Conus magellanicus

Conus magellanicus is a species of sea snails, marine gastropod molluscs in the family Conidae, the cone snails and their allies.[1]

Conus magellanicus
Apertural and abapertural views of shell of Conus magellanicus Hwass in Bruguière, J.G., 1792
Scientific classification
Kingdom: Animalia
Phylum: Mollusca
Class: Gastropoda
Clade: Caenogastropoda
Clade: Hypsogastropoda
Clade: Neogastropoda
Superfamily: Conoidea
Family: Conidae
Genus: Conus
Species:
C. magellanicus
Binomial name
Conus magellanicus
Hwass in Bruguière, 1792
Synonyms[1]
  • Conus (Dauciconus) magellanicus Hwass in Bruguière, 1792 · accepted, alternate representation
  • Conus cidaris Kiener, 1845>
  • Conus ornatus G. B. Sowerby I, 1833 (junior secondary homonym of Cucullus ornatus Röding, 1798)
  • Conus speciosissimus Reeve, 1848
  • Magelliconus magellanicus (Hwass in Bruguière, 1792)
  • Purpuriconus magellanicus (Hwass in Bruguière, 1792)

Like all species within the genus Conus, these snails are predatory and venomous. They are capable of "stinging" humans, therefore live ones should be handled carefully or not at all.

Distribution

This species occurs in the Caribbean Sea off Panama, Mexico, Guadeloupe and Martinique.

Description

The maximum recorded shell length is 26 mm.[2] The smooth shel lshows distant revolving striae, the upper ones nearly obsolete. The spire is concavely depressed, with a raised pink apex and is somewhat tuberculate. Its color is yellowish with a band of irregular white blotches dotted and shaded with chestnut in the center, and smaller ones at the upper part and base.[3]

Habitat

Minimum recorded depth is 0 m.[2] Maximum recorded depth is 26 m.[2]

gollark: <@!714406501346967572> 0.4 offense, but if you could easily prove the Collatz conjecture with relatively simple maths someone already would have,
gollark: I assume the 0/1/infinite solution thing is from something something linear algebra.
gollark: Ah. So the matrix maps the values of all the variables to the outputs of each equation, and the same output can be attained in multiple ways sometimes.
gollark: No, I mean how do you use that to get intuition for number of solutions of some equations.
gollark: I've seen it with intersecting lines/planes(/hyperplanes), how does it work to interpret it as a transformation?

References
  1. Conus magellanicus Hwass in Bruguière, 1792. Retrieved through: World Register of Marine Species on 27 March 2010.
  2. Welch J. J. (2010). "The "Island Rule" and Deep-Sea Gastropods: Re-Examining the Evidence". PLoS ONE 5(1): e8776. doi:10.1371/journal.pone.0008776.
  3. G.W. Tryon (1884) Manual of Conchology, structural and systematic, with illustrations of the species, vol. VI; Philadelphia, Academy of Natural Sciences
  • The Conus Biodiversity website
  • Cone Shells - Knights of the Sea
  • "Magelliconus magellanicus". Gastropods.com. Retrieved 16 January 2019.
This article is issued from Wikipedia. The text is licensed under Creative Commons - Attribution - Sharealike. Additional terms may apply for the media files.