Archive · 11 Sep 2026
Denise Richards and Casper Van Dien Reunite for Thriller
Denise Richards and Casper Van Dien are acting together again in a new thriller called No Free Lunch.
They last appeared together in Starship Troopers in the 1990s.
The new movie follows a mother and daughter whose college drop-off turns dangerous.
A former surgeon kidnaps them and forces them to play frightening games.
He has a disturbing plan connected to his dead mother.
Richards and Van Dien play investigators trying to find and rescue them.
The movie was filmed in Hamilton, Ontario.
Damian Lee directed it, and the film is expected to come out in spring 2027.
Denise Richards and Casper Van Dien have reunited on-screen for the thriller No Free Lunch.
The actors previously appeared together in the 1990s action film Starship Troopers.
Filming recently wrapped in Hamilton, Ontario, with Damian Lee directing.
The story follows a mother and daughter kidnapped after a college drop-off goes wrong.
No Free Lunch is scheduled for release in spring 2027, with Quiver Distribution handling domestic sales.
- Who
- Denise Richards, Casper Van Dien, Arcadia Kendal, Lara Daans, Sebastian Pigott, and other cast members are involved.
- What
- No Free Lunch is a thriller about a kidnapped mother and daughter and the investigators trying to save them.
- When
- Filming recently wrapped, and the film is due for release in spring 2027.
- Where
- The film was shot in Hamilton, Ontario.
- Why
- In the story, detectives and FBI agents pursue a kidnapping case to rescue the mother and daughter.
- Film
- No Free Lunch
- Lead reunion
- Denise Richards and Casper Van Dien are working together on-screen for the first time since Starship Troopers.
- Director
- Damian Lee
- Production
- Produced by Bennet De Brabandere of Horizon Line and executive-produced by Richard Salvatore of March On.
- Filming location
- Hamilton, Ontario
- Release timing
- Spring 2027
- Distribution
- Quiver Distribution is handling domestic sales, while Red Sea Media is handling international distribution.