Blockstream And Block Break Ground On Solar Bitcoin Mining Facility

It also provides access to testnet, a global testing environment that imitates the bitcoin main network using an alternative blockchain where valueless "test bitcoins" are used. Regtest or Regression Test Mode creates a private blockchain which is used as a local testing environment. Finally, bitcoin-cli, a simple program which allows users to send RPC commands to bitcoind, is also included. As of 2018, the overwhelming majority of bitcoin transactions took place on a cryptocurrency exchanges, rather than being used in transactions with merchants. Delays processing payments through the blockchain of about ten minutes make bitcoin use very difficult in a retail setting.

  • Every bitcoin transaction from around the world must be validated prior to being added to the bitcoin blockchain.
  • Oil prices have surged this year, with Brent crude hitting $139 a barrel in March for its highest price since 2008, after Russia's invasion of Ukraine exacerbated supply concerns.
  • You’ll first need to acquire an ASIC miner optimized for Bitcoin, such as one produced by Bitmain or Whatsminer.
  • All of this means that these days, you will be spending more on a specialized machine made for mining.

Throughout her career, she has written and edited content for numerous consumer magazines and websites, crafted resumes and social media content for business owners, and created collateral for academia and nonprofits. Kirsten is also the founder and director of Your Best Edit; find her on LinkedIn and Facebook. “Since power shortages have become an issue, we have managed to track down a tiny 150-kilowatt mining farm in a greenhouse, only because we were tipped off,” Quandykov https://cointelegraph.com/bitcoin-for-beginners/how-to-mine-bitcoin... said to Rest of World in early February. In February, Mahsat Quandykov, a division head of the Almaty City Department for Economic Investigations, was given the near-impossible task of tracking down gray miners like Kuanysh and forcing them to register. Inside, halls of ASIC mining units, entangled with cables, are attended by a few staff. Some of the equipment is sturdy enough to withstand temperatures of -15 degrees; other parts need heating to stay above freezing point.

This can bring your computer’s operation to a halt when it comes to business-critical computations. Bitcoin mining software is designed to consume huge portions of a computer’s processing power, leaving little to no room for even relatively low-demand tasks. However, to solve the math problems, a computer has to run nonstop, expending a lot of central processing unit power. Hackers have begun hijacking other people’s computers to use them, their resources, and the user’s electricity to mine bitcoin, which the hacker can then cash in on. To save money on cooling, some mine operators have opted for cooler climates. BitFury also runs three large mining facilities, one of which is in Iceland to benefit from the cool weather.

Bitcoin network functions on cryptographic technology and thrives on mining, an incentivized technique to generate new bitcoins. In this chapter, we describe the fundamentals of Bitcoin system, underlying technical aspects of the network and mining process. We have also assessed the methods of mining, the concerned opportunities and implications for the benefit of potential miners.

Lawmakers, who would be the first in the nation to pass such a moratorium, could vote to do so before their session ends in early June. Individual mining rigs now cost at least several thousand dollars, which puts profitable Bitcoin mining out of reach for most people. One of Bitcoin’s best attributes is its fixed monetary policy, which https://dominickgynl517.edublogs.org/2022/05/27/how-to-mine-bitcoin-know-how-it-works-and-the-computing-system-thats-needed/ directly relates to mining; mining is the process in which new coins are released. At any point in time, it is definitively known how many bitcoin have been created, and how many are left to be minted until all have been released.

Mining servers also have larger cross-sectional areas to allow for better airflow across their specialized chips to enable better heat dissipation. From September 2021 to January of this year, China's contribution to the bitcoin mining network was second only to that of the U.S. Since miners are paid in Bitcoin, the price volatility is a major revenue risk.

One of the biggest investments made is into the boringbitcoinreport.com infrastructure itself. The fixed subsidy was never meant to be the primary source of revenue supporting miners, but the transaction fees from each block minded. As miners increased by number, the complexities of crypto calculations increased with it. Hash rates are the speed in which the crypto puzzles are calculated.

China Banned Bitcoin Mining And Became Worlds No 2 Bitcoin Miner

“That’s the worst possible thing you can have,” de Vries says, because it revives and extends the lives of aging fossil fuel power plants that would need to be phased out to meet global climate goals. The trend has also troubled some US Congress members, who have probed mining companies to divulge their energy use and emissions. The company is transitioning from older bitcoin miners to new ones shipped from China that are said to be three times more efficient. Environmental groups initially raised concerns that Greenidge could be a harbinger of a host of older, infrequently operated power plants converting to run cryptocurrency miners. Environmentalists and some public officials contend the conversion of fossil-fuel power plants to crypto mining will make it hard to reach zero emissions goals. Bitcoin is the first global decentralized cryptocurrency developed in 2009 following the ideas set out in a whitepaperby the pseudonymous Satoshi Nakamoto.

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"

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