How Does Bitcoin Mining Work? What Is Crypto Mining?

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  • As bitcoin and the blockchain concept were relatively new, mining was left to hobbyists on a discovery path.
  • It may also be a good idea to research your country's regulation and overall sentiment towards cryptocurrency before investing in mining equipment.
  • It suits more seasoned miners and IT professionals comfortable with a CLI or an RPC or JSON interface for remote control.
  • Bitcoin mining is a highly complex computing process that uses complicated computer code to create a secure cryptographic system.

In other words, miners have some degree of influence on the decision-making process on such matters asforking. It’s best to only mine for Bitcoin on an unmetered, unlimited internet connection. If you have to pay for every megabyte or gigabyte used or encounter data caps, similar to most cell phone plans, then you could use more data than is allowed—and have your internet connection cut or face additional charges. In general, most Bitcoin miners don’t use all that much data on an ongoing basis.

Taxes On Bitcoin Mining

Some cryptocurrencies have no transaction fees, and instead rely on client-side proof-of-work as the transaction prioritization and anti-spam mechanism. For Ether, transaction fees differ by computational complexity, bandwidth use, and storage needs, while bitcoin transaction fees differ by transaction size and whether the transaction http://bitcoinczechia.com/ uses SegWit. In September 2018, the median https://canvas.instructure.com/eportfolios/804427/jeffreyzdch164/Chinas_Underground_Bitcoin_Miners transaction fee for ether corresponded to $0.017, while for bitcoin it corresponded to $0.55. Blockchains are secure by design and are an example of a distributed computing system with high Byzantine fault tolerance. Decentralized consensus has therefore been achieved with a blockchain.

  • (These devices are called nodes.) Many computers worldwide keep identical copies of the blockchain, ensuring the creation and maintenance of a trusted, verified history that’s nearly impossible to hack or distort.
  • An analysis by the University of Cambridge estimates that generating Bitcoin consumes as much, if not more, energy than entire countries.
  • In April 2017, a variant of Mirai surfaced with bitcoin-mining capabilities.
  • The phone or laptop you’re most likely reading this article on would probably take millions of years to solve one.

Miners who successfully validate a block earn a reward of 6.25 bitcoins–currently worth more than $350,000. Bitcoin mining is passive, but it’s not entirely set-it-and-forget-it. You’ll want to monitor your mining rig’s performance and energy use to ensure that your mining operation is running as efficiently and profitably as possible. Sometimes a small configuration change can significantly improve your earnings. Still, since it’s very little compared to other miners who use AISCs and PC setups, your rewards will be about the same percentage as your computing power.

How We Make Money

You need to factor power consumption in your mining equation because that can eat into your earnings. "IRS has begun sending letters to virtual currency owners advising them to pay back taxes, file amended returns; part of agency's larger efforts". Cryptocurrencies make tracking donations easier and have the potential to allow donors to see how their money is used . On 20 April 2021, Venmo added support to its platform to enable customers to buy, hold and sell cryptocurrencies.

Whether a propsective miner chooses a CPU, GPU, ASIC miner, or cloud mining, the most important factors to consider are the mining rig’s hash rate, electric power consumption, and overall costs. Generally, crypto mining machines consume a considerable amount of electricity and emit significant heat. Miners consider official crypto mining pools more reliable, since they receive frequent upgrades by their host companies, as well as regular technical support. The best place to find mining pools is CryptoCompare, where miners can compare different mining pools based on their reliability, profitability, and the coin that they want to mine. Meanwhile, new coins are generated to reward miners for their work in securing the network.

"Gamers come first for Nvidia," said Boris Böhles, PR manager for Nvidia in the German region. The most widely used proof-of-work schemes are based on SHA-256 and scrypt. Significant rallies across altcoin markets are often referred to as an "altseason". If two different instructions for changing the ownership of the same cryptographic units are simultaneously entered, the system performs at most one of them.

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"

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