Peoria (moth)

Peoria is a genus of moths of the snout moth family (Pyralidae). The genus was erected by Émile Louis Ragonot in 1887.[1]

Peoria
Peoria approximella
Scientific classification
Kingdom: Animalia
Phylum: Arthropoda
Class: Insecta
Order: Lepidoptera
Family: Pyralidae
Subfamily: Phycitinae
Tribe: Anerastiini
Genus: Peoria
Ragonot, 1887
Synonyms
  • Aurora Ragonot, 1887
  • Statina Ragonot, 1887
  • Ceara Ragonot, 1888
  • Calera Ragonot, 1888
  • Altoona Hulst, 1888
  • Cayuga Hulst, 1888
  • Volusia Hulst, 1890
  • Wekiva Hulst, 1890
  • Osceola Hulst, 1891
  • Chipeta Hulst, 1892
  • Trivolusia Dyar, 1903
  • Ollia Dyar, 1904

Species

In alphabetical order:[2]

  • Peoria albifasciata (Hampson, 1918)
  • Peoria approximella (Walker, 1866)
  • Peoria bipartitella Ragonot, 1887
  • Peoria calamistis (Hampson, 1917)
  • Peoria cashmiralis (Hampson, 1903)
  • Peoria discinotella (Ragonot)
  • Peoria floridella Shaffer, 1968
  • Peoria gaudiella (Hulst, 1890)
  • Peoria gemmatella (Hulst, 1887)
  • Peoria holoponerella (Dyar, 1908)
  • Peoria johnstoni Shaffer, 1968
  • Peoria longipalpella (Ragonot, 1887)
  • Peoria luteicostella (Ragonot, 1887)
  • Peoria opacella (Hulst, 1887)
  • Peoria padreella Blanchard, 1981
  • Peoria punctata Shaffer, 1976
  • Peoria punctilineella (Hampson, 1901)
  • Peoria roseotinctella (Ragonot, 1887)
  • Peoria rosinella (Hampson, 1918)
  • Peoria rostrella (Ragonot, 1887)
  • Peoria santaritella (Dyar, 1904)
  • Peoria tetradella (Zeller, 1872)

Footnotes

  1. Beccaloni, G.; Scoble, M.; Kitching, I.; Simonsen, T.; Robinson, G.; Pitkin, B.; Hine, A.; Lyal, C., eds. (2003). "Peoria". The Global Lepidoptera Names Index. Natural History Museum. Retrieved October 30, 2018.
  2. Savela, Markku. "Peoria Ragonot, 1887". Lepidoptera and Some Other Life Forms. Retrieved October 30, 2018.
gollark: Quantum physics is still physics and timeline attacks sound nonexistent.
gollark: Technically, all attacks are physical attacks because they work on the laws of physics.
gollark: You can die, but you will also never experience that.
gollark: If I connect a random number generator to my universe destroying cuboid, say, and make it destroy the universe if it generates 4, then you have a chance of seeing any valid outcome but 4.
gollark: Not "the" timeline. There are generally lots of ways which things could turn out which still result in you living.

References

  • Pitkin, Brian & Jenkins, Paul (November 5, 2004). "Peoria Ragonot, 1887". Butterflies and Moths of the World. Natural History Museum, London. Retrieved October 30, 2018.


This article is issued from Wikipedia. The text is licensed under Creative Commons - Attribution - Sharealike. Additional terms may apply for the media files.