Bitcoin Mining Is Being Banned In Countries Across The Globe

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Some cryptocurrencies, such as Bitcoin, are worth a lot of money when you cash them in. Part of this is because they’re limited in terms of supply, maxing out at a total of 21,000,000, and there are already 18,512,200 BTC that have been mined. And for some, crypto mining can be incredibly profitable and is thought to be a good investment. But for many users, this often isn’t the case because there are a lot of resources that go into mining them and often not a high return. Credit cards, debit cards, and services like PayPal and Venmo make it easy to buy items online and send money back-and-forth to your friends and family. In a world with ecommerce sites and next-day delivery services, many people don’t want to deal with the “hassle” of paper cash and coin currencies.

  • The network automatically calculates the share difficulty and share time.
  • 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.

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.

There are currently two primary ways that network participants lend their processing power, which are framing part of the modern energy policy debates around cryptocurrency. The first form is “proof of work,” which is the original method that Bitcoin and Ethereum 1.0 employ. When a group of transactions needs to be verified, all of the “mining” computers race to solve a complex math puzzle, and whoever wins gets to add the block to the chain and is rewarded in coins. The competitive nature of proof of work consensus systems has led to substantial increases in computing power provided by institutional cryptocurrency mining operations and, with that, higher energy demands. The decentralized, anonymous nature of cryptocurrencies means there is no regulating body that decides how much of the currency to release into circulation. Instead, the way most cryptocurrencies enter circulation is through a process called “cryptocurrency mining.” Without going too in depth, the mining process essentially turns computing resources into cryptocurrency coins.

What Is Cryptocurrency Mining?

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.

Some websites can quietly use your CPU to mine cryptocurrency and you wouldn't know unless you went https://diigo.com/0olk3y out of your way to find out. Notehub enables synchronization of data between your device and the cloud. However, in this project, https://boringbitcoinreport.com/ the draw of our cellular modem is the least of our concerns since the mining software is going to use the vast majority of our battery. Monero, which is a cryptocurrency that is still profitable to mine with a CPU only.

For example, you'll need to install basic computing hardware like a motherboard, ensure that the rig receives the proper power supply, and prevent overheating with a cooling system. Perhaps the most important aspect of a crypto mining rig is the GPU card, which is a video card that essentially determines how powerful your mining rig will be. There are no banks involved in cryptocurrency, but it works much like the stock market.

Technology companies may have limited product lines, financial resources and could face intense competition and rapid product obsolescence. Cryptocurrency functionality relies on the Internet and a significant disruption of connectivity could impede functionality and the risk of fraud or cyber-attack which could have adverse effect on the Fund’s investments. When people think of mining they tend to think of pickaxes and dirt, however crypto mining is very different from traditional mining. Crypto mining is a process involving high-powered computers that solve computational math problems that can not be done by hand.

Even if we take the higher hash rate, you'd be looking at roughly 1,000 days to break even at current rates. Then take away Ethereum mining and we'd be looking at perhaps 2,200 days to break even. Ethereum 2.0 looks to address this major concern by switching to a proof of stake model, which would eliminate most of the power drain.

This is different compared to the more widely known file-based cryptocurrency mining approach which involves downloading and running a dedicated executable file. Mobile devices have not been spared from cryptocurrency mining, as witnessed by a 34 percent increase in the number of mobile apps incorporating cryptocurrency mining code. Once thought of as dead, browser-based cryptocurrency mining makes an unlikely return, coming back to haunt websites and their visitors. If, in 2017, you had taken a gamble and purchased a comparatively new digital currency called Bitcoin, today you would be a millionaire many times over.

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"