Osgood Perkins

Osgood Perkins

1974. február 2.
New York City, New York, USA
Színész
Ismert filmek és sorozatok: A majom, Nem, Star Trek, A titkárnő, Doktor szöszi
Osgood Robert "Oz" Perkins II (born February 2, 1974) is an American film director, writer and actor. He was born in New York City, New York, the elder son of the actor Anthony Perkins and the photographer and actress Berry Berenson. Perkins's first acting role was in 1983's "Psycho II", in which he briefly appeared as the twelve-year-old version of the Norman Bates character his father had created. Since then, he has appeared in the 1993 film adaptation of the play "Six Degrees of Separation", the 2001 film "Legally Blonde" as, Dorky David, and he also appeared in "Not Another Teen Movie" and "Secretary", and on episodes of "Alias" and other television shows. He also has a brief role in the 2009 film "Star Trek" as a Starfleet Academy trainee. In the award winning indie film "La Cucina" he plays Chris, opposite Leisha Hailey. He also had a brief role in the 2022 film "Nope" as Fynn Bachman. He wrote and directed the horror films "The Blackcoat's Daughter" (2015), "I Am the Pretty Thing That Lives in the House" (2016), "Gretel & Hansel" (2020) and "Longlegs" (2024). His next film, "The Monkey", is due for release in 2025. He also wrote and directed an episode of "The Twilight Zone" (2019).
Született 1974. február 2.
Életkor 52 év
Filmek száma 8
Sorozatok száma 0
Népszerűség 17.1
Aktív évek 1983 – 2025
Legismertebb szerepei
Teljes filmográfia 8 alkotás
Év Cím Típus Szerep
2025 A majom Film Uncle Chip
2022 Nem Film Fynn Bachman
2009 Star Trek Film Enterprise Communiations Officer
2002 A titkárnő Film Jonathan
2001 Doktor szöszi Film Dorky David
1994 Farkas Film Cop
1993 Hatszoros ölelés Film Woody
1983 Psycho 2 Film Young Norman
Személyes adatok
Születési dátum: 1974. február 2.
Születési hely: New York City, New York, USA
Eredeti név: Osgood Perkins
Foglalkozás: Színész
Aktív évek: 1983 – 2025
Népszerűség & Értékelés
8.5
8 értékelhető cím alapján
5
68%
4
22%
3
7%
2
3%