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Parallelodon datianensis
Taxonomy
Parallelodon datianensis was named by Li and Ding (1982). Its type specimen is Nanjing Inst Geol Min Res HI-2549, a valve (Right valve, internal mold), and it is a mold. Its type locality is Huangkeng, Datian County, which is in a Lopingian marine horizon in China.
Sister species lacking formal opinion data
P. azzarolae, P. azzouzi, P. baconicum, P. beyerchi, P. beyrichi, P. bistriatus, P. breweriana, P. buchmani, P. buckmani, P. bynei, P. caprinus, P. carbonarius, P. cingulatus, P. cingulatus, P. concinnum, P. corrugatus, P. cumshewaensis, P. curioni, P. curionii, P. currioni, P. cypriniformis, P. esiensis, P. esinense, P. esinensis, P. eudesi, P. formosissima, P. formosissimum, P. formosissimus, P. fossa, P. fraiponti, P. guangxiensis, P. hettangensis, P. hettangiense, P. hexacostata, P. illinoisensis, P. imagnesis, P. imbricarium, P. impressum, P. infraliassicus, P. infrequens, P. insignis, P. irvinensis, P. kingi, P. koikensis, P. louisianensis, P. lutugini, P. luxdorfensis, P. meridionalis, P. mimina, P. obtusus, P. ornatissimus, P. pindiroensis, P. productum, P. pullus, P. pumilus, P. quichaurensis, P. rugosum, P. semicostatus, P. simillimus, P. simplex, P. squamifer, P. squamosus, P. striatus, P. sulcosus, P. tenuistriata, P. theciformis, P. truncatus, P. verneuilianus, P. verneuilianus, P. vokesi, P. walciodorensis, P. inflatus, P. infraliassicus, P. kesennumensis, P. koikensis, P. nipponicus, P. niranohamensis, P. esinense, P. subnavicellus, P. kobayashii
Synonymy list
Year | Name and author |
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1982 | Parallelodon datianensis Li and Ding p. 313 figs. Pl 123, fig 7 |
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If no rank is listed, the taxon is considered an unranked clade in modern classifications. Ranks may be repeated or presented in the wrong order because authors working on different parts of the classification may disagree about how to rank taxa.
†Parallelodon datianensis Li and Ding 1982
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Diagnosis
No diagnoses are available
Measurements
part | N | mean | |||||
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valve height | 1 | 1.05 |
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Source: g = genus, o = order, c = class | |||||
References: Aberhan et al. 2004, Hendy et al. 2009 |