N  Matrix presentation  Seitz symbol  GM_{1}^{+}  GM_{1}^{}  GM_{2}^{+}  GM_{2}^{}  GM_{3}^{+}  GM_{3}^{}  GM_{4}^{+}  GM_{4}^{}  GM_{5}  GM_{6}  GM_{7}  GM_{8}  GM_{9}  GM_{10} 
1    1               
2    2_{001}               
3    2_{010}               
4    2_{100}               
5    (1i)/2  (1+i)/2  (1i)/2  (1+i)/2 
 
 3^{+}_{111}           e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i11π/12}√2/2 
 
  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i5π/12}√2/2 
 
  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i11π/12}√2/2 
 
  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i5π/12}√2/2 
 

6    (1+i)/2  (1i)/2  (1+i)/2  (1i)/2 
 
 3^{+}_{111}           e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i5π/12}√2/2 
 
  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i11π/12}√2/2 
 
  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i5π/12}√2/2 
 
  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i11π/12}√2/2 
 

7    (1+i)/2  (1i)/2  (1+i)/2  (1i)/2 
 
 3^{+}_{111}           e^{iπ/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i11π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2 
 
  e^{i5π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2 
 
  e^{iπ/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i11π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2 
 
  e^{i5π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2 
 

8    (1i)/2  (1+i)/2  (1i)/2  (1+i)/2 
 
 3^{+}_{111}           e^{iπ/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i5π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2 
 
  e^{i11π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2 
 
  e^{iπ/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i5π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2 
 
  e^{i11π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2 
 

9    (1+i)/2  (1+i)/2  (1i)/2  (1i)/2 
 
 3^{}_{111}           e^{iπ/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i5π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i11π/12}√2/2 
 
  e^{i11π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i5π/12}√2/2 
 
  e^{iπ/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i5π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i11π/12}√2/2 
 
  e^{i11π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i5π/12}√2/2 
 

10    (1i)/2  (1i)/2  (1+i)/2  (1+i)/2 
 
 3^{}_{111}           e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i11π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i5π/12}√2/2 
 
  e^{i5π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i11π/12}√2/2 
 
  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i11π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i5π/12}√2/2 
 
  e^{i5π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i11π/12}√2/2 
 

11    (1+i)/2  (1+i)/2  (1i)/2  (1i)/2 
 
 3^{}_{111}           e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i5π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i11π/12}√2/2 
 
  e^{i11π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i5π/12}√2/2 
 
  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i5π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i11π/12}√2/2 
 
  e^{i11π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i5π/12}√2/2 
 

12    (1i)/2  (1i)/2  (1+i)/2  (1+i)/2 
 
 3^{}_{111}           e^{iπ/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i11π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i5π/12}√2/2 
 
  e^{i5π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i11π/12}√2/2 
 
  e^{iπ/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i11π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i5π/12}√2/2 
 
  e^{i5π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i11π/12}√2/2 
 

13    1_{}               
14    m_{001}               
15    m_{010}               
16    m_{100}               
17    (1i)/2  (1+i)/2  (1i)/2  (1+i)/2 
 
 3^{+}_{111}           e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i11π/12}√2/2 
 
  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i5π/12}√2/2 
 
  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{i3π/4}√2/2 
 
  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{iπ/12}√2/2 
 
  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i7π/12}√2/2 
 

18    (1+i)/2  (1i)/2  (1+i)/2  (1i)/2 
 
 3^{+}_{111}           e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i5π/12}√2/2 
 
  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i11π/12}√2/2 
 
  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{i3π/4}√2/2 
 
  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i7π/12}√2/2 
 
  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{iπ/12}√2/2 
 

19    (1+i)/2  (1i)/2  (1+i)/2  (1i)/2 
 
 3^{+}_{111}           e^{iπ/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i11π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2 
 
  e^{i5π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2 
 
  e^{i3π/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2 
 
  e^{iπ/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2 
 
  e^{i7π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2 
 

20    (1i)/2  (1+i)/2  (1i)/2  (1+i)/2 
 
 3^{+}_{111}           e^{iπ/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i5π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2 
 
  e^{i11π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2 
 
  e^{i3π/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2 
 
  e^{i7π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2 
 
  e^{iπ/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2 
 

21    (1+i)/2  (1+i)/2  (1i)/2  (1i)/2 
 
 3^{}_{111}           e^{iπ/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i5π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i11π/12}√2/2 
 
  e^{i11π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i5π/12}√2/2 
 
  e^{i3π/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2 
 
  e^{i7π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{iπ/12}√2/2 
 
  e^{iπ/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i7π/12}√2/2 
 

22    (1i)/2  (1i)/2  (1+i)/2  (1+i)/2 
 
 3^{}_{111}           e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i11π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i5π/12}√2/2 
 
  e^{i5π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i11π/12}√2/2 
 
  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{i3π/4}√2/2 
 
  e^{iπ/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i7π/12}√2/2 
 
  e^{i7π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{iπ/12}√2/2 
 

23    (1+i)/2  (1+i)/2  (1i)/2  (1i)/2 
 
 3^{}_{111}           e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i5π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i11π/12}√2/2 
 
  e^{i11π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i5π/12}√2/2 
 
  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{i3π/4}√2/2 
 
  e^{i7π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{iπ/12}√2/2 
 
  e^{iπ/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i7π/12}√2/2 
 

24    (1i)/2  (1i)/2  (1+i)/2  (1+i)/2 
 
 3^{}_{111}           e^{iπ/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i11π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i5π/12}√2/2 
 
  e^{i5π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i11π/12}√2/2 
 
  e^{i3π/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2 
 
  e^{iπ/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i7π/12}√2/2 
 
  e^{i7π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{iπ/12}√2/2 
 

25    ^{d}1_{}               
26    ^{d}2_{001}               
27    ^{d}2_{010}               
28    ^{d}2_{100}               
29    (1i)/2  (1+i)/2  (1i)/2  (1+i)/2 
 
 ^{d}3^{+}_{111}           e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{i3π/4}√2/2 
 
  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{iπ/12}√2/2 
 
  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i7π/12}√2/2 
 
  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{i3π/4}√2/2 
 
  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{iπ/12}√2/2 
 
  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i7π/12}√2/2 
 

30    (1+i)/2  (1i)/2  (1+i)/2  (1i)/2 
 
 ^{d}3^{+}_{111}           e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{i3π/4}√2/2 
 
  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i7π/12}√2/2 
 
  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{iπ/12}√2/2 
 
  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{i3π/4}√2/2 
 
  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i7π/12}√2/2 
 
  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{iπ/12}√2/2 
 

31    (1+i)/2  (1i)/2  (1+i)/2  (1i)/2 
 
 ^{d}3^{+}_{111}           e^{i3π/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2 
 
  e^{iπ/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2 
 
  e^{i7π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2 
 
  e^{i3π/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2 
 
  e^{iπ/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2 
 
  e^{i7π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2 
 

32    (1i)/2  (1+i)/2  (1i)/2  (1+i)/2 
 
 ^{d}3^{+}_{111}           e^{i3π/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2 
 
  e^{i7π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2 
 
  e^{iπ/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2 
 
  e^{i3π/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2 
 
  e^{i7π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2 
 
  e^{iπ/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2 
 

33    (1+i)/2  (1+i)/2  (1i)/2  (1i)/2 
 
 ^{d}3^{}_{111}           e^{i3π/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2 
 
  e^{i7π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{iπ/12}√2/2 
 
  e^{iπ/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i7π/12}√2/2 
 
  e^{i3π/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2 
 
  e^{i7π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{iπ/12}√2/2 
 
  e^{iπ/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i7π/12}√2/2 
 

34    (1i)/2  (1i)/2  (1+i)/2  (1+i)/2 
 
 ^{d}3^{}_{111}           e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{i3π/4}√2/2 
 
  e^{iπ/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i7π/12}√2/2 
 
  e^{i7π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{iπ/12}√2/2 
 
  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{i3π/4}√2/2 
 
  e^{iπ/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i7π/12}√2/2 
 
  e^{i7π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{iπ/12}√2/2 
 

35    (1+i)/2  (1+i)/2  (1i)/2  (1i)/2 
 
 ^{d}3^{}_{111}           e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{i3π/4}√2/2 
 
  e^{i7π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{iπ/12}√2/2 
 
  e^{iπ/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i7π/12}√2/2 
 
  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{i3π/4}√2/2 
 
  e^{i7π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{iπ/12}√2/2 
 
  e^{iπ/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i7π/12}√2/2 
 

36    (1i)/2  (1i)/2  (1+i)/2  (1+i)/2 
 
 ^{d}3^{}_{111}           e^{i3π/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2 
 
  e^{iπ/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i7π/12}√2/2 
 
  e^{i7π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{iπ/12}√2/2 
 
  e^{i3π/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2 
 
  e^{iπ/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i7π/12}√2/2 
 
  e^{i7π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{iπ/12}√2/2 
 

37    ^{d}1_{}               
38    ^{d}m_{001}               
39    ^{d}m_{010}               
40    ^{d}m_{100}               
41    (1i)/2  (1+i)/2  (1i)/2  (1+i)/2 
 
 ^{d}3^{+}_{111}           e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{i3π/4}√2/2 
 
  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{iπ/12}√2/2 
 
  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i7π/12}√2/2 
 
  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i11π/12}√2/2 
 
  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i5π/12}√2/2 
 

42    (1+i)/2  (1i)/2  (1+i)/2  (1i)/2 
 
 ^{d}3^{+}_{111}           e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{i3π/4}√2/2 
 
  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i7π/12}√2/2 
 
  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{iπ/12}√2/2 
 
  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i5π/12}√2/2 
 
  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i11π/12}√2/2 
 

43    (1+i)/2  (1i)/2  (1+i)/2  (1i)/2 
 
 ^{d}3^{+}_{111}           e^{i3π/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2 
 
  e^{iπ/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2 
 
  e^{i7π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2 
 
  e^{iπ/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i11π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2 
 
  e^{i5π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2 
 

44    (1i)/2  (1+i)/2  (1i)/2  (1+i)/2 
 
 ^{d}3^{+}_{111}           e^{i3π/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2 
 
  e^{i7π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2 
 
  e^{iπ/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2 
 
  e^{iπ/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i5π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2 
 
  e^{i11π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2 
 

45    (1+i)/2  (1+i)/2  (1i)/2  (1i)/2 
 
 ^{d}3^{}_{111}           e^{i3π/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2 
 
  e^{i7π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{iπ/12}√2/2 
 
  e^{iπ/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i7π/12}√2/2 
 
  e^{iπ/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i5π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i11π/12}√2/2 
 
  e^{i11π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i5π/12}√2/2 
 

46    (1i)/2  (1i)/2  (1+i)/2  (1+i)/2 
 
 ^{d}3^{}_{111}           e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{i3π/4}√2/2 
 
  e^{iπ/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i7π/12}√2/2 
 
  e^{i7π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{iπ/12}√2/2 
 
  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i11π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i5π/12}√2/2 
 
  e^{i5π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i11π/12}√2/2 
 

47    (1+i)/2  (1+i)/2  (1i)/2  (1i)/2 
 
 ^{d}3^{}_{111}           e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{i3π/4}√2/2 
 
  e^{i7π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{iπ/12}√2/2 
 
  e^{iπ/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i7π/12}√2/2 
 
  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i5π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{i11π/12}√2/2 
 
  e^{i11π/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i5π/12}√2/2 
 

48    (1i)/2  (1i)/2  (1+i)/2  (1+i)/2 
 
 ^{d}3^{}_{111}           e^{i3π/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2 
 
  e^{iπ/12}√2/2  e^{iπ/12}√2/2  e^{i5π/12}√2/2  e^{i7π/12}√2/2 
 
  e^{i7π/12}√2/2  e^{i7π/12}√2/2  e^{i11π/12}√2/2  e^{iπ/12}√2/2 
 
  e^{iπ/4}√2/2  e^{iπ/4}√2/2  e^{i3π/4}√2/2  e^{iπ/4}√2/2 
 
  e^{i11π/12}√2/2  e^{i11π/12}√2/2  e^{i7π/12}√2/2  e^{i5π/12}√2/2 
 
  e^{i5π/12}√2/2  e^{i5π/12}√2/2  e^{iπ/12}√2/2  e^{i11π/12}√2/2 
 

49    2'_{110}               
50    2'_{110}               
51    4^{'}_{001}               
52    4^{'+}_{001}               
53    4^{'}_{100}            e^{iπ/6}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{i5π/6}√2/2 
 
  e^{i5π/6}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/6}√2/2 
 
   e^{iπ/6}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{i5π/6}√2/2 
 
  e^{i5π/6}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/6}√2/2 
 

54    2'_{011}            e^{i2π/3}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i2π/3}√2/2 
 
  e^{i2π/3}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{i2π/3}√2/2 
 
   e^{i2π/3}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i2π/3}√2/2 
 
  e^{i2π/3}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{i2π/3}√2/2 
 

55    2'_{011}            e^{i2π/3}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{i2π/3}√2/2 
 
  e^{i2π/3}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i2π/3}√2/2 
 
   e^{i2π/3}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{i2π/3}√2/2 
 
  e^{i2π/3}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i2π/3}√2/2 
 

56    4^{'+}_{100}            e^{i5π/6}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/6}√2/2 
 
  e^{iπ/6}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{i5π/6}√2/2 
 
   e^{i5π/6}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/6}√2/2 
 
  e^{iπ/6}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{i5π/6}√2/2 
 

57    4^{'+}_{010}            e^{iπ/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2 
 
  e^{iπ/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2 
 
   e^{iπ/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2 
 
  e^{iπ/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2 
 

58    i√2/2  i√2/2  i√2/2  i√2/2 
 
 2'_{101}            e^{iπ/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2 
 
  e^{i5π/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2 
 
   e^{iπ/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2 
 
  e^{i5π/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2 
 

59    4^{'}_{010}            e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{i2π/3}√2/2 
 
  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{i2π/3}√2/2 
 
   e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{i2π/3}√2/2 
 
  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{i2π/3}√2/2 
 

60    i√2/2  i√2/2  i√2/2  i√2/2 
 
 2'_{101}            e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{i5π/6}√2/2 
 
  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{iπ/6}√2/2 
 
   e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{i5π/6}√2/2 
 
  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{iπ/6}√2/2 
 

61    m'_{110}               
62    m'_{110}               
63    4^{'}_{001}               
64    4^{'+}_{001}               
65    4^{'}_{100}            e^{iπ/6}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{i5π/6}√2/2 
 
  e^{i5π/6}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/6}√2/2 
 
   e^{i5π/6}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{iπ/6}√2/2 
 
  e^{iπ/6}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i5π/6}√2/2 
 

66    m'_{011}            e^{i2π/3}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i2π/3}√2/2 
 
  e^{i2π/3}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{i2π/3}√2/2 
 
   e^{iπ/3}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/3}√2/2 
 
  e^{iπ/3}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{iπ/3}√2/2 
 

67    m'_{011}            e^{i2π/3}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{i2π/3}√2/2 
 
  e^{i2π/3}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i2π/3}√2/2 
 
   e^{iπ/3}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{iπ/3}√2/2 
 
  e^{iπ/3}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/3}√2/2 
 

68    4^{'+}_{100}            e^{i5π/6}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/6}√2/2 
 
  e^{iπ/6}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{i5π/6}√2/2 
 
   e^{iπ/6}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i5π/6}√2/2 
 
  e^{i5π/6}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{iπ/6}√2/2 
 

69    4^{'+}_{010}            e^{iπ/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2 
 
  e^{iπ/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2 
 
   e^{i2π/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2 
 
  e^{i2π/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2 
 

70    i√2/2  i√2/2  i√2/2  i√2/2 
 
 m'_{101}            e^{iπ/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2 
 
  e^{i5π/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2 
 
   e^{i5π/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2 
 
  e^{iπ/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2 
 

71    4^{'}_{010}            e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{i2π/3}√2/2 
 
  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{i2π/3}√2/2 
 
   e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{iπ/3}√2/2 
 
  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{iπ/3}√2/2 
 

72    i√2/2  i√2/2  i√2/2  i√2/2 
 
 m'_{101}            e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{i5π/6}√2/2 
 
  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{iπ/6}√2/2 
 
   e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{iπ/6}√2/2 
 
  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{i5π/6}√2/2 
 

73    ^{d}2'_{110}               
74    ^{d}2'_{110}               
75    (1+i)√2/2  0  0  (1i)√2/2 
 
 ^{d}4^{'}_{001}               
76    (1i)√2/2  0  0  (1+i)√2/2 
 
 ^{d}4^{'+}_{001}               
77    √2/2  i√2/2  i√2/2  √2/2 
 
 ^{d}4^{'}_{100}            e^{i5π/6}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{iπ/6}√2/2 
 
  e^{iπ/6}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i5π/6}√2/2 
 
   e^{i5π/6}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{iπ/6}√2/2 
 
  e^{iπ/6}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i5π/6}√2/2 
 

78    ^{d}2'_{011}            e^{iπ/3}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/3}√2/2 
 
  e^{iπ/3}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{iπ/3}√2/2 
 
   e^{iπ/3}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/3}√2/2 
 
  e^{iπ/3}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{iπ/3}√2/2 
 

79    ^{d}2'_{011}            e^{iπ/3}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{iπ/3}√2/2 
 
  e^{iπ/3}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/3}√2/2 
 
   e^{iπ/3}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{iπ/3}√2/2 
 
  e^{iπ/3}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/3}√2/2 
 

80    ^{d}4^{'+}_{100}            e^{iπ/6}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i5π/6}√2/2 
 
  e^{i5π/6}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{iπ/6}√2/2 
 
   e^{iπ/6}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i5π/6}√2/2 
 
  e^{i5π/6}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{iπ/6}√2/2 
 

81    ^{d}4^{'+}_{010}            e^{i2π/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2 
 
  e^{i2π/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2 
 
   e^{i2π/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2 
 
  e^{i2π/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2 
 

82    ^{d}2'_{101}            e^{i5π/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2 
 
  e^{iπ/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2 
 
   e^{i5π/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2 
 
  e^{iπ/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2 
 

83    ^{d}4^{'}_{010}            e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{iπ/3}√2/2 
 
  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{iπ/3}√2/2 
 
   e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{iπ/3}√2/2 
 
  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{iπ/3}√2/2 
 

84    ^{d}2'_{101}            e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{iπ/6}√2/2 
 
  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{i5π/6}√2/2 
 
   e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{iπ/6}√2/2 
 
  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{i5π/6}√2/2 
 

85    ^{d}m'_{110}               
86    ^{d}m'_{110}               
87    (1+i)√2/2  0  0  (1i)√2/2 
 
 ^{d}4^{'}_{001}               
88    (1i)√2/2  0  0  (1+i)√2/2 
 
 ^{d}4^{'+}_{001}               
89    √2/2  i√2/2  i√2/2  √2/2 
 
 ^{d}4^{'}_{100}            e^{i5π/6}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{iπ/6}√2/2 
 
  e^{iπ/6}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i5π/6}√2/2 
 
   e^{iπ/6}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{i5π/6}√2/2 
 
  e^{i5π/6}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/6}√2/2 
 

90    ^{d}m'_{011}            e^{iπ/3}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/3}√2/2 
 
  e^{iπ/3}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{iπ/3}√2/2 
 
   e^{i2π/3}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i2π/3}√2/2 
 
  e^{i2π/3}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{i2π/3}√2/2 
 

91    ^{d}m'_{011}            e^{iπ/3}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{iπ/3}√2/2 
 
  e^{iπ/3}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/3}√2/2 
 
   e^{i2π/3}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{i2π/3}√2/2 
 
  e^{i2π/3}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i2π/3}√2/2 
 

92    ^{d}4^{'+}_{100}            e^{iπ/6}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i5π/6}√2/2 
 
  e^{i5π/6}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{iπ/6}√2/2 
 
   e^{i5π/6}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/6}√2/2 
 
  e^{iπ/6}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{i5π/6}√2/2 
 

93    ^{d}4^{'+}_{010}            e^{i2π/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2 
 
  e^{i2π/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2 
 
   e^{iπ/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2 
 
  e^{iπ/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2 
 

94    ^{d}m'_{101}            e^{i5π/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2 
 
  e^{iπ/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2 
 
   e^{iπ/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2 
 
  e^{i5π/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2 
 

95    ^{d}4^{'}_{010}            e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{iπ/3}√2/2 
 
  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{iπ/3}√2/2 
 
   e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{i2π/3}√2/2 
 
  e^{i2π/3}√2/2  e^{iπ/3}√2/2  e^{i2π/3}√2/2  e^{i2π/3}√2/2 
 

96    ^{d}m'_{101}            e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{iπ/6}√2/2 
 
  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{i5π/6}√2/2 
 
   e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{iπ/6}√2/2  e^{i5π/6}√2/2 
 
  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{i5π/6}√2/2  e^{iπ/6}√2/2 
 
