The company lost $1.59 billion and delivered 1,227 vehicles in the first quarter of this year. Its stock also plummeted to record lows on the news that Ford had sold a sizable https://writeablog.net/eogernbwds/they-scan-the-internet-for-exposed-clients-and-then-deploy-a-monero-cryptominer stake in the company. Meanwhile, other automakers from Tesla to Ford are ramping up production of vehicles that will compete directly with Rivian's SUV and pickup truck.
If you have an ad-blocker installed, you’ll need to select that script blocker. Most popular web browsers now include extensions that can help stop web-based cryptomining attacks. These can include both solutions developed by the browser developer, or open-source extensions that can be added on. The No Coin and MinerBlocker solutions, for example, monitor for suspicious activity and block attacks, and both have extensions available for Chrome, Opera, and Firefox. The company’s objective was to test the rapid deployment of the crypto mining project using multiple models of mobile data centers in remote areas.
- But if mining is a hobby for you, it’s not likely you’ll be able to deduct expenses.
- The currency holder can choose a specific transaction fee, while network entities process transactions in order of highest offered fee to lowest.
- Ethereum, however, earned notoriety after a hacker exploited a vulnerability in the Digital Autonomous Organization running on Ethereum’s software, siphoning US $50 million worth of ether (Ethereum’s currency).
- In March 2018, the city of Plattsburgh in upstate New York put an 18-month moratorium on all cryptocurrency mining in an effort to preserve natural resources and the "character and direction" of the city.
- Within the CoinMiner malware are two lists, $malwares and $malwares2, which contain the names of processes known to be part of other cryptominers.
The other two, in the larger town of Sherbrooke, are under construction. All of the miner’s sites operate using hydropower at an average cost of about $0.04 cents per kilowatt hour. For comparison, Marathon Digital , one of the largest publicly traded miners, said recently that to host its more than 100,000 miners across the U.S., the total cost for the miners will be about $0.042 per kilowatt hour. Meanwhile, the average retail electricity cost during 2020 in Texas, home of many bitcoin miners, was $0.0858 per kilowatt hour, according to the Global Energy Institution. Uzbekistan legalized cryptocurrency trading in 2018 but only on a domestic crypto exchange. The central Asian nation has also launched a series of renewable energy projects, mostly solar and wind power plants.
In March, the company slashed its 409A valuation, an internal measure used to set employee stock compensation, from $39 billion to $24 billion in an attempt to get ahead of a declining market and potentially help recruiting. The supply chain untangling talk on Wednesday reflects a slightly more optimistic outlook than Scaringe's comments last month on the chip shortage. The company also said it has produced 5,000 vehicles so far and is still on track to produce a total of 25,000 in 2022.
Bitcoin Ban: These Are The Countries Where Crypto Is Restricted Or Illegal
Gone are the days when you could use any computer you had lying around; now, specialized hardware is almost a must. In the very early days of bitcoin mining, the network difficulty of mining gave you a better than 1 in 5 chance of finding a new block. Today, the odds of solving for a hash below the target is 1 in 22 trillion; it has been as high as 1 in 25 trillion.
The following section will discuss various advantages of https://boringbitcoinreport.com/. Cudo offsets all carbon energy used by its own mining infrastructure and the Cudo business by investing in carbon credits, which directly support projects generating active carbon reductions. These projects are only made possible by the funds from this practice. For licensing Cudo Miner Management Platform supports the majority of miners and mineable coins. If you’re using a command line miner to mine a single algorithm, Cudo Miner will be more profitable over a month.
On 16 April 2021, the Central Bank of the Republic of Turkey issued a regulation banning the use of cryptocurrencies including Bitcoin, directly or indirectly, to pay for goods and services. The following day, Turkish president Recep Tayyip Erdoğan went further and issued a decree that crypto exchanges to a list of firms subject to anti-money laundering and terrorism financing rules. While the holding or trading of cryptocurrency assets isn't yet prohibited in Kosovo, the government announced a ban on crypto mining in early January, blaming a growing energy crisis. The country, which unilaterally declared its independence in 2008, is facing historic power shortages with scheduled power cuts now being put into place to conserve 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.
His insights on cyber security and artificial intelligence have been widely reported in leading media outlets, including the Wall Street Journal, CNN, The Washington Post, and VICELAND. With over 10 years’ experience in cyber defense, Justin has supported various elements in the US intelligence community, holding mission-critical security roles with Lockheed Martin, Northrop Grumman Mission Systems and Abraxas. Justin is also a highly-skilled technical specialist, and works with Darktrace’s strategic global customers on threat analysis, defensive cyber operations, protecting IoT, and machine learning. Had it remained undiscovered, the crypto-mining farm would have led to financial losses for the client and disruption to business workings.
You can browse their pool section and select the preferred pool, which links to the application download or server details. They also have a discord and telegram channel for getting any help from the pool members. Based on the discord channel headcount, K1Pool also seems new to the mining sphere. Every pool page consists of vital information about that particular pool, such as minimum payouts, pool hashrate, payout frequency. Afterward, you can configure as per your hardware and server location. Depending on the hardware–CPU/GPU or ASIC–you can find detailed tutorials to start mining with them.
Best Cryptocurrency Mining Platforms
While miners of precious metals will unearth gold, silver, or diamonds, crypto miners will trigger the release of new coins into circulation. For miners to be rewarded with new coins, they need to deploy machines that solve complex mathematical equations in the form of cryptographic hashes. Hashes are generated to secure data transferred on a public network.
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"