Showing posts with label Dracula. Show all posts
Showing posts with label Dracula. Show all posts

Thursday, February 27, 2020

An Appreciation of Universal Horror's "Invisible Man" Franchise

Scene from The Invisible Man
This Friday will mark the latest interpretation of the H.G. Wells classic "The Invisible Man." Starring Elisabeth Moss, the updated version already has proven to be an intense update that finds the story tying more to themes of toxic masculinity than the feeling of not being seen. In fact, there have been many interpretations throughout the years, though few will ever be as interesting as the franchise that started it all. Back in the 1930s, the Universal Horror label did their best to create the cinematic icons of every horror character imaginable. Audiences are undoubtedly more familiar with Frankenstein, Dracula, and to a lesser extent The Wolf Man and The Creature from the Black Lagoon. However, there's one that exists in the fray and has a more interesting legacy over six films. The Invisible Man in 1933 started a franchise that was never as acclaimed or consistent as its peers, but it does serve as an interesting alternate path that horror could've gone down, embracing romantic comedy, World War II espionage thrillers, and the more general sense of camp. While it may have one of the weakest franchises of Universal Horror, it's easily the most fascinating.

Thursday, October 22, 2015

Theory Thursday: Bela Lugosi is Overrated

Bela Lugosi in Dracula
Welcome to a weekly column called Theory Thursdays, which will be released every Thursday and discuss my "controversial opinion" related to something relative to the week of release. Sometimes it will be birthdays while others is current events or a new film release. Whatever the case may be, this is a personal defense for why I disagree with the general opinion and hope to convince you of the same. While I don't expect you to be on my side, I do hope for a rational argument. After all, film is a subjective medium and this is merely just a theory that can be proven either way.