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Traits taxon detailsOrmosella apsteini Kofoid & Campbell, 1929
 866832 (urn:lsid:marinespecies.org:taxname:866832)
accepted
Species
marine,
Kofoid & Campbell. (1929). A conspectus of the marine and freshwater ciliata belonging to the suborder Tintinnoinea, with descriptions of new species principally from the Agassiz Expedition to the Eastern Tropical Pacific 1904-1905. , available online at http://aquaparadox.obs-vlfr.fr/html/PFD/Taxonomic%20Monographs/k&c1929.pdf
page(s): pg. 323, fig. 629; note: lorica length given as 100-136 µm [details] Available for editors 
Xu, K.; Dolan, J. (2025). World Ciliophora Database. Ormosella apsteini Kofoid & Campbell, 1929. Accessed through: Marine Species Traits editorial board (2025) Marine Species Traits at: https://www.marinespecies.org/traits/aphia.php?p=taxdetails&id=866832 on 2025-06-01
Marine Species Traits editorial board (2025). Marine Species Traits. Ormosella apsteini Kofoid & Campbell, 1929. Accessed at: https://www.marinespecies.org/traits/aphia.php?p=taxdetails&id=866832 on 2025-06-01
Date action by
original description
Kofoid & Campbell. (1929). A conspectus of the marine and freshwater ciliata belonging to the suborder Tintinnoinea, with descriptions of new species principally from the Agassiz Expedition to the Eastern Tropical Pacific 1904-1905. , available online at http://aquaparadox.obs-vlfr.fr/html/PFD/Taxonomic%20Monographs/k&c1929.pdf
page(s): pg. 323, fig. 629; note: lorica length given as 100-136 µm [details] Available for editors redescription Kofoid, C. A.; Commanding, U. S. N. (1939). The Ciliata: The Tintinnoinea. Reports on the scientific results of the expedition to the Eastern Tropical Pacific, in charge of Alexander Agassiz, by U.S. Fish Commission Steamer "Albatross". from October 1904 to. <em>Bulletin of the Museum of Comparative Zoology, Harvard.</em> 84, 1-473. page(s): pg. 347, plate 30, fig. 10; note: lorica dimensions given as 100-136 µm, oral opening diam. = 40-44 µm, n = 5 [details]   Present Inaccurate Introduced: alien Containing type locality
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