541 



Sym- 



metrie- 



art 



Sym- 

 metrie- 

 grösse 



Nr. 



Typus 

 I. Ordnung 



Charakteristische Zahlen 



Explicite 

 Symmetrie 



Verbandsymmetrie 



Symbol 

 des Systems 



14 



8 



5 



14 



8 



6 



14 



8 



7 



14 



8 



8 



14 



8 



9 



14 



8 



10 



14 



8 



11 



14 



8 



12 



14 



8 



13 



14 



8 



14 



15 



16 



1 



15 



16 



2 



15 



16 



3 



15 



16 



4 



15 



16 



5 



15 



16 



6 



15 



16 



7 



15 



16 



8 



15 



16 



9 



15 



16 



10 



15 



16 



11 



15 



16 



12 



15 



16 



13 



15 



16 



14 



15 



16 



15 



15 



16 



16 



15 



16 



17 



15 



16 



18 



15 



16 



19 



15 



16 



20 



15 



16 



21 



15 



16 



22 



15 



16 



23 



4ÖIII 



5 5 111 



10/111 



15' 

 1 5' 

 15' 

 15' 



-.= - = 3' c = 



a = Q Ti = —. -7 



= 7r. h=3' 



b 



-■ V 



:4'8 h. 



:4 8' h- 



:4'8 h-- 



4'8 b-- 







^ = ^ b 





= -~. h: 





15 



a 3'7' 

 a' 1'5' 



15 



a _ 3'7' 

 a' 1'5' 



15 



a 3'7' 

 «' ~ 2'6' 



15 



a _ 3'7' 

 a' ~ 2'6' 



15 



a _ 3'7' 

 a' 4'8' 



15 



a _3'7' 

 a' 4'&' 



15 



a _ 3'7' 

 a'~4^ 



1 5 



a _2'6' 



a' '~~ 4'8' 



15 



a _ 2'b' 

 a' ~ 4'8' 



15 



« _ 1'5' 

 a' 2'6' 



15 



a l'ö' 



a'~2^ 



15 



a _ 1'5' 

 a' 4'8' 



15 



a VW 



a' 4'8' 



18' 



rt = l'8 



18' 



a = 45' 



18' 



n= 1'8 



18' 



rt = 4 5' 



18' 





18' 



a = 1'8 



3; c^ 

 2 c' 

 3; c^ 



2 c' ' 



3 7' C: 

 3 7' C: 

 2'6 c : 



2 6' C: 



26 



7' 



_r 

 r 



^6' 



= 7' 



= 7' 



6 



= 2 



:7' 



r 



6" 



6 



3'7 

 3'7 

 2 6' 

 2'6 





w/ 1 t> j 



^ = ^ ö = 



48 



37 



26 



37 



48 . 



1'5' c = 2'6' 



26 



48 



37 



48 



37 



& = 26 



2'3 c 



:2'3 c- 



2 3' c 

 2 3' C: 

 2'3 c 

 2 3' c' 

 2'3 c 

 2 3' e' 



6'7 

 6'7 

 6 7' 

 6 7' 

 6'7 

 6 7' 

 6'7 

 6 7' 



5(<51)(1I1U2,6' 

 55 2(llll4'2-3' 



701(11114)2.3' 



4Öl{lIll5) 



5(5 3(11116) 

 5 5(1 lllj) 

 552(11115) 



751(11115)4,8- 

 2 (5 1)( 11115)^23. 



65(11115)23, 



7(x4)(l^lll) 

 10;t:3(ljrlll) 

 8(;^4)(1^11I) 

 18 (z 3) (1. Till) 



18 (zD (3 111)1,3, 

 18 (z 3) (3 111)1,3, 



7 (;f 4) (3 111)2,3. 

 18 iz 2) (3 111)2,3 

 10x3(3111)3,4, 



8 ix 4) (3 111)3,4, 

 21(^1) (3 111)3,4, 

 8 (x 3) (3 111)2.4, 

 8 (x 4) (3 111)2,4. 

 7 (x 3) (3 III)i,2, 

 18 ix 3) (3 111)1,3, 

 10;^ 1(3 111)1,4, 



8 (;f2) (3 111)1,4, 



10 ;t 1(4111) 

 lü;i;3(4lll) 

 8(zl)(41Il) 

 18 ix 4) (4 111) 



10/2(4111)^2' 



11/1(4111)2 2- 



