Cryptocurrency Mining Risks And U

Individual MinersAnyone can purchase specialized miner hardware and connect to the Internet. However, new currencies come online all the time, and if they employ the proof-of-work method rather than proof-of-stake , regular computers or computers with high-end GPUs may be sufficient for mining. Block time, in the context of cryptocurrency, is the average amount of time it takes for a new block to be added to a blockchain. 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.

The hardware itself looks similar to Peloton's bikes and treadmills, with a screen and multiple company logos. The company's last product, a strength-training camera called Peloton Guide, was released earlier this year. Facebook published its own civil rights audit in the summer of 2020, after a similar pressure campaign by Color of Change. Since then, shareholders have mounted efforts to pressure tech giants like Apple to undertake similar public audits. These audits alone won't fix the problems both societal and technological that motivated the Buffalo shooting and enabled it to be broadcast far and wide.

  • When Bitcoin was first launched, the reward for every block mined started at 50 Bitcoins.
  • The EZ Smartgrid consists of a mobile gas engine generator that converts natural gas into electricity and a mobile crypto mining container that converts electricity into cryptocurrency.
  • A hash is generated by combining the header data from the previous blockchain block with http://daltoncfyd547.jigsy.com/entries/general/bitcoin-ban a nonce.
  • The stock price of listed BTC mining companies and other businesses with exposure to cryptocurrency are dropping to yearly lows as the crypto market continues to sell-off.
  • Candela Coin just launched a currency that allows holders to transfer solar energy using the Candela Coin as a medium of exchange.

Blockchain technology made it all work, providing a system where data structures are broadcasted, validated, and registered in a public, distributed database through a network of communication endpoints . Open-source ASIC crypto mining software CGMiner was also written in C and is compatible with Windows, macOS, and Linux systems. It suits more seasoned miners and IT professionals comfortable with a CLI or an RPC or JSON interface for remote control.

To complete the mining process, miners must be first to arrive at the correct or closest answer to the question. The process of guessing the correct number is known as proof of work. Miners guess the target hash by randomly making as many guesses as quickly as they can, which requires major computing power. Today, mining cryptocurrencies requires a specialized GPU or an application-specific integrated circuit miner.

How Do You Remove Crypto Mining Bots?

Mining is the process of adding and validating transaction records on the Bitcoin public blockchain ledger while securing uptime for the network. This is how the network persists without relying on trusted third parties using vulnerable, centralized infrastructure. Mining is also used to distinguish legitimate Bitcoin transactions from attempts at double-spending, which is when a user attempts to re-spend money that has already been spent somewhere else.

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"