Les Scydmaenidae sont une famille de petits coléoptères (entre 0,5 et 3 mm). De nombreuses espèces montrent une ressemblance avec les fourmis. Ces espèces vivent dans la litière des forêts. Certaines espèces consomment des acariens oribates. La famille compte 4 500 espèces et 80 genres.
Scydmaenidae
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)
Euthiconus conicicollis
Famille
Scydmaenidae
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