Kid Siblings Earned $160k Mining Cryptocurrency Like Bitcoin, Ether

Bitcoin mining farms are similar to mining pools; however, with mining farms, mining rigs are typically all located in one location, data center or warehouse. This kind of volatility and the changing price of bitcoin rewards make it difficult for miners to know how much they will continue to earn from the process. Given that high-powered mining computers require so much processing power, crypto-mining is lucrative in countries with relatively cheap electricity. However, the energy needed can lead to serious consequences – even shutting down entire cities.

Users of any given blockchain, be it Bitcoin or Ethereum, must pay a transaction fee to the miners for their services. This fee, along with a hard-coded block reward, makes mining https://blogfreely.net/buvaelmedr/in-the-early-days-of-bitcoin-mining-an-everyday-desktop-computer-or-laptop-was a lucrative business to be in. Becoming a miner has never been easier in the history of cryptocurrency, and you can get started in minutes. The first Bitcoin miners used their computers’ CPUs to complete the cryptographic problems. Soon, miners discovered that graphics processing units were more effective than CPUs, sparking an arms race in mining hardware.

Why Do Bitcoins Need To Be Mined?

The fee is an incentive for the miner to include the transaction in their block. In the future, as the number of new bitcoins miners are allowed to create in each block dwindles, the fees will make up a much more important percentage of mining income. Bitcoin mining is the process of adding transaction records to Bitcoin's public ledger of past transactions or blockchain. This ledger of past transactions is called the block chain as it is a chain of blocks. The block chain serves to confirm transactions to the rest of the network as having taken place.

If the U.S. slowly leans toward renewable energies, the environmental costs should stay lower than 95 megatons. Proof of work is a form of cryptographic zero-knowledge proof, which means that a providing party proves to the verifier that a statement is true -- without giving any additional information. In bitcoin mining, proof of work refers to the process where bitcoin miners verify bitcoin transactions. Certain miners and mining pools with the largest ASIC operations tend to centralize mining power on the network. For this reason, Ethereum and many other cryptocurrencies are designed to prevent ASICs from mining on their network. By only allowing GPU mining, it becomes much more expensive to dominate the network.

How Much Money Can You Make From Crypto Mining?

While Bitcoin mining sounds appealing, the reality is that it’s difficult and expensive to actually do profitably. The extreme volatility of Bitcoin’s price adds more uncertainty to the equation. We are compensated in exchange for placement of sponsored products and, services, or by you clicking on certain links posted on our site.

  • This means it should take approximately 10 minutes for a miner to successfully create the winning code to discover the next block.
  • Today, bitcoin mining companies dedicate facilities to housing and operating large amounts of high-performance mining hardware.
  • ASIC computers comprise the majority of mining power on most blockchains, including Bitcoin.
  • The more powerful miners are typically assigned a higher difficulty and will thus be entitled to a larger proportion of reward compared to the others.

The digital currency, which has managed to attract significant interest from investors, trades on numerous exchanges. As a reward for this work, miners receive newly issued bitcoins. He has seven years of tech reporting and reviewing under his belt for a number of publications, including GameCrate and Cloudwards. He's written more articles and reviews about cybersecurity and cloud-based software than he can keep track of---and knows his way around Linux and hardware, too. In this metaphor, each link is a block, and each block contains a set amount of cryptocurrency. To unlock a new block you need to solve a complicated mathematical equation, which validates the block and adds it to the chain.

For the best experience, top crypto news at your fingertips and exclusive features download now. These rewards serve to incentivize participation and keep things running smoothly. The user broadcasts the transaction request to the entire Ethereum network from some node. There’s a new version of what is crypto mining this page but it’s only in English right now. The wild and red-hot housing market of 2021 sent the median home price soaring all the way to $312,728 at the start of December, according to Zillow. In the summer of 2013, Bitcoin was worth around $100, meaning 25 of them were worth about $2,500.

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"

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