Crassispira mennoi
Crassispira mennoi is a species of sea snail, a marine gastropod mollusk in the family Pseudomelatomidae.[1]
Crassispira mennoi | |
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Scientific classification | |
Kingdom: | Animalia |
Phylum: | Mollusca |
Class: | Gastropoda |
Clade: | Caenogastropoda |
Clade: | Hypsogastropoda |
Clade: | Neogastropoda |
Superfamily: | Conoidea |
Family: | Pseudomelatomidae |
Genus: | Crassispira |
Species: | C. mennoi |
Binomial name | |
Crassispira mennoi De Jong & Coomans, 1988 | |
Description
The length of the shell attains 4.4 mm.
Distribution
This species occurs in the Caribbean Sea off Curaçao
gollark: The category of Macrons is equivalent to the homotopy category of the category with weak equivalences PSh(C)PSh(C) with the weak equivalences given by W=W = local isomorphisms. The converse is also true: for every left exact functor L:PSh(S)→PSh(S)L : PSh(S) \to PSh(S) (preserving finite limits) which is left adjoint to the inclusion of its image, there is a Grothendieck topology on SS such that the image of LL is the category of Macrons on SS with respect to that topology.
gollark: What if Macron literally LLVM backend?
gollark: It was hilarious.
gollark: We convinced Firecubez that Macron was a real language.
gollark: If we define Macron as the category Sh(S)Sh(S) of (set-valued) macrons on a (small) site SS, which is a Grothendieck topos, then the category of macrons on (C,J)(C,J) is the full subcategory of the category of premacrons.
References
- Crassispira mennoi Jong & Coomans, 1988. Retrieved through: World Register of Marine Species on 4 April 2010.
External links
- Tucker, J.K. (2004). "Catalog of recent and fossil turrids (Mollusca: Gastropoda)" (PDF). Zootaxa. 682: 1–1295.
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