58 
Spores subfusoid, nearly always straight, 5-8 x 2-2°5 3 sporo- 
te: densely crowded, rod-shaped, 12-138 x 15 yp. (Fig. 15.) 
twigs of Philadelphus coronarius. The pycnidium of 
Didipivat Landeghemiae, Nits. 
31. Phomopsis Lebiseyi, Died. in Annal. re 1911, 
25, pl. 1, f. 12. Phoma Lebiseyi, Sacc. in Mich, 1, 267. 
Spores ovoid-fusoid, 8-10 x 3 y; sporophores cubmlate or 
filiform, up to half as long again. 
n branches of Negundo aceroides. The pyecnidium of 
Diaporthe Lebiseyi, Niosel. The spores are rather wider in pro- 
portion than in most species of the genus; the pycnidia are flat 
and broad, pseudo-locellate within, rather thick and even 
papillate towards the mouth, which is at length exposed by the 
rupture of the epidermis. 
Oe. aaa sae Grove. Phoma lirella, Desm. in Ann. Sci. 
Nat. 1849, 
Spores alliptio-fusoid:, subacute at the ends, 7-8 x 2-2°5 pw; 
sporophores crowded, more or less cylindrical, 12-15 x 
On dry decorticated stems of Vinca minor. Extemally exactly 
resembling a species of Leptostroma. 
33. P. Lonicerae, Grove. Phoma Lonicerae, Cooke Fung. 
Brit. i. 616. 
Spores elliptic-fusoid, acute at both ends, 8-9 x 2°5 yu; sporo- 
Li grrraiat 15 x 2-25 p. (Fig. 
. old stems of Lonicera. A most typical Phomopsis, but quite 
distinet from P. cryptica, v. Héhn. (no. 18). Filiform hooked 
spores of the usual kind, 25-30 » long, were found in situ in some 
of the pycnidia, in company with the A-spores but on shorter 
sporophores. The wood is frequently stained black round the base 
of the pycnidia, which leave a whitish pit when they fall away. 
P. Lysimachiae, Grove. Phoma Lysimachiae, Cooke in 
. 94. 
cS) 
5 
@ } 
m 
br oadly lanceolate, 7-9 x = 5-3 »; sporophores linear, 
straight, a Ee longer than the s 
On stems of Lysimachia vulgaris. “Piecank ably the pata 
of a Diaporthe, as it has the true Phomopsis character 
od 
P. Malvacearum, Grove. Phoma Malvacearum, Westd. 
exs. no. 1232, P. muegatiets Westd. Not. vi. 2 
no. 1232. Saccardo "(and of course Ashe says © canted 
that of P. A " This species is not, an Alles cher asserts, 
identical with Phoma nebulosa, Berk. 
