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Checklist for Superfamily Geometroidea Leach, 1815 (Geometrid)
and region Åstorp (Skane County, Sweden)


Class
 
Insecta
Linnaeus, 1758
Insects, True insects
68
153
191
Families
Genera
Species
 
Taxom
 

Subclass
 
Pterygota
Lang, 1888
Winged insects
68
153
191
Families
Genera
Species
 
Taxom
 

Infraclass
 
Neoptera
van der Wulp, 1890
Modern Wing-folding insects
63
146
181
Families
Genera
Species
 
Taxom
 

Superorder
 
Holometabola
Heider, 1889
Holometabolous Insects
55
135
170
Families
Genera
Species
 
Taxom
 

Order
 
Lepidoptera
Linnaeus, 1758
Butterflies, Lepidopterans, Moths
19
53
62
Families
Genera
Species
 
Taxom
 

Suborder
 
Glossata
Fabricius, 1775
Modern butterflies and moths
19
53
62
Families
Genera
Species
 
Taxom
 

Infraorder
 
Heteroneura
Tillyard, 1918
19
53
62
Families
Genera
Species
 
Taxom
 

Section
 
Cossina
Herrich-Schäffer, 1856
11
43
50
Families
Genera
Species
 
Taxom
 

Subsection
 
Bombyces
Scopoli, 1763
10
38
45
Families
Genera
Species
 
Taxom
 

Superfamily
 
Geometroidea
Leach, 1815
Geometrid, Inchworm Moths, Swallowtail Moths
1
4
4
Family
Genera
Species
 
Taxom
 


List of families for Åstorp
1 Family width 4 Species
Geometridae Leach, 1815Cankerworm moths4SpeciesTaxom


Genera for Åstorp
4 Genera with 4 Species
Eupithecia Curtis, 1767Pug Moths1SpeciesTaxom
Hydria Hübner, 17631SpeciesTaxom
Lycia Hübner, 17751SpeciesTaxom
Xanthorhoe Hübner, 17671SpeciesTaxom


Species list for Åstorp
4 Species
Eupithecia innotata Hufnagel, 1767Angle-barred Pug
Hydria cervinalis (Scopoli, 1763)⇒ Rheumaptera cervinalis Scopoli, 1763
Lycia zonaria Denis & Schi..., 1775Belted Beauty
Xanthorhoe designata Hufnagel, 1767Flame Carpet

Subnodes of Geometroidea with occurrences in Åstorp
FamilyGeometridae
Leach, 1815
Cankerworm moths, Cankerworms, Carpets, Emeralds, Geometer Moth, Geometer Moths, Geometers, Geometrid Moths, Inch-worm moths, Inchworm Moths, Inchworms, Looper Caterpillars, Looper Moths, Looper-caterpillar moths, Measuring-worm moths, Measuringworms, Waves
4
4
Genera
Species

Taxom



Links, sources and further information
Geometroidea at artfakta.se
Geometroidea at dyntaxa.se
Geometroidea at itis.gov