354 [Jan. 8, 



Asymmetric faces : 



6^36=1, 5*46=5, 4 fl ,56=9, 



Table D. 

 Zonal edges : 



(55),15=1, (44)35=1, Z={3, 3, 0, 0} ; 

 (33), 55=l, (65)^15=1, (44)* 35=1 3 Z={3,3,0 2 ,,0 2 }; 



(44)* 35=i, Z={3,L0 2 }. 



Epizonal edges : 



(54)*25=i, (36)*25=i, (34)<p45=i, Z={3,3,0 2 , O 2 }; 



(56)<p05=i, (36)^25=1, (45)*25=i, Z={l,3,oa} ; 



(35) V 35=2, Z={3,3,0,0} ; 



(44)*35=i, (34M5=1, Z={1,5,0*}. 



Asymmetric edges : 



(65),05=1, (65)15=3, (64)a*i5=4, 

 (63)o 8 25=4, (54)o25=i3, (53)*35=13, 

 (44)35= 1 2, (43)45= 1 0, (33)55= 1 . 



Registration ofQ-edra 7-acra. 



Table A. 



1 . Two 2-zoned monaxine heteroids, having gonoedral axes, one 

 carrying a hexace and a tetragon, with the zones first below read, 

 and the other carrying a tetragon and a tessarace, with the next- 

 written zones. 



2. Four monozones ; one having the zone Z= {3, 1, 2 }, one having 

 Z = {3, 3, O 2 , O 2 }, and two having Z={3, 3, 0, 0}. 



3. Two asymmetric 9-edra 7-acra. 



Table C. 

 Zoned polar faces : 



4^8=1, Z ={1,+2.1, 1^+2.1, O 2 - 1 , 



Z'={1 J> , lp + 2.1,02-1}; 



4^,38=1, Z = {1 P +2.2,1 P , O 2 ' 2 }, 



Z'^1,+2.1, 1,, O 2 - 1 }. 



Zoned non-polar faces : 



4*38=1, Z={3,1,0 2 }; 

 4*38=2, Z={3,3, 0, 0}; 

 4^38=1, Z = {3,3,0 2 ,0 2 }; 

 3 W 48=3, Z={3,3,0 2 ,02} ; 



3" l 48=4, Z={3,3,0, 0}; 

 3*48=l, Z={1,3,0 2 }. 



