Checklist for Subfamily Histerinae Gyllenhal, 1808
and region Oakland County (Michigan, USA)
Class
| Insecta
Linnaeus, 1758
Insects, True insects | 251
1348
2172 | Families
Genera
Species |
Taxom
|
Subclass
| Pterygota
Lang, 1888
Winged insects | 251
1348
2172 | Families
Genera
Species |
Taxom
|
Infraclass
| Neoptera
van der Wulp, 1890
Modern Wing-folding insects | 233
1289
2036 | Families
Genera
Species |
Taxom
|
Superorder
| Holometabola
Heider, 1889
Holometabolous Insects | 175
1140
1849 | Families
Genera
Species |
Taxom
|
Order
| Coleoptera
Linnaeus, 1758
Beetles, Coleopterans | 44
282
424 | Families
Genera
Species |
Taxom
|
Suborder
| Polyphaga
Emery, 1886
Polyphags | 39
222
299 | Families
Genera
Species |
Taxom
|
Infraorder
| Staphyliniformia
Lameere, 1900
| 5
47
73 | Families
Genera
Species |
Taxom
|
Superfamily
| Histeroidea
Gyllenhal, 1808
| 1
19
31 | Family
Genera
Species |
Taxom
| | Family | Histeridae
Gyllenhal, 1808
Clown beetle, Clown beetles, Hister beetles, Steel beetles | 19
31 | Genera
Species |
Taxom
| | Subfamily | Histerinae
Gyllenhal, 1808
| 7
13 | Genera
Species |
Taxom
|
Genera for Oakland County
7 Genera with 13 Species
Species list for Oakland County
13 Species | Atholus (Euatholus) americanus Paykull, 1811 | | | Eurylister carolinus Paykull, 1811 | | | Hister abbreviatus Fabricius, 1775 | Abbreviated clown beetle | | Hister furtivus J. E. LeConte, 1860 | | | Hister pteromalus Marseul, 1861 | | | Hololepta (Hololepta) aequalis Say, 1825 | | | Margarinotus (Paralister) cognatus J. E. LeConte, 1844 | | | Margarinotus (Paralister) faedatus J. E. LeConte, 1845 | | | Margarinotus (Ptomister) brunneus Fabricius, 1775 | | | Phelister subrotundus Say, 1825 | | | Platysoma (Cylister) coarctatum J. E. LeConte, 1844 | | | Platysoma (Platysoma) leconti Marseul, 1853 | | | Platysoma (Platysoma) subdepressum MacLeay, 1871 | Datiscas |
Subnodes of Histerinae with occurrences in Oakland County
Links, sources and further information Histerinae at artfakta.se
Histerinae at dyntaxa.se
Histerinae at itis.gov
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