
Incestophantes is a genus of dwarf spiders that was first described by A. V. Tanasevitch in 1992.
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via GBIF
Incestophantes is a genus of dwarf spiders that was first described by A. V. Tanasevitch in 1992.
==Species== it contains twenty-three species, found in Canada, China, Finland, Georgia, Kazakhstan, Mongolia, Norway, Russia, Sweden, Ukraine, and the United States: Incestophantes altaicus Tanasevitch, 2000 – Russia (South Siberia) Incestophantes amotus (Tanasevitch, 1990) – Russia (Caucasus to Central Asia), Georgia, Kazakhstan Incestophantes ancus Tanasevitch, 1996 – Russia (South Siberia) Incestophantes annulatus (Kulczyński, 1882) – Central and Eastern Europe Incestophantes bonus Tanasevitch, 1996 – Russia (South Siberia) Incestophantes brevilamellus Tanasevitch, 2013 – Russia (South Siberia) Incestophantes camtchadalicus (Tanasevitch, 1988) – Russia (Kamchatka) Incestophantes crucifer (Menge, 1866) – Europe, Russia (Europe to West Siberia) Incestophantes cymbialis (Tanasevitch, 1988) – Russia (Far East, East Siberia) Incestophantes duplicatus (Emerton, 1913) – USA, Canada Incestophantes frigidus (Simon, 1884) – Europe (Alps) Incestophantes incestoides (Tanasevitch & Eskov, 1987) – Russia (Urals to Far East/East Siberia) Incestophantes incestus (L. Koch, 1879) (type) – Russia (Urals to Central/South Siberia), Mongolia Incestophantes khakassicus Tanasevitch, 1996 – Russia (South Siberia) Incestophantes kochiellus (Strand, 1900) – Norway, Sweden, Finland, Russia (Europe to East Siberia/Far East), China Incestophantes kotulai (Kulczyński, 1905) – Europe (Alps) Incestophantes lamprus (Chamberlin, 1920) – USA, Canada Incestophantes laricetorum (Tanasevitch & Eskov, 1987) – Russia (Europe to East Siberia/Far East) Incestophantes logunovi Tanasevitch, 1996 – Russia (South Siberia) Incestophantes mercedes (Chamberlin & Ivie, 1943) – USA Incestophantes shetekaurii Otto & Tanasevitch, 2015 – Georgia Incestophantes tuvensis Tanasevitch, 1996 – Russia (South Siberia) Incestophantes washingtoni (Zorsch, 1937) – USA, Canada
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Discovered by embedding cosine similarity (sentence-transformers MiniLM, 384-dim).