Bitcoin mining is the process by which new bitcoins are entered into circulation. It is also the way the network confirms new transactions and is a critical component of the blockchain ledger's maintenance and development. "Mining" is performed using sophisticated hardware that solves an extremely complex computational math problem. The first computer to find the solution to the problem receives the next block of bitcoins and the process begins again. Some other cryptocurrencies are worth very little in U.S. dollars, but it’s possible to use what you mine and convert it into fractional bitcoins on an exchange, then hope that bitcoin gains in value.
- If the U.S. slowly leans toward renewable energies, the environmental costs should stay lower than 95 megatons.
- The Lightning Network is a project designed to create faster and cheaper transactions on top of the bitcoin network.
- It is done by solving complex cryptographic hash puzzles to verify blocks of transactions that are updated on the decentralized blockchain ledger.
- Gibbs, the Compass CEO, says their customer base is mostly retail, which he defines as miners who buy one to five machines, investing somewhere between $10,000 and $50,000.
Bitcoin’s price, too, took a plunge – a drop in hashrate doesn’t necessarily boost price. The cryptocurrency fell below $43,000 on Thursday, testing multi-month lows. There are various proposals where miners started to utilize excess energy that boringbitcoinreport.com was initially going to waste. For example, Sichuan, China, where the majority of Chinese miners mine, suffers from overcapacity—the state-driven Three Gorges Dam project produced a surplus of power that can’t find usage at optimal prices.
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.
Not only does this add a layer of transparency, but it also serves as an ego inflator when people get to see their transactions being added to the blockchain. Even though it doesn’t have their names listed on it, it often still evokes a sense of pride and excitement. With cryptocurrencies, there’s no central authority, nor is there a centralized ledger. That’s because cryptocurrencies operate in a decentralized system with a distributed ledger known as blockchain. Unlike the traditional banking system, anybody can be directly connected to and participate in the cryptocurrency “system.” You can send and receive payments without going through a central bank. The growing problem of profitability was made even worse by the increasing use of ASIC miners.
Cmc Crypto 200
6G (sixth-generation wireless) is the successor to 5G cellular technology. Wearable technology is any kind of electronic device designed to be worn on the user's body. Power is the main operating expense, https://zenwriting.net/beunnaylry/also-coinbase-has-a-program-called-coinbase-earn-that-pays-you-to-learn-about and profitability surrounding the cost of power may be within a few cents per kilowatt-hour. According to Responsible Use of Information Resources (SPG 601.07), U-M resources may not be used "for personal commercial purposes or for personal financial or other gain."
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.
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"