Checklist for Tribe Heterusiini Warren, 1897
and region Continents
Class
| Insecta
Linnaeus, 1758
Insects, True insects | 2110
116133
1222976 | Families
Genera
Species |
Taxom
|
Subclass
| Pterygota
Lang, 1888
Winged insects | 2101
115931
1221959 | Families
Genera
Species |
Taxom
|
Infraclass
| Neoptera
van der Wulp, 1890
Modern Wing-folding insects | 1812
113780
1210168 | Families
Genera
Species |
Taxom
|
Superorder
| Holometabola
Heider, 1889
Holometabolous Insects | 929
84484
1007160 | Families
Genera
Species |
Taxom
|
Order
| Lepidoptera
Linnaeus, 1758
Butterflies, Lepidopterans, Moths | 146
21770
211450 | Families
Genera
Species |
Taxom
|
Suborder
| Glossata
Fabricius, 1775
Modern butterflies and moths | 134
21590
211034 | Families
Genera
Species |
Taxom
|
Infraorder
| Heteroneura
Tillyard, 1918
| 123
21455
210065 | Families
Genera
Species |
Taxom
|
Section
| Cossina
Herrich-Schäffer, 1856
| 44
13274
133988 | Families
Genera
Species |
Taxom
|
Subsection
| Bombyces
Scopoli, 1763
| 37
11734
117521 | Families
Genera
Species |
Taxom
|
Superfamily
| Geometroidea
Leach, 1815
Geometrid, Inchworm Moths, Swallowtail Moths | 6
2619
25648 | Families
Genera
Species |
Taxom
| | Family | Geometridae
Leach, 1815
Cankerworm moths, Cankerworms, Carpets, Emeralds, Waves | 2496
24844 | Genera
Species |
Taxom
| | Subfamily | Larentiinae
Duponchel, 1845
Larentiine Moths, Larentiines | 441
6672 | Genera
Species |
Taxom
| | Tribe | Heterusiini
Warren, 1897
| 1
58 | Genus
Species |
Taxom
|
Genera for Continents
1 Genera with 58 Species
Species list for Continents
58 Species | Heterusia acothysta Schaus, 1901 | | | Heterusia albidior Dognin, 1911 | | | Heterusia amita Dognin, 1909 | | | Heterusia aperta Dognin, 1913 | | | Heterusia atalantata Guenée, 1858 | Tortoises | | Heterusia barbara Dognin, 1900 | | | Heterusia brumalis Schaus, 1901 | | | Heterusia coerulescens (Dognin, 1914) | ⇒ Heterusia funebris Warren, 1897 | | Heterusia colmala Thierry-Mieg, 1893 | | | Heterusia conduplicaria Hübner, 1825 | | | Heterusia conna Druce, 1893 | | | Heterusia conon (Druce, 1893) | ⇒ Heterusia colmala Thierry-Mieg, 1893 | | Heterusia copela Dognin, 1900 | | | Heterusia costigutta Dognin, 1911 | | | Heterusia declivis Dognin, 1911 | | | Heterusia dichroata (Felder, 1875) | ⇒ Heterusia hippomenata Snellen, 1874 | | Heterusia dilectaria Dognin, 1900 | | | Heterusia disjecta Dognin, 1913 | | | Heterusia dividata Snellen, 1878 | | | Heterusia flavior | | | Heterusia fragilis Dognin, 1909 | | | Heterusia frugalis Dognin, 1909 | | | Heterusia funebris Warren, 1897 | | | Heterusia hippomenata Snellen, 1874 | | | Heterusia ignipennis Dognin, 1913 | | | Heterusia jamaicensis Schaus, 1901 | | | Heterusia latior Thierry-Mieg, 1894 | | | Heterusia luteoradiata Thierry-Mieg, 1892 | | | Heterusia lymnadoides Prout, 1931 | | | Heterusia macerata Felder & Rog..., 1875 | | | Heterusia maculata Dognin, 1907 | | | Heterusia mesenata Felder & Rog..., 1875 | | | Heterusia morena Dognin, 1900 | | | Heterusia morvena Thierry-Mieg, 1910 | | | Heterusia obtusa Dognin, 1911 | | | Heterusia ochrozona Felder, 1875 | | | Heterusia partitata Guenée, 1858 | | | Heterusia picata Dognin, 1904 | | | Heterusia placula Druce, 1893 | | | Heterusia plagia Druce, 1893 | | | Heterusia polymela Druce, 1893 | | | Heterusia proana Druce, 1893 | | | Heterusia proanodes Dognin, 1914 | | | Heterusia prusioides Dognin, 1909 | | | Heterusia quadruplicaria Geyer, 1832 | | | Heterusia restricta (BASTELBERGER, 1908) | ⇒ Heterusia conduplicaria Hübner, 1825 | | Heterusia reversa Dognin, 1913 | | | Heterusia rubrimarmorata Dognin, 1902 | | | Heterusia rufifimbria Dognin, 1903 | | | Heterusia simulatrix Dognin, 1907 | | | Heterusia sinuosa Felder, 1875 | | | Heterusia stoltzmannaria Oberthür, 1881 | | | Heterusia substriata Dyar, 1910 | | | Heterusia subtessellata Dognin, 1906 | | | Heterusia subvermiculata Dognin, 1911 | | | Heterusia tentaculifera Dognin, 1911 | | | Heterusia triflavata Dognin, 1903 | | | Heterusia unanimaria Walker, 1862 | |
Links, sources and further information Heterusiini at itis.gov
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