Genus:
Thyenula Simon, 1902
|
Family: Salticidae
Blackwall, 1841
Thyenula arcana Wesołowska & Cumming, 2008
SPECIES | ACCEPTED
LSID: urn:lsid:nmbe.ch:spidersp:041656
Permalink: https://wsc.psbrands-services.de/lsid/urn:lsid:nmbe.ch:spidersp:041656
Described:
Distribution: Zimbabwe
External Resources*:
Salticidae Database Prószyński (2016)
|
GBIF
Type Repository Provide information
- Holotype: Musée Royal de l’Afrique Centrale, Tervuren (MRAC/RMCA), Belgium (database excerpt, Feb. 2019) (222643) -
- Paratype: National Collection of Arachnida (NCA), ARC – Plant Protection Research Institute (PPRI), Pretoria, South Africa 1f (2009/3232) - (Marais et al., 2013)
Taxonomic References
Tularosa arcana Wesołowska & Cumming, 2008: 221, f. 188-190 (Df using synonymized generic name; misplaced in this genus, per Wesolowska, Azarkina & Russell-Smith, 2014: 5) Original description
References
Wesołowska, W. & Cumming, M. S. (2008). Taxonomy and natural history of a species rich assemblage of jumping spiders (Araneae: Salticidae); a long-term study of a suburban site in Zimbabwe. Annales Zoologici, Warszawa 58: 167-230. -- Show included taxa
External Resource References
* Disclaimer
As External Resources, the World Spider Catalog links here to species pages of other databases.
They may contain further information for the given species. The databases, listed as External Resources,
however,
are not managed by World Spider Catalog and the information given there is not necessarily in agreement
with the
World Spider Catalog. All responsibility for such data is with the external database.
Prószyński, J. (2016). Monograph of Salticidae (Araneae) of the World 1995-2015. Part II. Global Species Database of Salticidae (Araneae). Version October 30th, 2016, online at http://www.salticidae.pl. 
GBIF.org (2019). GBIF Home Page (via GBIF API). Available from: https://www.gbif.org [1 September 2019]
Edit History
| Date | Type | Reference | Old value | Comment |
|---|---|---|---|---|
| 2014-08-07 | Taxonomic reference update | Wesołowska, Azarkina & Russell-Smith, 2014 | Old value |
Log values
