The Karaoke King

The Karaoke King is a 2007 comedy film directed by Dan Mackler and JJ Ruscella. The film is loosely based on William Shakespeare's play, Julius Caesar.

The Karaoke King
Theatrical poster
Directed byDan Mackler
JJ Ruscella
Produced byBill Hill
JJ Ruscella
John J. Higgins
Dominick J. Salfi
Written byDonté Bonner
Jason Diller
Jaime Jessup
StarringKen Weiler
Anil Kumar
Annie Miesels
Release date
March 11, 2007
CountryUnited States
LanguageEnglish

Plot

It revolves around a fictional bar named Lil's in Central Florida, known as the birthplace of karaoke in the United States. For as long as anyone can remember, one man named Eddie Bowman has won the weekly Wednesday night karaoke competition. The film follows one fateful night where Eddie battles between his long-time girlfriend, Nikki, and his long-time nemesis, Rupert Goldfine to determine who is going to be the next reigning Karaoke King.

Cast

Ed Donovan as the Bar owner

  • Ken Wilder as Eddie Bowman
  • Anil Kumar as Rupert D. Goldfine
  • Lisa K. Bryant as Nikki Derringer
  • David Knoell as Devon Smallwood
  • Darlin Barry as Lil Derringer
  • Annie Meisels as Jenny Mae Mayweather
  • Aaron Kirkpatrick as Billy Mayweather
  • Brian Vernon as Harold DuPont
  • John Archer Lundgren as The Colonel
  • Hank Stone as Cooter
  • John Wayne Schaffer as Monty
  • Keston John as KJ Diggs
  • Donté Bonner as KJ Spins
  • Ron Zarr as Miss Fuji
  • Sam Singhause as Carl Derringer/Young Miss Fuji
  • Linda Landry as Young Lil
  • Tad Ingram as Jared/Health Inspector
  • Jenny Ashman as Madeline
  • Giancarlo Damiani as Manny
  • Ayla Harrison as Patrick
  • J.J. Ruscella as Herman
  • Chris Niess as Nelson
  • Fieli Deurs as Taka
  • Amanda Clark as Melissa

Many of the film's cast and crew included faculty and students from University of Central Florida.

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gollark: According to Wikipedia, which I just checked, which makes me an expert,> Gaussian optics is a technique in geometrical optics that describes the behaviour of light rays in optical systems by using the paraxial approximation, in which only rays which make small angles with the optical axis of the system are considered. In this approximation, trigonometric functions can be expressed as linear functions of the angles. Gaussian optics applies to systems in which all the optical surfaces are either flat or are portions of a sphere. In this case, simple explicit formulae can be given for parameters of an imaging system such as focal length, magnification and brightness, in terms of the geometrical shapes and material properties of the constituent elements.
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