Helix stipulata Reeve, 1852
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https://doi.org/ 10.11646/zootaxa.4697.1.1 |
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lsid:zoobank.org:pub:AF79BEA3-3CC8-49CA-9707-A8D5B4DAACD |
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https://treatment.plazi.org/id/437587C2-FFFC-6538-FF02-EE25D7831659 |
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Helix stipulata Reeve, 1852 |
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Pl. 6, fig. H
Reeve, (1851–1854) 1852. Conchologia iconica, 7: species 813, pl. 132, fig. 813.
Type material: Lectotype, NHMUK 1985026 About NHMUK , paralectotype (1), NHMUK 1985027 About NHMUK (dry shell material); ex. Mus. Cuming (Acc. no. 1829) . Lectotype designated by Climo (1980: 295).
Label details: ‘ H. alpha Pfr. ’ in Pfeiffer’s handwriting. ‘N. Zealand’.
Type locality: ‘New Zealand’ (Reeve 1852 [in 1851–1854]: species 813).
Previous illustrations of type material: Reeve (1852 [in 1851–1854]: pl. 132, fig. 813), Climo (1980: fig. 1C, D).
Remarks: Helix stipulata Reeve, 1852 and H. alpha Pfeiffer, 1853 are based on the same type material, which Cuming had obtained from the Australian-based naturalist Frederick Strange. Pfeiffer evidently intended to publish the original description of this species in the Proceedings of the Zoological Society of London issue for 1851 (see Reeve 1852 [in 1851–1854]: species 813; Pfeiffer, 1853a: 112), but publication was delayed until 1854 ( Pfeiffer 1854a: 58), and was pre-empted by Reeve (1852 [in 1851–1854]). Helix stipulata Reeve, 1852 is the type species of Thera Hutton, 1883 (non Stephens, 1831) by original designation. Pilsbry (1892a: 55) designated H. alpha Pfeiffer, 1853 as the type species of Aeschrodomus Pilsbry, 1892 , which was a replacement name for Thera Hutton, 1883 , but Hutton’s (1883c: 532) designation of the type species of Thera takes precedence by typification of the replaced name (ICZN Article 67.8).
Current Taxonomy: Listed as Aeschodomus stipulatus (Reeve, 1852) by Iredale (1915: 481), Climo (1980: 294) and Spencer et al. (2009: 215).
Distribution: New Zealand; southern South Island ( Climo 1980).
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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