Auki Labs (AUKI) recorded a great price performance during the past seven days, as robotics coins gain momentum in the Web3 ecosystem. CoinGecko created a new category for robotics digital assets, supporting their advancement.
Auki Labs is a Web3 company that promises to make the physical world accessible to AI. It does this by building a “decentralized nervous system” for robots and intelligent machines.
AUKI Price Up By Over 72% in the Past 7 Days
During the past seven days, AUKI recorded a remarkable price gain of more than 72%, and it’s currently placed in the second position in terms of market cap in CoinGecko’s list of top robotics coins.
The “robotics coins” is a new category added by CoinGecko on its website.
PEAQ is the only digital asset sitting on top of AUKI at the moment.
At the moment of writing this article, AUKI is trading above $0.019, with a market cap of over $48 million. AUKI is up by almost 19% in the past 24 hours, continuing its ascendant trajectory.
Robotics Coins Rise in Web3
AUKI‘s price surge comes amidst a rise in robotics coins. This digital asset category is up by more than 12% in the past 24 hours in terms of market cap, nearing a total of $150 million. The 24-hour trading volume for robotics coins is over $5,4 million, and AUKI is the top trending robotics coin.
AUKI’s achievement was marked by Auki Network’s co-founder, Santeri Aramo, as well, via a recent post on X on September 5. He highlighted that robotics becomes a hotter category in Web3 this week, and noted that AUKI continues to gain momentum in the space.
Aramo also told followers to keep a close eye on the ecosystem to spot the new projects that get listed on CoinGecko’s new category of digital assets.
Aramo also noted that the technology built by Auki can transform the way we give AI access to our world, building a viable path that will help civilization scale projects in Web3.
Auki Labs is one of the most important names in the Web3 ecosystem that’s working to integrate AI into the physical world and has shown true efforts and results in this direction.
