Global content creator, producer and distributor, Endemol Shine Group, who represent a range of global ancillary rights for Peaky Blinders, in partnership with brand owner and producer Caryn Mandabach Productions and start-up immersive entertainment studio Maze Theory are proud to announce the BAFTA award-winning drama will be available in virtual reality Spring 2020.
This follows todayβs announcement (Friday 26th April), by Government Business Secretary Greg Clark, that Maze Theory have been awarded funding from the Governmentβs Audience of the Future Programme to develop the game with new cutting-edge AI performance technology. For the first time characters will respond to playersβ gestures, movement, voice, sound and body language and have human-like interactions.Β Each player will have a completely individual experience.
A Caryn Mandabach Productions and Tiger Aspect Production for the BBC, Peaky Blinders was created and written by Steven Knight. The series, which is distributed by Endemol ShineΒ International across more than 180 countries, has won multiple awards including the 2018 BAFTA for Best Drama Series and Best Drama at the 2019 National Television Awards.
Peaky Blindersβ fans and VR gaming enthusiasts can, for the first time, infiltrate the underground criminal world of the urban street gang. They will undertake a covert and unorthodox mission and defeat a rival gang.
If successful with the mission, they will earn their cap and be a fully-fledged member of the Peaky Blinders, every fanβs dream!
Players will come face-to-face with new and well-known characters, explore iconic locations in Small Heath, such as the Shelbyβs illegal betting shop, and be able to raise a virtual glass of Irish whiskey in The Garrison Pub. They will be immersed in Peaky Blindersβ world and the dramatic action that unfolds as the story progresses.
The game will be available across all VR platforms from Spring 2020 and be localised for key territories across the globe.
Government Business Secretary, Greg Clark, says:
βSuccess stories like Oscar-winning Wallace and Gromit and BAFTA-winning Peaky Blinders are part of the reason why our creative industries are truly world-leading β attracting audiences both here in the UK and internationally and helping create a sector already worth some Β£100 billion to our economy.β
βItβs why through our modern Industrial Strategy weβre investing to build on this huge global demand for UK creative content and ensure we lead the world in the next generation of entertainment.β
βThis backing will also give our home-grown talent the opportunity to lead the way in creating and using virtual and augmented reality technologies, remain at the cutting edge and create thousands of highly-skilled jobs.β
Russell Harding, Executive Producer at Maze Theory, says:
βThis is Maze Theoryβs first AI enhanced immersive drama and we are incredibly excited about the unrivalled and entirely new experience this gives players. They will literally be part of Peaky Blindersβ world and be able to interact with characters in ways no one can predict. Fans of the cult show have been calling out for this type of experience and weβre honoured to be giving it to them. This is future of entertainment!β
Peaky Blinders creator Steven Knight said:
βIβm really excited by the prospect of Peaky Blinders entering new territory.Β Β People who love the show will love the opportunity to immerse themselves in the world in such a total way.β
Anil Mistry,Β Director of Games & Gambling, Endemol Shine Group said,
βThis is a unique VR experience, developed with cutting edge technology, which will allow Peaky Blinders fans to totally immerse themselves in the world of the Shelby brothers. As we continue to explore exciting new ways for our audiences to enjoy their favourite show, this is a great addition to our growing Peaky Blinders games portfolio.β
Jamie Glazebrook, Executive Producer, Caryn Mandabach Productions said, βI couldnβt be more excited to see Peaky Blinders re-imagined as a VR Game and for our fans to have the chance to experience the series in this way.β


