{1}{2},z) (x,y+frac{1}{2},bar{z}) (bar{x},y,z)
8 (g) (.,.,m) (x,frac{3}{4},z) (bar{x},frac{1}{4},bar{z}) (bar{x},frac{3}{4},z) (x,frac{1}{4},bar{z})
8 (f) (m,.,.) (0,y,z) (0,y+frac{1}{2},bar{z}) (0,bar{y}+frac{1}{2},z) (0,bar{y},bar{z})
8 (e) (2,.,.) (x,0,0) (bar{x},frac{1}{2},0) (bar{x},0,0) (x,frac{1}{2},0)
8 (d) (bar{1}) (frac{1}{4},0,frac{1}{4}) (frac{3}{4},frac{1}{2},frac{3}{4}) (frac{3}{4},frac{1}{2},frac{1}{4}) (frac{1}{4},0,frac{3}{4})
4 (c) (m,2,m) (0,frac{3}{4},z) (0,frac{1}{4},bar{z})
4 (b) (2/m,.,.) (0,0,frac{1}{2}) (0,frac{1}{2},frac{1}{2})
4 (a) (2/m,.,.) (0,0,0) (0,frac{1}{2},0)
304 64 (C 2/m 2/c 2_1/a)
(C 2/m 2/c 2_1/e)		 ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
16 (g) (1) (x,y,z) (bar{x},bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x},y+frac{1}{2},bar{z}+frac{1}{2}) (x,bar{y},bar{z})
(bar{x},bar{y},bar{z}) (x,y+frac{1}{2},bar{z}+frac{1}{2}) (x,bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x},y,z)
8 (f) (m,.,.) (0,y,z) (0,bar{y}+frac{1}{2},z+frac{1}{2}) (0,y+frac{1}{2},bar{z}+frac{1}{2}) (0,bar{y},bar{z})
8 (e) (.,2,.) (frac{1}{4},y,frac{1}{4}) (frac{3}{4},bar{y}+frac{1}{2},frac{3}{4}) (frac{3}{4},bar{y},frac{3}{4}) (frac{1}{4},y+frac{1}{2},frac{1}{4})
8 (d) (2,.,.) (x,0,0) (bar{x},frac{1}{2},frac{1}{2}) (bar{x},0,0) (x,frac{1}{2},frac{1}{2})
8 (c) (bar{1}) (frac{1}{4},frac{1}{4},0) (frac{3}{4},frac{1}{4},frac{1}{2}) (frac{3}{4},frac{3}{4},frac{1}{2}) (frac{1}{4},frac{3}{4},0)
4 (b) (2/m,.,.) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},frac{1}{2})
4 (a) (2/m,.,.) (0,0,0) (0,frac{1}{2},frac{1}{2})
305 64 (C 2/c 2/m 2_1/b)
(C 2/c 2/m 2_1/e)		 ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
16 (g) (1) (x,y,z) (bar{x}+frac{1}{2},bar{y},z+frac{1}{2}) (x+frac{1}{2},bar{y},bar{z}+frac{1}{2}) (bar{x},y,bar{z})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},y,bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},y,z+frac{1}{2}) (x,bar{y},z)
8 (f) (m,.,.) (x,0,z) (bar{x}+frac{1}{2},0,z+frac{1}{2}) (x+frac{1}{2},0,bar{z}+frac{1}{2}) (bar{x},0,bar{z})
8 (e) (.,2,.) (x,frac{1}{4},frac{3}{4}) (bar{x}+frac{1}{2},frac{3}{4},frac{1}{4}) (bar{x},frac{3}{4},frac{1}{4}) (x+frac{1}{2},frac{1}{4},frac{3}{4})
8 (d) (2,.,.) (0,y,0) (frac{1}{2},bar{y},frac{1}{2}) (0,bar{y},0) (frac{1}{2},y,frac{1}{2})
8 (c) (bar{1}) (frac{1}{4},frac{1}{4},0) (frac{1}{4},frac{3}{4},frac{1}{2}) (frac{3}{4},frac{3}{4},frac{1}{2}) (frac{3}{4},frac{1}{4},0)
4 (b) (2/m,.,.) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},frac{1}{2})
4 (a) (2/m,.,.) (0,0,0) (frac{1}{2},0,frac{1}{2})
306 64 (A 2_1/b 2/m a)
(A 2_1/e 2/m a)		 ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
16 (g) (1) (x,y,z) (x+frac{1}{2},bar{y},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},bar{y},z+frac{1}{2}) (bar{x},y,bar{z})
(bar{x},bar{y},bar{z}) (bar{x}+frac{1}{2},y,z+frac{1}{2}) (x+frac{1}{2},y,bar{z}+frac{1}{2}) (x,bar{y},z)
8 (f) (m,.,.) (x,0,z) (x+frac{1}{2},0,bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},0,z+frac{1}{2}) (bar{x},0,bar{z})
8 (e) (.,2,.) (frac{1}{4},frac{1}{4},z) (frac{3}{4},frac{3}{4},bar{z}+frac{1}{2}) (frac{3}{4},frac{3}{4},bar{z}) (frac{1}{4},frac{1}{4},z+frac{1}{2})
8 (d) (2,.,.) (0,y,0) (frac{1}{2},bar{y},frac{1}{2}) (0,bar{y},0) (frac{1}{2},y,frac{1}{2})
8 (c) (bar{1}) (0,frac{1}{4},frac{1}{4}) (frac{1}{2},frac{3}{4},frac{1}{4}) (frac{1}{2},frac{3}{4},frac{3}{4}) (0,frac{1}{4},frac{3}{4})
4 (b) (2/m,.,.) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},frac{1}{2})
4 (a) (2/m,.,.) (0,0,0) (frac{1}{2},0,frac{1}{2})
307 64 (A 2_1/c 2/a 2/m)
(A 2_1/e 2/a 2/m)		 ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
16 (g) (1) (x,y,z) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z}) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z}) (bar{x},bar{y},z)
(bar{x},bar{y},bar{z}) (bar{x}+frac{1}{2},y+frac{1}{2},z) (x+frac{1}{2},bar{y}+frac{1}{2},z) (x,y,bar{z})
8 (f) (m,.,.) (x,y,0) (x+frac{1}{2},bar{y}+frac{1}{2},0) (bar{x}+frac{1}{2},y+frac{1}{2},0) (bar{x},bar{y},0)
8 (e) (.,2,.) (frac{3}{4},y,frac{1}{4}) (frac{1}{4},bar{y}+frac{1}{2},frac{3}{4}) (frac{1}{4},bar{y},frac{3}{4}) (frac{3}{4},y+frac{1}{2},frac{1}{4})
8 (d) (2,.,.) (0,0,z) (frac{1}{2},frac{1}{2},bar{z}) (0,0,bar{z}) (frac{1}{2},frac{1}{2},z)
8 (c) (bar{1}) (0,frac{1}{4},frac{1}{4}) (frac{1}{2},frac{1}{4},frac{3}{4}) (frac{1}{2},frac{3}{4},frac{3}{4}) (0,frac{3}{4},frac{1}{4})
4 (b) (2/m,.,.) (0,0,frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2})
4 (a) (2/m,.,.) (0,0,0) (frac{1}{2},frac{1}{2},0)
308 64 (B 2/b 2_1/c 2/m)
(B 2/b 2_1/e 2/m)		 ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
16 (g) (1) (x,y,z) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z}) (bar{x},bar{y},z)
(bar{x},bar{y},bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},z) (bar{x}+frac{1}{2},y+frac{1}{2},z) (x,y,bar{z})
8 (f) (m,.,.) (x,y,0) (bar{x}+frac{1}{2},y+frac{1}{2},0) (x+frac{1}{2},bar{y}+frac{1}{2},0) (bar{x},bar{y},0)
8 (e) (.,2,.) (x,frac{1}{4},frac{1}{4}) (bar{x}+frac{1}{2},frac{3}{4},frac{3}{4}) (bar{x},frac{3}{4},frac{3}{4}) (x+frac{1}{2},frac{1}{4},frac{1}{4})
8 (d) (2,.,.) (0,0,z) (frac{1}{2},frac{1}{2},bar{z}) (0,0,bar{z}) (frac{1}{2},frac{1}{2},z)
8 (c) (bar{1}) (frac{1}{4},0,frac{1}{4}) (frac{1}{4},frac{1}{2},frac{3}{4}) (frac{3}{4},frac{1}{2},frac{3}{4}) (frac{3}{4},0,frac{1}{4})
4 (b) (2/m,.,.) (0,0,frac{1}{2}) (frac{1}{2},frac{1}{2},frac{1}{2})
4 (a) (2/m,.,.) (0,0,0) (frac{1}{2},frac{1}{2},0)
309 64 (B 2/m 2_1/a 2/b)
(B 2/m 2_1/e 2/b)		 ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
16 (g) (1) (x,y,z) (bar{x},y+frac{1}{2},bar{z}+frac{1}{2}) (bar{x},bar{y}+frac{1}{2},z+frac{1}{2}) (x,bar{y},bar{z})
(bar{x},bar{y},bar{z}) (x,bar{y}+frac{1}{2},z+frac{1}{2}) (x,y+frac{1}{2},bar{z}+frac{1}{2}) (bar{x},y,z)
8 (f) (m,.,.) (0,y,z) (0,y+frac{1}{2},bar{z}+frac{1}{2}) (0,bar{y}+frac{1}{2},z+frac{1}{2}) (0,bar{y},bar{z})
8 (e) (.,2,.) (frac{1}{4},frac{3}{4},z) (frac{3}{4},frac{1}{4},bar{z}+frac{1}{2}) (frac{3}{4},frac{1}{4},bar{z}) (frac{1}{4},frac{3}{4},z+frac{1}{2})
8 (d) (2,.,.) (x,0,0) (bar{x},frac{1}{2},frac{1}{2}) (bar{x},0,0) (x,frac{1}{2},frac{1}{2})
8 (c) (bar{1}) (frac{1}{4},0,frac{1}{4}) (frac{3}{4},frac{1}{2},frac{1}{4}) (frac{3}{4},frac{1}{2},frac{3}{4}) (frac{1}{4},0,frac{3}{4})
4 (b) (2/m,.,.) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},frac{1}{2})
4 (a) (2/m,.,.) (0,0,0) (0,frac{1}{2},frac{1}{2})
310 65 (C 2/m 2/m 2/m) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
16 (r) (1) (x,y,z) (bar{x},bar{y},z) (bar{x},y,bar{z}) (x,bar{y},bar{z})
(bar{x},bar{y},bar{z}) (x,y,bar{z}) (x,bar{y},z) (bar{x},y,z)
8 (q) (.,.,m) (x,y,frac{1}{2}) (bar{x},bar{y},frac{1}{2}) (bar{x},y,frac{1}{2}) (x,bar{y},frac{1}{2})
8 (p) (.,.,m) (x,y,0) (bar{x},bar{y},0) (bar{x},y,0) (x,bar{y},0)
8 (o) (.,m,.) (x,0,z) (bar{x},0,z) (bar{x},0,bar{z}) (x,0,bar{z})
8 (n) (m,.,.) (0,y,z) (0,bar{y},z) (0,y,bar{z}) (0,bar{y},bar{z})
8 (m) (.,.,2) (frac{1}{4},frac{1}{4},z) (frac{3}{4},frac{1}{4},bar{z}) (frac{3}{4},frac{3}{4},bar{z}) (frac{1}{4},frac{3}{4},z)
4 (l) (m,m,2) (0,frac{1}{2},z) (0,frac{1}{2},bar{z})
4 (k) (m,m,2) (0,0,z) (0,0,bar{z})
4 (j) (m,2,m) (0,y,frac{1}{2}) (0,bar{y},frac{1}{2})
4 (i) (m,2,m) (0,y,0) (0,bar{y},0)
4 (h) (2,m,m) (x,0,frac{1}{2}) (bar{x},0,frac{1}{2})
4 (g) (2,m,m) (x,0,0) (bar{x},0,0)
4 (f) (.,.,2/m) (frac{1}{4},frac{1}{4},frac{1}{2}) (frac{3}{4},frac{1}{4},frac{1}{2})
4 (e) (.,.,2/m) (frac{1}{4},frac{1}{4},0) (frac{3}{4},frac{1}{4},0)
2 (d) (m,m,m) (0,0,frac{1}{2})
2 (c) (m,m,m) (frac{1}{2},0,frac{1}{2})
2 (b) (m,m,m) (frac{1}{2},0,0)
2 (a) (m,m,m) (0,0,0)
311 65 (A 2/m 2/m 2/m) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
16 (r) (1) (x,y,z) (x,bar{y},bar{z}) (bar{x},bar{y},z) (bar{x},y,bar{z})
(bar{x},bar{y},bar{z}) (bar{x},y,z) (x,y,bar{z}) (x,bar{y},z)
8 (q) (.,.,m) (frac{1}{2},y,z) (frac{1}{2},bar{y},bar{z}) (frac{1}{2},bar{y},z) (frac{1}{2},y,bar{z})
8 (p) (.,.,m) (0,y,z) (0,bar{y},bar{z}) (0,bar{y},z) (0,y,bar{z})
8 (o) (.,m,.) (x,y,0) (x,bar{y},0) (bar{x},bar{y},0) (bar{x},y,0)
8 (n) (m,.,.) (x,0,z) (x,0,bar{z}) (bar{x},0,z) (bar{x},0,bar{z})
8 (m) (.,.,2) (x,frac{1}{4},frac{1}{4}) (bar{x},frac{3}{4},frac{1}{4}) (bar{x},frac{3}{4},frac{3}{4}) (x,frac{1}{4},frac{3}{4})
4 (l) (m,m,2) (x,0,frac{1}{2}) (bar{x},0,frac{1}{2})
4 (k) (m,m,2) (x,0,0) (bar{x},0,0)
4 (j) (m,2,m) (frac{1}{2},0,z) (frac{1}{2},0,bar{z})
4 (i) (m,2,m) (0,0,z) (0,0,bar{z})
4 (h) (2,m,m) (frac{1}{2},y,0) (frac{1}{2},bar{y},0)
4 (g) (2,m,m) (0,y,0) (0,bar{y},0)
4 (f) (.,.,2/m) (frac{1}{2},frac{1}{4},frac{1}{4}) (frac{1}{2},frac{3}{4},frac{1}{4})
4 (e) (.,.,2/m) (0,frac{1}{4},frac{1}{4}) (0,frac{3}{4},frac{1}{4})
2 (d) (m,m,m) (frac{1}{2},0,0)
2 (c) (m,m,m) (frac{1}{2},frac{1}{2},0)
2 (b) (m,m,m) (0,frac{1}{2},0)
2 (a) (m,m,m) (0,0,0)
312 65 (B 2/m 2/m 2/m) ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
16 (r) (1) (x,y,z) (bar{x},y,bar{z}) (x,bar{y},bar{z}) (bar{x},bar{y},z)
(bar{x},bar{y},bar{z}) (x,bar{y},z) (bar{x},y,z) (x,y,bar{z})
8 (q) (.,.,m) (x,frac{1}{2},z) (bar{x},frac{1}{2},bar{z}) (x,frac{1}{2},bar{z}) (bar{x},frac{1}{2},z)
8 (p) (.,.,m) (x,0,z) (bar{x},0,bar{z}) (x,0,bar{z}) (bar{x},0,z)
8 (o) (.,m,.) (0,y,z) (0,y,bar{z}) (0,bar{y},bar{z}) (0,bar{y},z)
8 (n) (m,.,.) (x,y,0) (bar{x},y,0) (x,bar{y},0) (bar{x},bar{y},0)
8 (m) (.,.,2) (frac{1}{4},y,frac{1}{4}) (frac{1}{4},bar{y},frac{3}{4}) (frac{3}{4},bar{y},frac{3}{4}) (frac{3}{4},y,frac{1}{4})
4 (l) (m,m,2) (frac{1}{2},y,0) (frac{1}{2},bar{y},0)
4 (k) (m,m,2) (0,y,0) (0,bar{y},0)
4 (j) (m,2,m) (x,frac{1}{2},0) (bar{x},frac{1}{2},0)
4 (i) (m,2,m) (x,0,0) (bar{x},0,0)
4 (h) (2,m,m) (0,frac{1}{2},z) (0,frac{1}{2},bar{z})
4 (g) (2,m,m) (0,0,z) (0,0,bar{z})
4 (f) (.,.,2/m) (frac{1}{4},frac{1}{2},frac{1}{4}) (frac{1}{4},frac{1}{2},frac{3}{4})
4 (e) (.,.,2/m) (frac{1}{4},0,frac{1}{4}) (frac{1}{4},0,frac{3}{4})
2 (d) (m,m,m) (0,frac{1}{2},0)
2 (c) (m,m,m) (0,frac{1}{2},frac{1}{2})
2 (b) (m,m,m) (0,0,frac{1}{2})
2 (a) (m,m,m) (0,0,0)
313 66 (C 2/c 2/c 2/m) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
16 (m) (1) (x,y,z) (bar{x},bar{y},z) (bar{x},y,bar{z}+frac{1}{2}) (x,bar{y},bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (x,y,bar{z}) (x,bar{y},z+frac{1}{2}) (bar{x},y,z+frac{1}{2})
8 (l) (.,.,m) (x,y,0) (bar{x},bar{y},0) (bar{x},y,frac{1}{2}) (x,bar{y},frac{1}{2})
8 (k) (.,.,2) (frac{1}{4},frac{1}{4},z) (frac{3}{4},frac{1}{4},bar{z}+frac{1}{2}) (frac{3}{4},frac{3}{4},bar{z}) (frac{1}{4},frac{3}{4},z+frac{1}{2})
8 (j) (.,.,2) (0,frac{1}{2},z) (0,frac{1}{2},bar{z}+frac{1}{2}) (0,frac{1}{2},bar{z}) (0,frac{1}{2},z+frac{1}{2})
8 (i) (.,.,2) (0,0,z) (0,0,bar{z}+frac{1}{2}) (0,0,bar{z}) (0,0,z+frac{1}{2})
8 (h) (.,2,.) (0,y,frac{1}{4}) (0,bar{y},frac{1}{4}) (0,bar{y},frac{3}{4}) (0,y,frac{3}{4})
8 (g) (2,.,.) (x,0,frac{1}{4}) (bar{x},0,frac{1}{4}) (bar{x},0,frac{3}{4}) (x,0,frac{3}{4})
4 (f) (.,.,2/m) (frac{1}{4},frac{3}{4},0) (frac{3}{4},frac{3}{4},frac{1}{2})
4 (e) (.,.,2/m) (frac{1}{4},frac{1}{4},0) (frac{3}{4},frac{1}{4},frac{1}{2})
4 (d) (.,.,2/m) (0,frac{1}{2},0) (0,frac{1}{2},frac{1}{2})
4 (c) (.,.,2/m) (0,0,0) (0,0,frac{1}{2})
4 (b) (2,2,2) (0,frac{1}{2},frac{1}{4}) (0,frac{1}{2},frac{3}{4})
4 (a) (2,2,2) (0,0,frac{1}{4}) (0,0,frac{3}{4})
314 66 (A 2/m 2/a 2/a) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
16 (m) (1) (x,y,z) (x,bar{y},bar{z}) (bar{x}+frac{1}{2},bar{y},z) (bar{x}+frac{1}{2},y,bar{z})
(bar{x},bar{y},bar{z}) (bar{x},y,z) (x+frac{1}{2},y,bar{z}) (x+frac{1}{2},bar{y},z)
8 (l) (.,.,m) (0,y,z) (0,bar{y},bar{z}) (frac{1}{2},bar{y},z) (frac{1}{2},y,bar{z})
8 (k) (.,.,2) (x,frac{1}{4},frac{1}{4}) (bar{x}+frac{1}{2},frac{3}{4},frac{1}{4}) (bar{x},frac{3}{4},frac{3}{4}) (x+frac{1}{2},frac{1}{4},frac{3}{4})
8 (j) (.,.,2) (x,0,frac{1}{2}) (bar{x}+frac{1}{2},0,frac{1}{2}) (bar{x},0,frac{1}{2}) (x+frac{1}{2},0,frac{1}{2})
8 (i) (.,.,2) (x,0,0) (bar{x}+frac{1}{2},0,0) (bar{x},0,0) (x+frac{1}{2},0,0)
8 (h) (.,2,.) (frac{1}{4},0,z) (frac{1}{4},0,bar{z}) (frac{3}{4},0,bar{z}) (frac{3}{4},0,z)
8 (g) (2,.,.) (frac{1}{4},y,0) (frac{1}{4},bar{y},0) (frac{3}{4},bar{y},0) (frac{3}{4},y,0)
4 (f) (.,.,2/m) (0,frac{1}{4},frac{3}{4}) (frac{1}{2},frac{3}{4},frac{3}{4})
4 (e) (.,.,2/m) (0,frac{1}{4},frac{1}{4}) (frac{1}{2},frac{3}{4},frac{1}{4})
4 (d) (.,.,2/m) (0,0,frac{1}{2}) (frac{1}{2},0,frac{1}{2})
4 (c) (.,.,2/m) (0,0,0) (frac{1}{2},0,0)
4 (b) (2,2,2) (frac{1}{4},0,frac{1}{2}) (frac{3}{4},0,frac{1}{2})
4 (a) (2,2,2) (frac{1}{4},0,0) (frac{3}{4},0,0)
315 66 (B 2/b 2/m 2/b) ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
16 (m) (1) (x,y,z) (bar{x},y,bar{z}) (x,bar{y}+frac{1}{2},bar{z}) (bar{x},bar{y}+frac{1}{2},z)
(bar{x},bar{y},bar{z}) (x,bar{y},z) (bar{x},y+frac{1}{2},z) (x,y+frac{1}{2},bar{z})
8 (l) (.,.,m) (x,0,z) (bar{x},0,bar{z}) (x,frac{1}{2},bar{z}) (bar{x},frac{1}{2},z)
8 (k) (.,.,2) (frac{1}{4},y,frac{1}{4}) (frac{1}{4},bar{y}+frac{1}{2},frac{3}{4}) (frac{3}{4},bar{y},frac{3}{4}) (frac{3}{4},y+frac{1}{2},frac{1}{4})
8 (j) (.,.,2) (frac{1}{2},y,0) (frac{1}{2},bar{y}+frac{1}{2},0) (frac{1}{2},bar{y},0) (frac{1}{2},y+frac{1}{2},0)
8 (i) (.,.,2) (0,y,0) (0,bar{y}+frac{1}{2},0) (0,bar{y},0) (0,y+frac{1}{2},0)
8 (h) (.,2,.) (x,frac{1}{4},0) (bar{x},frac{1}{4},0) (bar{x},frac{3}{4},0) (x,frac{3}{4},0)
8 (g) (2,.,.) (0,frac{1}{4},z) (0,frac{1}{4},bar{z}) (0,frac{3}{4},bar{z}) (0,frac{3}{4},z)
4 (f) (.,.,2/m) (frac{3}{4},0,frac{1}{4}) (frac{3}{4},frac{1}{2},frac{3}{4})
4 (e) (.,.,2/m) (frac{1}{4},0,frac{1}{4}) (frac{1}{4},frac{1}{2},frac{3}{4})
4 (d) (.,.,2/m) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},0)
4 (c) (.,.,2/m) (0,0,0) (0,frac{1}{2},0)
4 (b) (2,2,2) (frac{1}{2},frac{1}{4},0) (frac{1}{2},frac{3}{4},0)
4 (a) (2,2,2) (0,frac{1}{4},0) (0,frac{3}{4},0)
316 67 (C 2/m 2/m 2/a)
(C 2/m 2/m 2/e)		 ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
16 (o) (1) (x,y,z) (bar{x},bar{y}+frac{1}{2},z) (bar{x},y+frac{1}{2},bar{z}) (x,bar{y},bar{z})
(bar{x},bar{y},bar{z}) (x,y+frac{1}{2},bar{z}) (x,bar{y}+frac{1}{2},z) (bar{x},y,z)
8 (n) (.,m,.) (x,frac{1}{4},z) (bar{x},frac{1}{4},z) (bar{x},frac{3}{4},bar{z}) (x,frac{3}{4},bar{z})
8 (m) (m,.,.) (0,y,z) (0,bar{y}+frac{1}{2},z) (0,y+frac{1}{2},bar{z}) (0,bar{y},bar{z})
8 (l) (.,.,2) (frac{1}{4},0,z) (frac{3}{4},frac{1}{2},bar{z}) (frac{3}{4},0,bar{z}) (frac{1}{4},frac{1}{2},z)
8 (k) (.,2,.) (frac{1}{4},y,frac{1}{2}) (frac{3}{4},bar{y}+frac{1}{2},frac{1}{2}) (frac{3}{4},bar{y},frac{1}{2}) (frac{1}{4},y+frac{1}{2},frac{1}{2})
8 (j) (.,2,.) (frac{1}{4},y,0) (frac{3}{4},bar{y}+frac{1}{2},0) (frac{3}{4},bar{y},0) (frac{1}{4},y+frac{1}{2},0)
8 (i) (2,.,.) (x,0,frac{1}{2}) (bar{x},frac{1}{2},frac{1}{2}) (bar{x},0,frac{1}{2}) (x,frac{1}{2},frac{1}{2})
8 (h) (2,.,.) (x,0,0) (bar{x},frac{1}{2},0) (bar{x},0,0) (x,frac{1}{2},0)
4 (g) (m,m,2) (0,frac{1}{4},z) (0,frac{3}{4},bar{z})
4 (f) (.,2/m,.) (frac{1}{4},frac{1}{4},frac{1}{2}) (frac{3}{4},frac{1}{4},frac{1}{2})
4 (e) (.,2/m,.) (frac{1}{4},frac{1}{4},0) (frac{3}{4},frac{1}{4},0)
4 (d) (2/m,.,.) (0,0,frac{1}{2}) (0,frac{1}{2},frac{1}{2})
4 (c) (2/m,.,.) (0,0,0) (0,frac{1}{2},0)
4 (b) (2,2,2) (frac{1}{4},0,frac{1}{2}) (frac{3}{4},0,frac{1}{2})
4 (a) (2,2,2) (frac{1}{4},0,0) (frac{3}{4},0,0)
317 67 (C 2/m 2/m 2/b)
(C 2/m 2/m 2/e)		 ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
16 (o) (1) (x,y,z) (bar{x}+frac{1}{2},bar{y},z) (x+frac{1}{2},bar{y},bar{z}) (bar{x},y,bar{z})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},y,bar{z}) (bar{x}+frac{1}{2},y,z) (x,bar{y},z)
8 (n) (.,m,.) (frac{1}{4},y,z) (frac{1}{4},bar{y},z) (frac{3}{4},bar{y},bar{z}) (frac{3}{4},y,bar{z})
8 (m) (m,.,.) (x,0,z) (bar{x}+frac{1}{2},0,z) (x+frac{1}{2},0,bar{z}) (bar{x},0,bar{z})
8 (l) (.,.,2) (0,frac{1}{4},z) (frac{1}{2},frac{3}{4},bar{z}) (0,frac{3}{4},bar{z}) (frac{1}{2},frac{1}{4},z)
8 (k) (.,2,.) (x,frac{1}{4},frac{1}{2}) (bar{x}+frac{1}{2},frac{3}{4},frac{1}{2}) (bar{x},frac{3}{4},frac{1}{2}) (x+frac{1}{2},frac{1}{4},frac{1}{2})
8 (j) (.,2,.) (x,frac{1}{4},0) (bar{x}+frac{1}{2},frac{3}{4},0) (bar{x},frac{3}{4},0) (x+frac{1}{2},frac{1}{4},0)
8 (i) (2,.,.) (0,y,frac{1}{2}) (frac{1}{2},bar{y},frac{1}{2}) (0,bar{y},frac{1}{2}) (frac{1}{2},y,frac{1}{2})
8 (h) (2,.,.) (0,y,0) (frac{1}{2},bar{y},0) (0,bar{y},0) (frac{1}{2},y,0)
4 (g) (m,m,2) (frac{1}{4},0,z) (frac{3}{4},0,bar{z})
4 (f) (.,2/m,.) (frac{1}{4},frac{1}{4},frac{1}{2}) (frac{1}{4},frac{3}{4},frac{1}{2})
4 (e) (.,2/m,.) (frac{1}{4},frac{1}{4},0) (frac{1}{4},frac{3}{4},0)
4 (d) (2/m,.,.) (0,0,frac{1}{2}) (frac{1}{2},0,frac{1}{2})
4 (c) (2/m,.,.) (0,0,0) (frac{1}{2},0,0)
4 (b) (2,2,2) (0,frac{1}{4},frac{1}{2}) (0,frac{3}{4},frac{1}{2})
4 (a) (2,2,2) (0,frac{1}{4},0) (0,frac{3}{4},0)
318 67 (A 2/b 2/m 2/m)
(A 2/e 2/m 2/m)		 ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
16 (o) (1) (x,y,z) (x,bar{y},bar{z}+frac{1}{2}) (bar{x},bar{y},z+frac{1}{2}) (bar{x},y,bar{z})
(bar{x},bar{y},bar{z}) (bar{x},y,z+frac{1}{2}) (x,y,bar{z}+frac{1}{2}) (x,bar{y},z)
8 (n) (.,m,.) (x,y,frac{1}{4}) (x,bar{y},frac{1}{4}) (bar{x},bar{y},frac{3}{4}) (bar{x},y,frac{3}{4})
8 (m) (m,.,.) (x,0,z) (x,0,bar{z}+frac{1}{2}) (bar{x},0,z+frac{1}{2}) (bar{x},0,bar{z})
8 (l) (.,.,2) (x,frac{1}{4},0) (bar{x},frac{3}{4},frac{1}{2}) (bar{x},frac{3}{4},0) (x,frac{1}{4},frac{1}{2})
8 (k) (.,2,.) (frac{1}{2},frac{1}{4},z) (frac{1}{2},frac{3}{4},bar{z}+frac{1}{2}) (frac{1}{2},frac{3}{4},bar{z}) (frac{1}{2},frac{1}{4},z+frac{1}{2})
8 (j) (.,2,.) (0,frac{1}{4},z) (0,frac{3}{4},bar{z}+frac{1}{2}) (0,frac{3}{4},bar{z}) (0,frac{1}{4},z+frac{1}{2})
8 (i) (2,.,.) (frac{1}{2},y,0) (frac{1}{2},bar{y},frac{1}{2}) (frac{1}{2},bar{y},0) (frac{1}{2},y,frac{1}{2})
8 (h) (2,.,.) (0,y,0) (0,bar{y},frac{1}{2}) (0,bar{y},0) (0,y,frac{1}{2})
4 (g) (m,m,2) (x,0,frac{1}{4}) (bar{x},0,frac{3}{4})
4 (f) (.,2/m,.) (frac{1}{2},frac{1}{4},frac{1}{4}) (frac{1}{2},frac{3}{4},frac{1}{4})
4 (e) (.,2/m,.) (0,frac{1}{4},frac{1}{4}) (0,frac{3}{4},frac{1}{4})
4 (d) (2/m,.,.) (frac{1}{2},0,0) (frac{1}{2},0,frac{1}{2})
4 (c) (2/m,.,.) (0,0,0) (0,0,frac{1}{2})
4 (b) (2,2,2) (frac{1}{2},frac{1}{4},0) (frac{1}{2},frac{3}{4},0)
4 (a) (2,2,2) (0,frac{1}{4},0) (0,frac{3}{4},0)
319 67 (A 2/c 2/m 2/m)
(A 2/e 2/m 2/m)		 ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
16 (o) (1) (x,y,z) (x,bar{y}+frac{1}{2},bar{z}) (bar{x},y+frac{1}{2},bar{z}) (bar{x},bar{y},z)
(bar{x},bar{y},bar{z}) (bar{x},y+frac{1}{2},z) (x,bar{y}+frac{1}{2},z) (x,y,bar{z})
8 (n) (.,m,.) (x,frac{1}{4},z) (x,frac{1}{4},bar{z}) (bar{x},frac{3}{4},bar{z}) (bar{x},frac{3}{4},z)
8 (m) (m,.,.) (x,y,0) (x,bar{y}+frac{1}{2},0) (bar{x},y+frac{1}{2},0) (bar{x},bar{y},0)
8 (l) (.,.,2) (x,0,frac{1}{4}) (bar{x},frac{1}{2},frac{3}{4}) (bar{x},0,frac{3}{4}) (x,frac{1}{2},frac{1}{4})
8 (k) (.,2,.) (frac{1}{2},y,frac{1}{4}) (frac{1}{2},bar{y}+frac{1}{2},frac{3}{4}) (frac{1}{2},bar{y},frac{3}{4}) (frac{1}{2},y+frac{1}{2},frac{1}{4})
8 (j) (.,2,.) (0,y,frac{1}{4}) (0,bar{y}+frac{1}{2},frac{3}{4}) (0,bar{y},frac{3}{4}) (0,y+frac{1}{2},frac{1}{4})
8 (i) (2,.,.) (frac{1}{2},0,z) (frac{1}{2},frac{1}{2},bar{z}) (frac{1}{2},0,bar{z}) (frac{1}{2},frac{1}{2},z)
8 (h) (2,.,.) (0,0,z) (0,frac{1}{2},bar{z}) (0,0,bar{z}) (0,frac{1}{2},z)
4 (g) (m,m,2) (x,frac{1}{4},0) (bar{x},frac{3}{4},0)
4 (f) (.,2/m,.) (frac{1}{2},frac{1}{4},frac{1}{4}) (frac{1}{2},frac{1}{4},frac{3}{4})
4 (e) (.,2/m,.) (0,frac{1}{4},frac{1}{4}) (0,frac{1}{4},frac{3}{4})
4 (d) (2/m,.,.) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},0)
4 (c) (2/m,.,.) (0,0,0) (0,frac{1}{2},0)
4 (b) (2,2,2) (frac{1}{2},0,frac{1}{4}) (frac{1}{2},0,frac{3}{4})
4 (a) (2,2,2) (0,0,frac{1}{4}) (0,0,frac{3}{4})
320 67 (B 2/m 2/c 2/m)
(B 2/m 2/e 2/m)		 ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
16 (o) (1) (x,y,z) (bar{x}+frac{1}{2},y,bar{z}) (x+frac{1}{2},bar{y},bar{z}) (bar{x},bar{y},z)
(bar{x},bar{y},bar{z}) (x+frac{1}{2},bar{y},z) (bar{x}+frac{1}{2},y,z) (x,y,bar{z})
8 (n) (.,m,.) (frac{1}{4},y,z) (frac{1}{4},y,bar{z}) (frac{3}{4},bar{y},bar{z}) (frac{3}{4},bar{y},z)
8 (m) (m,.,.) (x,y,0) (bar{x}+frac{1}{2},y,0) (x+frac{1}{2},bar{y},0) (bar{x},bar{y},0)
8 (l) (.,.,2) (0,y,frac{1}{4}) (frac{1}{2},bar{y},frac{3}{4}) (0,bar{y},frac{3}{4}) (frac{1}{2},y,frac{1}{4})
8 (k) (.,2,.) (x,frac{1}{2},frac{1}{4}) (bar{x}+frac{1}{2},frac{1}{2},frac{3}{4}) (bar{x},frac{1}{2},frac{3}{4}) (x+frac{1}{2},frac{1}{2},frac{1}{4})
8 (j) (.,2,.) (x,0,frac{1}{4}) (bar{x}+frac{1}{2},0,frac{3}{4}) (bar{x},0,frac{3}{4}) (x+frac{1}{2},0,frac{1}{4})
8 (i) (2,.,.) (0,frac{1}{2},z) (frac{1}{2},frac{1}{2},bar{z}) (0,frac{1}{2},bar{z}) (frac{1}{2},frac{1}{2},z)
8 (h) (2,.,.) (0,0,z) (frac{1}{2},0,bar{z}) (0,0,bar{z}) (frac{1}{2},0,z)
4 (g) (m,m,2) (frac{1}{4},y,0) (frac{3}{4},bar{y},0)
4 (f) (.,2/m,.) (frac{1}{4},frac{1}{2},frac{1}{4}) (frac{1}{4},frac{1}{2},frac{3}{4})
4 (e) (.,2/m,.) (frac{1}{4},0,frac{1}{4}) (frac{1}{4},0,frac{3}{4})
4 (d) (2/m,.,.) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},0)
4 (c) (2/m,.,.) (0,0,0) (frac{1}{2},0,0)
4 (b) (2,2,2) (0,frac{1}{2},frac{1}{4}) (0,frac{1}{2},frac{3}{4})
4 (a) (2,2,2) (0,0,frac{1}{4}) (0,0,frac{3}{4})
321 67 (B 2/m 2/a 2/m)
(B 2/m 2/e 2/m)		 ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
16 (o) (1) (x,y,z) (bar{x},y,bar{z}+frac{1}{2}) (bar{x},bar{y},z+frac{1}{2}) (x,bar{y},bar{z})
(bar{x},bar{y},bar{z}) (x,bar{y},z+frac{1}{2}) (x,y,bar{z}+frac{1}{2}) (bar{x},y,z)
8 (n) (.,m,.) (x,y,frac{1}{4}) (bar{x},y,frac{1}{4}) (bar{x},bar{y},frac{3}{4}) (x,bar{y},frac{3}{4})
8 (m) (m,.,.) (0,y,z) (0,y,bar{z}+frac{1}{2}) (0,bar{y},z+frac{1}{2}) (0,bar{y},bar{z})
8 (l) (.,.,2) (frac{1}{4},y,0) (frac{3}{4},bar{y},frac{1}{2}) (frac{3}{4},bar{y},0) (frac{1}{4},y,frac{1}{2})
8 (k) (.,2,.) (frac{1}{4},frac{1}{2},z) (frac{3}{4},frac{1}{2},bar{z}+frac{1}{2}) (frac{3}{4},frac{1}{2},bar{z}) (frac{1}{4},frac{1}{2},z+frac{1}{2})
8 (j) (.,2,.) (frac{1}{4},0,z) (frac{3}{4},0,bar{z}+frac{1}{2}) (frac{3}{4},0,bar{z}) (frac{1}{4},0,z+frac{1}{2})
8 (i) (2,.,.) (x,frac{1}{2},0) (bar{x},frac{1}{2},frac{1}{2}) (bar{x},frac{1}{2},0) (x,frac{1}{2},frac{1}{2})
8 (h) (2,.,.) (x,0,0) (bar{x},0,frac{1}{2}) (bar{x},0,0) (x,0,frac{1}{2})
4 (g) (m,m,2) (0,y,frac{1}{4}) (0,bar{y},frac{3}{4})
4 (f) (.,2/m,.) (frac{1}{4},frac{1}{2},frac{1}{4}) (frac{3}{4},frac{1}{2},frac{1}{4})
4 (e) (.,2/m,.) (frac{1}{4},0,frac{1}{4}) (frac{3}{4},0,frac{1}{4})
4 (d) (2/m,.,.) (0,frac{1}{2},0) (0,frac{1}{2},frac{1}{2})
4 (c) (2/m,.,.) (0,0,0) (0,0,frac{1}{2})
4 (b) (2,2,2) (frac{1}{4},frac{1}{2},0) (frac{3}{4},frac{1}{2},0)
4 (a) (2,2,2) (frac{1}{4},0,0) (frac{3}{4},0,0)
322 68 (C 2/c 2/c 2/a)
(C 2/c 2/c 2/e)		 ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
16 (i) (1) (x,y,z) (bar{x}+frac{1}{2},bar{y}+frac{1}{2},z) (bar{x},y,bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z})
(bar{x},bar{y}+frac{1}{2},bar{z}+frac{1}{2}) (x+frac{1}{2},y,bar{z}+frac{1}{2}) (x,bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x}+frac{1}{2},y,z+frac{1}{2})
8 (h) (.,.,2) (frac{1}{4},frac{1}{4},z) (frac{3}{4},frac{1}{4},bar{z}) (frac{3}{4},frac{1}{4},bar{z}+frac{1}{2}) (frac{1}{4},frac{1}{4},z+frac{1}{2})
8 (g) (.,.,2) (0,0,z) (0,0,bar{z}) (0,frac{1}{2},bar{z}+frac{1}{2}) (0,frac{1}{2},z+frac{1}{2})
8 (f) (.,2,.) (0,y,0) (frac{1}{2},bar{y}+frac{1}{2},0) (0,bar{y}+frac{1}{2},frac{1}{2}) (frac{1}{2},y,frac{1}{2})
8 (e) (2,.,.) (x,0,0) (bar{x}+frac{1}{2},frac{1}{2},0) (bar{x},frac{1}{2},frac{1}{2}) (x+frac{1}{2},0,frac{1}{2})
8 (d) (bar{1}) (0,frac{1}{4},frac{1}{4}) (frac{1}{2},frac{1}{4},frac{1}{4}) (0,frac{1}{4},frac{3}{4}) (frac{1}{2},frac{1}{4},frac{3}{4})
8 (c) (bar{1}) (frac{1}{4},0,frac{1}{4}) (frac{1}{4},frac{1}{2},frac{1}{4}) (frac{3}{4},0,frac{3}{4}) (frac{3}{4},frac{1}{2},frac{3}{4})
4 (b) (2,2,2) (0,0,frac{1}{2}) (0,frac{1}{2},0)
4 (a) (2,2,2) (0,0,0) (0,frac{1}{2},frac{1}{2})
323 68 (C 2/c 2/c 2/a)
(C 2/c 2/c 2/e)		 ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
16 (i) (1) (x,y,z) (bar{x}+frac{1}{2},bar{y},z) (bar{x},y,bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y},bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},y,bar{z}) (x,bar{y},z+frac{1}{2}) (bar{x}+frac{1}{2},y,z+frac{1}{2})
8 (h) (.,.,2) (frac{1}{4},0,z) (frac{3}{4},0,bar{z}+frac{1}{2}) (frac{3}{4},0,bar{z}) (frac{1}{4},0,z+frac{1}{2})
8 (g) (.,.,2) (0,frac{1}{4},z) (0,frac{1}{4},bar{z}+frac{1}{2}) (0,frac{3}{4},bar{z}) (0,frac{3}{4},z+frac{1}{2})
8 (f) (.,2,.) (0,y,frac{1}{4}) (frac{1}{2},bar{y},frac{1}{4}) (0,bar{y},frac{3}{4}) (frac{1}{2},y,frac{3}{4})
8 (e) (2,.,.) (x,frac{1}{4},frac{1}{4}) (bar{x}+frac{1}{2},frac{3}{4},frac{1}{4}) (bar{x},frac{3}{4},frac{3}{4}) (x+frac{1}{2},frac{1}{4},frac{3}{4})
8 (d) (bar{1}) (0,0,0) (frac{1}{2},0,0) (0,0,frac{1}{2}) (frac{1}{2},0,frac{1}{2})
8 (c) (bar{1}) (frac{1}{4},frac{3}{4},0) (frac{1}{4},frac{1}{4},0) (frac{3}{4},frac{3}{4},frac{1}{2}) (frac{3}{4},frac{1}{4},frac{1}{2})
4 (b) (2,2,2) (0,frac{1}{4},frac{3}{4}) (0,frac{3}{4},frac{1}{4})
4 (a) (2,2,2) (0,frac{1}{4},frac{1}{4}) (0,frac{3}{4},frac{3}{4})
324 68 (C 2/c 2/c 2/b)
(C 2/c 2/c 2/e)		 ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
16 (i) (1) (x,y,z) (bar{x}+frac{1}{2},bar{y}+frac{1}{2},z) (x,bar{y},bar{z}) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z})
(bar{x}+frac{1}{2},bar{y},bar{z}+frac{1}{2}) (x,y+frac{1}{2},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},y,z+frac{1}{2}) (x,bar{y}+frac{1}{2},z+frac{1}{2})
8 (h) (.,.,2) (frac{1}{4},frac{1}{4},z) (frac{1}{4},frac{3}{4},bar{z}) (frac{1}{4},frac{3}{4},bar{z}+frac{1}{2}) (frac{1}{4},frac{1}{4},z+frac{1}{2})
8 (g) (.,.,2) (0,0,z) (0,0,bar{z}) (frac{1}{2},0,bar{z}+frac{1}{2}) (frac{1}{2},0,z+frac{1}{2})
8 (f) (.,2,.) (x,0,0) (bar{x}+frac{1}{2},frac{1}{2},0) (bar{x}+frac{1}{2},0,frac{1}{2}) (x,frac{1}{2},frac{1}{2})
8 (e) (2,.,.) (0,y,0) (frac{1}{2},bar{y}+frac{1}{2},0) (frac{1}{2},bar{y},frac{1}{2}) (0,y+frac{1}{2},frac{1}{2})
8 (d) (bar{1}) (frac{1}{4},0,frac{3}{4}) (frac{1}{4},frac{1}{2},frac{3}{4}) (frac{1}{4},0,frac{1}{4}) (frac{1}{4},frac{1}{2},frac{1}{4})
8 (c) (bar{1}) (0,frac{1}{4},frac{3}{4}) (frac{1}{2},frac{1}{4},frac{3}{4}) (0,frac{3}{4},frac{1}{4}) (frac{1}{2},frac{3}{4},frac{1}{4})
4 (b) (2,2,2) (0,0,frac{1}{2}) (frac{1}{2},0,0)
4 (a) (2,2,2) (0,0,0) (frac{1}{2},0,frac{1}{2})
325 68 (C 2/c 2/c 2/b)
(C 2/c 2/c 2/e)		 ((0,0,0)+) ( (frac{1}{2},frac{1}{2},0)+ )
16 (i) (1) (x,y,z) (bar{x},bar{y}+frac{1}{2},z) (x,bar{y},bar{z}+frac{1}{2}) (bar{x},y+frac{1}{2},bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (x,y+frac{1}{2},bar{z}) (bar{x},y,z+frac{1}{2}) (x,bar{y}+frac{1}{2},z+frac{1}{2})
8 (h) (.,.,2) (0,frac{1}{4},z) (0,frac{3}{4},bar{z}+frac{1}{2}) (0,frac{3}{4},bar{z}) (0,frac{1}{4},z+frac{1}{2})
8 (g) (.,.,2) (frac{1}{4},0,z) (frac{1}{4},0,bar{z}+frac{1}{2}) (frac{3}{4},0,bar{z}) (frac{3}{4},0,z+frac{1}{2})
8 (f) (.,2,.) (x,0,frac{3}{4}) (bar{x},frac{1}{2},frac{3}{4}) (bar{x},0,frac{1}{4}) (x,frac{1}{2},frac{1}{4})
8 (e) (2,.,.) (frac{1}{4},y,frac{3}{4}) (frac{3}{4},bar{y}+frac{1}{2},frac{3}{4}) (frac{3}{4},bar{y},frac{1}{4}) (frac{1}{4},y+frac{1}{2},frac{1}{4})
8 (d) (bar{1}) (0,0,0) (0,frac{1}{2},0) (0,0,frac{1}{2}) (0,frac{1}{2},frac{1}{2})
8 (c) (bar{1}) (frac{3}{4},frac{1}{4},0) (frac{1}{4},frac{1}{4},0) (frac{3}{4},frac{3}{4},frac{1}{2}) (frac{1}{4},frac{3}{4},frac{1}{2})
4 (b) (2,2,2) (frac{1}{4},0,frac{1}{4}) (frac{3}{4},0,frac{3}{4})
4 (a) (2,2,2) (frac{1}{4},0,frac{3}{4}) (frac{3}{4},0,frac{1}{4})
326 68 (A 2/b 2/a 2/a)
(A 2/e 2/a 2/a)		 ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
16 (i) (1) (x,y,z) (x,bar{y}+frac{1}{2},bar{z}+frac{1}{2}) (bar{x},bar{y},z) (bar{x},y+frac{1}{2},bar{z}+frac{1}{2})
(bar{x}+frac{1}{2},bar{y},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},y+frac{1}{2},z) (x+frac{1}{2},y,bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},z)
8 (h) (.,.,2) (x,frac{1}{4},frac{1}{4}) (bar{x},frac{3}{4},frac{1}{4}) (bar{x}+frac{1}{2},frac{3}{4},frac{1}{4}) (x+frac{1}{2},frac{1}{4},frac{1}{4})
8 (g) (.,.,2) (x,0,0) (bar{x},0,0) (bar{x}+frac{1}{2},0,frac{1}{2}) (x+frac{1}{2},0,frac{1}{2})
8 (f) (.,2,.) (0,0,z) (0,frac{1}{2},bar{z}+frac{1}{2}) (frac{1}{2},0,bar{z}+frac{1}{2}) (frac{1}{2},frac{1}{2},z)
8 (e) (2,.,.) (0,y,0) (0,bar{y}+frac{1}{2},frac{1}{2}) (frac{1}{2},bar{y},frac{1}{2}) (frac{1}{2},y+frac{1}{2},0)
8 (d) (bar{1}) (frac{1}{4},0,frac{1}{4}) (frac{1}{4},frac{1}{2},frac{1}{4}) (frac{3}{4},0,frac{1}{4}) (frac{3}{4},frac{1}{2},frac{1}{4})
8 (c) (bar{1}) (frac{1}{4},frac{1}{4},0) (frac{1}{4},frac{1}{4},frac{1}{2}) (frac{3}{4},frac{3}{4},0) (frac{3}{4},frac{3}{4},frac{1}{2})
4 (b) (2,2,2) (frac{1}{2},0,0) (0,0,frac{1}{2})
4 (a) (2,2,2) (0,0,0) (frac{1}{2},0,frac{1}{2})
327 68 (A 2/e 2/a 2/a)
(A 2/b 2/a 2/a)		 ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
16 (i) (1) (x,y,z) (x,bar{y}+frac{1}{2},bar{z}) (bar{x}+frac{1}{2},bar{y},z) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z})
(bar{x},bar{y},bar{z}) (bar{x},y+frac{1}{2},z) (x+frac{1}{2},y,bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},z)
8 (h) (.,.,2) (x,frac{1}{4},0) (bar{x}+frac{1}{2},frac{3}{4},0) (bar{x},frac{3}{4},0) (x+frac{1}{2},frac{1}{4},0)
8 (g) (.,.,2) (x,0,frac{1}{4}) (bar{x}+frac{1}{2},0,frac{1}{4}) (bar{x},0,frac{3}{4}) (x+frac{1}{2},0,frac{3}{4})
8 (f) (.,2,.) (frac{1}{4},0,z) (frac{1}{4},frac{1}{2},bar{z}) (frac{3}{4},0,bar{z}) (frac{3}{4},frac{1}{2},z)
8 (e) (2,.,.) (frac{1}{4},y,frac{1}{4}) (frac{1}{4},bar{y}+frac{1}{2},frac{3}{4}) (frac{3}{4},bar{y},frac{3}{4}) (frac{3}{4},y+frac{1}{2},frac{1}{4})
8 (d) (bar{1}) (0,0,0) (0,frac{1}{2},0) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},0)
8 (c) (bar{1}) (0,frac{1}{4},frac{3}{4}) (0,frac{1}{4},frac{1}{4}) (frac{1}{2},frac{3}{4},frac{3}{4}) (frac{1}{2},frac{3}{4},frac{1}{4})
4 (b) (2,2,2) (frac{3}{4},0,frac{1}{4}) (frac{1}{4},0,frac{3}{4})
4 (a) (2,2,2) (frac{1}{4},0,frac{1}{4}) (frac{3}{4},0,frac{3}{4})
328 68 (A 2/c 2/a 2/a)
(A 2/e 2/a 2/a)		 ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
16 (i) (1) (x,y,z) (x,bar{y}+frac{1}{2},bar{z}+frac{1}{2}) (bar{x},y,bar{z}) (bar{x},bar{y}+frac{1}{2},z+frac{1}{2})
(bar{x}+frac{1}{2},bar{y}+frac{1}{2},bar{z}) (bar{x}+frac{1}{2},y,z+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},z) (x+frac{1}{2},y,bar{z}+frac{1}{2})
8 (h) (.,.,2) (x,frac{1}{4},frac{1}{4}) (bar{x},frac{1}{4},frac{3}{4}) (bar{x}+frac{1}{2},frac{1}{4},frac{3}{4}) (x+frac{1}{2},frac{1}{4},frac{1}{4})
8 (g) (.,.,2) (x,0,0) (bar{x},0,0) (bar{x}+frac{1}{2},frac{1}{2},0) (x+frac{1}{2},frac{1}{2},0)
8 (f) (.,2,.) (0,y,0) (0,bar{y}+frac{1}{2},frac{1}{2}) (frac{1}{2},bar{y}+frac{1}{2},0) (frac{1}{2},y,frac{1}{2})
8 (e) (2,.,.) (0,0,z) (0,frac{1}{2},bar{z}+frac{1}{2}) (frac{1}{2},frac{1}{2},bar{z}) (frac{1}{2},0,z+frac{1}{2})
8 (d) (bar{1}) (frac{3}{4},frac{1}{4},0) (frac{3}{4},frac{1}{4},frac{1}{2}) (frac{1}{4},frac{1}{4},0) (frac{1}{4},frac{1}{4},frac{1}{2})
8 (c) (bar{1}) (frac{3}{4},0,frac{1}{4}) (frac{3}{4},frac{1}{2},frac{1}{4}) (frac{1}{4},0,frac{3}{4}) (frac{1}{4},frac{1}{2},frac{3}{4})
4 (b) (2,2,2) (frac{1}{2},0,0) (0,frac{1}{2},0)
4 (a) (2,2,2) (0,0,0) (frac{1}{2},frac{1}{2},0)
329 68 (A 2/c 2/a 2/a)
(A 2/e 2/a 2/a)		 ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ )
16 (i) (1) (x,y,z) (x,bar{y},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},y,bar{z}) (bar{x}+frac{1}{2},bar{y},z+frac{1}{2})
(bar{x},bar{y},bar{z}) (bar{x},y,z+frac{1}{2}) (x+frac{1}{2},bar{y},z) (x+frac{1}{2},y,bar{z}+frac{1}{2})
8 (h) (.,.,2) (x,0,frac{1}{4}) (bar{x}+frac{1}{2},0,frac{3}{4}) (bar{x},0,frac{3}{4}) (x+frac{1}{2},0,frac{1}{4})
8 (g) (.,.,2) (x,frac{1}{4},0) (bar{x}+frac{1}{2},frac{1}{4},0) (bar{x},frac{3}{4},0) (x+frac{1}{2},frac{3}{4},0)
8 (f) (.,2,.) (frac{3}{4},y,0) (frac{3}{4},bar{y},frac{1}{2}) (frac{1}{4},bar{y},0) (frac{1}{4},y,frac{1}{2})
8 (e) (2,.,.) (frac{3}{4},frac{1}{4},z) (frac{3}{4},frac{3}{4},bar{z}+frac{1}{2}) (frac{1}{4},frac{3}{4},bar{z}) (frac{1}{4},frac{1}{4},z+frac{1}{2})
8 (d) (bar{1}) (0,0,0) (0,0,frac{1}{2}) (frac{1}{2},0,0) (frac{1}{2},0,frac{1}{2})
8 (c) (bar{1}) (0,frac{3}{4},frac{1}{4}) (0,frac{1}{4},frac{1}{4}) (frac{1}{2},frac{3}{4},frac{3}{4}) (frac{1}{2},frac{1}{4},frac{3}{4})
4 (b) (2,2,2) (frac{1}{4},frac{1}{4},0) (frac{3}{4},frac{3}{4},0)
4 (a) (2,2,2) (frac{3}{4},frac{1}{4},0) (frac{1}{4},frac{3}{4},0)
330 68 (B 2/b 2/c 2/b)
(B 2/b 2/e 2/b)		 ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
16 (i) (1) (x,y,z) (bar{x}+frac{1}{2},y,bar{z}+frac{1}{2}) (x,bar{y},bar{z}) (bar{x}+frac{1}{2},bar{y},z+frac{1}{2})
(bar{x}+frac{1}{2},bar{y}+frac{1}{2},bar{z}) (x,bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x}+frac{1}{2},y+frac{1}{2},z) (x,y+frac{1}{2},bar{z}+frac{1}{2})
8 (h) (.,.,2) (frac{1}{4},y,frac{1}{4}) (frac{1}{4},bar{y},frac{3}{4}) (frac{1}{4},bar{y}+frac{1}{2},frac{3}{4}) (frac{1}{4},y+frac{1}{2},frac{1}{4})
8 (g) (.,.,2) (0,y,0) (0,bar{y},0) (frac{1}{2},bar{y}+frac{1}{2},0) (frac{1}{2},y+frac{1}{2},0)
8 (f) (.,2,.) (x,0,0) (bar{x}+frac{1}{2},0,frac{1}{2}) (bar{x}+frac{1}{2},frac{1}{2},0) (x,frac{1}{2},frac{1}{2})
8 (e) (2,.,.) (0,0,z) (frac{1}{2},0,bar{z}+frac{1}{2}) (frac{1}{2},frac{1}{2},bar{z}) (0,frac{1}{2},z+frac{1}{2})
8 (d) (bar{1}) (frac{1}{4},frac{1}{4},0) (frac{1}{4},frac{1}{4},frac{1}{2}) (frac{1}{4},frac{3}{4},0) (frac{1}{4},frac{3}{4},frac{1}{2})
8 (c) (bar{1}) (0,frac{1}{4},frac{1}{4}) (frac{1}{2},frac{1}{4},frac{1}{4}) (0,frac{3}{4},frac{3}{4}) (frac{1}{2},frac{3}{4},frac{3}{4})
4 (b) (2,2,2) (0,frac{1}{2},0) (frac{1}{2},0,0)
4 (a) (2,2,2) (0,0,0) (frac{1}{2},frac{1}{2},0)
331 68 (B 2/b 2/c 2/b)
(B 2/b 2/e 2/b)		 ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
16 (i) (1) (x,y,z) (bar{x},y,bar{z}+frac{1}{2}) (x,bar{y}+frac{1}{2},bar{z}) (bar{x},bar{y}+frac{1}{2},z+frac{1}{2})
(bar{x},bar{y},bar{z}) (x,bar{y},z+frac{1}{2}) (bar{x},y+frac{1}{2},z) (x,y+frac{1}{2},bar{z}+frac{1}{2})
8 (h) (.,.,2) (0,y,frac{1}{4}) (0,bar{y}+frac{1}{2},frac{3}{4}) (0,bar{y},frac{3}{4}) (0,y+frac{1}{2},frac{1}{4})
8 (g) (.,.,2) (frac{1}{4},y,0) (frac{1}{4},bar{y}+frac{1}{2},0) (frac{3}{4},bar{y},0) (frac{3}{4},y+frac{1}{2},0)
8 (f) (.,2,.) (x,frac{1}{4},0) (bar{x},frac{1}{4},frac{1}{2}) (bar{x},frac{3}{4},0) (x,frac{3}{4},frac{1}{2})
8 (e) (2,.,.) (frac{1}{4},frac{1}{4},z) (frac{3}{4},frac{1}{4},bar{z}+frac{1}{2}) (frac{3}{4},frac{3}{4},bar{z}) (frac{1}{4},frac{3}{4},z+frac{1}{2})
8 (d) (bar{1}) (0,0,0) (0,0,frac{1}{2}) (0,frac{1}{2},0) (0,frac{1}{2},frac{1}{2})
8 (c) (bar{1}) (frac{3}{4},0,frac{1}{4}) (frac{1}{4},0,frac{1}{4}) (frac{3}{4},frac{1}{2},frac{3}{4}) (frac{1}{4},frac{1}{2},frac{3}{4})
4 (b) (2,2,2) (frac{1}{4},frac{3}{4},0) (frac{3}{4},frac{1}{4},0)
4 (a) (2,2,2) (frac{1}{4},frac{1}{4},0) (frac{3}{4},frac{3}{4},0)
332 68 (B 2/b 2/a 2/b) ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
16 (i) (1) (x,y,z) (bar{x}+frac{1}{2},y,bar{z}+frac{1}{2}) (bar{x},bar{y},z) (x+frac{1}{2},bar{y},bar{z}+frac{1}{2})
(bar{x},bar{y}+frac{1}{2},bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},z) (x,y+frac{1}{2},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},y+frac{1}{2},z)
8 (h) (.,.,2) (frac{1}{4},y,frac{1}{4}) (frac{3}{4},bar{y},frac{1}{4}) (frac{3}{4},bar{y}+frac{1}{2},frac{1}{4}) (frac{1}{4},y+frac{1}{2},frac{1}{4})
8 (g) (.,.,2) (0,y,0) (0,bar{y},0) (0,bar{y}+frac{1}{2},frac{1}{2}) (0,y+frac{1}{2},frac{1}{2})
8 (f) (.,2,.) (0,0,z) (frac{1}{2},0,bar{z}+frac{1}{2}) (0,frac{1}{2},bar{z}+frac{1}{2}) (frac{1}{2},frac{1}{2},z)
8 (e) (2,.,.) (x,0,0) (bar{x}+frac{1}{2},0,frac{1}{2}) (bar{x},frac{1}{2},frac{1}{2}) (x+frac{1}{2},frac{1}{2},0)
8 (d) (bar{1}) (0,frac{3}{4},frac{1}{4}) (frac{1}{2},frac{3}{4},frac{1}{4}) (0,frac{1}{4},frac{1}{4}) (frac{1}{2},frac{1}{4},frac{1}{4})
8 (c) (bar{1}) (frac{1}{4},frac{3}{4},0) (frac{1}{4},frac{3}{4},frac{1}{2}) (frac{3}{4},frac{1}{4},0) (frac{3}{4},frac{1}{4},frac{1}{2})
4 (b) (2,2,2) (0,frac{1}{2},0) (0,0,frac{1}{2})
4 (a) (2,2,2) (0,0,0) (0,frac{1}{2},frac{1}{2})
333 68 (B 2/b 2/a 2/b)
(B 2/b 2/e 2/b)		 ((0,0,0)+) ( (frac{1}{2},0,frac{1}{2})+ )
16 (i) (1) (x,y,z) (bar{x}+frac{1}{2},y,bar{z}) (bar{x},bar{y}+frac{1}{2},z) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},bar{y},z) (x,y+frac{1}{2},bar{z}) (bar{x}+frac{1}{2},y+frac{1}{2},z)
8 (h) (.,.,2) (frac{1}{4},y,0) (frac{3}{4},bar{y}+frac{1}{2},0) (frac{3}{4},bar{y},0) (frac{1}{4},y+frac{1}{2},0)
8 (g) (.,.,2) (0,y,frac{1}{4}) (0,bar{y}+frac{1}{2},frac{1}{4}) (0,bar{y},frac{3}{4}) (0,y+frac{1}{2},frac{3}{4})
8 (f) (.,2,.) (0,frac{3}{4},z) (frac{1}{2},frac{3}{4},bar{z}) (0,frac{1}{4},bar{z}) (frac{1}{2},frac{1}{4},z)
8 (e) (2,.,.) (x,frac{3}{4},frac{1}{4}) (bar{x}+frac{1}{2},frac{3}{4},frac{3}{4}) (bar{x},frac{1}{4},frac{3}{4}) (x+frac{1}{2},frac{1}{4},frac{1}{4})
8 (d) (bar{1}) (0,0,0) (frac{1}{2},0,0) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},0)
8 (c) (bar{1}) (frac{1}{4},0,frac{3}{4}) (frac{1}{4},0,frac{1}{4}) (frac{3}{4},frac{1}{2},frac{3}{4}) (frac{3}{4},frac{1}{2},frac{1}{4})
4 (b) (2,2,2) (0,frac{1}{4},frac{1}{4}) (0,frac{3}{4},frac{3}{4})
4 (a) (2,2,2) (0,frac{3}{4},frac{1}{4}) (0,frac{1}{4},frac{3}{4})
334 69 (F 2/m 2/m 2/m) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ ) ( (frac{1}{2},0,frac{1}{2})+ ) ( (frac{1}{2},frac{1}{2},0)+ )
32 (p) (1) (x,y,z) (bar{x},bar{y},z) (bar{x},y,bar{z}) (x,bar{y},bar{z})
(bar{x},bar{y},bar{z}) (x,y,bar{z}) (x,bar{y},z) (bar{x},y,z)
16 (o) (.,.,m) (x,y,0) (bar{x},bar{y},0) (bar{x},y,0) (x,bar{y},0)
16 (n) (.,m,.) (x,0,z) (bar{x},0,z) (bar{x},0,bar{z}) (x,0,bar{z})
16 (m) (m,.,.) (0,y,z) (0,bar{y},z) (0,y,bar{z}) (0,bar{y},bar{z})
16 (l) (2,.,.) (x,frac{1}{4},frac{1}{4}) (bar{x},frac{3}{4},frac{1}{4}) (bar{x},frac{3}{4},frac{3}{4}) (x,frac{1}{4},frac{3}{4})
16 (k) (.,2,.) (frac{1}{4},y,frac{1}{4}) (frac{3}{4},bar{y},frac{1}{4}) (frac{3}{4},bar{y},frac{3}{4}) (frac{1}{4},y,frac{3}{4})
16 (j) (.,.,2) (frac{1}{4},frac{1}{4},z) (frac{3}{4},frac{1}{4},bar{z}) (frac{3}{4},frac{3}{4},bar{z}) (frac{1}{4},frac{3}{4},z)
8 (i) (m,m,2) (0,0,z) (0,0,bar{z})
8 (h) (m,2,m) (0,y,0) (0,bar{y},0)
8 (g) (2,m,m) (x,0,0) (bar{x},0,0)
8 (f) (2,2,2) (frac{1}{4},frac{1}{4},frac{1}{4}) (frac{3}{4},frac{3}{4},frac{3}{4})
8 (e) (.,.,2/m) (frac{1}{4},frac{1}{4},0) (frac{3}{4},frac{1}{4},0)
8 (d) (.,2/m,.) (frac{1}{4},0,frac{1}{4}) (frac{3}{4},0,frac{1}{4})
8 (c) (2/m,.,.) (0,frac{1}{4},frac{1}{4}) (0,frac{3}{4},frac{1}{4})
4 (b) (m,m,m) (0,0,frac{1}{2})
4 (a) (m,m,m) (0,0,0)
335 70 (F 2/d 2/d 2/d) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ ) ( (frac{1}{2},0,frac{1}{2})+ ) ( (frac{1}{2},frac{1}{2},0)+ )
32 (h) (1) (x,y,z) (bar{x},bar{y},z) (bar{x},y,bar{z}) (x,bar{y},bar{z})
(bar{x}+frac{1}{4},bar{y}+frac{1}{4},bar{z}+frac{1}{4}) (x+frac{1}{4},y+frac{1}{4},bar{z}+frac{1}{4}) (x+frac{1}{4},bar{y}+frac{1}{4},z+frac{1}{4}) (bar{x}+frac{1}{4},y+frac{1}{4},z+frac{1}{4})
16 (g) (.,.,2) (0,0,z) (0,0,bar{z}) (frac{1}{4},frac{1}{4},bar{z}+frac{1}{4}) (frac{1}{4},frac{1}{4},z+frac{1}{4})
16 (f) (.,2,.) (0,y,0) (0,bar{y},0) (frac{1}{4},bar{y}+frac{1}{4},frac{1}{4}) (frac{1}{4},y+frac{1}{4},frac{1}{4})
16 (e) (2,.,.) (x,0,0) (bar{x},0,0) (bar{x}+frac{1}{4},frac{1}{4},frac{1}{4}) (x+frac{1}{4},frac{1}{4},frac{1}{4})
16 (d) (bar{1}) (frac{5}{8},frac{5}{8},frac{5}{8}) (frac{3}{8},frac{3}{8},frac{5}{8}) (frac{3}{8},frac{5}{8},frac{3}{8}) (frac{5}{8},frac{3}{8},frac{3}{8})
16 (c) (bar{1}) (frac{1}{8},frac{1}{8},frac{1}{8}) (frac{7}{8},frac{7}{8},frac{1}{8}) (frac{7}{8},frac{1}{8},frac{7}{8}) (frac{1}{8},frac{7}{8},frac{7}{8})
8 (b) (2,2,2) (0,0,frac{1}{2}) (frac{1}{4},frac{1}{4},frac{3}{4})
8 (a) (2,2,2) (0,0,0) (frac{1}{4},frac{1}{4},frac{1}{4})
336 70 (F 2/d 2/d 2/d) ((0,0,0)+) ( (0,frac{1}{2},frac{1}{2})+ ) ( (frac{1}{2},0,frac{1}{2})+ ) ( (frac{1}{2},frac{1}{2},0)+ )
32 (h) (1) (x,y,z) (bar{x}+frac{3}{4},bar{y}+frac{3}{4},z) (bar{x}+frac{3}{4},y,bar{z}+frac{3}{4}) (x,bar{y}+frac{3}{4},bar{z}+frac{3}{4})
(bar{x},bar{y},bar{z}) (x+frac{1}{4},y+frac{1}{4},bar{z}) (x+frac{1}{4},bar{y},z+frac{1}{4}) (bar{x},y+frac{1}{4},z+frac{1}{4})
16 (g) (.,.,2) (frac{1}{8},frac{1}{8},z) (frac{5}{8},frac{1}{8},bar{z}+frac{3}{4}) (frac{7}{8},frac{7}{8},bar{z}) (frac{3}{8},frac{7}{8},z+frac{1}{4})
16 (f) (.,2,.) (frac{1}{8},y,frac{1}{8}) (frac{5}{8},bar{y}+frac{3}{4},frac{1}{8}) (frac{7}{8},bar{y},frac{7}{8}) (frac{3}{8},y+frac{1}{4},frac{7}{8})
16 (e) (2,.,.) (x,frac{1}{8},frac{1}{8}) (bar{x}+frac{3}{4},frac{5}{8},frac{1}{8}) (bar{x},frac{7}{8},frac{7}{8}) (x+frac{1}{4},frac{3}{8},frac{7}{8})
16 (d) (bar{1}) (frac{1}{2},frac{1}{2},frac{1}{2}) (frac{1}{4},frac{1}{4},frac{1}{2}) (frac{1}{4},frac{1}{2},frac{1}{4}) (frac{1}{2},frac{1}{4},frac{1}{4})
16 (c) (bar{1}) (0,0,0) (frac{3}{4},frac{3}{4},0) (frac{3}{4},0,frac{3}{4}) (0,frac{3}{4},frac{3}{4})
8 (b) (2,2,2) (frac{1}{8},frac{1}{8},frac{5}{8}) (frac{7}{8},frac{7}{8},frac{3}{8})
8 (a) (2,2,2) (frac{1}{8},frac{1}{8},frac{1}{8}) (frac{7}{8},frac{7}{8},frac{7}{8})
337 71 (I 2/m 2/m 2/m) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
16 (o) (1) (x,y,z) (bar{x},bar{y},z) (bar{x},y,bar{z}) (x,bar{y},bar{z})
(bar{x},bar{y},bar{z}) (x,y,bar{z}) (x,bar{y},z) (bar{x},y,z)
8 (n) (.,.,m) (x,y,0) (bar{x},bar{y},0) (bar{x},y,0) (x,bar{y},0)
8 (m) (.,m,.) (x,0,z) (bar{x},0,z) (bar{x},0,bar{z}) (x,0,bar{z})
8 (l) (m,.,.) (0,y,z) (0,bar{y},z) (0,y,bar{z}) (0,bar{y},bar{z})
8 (k) (bar{1}) (frac{1}{4},frac{1}{4},frac{1}{4}) (frac{3}{4},frac{3}{4},frac{1}{4}) (frac{3}{4},frac{1}{4},frac{3}{4}) (frac{1}{4},frac{3}{4},frac{3}{4})
4 (j) (m,m,2) (frac{1}{2},0,z) (frac{1}{2},0,bar{z})
4 (i) (m,m,2) (0,0,z) (0,0,bar{z})
4 (h) (m,2,m) (0,y,frac{1}{2}) (0,bar{y},frac{1}{2})
4 (g) (m,2,m) (0,y,0) (0,bar{y},0)
4 (f) (2,m,m) (x,frac{1}{2},0) (bar{x},frac{1}{2},0)
4 (e) (2,m,m) (x,0,0) (bar{x},0,0)
2 (d) (m,m,m) (frac{1}{2},0,frac{1}{2})
2 (c) (m,m,m) (frac{1}{2},frac{1}{2},0)
2 (b) (m,m,m) (0,frac{1}{2},frac{1}{2})
2 (a) (m,m,m) (0,0,0)
338 72 (I 2/b 2/a 2/m) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
16 (k) (1) (x,y,z) (bar{x},bar{y},z) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z})
(bar{x},bar{y},bar{z}) (x,y,bar{z}) (x+frac{1}{2},bar{y}+frac{1}{2},z) (bar{x}+frac{1}{2},y+frac{1}{2},z)
8 (j) (.,.,m) (x,y,0) (bar{x},bar{y},0) (bar{x}+frac{1}{2},y+frac{1}{2},0) (x+frac{1}{2},bar{y}+frac{1}{2},0)
8 (i) (.,.,2) (0,frac{1}{2},z) (frac{1}{2},0,bar{z}) (0,frac{1}{2},bar{z}) (frac{1}{2},0,z)
8 (h) (.,.,2) (0,0,z) (frac{1}{2},frac{1}{2},bar{z}) (0,0,bar{z}) (frac{1}{2},frac{1}{2},z)
8 (g) (.,2,.) (0,y,frac{1}{4}) (0,bar{y},frac{1}{4}) (0,bar{y},frac{3}{4}) (0,y,frac{3}{4})
8 (f) (2,.,.) (x,0,frac{1}{4}) (bar{x},0,frac{1}{4}) (bar{x},0,frac{3}{4}) (x,0,frac{3}{4})
8 (e) (bar{1}) (frac{1}{4},frac{1}{4},frac{1}{4}) (frac{3}{4},frac{3}{4},frac{1}{4}) (frac{1}{4},frac{3}{4},frac{3}{4}) (frac{3}{4},frac{1}{4},frac{3}{4})
4 (d) (.,.,2/m) (frac{1}{2},0,0) (0,frac{1}{2},0)
4 (c) (.,.,2/m) (0,0,0) (frac{1}{2},frac{1}{2},0)
4 (b) (2,2,2) (frac{1}{2},0,frac{1}{4}) (frac{1}{2},0,frac{3}{4})
4 (a) (2,2,2) (0,0,frac{1}{4}) (0,0,frac{3}{4})
339 72 (I 2/m 2/c 2/b) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
16 (k) (1) (x,y,z) (x,bar{y},bar{z}) (bar{x},bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x},y+frac{1}{2},bar{z}+frac{1}{2})
(bar{x},bar{y},bar{z}) (bar{x},y,z) (x,y+frac{1}{2},bar{z}+frac{1}{2}) (x,bar{y}+frac{1}{2},z+frac{1}{2})
8 (j) (.,.,m) (0,y,z) (0,bar{y},bar{z}) (0,bar{y}+frac{1}{2},z+frac{1}{2}) (0,y+frac{1}{2},bar{z}+frac{1}{2})
8 (i) (.,.,2) (x,0,frac{1}{2}) (bar{x},frac{1}{2},0) (bar{x},0,frac{1}{2}) (x,frac{1}{2},0)
8 (h) (.,.,2) (x,0,0) (bar{x},frac{1}{2},frac{1}{2}) (bar{x},0,0) (x,frac{1}{2},frac{1}{2})
8 (g) (.,2,.) (frac{1}{4},0,z) (frac{1}{4},0,bar{z}) (frac{3}{4},0,bar{z}) (frac{3}{4},0,z)
8 (f) (2,.,.) (frac{1}{4},y,0) (frac{1}{4},bar{y},0) (frac{3}{4},bar{y},0) (frac{3}{4},y,0)
8 (e) (bar{1}) (frac{1}{4},frac{1}{4},frac{1}{4}) (frac{1}{4},frac{3}{4},frac{3}{4}) (frac{3}{4},frac{1}{4},frac{3}{4}) (frac{3}{4},frac{3}{4},frac{1}{4})
4 (d) (.,.,2/m) (0,frac{1}{2},0) (0,0,frac{1}{2})
4 (c) (.,.,2/m) (0,0,0) (0,frac{1}{2},frac{1}{2})
4 (b) (2,2,2) (frac{1}{4},frac{1}{2},0) (frac{3}{4},frac{1}{2},0)
4 (a) (2,2,2) (frac{1}{4},0,0) (frac{3}{4},0,0)
340 72 (I 2/c 2/m 2/a) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
16 (k) (1) (x,y,z) (bar{x},y,bar{z}) (x+frac{1}{2},bar{y},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},bar{y},z+frac{1}{2})
(bar{x},bar{y},bar{z}) (x,bar{y},z) (bar{x}+frac{1}{2},y,z+frac{1}{2}) (x+frac{1}{2},y,bar{z}+frac{1}{2})
8 (j) (.,.,m) (x,0,z) (bar{x},0,bar{z}) (x+frac{1}{2},0,bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},0,z+frac{1}{2})
8 (i) (.,.,2) (frac{1}{2},y,0) (0,bar{y},frac{1}{2}) (frac{1}{2},bar{y},0) (0,y,frac{1}{2})
8 (h) (.,.,2) (0,y,0) (frac{1}{2},bar{y},frac{1}{2}) (0,bar{y},0) (frac{1}{2},y,frac{1}{2})
8 (g) (.,2,.) (x,frac{1}{4},0) (bar{x},frac{1}{4},0) (bar{x},frac{3}{4},0) (x,frac{3}{4},0)
8 (f) (2,.,.) (0,frac{1}{4},z) (0,frac{1}{4},bar{z}) (0,frac{3}{4},bar{z}) (0,frac{3}{4},z)
8 (e) (bar{1}) (frac{1}{4},frac{1}{4},frac{1}{4}) (frac{3}{4},frac{1}{4},frac{3}{4}) (frac{3}{4},frac{3}{4},frac{1}{4}) (frac{1}{4},frac{3}{4},frac{3}{4})
4 (d) (.,.,2/m) (0,0,frac{1}{2}) (frac{1}{2},0,0)
4 (c) (.,.,2/m) (0,0,0) (frac{1}{2},0,frac{1}{2})
4 (b) (2,2,2) (0,frac{1}{4},frac{1}{2}) (0,frac{3}{4},frac{1}{2})
4 (a) (2,2,2) (0,frac{1}{4},0) (0,frac{3}{4},0)
341 73 (I 2/b 2/c 2/a) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
16 (f) (1) (x,y,z) (bar{x}+frac{1}{2},bar{y},z+frac{1}{2}) (bar{x},y+frac{1}{2},bar{z}+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},bar{z})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},y,bar{z}+frac{1}{2}) (x,bar{y}+frac{1}{2},z+frac{1}{2}) (bar{x}+frac{1}{2},y+frac{1}{2},z)
8 (e) (.,.,2) (0,frac{1}{4},z) (0,frac{3}{4},bar{z}+frac{1}{2}) (0,frac{3}{4},bar{z}) (0,frac{1}{4},z+frac{1}{2})
8 (d) (.,2,.) (frac{1}{4},y,0) (frac{1}{4},bar{y},frac{1}{2}) (frac{3}{4},bar{y},0) (frac{3}{4},y,frac{1}{2})
8 (c) (2,.,.) (x,0,frac{1}{4}) (bar{x}+frac{1}{2},0,frac{3}{4}) (bar{x},0,frac{3}{4}) (x+frac{1}{2},0,frac{1}{4})
8 (b) (bar{1}) (frac{1}{4},frac{1}{4},frac{1}{4}) (frac{1}{4},frac{3}{4},frac{3}{4}) (frac{3}{4},frac{3}{4},frac{1}{4}) (frac{3}{4},frac{1}{4},frac{3}{4})
8 (a) (bar{1}) (0,0,0) (frac{1}{2},0,frac{1}{2}) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},frac{1}{2},0)
342 73 (I 2/c 2/a 2/b) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
16 (f) (1) (x,y,z) (bar{x},bar{y}+frac{1}{2},z+frac{1}{2}) (x+frac{1}{2},bar{y},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},y+frac{1}{2},bar{z})
(bar{x},bar{y},bar{z}) (x,y+frac{1}{2},bar{z}+frac{1}{2}) (bar{x}+frac{1}{2},y,z+frac{1}{2}) (x+frac{1}{2},bar{y}+frac{1}{2},z)
8 (e) (.,.,2) (frac{1}{4},0,z) (frac{3}{4},0,bar{z}+frac{1}{2}) (frac{3}{4},0,bar{z}) (frac{1}{4},0,z+frac{1}{2})
8 (d) (.,2,.) (x,frac{1}{4},0) (bar{x},frac{1}{4},frac{1}{2}) (bar{x},frac{3}{4},0) (x,frac{3}{4},frac{1}{2})
8 (c) (2,.,.) (0,y,frac{3}{4}) (0,bar{y}+frac{1}{2},frac{1}{4}) (0,bar{y},frac{1}{4}) (0,y+frac{1}{2},frac{3}{4})
8 (b) (bar{1}) (frac{1}{4},frac{1}{4},frac{3}{4}) (frac{3}{4},frac{1}{4},frac{1}{4}) (frac{3}{4},frac{3}{4},frac{3}{4}) (frac{1}{4},frac{3}{4},frac{1}{4})
8 (a) (bar{1}) (0,0,0) (0,frac{1}{2},frac{1}{2}) (frac{1}{2},0,frac{1}{2}) (frac{1}{2},frac{1}{2},0)
343 74 (I 2/m 2/m 2/a) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
16 (j) (1) (x,y,z) (bar{x},bar{y}+frac{1}{2},z) (bar{x},y+frac{1}{2},bar{z}) (x,bar{y},bar{z})
(bar{x},bar{y},bar{z}) (x,y+frac{1}{2},bar{z}) (x,bar{y}+frac{1}{2},z) (bar{x},y,z)
8 (i) (.,m,.) (x,frac{1}{4},z) (bar{x},frac{1}{4},z) (bar{x},frac{3}{4},bar{z}) (x,frac{3}{4},bar{z})
8 (h) (m,.,.) (0,y,z) (0,bar{y}+frac{1}{2},z) (0,y+frac{1}{2},bar{z}) (0,bar{y},bar{z})
8 (g) (.,2,.) (frac{1}{4},y,frac{1}{4}) (frac{3}{4},bar{y}+frac{1}{2},frac{1}{4}) (frac{3}{4},bar{y},frac{3}{4}) (frac{1}{4},y+frac{1}{2},frac{3}{4})
8 (f) (2,.,.) (x,0,0) (bar{x},frac{1}{2},0) (bar{x},0,0) (x,frac{1}{2},0)
4 (e) (m,m,2) (0,frac{1}{4},z) (0,frac{3}{4},bar{z})
4 (d) (.,2/m,.) (frac{1}{4},frac{1}{4},frac{3}{4}) (frac{3}{4},frac{1}{4},frac{3}{4})
4 (c) (.,2/m,.) (frac{1}{4},frac{1}{4},frac{1}{4}) (frac{3}{4},frac{1}{4},frac{1}{4})
4 (b) (2/m,.,.) (0,0,frac{1}{2}) (0,frac{1}{2},frac{1}{2})
4 (a) (2/m,.,.) (0,0,0) (0,frac{1}{2},0)
344 74 (I 2/m 2/m 2/b) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
16 (j) (1) (x,y,z) (bar{x}+frac{1}{2},bar{y},z) (x+frac{1}{2},bar{y},bar{z}) (bar{x},y,bar{z})
(bar{x},bar{y},bar{z}) (x+frac{1}{2},y,bar{z}) (bar{x}+frac{1}{2},y,z) (x,bar{y},z)
8 (i) (.,m,.) (frac{1}{4},y,z) (frac{1}{4},bar{y},z) (frac{3}{4},bar{y},bar{z}) (frac{3}{4},y,bar{z})
8 (h) (m,.,.) (x,0,z) (bar{x}+frac{1}{2},0,z) (x+frac{1}{2},0,bar{z}) (bar{x},0,bar{z})
8 (g) (.,2,.) (x,frac{1}{4},frac{3}{4}) (bar{x}+frac{1}{2},frac{3}{4},frac{3}{4}) (bar{x},frac{3}{4},frac{1}{4}) (x+frac{1}{2},frac{1}{4},frac{1}{4})
8 (f) (2,.,.) (0,y,0) (frac{1}{2},bar{y},0) (0,bar{y},0) (frac{1}{2},y,0)
4 (e) (m,m,2) (frac{1}{4},0,z) (frac{3}{4},0,bar{z})
4 (d) (.,2/m,.) (frac{1}{4},frac{1}{4},frac{1}{4}) (frac{1}{4},frac{3}{4},frac{1}{4})
4 (c) (.,2/m,.) (frac{1}{4},frac{1}{4},frac{3}{4}) (frac{1}{4},frac{3}{4},frac{3}{4})
4 (b) (2/m,.,.) (0,0,frac{1}{2}) (frac{1}{2},0,frac{1}{2})
4 (a) (2/m,.,.) (0,0,0) (frac{1}{2},0,0)
345 74 (I 2/b 2/m 2/m) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
16 (j) (1) (x,y,z) (x,bar{y},bar{z}+frac{1}{2}) (bar{x},bar{y},z+frac{1}{2}) (bar{x},y,bar{z})
(bar{x},bar{y},bar{z}) (bar{x},y,z+frac{1}{2}) (x,y,bar{z}+frac{1}{2}) (x,bar{y},z)
8 (i) (.,m,.) (x,y,frac{1}{4}) (x,bar{y},frac{1}{4}) (bar{x},bar{y},frac{3}{4}) (bar{x},y,frac{3}{4})
8 (h) (m,.,.) (x,0,z) (x,0,bar{z}+frac{1}{2}) (bar{x},0,z+frac{1}{2}) (bar{x},0,bar{z})
8 (g) (.,2,.) (frac{1}{4},frac{1}{4},z) (frac{1}{4},frac{3}{4},bar{z}+frac{1}{2}) (frac{3}{4},frac{3}{4},bar{z}) (frac{3}{4},frac{1}{4},z+frac{1}{2})
8 (f) (2,.,.) (0,y,0) (0,bar{y},frac{1}{2}) (0,bar{y},0) (0,y,frac{1}{2})
4 (e) (m,m,2) (x,0,frac{1}{4}) (bar{x},0,frac{3}{4})
4 (d) (.,2/m,.) (frac{3}{4},frac{1}{4},frac{1}{4}) (frac{3}{4},frac{3}{4},frac{1}{4})
4 (c) (.,2/m,.) (frac{1}{4},frac{1}{4},frac{1}{4}) (frac{1}{4},frac{3}{4},frac{1}{4})
4 (b) (2/m,.,.) (frac{1}{2},0,0) (frac{1}{2},0,frac{1}{2})
4 (a) (2/m,.,.) (0,0,0) (0,0,frac{1}{2})
346 74 (I 2/c 2/m 2/m) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
16 (j) (1) (x,y,z) (x,bar{y}+frac{1}{2},bar{z}) (bar{x},y+frac{1}{2},bar{z}) (bar{x},bar{y},z)
(bar{x},bar{y},bar{z}) (bar{x},y+frac{1}{2},z) (x,bar{y}+frac{1}{2},z) (x,y,bar{z})
8 (i) (.,m,.) (x,frac{1}{4},z) (x,frac{1}{4},bar{z}) (bar{x},frac{3}{4},bar{z}) (bar{x},frac{3}{4},z)
8 (h) (m,.,.) (x,y,0) (x,bar{y}+frac{1}{2},0) (bar{x},y+frac{1}{2},0) (bar{x},bar{y},0)
8 (g) (.,2,.) (frac{3}{4},y,frac{1}{4}) (frac{3}{4},bar{y}+frac{1}{2},frac{3}{4}) (frac{1}{4},bar{y},frac{3}{4}) (frac{1}{4},y+frac{1}{2},frac{1}{4})
8 (f) (2,.,.) (0,0,z) (0,frac{1}{2},bar{z}) (0,0,bar{z}) (0,frac{1}{2},z)
4 (e) (m,m,2) (x,frac{1}{4},0) (bar{x},frac{3}{4},0)
4 (d) (.,2/m,.) (frac{1}{4},frac{1}{4},frac{1}{4}) (frac{1}{4},frac{1}{4},frac{3}{4})
4 (c) (.,2/m,.) (frac{3}{4},frac{1}{4},frac{1}{4}) (frac{3}{4},frac{1}{4},frac{3}{4})
4 (b) (2/m,.,.) (frac{1}{2},0,0) (frac{1}{2},frac{1}{2},0)
4 (a) (2/m,.,.) (0,0,0) (0,frac{1}{2},0)
347 74 (I 2/m 2/c 2/m) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
16 (j) (1) (x,y,z) (bar{x}+frac{1}{2},y,bar{z}) (x+frac{1}{2},bar{y},bar{z}) (bar{x},bar{y},z)
(bar{x},bar{y},bar{z}) (x+frac{1}{2},bar{y},z) (bar{x}+frac{1}{2},y,z) (x,y,bar{z})
8 (i) (.,m,.) (frac{1}{4},y,z) (frac{1}{4},y,bar{z}) (frac{3}{4},bar{y},bar{z}) (frac{3}{4},bar{y},z)
8 (h) (m,.,.) (x,y,0) (bar{x}+frac{1}{2},y,0) (x+frac{1}{2},bar{y},0) (bar{x},bar{y},0)
8 (g) (.,2,.) (x,frac{1}{4},frac{1}{4}) (bar{x}+frac{1}{2},frac{1}{4},frac{3}{4}) (bar{x},frac{3}{4},frac{3}{4}) (x+frac{1}{2},frac{3}{4},frac{1}{4})
8 (f) (2,.,.) (0,0,z) (frac{1}{2},0,bar{z}) (0,0,bar{z}) (frac{1}{2},0,z)
4 (e) (m,m,2) (frac{1}{4},y,0) (frac{3}{4},bar{y},0)
4 (d) (.,2/m,.) (frac{1}{4},frac{3}{4},frac{1}{4}) (frac{1}{4},frac{3}{4},frac{3}{4})
4 (c) (.,2/m,.) (frac{1}{4},frac{1}{4},frac{1}{4}) (frac{1}{4},frac{1}{4},frac{3}{4})
4 (b) (2/m,.,.) (0,frac{1}{2},0) (frac{1}{2},frac{1}{2},0)
4 (a) (2/m,.,.) (0,0,0) (frac{1}{2},0,0)
348 74 (I 2/m 2/a 2/m) ((0,0,0)+) ( (frac{1}{2},frac{1}{2},frac{1}{2})+ )
16 (j) (1) (x,y,z) (bar{x},y,bar{z}+frac{1}{2}) (bar{x},bar{y},z+frac{1}{2}) (x,bar{y},bar{z})
(bar{x},bar{y},bar{z}) (x,bar{y},z+frac{1}{2}) (x,y,bar{z}+frac{1}{2}) (bar{x},y,z)
8 (i) (.,m,.) (x,y,frac{1}{4}) (bar{x},y,frac{1}{4}) (bar{x},bar{y},frac{3}{4}) (x,bar{y},frac{3}{4})
8 (h) (m,.,.) (0,y,z) (0,y,bar{z}+frac{1}{2}) (0,bar{y},z+frac{1}{2}) (0,bar{y},bar{z})
8 (g) (.,2,.) (frac{1}{4},frac{3}{4},z) (frac{3}{4},frac{3}{4},bar{z}+frac{1}{2}) (frac{3}{4},frac{1}{4},bar{z}) (frac{1}{4},frac{1}{4},z+frac{1}{2})
8 (f) (2,.,.) (x,0,0) (bar{x},0,frac{1}{2}) (bar{x},0,0) (x,0,frac{1}{2})
4 (e) (m,m,2) (0,y,frac{1}{4}) (0,bar{y},frac{3}{4})
4 (d) (.,2/m,.) (frac{1}{4},frac{1}{4},frac{1}{4}) (frac{3}{4},frac{1}{4},frac{1}{4})
4 (c) (.,2/m,.) (frac{1}{4},frac{3}{4},frac{1}{4}) (frac{3}{4},frac{3}{4},frac{1}{4})
4 (b) (2/m,.,.) (0,frac{1}{2},0) (0,frac{1}{2},frac{1}{2})
4 (a) (2/m,.,.) (0,0,0) (0,0,frac{1}{2})