Home / quanta (QNTU) Historical Data | Current QNTU Price Charts, Live History

quanta (QNTU) Historical Data | Current QNTU Price Charts, Live History

Dynamic and history value of price QNTU. Maximal value of price quanta was 0.000265$ - 2021-01-19 12:00:14, Minimal price of QNTU was 0.00006827$ value and fixed at 2020-10-21 00:00:16. Today price of quanta is : 0$

About quanta

Creating blockchain-based gaming alternatives has been a recognized possibility for nearly a decade. Few decentralized gaming projects, however, have really taken into account the implications of government regulation. Every day, regulators close innovative projects, largely due to the arrogance of their founders regarding the law. The Quanta lottery, founded by experts in «fintech» and «regtech», is the first decentralized gaming organization that manages to combine advanced decentralization techniques, such as the generation of random numbers (RNG) with smart contracts, with compliant commercial practices. Regulation government The main technical innovation of Quanta lies in the way the lottery winners will be selected: the RNG protocol promoted by Ethereum called «RANDAO». This RANDAO feature has been thoroughly tested by NMI and has received a remote gaming operator license on the Isle of Man. This makes Quanta the first blockchain lottery that legally works anywhere in the world. Quanta is expected to solve many problems that the lottery industry is currently facing worldwide. As a platform, Quanta will form the basis of a complete ecosystem, with the lottery at the center. A cryptotokens system will enable secure interactions and transactions between Quanta participants, including advertisers (affiliates), white label licensees, RANDAO participants, players and other community members. In terms of vision, Quanta’s goal is to provide universal access to fair lottery services, both for entertainment and charity purposes. The goal of this document is to develop this vision and raise awareness among readers of the true humanitarian potential of the lottery.