Neomeris van bosseae M.Howe

  • Filed As

    Dasycladaceae
    Neomeris van bosseae M.Howe ( paratype )

  • Collector(s)

    A. A. Weber-van Bosse s.n., 1899 - 1890

  • Location

    Indonesia. Savoe "Savu".

  • Notes (shown on label)

    "Dried out from alcoholic material"

  • Identifiers

    NY Barcode: 00887574

    Occurrence ID: 8b2bd313-50f8-4cef-88fd-7c99950c864b

  • Feedback

    Send comments on this specimen record

I

II

I

II

I

II

I

II

I

=1

=11

1°

* u

W 5

Z Z

W H

X o
H ffl

2 "o

£

05 8
0

^ >
a
o
o

E

o o

^ca n\

%»

? t>

**>

c

e

4, 7. NEOMEKIS VAN BOSSEAE mT A. Howe

- — -

7- Neomens van Bosseae. Photopranh nf	• ?-r—--_____

toire Naturelle of Paris collected ^ w h i P f51“ the Musé™ d’His-
distributed by him as Neomeris dumetosa. ' ’	“ * 6 Pnendly Islands and

Ihe photographs all represent the plants in their natural size.

OX

rr

1'

^Porrtj C'Li’])- '¿J) ?' %0, -¿L.l

1, I ; U. Ï- '......

o

’x

fhSt* -¡rüLyÇt

[is. ilkJ)

/L,

/^ULAhAftJly	f't/hr-JL-']

?U^lc-i, / ÏJJ..¡X
MU

18

2. Neomeris van Bosseae sp. nov.

Neomeris dumetosa Sonder, Alg. trop. Austral. 36. pi. 5./. 8—13.

1871.—J. Ag. Till. Alg. Syst. 5: 147-151. pi. 2. f. 4-7.

1887. — Cramer, Neue Denkschr. Schweiz. Naturf. Ges. 32:

— (19-21). pi. i.f. 13 ; pi. 2. f. 7. 8. 1890. — Solms, Ann.

Jard. Bot. Buitenzorg 11 : pi. 8. f. it. 1893. Not Neomeris
dumetosa Lamour. Hist. Polyp. 243.pi. J.f. 8. 1816.

Plants gregarious or scattered, clavate, subcylindrical, or some-
what fusiform, 15—35 mm. long, 2—3.5 mm. thick, mostly 6—12
times as long as thick, often curved near the middle or toward the
rounded-obtuse or subacute apex : successive whorls of primary
branches about 290—350 in number, 50-80 [J. apart in basal and
median regions, 150-170 ¡x toward apex; number of branches in
a whorl usually 32—44 : hairs all of one form, persistent in a mod-
erately conspicuous apical tuft : ends of the branches of the second
order in the mature stage forming a cortex with the hexagonal
facets in regular or irregular rows, each pair of corticating branches
commonly lying in a transverse plane, the number of transverse
rows of facets equaling, in consequence, the number of primary
whorls, and the number of facets in a row being twice that of the