McLaren Racing Signs a Multi-year Partnership with Crypto Exchange OKX

McLaren Racing, a British motor racing team, has inked a multi-year deal with crypto exchange OKX (formerly OKEx) as the primary partner of McLaren Shadow esports Team and McLaren Formula 1 (F1) Team from this year. 

Starting at the 2022 Miami Grand Prix, OKX branding will be incorporated into McLaren MCL36 F1 cars, McLaren Shadow Team Kit, and McLaren F1 Team Kit. 

Moreover, the OKX brand will be placed on the helmets of leading McLaren F1 drivers Lando Norris and Daniel Ricciardo. 

Zak Brown, the CEO of McLaren Racing, pointed out:

“The first-ever Miami Grand Prix is the perfect occasion for us to launch this significant partnership, through which we will collaborate with OKX to take our fan experience to all new levels.”

Therefore, the strategic partnership will enable OKX to support McLaren’s global fan experience, enabling enthusiasts to enjoy product innovations and exciting opportunities. 

Brown welcomed this collaboration and stated:

“We are thrilled to announce this primary partnership with OKX ahead of the Miami GP. In a rapidly evolving field, OKX is a long-established crypto brand that brings innovation, analytics and accuracy to accomplish great things.”

To render more innovation on the OKX platform, Haider Rafique sees the partnership as a stepping stone towards heightened trade execution speeds because this requires ‘pit-like’ team collaboration and instincts.

The chief marketing officer at OKX added:

“The McLaren brand stands for everything that is great about F1. Speed, reliability, and performance are at the core of any top-class crypto trading platform.”

McLaren has been flexing its muscles in the crypto space because it recently entered the metaverse to showcase its luxury hypercars and supercars in NFTs or other digital artworks. 

With 80% of racing teams in the 2022 F1 grid featuring at least one crypto sponsor, Mercedes team principal Toto Wolff recently opined that cryptocurrencies are part of modern technology that cannot be ignored.

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