TABLE OF POLYTOPES IN 



S,. 



Num- 

 ber 



Symbol of 

 expansion 



Limiting bodies & 



in port 





Num- 

 ber 



Symbol of 

 expansion 



Limiting bodies & import 





Num- 

 ber 



Symbol of 

 expansion 



Limiting bodies & import 





body 



face 



edge 



vertex 



body 



face 



edge 



ver- 

 tex 



body face 



edge 



ver- 

 tex 









Expansion. 











Expansion. 









Expansion. 









5 



10 



10 



5 









8 



24 



32 



16 









10 



32 



24 



8 





1 



C 5 



T 



— 



— 



— 





9 



<h 



C 



— 



— 







17 



^16 



T 



— 



— 



— 





o 



e i c i 



tT 



— 



— 



T 





10 



«iQ, 



to 



— 



— 



T 





18 



<h°\e 



tT 



— 



— 









3 



^ C i 



CO 



— 



A 









11 



«A 



RCO 



— 



P 3 









19 



e aQ.s 



CO 



— 



A 



CO 





-t 



«s$ 



'T 



A 



A 



T 





12 



e iCg 



C 



A 



Pi 



T 



= 20 



20 



e i^U 



T 



A 



A 



c 



= 12 



5 



e x e,C b 



to 





A 



tT 





13 



ejgoCg 



tco 





Pi 



tT 





21 



e \ e ^°\e 



to 



— 



A 



to 



= 26 



6 



e l e S C 6 



tT 



P S 



A 



CO 



= 7 



14 



«1*3 C 8 



tc 



Pi 



Pi 



CO 



= 23 



22 



e \ e % c \e 



tT 



Pe 



A 



RCO 



= 15 



7 



« S Q 



CO 



P 3 



A 



tT 



= 6 



15 



e 3 e s C s 



RCO 



Pi 



Pe 



tT 



= 22 



23 



e « e i"\e 



CO 



Pi 



Ps 



to 



= 14 



8 



e I e -2 e $Có 



to 



Po 



A 



to 





10 



e^egOg 



tco 



P» 



Pe 



to 



= 24 



24 



«l e 3 e 3 C 10 



to 



Pe 



Ps 



tco 



= 16 







24 



96 



96 



24 









120 



720 



1200 



600 









600 



1200 



720 



120 





25 



c u 







— 



— 



— 





33 



'aao 



D 



— 



— 







41 



Qoo 



T 



— 



— 



— 





26 



*1 C 34 



to 



— 



— 







= 21 



34 



e l C 130 



tD 



— 



— 



T 





42 



e \ ^600 



tT 



— 



— 



/ 





27 



e 3 C S4 



M CO 



— 



A 



CO 





35 



e 3 C 120 



RID 



— 



A 









43 



e a ^6oo 



CO 



— 



P 6 



ID 





2S 



e i Cg i 







P-i 



Pi 









36 



e 8pia0 



I) 



Pi 



A 



T 



= 44 



44 



e i Qoo 



T 



Pi 



P 5 



D 



= 36 



29 



CjCofoj 



tco 





Pi 



tc 





37 



«i e a^so 



ill) 



— 



Pi 



tT 





45 



e i e a^eoo 



to 



— 



A 



tl 





30 



«1*8 C 31 



to 



P e 



P 3 



RCO 



= 31 



38 



h^<hso 



tD 



*io 



Pi 



CO 





46 



e \ e i <?600 



tT 



Pe 



A 



RID 





31 



e 8 e s C a4 



RCO 



P 3 



P 



to 



= 30 



39 



«a^s'aso 



RID 



•P. 



P« 



tT 





47 



e 3 ( 's"(i00 



CO 



Pi 



Pu 



tD 





32 



Vs«s C 31 



tco 



P e 



P 6 



tco 





40 



'WaÇso 



tID 



Pu 



Pe 



to 



= 48 



48 



e 1 e 3 e 3 C 600 



to 



Pe 



Pu 



tID 



= 40 









Contra 



otion. 













Contraction. 













Contraction 











5 



10 



10 



5 









8 



24 



32 



10 









16 



32 



24 



8 





2' 



ce 'l ^5 







— 



— 



T 



= 3' 



10' 



ce^Cg 



CO 



— 



— 



T 



= 19' 



IS' 



^1^-16 







— 



— 







= 25 



3' 



"^^S 



T 



— 



— 







— 2' 



11' 



ce 3 6' 8 







— 



— 







= 25 



19' 



ce 2 C\ 6 



T 



— 



— 



CO 



= 10' 



4' 



ce i^h 



— 



— 



— 



T 



= 1 



12' 



ce s O s 



— 



— 



— 



T 



= 17 



20' 



ce 3 C 16 



— 



— 



— 



c 



= 9 



5' 



ee^C'- 



tT 



— 



— 



t'T 





13' 



CB-\ Gn C/g 



to 



— 



— 



tT 



= 21' 



21' 



^*1^2 1G 



tT 



— 



— 



to 



= 13' 



6' 



ce 1 e 3 C 3 



o 



A 



— 



CO 



= 3 



14' 



ce&Cg 



CO 



Pi 



— 



CO 



= 19 



22' 



cei«3 6 'i6 







Pi 



— 



RCO 



= 11 



7' 



ce 3 e S C 5 



T 





— 



tT 



= 2 



15' 



ce 3 <? 3 C 8 









— 



tT 



= 18 



23' 



ee 3 e s C 16 



T 





— 



tc 



= 10 



8' 



eej&jejC^ 



tT 



A 





to 



— 5 



16' 



ce-^e^Cg 



to 



P* 





to 



= 21 



24' 



ce 1 e 3 e 3 C 16 



tT 



Pi 



— 



tco 



= 13 







24 



96 



96 



24 









120 



720 



1200 



600 









600 



1200 



720 



120 





26' 



oe l C.- ii 



CO 



— 



— 



C 



= 19 



34' 



ce l Piso 



ID 



— 



— 



T 



= 43' 



42' 



( ' e 1^600 







— 



— 



/ 



= 35' 



27' 



ce 3 <7 3 4, 



C 



— 



— 



CO 



= 19 



35' 



cftjCuo 



I 



— 



— 







= 42' 



43' 



ce a"eoo 



T 



— 



— 



ID 



= 34' 



28' 



re 3 ft t 



— 



— 



— 







= 25 



36' 



ce s <7 130 



— 



— 



— 



T 



= 41 



44' 



ce S^600 



— 



— 



— 



D 



= 33 



29' 



ct'jfj C 34 



tc 



— 



— 



tc 





37' 



c^etjCuQ 



tl 



— 



— 



tT 



= 4,5' 



45' 



ce \ e i C 600 



tT 



— 



— 



tl 



= 37' 



30' 



«^3 C 34 



CO 



A 



— 



RCO 



= 27 



38' 



^«s^iao 



ID 



P 5 



— 



CO 



= 43 



46' 



ce \ e i"e90 







Pi 



— 



RID 



= 35 



81' 



cftj^Oj^ 



c 





— 



to 



= 26 



39' 



ce 2 e iClZ0 



I 



— 



— 



tT 



= 42 



47' 



œ 2 e 3 (, coo 



T 





— 



tD 



= 34 



32' 



ce^e-jC^ 



tc 



A 





tco 



= 29 



40' 



«Wa^iaO 



11 



A 





to 



= 45 



48' 



ce^e % C &w 



tT 



Pi 





tID 



= 37 



