PLATE IX. 
Hemipedina (Diademopsis) incipiens. 
212. Holotype, adoral fragment of interambulacrum, 
from Cutting I on Veszprém—Jutas Rail- 
way; outer view, adoral end uppermost, 
x 5 diam. : 124, 
213. Holotype ; inner view, Ee ae uppermost, 
x 5 diam. 124, 
Diadematoid ambulacrum «4, 
214. Specimen from Section X[ at Jeruzsalem- 
hegy; side-view, adapical end on the right, 
x. 5 diam. 125, 
5. The same; outer view, 
most, <X 10 diam. . 
ada pica end upper- 
Diadematoid ambulacrum 6. 
216. Specimen from Section VI at Veszprém ; side- 
view, adapical end on the left, x 5 diam. 
217. The same; outer view, adapical end upper- 
most, x 10 diam. . 
Diadematoid ambulacrum yj. 
218. Specimen from Jeruzsalemhegy, outer view, 
adapical end uppermost, x 10 diam. 
The same ; 10 diam. 
219, inner view, x 
Remains of the Jaw-apparatus. 
(Figs. 220—244, all x 3 diam.) 
220. Jeruzsalemhegy (a); tooth, transverse section 
221. The same; outer view 
All figures drawn from nature by A. T. 
125, 
126, 
126, 
Pag. 
125 
12% 
126 
126 
inner view 
3. Jeruzsalemhegy (b); 
pyramidal face 
. The same; outer face 
. The same; 
2. The same; 
3 
a right sesilibs inter- 
to 
_ 
internal face 
Penizadlentiegy (d); a right rit 
pyramidal face 
27. The same ; 
bt & bt 
bo 
Oo 
inter- 
outer face 
. The same; internal face : 
. Veszprém—Jutas Railway, Cutting I 
left maxilla; interpyramidal face 
The same; outer face 
. The same ; internal face ; 
232. Veszprém—Jutas Railway, Cutting 
right maxilla; interpyramidal face 
233. The same; outer face 
234. 
235. 
The same; internal face f 
Veszprem—Jutas Railway, Cutting I 
right maxilla ; 
The same; outer face 
internal face 
distal portion of a py Steer 
interpyramidal face 
236, 
237. 
238. 
The same; 
Giricsesdomb (a) ; 
interpyramidal face 
239. The same; outer face 
240. 
241. 
242. 
The same; inner view [not internal face, 
Cserhat (a);-a rotula; under surface 
The same, upper surface 
243. Cserhat (b); a rotula; 
244, The same; upper surface 
(In figures 241—244 the exterior or mer aa 
under surface 
is uppermost ) 
HOLLICK. 
