Fallow Deer
Dama dama
- KingdomAnimalia (Animals)
- PhylumChordata (Chordates)
- ClassMammalia (Mammals)
- OrderArtiodactyla (Even-toed Ungulates and Cetaceans)
- FamilyCervidae (Deer)
- GenusDama (European and Persian Fallow Deer)
- SpeciesDama dama (Fallow Deer)
About the Fallow Deer
The European fallow deer (Dama dama), also known as the common fallow deer or simply fallow deer, is a species of deer native to Eurasia. It is one of two living species of fallow deer alongside the Persian fallow deer (Dama mesopotamica). It is historically native to Turkey and possibly the Italian Peninsula, Balkan Peninsula, and the island of Rhodes near Anatolia. During the Pleistocene it inhabited much of Europe, and has been reintroduced to its prehistoric distribution by humans. It has also been introduced to other regions in the world.
Some taxonomists include the rarer Persian fallow deer as a subspecies (D. d. mesopotamica), with both species being grouped together as the fallow deer, while others treat it as a different species (D. mesopotamica). The white-tailed deer (Odocoileus virginianus) was once classified as Dama virginiana and the mule deer or black-tailed deer (Odocoileus hemionus) as Dama hemionus; they were given a separate genus in the 19th century.
The male fallow deer is known as a buck, the female is a doe, and the young a fawn. Globally, adult bucks are 140–160 cm (55–63 in) long, 85–95 cm (33–37 in) in shoulder height, and... Wikipedia →
Closest Relatives at Plitvice Lakes National Park
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