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Splitting Heirs Poster

Splitting Heirs

A wickedly funny comedy of Royal proportions
1993 | 87m | English

(4786 votes)

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Popularity: 3 (history)

Director: Robert Young
Writer: Eric Idle
Staring:
Details

A member of the English upper class dies, leaving his estate and his business to an American, whom he thinks is his son who was lost as a baby and then found again. An Englishman who thinks he is an Indian comes to believe that he is actually the heir. He comes to hate the American who is his boss, his friend, and the man who has stolen the woman after whom he lusts.
Release Date: Apr 02, 1993
Director: Robert Young
Writer: Eric Idle
Genres: Comedy
Keywords dark comedy, inheritance, incest
Production Companies Universal Pictures, Prominent Features
Box Office Revenue: $3,200,000
Budget: $0
Updates Updated: Feb 01, 2025
Entered: Apr 13, 2024
Trailers and Extras

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International Posters

Full Credits

Name Character
Eric Idle Tommy Butterfly Rainbow Peace Patel
Rick Moranis Henry Bullock
Barbara Hershey Duchess Lucinda
Catherine Zeta-Jones Kitty
John Cleese Raoul P. Shadgrind
Sadie Frost Angela
Stratford Johns Butler
Brenda Bruce Mrs. Bullock
William Franklyn Andrews
Eric Sykes Jobson the Doorman
Paul Brooke Tour Guide
Cal MacAninch CID Officer
Gary Lineker Couple at Restaurant
Michelle Lineker Couple at Restaurant
Paul Weston French Driver
Richard Huw Brittle
Louise Downie Doreen
Madge Ryan Woman with Dog
Charu Bala Chokshi Mrs. Patel
Name Job
Eric Idle Writer
Michael Kamen Original Music Composer
Robert Young Director
Michelle Guish Casting
John Jympson Editor
John Beard Production Design
Tony Pierce-Roberts Director of Photography
Trevor Wright Assistant Director
Name Title
Eric Idle Executive Producer
Redmond Morris Producer
Simon Bosanquet Producer
Organization Category Person
Popularity Metrics

Popularity History


Year Month Avg Max Min
2024 4 10 20 5
2024 5 14 26 6
2024 6 9 22 4
2024 7 10 17 5
2024 8 10 20 5
2024 9 7 10 5
2024 10 9 18 5
2024 11 8 21 4
2024 12 8 18 4
2025 1 8 14 4
2025 2 5 8 2
2025 3 4 6 1
2025 4 2 3 1
2025 5 2 3 1
2025 6 1 1 1
2025 7 0 0 0
2025 8 0 1 0
2025 9 1 1 0
2025 10 2 3 1

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