MilliBase
MilliBase name details
Scaphiostreptus pictus (Saussure & Zehntner, 1902)
1033031 (urn:lsid:marinespecies.org:taxname:1033031)
unaccepted
Species
(of Spirostreptus pictus De Saussure & Zehntner, 1902) Saussure, H. L. F. de; Zehntner, L. (1902). Myriapodes de Madagascar. In: Grandidier, A. (Ed.),. <em>Histoire physique naturelle et politique de Madagascar.</em> 27(53): 1-356. Paris., available online at http://biodiversitylibrary.org/page/1227021
page(s): 234-236, pl. 8, fig. 20 [details]
page(s): 234-236, pl. 8, fig. 20 [details]
Sierwald, P.; Decker, P.; Spelda, J. (2025). MilliBase. Scaphiostreptus pictus (Saussure & Zehntner, 1902). Accessed at: https://www.millibase.org/aphia.php?p=taxdetails&id=1033031 on 2025-07-02
Date
action
by
original description
(of Spirostreptus pictus De Saussure & Zehntner, 1902) Saussure, H. L. F. de; Zehntner, L. (1902). Myriapodes de Madagascar. In: Grandidier, A. (Ed.),. <em>Histoire physique naturelle et politique de Madagascar.</em> 27(53): 1-356. Paris., available online at http://biodiversitylibrary.org/page/1227021
page(s): 234-236, pl. 8, fig. 20 [details]
new combination reference Attems, C. M. T. Graf von. (1914). Afrikanische Spirostreptiden nebst Überblick über die Spirostreptiden orbis terrarum. <em>Zoologica (Stuttgart).</em> 25(65-66): 1-235. Stuttgart., available online at https://www.zobodat.at/pdf/Zoologica_25_65-66_0001-0233.pdf, https://www.biodiversitylibrary.org/page/10232973
page(s): 86-87, pl. 4, figs. 69-70; note: Scaphiostreptus pictus [details]
page(s): 234-236, pl. 8, fig. 20 [details]
new combination reference Attems, C. M. T. Graf von. (1914). Afrikanische Spirostreptiden nebst Überblick über die Spirostreptiden orbis terrarum. <em>Zoologica (Stuttgart).</em> 25(65-66): 1-235. Stuttgart., available online at https://www.zobodat.at/pdf/Zoologica_25_65-66_0001-0233.pdf, https://www.biodiversitylibrary.org/page/10232973
page(s): 86-87, pl. 4, figs. 69-70; note: Scaphiostreptus pictus [details]
Present Inaccurate Introduced: alien Containing type locality
