You need to factor power consumption in your mining equation because that can eat into your earnings. The best crypto credit cards Enjoy enhanced rewards and low fees with these five cryptocurrency credit cards. Adrian has authored/co-authored technical books on a variety of topics, ranging from programming to building and maintaining PCs. Our goal is to deliver the most accurate information and the most knowledgeable advice possible in order to help you make smarter buying decisions on tech gear and a wide array of products and services. Our editors thoroughly review and fact-check every article to ensure that our content meets the highest standards.
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.
- Mining is still an attractive way to offset the cost of a new PC, even if your primary use is gaming.
- The accompanying drop in SoftBank's value, along with the market slide, has meant Son taking a huge financial hit — some $25 billion, or almost two-thirds of his personal fortune.
- The rout in the financial markets raises questions about the ability of upstart companies to raise funds.
- The 2020 SonicWall Cyber Threat Report reveals that the volume of cryptojacking attackes fell 78% in the second half of 2019 as a result of the Coinhive closure.
- Throughout, we use "Bitcoin" with a capital "B" when referring to the network or the cryptocurrency as a concept, and "bitcoin" with a small "b" when we're referring to a quantity of individual tokens.
This victory bestows the reward on the winner while others wait for the next challenge. Finally, you have veto power for any change in the network protocols. For our existing customers a reminder is now shown in the Cudo console to enable another factor by following the same simple steps. Antivirus software will typically flag up any unrecognised applications, so with Cudo Miner being new to the market you needn’t be alarmed by this. You will need to accept the message and the software will be allowed to continue the installation.
Hackers have written malware with the ability to access your computer and use its resources to mine bitcoin and other cryptocurrencies. For the hacker to earn cryptocurrencies, they have to verify transactions on a blockchain. Bithumb Global Bitriver will be released as a new token for trading paired to the U.S. dollar stablecoin Tether. Options to deposit money for the pre-sale as well as for trading that starts this Friday, are shown on the exchange’s website.
What Is Blockchain?
Freeman Law is where clients turn when the stakes are high and the issues are complex. The offers that appear in this table are from partnerships from which Investopedia receives compensation. Investopedia does not include all offers available in the marketplace. However, keeping your rigs running at a moderate pace and with sufficient power supplied, it is generally safe. Overall, Bitcoin use and mining remain legal across much of the globe.
Rivian said it also has more than 90,000 reservations for its R1T and R1S EVs, nearly 10,000 more than the number of reservations last month. Scaringe said the company is still preparing to introduce R2, its new EV platform that Rivian created to be more affordable, by 2025. Inflation and the high cost of materials have also hampered the company. Rivian https://boringbitcoinreport.com/ raised EV prices in early March, then quickly reversed course after the predictable backlash. The company has already cut its production goals to 25,000 vehicles this year because of supply chain issues. And last month, Scaringe said he expects the supply of EV batteries to become an even bigger problem than the chip shortage over the next years.
In exchange for doing this, people are rewarded with cryptocurrency- hence the term cryptocurrency mining. After the call, Mr. Saylor set up the Bitcoin Mining Council, a forum for the industry to share ideas and coordinate environmental strategy. One member, TeraWulf, has pledged to run cryptocurrency mines using more than 90 percent zero-carbon energy.
If successful, your transaction gets added to the next data block for approval. If not, you go fish and keep trying until either you’re eventually successful. These one-way cryptographic functions are what make it possible for nodes to verify the legitimacy of cryptocurrency mining transactions.
In traditional transactions, payment networks like Visa or Mastercard typically have large corporate structures and distribute a lot of resources to facilitate these transactions. While many think that there's no cost attached to cryptocurrency transactions, that is not the case when taking its environmental impact into consideration—Cryptomining, as mentioned above, is extremely energy-intensive. Since https://diigo.com/0olk3y its inception more than a decade ago, bitcoin has been under quite a bit of fire for guzzling an almost appalling amount of energy—more globally than all of Argentina in one year. But harnessing alternative energies for the mining process is making bitcoin way more attractive to countries like El Salvador, which is building an entire city based on volcano-powered bitcoin mines. On November 23, the government announced its intention to introduce a new bill to the Indian parliament which would establish a new central bank-backed digital currency as well as ban almost all cryptocurrencies. China has cracked down on cryptocurrencies with increasing intensity throughout 2021.
He currently has a single bitcoin miner with Compass in Oklahoma, which he purchased at the end of 2020. Eng Taing evaluates an ex-GM plant to repurpose for bitcoin mining. In Norilsk, the second-largest city above the Arctic Circle, bitcoin mines coexist with the metallurgy industry.
What Is Crypto Mining? Cryptocurrency Mining Explained
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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"