Polytopes for Group SmallGroup(1344,11684)

1. {4,6}*1344
   
2. {4,8}*1344e
   
3. {4,8}*1344f
   
4. {4,14}*1344
   
5. {6,4}*1344
   
6. {6,6}*1344
   
7. {6,8}*1344g
   
8. {6,8}*1344h
   
9. {6,8}*1344i
   
10. {6,8}*1344j
    
11. {6,14}*1344b
    
12. {6,14}*1344c
    
13. {8,4}*1344e
    
14. {8,4}*1344f
    
15. {8,6}*1344g
    
16. {8,6}*1344h
    
17. {8,6}*1344i
    
18. {8,6}*1344j
    
19. {8,8}*1344i
    
20. {8,8}*1344j
    
21. {8,14}*1344a
    
22. {8,14}*1344b
    
23. {14,4}*1344
    
24. {14,6}*1344b
    
25. {14,6}*1344c
    
26. {14,8}*1344a
    
27. {14,8}*1344b
    
28. {14,14}*1344
    

1. {2,2,3,7}*1344
   
2. {2,2,3,8}*1344a
   
3. {2,2,3,8}*1344b
   
4. {2,2,4,6}*1344
   
5. {2,2,4,7}*1344
   
6. {2,2,4,8}*1344a
   
7. {2,2,4,8}*1344b
   
8. {2,2,6,4}*1344
   
9. {2,2,6,6}*1344
   
10. {2,2,6,7}*1344
    
11. {2,2,6,8}*1344a
    
12. {2,2,6,8}*1344b
    
13. {2,2,7,3}*1344
    
14. {2,2,7,4}*1344
    
15. {2,2,7,6}*1344
    
16. {2,2,7,7}*1344
    
17. {2,2,7,8}*1344a
    
18. {2,2,7,8}*1344b
    
19. {2,2,8,3}*1344a
    
20. {2,2,8,3}*1344b
    
21. {2,2,8,4}*1344a
    
22. {2,2,8,4}*1344b
    
23. {2,2,8,6}*1344a
    
24. {2,2,8,6}*1344b
    
25. {2,2,8,7}*1344a
    
26. {2,2,8,7}*1344b
    
27. {2,2,8,8}*1344a
    
28. {2,2,8,8}*1344b
    
29. {2,3,7,2}*1344
    
30. {2,3,8}*1344a
    
31. {2,3,8}*1344b
    
32. {2,3,8,2}*1344a
    
33. {2,3,8,2}*1344b
    
34. {2,3,14}*1344
    
35. {2,4,6}*1344a
    
36. {2,4,6}*1344b
    
37. {2,4,6}*1344c
    
38. {2,4,6,2}*1344
    
39. {2,4,7}*1344
    
40. {2,4,7,2}*1344
    
41. {2,4,8}*1344a
    
42. {2,4,8}*1344b
    
43. {2,4,8}*1344c
    
44. {2,4,8}*1344d
    
45. {2,4,8}*1344e
    
46. {2,4,8}*1344f
    
47. {2,4,8,2}*1344a
    
48. {2,4,8,2}*1344b
    
49. {2,4,14}*1344a
    
50. {2,4,14}*1344b
    
51. {2,6,4}*1344a
    
52. {2,6,4}*1344b
    
53. {2,6,4}*1344c
    
54. {2,6,4,2}*1344
    
55. {2,6,6}*1344a
    
56. {2,6,6}*1344b
    
57. {2,6,6}*1344c
    
58. {2,6,6,2}*1344
    
59. {2,6,7}*1344a
    
60. {2,6,7}*1344b
    
61. {2,6,7,2}*1344
    
62. {2,6,8}*1344a
    
63. {2,6,8}*1344b
    
64. {2,6,8}*1344c
    
65. {2,6,8}*1344d
    
66. {2,6,8}*1344e
    
67. {2,6,8}*1344f
    
68. {2,6,8}*1344g
    
69. {2,6,8}*1344h
    
70. {2,6,8}*1344i
    
71. {2,6,8}*1344j
    
72. {2,6,8,2}*1344a
    
73. {2,6,8,2}*1344b
    
74. {2,6,14}*1344a
    
75. {2,6,14}*1344b
    
76. {2,7,3,2}*1344
    
77. {2,7,4}*1344
    
78. {2,7,4,2}*1344
    
79. {2,7,6}*1344a
    
80. {2,7,6}*1344b
    
81. {2,7,6,2}*1344
    
82. {2,7,7,2}*1344
    
83. {2,7,8}*1344a
    
84. {2,7,8}*1344b
    
85. {2,7,8,2}*1344a
    
86. {2,7,8,2}*1344b
    
87. {2,7,14}*1344
    
88. {2,8,3}*1344a
    
89. {2,8,3}*1344b
    
90. {2,8,3,2}*1344a
    
91. {2,8,3,2}*1344b
    
92. {2,8,4}*1344a
    
93. {2,8,4}*1344b
    
94. {2,8,4}*1344c
    
95. {2,8,4}*1344d
    
96. {2,8,4}*1344e
    
97. {2,8,4}*1344f
    
98. {2,8,4,2}*1344a
    
99. {2,8,4,2}*1344b
    
100. {2,8,6}*1344a
     
101. {2,8,6}*1344b
     
102. {2,8,6}*1344c
     
103. {2,8,6}*1344d
     
104. {2,8,6}*1344e
     
105. {2,8,6}*1344f
     
106. {2,8,6}*1344g
     
107. {2,8,6}*1344h
     
108. {2,8,6}*1344i
     
109. {2,8,6}*1344j
     
110. {2,8,6,2}*1344a
     
111. {2,8,6,2}*1344b
     
112. {2,8,7}*1344a
     
113. {2,8,7}*1344b
     
114. {2,8,7,2}*1344a
     
115. {2,8,7,2}*1344b
     
116. {2,8,8}*1344a
     
117. {2,8,8}*1344b
     
118. {2,8,8}*1344c
     
119. {2,8,8}*1344d
     
120. {2,8,8}*1344e
     
121. {2,8,8}*1344f
     
122. {2,8,8,2}*1344a
     
123. {2,8,8,2}*1344b
     
124. {2,8,14}*1344a
     
125. {2,8,14}*1344b
     
126. {2,8,14}*1344c
     
127. {2,8,14}*1344d
     
128. {2,14,3}*1344
     
129. {2,14,4}*1344a
     
130. {2,14,4}*1344b
     
131. {2,14,6}*1344a
     
132. {2,14,6}*1344b
     
133. {2,14,7}*1344
     
134. {2,14,8}*1344a
     
135. {2,14,8}*1344b
     
136. {2,14,8}*1344c
     
137. {2,14,8}*1344d
     
138. {3,7,2,2}*1344
     
139. {3,8,2}*1344a
     
140. {3,8,2}*1344b
     
141. {3,8,2,2}*1344a
     
142. {3,8,2,2}*1344b
     
143. {3,14,2}*1344
     
144. {4,6,2}*1344a
     
145. {4,6,2}*1344b
     
146. {4,6,2}*1344c
     
147. {4,6,2,2}*1344
     
148. {4,7,2}*1344
     
149. {4,7,2,2}*1344
     
150. {4,8,2}*1344a
     
151. {4,8,2}*1344b
     
152. {4,8,2}*1344c
     
153. {4,8,2}*1344d
     
154. {4,8,2}*1344e
     
155. {4,8,2}*1344f
     
156. {4,8,2,2}*1344a
     
157. {4,8,2,2}*1344b
     
158. {4,14,2}*1344a
     
159. {4,14,2}*1344b
     
160. {6,4,2}*1344a
     
161. {6,4,2}*1344b
     
162. {6,4,2}*1344c
     
163. {6,4,2,2}*1344
     
164. {6,6,2}*1344a
     
165. {6,6,2}*1344b
     
166. {6,6,2}*1344c
     
167. {6,6,2,2}*1344
     
168. {6,7,2}*1344a
     
169. {6,7,2}*1344b
     
170. {6,7,2,2}*1344
     
171. {6,8,2}*1344a
     
172. {6,8,2}*1344b
     
173. {6,8,2}*1344c
     
174. {6,8,2}*1344d
     
175. {6,8,2}*1344e
     
176. {6,8,2}*1344f
     
177. {6,8,2}*1344g
     
178. {6,8,2}*1344h
     
179. {6,8,2}*1344i
     
180. {6,8,2}*1344j
     
181. {6,8,2,2}*1344a
     
182. {6,8,2,2}*1344b
     
183. {6,14,2}*1344a
     
184. {6,14,2}*1344b
     
185. {7,3,2,2}*1344
     
186. {7,4,2}*1344
     
187. {7,4,2,2}*1344
     
188. {7,6,2}*1344a
     
189. {7,6,2}*1344b
     
190. {7,6,2,2}*1344
     
191. {7,7,2,2}*1344
     
192. {7,8,2}*1344a
     
193. {7,8,2}*1344b
     
194. {7,8,2,2}*1344a
     
195. {7,8,2,2}*1344b
     
196. {7,14,2}*1344
     
197. {8,3,2}*1344a
     
198. {8,3,2}*1344b
     
199. {8,3,2,2}*1344a
     
200. {8,3,2,2}*1344b
     
201. {8,4,2}*1344a
     
202. {8,4,2}*1344b
     
203. {8,4,2}*1344c
     
204. {8,4,2}*1344d
     
205. {8,4,2}*1344e
     
206. {8,4,2}*1344f
     
207. {8,4,2,2}*1344a
     
208. {8,4,2,2}*1344b
     
209. {8,6,2}*1344a
     
210. {8,6,2}*1344b
     
211. {8,6,2}*1344c
     
212. {8,6,2}*1344d
     
213. {8,6,2}*1344e
     
214. {8,6,2}*1344f
     
215. {8,6,2}*1344g
     
216. {8,6,2}*1344h
     
217. {8,6,2}*1344i
     
218. {8,6,2}*1344j
     
219. {8,6,2,2}*1344a
     
220. {8,6,2,2}*1344b
     
221. {8,7,2}*1344a
     
222. {8,7,2}*1344b
     
223. {8,7,2,2}*1344a
     
224. {8,7,2,2}*1344b
     
225. {8,8,2}*1344a
     
226. {8,8,2}*1344b
     
227. {8,8,2}*1344c
     
228. {8,8,2}*1344d
     
229. {8,8,2}*1344e
     
230. {8,8,2}*1344f
     
231. {8,8,2,2}*1344a
     
232. {8,8,2,2}*1344b
     
233. {8,14,2}*1344a
     
234. {8,14,2}*1344b
     
235. {8,14,2}*1344c
     
236. {8,14,2}*1344d
     
237. {14,3,2}*1344
     
238. {14,4,2}*1344a
     
239. {14,4,2}*1344b
     
240. {14,6,2}*1344a
     
241. {14,6,2}*1344b
     
242. {14,7,2}*1344
     
243. {14,8,2}*1344a
     
244. {14,8,2}*1344b
     
245. {14,8,2}*1344c
     
246. {14,8,2}*1344d
     

1. SmallGroup(1344,642) 1 nondegenerate polytope and 0 degenerate polytopes.
2. SmallGroup(1344,1483) 2 nondegenerate polytopes and 2 degenerate polytopes.
3. SmallGroup(1344,1488) 2 nondegenerate polytopes and 2 degenerate polytopes.
4. SmallGroup(1344,1805) 2 nondegenerate polytopes and 0 degenerate polytopes.
5. SmallGroup(1344,2773) 2 nondegenerate polytopes and 0 degenerate polytopes.
6. SmallGroup(1344,2776) 2 nondegenerate polytopes and 0 degenerate polytopes.
7. SmallGroup(1344,2917) 2 nondegenerate polytopes and 0 degenerate polytopes.
8. SmallGroup(1344,2918) 2 nondegenerate polytopes and 0 degenerate polytopes.
9. SmallGroup(1344,5658) 2 nondegenerate polytopes and 0 degenerate polytopes.
10. SmallGroup(1344,5667) 2 nondegenerate polytopes and 0 degenerate polytopes.
11. SmallGroup(1344,5673) 2 nondegenerate polytopes and 0 degenerate polytopes.
12. SmallGroup(1344,5698) 2 nondegenerate polytopes and 0 degenerate polytopes.
13. SmallGroup(1344,5748) 2 nondegenerate polytopes and 0 degenerate polytopes.
14. SmallGroup(1344,5829) 0 nondegenerate polytopes and 2 degenerate polytopes.
15. SmallGroup(1344,5836) 2 nondegenerate polytopes and 2 degenerate polytopes.
16. SmallGroup(1344,6320) 4 nondegenerate polytopes and 0 degenerate polytopes.
17. SmallGroup(1344,6453) 4 nondegenerate polytopes and 0 degenerate polytopes.
18. SmallGroup(1344,6454) 4 nondegenerate polytopes and 0 degenerate polytopes.
19. SmallGroup(1344,6459) 4 nondegenerate polytopes and 0 degenerate polytopes.
20. SmallGroup(1344,7252) 0 nondegenerate polytopes and 2 degenerate polytopes.
21. SmallGroup(1344,7535) 2 nondegenerate polytopes and 0 degenerate polytopes.
22. SmallGroup(1344,7549) 2 nondegenerate polytopes and 0 degenerate polytopes.
23. SmallGroup(1344,7764) 4 nondegenerate polytopes and 4 degenerate polytopes.
24. SmallGroup(1344,7765) 4 nondegenerate polytopes and 4 degenerate polytopes.
25. SmallGroup(1344,8472) 0 nondegenerate polytopes and 12 degenerate polytopes.
26. SmallGroup(1344,8483) 0 nondegenerate polytopes and 12 degenerate polytopes.
27. SmallGroup(1344,8561) 6 nondegenerate polytopes and 14 degenerate polytopes.
28. SmallGroup(1344,9160) 0 nondegenerate polytopes and 4 degenerate polytopes.
29. SmallGroup(1344,10867) 0 nondegenerate polytopes and 4 degenerate polytopes.
30. SmallGroup(1344,10931) 0 nondegenerate polytopes and 2 degenerate polytopes.
31. SmallGroup(1344,10968) 2 nondegenerate polytopes and 2 degenerate polytopes.
32. SmallGroup(1344,10970) 1 nondegenerate polytope and 0 degenerate polytopes.
33. SmallGroup(1344,11119) 0 nondegenerate polytopes and 3 degenerate polytopes.
34. SmallGroup(1344,11133) 0 nondegenerate polytopes and 12 degenerate polytopes.
35. SmallGroup(1344,11289) 24 nondegenerate polytopes and 0 degenerate polytopes.
36. SmallGroup(1344,11291) 32 nondegenerate polytopes and 0 degenerate polytopes.
37. SmallGroup(1344,11295) 46 nondegenerate polytopes and 0 degenerate polytopes.
38. SmallGroup(1344,11327) 6 nondegenerate polytopes and 8 degenerate polytopes.
39. SmallGroup(1344,11328) 10 nondegenerate polytopes and 6 degenerate polytopes.
40. SmallGroup(1344,11334) 2 nondegenerate polytopes and 4 degenerate polytopes.
41. SmallGroup(1344,11343) 4 nondegenerate polytopes and 0 degenerate polytopes.
42. SmallGroup(1344,11355) 8 nondegenerate polytopes and 8 degenerate polytopes.
43. SmallGroup(1344,11370) 6 nondegenerate polytopes and 0 degenerate polytopes.
44. SmallGroup(1344,11397) 2 nondegenerate polytopes and 8 degenerate polytopes.
45. SmallGroup(1344,11399) 8 nondegenerate polytopes and 4 degenerate polytopes.
46. SmallGroup(1344,11408) 2 nondegenerate polytopes and 4 degenerate polytopes.
47. SmallGroup(1344,11412) 2 nondegenerate polytopes and 0 degenerate polytopes.
48. SmallGroup(1344,11516) 0 nondegenerate polytopes and 24 degenerate polytopes.
49. SmallGroup(1344,11517) 0 nondegenerate polytopes and 24 degenerate polytopes.
50. SmallGroup(1344,11527) 0 nondegenerate polytopes and 84 degenerate polytopes.
51. SmallGroup(1344,11659) 0 nondegenerate polytopes and 4 degenerate polytopes.
52. SmallGroup(1344,11661) 0 nondegenerate polytopes and 24 degenerate polytopes.
53. SmallGroup(1344,11684) 28 nondegenerate polytopes and 246 degenerate polytopes (this group).
54. SmallGroup(1344,11695) 6 nondegenerate polytopes and 156 degenerate polytopes.
55. SmallGroup(1344,11696) 2 nondegenerate polytopes and 2 degenerate polytopes.
56. SmallGroup(1344,11701) 0 nondegenerate polytopes and 30 degenerate polytopes.
57. SmallGroup(1344,11703) 6 nondegenerate polytopes and 2 degenerate polytopes.
58. SmallGroup(1344,11709) 0 nondegenerate polytopes and 90 degenerate polytopes.
59. SmallGroup(1344,11719) 0 nondegenerate polytopes and 11 degenerate polytopes.