The popular British crime drama Peaks Louvres will surpass TV with a new blockchain-powered video game scheduled to be released in 2026.
Developed by Anonymous Lab in collaboration with Banijay Rights, the project will enable players to enter the First War of Birmingham and experience the series’ famous tough environment.
While the game will feature marked in-game currency and interactive action sequences, there have been few details about the game mechanics or underlying blockchain technology to date.


What do we expect from the game?
The upcoming Peaky Blinders project is described as a wider “ecosystem” rather than a single video game with a variety of interactive experiences.
After World War I, players will conduct virtual Birmingham in Birmingham, encounter action-driven gameplay and use token currency in the gaming environment. It has not been confirmed which blockchain network will support the game, or whether it will include blockchain-based assets (such as NFTS).
The anonymous lab that previously launched Simon’s Cat Meme Coin has not published details about the economic structure of the game, nor how the token system runs outside the general reference of the Web3 framework. The company notes that the game is designed to attract long-term fans of the series and new players interested in the digital gaming experience.


Who is behind this project?
The game was developed by anonymous lab, which focuses on creating blockchain projects based on well-known knowledge attributes. Their early project, Simon’s Cat Token on the BNB chain, reached a market cap of about $45 million at a recent market rally.
The Banijay rights to manage Peaky Blinders’ global distribution and license have led to the agreement and will oversee its expansion into the Web3 space.
Peaky Blinders, which aired from 2013 to 2022 and aired by Cillian Murphy, has maintained a strong global follower and is currently improving due to its availability on Netflix. The new game represents an effort to expand the brand into a digital and blockchain-driven space.