After The Success Of The Silent Hill 2 Remake, Bloober Has Revealed The Release Window For Cronos: The New Dawn
has finally been given a release window amid its developers' recent success. is the planned next title by Bloober Team, the studio behind the recent remake. Putting its planned future Konami collaborations on the back burner, it looks like Bloober will focus on a completely original IP next.
will now be released sometime in 2025, as was revealed during a recent Xbox Partner Preview. In an interview with , director/producer Jacek Zieba claims that Bloober is leaving its checkered past behind, saying, "" With a new focus on original IP and the proven success of the remake behind it, Bloober appears to be turning over a new leaf.
Bloober Team defied expectations and released a compelling remake of the classic Silent Hill 2, meaning there’s an obvious route for its next project.
Much like Bloober's other output, is a third-person survival horror game, this time set in a grim, post-apocalyptic future. It appears to have a greater focus on combat than the remake, as players scour a wasteland filled with bloodthirsty zombies. They'll occasionally find portals that return them to 1980s Poland, where they hope to better understand the cataclysmic event that brought about their terrible present.
Despite initial concerns about Bloober's handling of the source material, the remake has been a major critical success. With a score of 86 on Metacritic at the time of writing, it's generally been hailed as a faithful adaptation, capturing much of what players loved about the original without changing its emotional core. It received an 8/10 score in its review on .
Once known for its budget titles on the Nintendo DS, and a critically panned clone,, Bloober Team has not always been synonymous with success. It eventually found its niche in the horror genre with the release of in 2016, but still has yet to totally shake that bad reputation. It's gained some acclaim for putting out simple, yet evocative walking simulators like, but further evolved its formula in. For the first time, one
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