5 Facts About Bitcoin That Might Surprise You

Bitcoin mining today requires vast amounts of computing power and electricity to be competitive. Running a miner on a mobile device, even if it is part of a mining pool, will likely result in no earnings. Since 2018, other countries have banned Bitcoin mining including Bangladesh, China, Dominican Republic, North Macedonia, Qatar, and Vietnam. There are, however, efforts to mitigate this negative externality by seeking cleaner and green energy sources for mining operations , as well as utilizing carbon offset credits.

  • Domjan says such applications could unlock a host of “dead capital” to feed investment and growth.
  • Central Bank Digital Currency by placing urgency on research and development of a potential United States CBDC, should issuance be deemed in the national interest.
  • In other words, Bitcoin users have exclusive control over their funds and bitcoins cannot vanish just because they are virtual.
  • Once you transfer Bitcoin to someone else, there's no way to retrieve it or dispute the transaction.

In light of cryptocurrencies’ popularity, we have decided to bring you some of the most crucial cryptocurrency statistics to sate your knowledge thirst. http://garrettnnrz561.yousher.com/what-to-know-before-investing-in-crypto Also, note that I am not against gold or bitcoin as a currency. In fact, I think that the threat that they pose as alternate currency can serve as a useful check on a central bank.

I was really devastated at those moment and felt so bad that my hard earned money is gone. I contacted him and he promised to help me get back my money. He asked me some personal details of the scammer which i provided. The result was amazing, I recovered all my stolen money back within 6days.

For that reason, Bitcoin is designed to evaluate and adjust the difficulty of mining every 2,016 blocks, or roughly every two weeks. Aside from the short-term payoff of newly minted bitcoins, being a coin miner can also give you "voting" power when changes are proposed in the Bitcoin network protocol. In other words, miners have some degree of influence on the decision-making process for matters such asforking.

However, there is no guarantee that they could retain this power since this requires to invest as much than all other miners in the world. Blockchain, the technology that bitcoin is built on top of, is dependent on a network of nodes that ensures the integrity of transaction history by achieving consensus. (To understand more about blockchain, you can reference this article.) Validation is one part of the process. After validating a transaction, the nodes then need to race, using trial and error, to solve a difficult mathematical puzzle that requires heavy computing resources. The first computer in the network that solves the equation will be rewarded with bitcoins. If we talk about fiat currency, its supply is controlled by the government as it can issue as much currency as it wants, but bitcoin is a bit different.

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The Securities and Exchange Commission would have to approve such an ETF. If consumers eventually find bitcoin cheaper or easier to use than current methods, then it might be something retailers decide to offer, to gain a competitive edge. They might even https://boringbitcoinreport.com/ encourage customers to pay in bitcoin if it costs them less in transaction fees than credit cards do. But widespread adoption seems unlikely until the price of bitcoin becomes more stable. The price surge in recent months has certainly been bubblicious.

According to cryptocurrency statistics for 2021, Tether and Bitcoin took the first and second position, respectively. The figures mentioned above are jawbreaking, considering the relatively short time that cryptocurrencies have been in existence. We believe https://www.coinbase.com/learn/crypto-basics/what-is-mining this should give a hint as to why the world is clamoring for the increased adoption of cryptocurrencies. The market size for cryptocurrency will get to $1087.7 million by 2026. The global blockchain market will go up to $23.3 billion by 2023.

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"

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