Legal
The AuctionX White Paper is for informational purposes only about the future development of the AuctionX blockchain-based decentralized online auction infrastructure layer and protocols. The AuctionX project roadmap in the White Paper outlines the plans of the AuctionX project team and does not constitute any binding commitment to any outside party. The development, release, and timing of any products, services, features, functionalities, or platforms remain at the sole discretion of VoxChain Ventures and is subject to change at any time.
The $AuX Token, the exclusive digital currency of the AuctionX platform, is a virtual token and lacks any tangible or physical manifestation, utterly devoid of any intrinsic value or worth. The $AuX Token is non-refundable and cannot be redeemed for cash or any other virtual or fiat currency of equivalent value by AuctionX or any of its partners or affiliates. $AuX Token hodlers have no claim to any part of AuctionX by way of ownership, revenue, shares, stake, dividends, facilities, assets, intellectual property, license rights, or information other than what the AuctionX leadership and governance team decides.
Within the bounds of the law, AuctionX, its principals, and its team members cannot be held liable for any losses or damages of any kind - in tort, contract, or otherwise - arising from the use of the contents of the White Paper. This includes but is not limited to loss of revenue, income, profits, or data. The information provided in the White Paper is for use at the sole discretion and risk of the reader/user.
The intentions outlined in the White Paper are forward-looking statements subject to changes in material political, economic, financial, social, regulatory, technological, and industry conditions. They do not constitute a promise, undertaking, or representation as to the future policies or performance of AuctionX.
It is assumed that by attending any physical or virtual presentation on or by accepting any hard or soft copy of this Whitepaper, you agree to be bound by the preceding limitations.
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