Checklist for Subfamily Myrmicinae Lepeletier, 1835
and region Etowah County (Alabama, USA)
Class
| Insecta
Linnaeus, 1758
Insects, True insects | 79
180
199 | Families
Genera
Species |
Taxom
|
Subclass
| Pterygota
Lang, 1888
Winged insects | 79
180
199 | Families
Genera
Species |
Taxom
|
Infraclass
| Neoptera
van der Wulp, 1890
Modern Wing-folding insects | 72
170
186 | Families
Genera
Species |
Taxom
|
Superorder
| Holometabola
Heider, 1889
Holometabolous Insects | 53
141
155 | Families
Genera
Species |
Taxom
|
Order
| Hymenoptera
Linnaeus, 1758
Ants, Bees, Sawflies, Wasps | 7
20
25 | Families
Genera
Species |
Taxom
|
Suborder
| Apocrita
Gerstaecker, 1867
Ants, Bees, Narrow-waisted hymenopterans, Parasitic wasps | 7
20
25 | Families
Genera
Species |
Taxom
|
Infraorder
| Aculeata
Latreille, 1802
Stinging wasps | 4
16
23 | Families
Genera
Species |
Taxom
|
Superfamily
| Formicoidea
Latreille, 1802
Ants | 1
13
17 | Family
Genera
Species |
Taxom
| | Family | Formicidae
Latreille, 1809
Ants | 13
17 | Genera
Species |
Taxom
| | Subfamily | Myrmicinae
Lepeletier, 1835
| 7
10 | Genera
Species |
Taxom
|
Genera for Etowah County
7 Genera with 10 Species
Species list for Etowah County
10 Species | Aphaenogaster (Attomyrma) treatae Forel, 1886 | Atlantic diplodon | | Aphaenogaster carolinensis (Wheeler, W.M., 1915) | ⇒ Aphaenogaster texana Wheeler, 1915 | | Aphaenogaster fulva Roger, 1863 | | | Aphaenogaster picea Wheeler, 1908 | Broad lepton | | Monomorium minimum (Buckley, 1867) | ⇒ Monomorium cyaneum Wheeler, 1914 | | Myrmecina americana Emery, 1895 | Turgid blossom | | Pheidole davisi Wheeler, 1905 | | | Solenopsis (Diplorhoptrum) carolinensis Forel, 1901 | Round combshell | | Solenopsis (Diplorhoptrum) texana (Emery, 1895) | ⇒ Diplorhoptrum texanum Emery, 1895 | | Temnothorax curvispinosus Mayr, 1866 | |
Subnodes of Myrmicinae with occurrences in Etowah County
Links, sources and further information Myrmicinae at antwiki.org
Myrmicinae at artfakta.se
Myrmicinae at dyntaxa.se
Myrmicinae at gbif.org
Myrmicinae at itis.gov
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