The highly anticipated onchain auction for the PSA 10-graded 1999 1st Edition Holographic Charizard Pokémon card has commenced, as announced by Polygon (MATIC) Labs and Courtyard.io. This event marks a significant milestone in the world of collectibles, integrating blockchain technology with traditional trading card collecting.

The Charizard Grail

Renowned for its rarity and status, the Charizard card has previously set records with sales reaching $420,000. The card to be auctioned is one of only 125 PSA 10-graded Charizard cards, valued at approximately $250,000. The card will be secured in a Brink’s vault, ensuring its safety throughout the auction process.

Onchain Auction and Tokenization

The auction is hosted on Courtyard.io, a platform built on Polygon PoS. The process involves three crucial steps: secure storage, digital representation, and blockchain minting. The card is stored securely, digitally modeled, and then tokenized as an NFT, representing ownership on the Polygon PoS blockchain.

This tokenization unlocks various possibilities for collectors, including fractional ownership, increased liquidity, and enhanced security. Collectors can engage in trading without the constraints of physical location, with the blockchain ensuring transparent and tamper-proof records.

Supporting Web3 Projects

Several Web3 projects are supporting the auction. Quickswap will provide community updates, while Teller allows collectors to use their graded Charizard cards as loan collateral. Memecoin launchpad wen.markets will facilitate Charizard-themed memecoins, and Polymarket will host a prediction market for the auction’s final price.

The Future of Collectibles

This auction not only celebrates a beloved collectible but also demonstrates the potential of Web3 to transform the world of physical assets. As blockchain technology continues to evolve, the integration of digital and physical realms offers exciting opportunities for collectors and investors alike.

The Charizard auction is live on Courtyard.io. For more information, visit the Polygon Labs blog.

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