Gods Unchained Transfers 6 Million Cards Over Ethereum in 3 Days

  • Blockchain card game Gods Unchained has registered a record number of transactions on the Ethereum ERC-721 standard.
  • Despite eclipsing CryptoKitties transactions in a matter of days, Gods Unchained is not clogging up the blockchain.
  • The Gods Unchained marketplace will soon go live and provide a useful test-case for the future of Ethereum gaming.

Crypto asset market research firm CoinMetrics has confirmed a huge spike in blockchain card trading over the last three days. The bulk of the transactions have come from the Hearthstone-inspired game Gods Unchained.

According to CoinMetrics, transactions in the Ethereum ERC-721 standard spiked 4x to record a staggering 3.7 million exchanges on Nov. 17.

What Is Gods Unchained & ERC-721?

Gods Unchained is a decentralized digital card game that allows players to own cards and verify that ownership via a blockchain.

All players receive a free set of untradable cards while rarer cards can be bought or earned through in-game play. Those cards can then be sold or traded on an Ethereum marketplace.

Unlike traditional games, blockchain integration means you take complete ownership of your digital assets. In the old model you could potentially lose thousands of hours of in-game hustle if, for example, a publisher goes bust.

Ethereums’s ERC-721 standard facilitates this. More commonly known as non-fungible tokens, NFTs differ from the more familiar ERC-20 standard which spawned the 2017 altcoin euphoria. NFTs in contrast are completely unique and specifically tied to an Ethereum owner’s wallet.

Transactions spike in the ERC-721 standard | Source: Twitter

Ethereum Holding Strong in the Wake of the Transfers

Those who’ve been in the crypto space for a few years will remember another digital collectible phenomenon. In 2017, CryptoKitties stormed the Ethereum network while simultaneously revealing some major scalability issues.

Now thanks to efficient batching, Gods Unchained developer Immutable is proving that scalability is…

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