Blockchain

If a user’s bank is hacked, the client’s private information is at risk. If the client’s bank collapses or the client lives in a country with an unstable government, the value of their currency may be at risk. In 2008, several failing banks were bailed out—partially using taxpayer money. These are the worries out of which Bitcoin was first conceived and developed. By integrating blockchain into banks, consumers can see their transactions processed in as little as 10 minutes—basically the time it takes to add a block to the blockchain, regardless of holidays or the time of day or week.

The government of Japan recognizes the legitimacy of allcoinss.com and cryptocurrencies. Buterin publishes “Ethereum Project" paper suggesting that blockchain has other possibilities besides Bitcoin (e.g., smart contracts). According to Accenture, an application of the diffusion of innovations theory suggests that blockchains attained a 13.5% adoption rate within financial services in 2016, therefore reaching the early adopters' phase.

Because of the decentralized nature of Bitcoin’s blockchain, all transactions can be transparently viewed by either having a personal node or using blockchain explorers that allow anyone to see transactions occurring live. https://canvas.instructure.com/eportfolios/800518/milokhcy141/Ethereum_Price_Chart_Eth Each node has its own copy of the chain that gets updated as fresh blocks are confirmed and added. This means that if you wanted to, you could track Bitcoin wherever it goes.

If you have ever spent time in your local Recorder’s Office, you will know that the process of recording property rights is both burdensome and inefficient. Today, a physical deed must be delivered to a government employee at the local recording office, where it is manually entered into the county’s central database and public index. In the case of a property dispute, claims to the property must be reconciled with the public index.

Vaynernfts Head Of Strategy: An Executives Guide To Nfts

Just like a digital form of cash, crypto can be used to buy everything from your lunch to your next home. Unlike cash, crypto uses https://allcoinss.com to act as both a public ledger and an enhanced cryptographic security system, so online transactions are always recorded and secured. Permissioned blockchains use an access control layer to govern who has access to the network. In contrast to public blockchain networks, validators on private blockchain networks are vetted by the network owner. They do not rely on anonymous nodes to validate transactions nor do they benefit from the network effect. Permissioned blockchains can also go by the name of 'consortium' blockchains.

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"