Making Sense Of Bitcoin And Blockchain Technology

This way, no single node within the network can alter information held within it. Blockchain announcements continue to occur, although they are less frequent and happen with less fanfare than they did a few years ago. Still, blockchain technology has the potential to result in a radically different competitive future for the financial services industry.

Many governments were quick to jump into crypto, but few have a staunch set of codified laws regarding it. Additionally, crypto is incredibly volatile due to those aforementioned speculators. It then jumped to about $16,000 a token in 2018, dipped to around $3,100, then has since increased to more than $60,000. Lack of stability has caused some people to get very rich, while a majority have still lost thousands. Making a change to any block earlier in the chain requires re-mining not just the block with the change, but all of the blocks that come after.

  • Currently, there are at least four types of blockchain networks — public blockchains, private blockchains, consortium blockchains and hybrid blockchains.
  • Whenever a new block is added to the blockchain, every computer on the network updates its blockchain to reflect the change.
  • Given the size of the sums involved, even the few days that the money is in transit can carry significant costs and risks for banks.

A hard fork is a rule change such that the software validating according to the old rules will see the blocks produced according to the new rules as invalid. In case of a hard fork, all nodes meant to work in accordance with the new rules need to upgrade their software. If one group https://dominickwnul.bloggersdelight.dk/2022/04/29/cryptocurrencies-news-prices-2/ of nodes continues to use the old software while the other nodes use the new software, a permanent split can occur.

●A strategist’s guide to blockchain examines the potential benefits of this important innovation—and also suggests a way forward for financial institutions. Explore how others might try to disrupt your business with blockchain technology, and how your company could use it to leap ahead instead. From a business perspective, it’s helpful to think of blockchain technology as a type of next-generation business process improvement software. Blockchain is challenging the current status quo of innovation by letting companies experiment with groundbreaking technology like peer-to-peer energy distribution or decentralized forms for news media. Much like the definition of blockchain, the uses for the ledger system will only evolve as technology evolves. Tokens can be music files, contracts, concert tickets or even a patient's medical records.

The reason for this is accusations of blockchain-enabled cryptocurrencies enabling illicit dark market trade of drugs, weapons, money laundering, etc. A common belief has been that cryptocurrency is private and untraceable, thus leading many actors to use it for illegal purposes. This is changing and now specialised tech companies provide blockchain tracking services, making crypto exchanges, law-enforcement and banks more aware of what is happening with crypto funds and fiat-crypto exchanges.

Real

Public https://www.coincdesk.com/learn/what-is-an-ico/s have many users and there are no controls over who can read, upload or delete the data and there are an unknown number of pseudonymous participants. In comparison, private blockchains also have multiple data sets, but there are controls in place over who can edit data and there are a known number of participants. Blockchain mining — the peer-to-peer computer computations by which transactions are validated and verified — requires a significant amount of energy. In June 2018 the Bank for International Settlements criticized the use of public proof-of-work blockchains for their high energy consumption. In 2021, a study by Cambridge University determined that Bitcoin (at 121 terawatt-hours per year) used more electricity than Argentina and the Netherlands . According to Digiconomist, one bitcoin transaction required 708 kilowatt-hours of electrical energy, the amount an average U.S. household consumed in 24 days.

Therefore, blockchains are resistant to modification of their data because once recorded, the data in any given block cannot be altered retroactively without altering all subsequent blocks. The goal of blockchain is to allow digital information to be recorded and distributed, but not edited. In this way, a blockchain is the foundation for immutable ledgers, or records of transactions that cannot be altered, deleted, or destroyed. This is why blockchains are also known as a distributed ledger technology . A simple analogy for understanding blockchain technology is a Google Doc.

At that rate, it’s estimated that the blockchain network can only manage about seven transactions per second . Although other cryptocurrencies such as Ethereum perform better than bitcoin, they are still limited by blockchain. Although blockchain can save users money on transaction fees, the technology is far from free. For example, the PoW system which the bitcoin network uses to validate transactions, consumes vast amounts of computational power. In the real world, the power from the millions of computers on the bitcoin network is close to what Norway and Ukraine consume annually.

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"