Nannoturba joceliniae, Steurbaut, Etienne & Nolf, Dirk, 2021
publication ID |
https://doi.org/ 10.5252/geodiversitas2021v43a11 |
publication LSID |
urn:lsid:zoobank.org:pub:07D1F5A8-98E2-40F1-A716-D25CB975EA4C |
DOI |
https://doi.org/10.5281/zenodo.4891234 |
persistent identifier |
https://treatment.plazi.org/id/86C68780-D532-4C0E-9AB7-8C5749A5D19A |
taxon LSID |
lsid:zoobank.org:act:86C68780-D532-4C0E-9AB7-8C5749A5D19A |
treatment provided by |
Felipe |
scientific name |
Nannoturba joceliniae |
status |
sp. nov. |
Nannoturba joceliniae n. sp.
( Fig. 19 View FIG D-F)
urn:lsid:zoobank.org:act:86C68780-D532-4C0E-9AB7-8C5749A5D19A
HOLOTYPE. — Fig. 19D View FIG ( IRSNB b7123) (negatives stored in the collections of the RBINS).
PARATYPES. — 2 figured specimens from the Mont-des-Récollets (lmax = 17.6 µm): 1 from the sample that yielded the holotype (Unit B4, sample 122.85 m) ( Fig. 20F View FIG ) ( IRSNB b7125) and 1 from the base of the Lede Sand Formation (123.50 m) ( Fig. 20E View FIG ) ( IRSNB b7124).
DIAGNOSIS. — Large, irregular network of calcite laths, joining at the centre in a central protruding x- shaped wedge.
DERIVATIO NOMINIS. — The name is a combination of the Christian names Joachim and Celine, introduced to commemorate and celebrate the wedding day of these two lovely persons.
LOCUS TYPICUS. — Mont-des-Récollets , ‘ Grande Carrière’, N France; 50°48’02.74”N, 2°30’23.06”E.
STRATUM TYPICUM. — Brussel Sand Formation, Unit B4 (sample 122.85 m); upper part of NP14.
DIMENSIONS. — Height = 16.8 to 17.6 µm; width = 15.6 to 14.6 µm (holotype: h = 16.8 µm, w = 15.2 µm).
DISTRIBUTION. — At the Mont-des-Récollects this species is consistently present from the upper part of the Brussel Sand Formation (Unit B4), and ranges through the Lede Sand Formation up to the base of the Wemmel Sand Member (upper NP14 to lower NP15). However, there are earlier records from the Oedelem borehole (13.50 m depth, middle of Oedelem Sand Member), assignable to the extreme top of NP13, and from the Mont-des-Récollets (Unit B2) and the Nederokkerzeel and Vossem outcrops (upper Unit B3 of the Brussel Sand Formation), all assignable to the lower middle part of NP 14.
DESCRIPTION
This taxon is composed of an irregular complex network of several long calcite laths (up to 7), meeting at different angles in the centre of a more or less cubic structure. The dimensions are highly variable, as the different laths are often broken off. The longest diagonal reaches up to 17.6 µm, the second is generally slightly shorter. The centre is marked by an x-shaped protruding wedge. All calcite laths are strongly birefringent in cross-polarized light.
DISCUSSION
Similar lathlike networks with central X-shaped to diamond-shaped wedges were described from upper Ypresian deposits of the southern North Sea Basin ( Steurbaut 2011). Nannoturba joceliniae n. sp. differs from all previously described Nannoturba species ( N. robusta , N. spinosa and N. jolotteana ) by a reduced number (up to 7) of long, almost completely free, irregularly distributed laths, which only meet at the centre in an x-shaped to diamond-shaped wedge. In all others taxa the laths are joined over most of their length with different configurations, according to the species ( N. robusta with quadrangular disposition and laths meeting at 90°; N. spinosa with triangular disposition with laths meeting at 120°; N. jolotteana ( Fig. 19A View FIG ) resembling a flattened octahedron, with rhombic cross-section). It differs from specimens described as Nannotetrina nitida by Aubry (1983: pl. 5, figs 13-14), as well as from the latter’s holotype (originally described as Tetralithus nitidus by Martini 1961: pl. 1, fig. 5, pl. 4, fig. 41), by its large number of different sized laths. In fact, the specimens figured by Aubry also seem to belong to the genus Nannoturba , but probably represent another new species, different from Tetralithus nitidus Martini, 1961 .
No known copyright restrictions apply. See Agosti, D., Egloff, W., 2009. Taxonomic information exchange and copyright: the Plazi approach. BMC Research Notes 2009, 2:53 for further explanation.
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