26 | $a$ | $C_{s}$ | ${}^{2}\\!\bar{E}$ | $b$ | $C_{s}$ | ${}^{1}\\!\bar{E}$
26 | $a$ | $C_{s}$ | ${}^{1}\\!\bar{E}$ | $b$ | $C_{s}$ | ${}^{2}\\!\bar{E}$
26 | $a$ | $C_{s}$ | ${}^{2}\\!\bar{E}$ | $b$ | $C_{s}$ | ${}^{2}\\!\bar{E}$
27 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
27 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
27 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
27 | $b$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
27 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
27 | $a$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
27 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
27 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
27 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
27 | $b$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
27 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
27 | $a$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
27 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
27 | $b$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
27 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
27 | $a$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
27 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
27 | $b$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
27 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
27 | $a$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
27 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
27 | $a$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
27 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
27 | $a$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
37 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
37 | $a$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
37 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
37 | $a$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
39 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $c$ | $C_{s}$ | ${}^{1}\\!\bar{E}$
39 | $b$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $c$ | $C_{s}$ | ${}^{1}\\!\bar{E}$
39 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $c$ | $C_{s}$ | ${}^{1}\\!\bar{E}$
39 | $a$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $c$ | $C_{s}$ | ${}^{1}\\!\bar{E}$
39 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $c$ | $C_{s}$ | ${}^{2}\\!\bar{E}$
39 | $b$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $c$ | $C_{s}$ | ${}^{2}\\!\bar{E}$
39 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $c$ | $C_{s}$ | ${}^{2}\\!\bar{E}$
39 | $a$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $c$ | $C_{s}$ | ${}^{2}\\!\bar{E}$
39 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
39 | $a$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
39 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
39 | $a$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
42 | $a$ | $C_{2v}$ | $\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
42 | $a$ | $C_{2v}$ | $\bar{E}$ | $b$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
45 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
45 | $a$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
45 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
45 | $a$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
50 | $b$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
50 | $a$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
54 | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
54 | $d$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
54 | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $e$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
54 | $d$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $e$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
56 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
56 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
56 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
56 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
68 | $a$ | $D_{2}$ | $B_{2}$ | $b$ | $D_{2}$ | $B_{2}$
68 | $a$ | $D_{2}$ | $B_{3}$ | $b$ | $D_{2}$ | $B_{3}$
68 | $a$ | $D_{2}$ | $B_{1}$ | $b$ | $D_{2}$ | $B_{1}$
68 | $a$ | $D_{2}$ | $A_{1}$ | $b$ | $D_{2}$ | $A_{1}$
68 | $b$ | $D_{2}$ | $\bar{E}$ | $h$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
68 | $a$ | $D_{2}$ | $\bar{E}$ | $h$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
68 | $b$ | $D_{2}$ | $\bar{E}$ | $h$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
68 | $a$ | $D_{2}$ | $\bar{E}$ | $h$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
70 | $a$ | $D_{2}$ | $B_{2}$ | $b$ | $D_{2}$ | $B_{2}$
70 | $a$ | $D_{2}$ | $B_{3}$ | $b$ | $D_{2}$ | $B_{3}$
70 | $a$ | $D_{2}$ | $B_{1}$ | $b$ | $D_{2}$ | $B_{1}$
70 | $a$ | $D_{2}$ | $A_{1}$ | $b$ | $D_{2}$ | $A_{1}$
73 | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
73 | $d$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
73 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
73 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
73 | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $e$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
73 | $d$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $e$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
73 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $e$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
73 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $e$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
73 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
73 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
73 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
73 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
90 | $a$ | $D_{2}$ | $B_{2}$ | $b$ | $D_{2}$ | $B_{2}$
90 | $a$ | $D_{2}$ | $B_{3}$ | $b$ | $D_{2}$ | $B_{2}$
90 | $a$ | $D_{2}$ | $B_{2}$ | $b$ | $D_{2}$ | $B_{3}$
90 | $a$ | $D_{2}$ | $B_{3}$ | $b$ | $D_{2}$ | $B_{3}$
93 | $d$ | $D_{2}$ | $\bar{E}$ | $f$ | $D_{2}$ | $\bar{E}$
93 | $c$ | $D_{2}$ | $\bar{E}$ | $f$ | $D_{2}$ | $\bar{E}$
93 | $a$ | $D_{2}$ | $\bar{E}$ | $f$ | $D_{2}$ | $\bar{E}$
93 | $d$ | $D_{2}$ | $\bar{E}$ | $e$ | $D_{2}$ | $\bar{E}$
93 | $c$ | $D_{2}$ | $\bar{E}$ | $e$ | $D_{2}$ | $\bar{E}$
93 | $b$ | $D_{2}$ | $\bar{E}$ | $e$ | $D_{2}$ | $\bar{E}$
93 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
94 | $a$ | $D_{2}$ | $B_{3}$ | $b$ | $D_{2}$ | $B_{2}$
94 | $a$ | $D_{2}$ | $B_{2}$ | $b$ | $D_{2}$ | $B_{3}$
94 | $a$ | $D_{2}$ | $B_{1}$ | $b$ | $D_{2}$ | $B_{1}$
94 | $a$ | $D_{2}$ | $A_{1}$ | $b$ | $D_{2}$ | $A_{1}$
98 | $a$ | $D_{2}$ | $B_{2}$ | $b$ | $D_{2}$ | $B_{2}$
98 | $a$ | $D_{2}$ | $B_{3}$ | $b$ | $D_{2}$ | $B_{3}$
98 | $a$ | $D_{2}$ | $B_{1}$ | $b$ | $D_{2}$ | $B_{1}$
98 | $a$ | $D_{2}$ | $A_{1}$ | $b$ | $D_{2}$ | $A_{1}$
101 | $b$ | $C_{2v}$ | $\bar{E}$ | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
101 | $a$ | $C_{2v}$ | $\bar{E}$ | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$
101 | $b$ | $C_{2v}$ | $\bar{E}$ | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
101 | $a$ | $C_{2v}$ | $\bar{E}$ | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$
105 | $a$ | $C_{2v}$ | $\bar{E}$ | $c$ | $C_{2v}$ | $\bar{E}$
105 | $a$ | $C_{2v}$ | $\bar{E}$ | $b$ | $C_{2v}$ | $\bar{E}$
117 | $c$ | $D_{2}$ | $B_{2}$ | $d$ | $D_{2}$ | $B_{2}$
117 | $c$ | $D_{2}$ | $B_{3}$ | $d$ | $D_{2}$ | $B_{2}$
117 | $c$ | $D_{2}$ | $B_{2}$ | $d$ | $D_{2}$ | $B_{3}$
117 | $c$ | $D_{2}$ | $B_{3}$ | $d$ | $D_{2}$ | $B_{3}$
118 | $c$ | $D_{2}$ | $B_{3}$ | $d$ | $D_{2}$ | $B_{2}$
118 | $c$ | $D_{2}$ | $B_{2}$ | $d$ | $D_{2}$ | $B_{3}$
118 | $c$ | $D_{2}$ | $B_{1}$ | $d$ | $D_{2}$ | $B_{1}$
118 | $c$ | $D_{2}$ | $A_{1}$ | $d$ | $D_{2}$ | $A_{1}$
163 | $c$ | $D_{3}$ | ${}^{1}\\!\bar{E}$ | $d$ | $D_{3}$ | ${}^{1}\\!\bar{E}$
163 | $c$ | $D_{3}$ | ${}^{2}\\!\bar{E}$ | $d$ | $D_{3}$ | ${}^{2}\\!\bar{E}$
163 | $c$ | $D_{3}$ | $A_{2}$ | $d$ | $D_{3}$ | $A_{2}$
163 | $c$ | $D_{3}$ | $A_{1}$ | $d$ | $D_{3}$ | $A_{1}$
177 | $c$ | $D_{3}$ | ${}^{1}\\!\bar{E}$ | $d$ | $D_{3}$ | ${}^{1}\\!\bar{E}$
177 | $c$ | $D_{3}$ | ${}^{2}\\!\bar{E}$ | $d$ | $D_{3}$ | ${}^{1}\\!\bar{E}$
177 | $c$ | $D_{3}$ | ${}^{1}\\!\bar{E}$ | $d$ | $D_{3}$ | ${}^{2}\\!\bar{E}$
177 | $c$ | $D_{3}$ | ${}^{2}\\!\bar{E}$ | $d$ | $D_{3}$ | ${}^{2}\\!\bar{E}$
180 | $a$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
180 | $b$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
181 | $a$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
181 | $b$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
182 | $c$ | $D_{3}$ | ${}^{2}\\!\bar{E}$ | $d$ | $D_{3}$ | ${}^{1}\\!\bar{E}$
182 | $c$ | $D_{3}$ | ${}^{1}\\!\bar{E}$ | $d$ | $D_{3}$ | ${}^{2}\\!\bar{E}$
182 | $c$ | $D_{3}$ | $A_{2}$ | $d$ | $D_{3}$ | $A_{2}$
182 | $c$ | $D_{3}$ | $A_{1}$ | $d$ | $D_{3}$ | $A_{1}$
195 | $a$ | $T$ | ${}^{1}\\!\bar{F}$ | $b$ | $T$ | ${}^{1}\\!\bar{F}$
195 | $a$ | $T$ | ${}^{2}\\!\bar{F}$ | $b$ | $T$ | ${}^{2}\\!\bar{F}$
195 | $a$ | $T$ | $\bar{E}$ | $b$ | $T$ | $\bar{E}$
196 | $c$ | $T$ | ${}^{2}\\!E$ | $d$ | $T$ | ${}^{2}\\!E$
196 | $c$ | $T$ | ${}^{1}\\!E$ | $d$ | $T$ | ${}^{1}\\!E$
196 | $c$ | $T$ | $A$ | $d$ | $T$ | $A$
196 | $a$ | $T$ | ${}^{2}\\!E$ | $b$ | $T$ | ${}^{2}\\!E$
196 | $a$ | $T$ | ${}^{1}\\!E$ | $b$ | $T$ | ${}^{1}\\!E$
196 | $a$ | $T$ | $A$ | $b$ | $T$ | $A$
196 | $c$ | $T$ | ${}^{1}\\!\bar{F}$ | $d$ | $T$ | ${}^{1}\\!\bar{F}$
196 | $b$ | $T$ | ${}^{1}\\!\bar{F}$ | $d$ | $T$ | ${}^{1}\\!\bar{F}$
196 | $a$ | $T$ | ${}^{1}\\!\bar{F}$ | $d$ | $T$ | ${}^{1}\\!\bar{F}$
196 | $c$ | $T$ | ${}^{2}\\!\bar{F}$ | $d$ | $T$ | ${}^{2}\\!\bar{F}$
196 | $b$ | $T$ | ${}^{2}\\!\bar{F}$ | $d$ | $T$ | ${}^{2}\\!\bar{F}$
196 | $a$ | $T$ | ${}^{2}\\!\bar{F}$ | $d$ | $T$ | ${}^{2}\\!\bar{F}$
196 | $c$ | $T$ | $\bar{E}$ | $d$ | $T$ | $\bar{E}$
196 | $b$ | $T$ | $\bar{E}$ | $d$ | $T$ | $\bar{E}$
196 | $a$ | $T$ | $\bar{E}$ | $d$ | $T$ | $\bar{E}$
196 | $b$ | $T$ | ${}^{1}\\!\bar{F}$ | $c$ | $T$ | ${}^{1}\\!\bar{F}$
196 | $a$ | $T$ | ${}^{1}\\!\bar{F}$ | $c$ | $T$ | ${}^{1}\\!\bar{F}$
196 | $b$ | $T$ | ${}^{2}\\!\bar{F}$ | $c$ | $T$ | ${}^{2}\\!\bar{F}$
196 | $a$ | $T$ | ${}^{2}\\!\bar{F}$ | $c$ | $T$ | ${}^{2}\\!\bar{F}$
196 | $b$ | $T$ | $\bar{E}$ | $c$ | $T$ | $\bar{E}$
196 | $a$ | $T$ | $\bar{E}$ | $c$ | $T$ | $\bar{E}$
196 | $a$ | $T$ | ${}^{1}\\!\bar{F}$ | $b$ | $T$ | ${}^{1}\\!\bar{F}$
196 | $a$ | $T$ | ${}^{2}\\!\bar{F}$ | $b$ | $T$ | ${}^{2}\\!\bar{F}$
196 | $a$ | $T$ | $\bar{E}$ | $b$ | $T$ | $\bar{E}$
196 | $c$ | $T$ | $T$ | $d$ | $T$ | $T$
196 | $a$ | $T$ | $T$ | $b$ | $T$ | $T$
197 | $a$ | $T$ | $T$ | $b$ | $D_{2}$ | $B_{2}$
197 | $a$ | $T$ | $T$ | $b$ | $D_{2}$ | $B_{1}$
201 | $a$ | $T$ | $T$ | $d$ | $D_{2}$ | $B_{2}$
201 | $a$ | $T$ | $T$ | $d$ | $D_{2}$ | $B_{1}$
203 | $a$ | $T$ | ${}^{2}\\!E$ | $b$ | $T$ | ${}^{2}\\!E$
203 | $a$ | $T$ | ${}^{1}\\!E$ | $b$ | $T$ | ${}^{1}\\!E$
203 | $a$ | $T$ | $A$ | $b$ | $T$ | $A$
203 | $a$ | $T$ | ${}^{1}\\!\bar{F}$ | $b$ | $T$ | ${}^{1}\\!\bar{F}$
203 | $a$ | $T$ | ${}^{2}\\!\bar{F}$ | $b$ | $T$ | ${}^{2}\\!\bar{F}$
203 | $a$ | $T$ | $\bar{E}$ | $b$ | $T$ | $\bar{E}$
203 | $a$ | $T$ | $T$ | $b$ | $T$ | $T$
207 | $a$ | $O$ | $\bar{F}$ | $b$ | $O$ | $\bar{F}$
208 | $b$ | $D_{3}$ | ${}^{1}\\!\bar{E}$ | $c$ | $D_{3}$ | ${}^{1}\\!\bar{E}$
208 | $b$ | $D_{3}$ | ${}^{2}\\!\bar{E}$ | $c$ | $D_{3}$ | ${}^{1}\\!\bar{E}$
208 | $a$ | $T$ | ${}^{1}\\!\bar{F}$ | $c$ | $D_{3}$ | ${}^{1}\\!\bar{E}$
208 | $a$ | $T$ | ${}^{2}\\!\bar{F}$ | $c$ | $D_{3}$ | ${}^{1}\\!\bar{E}$
208 | $b$ | $D_{3}$ | ${}^{1}\\!\bar{E}$ | $c$ | $D_{3}$ | ${}^{2}\\!\bar{E}$
208 | $b$ | $D_{3}$ | ${}^{2}\\!\bar{E}$ | $c$ | $D_{3}$ | ${}^{2}\\!\bar{E}$
208 | $a$ | $T$ | ${}^{1}\\!\bar{F}$ | $c$ | $D_{3}$ | ${}^{2}\\!\bar{E}$
208 | $a$ | $T$ | ${}^{2}\\!\bar{F}$ | $c$ | $D_{3}$ | ${}^{2}\\!\bar{E}$
208 | $a$ | $T$ | ${}^{1}\\!\bar{F}$ | $b$ | $D_{3}$ | ${}^{1}\\!\bar{E}$
208 | $a$ | $T$ | ${}^{2}\\!\bar{F}$ | $b$ | $D_{3}$ | ${}^{1}\\!\bar{E}$
208 | $a$ | $T$ | ${}^{1}\\!\bar{F}$ | $b$ | $D_{3}$ | ${}^{2}\\!\bar{E}$
208 | $a$ | $T$ | ${}^{2}\\!\bar{F}$ | $b$ | $D_{3}$ | ${}^{2}\\!\bar{E}$
209 | $a$ | $O$ | $\bar{E}_{2}$ | $b$ | $O$ | $\bar{E}_{2}$
209 | $a$ | $O$ | $\bar{E}_{1}$ | $b$ | $O$ | $\bar{E}_{1}$
209 | $a$ | $O$ | $E$ | $b$ | $O$ | $E$
209 | $b$ | $O$ | $\bar{F}$ | $c$ | $T$ | ${}^{1}\\!\bar{F}$
209 | $a$ | $O$ | $\bar{F}$ | $c$ | $T$ | ${}^{1}\\!\bar{F}$
209 | $b$ | $O$ | $\bar{F}$ | $c$ | $T$ | ${}^{2}\\!\bar{F}$
209 | $a$ | $O$ | $\bar{F}$ | $c$ | $T$ | ${}^{2}\\!\bar{F}$
209 | $a$ | $O$ | $\bar{F}$ | $b$ | $O$ | $\bar{F}$
210 | $a$ | $T$ | ${}^{2}\\!E$ | $b$ | $T$ | ${}^{2}\\!E$
210 | $a$ | $T$ | ${}^{1}\\!E$ | $b$ | $T$ | ${}^{2}\\!E$
210 | $a$ | $T$ | ${}^{2}\\!E$ | $b$ | $T$ | ${}^{1}\\!E$
210 | $a$ | $T$ | ${}^{1}\\!E$ | $b$ | $T$ | ${}^{1}\\!E$
210 | $a$ | $T$ | $A$ | $b$ | $T$ | $A$
210 | $c$ | $D_{3}$ | ${}^{2}\\!\bar{E}$ | $d$ | $D_{3}$ | ${}^{1}\\!\bar{E}$
210 | $c$ | $D_{3}$ | ${}^{1}\\!\bar{E}$ | $d$ | $D_{3}$ | ${}^{2}\\!\bar{E}$
210 | $c$ | $D_{3}$ | $A_{2}$ | $d$ | $D_{3}$ | $A_{2}$
210 | $c$ | $D_{3}$ | $A_{1}$ | $d$ | $D_{3}$ | $A_{1}$
210 | $a$ | $T$ | ${}^{1}\\!\bar{F}$ | $b$ | $T$ | ${}^{1}\\!\bar{F}$
210 | $a$ | $T$ | ${}^{2}\\!\bar{F}$ | $b$ | $T$ | ${}^{1}\\!\bar{F}$
210 | $a$ | $T$ | ${}^{1}\\!\bar{F}$ | $b$ | $T$ | ${}^{2}\\!\bar{F}$
210 | $a$ | $T$ | ${}^{2}\\!\bar{F}$ | $b$ | $T$ | ${}^{2}\\!\bar{F}$
210 | $a$ | $T$ | $\bar{E}$ | $b$ | $T$ | $\bar{E}$
210 | $a$ | $T$ | $T$ | $b$ | $T$ | $T$
211 | $a$ | $O$ | $\bar{F}$ | $c$ | $D_{3}$ | ${}^{1}\\!\bar{E}$
211 | $a$ | $O$ | $\bar{F}$ | $c$ | $D_{3}$ | ${}^{2}\\!\bar{E}$
212 | $a$ | $D_{3}$ | ${}^{2}\\!\bar{E}$ | $b$ | $D_{3}$ | ${}^{1}\\!\bar{E}$
212 | $a$ | $D_{3}$ | ${}^{1}\\!\bar{E}$ | $b$ | $D_{3}$ | ${}^{2}\\!\bar{E}$
212 | $a$ | $D_{3}$ | $A_{2}$ | $b$ | $D_{3}$ | $A_{2}$
212 | $a$ | $D_{3}$ | $A_{1}$ | $b$ | $D_{3}$ | $A_{1}$
213 | $a$ | $D_{3}$ | ${}^{2}\\!\bar{E}$ | $b$ | $D_{3}$ | ${}^{1}\\!\bar{E}$
213 | $a$ | $D_{3}$ | ${}^{1}\\!\bar{E}$ | $b$ | $D_{3}$ | ${}^{2}\\!\bar{E}$
213 | $a$ | $D_{3}$ | $A_{2}$ | $b$ | $D_{3}$ | $A_{2}$
213 | $a$ | $D_{3}$ | $A_{1}$ | $b$ | $D_{3}$ | $A_{1}$
214 | $a$ | $D_{3}$ | ${}^{1}\\!\bar{E}$ | $b$ | $D_{3}$ | ${}^{1}\\!\bar{E}$
214 | $a$ | $D_{3}$ | ${}^{2}\\!\bar{E}$ | $b$ | $D_{3}$ | ${}^{1}\\!\bar{E}$
214 | $a$ | $D_{3}$ | ${}^{1}\\!\bar{E}$ | $b$ | $D_{3}$ | ${}^{2}\\!\bar{E}$
214 | $a$ | $D_{3}$ | ${}^{2}\\!\bar{E}$ | $b$ | $D_{3}$ | ${}^{2}\\!\bar{E}$
214 | $c$ | $D_{2}$ | $B_{2}$ | $d$ | $D_{2}$ | $B_{2}$
214 | $c$ | $D_{2}$ | $B_{3}$ | $d$ | $D_{2}$ | $B_{3}$
214 | $c$ | $D_{2}$ | $B_{1}$ | $d$ | $D_{2}$ | $B_{1}$
214 | $c$ | $D_{2}$ | $A_{1}$ | $d$ | $D_{2}$ | $A_{1}$
216 | $c$ | $T_{d}$ | $E$ | $d$ | $T_{d}$ | $E$
216 | $a$ | $T_{d}$ | $E$ | $b$ | $T_{d}$ | $E$
219 | $a$ | $T$ | ${}^{1}\\!\bar{F}$ | $b$ | $T$ | ${}^{1}\\!\bar{F}$
219 | $a$ | $T$ | ${}^{2}\\!\bar{F}$ | $b$ | $T$ | ${}^{1}\\!\bar{F}$
219 | $a$ | $T$ | ${}^{1}\\!\bar{F}$ | $b$ | $T$ | ${}^{2}\\!\bar{F}$
219 | $a$ | $T$ | ${}^{2}\\!\bar{F}$ | $b$ | $T$ | ${}^{2}\\!\bar{F}$
227 | $a$ | $T_{d}$ | $E$ | $b$ | $T_{d}$ | $E$

219

$a$ $T$ $\bar{E}$ $b$ $T$ $\bar{E}$ 228 $a$ $T$ ${}^{1}\\!\bar{F}$ $b$ $D_{3}$
${}^{1}\\!\bar{E}$ 228 $a$ $T$ ${}^{2}\\!\bar{F}$ $b$ $D_{3}$
${}^{1}\\!\bar{E}$ 228 $a$ $T$ ${}^{1}\\!\bar{F}$ $b$ $D_{3}$
${}^{2}\\!\bar{E}$ 228 $a$ $T$ ${}^{2}\\!\bar{F}$ $b$ $D_{3}$
${}^{2}\\!\bar{E}$

Table 12
---
SG | $\mathbf{q}$ | $G_{\mathbf{q}}$ | $\rho$ | $\mathbf{q}^{\prime}$ | $G_{\mathbf{q}^{\prime}}$ | $\rho^{\prime}$
16 | $g$ | $D_{2}$ | $\bar{E}$ | $h$ | $D_{2}$ | $\bar{E}$
16 | $f$ | $D_{2}$ | $\bar{E}$ | $h$ | $D_{2}$ | $\bar{E}$
16 | $e$ | $D_{2}$ | $\bar{E}$ | $h$ | $D_{2}$ | $\bar{E}$
16 | $d$ | $D_{2}$ | $\bar{E}$ | $g$ | $D_{2}$ | $\bar{E}$
16 | $c$ | $D_{2}$ | $\bar{E}$ | $g$ | $D_{2}$ | $\bar{E}$
16 | $d$ | $D_{2}$ | $\bar{E}$ | $f$ | $D_{2}$ | $\bar{E}$
16 | $b$ | $D_{2}$ | $\bar{E}$ | $f$ | $D_{2}$ | $\bar{E}$
16 | $c$ | $D_{2}$ | $\bar{E}$ | $e$ | $D_{2}$ | $\bar{E}$
16 | $b$ | $D_{2}$ | $\bar{E}$ | $e$ | $D_{2}$ | $\bar{E}$
16 | $a$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
16 | $a$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
16 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
21 | $c$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
21 | $b$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
21 | $a$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
21 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
22 | $c$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
22 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
23 | $c$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
23 | $b$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
23 | $b$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
23 | $a$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
23 | $a$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
23 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
25 | $c$ | $C_{2v}$ | $\bar{E}$ | $d$ | $C_{2v}$ | $\bar{E}$
25 | $b$ | $C_{2v}$ | $\bar{E}$ | $d$ | $C_{2v}$ | $\bar{E}$
25 | $a$ | $C_{2v}$ | $\bar{E}$ | $c$ | $C_{2v}$ | $\bar{E}$
25 | $a$ | $C_{2v}$ | $\bar{E}$ | $b$ | $C_{2v}$ | $\bar{E}$
35 | $a$ | $C_{2v}$ | $\bar{E}$ | $b$ | $C_{2v}$ | $\bar{E}$
38 | $a$ | $C_{2v}$ | $\bar{E}$ | $b$ | $C_{2v}$ | $\bar{E}$
44 | $a$ | $C_{2v}$ | $\bar{E}$ | $b$ | $C_{2v}$ | $\bar{E}$
48 | $c$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
48 | $b$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
48 | $a$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
48 | $b$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
48 | $a$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
48 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
50 | $c$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
50 | $a$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
50 | $b$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
50 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
59 | $a$ | $C_{2v}$ | $\bar{E}$ | $b$ | $C_{2v}$ | $\bar{E}$
68 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
70 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
89 | $c$ | $D_{4}$ | $\bar{E}_{1}$ | $d$ | $D_{4}$ | $\bar{E}_{1}$
89 | $c$ | $D_{4}$ | $\bar{E}_{2}$ | $d$ | $D_{4}$ | $\bar{E}_{2}$
89 | $a$ | $D_{4}$ | $\bar{E}_{1}$ | $b$ | $D_{4}$ | $\bar{E}_{1}$
89 | $a$ | $D_{4}$ | $\bar{E}_{2}$ | $b$ | $D_{4}$ | $\bar{E}_{2}$
89 | $c$ | $D_{4}$ | $E$ | $d$ | $D_{4}$ | $E$
89 | $a$ | $D_{4}$ | $E$ | $b$ | $D_{4}$ | $E$
93 | $e$ | $D_{2}$ | $\bar{E}$ | $f$ | $D_{2}$ | $\bar{E}$
93 | $b$ | $D_{2}$ | $\bar{E}$ | $f$ | $D_{2}$ | $\bar{E}$
93 | $a$ | $D_{2}$ | $\bar{E}$ | $e$ | $D_{2}$ | $\bar{E}$
93 | $c$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
93 | $b$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
93 | $a$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
93 | $b$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
93 | $a$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
94 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
97 | $a$ | $D_{4}$ | $E$ | $b$ | $D_{4}$ | $E$
97 | $a$ | $D_{4}$ | $\bar{E}_{1}$ | $b$ | $D_{4}$ | $\bar{E}_{1}$
97 | $a$ | $D_{4}$ | $\bar{E}_{2}$ | $b$ | $D_{4}$ | $\bar{E}_{2}$
98 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
101 | $a$ | $C_{2v}$ | $\bar{E}$ | $b$ | $C_{2v}$ | $\bar{E}$
105 | $b$ | $C_{2v}$ | $\bar{E}$ | $c$ | $C_{2v}$ | $\bar{E}$
111 | $b$ | $D_{2d}$ | $E$ | $d$ | $D_{2d}$ | $E$
111 | $a$ | $D_{2d}$ | $E$ | $c$ | $D_{2d}$ | $E$
115 | $a$ | $D_{2d}$ | $E$ | $d$ | $D_{2d}$ | $E$
115 | $b$ | $D_{2d}$ | $E$ | $c$ | $D_{2d}$ | $E$
119 | $c$ | $D_{2d}$ | $E$ | $d$ | $D_{2d}$ | $E$
119 | $a$ | $D_{2d}$ | $E$ | $b$ | $D_{2d}$ | $E$
121 | $a$ | $D_{2d}$ | $E$ | $b$ | $D_{2d}$ | $E$
125 | $a$ | $D_{4}$ | $\bar{E}_{1}$ | $b$ | $D_{4}$ | $\bar{E}_{1}$
125 | $a$ | $D_{4}$ | $\bar{E}_{2}$ | $b$ | $D_{4}$ | $\bar{E}_{2}$
125 | $c$ | $D_{2d}$ | $E$ | $d$ | $D_{2d}$ | $E$
125 | $a$ | $D_{4}$ | $E$ | $b$ | $D_{4}$ | $E$
126 | $a$ | $D_{4}$ | $\bar{E}_{1}$ | $b$ | $D_{4}$ | $\bar{E}_{1}$
126 | $a$ | $D_{4}$ | $\bar{E}_{2}$ | $b$ | $D_{4}$ | $\bar{E}_{2}$
126 | $a$ | $D_{4}$ | $E$ | $b$ | $D_{4}$ | $E$
129 | $a$ | $D_{2d}$ | $E$ | $b$ | $D_{2d}$ | $E$
134 | $a$ | $D_{2d}$ | $E$ | $b$ | $D_{2d}$ | $E$
137 | $a$ | $D_{2d}$ | $E$ | $b$ | $D_{2d}$ | $E$
141 | $a$ | $D_{2d}$ | $E$ | $b$ | $D_{2d}$ | $E$
149 | $e$ | $D_{3}$ | $\bar{E}_{1}$ | $f$ | $D_{3}$ | $\bar{E}_{1}$
149 | $e$ | $D_{3}$ | $E$ | $f$ | $D_{3}$ | $E$
149 | $c$ | $D_{3}$ | $\bar{E}_{1}$ | $d$ | $D_{3}$ | $\bar{E}_{1}$
149 | $c$ | $D_{3}$ | $E$ | $d$ | $D_{3}$ | $E$
149 | $a$ | $D_{3}$ | $\bar{E}_{1}$ | $b$ | $D_{3}$ | $\bar{E}_{1}$
149 | $a$ | $D_{3}$ | $E$ | $b$ | $D_{3}$ | $E$
150 | $a$ | $D_{3}$ | $\bar{E}_{1}$ | $b$ | $D_{3}$ | $\bar{E}_{1}$
150 | $a$ | $D_{3}$ | $E$ | $b$ | $D_{3}$ | $E$
155 | $a$ | $D_{3}$ | $\bar{E}_{1}$ | $b$ | $D_{3}$ | $\bar{E}_{1}$
155 | $a$ | $D_{3}$ | $E$ | $b$ | $D_{3}$ | $E$
177 | $a$ | $D_{6}$ | $\bar{E}_{1}$ | $b$ | $D_{6}$ | $\bar{E}_{1}$
177 | $a$ | $D_{6}$ | $\bar{E}_{2}$ | $b$ | $D_{6}$ | $\bar{E}_{2}$
177 | $a$ | $D_{6}$ | $\bar{E}_{3}$ | $b$ | $D_{6}$ | $\bar{E}_{3}$
177 | $a$ | $D_{6}$ | $E_{1}$ | $b$ | $D_{6}$ | $E_{1}$
177 | $a$ | $D_{6}$ | $E_{2}$ | $b$ | $D_{6}$ | $E_{2}$
180 | $c$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
180 | $b$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
180 | $a$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
180 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
181 | $c$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
181 | $b$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
181 | $a$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
181 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
182 | $a$ | $D_{3}$ | $\bar{E}_{1}$ | $b$ | $D_{3}$ | $\bar{E}_{1}$
182 | $a$ | $D_{3}$ | $E$ | $b$ | $D_{3}$ | $E$
182 | $c$ | $D_{3}$ | $\bar{E}_{1}$ | $d$ | $D_{3}$ | $\bar{E}_{1}$
182 | $c$ | $D_{3}$ | $E$ | $d$ | $D_{3}$ | $E$
187 | $e$ | $D_{3h}$ | $\bar{E}_{3}$ | $f$ | $D_{3h}$ | $\bar{E}_{3}$
187 | $c$ | $D_{3h}$ | $\bar{E}_{3}$ | $d$ | $D_{3h}$ | $\bar{E}_{3}$
187 | $a$ | $D_{3h}$ | $\bar{E}_{3}$ | $b$ | $D_{3h}$ | $\bar{E}_{3}$
189 | $a$ | $D_{3h}$ | $\bar{E}_{3}$ | $b$ | $D_{3h}$ | $\bar{E}_{3}$
194 | $c$ | $D_{3h}$ | $\bar{E}_{3}$ | $d$ | $D_{3h}$ | $\bar{E}_{3}$
212 | $a$ | $D_{3}$ | $\bar{E}_{1}$ | $b$ | $D_{3}$ | $\bar{E}_{1}$
212 | $a$ | $D_{3}$ | $E$ | $b$ | $D_{3}$ | $E$
213 | $a$ | $D_{3}$ | $\bar{E}_{1}$ | $b$ | $D_{3}$ | $\bar{E}_{1}$
213 | $a$ | $D_{3}$ | $E$ | $b$ | $D_{3}$ | $E$
214 | $a$ | $D_{3}$ | $\bar{E}_{1}$ | $b$ | $D_{3}$ | $\bar{E}_{1}$
214 | $a$ | $D_{3}$ | $E$ | $b$ | $D_{3}$ | $E$
215 | $a$ | $T_{d}$ | $\bar{F}$ | $b$ | $T_{d}$ | $\bar{F}$
216 | $c$ | $T_{d}$ | $\bar{F}$ | $d$ | $T_{d}$ | $\bar{F}$
216 | $b$ | $T_{d}$ | $\bar{F}$ | $d$ | $T_{d}$ | $\bar{F}$
216 | $a$ | $T_{d}$ | $\bar{F}$ | $d$ | $T_{d}$ | $\bar{F}$
216 | $b$ | $T_{d}$ | $\bar{F}$ | $c$ | $T_{d}$ | $\bar{F}$
216 | $a$ | $T_{d}$ | $\bar{F}$ | $c$ | $T_{d}$ | $\bar{F}$
216 | $a$ | $T_{d}$ | $\bar{F}$ | $b$ | $T_{d}$ | $\bar{F}$

90

$a$ $D_{2}$ $\bar{E}$ $b$ $D_{2}$ $\bar{E}$ 117 $c$ $D_{2}$ $\bar{E}$ $d$
$D_{2}$ $\bar{E}$ 118 $c$ $D_{2}$ $\bar{E}$ $d$ $D_{2}$ $\bar{E}$ 162 $c$
$D_{3}$ $\bar{E}_{1}$ $d$ $D_{3}$ $\bar{E}_{1}$ 162 $c$ $D_{3}$ $E$ $d$
$D_{3}$ $E$ 163 $c$ $D_{3}$ $\bar{E}_{1}$ $d$ $D_{3}$ $\bar{E}_{1}$ 163 $c$
$D_{3}$ $E$ $d$ $D_{3}$ $E$ 177 $c$ $D_{3}$ $\bar{E}_{1}$ $d$ $D_{3}$
$\bar{E}_{1}$ 177 $c$ $D_{3}$ $E$ $d$ $D_{3}$ $E$ 191 $c$ $D_{3h}$
$\bar{E}_{3}$ $d$ $D_{3h}$ $\bar{E}_{3}$

Table 13: EBRs induced from an irrep of $G_{\mathbf{q}}$ that are irrep-
equivalent to a sum of EBRs induced from irreps of other site-symmetry groups,
$G_{\mathbf{q}_{i}}$. The first column lists the space group. The second,
third, and fourth columns indicate the Wyckoff position of the site,
$\mathbf{q}$, point group isomorphic to the site-symmetry group,
$G_{\mathbf{q}}$, and irrep, $\rho$, of $G_{\mathbf{q}}$. The fifth column
indicates the same quantities for $\mathbf{q}_{i}$, grouped into triples for
each $i$. The EBR induced from $G_{\mathbf{q}}$ cannot be equivalent (in the
sense of Eq. (12)) to the sum of other EBRs, otherwise it would constitute an
exceptionBradlyn  _et al._ (2017); Cano  _et al._ (2018a), and thus not itself
be an EBR. Table 13
---
SG | $\mathbf{q}$ | $G_{\mathbf{q}}$ | $\rho$ | Summed EBRs: $(\mathbf{q}_{i},G_{\mathbf{q}_{i}},\rho_{i})$
64 | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(b,C_{2h},{}^{1}\\!\bar{E}_{u}),(b,C_{2h},{}^{2}\\!\bar{E}_{g})$
64 | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(b,C_{2h},{}^{1}\\!\bar{E}_{g}),(b,C_{2h},{}^{2}\\!\bar{E}_{u})$
64 | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(a,C_{2h},{}^{1}\\!\bar{E}_{u}),(a,C_{2h},{}^{2}\\!\bar{E}_{g})$
64 | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(a,C_{2h},{}^{1}\\!\bar{E}_{g}),(a,C_{2h},{}^{2}\\!\bar{E}_{u})$
64 | $e$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(b,C_{2h},{}^{1}\\!\bar{E}_{u}),(b,C_{2h},{}^{2}\\!\bar{E}_{g})$
64 | $e$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(b,C_{2h},{}^{1}\\!\bar{E}_{g}),(b,C_{2h},{}^{2}\\!\bar{E}_{u})$
64 | $e$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(a,C_{2h},{}^{1}\\!\bar{E}_{u}),(a,C_{2h},{}^{2}\\!\bar{E}_{g})$
64 | $e$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(a,C_{2h},{}^{1}\\!\bar{E}_{g}),(a,C_{2h},{}^{2}\\!\bar{E}_{u})$
103 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(b,C_{4},{}^{1}\\!\bar{E}_{1}),(b,C_{4},{}^{1}\\!\bar{E}_{2})$
103 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(b,C_{4},{}^{1}\\!\bar{E}_{1}),(b,C_{4},{}^{2}\\!\bar{E}_{2})$
103 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(b,C_{4},{}^{1}\\!\bar{E}_{2}),(b,C_{4},{}^{2}\\!\bar{E}_{1})$
103 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(b,C_{4},{}^{2}\\!\bar{E}_{1}),(b,C_{4},{}^{2}\\!\bar{E}_{2})$
103 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(a,C_{4},{}^{1}\\!\bar{E}_{1}),(a,C_{4},{}^{1}\\!\bar{E}_{2})$
103 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(a,C_{4},{}^{1}\\!\bar{E}_{1}),(a,C_{4},{}^{2}\\!\bar{E}_{2})$
103 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(a,C_{4},{}^{1}\\!\bar{E}_{2}),(a,C_{4},{}^{2}\\!\bar{E}_{1})$
103 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(a,C_{4},{}^{2}\\!\bar{E}_{1}),(a,C_{4},{}^{2}\\!\bar{E}_{2})$
103 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(b,C_{4},{}^{1}\\!\bar{E}_{1}),(b,C_{4},{}^{1}\\!\bar{E}_{2})$
103 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(b,C_{4},{}^{1}\\!\bar{E}_{1}),(b,C_{4},{}^{2}\\!\bar{E}_{2})$
103 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(b,C_{4},{}^{1}\\!\bar{E}_{2}),(b,C_{4},{}^{2}\\!\bar{E}_{1})$
103 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(b,C_{4},{}^{2}\\!\bar{E}_{1}),(b,C_{4},{}^{2}\\!\bar{E}_{2})$
103 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(a,C_{4},{}^{1}\\!\bar{E}_{1}),(a,C_{4},{}^{1}\\!\bar{E}_{2})$
103 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(a,C_{4},{}^{1}\\!\bar{E}_{1}),(a,C_{4},{}^{2}\\!\bar{E}_{2})$
103 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(a,C_{4},{}^{1}\\!\bar{E}_{2}),(a,C_{4},{}^{2}\\!\bar{E}_{1})$
103 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(a,C_{4},{}^{2}\\!\bar{E}_{1}),(a,C_{4},{}^{2}\\!\bar{E}_{2})$
108 | $b$ | $C_{2v}$ | $\bar{E}$ | $(a,C_{4},{}^{1}\\!\bar{E}_{1}),(a,C_{4},{}^{1}\\!\bar{E}_{2})$
108 | $b$ | $C_{2v}$ | $\bar{E}$ | $(a,C_{4},{}^{1}\\!\bar{E}_{1}),(a,C_{4},{}^{2}\\!\bar{E}_{2})$
108 | $b$ | $C_{2v}$ | $\bar{E}$ | $(a,C_{4},{}^{1}\\!\bar{E}_{2}),(a,C_{4},{}^{2}\\!\bar{E}_{1})$
108 | $b$ | $C_{2v}$ | $\bar{E}$ | $(a,C_{4},{}^{2}\\!\bar{E}_{1}),(a,C_{4},{}^{2}\\!\bar{E}_{2})$
116 | $i$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(d,S_{4},{}^{1}\\!\bar{E}_{1}),(d,S_{4},{}^{1}\\!\bar{E}_{2})$
116 | $i$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(d,S_{4},{}^{2}\\!\bar{E}_{1}),(d,S_{4},{}^{2}\\!\bar{E}_{2})$
116 | $i$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(c,S_{4},{}^{1}\\!\bar{E}_{1}),(c,S_{4},{}^{1}\\!\bar{E}_{2})$
116 | $i$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(c,S_{4},{}^{2}\\!\bar{E}_{1}),(c,S_{4},{}^{2}\\!\bar{E}_{2})$
116 | $i$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(d,S_{4},{}^{1}\\!\bar{E}_{1}),(d,S_{4},{}^{1}\\!\bar{E}_{2})$
116 | $i$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(d,S_{4},{}^{2}\\!\bar{E}_{1}),(d,S_{4},{}^{2}\\!\bar{E}_{2})$
116 | $i$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(c,S_{4},{}^{1}\\!\bar{E}_{1}),(c,S_{4},{}^{1}\\!\bar{E}_{2})$
116 | $i$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(c,S_{4},{}^{2}\\!\bar{E}_{1}),(c,S_{4},{}^{2}\\!\bar{E}_{2})$
142 | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(a,S_{4},{}^{1}\\!\bar{E}_{1}),(a,S_{4},{}^{1}\\!\bar{E}_{2})$
142 | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(a,S_{4},{}^{2}\\!\bar{E}_{1}),(a,S_{4},{}^{2}\\!\bar{E}_{2})$
142 | $e$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(a,S_{4},{}^{1}\\!\bar{E}_{1}),(a,S_{4},{}^{1}\\!\bar{E}_{2})$
142 | $e$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(a,S_{4},{}^{2}\\!\bar{E}_{1}),(a,S_{4},{}^{2}\\!\bar{E}_{2})$
184 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(a,C_{6},{}^{1}\\!\bar{E}_{1}),(a,C_{6},{}^{1}\\!\bar{E}_{2}),(a,C_{6},{}^{2}\\!\bar{E}_{3})$
184 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(a,C_{6},{}^{1}\\!\bar{E}_{2}),(a,C_{6},{}^{2}\\!\bar{E}_{1}),(a,C_{6},{}^{2}\\!\bar{E}_{3})$
184 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(a,C_{6},{}^{1}\\!\bar{E}_{1}),(a,C_{6},{}^{1}\\!\bar{E}_{2}),(a,C_{6},{}^{1}\\!\bar{E}_{3})$
184 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(a,C_{6},{}^{1}\\!\bar{E}_{2}),(a,C_{6},{}^{1}\\!\bar{E}_{3}),(a,C_{6},{}^{2}\\!\bar{E}_{1})$
184 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(a,C_{6},{}^{1}\\!\bar{E}_{1}),(a,C_{6},{}^{2}\\!\bar{E}_{2}),(a,C_{6},{}^{2}\\!\bar{E}_{3})$
184 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(a,C_{6},{}^{2}\\!\bar{E}_{1}),(a,C_{6},{}^{2}\\!\bar{E}_{2}),(a,C_{6},{}^{2}\\!\bar{E}_{3})$
184 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(a,C_{6},{}^{1}\\!\bar{E}_{1}),(a,C_{6},{}^{1}\\!\bar{E}_{3}),(a,C_{6},{}^{2}\\!\bar{E}_{2})$
184 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}$ | $(a,C_{6},{}^{1}\\!\bar{E}_{3}),(a,C_{6},{}^{2}\\!\bar{E}_{1}),(a,C_{6},{}^{2}\\!\bar{E}_{2})$
184 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(a,C_{6},{}^{1}\\!\bar{E}_{1}),(a,C_{6},{}^{1}\\!\bar{E}_{2}),(a,C_{6},{}^{2}\\!\bar{E}_{3})$
184 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(a,C_{6},{}^{1}\\!\bar{E}_{2}),(a,C_{6},{}^{2}\\!\bar{E}_{1}),(a,C_{6},{}^{2}\\!\bar{E}_{3})$
184 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(a,C_{6},{}^{1}\\!\bar{E}_{1}),(a,C_{6},{}^{1}\\!\bar{E}_{2}),(a,C_{6},{}^{1}\\!\bar{E}_{3})$
184 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(a,C_{6},{}^{1}\\!\bar{E}_{2}),(a,C_{6},{}^{1}\\!\bar{E}_{3}),(a,C_{6},{}^{2}\\!\bar{E}_{1})$
184 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(a,C_{6},{}^{1}\\!\bar{E}_{1}),(a,C_{6},{}^{2}\\!\bar{E}_{2}),(a,C_{6},{}^{2}\\!\bar{E}_{3})$
184 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(a,C_{6},{}^{2}\\!\bar{E}_{1}),(a,C_{6},{}^{2}\\!\bar{E}_{2}),(a,C_{6},{}^{2}\\!\bar{E}_{3})$
184 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(a,C_{6},{}^{1}\\!\bar{E}_{1}),(a,C_{6},{}^{1}\\!\bar{E}_{3}),(a,C_{6},{}^{2}\\!\bar{E}_{2})$
184 | $c$ | $C_{2}$ | ${}^{2}\\!\bar{E}$ | $(a,C_{6},{}^{1}\\!\bar{E}_{3}),(a,C_{6},{}^{2}\\!\bar{E}_{1}),(a,C_{6},{}^{2}\\!\bar{E}_{2})$
202 | $c$ | $T$ | ${}^{1}\\!\bar{F}$ | $(b,T_{h},{}^{1}\\!\bar{F}_{g}),(b,T_{h},{}^{1}\\!\bar{F}_{u})$
202 | $c$ | $T$ | ${}^{1}\\!\bar{F}$ | $(a,T_{h},{}^{1}\\!\bar{F}_{g}),(a,T_{h},{}^{1}\\!\bar{F}_{u})$
202 | $c$ | $T$ | ${}^{2}\\!\bar{F}$ | $(b,T_{h},{}^{2}\\!\bar{F}_{g}),(b,T_{h},{}^{2}\\!\bar{F}_{u})$
202 | $c$ | $T$ | ${}^{2}\\!\bar{F}$ | $(a,T_{h},{}^{2}\\!\bar{F}_{g}),(a,T_{h},{}^{2}\\!\bar{F}_{u})$
202 | $c$ | $T$ | $\bar{E}$ | $(b,T_{h},\bar{E}_{g}),(b,T_{h},\bar{E}_{u})$
202 | $c$ | $T$ | $\bar{E}$ | $(a,T_{h},\bar{E}_{g}),(a,T_{h},\bar{E}_{u})$
209 | $c$ | $T$ | $\bar{E}$ | $(b,O,\bar{E}_{1}),(b,O,\bar{E}_{2})$
209 | $c$ | $T$ | $\bar{E}$ | $(a,O,\bar{E}_{1}),(b,O,\bar{E}_{2})$
209 | $c$ | $T$ | $\bar{E}$ | $(a,O,\bar{E}_{2}),(b,O,\bar{E}_{1})$
209 | $c$ | $T$ | $\bar{E}$ | $(a,O,\bar{E}_{1}),(a,O,\bar{E}_{2})$
209 | $d$ | $D_{2}$ | $B_{1}$ | $(a,O,T_{1}),(b,O,A_{2}),(c,T,{}^{2}\\!E)$
209 | $d$ | $D_{2}$ | $B_{1}$ | $(a,O,T_{1}),(b,O,A_{2}),(c,T,{}^{1}\\!E)$
209 | $d$ | $D_{2}$ | $B_{1}$ | $(a,O,A_{2}),(b,O,T_{1}),(c,T,{}^{2}\\!E)$
209 | $d$ | $D_{2}$ | $B_{1}$ | $(a,O,A_{2}),(b,O,T_{1}),(c,T,{}^{1}\\!E)$
209 | $d$ | $D_{2}$ | $A_{1}$ | $(a,O,T_{2}),(b,O,A_{1}),(c,T,{}^{2}\\!E)$
209 | $d$ | $D_{2}$ | $A_{1}$ | $(a,O,T_{2}),(b,O,A_{1}),(c,T,{}^{1}\\!E)$
209 | $d$ | $D_{2}$ | $A_{1}$ | $(a,O,A_{1}),(b,O,T_{2}),(c,T,{}^{2}\\!E)$
209 | $d$ | $D_{2}$ | $A_{1}$ | $(a,O,A_{1}),(b,O,T_{2}),(c,T,{}^{1}\\!E)$
211 | $d$ | $D_{2}$ | $B_{2}$ | $(a,O,T_{2}),(b,D_{4},A_{2})$
211 | $d$ | $D_{2}$ | $B_{2}$ | $(a,O,T_{1}),(b,D_{4},B_{2})$
211 | $d$ | $D_{2}$ | $B_{3}$ | $(a,O,T_{2}),(b,D_{4},A_{2})$
211 | $d$ | $D_{2}$ | $B_{3}$ | $(a,O,T_{1}),(b,D_{4},B_{2})$
223 | $e$ | $D_{3}$ | ${}^{1}\\!\bar{E}$ | $(a,T_{h},{}^{1}\\!\bar{F}_{g}),(a,T_{h},{}^{1}\\!\bar{F}_{u})$
223 | $e$ | $D_{3}$ | ${}^{1}\\!\bar{E}$ | $(a,T_{h},{}^{2}\\!\bar{F}_{g}),(a,T_{h},{}^{2}\\!\bar{F}_{u})$
223 | $e$ | $D_{3}$ | ${}^{2}\\!\bar{E}$ | $(a,T_{h},{}^{1}\\!\bar{F}_{g}),(a,T_{h},{}^{1}\\!\bar{F}_{u})$
223 | $e$ | $D_{3}$ | ${}^{2}\\!\bar{E}$ | $(a,T_{h},{}^{2}\\!\bar{F}_{g}),(a,T_{h},{}^{2}\\!\bar{F}_{u})$
226 | $a$ | $O$ | $\bar{F}$ | $(b,T_{h},{}^{1}\\!\bar{F}_{g}),(b,T_{h},{}^{1}\\!\bar{F}_{u})$
226 | $a$ | $O$ | $\bar{F}$ | $(b,T_{h},{}^{2}\\!\bar{F}_{g}),(b,T_{h},{}^{2}\\!\bar{F}_{u})$

Table 14
---
SG | $\mathbf{q}$ | $G_{\mathbf{q}}$ | Irreps
90 | $b$ | $D_{2}$ | $B_{2},B_{3}$
90 | $a$ | $D_{2}$ | $B_{2},B_{3}$
97 | $d$ | $D_{2}$ | $B_{2},B_{3}$
100 | $b$ | $C_{2v}$ | $B_{1},B_{2}$
101 | $b$ | $C_{2v}$ | $B_{1},B_{2}$
101 | $a$ | $C_{2v}$ | $B_{1},B_{2}$
102 | $a$ | $C_{2v}$ | $B_{1},B_{2}$
105 | $b$ | $C_{2v}$ | $B_{1},B_{2}$
105 | $a$ | $C_{2v}$ | $B_{1},B_{2}$
107 | $b$ | $C_{2v}$ | $B_{1},B_{2}$
108 | $b$ | $C_{2v}$ | $B_{1},B_{2}$
109 | $a$ | $C_{2v}$ | $B_{1},B_{2}$
113 | $c$ | $C_{2v}$ | $B_{1},B_{2}$
117 | $d$ | $D_{2}$ | $B_{2},B_{3}$
117 | $c$ | $D_{2}$ | $B_{2},B_{3}$
120 | $d$ | $D_{2}$ | $B_{2},B_{3}$
120 | $a$ | $D_{2}$ | $B_{2},B_{3}$
127 | $d$ | $D_{2h}$ | $B_{2u},B_{3u}$
127 | $d$ | $D_{2h}$ | $B_{2g},B_{3g}$
127 | $c$ | $D_{2h}$ | $B_{2u},B_{3u}$
127 | $c$ | $D_{2h}$ | $B_{2g},B_{3g}$
128 | $d$ | $D_{2}$ | $B_{2},B_{3}$
130 | $a$ | $D_{2}$ | $B_{2},B_{3}$
133 | $c$ | $D_{2}$ | $B_{2},B_{3}$
135 | $d$ | $D_{2}$ | $B_{2},B_{3}$
137 | $d$ | $C_{2v}$ | $B_{1},B_{2}$
138 | $e$ | $C_{2v}$ | $B_{1},B_{2}$
140 | $d$ | $D_{2h}$ | $B_{2u},B_{3u}$
140 | $d$ | $D_{2h}$ | $B_{2g},B_{3g}$
142 | $b$ | $D_{2}$ | $B_{2},B_{3}$
197 | $b$ | $D_{2}$ | $B_{1},B_{2}$
201 | $d$ | $D_{2}$ | $B_{1},B_{2}$
204 | $b$ | $D_{2h}$ | $B_{1u},B_{2u}$
204 | $b$ | $D_{2h}$ | $B_{1g},B_{2g}$
230 | $c$ | $D_{2}$ | $B_{2},B_{3}$

211

$d$ $D_{2}$ $B_{2},B_{3}$

Table 15
---
SG | $\mathbf{q}$ | $G_{\mathbf{q}}$ | $\rho$ | $\mathbf{q}^{\prime}$ | $G_{\mathbf{q}^{\prime}}$ | $\rho^{\prime}$
3 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
3 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
3 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
3 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
3 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
3 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
5 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
6 | $a$ | $C_{s}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{s}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
13 | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $f$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
16 | $g$ | $D_{2}$ | $\bar{E}$ | $h$ | $D_{2}$ | $\bar{E}$
16 | $f$ | $D_{2}$ | $\bar{E}$ | $h$ | $D_{2}$ | $\bar{E}$
16 | $e$ | $D_{2}$ | $\bar{E}$ | $h$ | $D_{2}$ | $\bar{E}$
16 | $d$ | $D_{2}$ | $\bar{E}$ | $h$ | $D_{2}$ | $\bar{E}$
16 | $c$ | $D_{2}$ | $\bar{E}$ | $h$ | $D_{2}$ | $\bar{E}$
16 | $b$ | $D_{2}$ | $\bar{E}$ | $h$ | $D_{2}$ | $\bar{E}$
16 | $a$ | $D_{2}$ | $\bar{E}$ | $h$ | $D_{2}$ | $\bar{E}$
16 | $f$ | $D_{2}$ | $\bar{E}$ | $g$ | $D_{2}$ | $\bar{E}$
16 | $e$ | $D_{2}$ | $\bar{E}$ | $g$ | $D_{2}$ | $\bar{E}$
16 | $d$ | $D_{2}$ | $\bar{E}$ | $g$ | $D_{2}$ | $\bar{E}$
16 | $c$ | $D_{2}$ | $\bar{E}$ | $g$ | $D_{2}$ | $\bar{E}$
16 | $b$ | $D_{2}$ | $\bar{E}$ | $g$ | $D_{2}$ | $\bar{E}$
16 | $a$ | $D_{2}$ | $\bar{E}$ | $g$ | $D_{2}$ | $\bar{E}$
16 | $e$ | $D_{2}$ | $\bar{E}$ | $f$ | $D_{2}$ | $\bar{E}$
16 | $d$ | $D_{2}$ | $\bar{E}$ | $f$ | $D_{2}$ | $\bar{E}$
16 | $c$ | $D_{2}$ | $\bar{E}$ | $f$ | $D_{2}$ | $\bar{E}$
16 | $b$ | $D_{2}$ | $\bar{E}$ | $f$ | $D_{2}$ | $\bar{E}$
16 | $a$ | $D_{2}$ | $\bar{E}$ | $f$ | $D_{2}$ | $\bar{E}$
16 | $d$ | $D_{2}$ | $\bar{E}$ | $e$ | $D_{2}$ | $\bar{E}$
16 | $c$ | $D_{2}$ | $\bar{E}$ | $e$ | $D_{2}$ | $\bar{E}$
16 | $b$ | $D_{2}$ | $\bar{E}$ | $e$ | $D_{2}$ | $\bar{E}$
16 | $a$ | $D_{2}$ | $\bar{E}$ | $e$ | $D_{2}$ | $\bar{E}$
16 | $c$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
16 | $b$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
16 | $a$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
16 | $b$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
16 | $a$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
16 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
17 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
17 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
17 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
17 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
17 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
17 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
18 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
20 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
21 | $c$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
21 | $b$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
21 | $a$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
21 | $b$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
21 | $a$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
21 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
22 | $c$ | $D_{2}$ | $B_{2}$ | $d$ | $D_{2}$ | $B_{2}$
22 | $c$ | $D_{2}$ | $B_{3}$ | $d$ | $D_{2}$ | $B_{3}$
22 | $c$ | $D_{2}$ | $B_{1}$ | $d$ | $D_{2}$ | $B_{1}$
22 | $c$ | $D_{2}$ | $A_{1}$ | $d$ | $D_{2}$ | $A_{1}$
22 | $a$ | $D_{2}$ | $B_{2}$ | $b$ | $D_{2}$ | $B_{2}$
22 | $a$ | $D_{2}$ | $B_{3}$ | $b$ | $D_{2}$ | $B_{3}$
22 | $a$ | $D_{2}$ | $B_{1}$ | $b$ | $D_{2}$ | $B_{1}$
22 | $a$ | $D_{2}$ | $A_{1}$ | $b$ | $D_{2}$ | $A_{1}$
22 | $c$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
22 | $b$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
22 | $a$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
22 | $b$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
22 | $a$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
22 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
23 | $c$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
23 | $b$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
23 | $a$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
23 | $b$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
23 | $a$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
23 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
24 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
24 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
24 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
25 | $c$ | $C_{2v}$ | $\bar{E}$ | $d$ | $C_{2v}$ | $\bar{E}$
25 | $b$ | $C_{2v}$ | $\bar{E}$ | $d$ | $C_{2v}$ | $\bar{E}$
25 | $a$ | $C_{2v}$ | $\bar{E}$ | $d$ | $C_{2v}$ | $\bar{E}$
25 | $b$ | $C_{2v}$ | $\bar{E}$ | $c$ | $C_{2v}$ | $\bar{E}$
25 | $a$ | $C_{2v}$ | $\bar{E}$ | $c$ | $C_{2v}$ | $\bar{E}$
25 | $a$ | $C_{2v}$ | $\bar{E}$ | $b$ | $C_{2v}$ | $\bar{E}$
26 | $a$ | $C_{s}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{s}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
27 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
27 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
27 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
27 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
27 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
27 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
28 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $c$ | $C_{s}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
28 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $c$ | $C_{s}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
28 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
30 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
32 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
34 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
35 | $a$ | $C_{2v}$ | $\bar{E}$ | $b$ | $C_{2v}$ | $\bar{E}$
37 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
37 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
37 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
38 | $a$ | $C_{2v}$ | $\bar{E}$ | $b$ | $C_{2v}$ | $\bar{E}$
39 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $c$ | $C_{s}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
39 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $c$ | $C_{s}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
39 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
40 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{s}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
44 | $a$ | $C_{2v}$ | $\bar{E}$ | $b$ | $C_{2v}$ | $\bar{E}$
45 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
46 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{s}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
48 | $c$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
48 | $b$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
48 | $a$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
48 | $b$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
48 | $a$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
48 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
49 | $g$ | $D_{2}$ | $\bar{E}$ | $h$ | $D_{2}$ | $\bar{E}$
49 | $f$ | $D_{2}$ | $\bar{E}$ | $h$ | $D_{2}$ | $\bar{E}$
49 | $e$ | $D_{2}$ | $\bar{E}$ | $h$ | $D_{2}$ | $\bar{E}$
49 | $f$ | $D_{2}$ | $\bar{E}$ | $g$ | $D_{2}$ | $\bar{E}$
49 | $e$ | $D_{2}$ | $\bar{E}$ | $g$ | $D_{2}$ | $\bar{E}$
49 | $e$ | $D_{2}$ | $\bar{E}$ | $f$ | $D_{2}$ | $\bar{E}$
50 | $c$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
50 | $b$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
50 | $a$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
50 | $b$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
50 | $a$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
50 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
51 | $e$ | $C_{2v}$ | $\bar{E}$ | $f$ | $C_{2v}$ | $\bar{E}$
52 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
54 | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
54 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
54 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
56 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
57 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $d$ | $C_{s}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
59 | $a$ | $C_{2v}$ | $\bar{E}$ | $b$ | $C_{2v}$ | $\bar{E}$
66 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
67 | $b$ | $D_{2}$ | $\bar{E}$ | $g$ | $C_{2v}$ | $\bar{E}$
67 | $a$ | $D_{2}$ | $\bar{E}$ | $g$ | $C_{2v}$ | $\bar{E}$
67 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
68 | $a$ | $D_{2}$ | $B_{2}$ | $b$ | $D_{2}$ | $B_{2}$
68 | $a$ | $D_{2}$ | $B_{3}$ | $b$ | $D_{2}$ | $B_{3}$
68 | $a$ | $D_{2}$ | $B_{1}$ | $b$ | $D_{2}$ | $B_{1}$
68 | $a$ | $D_{2}$ | $A_{1}$ | $b$ | $D_{2}$ | $A_{1}$
68 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
70 | $a$ | $D_{2}$ | $B_{2}$ | $b$ | $D_{2}$ | $B_{2}$
70 | $a$ | $D_{2}$ | $B_{3}$ | $b$ | $D_{2}$ | $B_{3}$
70 | $a$ | $D_{2}$ | $B_{1}$ | $b$ | $D_{2}$ | $B_{1}$
70 | $a$ | $D_{2}$ | $A_{1}$ | $b$ | $D_{2}$ | $A_{1}$
70 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
72 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
73 | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
73 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
73 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
77 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
77 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
77 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
89 | $c$ | $D_{4}$ | $\bar{E}_{1}$ | $d$ | $D_{4}$ | $\bar{E}_{1}$
89 | $c$ | $D_{4}$ | $\bar{E}_{2}$ | $d$ | $D_{4}$ | $\bar{E}_{2}$
89 | $a$ | $D_{4}$ | $\bar{E}_{1}$ | $b$ | $D_{4}$ | $\bar{E}_{1}$
89 | $a$ | $D_{4}$ | $\bar{E}_{2}$ | $b$ | $D_{4}$ | $\bar{E}_{2}$
89 | $c$ | $D_{4}$ | $E$ | $d$ | $D_{4}$ | $E$
89 | $a$ | $D_{4}$ | $E$ | $b$ | $D_{4}$ | $E$
90 | $a$ | $D_{2}$ | $B_{2}$ | $b$ | $D_{2}$ | $B_{2}$
90 | $a$ | $D_{2}$ | $B_{3}$ | $b$ | $D_{2}$ | $B_{2}$
90 | $a$ | $D_{2}$ | $B_{2}$ | $b$ | $D_{2}$ | $B_{3}$
90 | $a$ | $D_{2}$ | $B_{3}$ | $b$ | $D_{2}$ | $B_{3}$
90 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
91 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
91 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
91 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
93 | $e$ | $D_{2}$ | $\bar{E}$ | $f$ | $D_{2}$ | $\bar{E}$
93 | $d$ | $D_{2}$ | $\bar{E}$ | $f$ | $D_{2}$ | $\bar{E}$
93 | $c$ | $D_{2}$ | $\bar{E}$ | $f$ | $D_{2}$ | $\bar{E}$
93 | $b$ | $D_{2}$ | $\bar{E}$ | $f$ | $D_{2}$ | $\bar{E}$
93 | $a$ | $D_{2}$ | $\bar{E}$ | $f$ | $D_{2}$ | $\bar{E}$
93 | $d$ | $D_{2}$ | $\bar{E}$ | $e$ | $D_{2}$ | $\bar{E}$
93 | $c$ | $D_{2}$ | $\bar{E}$ | $e$ | $D_{2}$ | $\bar{E}$
93 | $b$ | $D_{2}$ | $\bar{E}$ | $e$ | $D_{2}$ | $\bar{E}$
93 | $a$ | $D_{2}$ | $\bar{E}$ | $e$ | $D_{2}$ | $\bar{E}$
93 | $c$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
93 | $b$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
93 | $a$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
93 | $b$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
93 | $a$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
93 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
94 | $a$ | $D_{2}$ | $B_{3}$ | $b$ | $D_{2}$ | $B_{2}$
94 | $a$ | $D_{2}$ | $B_{2}$ | $b$ | $D_{2}$ | $B_{3}$
94 | $a$ | $D_{2}$ | $B_{1}$ | $b$ | $D_{2}$ | $B_{1}$
94 | $a$ | $D_{2}$ | $A_{1}$ | $b$ | $D_{2}$ | $A_{1}$
94 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
95 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
95 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
95 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
97 | $a$ | $D_{4}$ | $E$ | $b$ | $D_{4}$ | $E$
97 | $a$ | $D_{4}$ | $\bar{E}_{1}$ | $b$ | $D_{4}$ | $\bar{E}_{1}$
97 | $a$ | $D_{4}$ | $\bar{E}_{2}$ | $b$ | $D_{4}$ | $\bar{E}_{2}$
98 | $a$ | $D_{2}$ | $B_{2}$ | $b$ | $D_{2}$ | $B_{2}$
98 | $a$ | $D_{2}$ | $B_{3}$ | $b$ | $D_{2}$ | $B_{3}$
98 | $a$ | $D_{2}$ | $B_{1}$ | $b$ | $D_{2}$ | $B_{1}$
98 | $a$ | $D_{2}$ | $A_{1}$ | $b$ | $D_{2}$ | $A_{1}$
98 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
101 | $a$ | $C_{2v}$ | $\bar{E}$ | $b$ | $C_{2v}$ | $\bar{E}$
105 | $b$ | $C_{2v}$ | $\bar{E}$ | $c$ | $C_{2v}$ | $\bar{E}$
105 | $a$ | $C_{2v}$ | $\bar{E}$ | $c$ | $C_{2v}$ | $\bar{E}$
105 | $a$ | $C_{2v}$ | $\bar{E}$ | $b$ | $C_{2v}$ | $\bar{E}$
106 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
112 | $a$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
112 | $c$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
112 | $b$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
112 | $a$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
112 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
112 | $b$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
116 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
117 | $c$ | $D_{2}$ | $B_{2}$ | $d$ | $D_{2}$ | $B_{2}$
117 | $c$ | $D_{2}$ | $B_{3}$ | $d$ | $D_{2}$ | $B_{2}$
117 | $c$ | $D_{2}$ | $B_{2}$ | $d$ | $D_{2}$ | $B_{3}$
117 | $c$ | $D_{2}$ | $B_{3}$ | $d$ | $D_{2}$ | $B_{3}$
117 | $c$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
118 | $c$ | $D_{2}$ | $B_{3}$ | $d$ | $D_{2}$ | $B_{2}$
118 | $c$ | $D_{2}$ | $B_{2}$ | $d$ | $D_{2}$ | $B_{3}$
118 | $c$ | $D_{2}$ | $B_{1}$ | $d$ | $D_{2}$ | $B_{1}$
118 | $c$ | $D_{2}$ | $A_{1}$ | $d$ | $D_{2}$ | $A_{1}$
118 | $c$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
120 | $a$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
125 | $a$ | $D_{4}$ | $\bar{E}_{1}$ | $b$ | $D_{4}$ | $\bar{E}_{1}$
125 | $a$ | $D_{4}$ | $\bar{E}_{2}$ | $b$ | $D_{4}$ | $\bar{E}_{2}$
125 | $a$ | $D_{4}$ | $E$ | $b$ | $D_{4}$ | $E$
126 | $a$ | $D_{4}$ | $\bar{E}_{1}$ | $b$ | $D_{4}$ | $\bar{E}_{1}$
126 | $a$ | $D_{4}$ | $\bar{E}_{2}$ | $b$ | $D_{4}$ | $\bar{E}_{2}$
126 | $a$ | $D_{4}$ | $E$ | $b$ | $D_{4}$ | $E$
133 | $b$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
133 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
133 | $a$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
138 | $a$ | $D_{2}$ | $\bar{E}$ | $e$ | $C_{2v}$ | $\bar{E}$
149 | $e$ | $D_{3}$ | $\bar{E}_{1}$ | $f$ | $D_{3}$ | $\bar{E}_{1}$
149 | $e$ | $D_{3}$ | $E$ | $f$ | $D_{3}$ | $E$
149 | $c$ | $D_{3}$ | $\bar{E}_{1}$ | $d$ | $D_{3}$ | $\bar{E}_{1}$
149 | $c$ | $D_{3}$ | $E$ | $d$ | $D_{3}$ | $E$
149 | $a$ | $D_{3}$ | $\bar{E}_{1}$ | $b$ | $D_{3}$ | $\bar{E}_{1}$
149 | $a$ | $D_{3}$ | $E$ | $b$ | $D_{3}$ | $E$
149 | $e$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $f$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
149 | $c$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $d$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
149 | $a$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
150 | $a$ | $D_{3}$ | $\bar{E}_{1}$ | $b$ | $D_{3}$ | $\bar{E}_{1}$
150 | $a$ | $D_{3}$ | $E$ | $b$ | $D_{3}$ | $E$
150 | $a$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
151 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
152 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
153 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
154 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
155 | $a$ | $D_{3}$ | $\bar{E}_{1}$ | $b$ | $D_{3}$ | $\bar{E}_{1}$
155 | $a$ | $D_{3}$ | $E$ | $b$ | $D_{3}$ | $E$
155 | $a$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
163 | $c$ | $D_{3}$ | $A_{2}$ | $d$ | $D_{3}$ | $A_{2}$
163 | $c$ | $D_{3}$ | $A_{1}$ | $d$ | $D_{3}$ | $A_{1}$
163 | $c$ | $D_{3}$ | $\bar{E}_{1}$ | $d$ | $D_{3}$ | $\bar{E}_{1}$
163 | $c$ | $D_{3}$ | $E$ | $d$ | $D_{3}$ | $E$
163 | $c$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $d$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
171 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
172 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
174 | $e$ | $C_{3h}$ | ${}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}$ | $f$ | $C_{3h}$ | ${}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}$
174 | $c$ | $C_{3h}$ | ${}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}$ | $d$ | $C_{3h}$ | ${}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}$
174 | $a$ | $C_{3h}$ | ${}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}$ | $b$ | $C_{3h}$ | ${}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}$
176 | $c$ | $C_{3h}$ | ${}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}$ | $d$ | $C_{3h}$ | ${}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}$
177 | $a$ | $D_{6}$ | $\bar{E}_{1}$ | $b$ | $D_{6}$ | $\bar{E}_{1}$
177 | $a$ | $D_{6}$ | $\bar{E}_{2}$ | $b$ | $D_{6}$ | $\bar{E}_{2}$
177 | $a$ | $D_{6}$ | $\bar{E}_{3}$ | $b$ | $D_{6}$ | $\bar{E}_{3}$
177 | $a$ | $D_{6}$ | $E_{1}$ | $b$ | $D_{6}$ | $E_{1}$
177 | $a$ | $D_{6}$ | $E_{2}$ | $b$ | $D_{6}$ | $E_{2}$
178 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
179 | $a$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
180 | $c$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
180 | $b$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
180 | $a$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
180 | $b$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
180 | $a$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
180 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
181 | $c$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
181 | $b$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
181 | $a$ | $D_{2}$ | $\bar{E}$ | $d$ | $D_{2}$ | $\bar{E}$
181 | $b$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
181 | $a$ | $D_{2}$ | $\bar{E}$ | $c$ | $D_{2}$ | $\bar{E}$
181 | $a$ | $D_{2}$ | $\bar{E}$ | $b$ | $D_{2}$ | $\bar{E}$
182 | $c$ | $D_{3}$ | $A_{2}$ | $d$ | $D_{3}$ | $A_{2}$
182 | $c$ | $D_{3}$ | $A_{1}$ | $d$ | $D_{3}$ | $A_{1}$
182 | $a$ | $D_{3}$ | $\bar{E}_{1}$ | $b$ | $D_{3}$ | $\bar{E}_{1}$
182 | $a$ | $D_{3}$ | $E$ | $b$ | $D_{3}$ | $E$
182 | $c$ | $D_{3}$ | $\bar{E}_{1}$ | $d$ | $D_{3}$ | $\bar{E}_{1}$
182 | $c$ | $D_{3}$ | $E$ | $d$ | $D_{3}$ | $E$
182 | $c$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $d$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
182 | $a$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
187 | $e$ | $D_{3h}$ | $\bar{E}_{3}$ | $f$ | $D_{3h}$ | $\bar{E}_{3}$
187 | $c$ | $D_{3h}$ | $\bar{E}_{3}$ | $d$ | $D_{3h}$ | $\bar{E}_{3}$
187 | $a$ | $D_{3h}$ | $\bar{E}_{3}$ | $b$ | $D_{3h}$ | $\bar{E}_{3}$
188 | $e$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $f$ | $C_{3h}$ | ${}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}$
188 | $c$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $d$ | $C_{3h}$ | ${}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}$
188 | $a$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{3h}$ | ${}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}$
189 | $a$ | $D_{3h}$ | $\bar{E}_{3}$ | $b$ | $D_{3h}$ | $\bar{E}_{3}$
190 | $c$ | $C_{3h}$ | ${}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}$ | $d$ | $C_{3h}$ | ${}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}$
190 | $a$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $C_{3h}$ | ${}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}$
194 | $c$ | $D_{3h}$ | $\bar{E}_{3}$ | $d$ | $D_{3h}$ | $\bar{E}_{3}$
195 | $a$ | $T$ | $\bar{E}$ | $b$ | $T$ | $\bar{E}$
195 | $a$ | $T$ | ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ | $b$ | $T$ | ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$
196 | $c$ | $T$ | $A$ | $d$ | $T$ | $A$
196 | $a$ | $T$ | $A$ | $b$ | $T$ | $A$
196 | $c$ | $T$ | $\bar{E}$ | $d$ | $T$ | $\bar{E}$
196 | $b$ | $T$ | $\bar{E}$ | $d$ | $T$ | $\bar{E}$
196 | $a$ | $T$ | $\bar{E}$ | $d$ | $T$ | $\bar{E}$
196 | $b$ | $T$ | $\bar{E}$ | $c$ | $T$ | $\bar{E}$
196 | $a$ | $T$ | $\bar{E}$ | $c$ | $T$ | $\bar{E}$
196 | $a$ | $T$ | $\bar{E}$ | $b$ | $T$ | $\bar{E}$
196 | $c$ | $T$ | $T$ | $d$ | $T$ | $T$
196 | $a$ | $T$ | $T$ | $b$ | $T$ | $T$
196 | $c$ | $T$ | ${}^{1}\\!E{}^{2}\\!E$ | $d$ | $T$ | ${}^{1}\\!E{}^{2}\\!E$
196 | $a$ | $T$ | ${}^{1}\\!E{}^{2}\\!E$ | $b$ | $T$ | ${}^{1}\\!E{}^{2}\\!E$
196 | $c$ | $T$ | ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ | $d$ | $T$ | ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$
196 | $b$ | $T$ | ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ | $d$ | $T$ | ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$
196 | $a$ | $T$ | ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ | $d$ | $T$ | ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$
196 | $b$ | $T$ | ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ | $c$ | $T$ | ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$
196 | $a$ | $T$ | ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ | $c$ | $T$ | ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$
196 | $a$ | $T$ | ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ | $b$ | $T$ | ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$
197 | $a$ | $T$ | $T$ | $b$ | $D_{2}$ | $B_{2}$
197 | $a$ | $T$ | $T$ | $b$ | $D_{2}$ | $B_{1}$
201 | $a$ | $T$ | $T$ | $d$ | $D_{2}$ | $B_{2}$
201 | $a$ | $T$ | $T$ | $d$ | $D_{2}$ | $B_{1}$
203 | $a$ | $T$ | $A$ | $b$ | $T$ | $A$
203 | $a$ | $T$ | $\bar{E}$ | $b$ | $T$ | $\bar{E}$
203 | $a$ | $T$ | $T$ | $b$ | $T$ | $T$
203 | $a$ | $T$ | ${}^{1}\\!E{}^{2}\\!E$ | $b$ | $T$ | ${}^{1}\\!E{}^{2}\\!E$
207 | $a$ | $O$ | $\bar{F}$ | $b$ | $O$ | $\bar{F}$
209 | $a$ | $O$ | $\bar{E}_{2}$ | $b$ | $O$ | $\bar{E}_{2}$
209 | $a$ | $O$ | $\bar{E}_{1}$ | $b$ | $O$ | $\bar{E}_{1}$
209 | $a$ | $O$ | $E$ | $b$ | $O$ | $E$
209 | $a$ | $O$ | $\bar{F}$ | $b$ | $O$ | $\bar{F}$
210 | $a$ | $T$ | $A$ | $b$ | $T$ | $A$
210 | $c$ | $D_{3}$ | $A_{2}$ | $d$ | $D_{3}$ | $A_{2}$
210 | $c$ | $D_{3}$ | $A_{1}$ | $d$ | $D_{3}$ | $A_{1}$
210 | $a$ | $T$ | $\bar{E}$ | $b$ | $T$ | $\bar{E}$
210 | $a$ | $T$ | $T$ | $b$ | $T$ | $T$
212 | $a$ | $D_{3}$ | $A_{2}$ | $b$ | $D_{3}$ | $A_{2}$
212 | $a$ | $D_{3}$ | $A_{1}$ | $b$ | $D_{3}$ | $A_{1}$
212 | $a$ | $D_{3}$ | $\bar{E}_{1}$ | $b$ | $D_{3}$ | $\bar{E}_{1}$
212 | $a$ | $D_{3}$ | $E$ | $b$ | $D_{3}$ | $E$
212 | $a$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
213 | $a$ | $D_{3}$ | $A_{2}$ | $b$ | $D_{3}$ | $A_{2}$
213 | $a$ | $D_{3}$ | $A_{1}$ | $b$ | $D_{3}$ | $A_{1}$
213 | $a$ | $D_{3}$ | $\bar{E}_{1}$ | $b$ | $D_{3}$ | $\bar{E}_{1}$
213 | $a$ | $D_{3}$ | $E$ | $b$ | $D_{3}$ | $E$
213 | $a$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $b$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
214 | $c$ | $D_{2}$ | $B_{2}$ | $d$ | $D_{2}$ | $B_{2}$
214 | $c$ | $D_{2}$ | $B_{3}$ | $d$ | $D_{2}$ | $B_{3}$
214 | $c$ | $D_{2}$ | $B_{1}$ | $d$ | $D_{2}$ | $B_{1}$
214 | $c$ | $D_{2}$ | $A_{1}$ | $d$ | $D_{2}$ | $A_{1}$
214 | $a$ | $D_{3}$ | $\bar{E}_{1}$ | $b$ | $D_{3}$ | $\bar{E}_{1}$
214 | $a$ | $D_{3}$ | $E$ | $b$ | $D_{3}$ | $E$
215 | $a$ | $T_{d}$ | $\bar{F}$ | $b$ | $T_{d}$ | $\bar{F}$
216 | $c$ | $T_{d}$ | $E$ | $d$ | $T_{d}$ | $E$
216 | $a$ | $T_{d}$ | $E$ | $b$ | $T_{d}$ | $E$
216 | $c$ | $T_{d}$ | $\bar{F}$ | $d$ | $T_{d}$ | $\bar{F}$
216 | $b$ | $T_{d}$ | $\bar{F}$ | $d$ | $T_{d}$ | $\bar{F}$
216 | $a$ | $T_{d}$ | $\bar{F}$ | $d$ | $T_{d}$ | $\bar{F}$
216 | $b$ | $T_{d}$ | $\bar{F}$ | $c$ | $T_{d}$ | $\bar{F}$
216 | $a$ | $T_{d}$ | $\bar{F}$ | $c$ | $T_{d}$ | $\bar{F}$
216 | $a$ | $T_{d}$ | $\bar{F}$ | $b$ | $T_{d}$ | $\bar{F}$
219 | $a$ | $T$ | $\bar{E}$ | $b$ | $T$ | $\bar{E}$
219 | $a$ | $T$ | ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ | $b$ | $T$ | ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$
227 | $a$ | $T_{d}$ | $E$ | $b$ | $T_{d}$ | $E$

89

$e$ $D_{2}$ $\bar{E}$ $f$ $D_{2}$ $\bar{E}$ 97 $c$ $D_{2}$ $\bar{E}$ $d$
$D_{2}$ $\bar{E}$ 111 $e$ $D_{2}$ $\bar{E}$ $f$ $D_{2}$ $\bar{E}$ 134 $c$
$D_{2}$ $\bar{E}$ $d$ $D_{2}$ $\bar{E}$ 162 $c$ $D_{3}$ $\bar{E}_{1}$ $d$
$D_{3}$ $\bar{E}_{1}$ 162 $c$ $D_{3}$ $E$ $d$ $D_{3}$ $E$ 162 $c$ $D_{3}$
${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ $d$ $D_{3}$
${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ 175 $c$ $C_{3h}$
${}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}$ $d$ $C_{3h}$
${}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}$ 177 $c$ $D_{3}$ $\bar{E}_{1}$ $d$
$D_{3}$ $\bar{E}_{1}$ 177 $c$ $D_{3}$ $E$ $d$ $D_{3}$ $E$ 177 $c$ $D_{3}$
${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ $d$ $D_{3}$
${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ 177 $f$ $D_{2}$ $\bar{E}$ $g$ $D_{2}$
$\bar{E}$ 189 $c$ $C_{3h}$ ${}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}$ $d$
$C_{3h}$ ${}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}$ 191 $c$ $D_{3h}$
$\bar{E}_{3}$ $d$ $D_{3h}$ $\bar{E}_{3}$ 192 $c$ $D_{3}$
${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ $d$ $C_{3h}$
${}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}$ 193 $c$ $C_{3h}$
${}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}$ $d$ $D_{3}$
${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ 195 $c$ $D_{2}$ $\bar{E}$ $d$ $D_{2}$
$\bar{E}$ 203 $a$ $T$ ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ $b$ $T$
${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ 208 $b$ $D_{3}$
${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ $c$ $D_{3}$
${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ 208 $a$ $T$
${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ $c$ $D_{3}$
${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ 208 $a$ $T$
${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ $b$ $D_{3}$
${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ 208 $b$ $D_{3}$ $\bar{E}_{1}$ $c$ $D_{3}$
$\bar{E}_{1}$ 208 $b$ $D_{3}$ $E$ $c$ $D_{3}$ $E$ 208 $e$ $D_{2}$ $\bar{E}$
$f$ $D_{2}$ $\bar{E}$ 208 $d$ $D_{2}$ $\bar{E}$ $f$ $D_{2}$ $\bar{E}$ 208 $d$
$D_{2}$ $\bar{E}$ $e$ $D_{2}$ $\bar{E}$ 210 $a$ $T$ ${}^{1}\\!E{}^{2}\\!E$ $b$
$T$ ${}^{1}\\!E{}^{2}\\!E$ 210 $c$ $D_{3}$ ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$
$d$ $D_{3}$ ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ 210 $b$ $T$
${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ $d$ $D_{3}$
${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ 210 $a$ $T$
${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ $d$ $D_{3}$
${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ 210 $b$ $T$
${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ $c$ $D_{3}$
${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ 210 $a$ $T$
${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ $c$ $D_{3}$
${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ 210 $a$ $T$
${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ $b$ $T$ ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$
210 $c$ $D_{3}$ $E$ $d$ $D_{3}$ $E$ 210 $c$ $D_{3}$ $\bar{E}_{1}$ $d$ $D_{3}$
$\bar{E}_{1}$ 214 $a$ $D_{3}$ ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ $b$ $D_{3}$
${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ 214 $c$ $D_{2}$ $\bar{E}$ $d$ $D_{2}$
$\bar{E}$ 227 $a$ $T_{d}$ $\bar{F}$ $b$ $T_{d}$ $\bar{F}$ 228 $a$ $T$
${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ $b$ $D_{3}$
${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$

Table 16: Time-reversal symmetric EBRs that are equivalent in the sense of Eq.
(12). The first column indicates the space group. The second, third, and
fourth columns indicate the Wyckoff position of the site, $\mathbf{q}$, point
group isomorphic to the site-symmetry group, $G_{\mathbf{q}}$, and irrep,
$\rho$, of $G_{\mathbf{q}}$. The fifth, sixth, and seventh columns indicate
the same quantities for $\mathbf{q}^{\prime}$. None of the pairs of equivalent
EBRs in this table are decomposable in the sense of Ref. Bradlyn  _et al._ ,
2017, that is, all bands corresponding to the EBR will always be connected.
Table 16
---
SG | $\mathbf{q}$ | $G_{\mathbf{q}}$ | $\rho$ | $\mathbf{q}^{\prime}$ | $G_{\mathbf{q}^{\prime}}$ | $\rho^{\prime}$
81 | $c$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$ | $d$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$
81 | $a$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$ | $b$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$
82 | $c$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$ | $d$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$
82 | $a$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$ | $b$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$
85 | $a$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$ | $b$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$
86 | $a$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$ | $b$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$
88 | $a$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$ | $b$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$
111 | $b$ | $D_{2d}$ | $E$ | $d$ | $D_{2d}$ | $E$
111 | $a$ | $D_{2d}$ | $E$ | $c$ | $D_{2d}$ | $E$
113 | $a$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$ | $b$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$
114 | $a$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$ | $b$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$
115 | $a$ | $D_{2d}$ | $E$ | $d$ | $D_{2d}$ | $E$
115 | $b$ | $D_{2d}$ | $E$ | $c$ | $D_{2d}$ | $E$
117 | $a$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$ | $b$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$
118 | $a$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$ | $b$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$
119 | $c$ | $D_{2d}$ | $E$ | $d$ | $D_{2d}$ | $E$
119 | $a$ | $D_{2d}$ | $E$ | $b$ | $D_{2d}$ | $E$
121 | $a$ | $D_{2d}$ | $E$ | $b$ | $D_{2d}$ | $E$
122 | $a$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$ | $b$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$
125 | $c$ | $D_{2d}$ | $E$ | $d$ | $D_{2d}$ | $E$
129 | $a$ | $D_{2d}$ | $E$ | $b$ | $D_{2d}$ | $E$
134 | $a$ | $D_{2d}$ | $E$ | $b$ | $D_{2d}$ | $E$
137 | $a$ | $D_{2d}$ | $E$ | $b$ | $D_{2d}$ | $E$
141 | $a$ | $D_{2d}$ | $E$ | $b$ | $D_{2d}$ | $E$
220 | $a$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$ | $b$ | $S_{4}$ | ${}^{1}\\!E{}^{2}\\!E$

Table 17: Time-reversal symmetric EBRs induced from an irrep of
$G_{\mathbf{q}}$ that are irrep-equivalent to a sum of EBRs induced from
irreps of other site-symmetry groups, $G_{\mathbf{q}_{i}}$. The first column
lists the space group. The second, third, and fourth columns indicate the
Wyckoff position of the site, $\mathbf{q}$, point group isomorphic to the
site-symmetry group, $G_{\mathbf{q}}$, and irrep, $\rho$, of $G_{\mathbf{q}}$.
The fifth column indicates the same quantities for $\mathbf{q}_{i}$, grouped
into triples for each $i$. The EBR induced from $G_{\mathbf{q}}$ cannot be
equivalent (in the sense of Eq. (12)) to the sum of other EBRs, otherwise it
would constitute an exceptionBradlyn  _et al._ (2017); Cano  _et al._ (2018a),
and thus not itself be an EBR. Table 17
---
SG | $\mathbf{q}$ | $G_{\mathbf{q}}$ | $\rho$ | Summed EBRs: $(\mathbf{q}_{i},G_{\mathbf{q}_{i}},\rho_{i})$
21 | $k$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(d,D_{2},\bar{E}),(d,D_{2},\bar{E})$
21 | $k$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(c,D_{2},\bar{E}),(d,D_{2},\bar{E})$
21 | $k$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(b,D_{2},\bar{E}),(d,D_{2},\bar{E})$
21 | $k$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,D_{2},\bar{E}),(d,D_{2},\bar{E})$
21 | $k$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(c,D_{2},\bar{E}),(c,D_{2},\bar{E})$
21 | $k$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(b,D_{2},\bar{E}),(c,D_{2},\bar{E})$
21 | $k$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,D_{2},\bar{E}),(c,D_{2},\bar{E})$
21 | $k$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(b,D_{2},\bar{E}),(b,D_{2},\bar{E})$
21 | $k$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,D_{2},\bar{E}),(b,D_{2},\bar{E})$
21 | $k$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,D_{2},\bar{E}),(a,D_{2},\bar{E})$
35 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(b,C_{2v},\bar{E}),(b,C_{2v},\bar{E})$
35 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,C_{2v},\bar{E}),(b,C_{2v},\bar{E})$
35 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,C_{2v},\bar{E}),(a,C_{2v},\bar{E})$
42 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,C_{2v},\bar{E}),(a,C_{2v},\bar{E})$
53 | $g$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(d,C_{2h},{}^{1}\\!\bar{E}_{g}{}^{2}\\!\bar{E}_{g}),(d,C_{2h},{}^{1}\\!\bar{E}_{u}{}^{2}\\!\bar{E}_{u})$
53 | $g$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(c,C_{2h},{}^{1}\\!\bar{E}_{g}{}^{2}\\!\bar{E}_{g}),(c,C_{2h},{}^{1}\\!\bar{E}_{u}{}^{2}\\!\bar{E}_{u})$
53 | $g$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(b,C_{2h},{}^{1}\\!\bar{E}_{g}{}^{2}\\!\bar{E}_{g}),(b,C_{2h},{}^{1}\\!\bar{E}_{u}{}^{2}\\!\bar{E}_{u})$
53 | $g$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,C_{2h},{}^{1}\\!\bar{E}_{g}{}^{2}\\!\bar{E}_{g}),(a,C_{2h},{}^{1}\\!\bar{E}_{u}{}^{2}\\!\bar{E}_{u})$
64 | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(b,C_{2h},{}^{1}\\!\bar{E}_{g}{}^{2}\\!\bar{E}_{g}),(b,C_{2h},{}^{1}\\!\bar{E}_{u}{}^{2}\\!\bar{E}_{u})$
64 | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,C_{2h},{}^{1}\\!\bar{E}_{g}{}^{2}\\!\bar{E}_{g}),(a,C_{2h},{}^{1}\\!\bar{E}_{u}{}^{2}\\!\bar{E}_{u})$
68 | $h$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(b,D_{2},\bar{E}),(b,D_{2},\bar{E})$
68 | $h$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,D_{2},\bar{E}),(b,D_{2},\bar{E})$
68 | $h$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,D_{2},\bar{E}),(a,D_{2},\bar{E})$
69 | $f$ | $D_{2}$ | $\bar{E}$ | $(b,D_{2h},\bar{E}_{g}),(b,D_{2h},\bar{E}_{u})$
69 | $f$ | $D_{2}$ | $\bar{E}$ | $(a,D_{2h},\bar{E}_{g}),(a,D_{2h},\bar{E}_{u})$
75 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(b,C_{4},{}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}),(b,C_{4},{}^{1}\\!\bar{E}_{2}{}^{2}\\!\bar{E}_{2})$
75 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,C_{4},{}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}),(a,C_{4},{}^{1}\\!\bar{E}_{2}{}^{2}\\!\bar{E}_{2})$
79 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,C_{4},{}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}),(a,C_{4},{}^{1}\\!\bar{E}_{2}{}^{2}\\!\bar{E}_{2})$
81 | $g$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(d,S_{4},{}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}),(d,S_{4},{}^{1}\\!\bar{E}_{2}{}^{2}\\!\bar{E}_{2})$
81 | $g$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(c,S_{4},{}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}),(c,S_{4},{}^{1}\\!\bar{E}_{2}{}^{2}\\!\bar{E}_{2})$
81 | $g$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(b,S_{4},{}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}),(b,S_{4},{}^{1}\\!\bar{E}_{2}{}^{2}\\!\bar{E}_{2})$
81 | $g$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,S_{4},{}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}),(a,S_{4},{}^{1}\\!\bar{E}_{2}{}^{2}\\!\bar{E}_{2})$
86 | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(b,S_{4},{}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}),(b,S_{4},{}^{1}\\!\bar{E}_{2}{}^{2}\\!\bar{E}_{2})$
86 | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,S_{4},{}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}),(a,S_{4},{}^{1}\\!\bar{E}_{2}{}^{2}\\!\bar{E}_{2})$
89 | $f$ | $D_{2}$ | $\bar{E}$ | $(d,D_{4},\bar{E}_{1}),(d,D_{4},\bar{E}_{2})$
89 | $f$ | $D_{2}$ | $\bar{E}$ | $(c,D_{4},\bar{E}_{2}),(d,D_{4},\bar{E}_{1})$
89 | $f$ | $D_{2}$ | $\bar{E}$ | $(c,D_{4},\bar{E}_{1}),(d,D_{4},\bar{E}_{2})$
89 | $f$ | $D_{2}$ | $\bar{E}$ | $(c,D_{4},\bar{E}_{1}),(c,D_{4},\bar{E}_{2})$
89 | $f$ | $D_{2}$ | $\bar{E}$ | $(b,D_{4},\bar{E}_{1}),(b,D_{4},\bar{E}_{2})$
89 | $f$ | $D_{2}$ | $\bar{E}$ | $(a,D_{4},\bar{E}_{2}),(b,D_{4},\bar{E}_{1})$
89 | $f$ | $D_{2}$ | $\bar{E}$ | $(a,D_{4},\bar{E}_{1}),(b,D_{4},\bar{E}_{2})$
89 | $f$ | $D_{2}$ | $\bar{E}$ | $(a,D_{4},\bar{E}_{1}),(a,D_{4},\bar{E}_{2})$
89 | $e$ | $D_{2}$ | $\bar{E}$ | $(d,D_{4},\bar{E}_{1}),(d,D_{4},\bar{E}_{2})$
89 | $e$ | $D_{2}$ | $\bar{E}$ | $(c,D_{4},\bar{E}_{2}),(d,D_{4},\bar{E}_{1})$
89 | $e$ | $D_{2}$ | $\bar{E}$ | $(c,D_{4},\bar{E}_{1}),(d,D_{4},\bar{E}_{2})$
89 | $e$ | $D_{2}$ | $\bar{E}$ | $(c,D_{4},\bar{E}_{1}),(c,D_{4},\bar{E}_{2})$
89 | $e$ | $D_{2}$ | $\bar{E}$ | $(b,D_{4},\bar{E}_{1}),(b,D_{4},\bar{E}_{2})$
89 | $e$ | $D_{2}$ | $\bar{E}$ | $(a,D_{4},\bar{E}_{2}),(b,D_{4},\bar{E}_{1})$
89 | $e$ | $D_{2}$ | $\bar{E}$ | $(a,D_{4},\bar{E}_{1}),(b,D_{4},\bar{E}_{2})$
89 | $e$ | $D_{2}$ | $\bar{E}$ | $(a,D_{4},\bar{E}_{1}),(a,D_{4},\bar{E}_{2})$
94 | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(b,D_{2},\bar{E}),(b,D_{2},\bar{E})$
94 | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,D_{2},\bar{E}),(b,D_{2},\bar{E})$
94 | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,D_{2},\bar{E}),(a,D_{2},\bar{E})$
97 | $c$ | $D_{2}$ | $\bar{E}$ | $(a,D_{4},\bar{E}_{1}),(a,D_{4},\bar{E}_{2})$
97 | $c$ | $D_{2}$ | $\bar{E}$ | $(a,D_{4},\bar{E}_{1}),(b,D_{4},\bar{E}_{2})$
97 | $c$ | $D_{2}$ | $\bar{E}$ | $(a,D_{4},\bar{E}_{2}),(b,D_{4},\bar{E}_{1})$
97 | $c$ | $D_{2}$ | $\bar{E}$ | $(b,D_{4},\bar{E}_{1}),(b,D_{4},\bar{E}_{2})$
97 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,D_{4},\bar{E}_{1}),(a,D_{4},\bar{E}_{2})$
97 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,D_{4},\bar{E}_{1}),(b,D_{4},\bar{E}_{2})$
97 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,D_{4},\bar{E}_{2}),(b,D_{4},\bar{E}_{1})$
97 | $d$ | $D_{2}$ | $\bar{E}$ | $(b,D_{4},\bar{E}_{1}),(b,D_{4},\bar{E}_{2})$
98 | $f$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(b,D_{2},\bar{E}),(b,D_{2},\bar{E})$
98 | $f$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,D_{2},\bar{E}),(b,D_{2},\bar{E})$
98 | $f$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,D_{2},\bar{E}),(a,D_{2},\bar{E})$
99 | $c$ | $C_{2v}$ | $\bar{E}$ | $(b,C_{4v},\bar{E}_{1}),(b,C_{4v},\bar{E}_{2})$
99 | $c$ | $C_{2v}$ | $\bar{E}$ | $(a,C_{4v},\bar{E}_{1}),(a,C_{4v},\bar{E}_{2})$
101 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(b,C_{2v},\bar{E}),(b,C_{2v},\bar{E})$
101 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,C_{2v},\bar{E}),(b,C_{2v},\bar{E})$
101 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,C_{2v},\bar{E}),(a,C_{2v},\bar{E})$
102 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,C_{2v},\bar{E}),(a,C_{2v},\bar{E})$
103 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(b,C_{4},{}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}),(b,C_{4},{}^{1}\\!\bar{E}_{2}{}^{2}\\!\bar{E}_{2})$
103 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,C_{4},{}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}),(a,C_{4},{}^{1}\\!\bar{E}_{2}{}^{2}\\!\bar{E}_{2})$
104 | $b$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,C_{4},{}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}),(a,C_{4},{}^{1}\\!\bar{E}_{2}{}^{2}\\!\bar{E}_{2})$
107 | $b$ | $C_{2v}$ | $\bar{E}$ | $(a,C_{4v},\bar{E}_{1}),(a,C_{4v},\bar{E}_{2})$
111 | $f$ | $D_{2}$ | $\bar{E}$ | $(d,D_{2d},\bar{E}_{1}),(d,D_{2d},\bar{E}_{2})$
111 | $f$ | $D_{2}$ | $\bar{E}$ | $(c,D_{2d},\bar{E}_{1}),(c,D_{2d},\bar{E}_{2})$
111 | $f$ | $D_{2}$ | $\bar{E}$ | $(b,D_{2d},\bar{E}_{1}),(b,D_{2d},\bar{E}_{2})$
111 | $f$ | $D_{2}$ | $\bar{E}$ | $(a,D_{2d},\bar{E}_{1}),(a,D_{2d},\bar{E}_{2})$
111 | $e$ | $D_{2}$ | $\bar{E}$ | $(d,D_{2d},\bar{E}_{1}),(d,D_{2d},\bar{E}_{2})$
111 | $e$ | $D_{2}$ | $\bar{E}$ | $(c,D_{2d},\bar{E}_{1}),(c,D_{2d},\bar{E}_{2})$
111 | $e$ | $D_{2}$ | $\bar{E}$ | $(b,D_{2d},\bar{E}_{1}),(b,D_{2d},\bar{E}_{2})$
111 | $e$ | $D_{2}$ | $\bar{E}$ | $(a,D_{2d},\bar{E}_{1}),(a,D_{2d},\bar{E}_{2})$
114 | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(b,S_{4},{}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}),(b,S_{4},{}^{1}\\!\bar{E}_{2}{}^{2}\\!\bar{E}_{2})$
114 | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,S_{4},{}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}),(a,S_{4},{}^{1}\\!\bar{E}_{2}{}^{2}\\!\bar{E}_{2})$
115 | $g$ | $C_{2v}$ | $\bar{E}$ | $(d,D_{2d},\bar{E}_{1}),(d,D_{2d},\bar{E}_{2})$
115 | $g$ | $C_{2v}$ | $\bar{E}$ | $(c,D_{2d},\bar{E}_{1}),(c,D_{2d},\bar{E}_{2})$
115 | $g$ | $C_{2v}$ | $\bar{E}$ | $(b,D_{2d},\bar{E}_{1}),(b,D_{2d},\bar{E}_{2})$
115 | $g$ | $C_{2v}$ | $\bar{E}$ | $(a,D_{2d},\bar{E}_{1}),(a,D_{2d},\bar{E}_{2})$
116 | $i$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(d,S_{4},{}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}),(d,S_{4},{}^{1}\\!\bar{E}_{2}{}^{2}\\!\bar{E}_{2})$
116 | $i$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(c,S_{4},{}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}),(c,S_{4},{}^{1}\\!\bar{E}_{2}{}^{2}\\!\bar{E}_{2})$
116 | $i$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(b,D_{2},\bar{E}),(b,D_{2},\bar{E})$
116 | $i$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,D_{2},\bar{E}),(b,D_{2},\bar{E})$
116 | $i$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,D_{2},\bar{E}),(a,D_{2},\bar{E})$
121 | $c$ | $D_{2}$ | $\bar{E}$ | $(b,D_{2d},\bar{E}_{1}),(b,D_{2d},\bar{E}_{2})$
121 | $c$ | $D_{2}$ | $\bar{E}$ | $(a,D_{2d},\bar{E}_{1}),(a,D_{2d},\bar{E}_{2})$
122 | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(b,S_{4},{}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}),(b,S_{4},{}^{1}\\!\bar{E}_{2}{}^{2}\\!\bar{E}_{2})$
122 | $d$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,S_{4},{}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}),(a,S_{4},{}^{1}\\!\bar{E}_{2}{}^{2}\\!\bar{E}_{2})$
124 | $f$ | $D_{2}$ | $\bar{E}$ | $(c,D_{4},\bar{E}_{1}),(c,D_{4},\bar{E}_{2})$
124 | $f$ | $D_{2}$ | $\bar{E}$ | $(a,D_{4},\bar{E}_{1}),(a,D_{4},\bar{E}_{2})$
126 | $c$ | $D_{2}$ | $\bar{E}$ | $(b,D_{4},\bar{E}_{1}),(b,D_{4},\bar{E}_{2})$
126 | $c$ | $D_{2}$ | $\bar{E}$ | $(a,D_{4},\bar{E}_{2}),(b,D_{4},\bar{E}_{1})$
126 | $c$ | $D_{2}$ | $\bar{E}$ | $(a,D_{4},\bar{E}_{1}),(b,D_{4},\bar{E}_{2})$
126 | $c$ | $D_{2}$ | $\bar{E}$ | $(a,D_{4},\bar{E}_{1}),(a,D_{4},\bar{E}_{2})$
132 | $e$ | $D_{2}$ | $\bar{E}$ | $(d,D_{2d},\bar{E}_{1}),(d,D_{2d},\bar{E}_{2})$
132 | $e$ | $D_{2}$ | $\bar{E}$ | $(c,D_{2h},\bar{E}_{g}),(c,D_{2h},\bar{E}_{u})$
132 | $e$ | $D_{2}$ | $\bar{E}$ | $(b,D_{2d},\bar{E}_{1}),(b,D_{2d},\bar{E}_{2})$
132 | $e$ | $D_{2}$ | $\bar{E}$ | $(a,D_{2h},\bar{E}_{g}),(a,D_{2h},\bar{E}_{u})$
134 | $d$ | $D_{2}$ | $\bar{E}$ | $(b,D_{2d},\bar{E}_{1}),(b,D_{2d},\bar{E}_{2})$
134 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,D_{2d},\bar{E}_{1}),(a,D_{2d},\bar{E}_{2})$
134 | $c$ | $D_{2}$ | $\bar{E}$ | $(b,D_{2d},\bar{E}_{1}),(b,D_{2d},\bar{E}_{2})$
134 | $c$ | $D_{2}$ | $\bar{E}$ | $(a,D_{2d},\bar{E}_{1}),(a,D_{2d},\bar{E}_{2})$
137 | $d$ | $C_{2v}$ | $\bar{E}$ | $(b,D_{2d},\bar{E}_{1}),(b,D_{2d},\bar{E}_{2})$
137 | $d$ | $C_{2v}$ | $\bar{E}$ | $(a,D_{2d},\bar{E}_{1}),(a,D_{2d},\bar{E}_{2})$
142 | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,S_{4},{}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}),(a,S_{4},{}^{1}\\!\bar{E}_{2}{}^{2}\\!\bar{E}_{2})$
142 | $e$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(b,D_{2},\bar{E}),(b,D_{2},\bar{E})$
168 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,C_{6},{}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}),(a,C_{6},{}^{1}\\!\bar{E}_{2}{}^{2}\\!\bar{E}_{2}),(a,C_{6},{}^{1}\\!\bar{E}_{3}{}^{2}\\!\bar{E}_{3})$
177 | $g$ | $D_{2}$ | $\bar{E}$ | $(b,D_{6},\bar{E}_{1}),(b,D_{6},\bar{E}_{2}),(b,D_{6},\bar{E}_{3})$
177 | $g$ | $D_{2}$ | $\bar{E}$ | $(a,D_{6},\bar{E}_{3}),(b,D_{6},\bar{E}_{1}),(b,D_{6},\bar{E}_{2})$
177 | $g$ | $D_{2}$ | $\bar{E}$ | $(a,D_{6},\bar{E}_{2}),(b,D_{6},\bar{E}_{1}),(b,D_{6},\bar{E}_{3})$
177 | $g$ | $D_{2}$ | $\bar{E}$ | $(a,D_{6},\bar{E}_{2}),(a,D_{6},\bar{E}_{3}),(b,D_{6},\bar{E}_{1})$
177 | $g$ | $D_{2}$ | $\bar{E}$ | $(a,D_{6},\bar{E}_{1}),(b,D_{6},\bar{E}_{2}),(b,D_{6},\bar{E}_{3})$
177 | $g$ | $D_{2}$ | $\bar{E}$ | $(a,D_{6},\bar{E}_{1}),(a,D_{6},\bar{E}_{3}),(b,D_{6},\bar{E}_{2})$
177 | $g$ | $D_{2}$ | $\bar{E}$ | $(a,D_{6},\bar{E}_{1}),(a,D_{6},\bar{E}_{2}),(b,D_{6},\bar{E}_{3})$
177 | $g$ | $D_{2}$ | $\bar{E}$ | $(a,D_{6},\bar{E}_{1}),(a,D_{6},\bar{E}_{2}),(a,D_{6},\bar{E}_{3})$
177 | $f$ | $D_{2}$ | $\bar{E}$ | $(b,D_{6},\bar{E}_{1}),(b,D_{6},\bar{E}_{2}),(b,D_{6},\bar{E}_{3})$
177 | $f$ | $D_{2}$ | $\bar{E}$ | $(a,D_{6},\bar{E}_{3}),(b,D_{6},\bar{E}_{1}),(b,D_{6},\bar{E}_{2})$
177 | $f$ | $D_{2}$ | $\bar{E}$ | $(a,D_{6},\bar{E}_{2}),(b,D_{6},\bar{E}_{1}),(b,D_{6},\bar{E}_{3})$
177 | $f$ | $D_{2}$ | $\bar{E}$ | $(a,D_{6},\bar{E}_{2}),(a,D_{6},\bar{E}_{3}),(b,D_{6},\bar{E}_{1})$
177 | $f$ | $D_{2}$ | $\bar{E}$ | $(a,D_{6},\bar{E}_{1}),(b,D_{6},\bar{E}_{2}),(b,D_{6},\bar{E}_{3})$
177 | $f$ | $D_{2}$ | $\bar{E}$ | $(a,D_{6},\bar{E}_{1}),(a,D_{6},\bar{E}_{3}),(b,D_{6},\bar{E}_{2})$
177 | $f$ | $D_{2}$ | $\bar{E}$ | $(a,D_{6},\bar{E}_{1}),(a,D_{6},\bar{E}_{2}),(b,D_{6},\bar{E}_{3})$
177 | $f$ | $D_{2}$ | $\bar{E}$ | $(a,D_{6},\bar{E}_{1}),(a,D_{6},\bar{E}_{2}),(a,D_{6},\bar{E}_{3})$
183 | $c$ | $C_{2v}$ | $\bar{E}$ | $(a,C_{6v},\bar{E}_{1}),(a,C_{6v},\bar{E}_{2}),(a,C_{6v},\bar{E}_{3})$
184 | $c$ | $C_{2}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,C_{6},{}^{1}\\!\bar{E}_{1}{}^{2}\\!\bar{E}_{1}),(a,C_{6},{}^{1}\\!\bar{E}_{2}{}^{2}\\!\bar{E}_{2}),(a,C_{6},{}^{1}\\!\bar{E}_{3}{}^{2}\\!\bar{E}_{3})$
192 | $f$ | $D_{2}$ | $\bar{E}$ | $(a,D_{6},\bar{E}_{1}),(a,D_{6},\bar{E}_{2}),(a,D_{6},\bar{E}_{3})$
195 | $d$ | $D_{2}$ | $\bar{E}$ | $(b,T,{}^{1}\\!\bar{F}{}^{2}\\!\bar{F}),(b,T,\bar{E})$
195 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,T,{}^{1}\\!\bar{F}{}^{2}\\!\bar{F}),(b,T,\bar{E})$
195 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,T,\bar{E}),(b,T,{}^{1}\\!\bar{F}{}^{2}\\!\bar{F})$
195 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,T,{}^{1}\\!\bar{F}{}^{2}\\!\bar{F}),(a,T,\bar{E})$
195 | $c$ | $D_{2}$ | $\bar{E}$ | $(b,T,{}^{1}\\!\bar{F}{}^{2}\\!\bar{F}),(b,T,\bar{E})$
195 | $c$ | $D_{2}$ | $\bar{E}$ | $(a,T,{}^{1}\\!\bar{F}{}^{2}\\!\bar{F}),(b,T,\bar{E})$
195 | $c$ | $D_{2}$ | $\bar{E}$ | $(a,T,\bar{E}),(b,T,{}^{1}\\!\bar{F}{}^{2}\\!\bar{F})$
195 | $c$ | $D_{2}$ | $\bar{E}$ | $(a,T,{}^{1}\\!\bar{F}{}^{2}\\!\bar{F}),(a,T,\bar{E})$
197 | $b$ | $D_{2}$ | $\bar{E}$ | $(a,T,{}^{1}\\!\bar{F}{}^{2}\\!\bar{F}),(a,T,\bar{E})$
201 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,T,{}^{1}\\!\bar{F}{}^{2}\\!\bar{F}),(a,T,\bar{E})$
202 | $c$ | $T$ | $\bar{E}$ | $(b,T_{h},\bar{E}_{g}),(b,T_{h},\bar{E}_{u})$
202 | $c$ | $T$ | $\bar{E}$ | $(a,T_{h},\bar{E}_{g}),(a,T_{h},\bar{E}_{u})$
202 | $c$ | $T$ | ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ | $(b,T_{h},{}^{1}\\!\bar{F}_{g}{}^{2}\\!\bar{F}_{g}),(b,T_{h},{}^{1}\\!\bar{F}_{u}{}^{2}\\!\bar{F}_{u})$
202 | $c$ | $T$ | ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ | $(a,T_{h},{}^{1}\\!\bar{F}_{g}{}^{2}\\!\bar{F}_{g}),(a,T_{h},{}^{1}\\!\bar{F}_{u}{}^{2}\\!\bar{F}_{u})$
207 | $d$ | $D_{4}$ | $\bar{E}_{1}$ | $(a,O,\bar{E}_{1}),(b,O,\bar{F})$
207 | $d$ | $D_{4}$ | $\bar{E}_{1}$ | $(a,O,\bar{E}_{1}),(a,O,\bar{F})$
207 | $d$ | $D_{4}$ | $\bar{E}_{2}$ | $(a,O,\bar{E}_{2}),(b,O,\bar{F})$
207 | $d$ | $D_{4}$ | $\bar{E}_{2}$ | $(a,O,\bar{E}_{2}),(a,O,\bar{F})$
207 | $c$ | $D_{4}$ | $\bar{E}_{1}$ | $(b,O,\bar{E}_{1}),(b,O,\bar{F})$
207 | $c$ | $D_{4}$ | $\bar{E}_{1}$ | $(a,O,\bar{F}),(b,O,\bar{E}_{1})$
207 | $c$ | $D_{4}$ | $\bar{E}_{2}$ | $(b,O,\bar{E}_{2}),(b,O,\bar{F})$
207 | $c$ | $D_{4}$ | $\bar{E}_{2}$ | $(a,O,\bar{F}),(b,O,\bar{E}_{2})$
207 | $d$ | $D_{4}$ | $E$ | $(a,O,T_{1}),(a,O,T_{2})$
207 | $c$ | $D_{4}$ | $E$ | $(b,O,T_{1}),(b,O,T_{2})$
208 | $f$ | $D_{2}$ | $\bar{E}$ | $(a,T,\bar{E}),(c,D_{3},{}^{1}\\!\bar{E}{}^{2}\\!\bar{E})$
208 | $f$ | $D_{2}$ | $\bar{E}$ | $(a,T,\bar{E}),(b,D_{3},{}^{1}\\!\bar{E}{}^{2}\\!\bar{E})$
208 | $f$ | $D_{2}$ | $\bar{E}$ | $(a,T,{}^{1}\\!\bar{F}{}^{2}\\!\bar{F}),(a,T,\bar{E})$
208 | $e$ | $D_{2}$ | $\bar{E}$ | $(a,T,\bar{E}),(c,D_{3},{}^{1}\\!\bar{E}{}^{2}\\!\bar{E})$
208 | $e$ | $D_{2}$ | $\bar{E}$ | $(a,T,\bar{E}),(b,D_{3},{}^{1}\\!\bar{E}{}^{2}\\!\bar{E})$
208 | $e$ | $D_{2}$ | $\bar{E}$ | $(a,T,{}^{1}\\!\bar{F}{}^{2}\\!\bar{F}),(a,T,\bar{E})$
208 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,T,\bar{E}),(c,D_{3},{}^{1}\\!\bar{E}{}^{2}\\!\bar{E})$
208 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,T,\bar{E}),(b,D_{3},{}^{1}\\!\bar{E}{}^{2}\\!\bar{E})$
208 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,T,{}^{1}\\!\bar{F}{}^{2}\\!\bar{F}),(a,T,\bar{E})$
209 | $c$ | $T$ | $\bar{E}$ | $(b,O,\bar{E}_{1}),(b,O,\bar{E}_{2})$
209 | $c$ | $T$ | $\bar{E}$ | $(a,O,\bar{E}_{1}),(b,O,\bar{E}_{2})$
209 | $c$ | $T$ | $\bar{E}$ | $(a,O,\bar{E}_{2}),(b,O,\bar{E}_{1})$
209 | $c$ | $T$ | $\bar{E}$ | $(a,O,\bar{E}_{1}),(a,O,\bar{E}_{2})$
209 | $c$ | $T$ | ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ | $(b,O,\bar{F}),(b,O,\bar{F})$
209 | $c$ | $T$ | ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ | $(a,O,\bar{F}),(b,O,\bar{F})$
209 | $c$ | $T$ | ${}^{1}\\!\bar{F}{}^{2}\\!\bar{F}$ | $(a,O,\bar{F}),(a,O,\bar{F})$
209 | $d$ | $D_{2}$ | $\bar{E}$ | $(c,T,{}^{1}\\!\bar{F}{}^{2}\\!\bar{F}),(c,T,\bar{E})$
209 | $d$ | $D_{2}$ | $\bar{E}$ | $(b,O,\bar{E}_{1}),(b,O,\bar{E}_{2}),(c,T,{}^{1}\\!\bar{F}{}^{2}\\!\bar{F})$
209 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,O,\bar{E}_{1}),(b,O,\bar{E}_{2}),(c,T,{}^{1}\\!\bar{F}{}^{2}\\!\bar{F})$
209 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,O,\bar{E}_{2}),(b,O,\bar{E}_{1}),(c,T,{}^{1}\\!\bar{F}{}^{2}\\!\bar{F})$
209 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,O,\bar{E}_{1}),(a,O,\bar{E}_{2}),(c,T,{}^{1}\\!\bar{F}{}^{2}\\!\bar{F})$
209 | $d$ | $D_{2}$ | $\bar{E}$ | $(b,O,\bar{F}),(b,O,\bar{F}),(c,T,\bar{E})$
209 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,O,\bar{F}),(b,O,\bar{F}),(c,T,\bar{E})$
209 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,O,\bar{F}),(a,O,\bar{F}),(c,T,\bar{E})$
209 | $d$ | $D_{2}$ | $\bar{E}$ | $(b,O,\bar{E}_{1}),(b,O,\bar{E}_{2}),(b,O,\bar{F}),(b,O,\bar{F})$
209 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,O,\bar{F}),(b,O,\bar{E}_{1}),(b,O,\bar{E}_{2}),(b,O,\bar{F})$
209 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,O,\bar{F}),(a,O,\bar{F}),(b,O,\bar{E}_{1}),(b,O,\bar{E}_{2})$
209 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,O,\bar{E}_{1}),(b,O,\bar{E}_{2}),(b,O,\bar{F}),(b,O,\bar{F})$
209 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,O,\bar{E}_{1}),(a,O,\bar{F}),(b,O,\bar{E}_{2}),(b,O,\bar{F})$
209 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,O,\bar{E}_{1}),(a,O,\bar{F}),(a,O,\bar{F}),(b,O,\bar{E}_{2})$
209 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,O,\bar{E}_{2}),(b,O,\bar{E}_{1}),(b,O,\bar{F}),(b,O,\bar{F})$
209 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,O,\bar{E}_{2}),(a,O,\bar{F}),(b,O,\bar{E}_{1}),(b,O,\bar{F})$
209 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,O,\bar{E}_{2}),(a,O,\bar{F}),(a,O,\bar{F}),(b,O,\bar{E}_{1})$
209 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,O,\bar{E}_{1}),(a,O,\bar{E}_{2}),(b,O,\bar{F}),(b,O,\bar{F})$
209 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,O,\bar{E}_{1}),(a,O,\bar{E}_{2}),(a,O,\bar{F}),(b,O,\bar{F})$
209 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,O,\bar{E}_{1}),(a,O,\bar{E}_{2}),(a,O,\bar{F}),(a,O,\bar{F})$
211 | $d$ | $D_{2}$ | $B_{2}$ | $(a,O,T_{2}),(b,D_{4},A_{2})$
211 | $d$ | $D_{2}$ | $B_{2}$ | $(a,O,T_{1}),(b,D_{4},B_{2})$
211 | $d$ | $D_{2}$ | $B_{3}$ | $(a,O,T_{2}),(b,D_{4},A_{2})$
211 | $d$ | $D_{2}$ | $B_{3}$ | $(a,O,T_{1}),(b,D_{4},B_{2})$
211 | $c$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,O,\bar{F}),(a,O,\bar{F})$
211 | $b$ | $D_{4}$ | $\bar{E}_{1}$ | $(a,O,\bar{E}_{1}),(a,O,\bar{F})$
211 | $b$ | $D_{4}$ | $\bar{E}_{2}$ | $(a,O,\bar{E}_{2}),(a,O,\bar{F})$
211 | $b$ | $D_{4}$ | $E$ | $(a,O,T_{1}),(a,O,T_{2})$
211 | $c$ | $D_{3}$ | $\bar{E}_{1}$ | $(a,O,\bar{E}_{2}),(b,D_{4},\bar{E}_{1})$
211 | $c$ | $D_{3}$ | $\bar{E}_{1}$ | $(a,O,\bar{E}_{1}),(b,D_{4},\bar{E}_{2})$
211 | $c$ | $D_{3}$ | $\bar{E}_{1}$ | $(a,O,\bar{E}_{1}),(a,O,\bar{E}_{2}),(a,O,\bar{F})$
211 | $c$ | $D_{3}$ | $E$ | $(a,O,E),(b,D_{4},E)$
211 | $c$ | $D_{3}$ | $E$ | $(a,O,E),(a,O,T_{1}),(a,O,T_{2})$
211 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,O,\bar{F}),(c,D_{3},\bar{E}_{1})$
211 | $d$ | $D_{2}$ | $\bar{E}$ | $(b,D_{4},\bar{E}_{1}),(b,D_{4},\bar{E}_{2})$
211 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,O,\bar{E}_{1}),(a,O,\bar{E}_{2}),(c,D_{3},{}^{1}\\!\bar{E}{}^{2}\\!\bar{E})$
211 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,O,\bar{E}_{2}),(a,O,\bar{F}),(b,D_{4},\bar{E}_{1})$
211 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,O,\bar{E}_{1}),(a,O,\bar{F}),(b,D_{4},\bar{E}_{2})$
211 | $d$ | $D_{2}$ | $\bar{E}$ | $(a,O,\bar{E}_{1}),(a,O,\bar{E}_{2}),(a,O,\bar{F}),(a,O,\bar{F})$
218 | $b$ | $D_{2}$ | $\bar{E}$ | $(a,T,{}^{1}\\!\bar{F}{}^{2}\\!\bar{F}),(a,T,\bar{E})$
222 | $b$ | $D_{4}$ | $\bar{E}_{1}$ | $(a,O,\bar{E}_{1}),(a,O,\bar{F})$
222 | $b$ | $D_{4}$ | $\bar{E}_{2}$ | $(a,O,\bar{E}_{2}),(a,O,\bar{F})$
222 | $b$ | $D_{4}$ | $E$ | $(a,O,T_{1}),(a,O,T_{2})$
223 | $e$ | $D_{3}$ | ${}^{1}\\!\bar{E}{}^{2}\\!\bar{E}$ | $(a,T_{h},{}^{1}\\!\bar{F}_{g}{}^{2}\\!\bar{F}_{g}),(a,T_{h},{}^{1}\\!\bar{F}_{u}{}^{2}\\!\bar{F}_{u})$
224 | $f$ | $D_{2}$ | $\bar{E}$ | $(d,D_{2d},\bar{E}_{1}),(d,D_{2d},\bar{E}_{2})$
224 | $f$ | $D_{2}$ | $\bar{E}$ | $(a,T_{d},\bar{F}),(c,D_{3d},\bar{E}_{1g}),(c,D_{3d},\bar{E}_{1u})$
224 | $f$ | $D_{2}$ | $\bar{E}$ | $(a,T_{d},\bar{F}),(b,D_{3d},\bar{E}_{1g}),(b,D_{3d},\bar{E}_{1u})$
224 | $f$ | $D_{2}$ | $\bar{E}$ | $(a,T_{d},\bar{E}_{1}),(a,T_{d},\bar{E}_{2}),(c,D_{3d},{}^{1}\\!\bar{E}_{g}{}^{2}\\!\bar{E}_{g}),(c,D_{3d},{}^{1}\\!\bar{E}_{u}{}^{2}\\!\bar{E}_{u})$
224 | $f$ | $D_{2}$ | $\bar{E}$ | $(a,T_{d},\bar{E}_{1}),(a,T_{d},\bar{E}_{2}),(b,D_{3d},{}^{1}\\!\bar{E}_{g}{}^{2}\\!\bar{E}_{g}),(b,D_{3d},{}^{1}\\!\bar{E}_{u}{}^{2}\\!\bar{E}_{u})$
224 | $f$ | $D_{2}$ | $\bar{E}$ | $(a,T_{d},\bar{E}_{1}),(a,T_{d},\bar{E}_{2}),(a,T_{d},\bar{F}),(a,T_{d},\bar{F})$
225 | $c$ | $T_{d}$ | $\bar{F}$ | $(b,O_{h},\bar{F}_{g}),(b,O_{h},\bar{F}_{u})$
225 | $c$ | $T_{d}$ | $\bar{F}$ | $(a,O_{h},\bar{F}_{g}),(a,O_{h},\bar{F}_{u})$

## References

  * Fu and Kane (2007) L. Fu and C. L. Kane, Phys. Rev. B 76, 045302 (2007).
  * Teo  _et al._ (2008) J. C. Y. Teo, L. Fu, and C. L. Kane, Phys. Rev. B 78, 045426 (2008).
  * Fu and Berg (2010) L. Fu and E. Berg, Phys. Rev. Lett. 105, 097001 (2010).
  * Sato (2010) M. Sato, Phys. Rev. B 81, 220504 (2010).
  * Mong  _et al._ (2010) R. S. K. Mong, A. M. Essin, and J. E. Moore, Phys. Rev. B 81, 245209 (2010).
  * Fu (2011) L. Fu, Phys. Rev. Lett. 106, 106802 (2011).
  * Fang  _et al._ (2012) C. Fang, M. J. Gilbert, and B. A. Bernevig, Phys. Rev. B 86, 115112 (2012).
  * Hsieh  _et al._ (2012) T. H. Hsieh, H. Lin, J. Liu, W. Duan, A. Bansil, and L. Fu, Nature Communications 3, 982 (2012), arXiv:1202.1003 [cond-mat.mtrl-sci] .
  * Tanaka  _et al._ (2012) Y. Tanaka, Z. Ren, T. Sato, K. Nakayama, S. Souma, T. Takahashi, K. Segawa, and Y. Ando, Nature Physics 8, 800 (2012), arXiv:1206.5399 [cond-mat.mes-hall] .
  * Dziawa  _et al._ (2012) P. Dziawa, B. J. Kowalski, K. Dybko, R. Buczko, A. Szczerbakow, M. Szot, E. Łusakowska, T. Balasubramanian, B. M. Wojek, M. H. Berntsen, O. Tjernberg, and T. Story, Nature Materials 11, 1023 (2012), arXiv:1206.1705 [cond-mat.mtrl-sci] .
  * Xu  _et al._ (2012) S.-Y. Xu, C. Liu, N. Alidoust, D. Qian, M. Neupane, J. D. Denlinger, Y. J. Wang, L. A. Wray, R. J. Cava, H. Lin, A. Marcinkova, E. Morosan, A. Bansil, and M. Z. Hasan, arXiv e-prints , arXiv:1206.2088 (2012), arXiv:1206.2088 [cond-mat.mes-hall] .
  * Chiu  _et al._ (2013) C.-K. Chiu, H. Yao, and S. Ryu, Phys. Rev. B 88, 075142 (2013).
  * Morimoto and Furusaki (2013) T. Morimoto and A. Furusaki, Phys. Rev. B 88, 125129 (2013).
  * Jadaun  _et al._ (2013) P. Jadaun, D. Xiao, Q. Niu, and S. K. Banerjee, Phys. Rev. B 88, 085110 (2013).
  * Fang  _et al._ (2013) C. Fang, M. J. Gilbert, and B. A. Bernevig, Phys. Rev. B 88, 085406 (2013).
  * Slager  _et al._ (2013) R.-J. Slager, A. Mesaros, V. Juričić, and J. Zaanen, Nature Physics 9, 98 (2013), arXiv:1209.2610 [cond-mat.mes-hall] .
  * Hsieh  _et al._ (2014) T. H. Hsieh, J. Liu, and L. Fu, Phys. Rev. B 90, 081112 (2014).
  * Liu  _et al._ (2014) C.-X. Liu, R.-X. Zhang, and B. K. VanLeeuwen, Phys. Rev. B 90, 085304 (2014).
  * Shiozaki and Sato (2014) K. Shiozaki and M. Sato, Phys. Rev. B 90, 165114 (2014).
  * Fang  _et al._ (2014) C. Fang, M. J. Gilbert, and B. A. Bernevig, Phys. Rev. Lett. 112, 106401 (2014).
  * Benalcazar  _et al._ (2014) W. A. Benalcazar, J. C. Y. Teo, and T. L. Hughes, Phys. Rev. B 89, 224503 (2014).
  * Yang and Nagaosa (2014) B.-J. Yang and N. Nagaosa, Nature Communications 5, 4898 (2014), arXiv:1404.0754 [cond-mat.mes-hall] .
  * Koshino  _et al._ (2014) M. Koshino, T. Morimoto, and M. Sato, Phys. Rev. B 90, 115207 (2014).
  * Chiu and Schnyder (2014) C.-K. Chiu and A. P. Schnyder, Phys. Rev. B 90, 205136 (2014).
  * Bradlyn  _et al._ (2016) B. Bradlyn, J. Cano, Z. Wang, M. G. Vergniory, C. Felser, R. J. Cava, and B. A. Bernevig, Science 353 (2016), 10.1126/science.aaf5037.
  * Cano  _et al._ (2017) J. Cano, B. Bradlyn, Z. Wang, M. Hirschberger, N. P. Ong, and B. A. Bernevig, Phys. Rev. B 95, 161306 (2017).
  * Wang  _et al._ (2016) Z. Wang, A. Alexandradinata, R. J. Cava, and B. A. Bernevig, Nature 532, 189 (2016).
  * Ma  _et al._ (2017) J. Ma, C. Yi, B. Lv, Z. Wang, S. Nie, L. Wang, L. Kong, Y. Huang, P. Richard, P. Zhang, K. Yaji, K. Kuroda, S. Shin, H. Weng, B. A. Bernevig, Y. Shi, T. Qian, and H. Ding, Science Advances 3 (2017), 10.1126/sciadv.1602415, https://advances.sciencemag.org/content/3/5/e1602415.full.pdf .
  * Wieder  _et al._ (2018) B. J. Wieder, B. Bradlyn, Z. Wang, J. Cano, Y. Kim, H.-S. D. Kim, A. M. Rappe, C. Kane, and B. A. Bernevig, Science 361, 246 (2018).
  * Langbehn  _et al._ (2017) J. Langbehn, Y. Peng, L. Trifunovic, F. von Oppen, and P. W. Brouwer, Phys. Rev. Lett. 119, 246401 (2017).
  * Trifunovic and Brouwer (2017) L. Trifunovic and P. Brouwer, Phys. Rev. B 96, 195109 (2017).
  * Benalcazar  _et al._ (2017a) W. A. Benalcazar, B. A. Bernevig, and T. L. Hughes, Science 357, 61 (2017a), https://science.sciencemag.org/content/357/6346/61.full.pdf .
  * Benalcazar  _et al._ (2017b) W. A. Benalcazar, B. A. Bernevig, and T. L. Hughes, Phys. Rev. B 96, 245115 (2017b).
  * Khalaf  _et al._ (2018) E. Khalaf, H. C. Po, A. Vishwanath, and H. Watanabe, Phys. Rev. X 8, 031070 (2018).
  * Schindler  _et al._ (2018a) F. Schindler, A. M. Cook, M. G. Vergniory, Z. Wang, S. S. P. Parkin, B. A. Bernevig, and T. Neupert, Science Advances 4 (2018a), 10.1126/sciadv.aat0346, https://advances.sciencemag.org/content/4/6/eaat0346.full.pdf .
  * Schindler  _et al._ (2018b) F. Schindler, Z. Wang, M. G. Vergniory, A. M. Cook, A. Murani, S. Sengupta, A. Y. Kasumov, R. Deblock, S. Jeon, I. Drozdov, _et al._ , Nature physics 14, 918 (2018b).
  * Khalaf (2018) E. Khalaf, Phys. Rev. B 97, 205136 (2018).
  * Geier  _et al._ (2018) M. Geier, L. Trifunovic, M. Hoskam, and P. W. Brouwer, Phys. Rev. B 97, 205135 (2018).
  * Trifunovic and Brouwer (2019) L. Trifunovic and P. W. Brouwer, Phys. Rev. X 9, 011012 (2019).
  * Cano  _et al._ (2019) J. Cano, B. Bradlyn, and M. G. Vergniory, APL Materials 7, arXiv:1904.12867 (2019), arXiv:1904.12867 [cond-mat.mes-hall] .
  * Robredo  _et al._ (2019) I. Robredo, M. G. Vergniory, and B. Bradlyn, Physical Review Materials 3, 041202 (2019).
  * Elcoro  _et al._ (2020a) L. Elcoro, B. J. Wieder, Z. Song, Y. Xu, B. Bradlyn, and B. A. Bernevig, arXiv preprint arXiv:2010.00598 (2020a).
  * Klemenz  _et al._ (2020) S. Klemenz, L. Schoop, and J. Cano, Physical Review B 101, 165121 (2020).
  * Fang and Cano (2020) Y. Fang and J. Cano, Physical Review B 101, 245110 (2020).
  * Wieder  _et al._ (2020) B. J. Wieder, Z. Wang, J. Cano, X. Dai, L. M. Schoop, B. Bradlyn, and B. A. Bernevig, Nature communications 11, 1 (2020).
  * Fang and Cano (2021) Y. Fang and J. Cano, Phys. Rev. B 103, 165109 (2021).
  * Velury  _et al._ (2021) S. Velury, B. Bradlyn, and T. L. Hughes, Physical Review B 103, 024205 (2021).
  * Bradlyn  _et al._ (2017) B. Bradlyn, L. Elcoro, J. Cano, M. G. Vergniory, Z. Wang, C. Felser, M. I. Aroyo, and B. A. Bernevig, Nature 547, 298 (2017), arXiv:1703.02050 [cond-mat] .
  * Cano  _et al._ (2018a) J. Cano, B. Bradlyn, Z. Wang, L. Elcoro, M. G. Vergniory, C. Felser, M. I. Aroyo, and B. A. Bernevig, Phys. Rev. B 97, 035139 (2018a), arXiv:1709.01935 [cond-mat] .
  * Elcoro  _et al._ (2017) L. Elcoro, B. Bradlyn, Z. Wang, M. G. Vergniory, J. Cano, C. Felser, B. A. Bernevig, D. Orobengoa, G. de la Flor, and M. I. Aroyo, Journal of Applied Crystallography 50, 1457 (2017), arXiv:1706.09272 .
  * Bradlyn  _et al._ (2018) B. Bradlyn, L. Elcoro, M. G. Vergniory, J. Cano, Z. Wang, C. Felser, M. I. Aroyo, and B. A. Bernevig, Phys. Rev. B 97, 035138 (2018), arXiv:1709.01937 .
  * Vergniory  _et al._ (2017) M. G. Vergniory, L. Elcoro, Z. Wang, J. Cano, C. Felser, M. I. Aroyo, B. A. Bernevig, and B. Bradlyn, Phys. Rev. E 96, 023310 (2017), arXiv:1706.08529 .
  * Cano and Bradlyn (2021) J. Cano and B. Bradlyn, Annual Review of Condensed Matter Physics 12 (2021), https://doi.org/10.1146/annurev-conmatphys-041720-124134 .
  * Wieder  _et al._ (2021) B. J. Wieder, B. Bradlyn, J. Cano, Z. Wang, M. G. Vergniory, L. Elcoro, A. A. Soluyanov, C. Felser, T. Neupert, N. Regnault, _et al._ , arXiv preprint arXiv:2106.00709 (2021).
  * Kruthoff  _et al._ (2017) J. Kruthoff, J. de Boer, J. van Wezel, C. L. Kane, and R.-J. Slager, Phys. Rev. X 7, 041069 (2017).
  * Po  _et al._ (2017) H. C. Po, A. Vishwanath, and H. Watanabe, Nature Communications 8, 50 (2017), arXiv:1703.00911 .
  * Song  _et al._ (2018) Z. Song, T. Zhang, Z. Fang, and C. Fang, Nat. Commun. 9, 3530 (2018).
  * Ono  _et al._ (2019) S. Ono, Y. Yanase, and H. Watanabe, Phys. Rev. Research 1, 013012 (2019).
  * Vergniory  _et al._ (2019) M. Vergniory, L. Elcoro, C. Felser, N. Regnault, B. A. Bernevig, and Z. Wang, Nature 566, 480 (2019).
  * Zhang  _et al._ (2019) T. Zhang, Y. Jiang, Z. Song, H. Huang, Y. He, Z. Fang, H. Weng, and C. Fang, Nature 566, 475 (2019).
  * Po  _et al._ (2018) H. C. Po, H. Watanabe, and A. Vishwanath, Phys. Rev. Lett. 121, 126402 (2018).
  * Cano  _et al._ (2018b) J. Cano, B. Bradlyn, Z. Wang, L. Elcoro, M. G. Vergniory, C. Felser, M. I. Aroyo, and B. A. Bernevig, Phys. Rev. Lett. 120, 266401 (2018b).
  * Bouhon  _et al._ (2019) A. Bouhon, A. M. Black-Schaffer, and R.-J. Slager, Phys. Rev. B 100, 195135 (2019).
  * Bradlyn  _et al._ (2019) B. Bradlyn, Z. Wang, J. Cano, and B. A. Bernevig, Phys. Rev. B 99, 045140 (2019).
  * Liu  _et al._ (2019) S. Liu, A. Vishwanath, and E. Khalaf, Phys. Rev. X 9, 031003 (2019).
  * Elcoro  _et al._ (2020b) L. Elcoro, Z. Song, and B. A. Bernevig, Phys. Rev. B 102, 035110 (2020b).
  * Fang and Fu (2019) C. Fang and L. Fu, Science advances 5, eaat2374 (2019).
  * Zak (1980) J. Zak, Phys. Rev. Lett. 45, 1025 (1980).
  * Zak (1981) J. Zak, Physical Review B 23, 2824 (1981).
  * Bacry  _et al._ (1988a) H. Bacry, L. Michel, and J. Zak, Phys. Rev. Lett. 61, 1005 (1988a).
  * Michel and Zak (1992) L. Michel and J. Zak, EPL (Europhysics Letters) 18, 239 (1992).
  * Bacry (1993) H. Bacry, Commun. Math. Phys. 153, 359 (1993).
  * Bacry  _et al._ (1988b) H. Bacry, L. Michel, and J. Zak, “Symmetry and classification of energy bands in crystals,” in  _Group theoretical methods in Physics: Proceedings of the XVI International Colloquium Held at Varna, Bulgaria, June 15–20 1987_ (Springer Berlin Heidelberg, 1988) p. 289.
  * Alexandradinata  _et al._ (2016) A. Alexandradinata, Z. Wang, and B. A. Bernevig, Phys. Rev. X 6, 021008 (2016).
  * Soluyanov and Vanderbilt (2011) A. A. Soluyanov and D. Vanderbilt, Phys. Rev. B 83, 035108 (2011).
  * Zak (1989) J. Zak, Phys. Rev. Lett. 62, 2747 (1989).
  * Fu and Kane (2006) L. Fu and C. L. Kane, Phys. Rev. B 74, 195312 (2006).
  * Ryu  _et al._ (2010) S. Ryu, C. Mudry, H. Obuse, and A. Furusaki, New Journal of Physics 12, 065005 (2010).
  * Yu  _et al._ (2011) R. Yu, X. L. Qi, A. Bernevig, Z. Fang, and X. Dai, Phys. Rev. B 84, 075119 (2011).
  * Taherinejad  _et al._ (2014) M. Taherinejad, K. F. Garrity, and D. Vanderbilt, Physical Review B 89, 115102 (2014).
  * Alexandradinata  _et al._ (2014) A. Alexandradinata, X. Dai, and B. A. Bernevig, Physical Review B 89, 155114 (2014).
  * Höller and Alexandradinata (2018) J. Höller and A. Alexandradinata, Phys. Rev. B 98, 024310 (2018).
  * Alexandradinata and Höller (2018) A. Alexandradinata and J. Höller, Phys. Rev. B 98, 184305 (2018).
  * King-Smith and Vanderbilt (1993) R. D. King-Smith and D. Vanderbilt, Phys. Rev. B 47, 1651 (1993).
  * Vanderbilt and King-Smith (1993) D. Vanderbilt and R. D. King-Smith, Phys. Rev. B 48, 4442 (1993).
  * Resta (1994) R. Resta, Rev. Mod. Phys. 66, 899 (1994).
  * Hughes  _et al._ (2011) T. L. Hughes, E. Prodan, and B. A. Bernevig, Phys. Rev. B 83, 245132 (2011).
  * Zeiner  _et al._ (1996a) P. Zeiner, R. Dirl, and B. L. Davies, Phys. Rev. B 54, 2466 (1996a).
  * Zeiner  _et al._ (1996b) P. Zeiner, R. Dirl, and B. L. Davies, Phys. Rev. B 54, 16646 (1996b).
  * Altmann and Herzig (2011) S. Altmann and P. Herzig,  _Point-Group Theory Tables_, 2nd ed. (University of Vienna, 2011).
  * (91) See Supplemental Material Sec. S1 for a proof that the irrep-equivalent EBRs induced from the $4c$ and $4d$ positions in $F222$ are distinguishable.
  * Turner  _et al._ (2012) A. M. Turner, Y. Zhang, R. S. K. Mong, and A. Vishwanath, Phys. Rev. B 85, 165120 (2012).
  * Su  _et al._ (1979) W. P. Su, J. R. Schrieffer, and A. J. Heeger, Phys. Rev. Lett. 42, 1698 (1979).
  * Rice and Mele (1982) M. J. Rice and E. J. Mele, Phys. Rev. Lett. 49, 1455 (1982).
  * (95) See Supplemental Material Sec. S2 for a construction of the equivalence between band representations in the SSH/Rice-Mele model.
  * (96) See Supplemental Material Sec. S3 for an explicit tight-binding construction of a Berry obstructed atomic limit in $F222$.
  * Evarestov  _et al._ (1985) R. A. Evarestov, A. V. Leko, and V. P. Smirnov, physica status solidi (b) 128, 275 (1985).
  * (98) See Supplemental Material Sec. S4 for an explicit proof that the two irrep-equivalent EBRs missed by BMZ are irrep-equivalent.
  * Serre (1996) J. P. Serre,  _Linear Representations of Finite Groups_ (Springer, 1996).
  * Aroyo  _et al._ (2006) M. I. Aroyo, A. Kirov, C. Capillas, J. M. Perez-Mato, and H. Wondratschek, Acta Cryst. A62, 115 (2006).