Les Rhagiini (KIRBY, 1837) sont une tribu de coléoptères cérambycidés appartenant à la sous-famille des Lepturinae.
Rhagiini
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ci-après](data:image/png;base64,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)
Rhagium bifasciatum (Fabricius, 1775)
Tribu
Rhagiini
Kirby, 1837
Morphologie
Les Rhagiini sont un groupe de transition entre les Xylosteini, plus primitifs, et les Lepturini, plus évolués.
Bien que relativement peu nombreux, les genres de Rhagiini ont atteint un remarquable niveau d'évolution et d'adaptation aux différents milieux, en développant une grande variété de formes.
À côté des genres plus primitifs, caractérisés par une coloration cryptique et des antennes allongés (Stenocorus, Oxymirus), ont évolué des formes floricoles, avec des antennes courtes et des couleurs semblables à celles de certains Lepturini (Pachyta, Brachyta, Evodinus, Pidonia), ou d'autres qui leur sont propres (Gaurotes, Sachalinobia).
Distribution
Les Rhagiini sont répandus dans la zone tempérée de l'hémisphère nord, avec plus de 350 espèces, surtout en Asie Orientale et Amérique du Nord.
Genres
Galerie d'espèces françaises
Stenocorus meridianus
(Linné, 1758) ?
Oxymirus cursor
(Linné, 1758) ?
Rhagium bifasciatum
(Fabricius, 1775) ?
Rhagium inquisitor
(Linné, 1758) ?
Rhagium sycophanta
(Schrank, 1781) ?
Rhagium mordax
(DeGeer, 1775) ?
Pachyta quadrimaculata (Linneo, 1758)
Brachyta interrogationis
(Linné, 1758)
Gaurotes virgineus
(Linné, 1758)
Acmaeops septentrionis
(Thomson, 1866) ?
Dinoptera collaris
(Linné, 1758)
Pidonia lurida
(Fabricius, 1792)