Biology:Draculoides celatus
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Short description: Species of short-tailed whip-scorpion
| Draculoides celatus | |
|---|---|
Scientific classification 
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| Domain: | Eukaryota |
| Kingdom: | Animalia |
| Phylum: | Arthropoda |
| Subphylum: | Chelicerata |
| Class: | Arachnida |
| Order: | Schizomida |
| Family: | Hubbardiidae |
| Genus: | Draculoides |
| Species: | D. celatus
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| Binomial name | |
| Draculoides celatus (Framenau, Hamilton, Finston, Humphreys, Abrams, Huey & Harvey, 2018)[1]
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| Synonyms | |
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Draculoides celatus is a species of schizomid arachnids (commonly known as sprickets or short-tailed whip-scorpions)[2] in the Hubbardiidae family. It is endemic to Australia. It was described in 2018 by Australian arachnologists Volker Framenau, Zoë Hamilton, Terrie Finston, Garth Humphreys, Kym Abrams, Joel Huey and Mark Harvey. The specific epithet celatus (Latin: ‘hidden’) refers to the discovery of the species only by molecular analysis.[1][3]
Distribution and habitat
The species occurs in the arid Pilbara region of North West Western Australia. The type locality is Kens Bore, about 50 km south of the iron-ore mining town of Pannawonica and some 1,400 km north of Perth.[1][3]
References
- ↑ 1.0 1.1 1.2 Framenau, VW; Hamilton, ZR; Finston, T; Humphreys, G; Abrams, KM; Huey, JA; Harvey, MS (2018). "Molecular and morphological characterization of new species of hypogean Paradraculoides (Schizomida: Hubbardiidae) from the arid Pilbara bioregion of Western Australia". Journal of Arachnology 46: 507–537 [521]. https://www.jstor.org/stable/26758310.
- ↑ "Researchers count 13 new species of fanged arachnids in the Pilbara". WAM. 2020-10-28. https://museum.wa.gov.au/about/latest-news/researchers-count-13-new-species-fanged-arachnids-pilbara.
- ↑ 3.0 3.1 "Species Draculoides celatus (Framenau, Hamilton, Finston, Humphreys, Abrams, Huey & Harvey, 2018)". Dept of Climate Change, Energy, the Environment and Water, Australia. 2020-12-24. https://biodiversity.org.au/afd/taxa/36371d48-ec99-4587-b165-9240a2894c7c.
Wikidata ☰ {{{from}}} entry
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