Gaby
The inventor hiding behind the nickname The Q showcased a strange bicycle to the guests of his YouTube channel. It moves on two square wheels, which do not rotate during the ride. The wheels have treads like a tank. They are powered by chains and pedals.
Overall, the inventor has developed quite a few quirky models of rovers. However, the latest one has exceeded all expectations of fans of The Q’s engineering talent.
A craftsman posted a step-by-step video on YouTube showing the creation of his new two-wheeled friend. The YouTuber demonstrated the detailed production of square frames for the wheels. He adorned them with spokes, which in this case serve a purely decorative purpose. After all, the main driving function is assigned to the pedals, chains, and track tires.
By the way, at the end of this master class, the inventor simply removed the usual round wheels from his rover and replaced them with square ones.
So, the new prototype is functional, however strange that may sound. At first glance, it moves quite smoothly across a flat surface. However, using this vehicle is still problematic.
The bicycle feels quite good on a flat road but is completely uncomfortable on rough terrain. It struggles to turn corners. Additionally, the bike is unable to handle climbs, descents, and even small bumps.
The blogger called this bicycle “one of the craziest” among those he has ever created with his team. This project, in the YouTuber’s opinion, deserves significant attention.
As predicted by The Q, his video amazed numerous internet users. At the time of the article’s release in the publication Daily Mail The video on YouTube that showcased the latest bicycle model has been viewed by over 1.1 million people.
The inventor did not disclose how much it costs to construct this bicycle at home. It is also unclear if anyone will take on mass production of such a bike. rover Because if not, then why did the author create it? Perhaps just for the sake of the insane attention of the online community.
A video about creating a rover.
