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Screaming in High Heels: The Rise & Fall of the Scream Queen Era Poster

Screaming in High Heels: The Rise & Fall of the Scream Queen Era

A Scream Come True
2011 | 63m | English

(381 votes)

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Popularity: 7 (history)

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Three girls living in Los Angeles, CA in the 1980s found cult fame when they "accidentally" transitioned from models to B-movie actresses, coinciding with the major direct-to-video horror film boom of the era. Known as "The Terrifying Trio," Linnea Quigley (The Return of the Living Dead), Brinke Stevens (The Slumber Party Massacre) and Michelle Bauer (The Tomb), headlined upwards of ten films per year, fending off men in rubber monster suits, pubescent teenage boys, and deadly showers. They joined together in campy cult films like Sorority Babes in the Slimeball Bowl-a-Rama (1988) and Nightmare Sisters (1987). They traveled all over the world, met President Reagan, and built mini-empires of trading cards, comic books, and model kits. Then it all came crashing down. This documentary remembers these actresses - and their most common collaborators - on how smart they were to play stupid
Release Date: May 05, 2011
Director: Jason Paul Collum
Writer: Jason Paul Collum
Genres: Documentary
Keywords videotape
Production Companies
Box Office Revenue: $50,000
Budget: $0
Updates Updated: Aug 04, 2024
Entered: Apr 30, 2024
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Full Credits

Name Character
Linnea Quigley Herself
Fred Olen Ray Himself
Brinke Stevens Herself
Michelle Bauer Herself
David DeCoteau Himself
Kenneth J. Hall Himself
John Henry Richardson Himself
Richard Gabai Himself
Ted Newsom Himself
Name Job
Jason Paul Collum Director, Writer
Derrick Carey Editor
Anthony Masi Cinematography
Justin Propp Cinematography
Paul Meyer Original Music Composer
Name Title
Jason Paul Collum Producer
Organization Category Person
Popularity Metrics

Popularity History


Year Month Avg Max Min
2024 4 2 4 1
2024 5 4 7 3
2024 6 3 9 1
2024 7 4 11 2
2024 8 4 10 2
2024 9 4 6 2
2024 10 5 12 2
2024 11 3 7 1
2024 12 3 5 2
2025 1 3 6 2
2025 2 3 7 1
2025 3 2 5 1
2025 4 1 1 1
2025 5 1 1 1
2025 6 1 1 1
2025 7 0 0 0
2025 8 0 0 0
2025 9 2 6 0
2025 10 7 7 6

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