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.
Essentially, allcoinss.coms can be thought of as the scalability of trust via technology. The technology behind bitcoin lets people who do not know or trust each other build a dependable ledger. In October 2014, the MIT Bitcoin Club, with funding from MIT alumni, provided undergraduate students at the Massachusetts Institute of Technology access to $100 of bitcoin.
Blockchains have been heralded as being a disruptive force to the finance sector, and especially with the functions of payments and banking. Due to the size of many cryptocurrency networks and how fast they are growing, the cost to pull off such a feat probably would be insurmountable. Doing such a thing would not go unnoticed, as network members would see such drastic alterations to the blockchain. The network members would then hard fork off to a new version of the chain that has not been affected.
Within a blockchain the computation is carried out redundantly rather than in the traditional segregated and parallel manner. Orphan blocks are valid blocks that are rejected from the blockchain because network lag allowed another block to be accepted first. Investopedia requires writers to use primary sources to support their work. These include white papers, government data, original reporting, and interviews with industry experts. We also reference original research from other reputable publishers where appropriate. You can learn more about the standards we follow in producing accurate, unbiased content in oureditorial policy.
The Worlds Most Popular Way To Buy, Sell, And Trade Crypto
The use of https://allcoinss.com in libraries is being studied with a grant from the U.S. There have been several different efforts to employ blockchains in supply chain management. Individual use of blockchain technology has also greatly increased since 2016. According to statistics in 2020, there were more than 40 million blockchain wallets in 2020 in comparison to around 10 million blockchain wallets in 2016. A hybrid blockchain has a combination of centralized and decentralized features. The exact workings of the chain can vary based on which portions of centralization https://remingtontdou454.page.tl/Ethereum-Price-Chart-Eth.htm and decentralization are used.
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"