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  1. Summaries. John Beckwith and Jeremy Grey, a pair of committed womanizers who sneak into weddings to take advantage of the romantic tinge in the air, find themselves at odds with one another when John meets and falls for Claire Cleary. Two friends, John (played by Owen Wilson) and Jeremy (Vince Vaughn), crash weddings to pick up women.

  2. Divorce mediators John Beckwith and Jeremy Grey are business partners and lifelong friends who share one truly unique springtime hobby, crashing weddings! 9,921 IMDb 7.0 1 h 59 min 2005. X-Ray R. Comedy · Romance · Charming · Strange. Available to rent or buy.

  3. Aug 7, 2020 · Check out the official Wedding Crashers (2005) Trailer starring Rachel McAdams! Let us know what you think in the comments below. Watch on FandangoNOW: http...

    • 1 min
    • 310.3K
    • Rotten Tomatoes Classic Trailers
  4. Release Date: July 15, 2005The outrageous comedy "Wedding Crashers" stars Vince Vaughn and Owen Wilson as divorce mediators and lifelong friends who have nev...

    • 2 min
    • 97.6K
    • TrailersPlaygroundHD
  5. Academy Award-nominated Owen Wilson ("The Royal Tenenbaums" "Starsky and Hutch") and Vince Vaughn ("Dodgeball: A True Underdog Story," "Old School") star as John Beck with and Jeremy Klein, two partying divorce attorneys - and committed womanizers - who have figured out a surefire way to meet women: they crash weddings. But the guys' happy-go-lucky lives change abruptly when John unexpectedly ...

  6. Things become even more complicated when the men discover that the object of John's affection is the daughter of the United States Secretary of the Treasury in the engaging romantic comedy Wedding Crashers. Comedy 2005 1 hr 59 min. 75%. 17+. R. Starring Owen Wilson, Vince Vaughn, Christopher Walken. Director David Dobkin.

  7. Wedding Crashers (Uncorked Edition) Owen Wilson and Vince Vaughn star as John Beck and Jeremy Klein, two partying divorce attorneys and committed womanizers, who have figured out a surefire way to meet women. The price before discount is the median price for the last 90 days.