Checkliste der Unterfamilie Sterrhinae Meyrick, 1892
für die Region Alabama (USA)
Klasse
| Insecta
Linnaeus, 1758
Freikiefler, Insekten, Kerbtiere, Kerfe | 475
3981
8233 | Familien
Gattungen
Arten |
Taxom
|
Unterklasse
| Pterygota
Lang, 1888
Fluginsekten | 472
3976
8228 | Familien
Gattungen
Arten |
Taxom
|
Teilklasse
| Neoptera
van der Wulp, 1890
Neuflügler | 441
3869
8007 | Familien
Gattungen
Arten |
Taxom
|
Überordnung
| Holometabola
Heider, 1889
Holometabolen Insekten | 299
3182
6602 | Familien
Gattungen
Arten |
Taxom
|
Ordnung
| Lepidoptera
Linnaeus, 1758
Falter, Motten, Schmetterlinge | 64
1196
2619 | Familien
Gattungen
Arten |
Taxom
|
Unterordnung
| Glossata
Fabricius, 1775
Moderne Schmetterlinge | 64
1196
2619 | Familien
Gattungen
Arten |
Taxom
|
Teilordnung
| Heteroneura
Tillyard, 1918
| 63
1195
2618 | Familien
Gattungen
Arten |
Taxom
|
Sektion
| Cossina
Herrich-Schäffer, 1856
| 19
696
1568 | Familien
Gattungen
Arten |
Taxom
|
Untersektion
| Bombyces
Scopoli, 1763
| 17
614
1283 | Familien
Gattungen
Arten |
Taxom
|
Überfamilie
| Geometroidea
Leach, 1815
Spanner | 2
122
249 | Familien
Gattungen
Arten |
Taxom
| | Familie | Geometridae
Leach, 1815
Spanner | 120
247 | Gattungen
Arten |
Taxom
| | Unterfamilie | Sterrhinae
Meyrick, 1892
| 11
44 | Gattungen
Arten |
Taxom
|
Gattungen für Alabama
11 Gattungen mit 44 Arten | Cyclophora Hübner, 1858 | | 5 | Arten | Taxom | | Euacidalia Packard, 1873 | | 1 | Art | Taxom | | Haematopis Hübner, 1798 | | 1 | Art | Taxom | | Idaea Treitschke, 1861 | | 9 | Arten | Taxom | | Leptostales Moschler, 1858 | | 3 | Arten | Taxom | | Lobocleta Warren, 1861 | | 4 | Arten | Taxom | | Lophosis Treitschke, 1887 | | 1 | Art | Taxom | | Pleuroprucha Möschler, 1858 | | 1 | Art | Taxom | | Scelolophia Moschler, 1858 | | 3 | Arten | Taxom | | Scopula Schrank, 1857 | | 15 | Arten | Taxom | | Timandra Duponchel, 1866 | Ampfer-Spanner | 1 | Art | Taxom |
Artenliste für Alabama
44 Arten und 1 Unterart | Cyclophora culicaria Guenée, 1857 | | | Cyclophora myrtaria Guenée, 1858 | | | Cyclophora nanaria Walker, 1861 | | | Cyclophora packardi Prout, 1936 | | | Cyclophora pendulinaria Guenée, 1858 | | | Euacidalia sericearia Packard, 1873 | | | Haematopis grataria Fabricius, 1798 | | | Idaea celtima Schaus, 1901 | | | Idaea demissaria Hübner, 1825 | | | Idaea furciferata Packard, 1873 | | | Idaea labeculata Hulst, 1887 | | | Idaea microphysa Hulst, 1896 | | | Idaea obfusaria – Rippled ..., 1861 | | | Idaea scintillularia Hulst, 1888 | | | Idaea tacturata – Dot-Line..., 1861 | | | Idaea violacearia Walker, 1861 | | | Leptostales crossii Hulst, 1900 | | | Leptostales ferruminaria Zeller, 1872 | | | Leptostales pannaria Guenée, 1858 | | | Lobocleta obfusaria Walker, 1861 | | | Lobocleta ossularia Hübner & Geyer, 1837 | | | Lobocleta peralbata Packard, 1873 | | | Lobocleta tacturata Walker, 1861 | | | Lophosis labeculata Hulst, 1887 | | | Pleuroprucha insulsaria Guenée, 1858 | | | Scelolophia crossii Hulst, 1900 | | | Scelolophia laevitaria Hübner-Gey., 1837 | | | Scelolophia pannaria Guenée, 1858 | | | Scopula ornata Scopula Prout, 1913 | | | Scopula anticaria (Guenée, 1857) | ⇒ Scopula inductata Guenée, 1858 | | Scopula compensata (Walker, 1861) | ⇒ Scopula liotis Meyrick, 1888 | | Scopula consecutaria (Guenée, 1857) | ⇒ Scopula inductata Guenée, 1858 | | Scopula delicata (Guenée, 1857) | ⇒ Scopula inductata Guenée, 1858 | | Scopula inductata Guenée, 1858 | | | Scopula lautaria Hübner, 1825 | | | Scopula limboundata Haworth, 1809 | | | Scopula liotis Meyrick, 1888 | | | Scopula oliveata (Guenée, 1857) | ⇒ Scopula inductata Guenée, 1858 | | Scopula ordinata Walker, 1861 | | | Scopula phyxelis Prout, 1938 | | | Scopula purata Guenée, 1858 | | | Scopula sobria (Guenée, 1857) | ⇒ Scopula inductata Guenée, 1858 | | Scopula suppressaria (Guenée, 1857) | ⇒ Scopula inductata Guenée, 1858 | | Timandra amaturaria Walker, 1866 | |
Unterknoten von Sterrhinae mit Vorkommen in Alabama
Links, Quellen und weitere Informationen Sterrhinae bei artfakta.se
Sterrhinae bei dyntaxa.se
Sterrhinae bei gbif.org
Sterrhinae bei itis.gov
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