Eluma caelata ( Miers, 1877 )
publication ID |
https://doi.org/ 10.1080/00222933.2015.1009512 |
publication LSID |
lsid:zoobank.org:pub:DCBF3103-1463-4A32-9BC0-A4CFE8B762AE |
DOI |
https://doi.org/10.5281/zenodo.4337136 |
persistent identifier |
https://treatment.plazi.org/id/03F88793-6B68-6451-39F9-FECEFD7EFB28 |
treatment provided by |
Carolina |
scientific name |
Eluma caelata ( Miers, 1877 ) |
status |
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Eluma caelata ( Miers, 1877) View in CoL
( Figures 32 View Figure 32 and 33 View Figure 33 )
Material examined
1 ♂, 1 ♀, St. 7, leg. S. Taiti, 29 April 2004 ( MZUF 9560 View Materials ) ; 2 ♂♂, St. 8, leg. S. Taiti and C. Rossano, 28 April 2004 ( MZUF 9561 View Materials ) ; 1 ♀, same locality and collectors, 28 September 2005 ( MZUF 9562 View Materials ) ; 3 ♀♀, St. 10, leg. S. Taiti and C. Rossano, 26 April 2004 ( MZUF 9563 View Materials ) ; 1 ♂, 1 ♀, St. 11, leg. S. Taiti, 27 April 2004 ( MZUF 9564 View Materials ) ; 4 ♂♂, 29 ♀♀, St. 18, cork-oak wood, leg. S. Taiti, 29 April 2004 ( MZUF 9565 View Materials ) ; 7 ♂♂, 2 ♀♀, St. 20, under stones along path to waterfall, leg. S. Taiti and C. Rossano, 2 May 2004 ( MZUF 9566 View Materials ) ; 1 ♀, St. 22, leg. S. Taiti and C. Rossano, 30.IX.2005 ( MZUF 9567 View Materials ) .
Distribution
Southern British Isles, western France, Portugal, Spain, north-western Africa, Canary Islands, Madeira, and Azores. Introduced to Tasmania and French Guiana ( Schmalfuss 2003). New record for the Rif region.
Remarks
The synonymy of Eluma purpurascens Budde-Lund, 1885 with Armadillidium caelatum Miers, 1877 was definitely established by Schmalfuss (2003) after examination of the type material of the latter species. The main characters of this species are illustrated here ( Figures 32 View Figure 32 and 33 View Figure 33 ) on specimens from St. 18 (Fahsa) for comparison with the new species Eluma praticola described below.
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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