AntsAntsArachnidsArachnids
BeesBeesBeetlesBeetles
BookliceBookliceBugsBugs
BumblebeesBumblebeesButterfliesButterflies
CicadasCicadasCrane fliesCrane flies
DragonfliesDragonfliesEarwigsEarwigs
FliesFliesIsopodsIsopods
LocustsLocustsMantisesMantises
MayfliesMayfliesMosquitoesMosquitoes
MyriapodsMyriapodsNet-wingedNet-winged
Plant-parasiticPlant-parasiticScorpion fliesScorpion flies
TermitesTermitesWaspsWasps
INSECTOIDGERENGDARK LIGHT
Home Arthropoda Imprint Contact
TAXFAMGENSPESUB
Checklist for Tribe Histerini Gyllenhal, 1808
and region Remerschen (Schengen, Luxembourg)


Class
 
Insecta
Linnaeus, 1758
Insects, True insects
145
771
1353
Families
Genera
Species
 
Taxom
 

Subclass
 
Pterygota
Lang, 1888
Winged insects
145
771
1353
Families
Genera
Species
 
Taxom
 

Infraclass
 
Neoptera
van der Wulp, 1890
Modern Wing-folding insects
135
747
1308
Families
Genera
Species
 
Taxom
 

Superorder
 
Holometabola
Heider, 1889
Holometabolous Insects
105
677
1208
Families
Genera
Species
 
Taxom
 

Order
 
Coleoptera
Linnaeus, 1758
Beetles, Coleopterans
54
359
674
Families
Genera
Species
 
Taxom
 

Suborder
 
Polyphaga
Emery, 1886
Polyphags
49
306
545
Families
Genera
Species
 
Taxom
 

Infraorder
 
Staphyliniformia
Lameere, 1900
8
97
196
Families
Genera
Species
 
Taxom
 

Superfamily
 
Histeroidea
Gyllenhal, 1808
1
2
3
Family
Genera
Species
 
Taxom
 
FamilyHisteridae
Gyllenhal, 1808
Clown beetle, Clown beetles, Hister beetles, Steel beetles
2
3
Genera
Species
 
Taxom
 
SubfamilyHisterinae
Gyllenhal, 1808
2
3
Genera
Species
 
Taxom
 
TribeHisterini
Gyllenhal, 1808
2
3
Genera
Species
 
Taxom
 


Genera for Remerschen
2 Genera with 3 Species
Hister Linnaeus, 18521SpeciesTaxom
Margarinotus Marseul, 18542SpeciesTaxom


Species list for Remerschen
3 Species
Hister helluo Truqui, 1852
Margarinotus (Paralister) carbonarius (Hoffmann, 1803)⇒ Margarinotus ventralis Marseul, 1854
Margarinotus (Paralister) ignobilis Marseul, 1854


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