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- Classification
- Region
- Group
- Taxa, synonyms
- Bibliography
- Figures
Etyma icima
Etyma icima is the scientific name of a group -also called lamiines or flat-faced longhorned beetles-
Etyma icima Galileo & Martins, 2012
Galileo, M.H.M. & Martins, U.R. are the authors of the original taxon.
The type specimen used for original description is cited from Quintana Roo.
Etyma icima Galileo & Martins, 2012 is the full name of the group-species in the taxonomic classification system.
The species is combined with the genus Etyma ranked in the tribe Desmiphorini.
Classification
| kingdom | |
| Animalia | |
| ~1,200,000 sp. | |
| phylum | |
| Arthropoda | |
| ~1,000,000 sp. | |
| class | |
| Insecta | |
| ~830,000 sp. | |
| order | |
| Coleoptera | |
| ~350,000 sp. | |
| family | |
| Cerambycidae | |
| ~35,000 sp. | |
| subfamily | |
| Lamiinae | |
| 22,040 sp/ssp. | |
| tribe | |
| Desmiphorini | |
| 1,624 sp/ssp. | |
| genus | |
| Etyma | |
| 3 sp. | |
| species | |
| icima | |
Region
World [1]
Distribution for Etyma icima
Group
icima [1]
Subgroup of
Taxa, synonyms
1 taxon refers to Etyma icima
-
Etyma icima Galileo & Martins, 2012 [ type locality : Mexico, Quintana Roo, Cancun (Aereoporto) ]
Bibliography
Some citations found in the bibliography excluding lists and catalogs except with nomenclatural act or image or data
-
Etyma icima Galileo & Martins • Les Cahiers Magellanes • 2012 • n.s., 8 : 108 [ nov loc ill div ]details
Etyma icima Galileo & Martins • Les Cahiers Magellanes • 2012 • n.s., 8 : 108
General information
- description ; distinctive characters
- color photo, holotype, ♂
- new taxon/name
Distribution
- [locality type] Mexico, Quintana Roo : Cancun (Aereoporto)
-
Etyma icima ; Bezark & Santos-Silva • Zootaxa • 2022 • 5169 (6) : 584 [ div ]details
Etyma icima ; Bezark & Santos-Silva • Zootaxa • 2022 • 5169 (6) : 584
General information
- distinctive characters
Distribution
- Mexico, Quintana Roo
Figures
Some references with images to see in bibliography
- Holotype ♂ of Etyma icima Galileo & Martins, 2012 • see Galileo & Martins, 2012