104 
GENUS RANELLA. 
1. R. leueostoma, Lamarck. 
Ref.—Kdit. Desh., vol. IX., p. 542 ; Reeve, Conch. Icon., fig. 
A iCoq. Vay. Mon., p. 29; pitas, tio. 1. 
Hab.—Middleton (D, J. Adcock), Yorke Peninsula, St. Vincent 
Gulf (Matthews); Tasmania; New Zealand. 
2. R. avgus, Gmelin. 
fef.—Dieff., N.Z., p. 229; Reeve, Conch. Icon., fig. 13; 
Chenu, fig. 713. 
Syn.—f. ranelliformis, King, Zool. Jour., vol. V., p. 347; 
fh. vexillum, Sow., Zool. Proc., 1841, p. 51; R. proditor, Frauen- 
feld, Verh. Zool. Bot. Gesell, Wien, XV., 1865, 894; Velain, 
Archives Zool. Exp., VI., 100, t. 2, fig. 5; &. tumida, Dunker, 
Zool. Proc., 1862, 239. 
Type form from Cape of Good Hope. 
fef.—One small example cast up Port Elliot (Miss E. Stow); 
New Zealand. 
GeENus Fusus. 
1, F. australis, Quoy. 
fief.—Voy. de lAst., vol. IL, p. 495, t. 24, figs. 9-14 (pl. 
Xxxlv., according to Kiener in Coq. Viv. Mon. p. 25, pl. xii., 
fie 1), 
oe. crebriliratus, Rve., Conch. Icon., 1847, fig. 20; 
F. marmoratus, Phil., Abbild. & Besch., 1846, vol. IT., p. 120, t. 
il., fig. 7; . rudicostatus, Sby., Thes. Conch., 1880, sp. 30, fig. 
19; F. levigatus, Sby., Thes. Conch., 1880, sp. 30, fig. 157; 
F. nodocinctus, A. Ads., Zool. Proc., 1855, p. 222; FF. aureus, 
Rve., Conch. Icon., 1847, fig. 17; F. caudatus, Quoy, Voy. de 
lAst., vol. IT., p. 503, t. 34, fig. 20, 21. 
Its dentition is figured by me on pl. iii, fig. 4, and shows a 
small rachidian tooth, with three short denticles, and a long, 
curved, ten-tooth lateral. 
Hab—Spencer and St. Vincent Gulfs, Encounter Bay, 
Dredged alive at all depths up to 23 fathoms (Vero). 
2. F. pyrulatus, Reeve. 
fef.—Conch. Icon., 1847, t. 13, fig. 50a-500. 
‘“‘The type is from Tasmania, but it also occurs in Port Phillip 
Bay, and, according to Angas, in Spencer Gulf” (Tate, Trans. Roy. 
Soc. S.A., vol. XTV., p. 257). 
Dredged alive in Hardwicke Bay, Spencer Gulf, many ; Back- 
stairs Passage, 15 fathoms, 1 small; 17 fathoms, 1 small. In- 
vestigator’s Straits, 15 fathoms, 1 eee ( Verco). 
This shell, originally described by Reeve as a Fusus, and so 
