Trogossitidae est une petite famille de coléoptères, dans le sous-ordre Polyphaga. Trogossitidae se compose d'environ 600 espèces. 59 espèces sont trouvées en Amérique environ 36 en Australie.
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)
Classification scientifique
Royaume: Animalia
Embranchement: Arthropoda
Classe: Insecta
Ordre: Coleoptera
Sous-ordre: Polyphaga
Superfamille: Cleroidea
Famille: Trogossitidae
Latreille, 1802
Sous-familles et genres
Lophocaterinae
Peltinae
Trogossitinae
Générique incertae sedis:
† Anhuistoma
† Cretamerus
† Palaeoendomychus