Search results
Results From The WOW.Com Content Network
"Galentine's Day" is the 16th episode of the second season of the American comedy television series Parks and Recreation, and the 22nd overall episode of the series. It originally aired on NBC in the United States on February 11, 2010.
The Honeymooners Valentine Special (1978) Bugs Bunny's Valentine (1979/CBS) The Popeye Valentine Special: Sweethearts at Sea (1979/CBS) The Pink Panther in: Pink at First Sight (1981/ABC) Someday You'll Find Her, Charlie Brown (1981/CBS) The Berenstain Bears' Comic Valentine (1982/NBC) The Valentine's Day that Almost Wasn't (1982)
Many resorts and restaurants offer Galentine's themed package deals. [5] Galentine's Day luncheon in Maryland. An advice column in The Sunday Telegraph described the protocol of Galentine's Day: [5] Just remember that Galentine's Day was born out of rebel spirit, intended as a rebuff to the conventions of Valentine's Day.
Grab your BFFs, it’s Galentine’s Day! Amy Poehler’s Parks and Recreation character, Leslie Knope, invented the holiday in 2010 to celebrate sisterhood one day before Valentine’s Day ...
Three episodes in the series discuss Galentine’s Day, beginning with season 2, episode 16, when the unofficial holiday celebration was first introduced. The episode, called “Galentine’s Day ...
For others, a far more exciting event takes precedence – Galentine’s Day, which falls on 13 February every year. As the name would suggest, Galentine’s Day is a celebration of female friendship.
The show's original line-up was Aziz Ansari as Tom Haverford, an administrator; Nick Offerman as Ron Swanson, head of the Parks and Recreation department and Leslie's superior; Aubrey Plaza as April Ludgate, an intern; Jim O'Heir as Jerry Gergich and Retta as Donna Meagle, other employees of the Parks and Recreation department; Chris Pratt as ...
Galentine’s Day is arguably one of the best days of the year; you get to spend a day appreciating the love you and your girls have for one another (and maybe enjoy some wine in the process!). If ...