Diphyus
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ci-après](data:image/png;base64,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)
Diphyus quadripunctorius
Genre
Diphyus
Kriechbaumer, 1890
Espèces présentes en Europe
- Diphyus albomarginatus (Kriechbaumer 1878)
- Diphyus altissimus (Bauer 1941)
- Diphyus armatorius (Müller 1776)
- Diphyus arduus (Berthoumieu 1896)
- Diphyus ater (Wesmael 1855)
- Diphyus bicingulatus (Gravenhorst 1829)
- Diphyus biluteonotatus (Pic 1927)
- Diphyus castanopyga (Stephens 1835)
- Diphyus efferus (Wesmael 1854)
- Diphyus excultorius (Dalla Torre 1901)
- Diphyus fossorius (Linnaeus 1758)
- Diphyus gibbosus (Berthoumieu 1899)
- Diphyus gradatorius (Thunberg 1824)
- Diphyus inopinus Heinrich 1972
- Diphyus latebricola (Wesmael 1845)
- Diphyus ligatorius (Berthoumieu 1896)
- Diphyus longigena (Thomson 1888)
- Diphyus longimanus (Wesmael 1857)
- Diphyus luctatorius (Linnaeus 1758)
- Diphyus lusitanus (Wesmael 1854)
- Diphyus macilentus (Berthoumieu 1898)
- Diphyus mercatorius (Fabricius 1793)
- Diphyus monitorius (Panzer 1801)
- Diphyus montivagans (Berthoumieu 1897)
- Diphyus ochromelas (Gmelin 1790)
- Diphyus palliatorius (Gravenhorst 1829)
- Diphyus pandur (Kriechbaumer 1882)
- Diphyus pedatus (Berthoumieu 1895)
- Diphyus politus (Wesmael 1855)
- Diphyus proximus (Tischbein 1879)
- Diphyus pseudomercator Heinrich 1978
- Diphyus quadripunctorius (Müller 1776)
- Diphyus quinquecinctus (Kriechbaumer 1882)
- Diphyus raptorius (Linnaeus 1758)
- Diphyus restitutor (Wesmael 1859)
- Diphyus rusticus (Berthoumieu 1898)
- Diphyus salicatorius (Gravenhorst 1820)
- Diphyus septemguttatus (Gravenhorst 1829)
- Diphyus sexzonatus (Rudow 1888)
- Diphyus tricolor Kriechbaumer 1890
- Diphyus trifasciatus (Gravenhorst 1829)