Cryptocurrency Mining Threat On K

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 boringbitcoinreport.com 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.

  • Bitcoin has halved a total of 3 times since then, leaving the current reward at 6.25 BTC as of May 2020.
  • Once discovered, it’s very hard to trace back to the source, and the victims have little incentive to do so since nothing was stolen or encrypted.
  • Committee Hearing on “Cleaning up Cryptocurrency” begins oversight and investigation into the energy impacts of blockchains.
  • The details of that audit have not been previously reported, and Twitch's spokesperson declined to name the organization the company is working with.
  • The leader in news and information on cryptocurrency, digital assets and the future of money, CoinDesk is a media outlet that strives for the highest journalistic standards and abides by a strict set of editorial policies.
  • Bitcoin is the most well known but there are many others, including Ripple and Monero.

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Easy Btc Mining

Maybe in a few years we'll see Bitcoin break $100,000 and Ethereum at $10,000 or more! Equally possible — more so in the minds of many people — is that this whole funny money scheme will prove unsustainable and many people will lose whatever savings they put into it. Crypto mining is an important and necessary layer to the crypto world.

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.

Monitoring for spam is also a difficult task, said Agrawal, given that tons of accounts that are backed by real people "look fake superficially." Even though bitcoin has gained wide acceptance across the globe, it still remains highly contested in some countries because of its decentralized nature and volatility and its exorbitantly high power consumption. To understand bitcoin mining, you have to first understand the three major concepts of blockchain.

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.

An analysis by the University of Cambridge estimates that generating Bitcoin consumes as much, if not more, energy than entire countries. For instance, Bitcoin uses approximately 137.9 terawatt hours per year, compared to Ukraine, which uses only 128.8 in the same period. Bitcoin is just one of many cryptocurrencies, alongside Monero and Dogecoin, so the total energy consumed by all cryptocurrencies is far higher. Cryptocurrency-mining malware can impair system performance and risk end users and businesses to information theft, hijacking, and a plethora of other malware. And by turning these machines into zombies, cryptocurrency malware can even inadvertently make its victims part of the problem.

Bitcoin mining consumes 143.5 terawatt-hours of electricity each year, more than some countries, according to the Cambridge Bitcoin Electricity Consumption Index. You’d need 9 years worth of the typical U.S. household’s electricity just to mine 1 bitcoin as of August 2021. Even if Bitcoin miners are successful, it’s not clear that their efforts will end up being profitable due to the high upfront costs of equipment and the ongoing electricity costs. The electricity for one ASIC can use the same amount of electricity as half a million PlayStation 3 devices, according to a 2019 report from the Congressional Research Service. As prices of cryptocurrencies and Bitcoin in particular have skyrocketed in recent years, it’s understandable that interest in mining has picked up as well. But for most people, the prospects for Bitcoin mining are not good due to its complex nature and high costs.

In April 2013, the cryptocurrency market only had a handful of coins and the total market capitalization was just $1.5 billion. The market for cryptocurrency was extremely limited and illiquid, meaning that even if you got some, it was not easy to turn it back into fiat currency for spending. Contrast that with September 2017 when the market capitalization stood at an incredible $166 billion spread over more than a thousand different coins.

What Is Proof Of Work In Bitcoin Mining?

A distributed network in terms of ledger management and update responsibilities. The examples in the graphic above display the differences between a centralized system and a decentralized one. As mentioned earlier, Coinhive provides https://boringbitcoinreport.com/ a very neat and easy-to-use package for people to get involved in Monero mining. All you have to do is add a few lines of script to your website code. You don't have to make website visitors download and install executable files.

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"