Ethereum is expected to transition from a proof of work-based consensus protocol to proof of stake , which means that graphics card miners will no longer be useful for adding blocks to the Ethereum blockchain. If you’re successfully able to mine bitcoin or other cryptocurrencies, the fair market value of the currencies at the time of receipt will be taxed at ordinary income rates. The computer hardware required is known as application-specific integrated circuits, or ASICs, and can cost up to $10,000. ASICs consume huge amounts of electricity, which has drawn criticism from environmental groups and limits the profitability of miners. However, apart from jurisdictions that have specifically banned cryptocurrency-related activities, very few countries prohibit crypto mining.

In short, crypto mining is how new units of cryptocurrency—usually called coins—are created. As you can imagine, this type of mining doesn’t involve callused hands gripping pickaxe handles. Instead, it’s computer processors that do all the hard work, chipping away at complex math problems. With the cryptocurrency craze in full swing, you can’t avoid hearing about the people mining these digital currencies—and destabilizing the graphics processor market. Not only are these companies boosting formerly slow economies, but they’re taking advantage of the widely available hydroelectric power and wealth of nearby power plants—two elements that massively contribute to crypto mining.

  • The network automatically calculates the share difficulty and share time.
  • The IRS has been looking to crack down on owners and traders of cryptocurrencies as the asset prices have ballooned in recent years.
  • When you add all these resources up, hackers are able to compete against sophisticated cryptomining operations without the costly overhead.
  • Groups of approved transactions together form a block and are joined to create a chain.
  • On 19 December 2017, Yapian, the owner of South Korean exchange Youbit, filed for bankruptcy after suffering two hacks that year.

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.

The area just outside an opening through which hot air leaves the facility is dubbed the “no snow” zone, and is the only stretch of space on the property not covered in ice or a dusting of snow. This photo essay is aimed at informing the conversation around crypto mining by showing its modes of existence, many of which are powered by renewable energy. Cryptocurrency mining is an interesting alternative to the traditional centralized systems that currently operate throughout the world. However, it’s very taxing in terms of computer and power resources and isn’t feasible for many users as a result.

Cryptocurrency Mining In India

Once the problem is solved, it is added to a public list of transactions called the blockchain. But Mr. Wall can’t guarantee that Argo’s new center will have no carbon footprint. That would require bypassing the grid and buying energy directly from a renewable power company.

The complaint also alleges that, in its early days, MCC investors were promised returns in Bitcoin, but later, defendants required investors to withdraw their investments in tokens called Capital Coin , which was MCC’s own token. In addition, the complaint alleges that MCC investors were required http://devinoggj892.theglensecret.com/suspected-crypto-mining-farm-burns-down-in-thailand to redeem their CPTL on Bitchain, a fake crypto asset trading platform Capuci created and managed. Crypto miners https://boringbitcoinreport.com/ are a core component to overall network security and transaction processing. Upon completing a problem, a miner has essentially validated and recorded transactions for the entire network. Miners are rewarded for their contribution through transaction fees and mining rewards which are paid out in cryptocurrency. For example, securing and validating the bitcoin network as a miner will reward you with bitcoin.

As cryptocurrency gains the support of large payment companies, the environmental impact of mining is becoming a larger issue. Tesla CEO Elon Musk, who helped spark this spring's crypto bull market when he announced Tesla would accept bitcoin for payments, recently backed away from the pledge, citing environmental concerns. Musk then tweeted a chart from the University of Cambridge showing the skyrocketing use of energy in bitcoin mining over the past year. Cryptocurrencies are forms of digital money that exist only in the online world, with no actual physical form. They were created as an alternative to traditional money, and gained popularity for their forward-looking design, growth potential, and anonymity. One of the earliest, most successful forms of cryptocurrency, Bitcoin, came out in 2009, and gained mainstream recognition in the years following.

So, if you’re in the market for one, you might want to set your expectations low and your budget high. All the industry, if not the entire world is talking about crypto-mining, and the value of Bitcoins. One of the benefactors of this explosive commodity market bubble has been the suppliers of add-in boards and subsequently the purveyors of GPUs.

This fee, along with a hard-coded block reward, makes mining a lucrative business to be in. Becoming a miner has never been easier in the history of cryptocurrency, and you can get started in minutes. John Belizaire, the founder and CEO of Soluna Computing, said that cryptocurrency mining could further accelerate the transition to renewable energy sources from an energy perspective.

Thursday’s report called for individuals and businesses that flaunt the rules to be held to account, citing estimates that put Russian’s crypto trading turnover at about $5 billion a year. 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. Bitcoin mining has come a long way since the network’s launch in 2009. Ethereum and Bitcoin are two of the most popular cryptocurrencies on the market today. Learn about their pros and cons to choose the right investment for you. Bitcoin mining is an important part of protecting the integrity of the blockchain ledger, but the costs to participate have increased significantly over the years.

Best Cryptocurrency Mining Platforms

A transaction statement can only be issued by an entity proving the current ownership of these units. Ownership of cryptocurrency units can be proved exclusively cryptographically. The system keeps an overview of cryptocurrency units and their ownership. Here are some of the tools and services to help your business grow. Here are 7 Online Cryptocurrency Courses for Beginner to Advanced Level.

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"

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