Black-necked Stilt
Himantopus mexicanus
- KingdomAnimalia (Animals)
- PhylumChordata (Chordates)
- ClassAves (Birds)
- OrderCharadriiformes (Shorebirds and Allies)
- FamilyRecurvirostridae (Stilts and Avocets)
- GenusHimantopus (Typical Stilts)
- SpeciesHimantopus mexicanus (Black-necked Stilt)
About the Black-necked Stilt
The black-necked stilt (Himantopus mexicanus), also called the pied stilt, is a locally abundant shorebird of North and South American wetlands and coastlines. It is found from the coastal areas of California through much of the interior western United States and along the Gulf of Mexico as far east as Florida, then south through Central America and the Caribbean to Brazil, Peru and the Galápagos Islands, with an isolated population, the Hawaiian stilt, in Hawaii. The northernmost populations, particularly those from inland, are migratory, wintering from the extreme south of the United States to southern Mexico, rarely as far south as Costa Rica; on the Baja California peninsula it is only found regularly in winter. Some authorities, including the IUCN, treat it as a synonym of Himantopus himantopus.
The black-necked stilt was formally described in 1776 as Charadrius mexicanus by the German zoologist Philipp Statius Müller. The species is now placed in the genus Himantopus that was introduced in 1760 by the French ornithologist Mathurin Jacques Brisson.
Three subspecies are recognised: H. m. knudseni Stejneger, LH, 1887 – main Hawaiian Islands H. m. mexicanus (Müller... Wikipedia →
Global Distribution
Where this species is recorded worldwide. Restricted to human observations from 2019 onwards — the same kind of record and the same period the probabilities on this page are built from, so collar-tracking studies, camera-trap arrays and museum specimens are excluded. Around Santa Rosa that removes 5,924 GPS fixes from a handful of tagged jaguars.
where this species is recorded (GBIF density — it tracks where observers go, not how likely a sighting is) · parks where it occurs — tap a pin for the sighting probability there