Eumenes rufolineata, J.M & Gusenleitner & Madl, 2010
publication ID |
https://doi.org/ 10.5281/zenodo.5333603 |
persistent identifier |
https://treatment.plazi.org/id/D34187F8-CB2E-482F-5AAE-89DEFC06FE62 |
treatment provided by |
Carolina |
scientific name |
Eumenes rufolineata |
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Pseudonortonia rufolineata (CAMERON 1905) View in CoL
Eumenes rufolineata sp.nov.: CAMERON 1905: 206 (descr., South Africa).
Eumenes rufolineata CAMERON : CAMERON 1910b: 156 ( South Africa).
Eumenes rufolineatus CAMERON : von SCHULTHESS RECHBERG 1910: 17 (cat.).
Eumenes rufolineatus CAMERON : BEQUAERT 1918: 283 (cat.).
Nortonia rufolineata (CAMERON) : SCOTT 1933 (In: BENSON et al.): 119 (tax., Ethiopia).
Eumenes rufolineata CAMERON : BEQUAERT 1926: 493 (tax.).
Pseudonortonia rufolineata (CAMERON) : GIORDANI SOIKA 1936c: 268 (tax.).
Pseudonortonia rufolineata (CAMERON) : GIORDANI SOIKA 1952: 78 ( Ethiopia).
Pseudonortonia rufolineata (CAMERON) : GIORDANI SOIKA 1983: 112 (tax., Democratic Republic of Congo, Ethiopia, South Africa, Tanzania, Uganda, Zambia).
Pseudonortonia rufolineata (CAMERON) : GIORDANI SOIKA 1987a: 165 (tax.).
Pseudonortonia rufolineata (CAMERON) : GIORDANI SOIKA 1989b: 38 ( Burkina Faso, Senegal).
Pseudonortonia rufolineata (CAMERON) : GUSENLEITNER 1992a: 674 ( Mali).
Nortonia polydora KOHL : BEQUAERT 1918: 96 (key), 107 (tax., Democratic Republic of Congo),
287 (cat.). Nortonia polydora KOHL : von SCHULTHESS 1923: 136 ( Namibia). Nortonia polydora KOHL : GIORDANI SOIKA 1934: 370 (tax., Guinea Bissau, Senegal, Democratic
Republic of Congo). Pseudonortonia polydora (KOHL) : GIORDANI SOIKA 1936c: 268 (tax.). Pseudonortonia polydora (KOHL) : BEQUAERT 1938: 4 ( Democratic Republic of Congo). Nortonia polydora KOHL : GIORDANI SOIKA 1987a: 165 (syn.).
D i s t r i b u t i o n: Burkina Faso, Democratic Republic of Congo, Ethiopia, Guinea Bissau, Mali, Namibia, Senegal, South Africa, Tanzania, Uganda, Zambia.
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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