22 ANALYTICAL TREATMENT OF THK POLYTOPES REGULARLY 



^600 

 ^600 



n 



600 



Ce 2 '-'600 



600 



600 



600 



ceo C. 



t;oo 



600 

 600 



liOd 



ce 2 ^600 



n 



600 



60(1 



600 



"-;> 600 



cou 



' 600 



n 



600 



'■", Q 



600 



G 



( 



600 



600 



c 



■ '„■in 

 ce 2 ' 600 



{ 



600 



r 



600 

 600 



c(? 2 ( ; 



2 ^600 



1 + 6- , 



3 + 6' 



3 + e- , 



1+6' , 



2 

 Ü 



1+6- 



Ü 

 2 



[5 + 3 6- , 



5 + 36- , 



3+6- , 



3 + 6'] 



1+6- 



3+e . 

 2 



1+6' 

 3 + 6- 



1 '+'.", 



2 



1 + e 



1+6- 







ü 



[6 + 2e 



5 + 36- 



1 f 26- 



. l + «] 



3 + , 

 3+, 

 3 + e 



J +6' 

 , l+« 



2 



2 



> —2 









 



l+ e 



[9 + Se 



, 1+ 2e 







i -i 4 



3 + 6' 

 3 -i e 



3 + 6' 



- i 4- « 







2 



1 + ,< 

 







2 



1 +* 



[9 + 3* 



, 3 j e 



• 3 | e 



, 3-+,] 



3 + e 

 3 +e 



1 + * 



. «1 + e 



,1+6' 

 , 3 4- 6' 



2 

 



o 



| ? 4- 3, 



. 5 f Se 







,■ 2 



3 4-6- 



, I 4- e 



2 







3 + 6' 

 1+6- 



2 



, 3+* 











[7 + 3, 



. 3 + e 



, ö + 2e 



2 ] 



3 -h e 



> L + * 



2 



, o 



9 



1+e 



, 3 + e 



2 



,l+e 

 , 3 + -e 



, o 

 



[G + 2, 



. li ; 2e 



, 6 + 2e 



] 



90 



L92 



1)6 



04 



06 



1 92 



32 



I 200 



L5;2. To obtain the coordinate-symbols of ce~ Cg 00 we first deduce 

 an auxiliary polytope, ce 3 £" 600 , whose vertex-coordinates are obtained 



