A revision of the spider genus Zaitunia (Araneae, Filistatidae)
Author
Sergei Zonstein
Author
Yuri M. Marusik
text
European Journal of Taxonomy
2016
2016-07-20
214
1
97
journal article
10.5852/ejt.2016.214
ee2ae0e8-2a06-4305-987e-e7e1fc97154a
2118-9773
269335
CA243C98-9461-441A-BBD9-ECBDEC103DD9
Zaitunia persica
Brignoli, 1982
Fig. 18
Zaitunia persica
Brignoli, 1982: 70
, figs 13–14 (
♀
).
Zaitunia persica
–
Marusik & Zamani 2015: 133
, fig. 5a (
♀
).
Diagnosis
Females of
Z. persica
resemble those of
Z. akhanii
by having sinuous, tube-like receptacles, but
Z. persica
has four loops (or bends), whereas
Z. akhanii
has only two loops.
Material examined
Holotype
IRAN
:
♀
,
Fars Province
, mountains
10 km
E of
Dehbid
,
29º55' N
,
52º55' E
,
2100 m
,
24 May 1976
,
P.M. Brignoli
(
MSNV
).
Paratype
IRAN
:
1 ♀
, same data as holotype.
Description
Female
(
holotype
)
HABITUS. See
Fig. 18
A.
BODY LENGTH. 5.90.
COLOUR. Carapace and chelicerae brownish-yellow; carapace with brown to dark brown central area, clypeus and margins; eye tubercle brownish-black; maxillae, labium, sternum and leg coxae pale brownish-yellow; palps and legs medium brownish-yellow with incomplete brownish fasciae; abdomen uniformly pale yellowish-grey without darker pattern.
CARAPACE (
Fig. 18
B). 1.41 long, 1.23 wide.
EYES. AME 0.07, ALE 0.14, PLE 0.13, PME 0.11, AME–AME 0.04.
Fig. 18.
Somatic characters and endogyne of
Zaitunia persica
Brignoli, 1982
, holotype, ♀.
A
. Habitus, dorsal.
B
. Prosoma, dorsal.
C
. Metatarsus and tarsus IV, dorsal.
D–E
. Endogyne, dorsal. Scale bars: A = 0.5 mm; C, E = 0.2 mm.
ENDOGYNE (
Fig. 18
D–E). Receptacle long, cylindrical, tube-like, bent 4–5 times. Glandular pores indistinct.
LEG MEASUREMENTS (holotype).
Femur |
Patella |
Tibia |
Metatarsus |
Tarsus |
Total |
Palp |
0.84 |
0.42 |
0.49 |
― |
0.63 |
2.38 |
I |
1.52 |
0.64 |
1.54 |
1.31 |
0.90 |
5.91 |
II |
1.21 |
0.57 |
0.99 |
0.97 |
0.68 |
4.42 |
III |
1.07 |
0.46 |
0.71 |
0.76 |
0.53 |
3.53 |
IV |
1.48 |
0.61 |
1.23 |
1.08 |
0.61 |
5.01 |
Male
Unknown.
Distribution
Known only from the
type
locality (
Fig. 47
).