Other digital currencies have imitated this basic idea, often trying to solve perceived problems with bitcoin by building new cryptocurrencies on new blockchains. But advocates have seized on the idea of a decentralized, cryptographically secure database for uses beyond currency. Its biggest https://theleadbtc.org/ boosters believe blockchains can not only replace central banks but usher in a new era of online services that would be impossible to censor. These new-age apps, advocates say, would be more answerable to users and outside the control of internet giants like Google and Facebook.
Fresh thinking in blockchain, AI and IoT for supply chain Learn how Golden State Foods is using the immutability of blockchain to trace goods through its supply chain and help ensure food quality. Orphan blocks are valid blocks that are rejected from the blockchain because network lag allowed another block to be accepted first. In the late 1990s, cypherpunk Nick Szabo proposed using a blockchain to secure a digital payments system, known as bit gold .
But the time stamps ensure that data is added in the right order, and all participants have the latest version. The completed block is sent out across the network, where it's appended to the chain. Note that the network diagram has been simplified by replacing channel lines with connection points, shown as blue theleadbtc.org circles which include theleadbtc.org the channel number. This representation is more scalable because it eliminates crossing lines. We’ve achieved this simplification by focusing on the connection points between components and a channel, rather than the channel itself. Organization R4 updates the network configuration to make organization R1 an administrator too.
Industry
The European public sector is building its own blockchain services infrastructure, which should soon be interoperable with private sector platforms. This means blockchain systems can do more than store information about commercial transactions; they can also process commercial transactions too. This greatly expands the opportunities for using blockchain systems.
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"