Checklist for Superfamily Salticoidea Blackwall, 1841
and region Brittany (North France, France)
List of families for Brittany
1 Family width 16 Species
Genera for Brittany
13 Genera with 16 Species | Attulus Simon, 1868 | | 1 | Species | Taxom | | Ballus C. L. Koch, 1802 | | 1 | Species | Taxom | | Commoris Simon, 1902 | | 1 | Species | Taxom | | Evarcha Simon, 1758 | | 2 | Species | Taxom | | Heliophanus C. L. Koch, 1868 | | 2 | Species | Taxom | | Myrmarachne MacLeay, 1980 | Antmimicking spider | 2 | Species | Taxom | | Naphrys Edwards, 1846 | | 1 | Species | Taxom | | Neon Simon, 1888 | | 1 | Species | Taxom | | Pelegrina Franganillo, 1973 | White-Cheeked Jumping Spiders | 1 | Species | Taxom | | Phlegra Simon, 1826 | | 1 | Species | Taxom | | Pseudeuophrys Dahl, 1871 | | 1 | Species | Taxom | | Saitis Simon, 1868 | | 1 | Species | Taxom | | Salticus Latreille, 1757 | Zebra Spider | 1 | Species | Taxom |
Species list for Brittany
16 Species | Attulus distinguendus Simon, 1868 | Distinguished Jumper | | Ballus chalybeius Walckenaer, 1802 | | | Commoris enoplognatha Eugène Simon, 1902 | | | Evarcha arcuata Clerck, 1758 | | | Evarcha falcata (Clerck, 1758) | ⇒ Evarcha proszynskii Marusik & Lo..., 1998 | | Heliophanus cupreus (Walckenaer, 1802) | ⇒ Heliophanus ussuricus KulczyÅ„ski, 1895 | | Heliophanus tribulosus (Eugène Simon, 1868) | ⇒ Heliophanus potanini Ehrenfried S..., 1963 | | Myrmarachne formicaria (De Geer, 1778) | ⇒ Myrmaplata plataleoides O. Pickard-C..., 1869 | | Myrmarachne platypalpus (Bradoo, 1980) | ⇒ Myrmarachne platypalpa Bradoo, 1980 | | Naphrys pulex Nicholas Mar..., 1846 | Flea Jumping Spider | | Neon nelli Peckham & Pe..., 1888 | | | Pelegrina flaviceps Kaston, 1973 | Big-Headed White-Cheeked Jumping Spider | | Phlegra fasciata (Hahn, 1826) | ⇒ Phlegra hentzi Marx, 1890 | | Pseudeuophrys lanigera Simon, 1871 | Jumping spider | | Saitis barbipes Eugène Simon, 1868 | | | Salticus scenicus (Clerck, 1757) | ⇒ Salticus cingulatus Panzer, 1797 |
Subnodes of Salticoidea with occurrences in Brittany
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