Calosoma sycophanta (Linnaeus, 1758)
publication ID |
http://dx.doi.org/10.11646/zootaxa.4002.1.1 |
publication LSID |
lsid:zoobank.org:pub:3368E62D-4B3A-462C-A876-E89AFFF1B351 |
persistent identifier |
http://treatment.plazi.org/id/03BD87B8-FFA0-FFBA-FF53-F8F6CA471D39 |
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Plazi |
scientific name |
Calosoma sycophanta (Linnaeus, 1758) |
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Calosoma sycophanta (Linnaeus, 1758)
References. Calosoma sycophanta: Doflein 1921: 495 (Gopeš) ; Džutevski & Čakar 1955: 59; Karaman 1956: 75; Tomić & Janković 1973: 123 (Miletkovo); Drovenik & Peks 1994: 6; Pavičević & Mesaroš 1997; Guéorguiev 1998: 38 (Galičica); Drovenik & Peks 1999: 8; Hristovski et al. 2002: 122 (Šar Planina; Vratnica); Bousquet et al. 2003: 120; Hristovski et al. 2003: 54 (Bistra); Doflajn 2010: 430; Mitev et al. 2010: 43 (Kožuf).
Material studied. Jablanica, Rujan, VI.1924, 3 s., leg. N. Nezlobinsky ( NMNSS); “Veles: s. Papradište, 0 7.08. 1946, K. Bogoevski”, 4 s. ( MMNH); “Veles: Gradsko, 20.06. 1960, Vasilev”, 2 s. ( MMNH); “Veles: s. Novačani, 10.11. 1966, J. Čingovski”, 1 s. ( MMNH); “Gevgelija: s. Negorci, 31.07. 1970, J. Čingovski”, 1 s. ( MMNH); “Skopje: s. Kučkovo, 0 3.07. 1976, J. Čingovski”, 1 s. ( MMNH); “Skopje: Katlanovo, 15.06. 1977, J. Čingovski”, 2 s. ( MMNH); “Skopsko, 0 5.1978, B. Mihajlova”, 1 s. ( MMNH); “Skopje, 0 3.04. 1981, J. Čingovski”, 1 s. ( MMNH); “Nov Dojran, 0 9.05. 1981, J. Čingovski”, 2 s. ( MMNH); “Mariovo: s. Vitolište, 31.05. 1984, N. Topukova”, 1 s. ( MMNH); “Kajmakčalan, 20.06. 1984, B. Mihajlova”, 5 s. ( MMNH); “Veles, s. Dorfulija, 15.06. 1997, V. Krpač”, 2 s. ( MMNH); “Prespansko Ezero: Oteševo, 23.06. 2003, M. Ivanov”, 1 s. ( MMNH); “Gostivar: Mitroj Krsti, 11.06. 2009, A. Anrijevski”, 1 s. ( MMNH); “Valandovo, Gradeška Planina: s. Bašali, 0 8.05. 2012, E. Stojkoska”, 1 s. ( MMNH).
Distribution. 0 1, 0 2, 0 9, 19e, 28, 32, 36, 37, 38, 46, 48, 55, 58, 62, 66, 72, 76.
MMNH |
Bell Museum of Natural History |
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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