Proctoporus
Proctoporus | |
---|---|
Scientific classification | |
Kingdom: | Animalia |
Phylum: | Chordata |
Class: | Reptilia |
Order: | Squamata |
Family: | Gymnophthalmidae |
Tribe: | Cercosaurini |
Genus: | Proctoporus Tschudi, 1845 |
Species | |
| |
Synonyms | |
Opipeuter Uzzell, 1969, non Fortey, 1974 (a trilobite) |
Proctoporus is a genus of medium-sized lizards (between 2.7 centimetres or 1.1 inches and 7.8 centimetres or 3.1 inches) assigned to the family Gymnophthalmidae. Species in the genus Proctoporus occur in yungas forests and wet montane grasslands on the upper edge of the Amazonian forest, between 1,000 and 4,000 metres (3,300 and 13,100 ft) elevation, from Central Peru in the north to Central Bolivia in the south.[1]
Taxonomy
Species
- Proctoporus bolivianus Werner, 1910 – Bolivian lightbulb lizard
- Proctoporus carabaya Goicoechea, Padial, Chaparro, Castroviejo-Fisher, & De La Riva, 2013
- Proctoporus cephalolineatus Garcia-Perez & Yustiz, 1995
- Proctoporus chasqui (Chávez, Siu-Ting, Duran, & Venegas, 2011)
- Proctoporus guentheri (Boettger, 1891) – Günther's lightbulb lizard
- Proctoporus iridescens Goicoechea, Padial, Chaparro, Castroviejo-Fisher, & De La Riva, 2013
- Proctoporus kiziriani Goicoechea, Padial, Chaparro, Castroviejo-Fisher, & De La Riva, 2013
- Proctoporus lacertus (Stejneger, 1913)
- Proctoporus laudahnae (Köhler & Lehr, 2004)
- Proctoporus machupicchu Mamani, Goicoechea, & Chaparro, 2015 – Machu Picchu Andean lizard
- Proctoporus oreades Chavez, Siu-Ting, Duran, & Venegas, 2011
- Proctoporus pachyurus Tschudi, 1845
- Proctoporus rahmi (De Grijs, 1936)
- Proctoporus spinalis (Boulenger, 1911)
- Proctoporus sucullucu Doan & Castoe, 2003
- Proctoporus unsaacae Doan & Castoe, 2003
- Proctoporus xestus (Uzzell, 1969)
References
- 1 2 Goicoechea, N.; Padial, J.M.; Chaparro, J.C.; Castrovejo-Fisher, S.; De la Riva, I. (2012). "Molecular phylogenetics, species diversity, and biogeography of the Andean lizards of the genus Proctoporus (Squamata: Gymnophthalmidae)". Molecular Phylogenetics and Evolution. 65: 953–964. doi:10.1016/j.ympev.2012.08.017.
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