Acinopus picipes (Olivier, 1795)
publication ID |
https://doi.org/ 10.11646/zootaxa.4002.1.1 |
publication LSID |
lsid:zoobank.org:pub:3368E62D-4B3A-462C-A876-E89AFFF1B351 |
DOI |
https://doi.org/10.5281/zenodo.6099241 |
persistent identifier |
https://treatment.plazi.org/id/03BD87B8-FFED-FFF6-FF53-FBCACCBF1952 |
treatment provided by |
Plazi |
scientific name |
Acinopus picipes (Olivier, 1795) |
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Acinopus picipes (Olivier, 1795) View in CoL
References. Acinopus picipes: Hieke 1981: 85 (Grupčin, Peštani) View in CoL ; Drovenik & Peks 1994: 87; Guéorguiev 1998: 46 (Kočani: Orizare, Dren Mt., Galičica); Drovenik & Peks 1999: 100; Lazarevska & Mitkova 2000: 109 (Skopje: Belimbegovo); Brajković et al. 2004: 4 (Skopje: Ljubanci); Kataev et al. 2003: 368.
Material studied. “ Mazedonien Üsküb 10.– 18.6. 17 P. Schulze S. G.”, 1 s. ( MNHUB); “Vodno: Gorno Nerezi, 0 4.1937, S. Karaman”, 1 s. ( MMNH); “Vodno: vrv, 29.07.1940, D. Rucner”, 1 s. ( MMNH); “Vodno, 11.04.1942, K. Bogoevski”, 1 s. ( MMNH); “Skopje: Železnička stanica Pčinja, 0 7.07.1942, K. Bogoevski”, 10s. ( MMNH); “Skopje: Kisela Voda, 10.04.1954, K. Bogoevski”, 1 s. ( MMNH); “Veles: Topolka, 31.03.1955, K. Bogoevski”, 1 s. ( MMNH); “Skopje: Katlanovo, 27.06.1959, J. Čingovski”, 1 s. ( MMNH); “Kavadarci: s. Galište, 10.07.1959, K. Bogoevski”, 1 s. ( MMNH); “Veles: r. Babuna, 27.05.1966, J. Čingovski”, 1 s. ( MMNH); “s. Palikura, 28.05.1966, J. Čingovski”, 3 s. ( MMNH); “Skopje: Ljubanci, 28.06.1974, J. Čingovski”, 1 s. ( MMNH); “Galicica Jug. 6.1976 Schürmann”, 2 s. ( NMW); “Ohrid: s. Peštani, 0 5.06.1980, F. Hieke”, 1 s. ( MMNH); Gradsko, Slandol, 200m, hill pasture, 0 4.06.2003, 12 s., leg. S. Hristovski (cSH); Demir Kapija, s. Dren, Zmiornica, 350m, 21.05.2005, 2 s., leg. S. Hristovski (cSH); “Skopje: Karpoš 1, 13.08.2005, M. Ivanov”, 1 s. ( MMNH); 2 s. cited by Hieke 1981 ( MNHUB).
Distribution. 12, 17, 37, 48, 49, 62, 65, 68, 71, 75, 76.
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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