Saprininae is a subfamily of clown beetles in the family Histeridae. There are more than 50 genera and 800 described species in Saprininae. thumb|Saprinus splendens
Saprininae is a subfamily of clown beetles in the family Histeridae. There are more than 50 genera and 800 described species in Saprininae. thumb|Saprinus splendens
==Genera== These 54 genera belong to the subfamily Saprininae: Afroprinus Lackner, 2013 Afrosaprinus Vienna, 2015 Alienocacculus Kanaar, 2008 Ammostyphrus Reichardt, 1924 Aphelosternus Wenzel in Arnett, 1962 Axelinus Kryzhanovskij in Kryzhanovskij & Reichardt, 1976 Chalcionellus Reichardt, 1932 Chelyoxenus Hubbard, 1894 Chivaenius Olexa, 1980 Ctenophilothis Kryzhanovskij, 1987 Dahlgrenius Penati & Vienna, 1996 Eopachylopus Reichardt, 1926 Erebidus Reichardt, 1941 Eremosaprinus Ross, 1939 Euspilotus Lewis, 1907 Exaesiopus Reichardt, 1926 Geomysaprinus Ross, 1940 Gnathoncus Jacquelin-Duval, 1858 Hemisaprinus Kryzhanovskij in Kryzhanovskij & Reichardt, 1976 Hypocacculus Bickhardt, 1914 Hypocaccus C. Thomson, 1867 Malagasyprinus Lackner & Gomy, 2013 Microsaprinus Kryzhanovskij in Kryzhanovskij & Reichardt, 1976 Monachister Mazur, 1991 Myrmetes Marseul, 1862 Nannolepidius Reichardt, 1932 Neopachylopus Reichardt, 1926 Notosaprinus Kryzhanovskij, 1972 Orateon Lackner & Ratto, 2014 Pachylopus Erichson, 1834 Parahypocaccus Vienna, 1995 Paramyrmetes Bruch, 1929 Paraphilothis Vienna, 1994 Paravolvulus Reichardt, 1932 Philothis Reichardt, 1930 Philoxenus Mazur, 1991 Pholioxenus Reichardt, 1932 Phoxonotus Marseul, 1862 Pilisaprinus Kanaar, 1996 Reichardtia Wenzel, 1944 Reichardtiolus Kryzhanovskij, 1959 Saprinillus Kryzhanovskij, 1974 Saprinodes Lewis, 1891 Saprinus Erichson, 1834 Sarandibrinus Lackner & Gomy, 2014 Satrapister Bickhardt, 1912 Styphrus Motschulsky, 1845 Terametopon Vienna, 1987 Tomogenius Marseul, 1862 Turanostyphrus Tishechkin, 2005 Xenonychus Wollaston, 1864 Xenophilothis Kryzhanovskij, 1987 Xerosaprinus Wenzel in Arnett, 1962 Zorius Reichardt, 1932
Discovered by embedding cosine similarity (sentence-transformers MiniLM, 384-dim).