Checklist for Family Theridiidae Sundevall, 1833 (Cobweb And Widow Spiders)
and region Vogelsberg (Vogelsberg District, Germany)
Class
| Arachnida
Lamarck, 1801
Arachnids | 34
132
208 | Families
Genera
Species |
Taxom
|
Subclass
| Micrura
Ehrenberg, 1831
| 29
120
192 | Families
Genera
Species |
Taxom
|
Infraclass
| Megoperculata
Börner, 1902
| 26
117
189 | Families
Genera
Species |
Taxom
|
Order
| Araneae
Clerck, 1757
Spider, Spiders, True Spiders | 26
117
189 | Families
Genera
Species |
Taxom
|
Suborder
| Araneomorphae
Smith, 1902
True Spiders | 23
114
181 | Families
Genera
Species |
Taxom
|
Infraorder
| Araneomorphi
Smith, 1902
| 23
114
181 | Families
Genera
Species |
Taxom
|
Superfamily
| Araneoidea
Latreille, 1806
| 4
67
105 | Families
Genera
Species |
Taxom
| | Family | Theridiidae
Sundevall, 1833
Cobweb And Widow Spiders, Cobweb spider, Cobweb spiders | 9
14 | Genera
Species |
Taxom
|
Genera for Vogelsberg
9 Genera with 14 Species
Species list for Vogelsberg
14 Species | Asagena phalerata Panzer, 1801 | | | Enoplognatha ovata (Clerck, 1758) | ⇒ Enoplognatha latimana Hippa & Oksala, 1982 | | Enoplognatha thoracica (Carl Wilhelm..., 1833) | ⇒ Enoplognatha oelandica Tord Tamerla..., 1875 | | Episinus angulatus John Blackwall, 1836 | | | Episinus truncatus (Latreille, 1809) | ⇒ Episinus angulatus John Blackwall, 1836 | | Lasaeola coracina C. L. Koch, 1837 | | | Lasaeola tristis Carl Wilhelm..., 1833 | | | Neottiura bimaculata Linnaeus, 1767 | | | Phylloneta impressa Ludwig Carl ..., 1881 | | | Robertus arundineti Octavius Pic..., 1871 | | | Robertus lividus John Blackwall, 1836 | | | Robertus scoticus Jackson, 1914 | | | Steatoda bipunctata Linnaeus, 1758 | False widow | | Theridion varians Carl Wilhelm..., 1833 | Red spruce |
Subnodes of Theridiidae with occurrences in Vogelsberg
 | | Theridiidae (Sundevall 1833) |
Links, sources and further information Theridiidae at artfakta.se
Theridiidae at biodiversity.org.au
Theridiidae at dyntaxa.se
Theridiidae at gbif.org
Theridiidae at irmng.org
Theridiidae at itis.gov
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