MolluscaBase taxon details
Aylacostoma obrutum (I. Lea & H. C. Lea, 1851)
1470042 (urn:lsid:marinespecies.org:taxname:1470042)
accepted
Species
Melania obruta I. Lea & H. C. Lea, 1851 · unaccepted (original combination)
(of Melania obruta I. Lea & H. C. Lea, 1851) Lea, I.; Lea, H. C. (1851). Description of a new genus of the family Melaniana, and of many new species of the genus <i>Melania</i>, chiefly collected by Hugh Cuming, Esq., during his zoological voyage in the East , and now first described. <em>Proceedings of the Zoological Society of London.</em> 18: 179-197 [28 February 1851, teste Duncan (1937:81)]., available online at https://www.biodiversitylibrary.org/page/12858889
page(s): 190 [details]
page(s): 190 [details]
MolluscaBase eds. (2025). MolluscaBase. Aylacostoma obrutum (I. Lea & H. C. Lea, 1851). Accessed at: https://www.molluscabase.org/aphia.php?p=taxdetails&id=1470042 on 2025-09-11
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original description
(of Melania obruta I. Lea & H. C. Lea, 1851) Lea, I.; Lea, H. C. (1851). Description of a new genus of the family Melaniana, and of many new species of the genus <i>Melania</i>, chiefly collected by Hugh Cuming, Esq., during his zoological voyage in the East , and now first described. <em>Proceedings of the Zoological Society of London.</em> 18: 179-197 [28 February 1851, teste Duncan (1937:81)]., available online at https://www.biodiversitylibrary.org/page/12858889
page(s): 190 [details]
basis of record Berning M.I. (2020). Cerithioidea. Pp. 354-377, in: <i>Thorp and Covich's Freshwater Invertebrates</i>, ed. 4. Volume 5 (C. Damborenea, F.C. Rogers & J.J. Thorp): Keys to neotropical and Antarctic fauna. Academic Press.
page(s): 372, fig. 11.88F [details]
page(s): 190 [details]
basis of record Berning M.I. (2020). Cerithioidea. Pp. 354-377, in: <i>Thorp and Covich's Freshwater Invertebrates</i>, ed. 4. Volume 5 (C. Damborenea, F.C. Rogers & J.J. Thorp): Keys to neotropical and Antarctic fauna. Academic Press.
page(s): 372, fig. 11.88F [details]
Present Inaccurate Introduced: alien Containing type locality
