Scorpiops luridus Qi, Zhu & Lourenço, 2005
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publication ID |
https://doi.org/10.5281/zenodo.7475296 |
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publication LSID |
lsid:zoobank.org:pub:5E073791-C96B-431C-BF34-C3057AB42C6D |
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persistent identifier |
https://treatment.plazi.org/id/038F87B8-D262-FFBE-8464-0143FA5EFBB5 |
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treatment provided by |
Felipe |
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scientific name |
Scorpiops luridus Qi, Zhu & Lourenço, 2005 |
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KAEṭđ Scorpiops luridus Qi, Zhu & Lourenço, 2005 [ Xizang] ★ 玛氏ṭđ Scorpiops margerisonae Kovařík, 2000 [ Xizang] ★
İ氏ṭđ Scorpiops novaki (Kovařík, 2005) [ Xizang] ★
佩氏ṭđ Scorpiops petersii Pocock, 1893 [ Sichuan *; Xizang]
Ḃ洱ṭđ Scorpiops puerensis (Di, Wu, Cao, Xiao & Li, 2010) [ Yunnan] ★
àĸṭđ Scorpiops shidian (Qi, Zhu & Lourenço, 2005) [ Yunnan] ★
Ḟ氏ṭđ Scorpiops songi Di & Qiao, 2020 [ Xizang] ★
⁂什库尔干ṭđ Scorpiops taxkorgan Lourenço, 2018 [ Xinjiang] ★
Ʊǝṭđ Scorpiops tibetanus Hirst, 1911 [ Xizang] ★
瓦氏ṭđ Scorpiops vachoni (Qi, Zhu & Lourenço, 2005) [ Xizang *; Yunnan] ★
强üṭđ Scorpiops validus (Di, Cao, Wu & Li, 2010) [ Yunnan] ★
※氏ṭđ Scorpiops wrzecionkoi Kovařík, 2020 [ Xizang] ★
徐氏ṭđ Scorpiops xui (Sun & Zhu, 2010) [ Yunnan] ★
杨氏ṭđ Scorpiops yangi (Zhu, Zhang & Lourenço, 2007) [ Yunnan] ★
张氏ṭđ Scorpiops zhangshuyuani ( Ythier, 2019) [ Yunnan] ★
京山ṭđ Scorpiops sp. [“ Scorpiops jingshanensis Li, 2016 ”, nomen nudum] [ Hubei] ★
đbflSuperfamily Scorpionoidea Latreille, 1802
Ϊ尾đflFamily Hormuridae Laurie, 1896
ǝ毒ęđ属Genus Tibetiomachus Lourenço & Qi, 2006 ( nomen dubium)
Î山ǝ毒ęđ Tibetiomachus himalayensis Lourenço & Qi, 2006 ( nomen dubium) [ Xizang] ★
滑Þđ属Genus Liocheles Sundevall, 1833
ø亚滑Þđ Liocheles australasiae (Fabricius, 1775) [Fujian #; Hainan; Hongkong #] (also found in Taiwan #)
đflFamily Scorpionidae Latreille, 1802
异Wđ亚flSubfamily Heterometrinae Simon, 1879
德干异Wđ属Genus Deccanometrus Prendini & Loria, 2020
Zḃȕ德干异Wđ Deccanometrus bengalensis (C. L. Koch, 1841) (as Heterometrus tibetanus Lourenço, Qi & Zhu, 2005 ) [ Xizang]
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.