The Ghostbusters Collection comprises of a series of enthralling films that have captivated audiences since the 1980s. The collection kicks off with the iconic "Ghostbusters," a 1984 American supernatural comedy film directed and produced by Ivan Reitman and written by Dan Aykroyd and Harold Ramis. This cinematic masterpiece stars Bill Murray, Aykroyd, and Ramis as three eccentric parapsychologists who embark on a unique entrepreneurial venture in New York City - a ghost-catching business. The film, with its perfect blend of humor and spine-tingling paranormal elements, became an instant hit. Its success paved the way for a sequel, "Ghostbusters II," which was released in 1989. This sequel continues the original's legacy of mixing laughter and thrills, keeping the audience hooked till the very end.
The collection then leaps forward in time to "Ghostbusters: Afterlife," a 2021 supernatural comedy film directed and co-written by Jason Reitman. Set thirty years after the events of the original films, the story follows a single mother and her two children who move to a small town, where they discover their connection to the original Ghostbusters and their grandfather's secret legacy. The cast includes Carrie Coon, Finn Wolfhard, McKenna Grace, and Paul Rudd, with cameos from the original cast members. "Ghostbusters: Afterlife" is a nostalgic return to the Ghostbusters universe and showcases how the spirit of the original films continues to survive and thrive.
The final installment in the collection, "Ghostbusters: Frozen Empire," is yet to be released, promising an icy adventure that takes the Ghostbusters to the Arctic. The plot, still under wraps, is expected to feature a new ghostly challenge that tests the team's ingenuity and courage. The Ghostbusters Collection is a must-watch for anyone who loves a perfect mix of laughter, adventure, and supernatural thrills. Each film offers a unique take on ghostbusting and a delightful journey into the unknown.
Reference(s):
- "Ghostbusters." IMDb, IMDb.com, www.imdb.com/title/tt
