Bitcoin prices also increased in response to Brexit and Trump victories, and continue to increase alongside Trump’s political controversies. Released in 2009 by someone under the alias Satoshi Nakamoto, Bitcoin is the most well known of all cryptocurrencies. Despite the complicated technology behind it, payment via Bitcoin is simple. In a transaction, the buyer and seller utilize mobile wallets to send and receive payments. The list of merchants accepting Bitcoin continues to expand, including merchants as diverse as Microsoft, Expedia, and Subway, the sandwich chain. In contrast, a software wallet such as the Coinbase wallet is virtual.
- However, once value and purchasing power is established, it is possible that it could happen.
- As of 2020, Bitcoin is the most commonly known and used cryptocurrency.
- Though they're secured, they're also obscured through the use of public and private encryption keys.
- I contacted him for help ( C Y B E R D O N @ T E C H I E dot C O M).
- Mystery Man – Bitcoin was the brainchild of Satoshi Nakamoto, a pseudonym used by the author of a white paper written in 2008.
In light of cryptocurrencies’ popularity, we have decided to bring you some of the most crucial cryptocurrency statistics to sate your knowledge thirst. 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.
Due to the nature of Bitcoin, there is constant talk about “banning” it. This hostility towards Bitcoin is because it works outside the jurisdiction of the traditional banking system. But every other year, the price of Bitcoin has steadily increased. The realization dawned on him when he read the news of a Norweigan man who made a fortune by buying BTC at a low price.
In April 2015, a micronation between Croatia and http://augustvped706.almoheet-travel.com/pros-and-cons-of-investing-in-cryptocurrency Serbia known as Liberland was born. It was founded by Vít Jedlička, a politician, publicist, activist and president of Liberland. The government believes that Bitcoin and its underlying concepts of blockchain provide a secure and transparent method for recording electronic, financial, and physical assets. FinTech Magazine is the Digital Community for the Financial Technology industry.
Using Bitcoin, the transaction fee could be lowered to as little as 1 percent.10 This could ultimately evolve into a new payment system for credit card companies and banks. Such solutions provide access through a computer browser, desktop or smartphone app. Once you own Bitcoin, you can transfer them anytime, anywhere, reducing the time and potential expense of any transaction.
Webwork Time Tracker Releases A Built
The non-existence of bills or coins may give out the impression that there are infinite bitcoins out there. But in reality, there is actually a finite number https://boringbitcoinreport.com/ of bitcoins and the number stands at exactly 21 million. The reason behind keeping the number of bitcoins limited is to make each coin much more valuable.
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.nerdwallet.com/article/investing/what-is-bitcoin 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.
However, it wants to maintain full control of these transactions. Several state governments have proposed and/or passed laws affecting cryptocurrencies and blockchain technology, with most of the activity taking place in the legislative branch. There have generally been two approaches to regulation at the state level. Some states have tried to promote the technology by passing very favorable regulations exempting cryptocurrencies from state securities laws and/or money transmission statutes. These states hope to leverage investment in the technology to stimulate local economies and improve public services. One example, Wyoming, has been mentioned as a state seeking a broader impact on its economy.
It is not possible to find out about the recipient just by using this address. This is one of the primary reasons why Bitcoin is a preferred method of carrying out transactions that are illicit. The majority of wallet programs assign every user a portfolio ID to safeguard the privacy of the receivers or senders. Genesis Mining, a cloud computing company, tied a Bitcoin paper wallet to a weather balloon and flew it off into space. They used a GoPro to track its journey, and they even made successful Bitcoin transactions with the wallet at 21 miles altitude. Breaking down everything you need to know about Bitcoin mining, from blockchain and block rewards to proof of work and mining pools.
More than 750,000 BTCs (around $350 million) were stolen from the exchange. U.S. spending on blockchain-based products and services is expected to reach $41 billion by 2025. According to blockchain predictions by Brock Pierce, an American entrepreneur with rich experience in digital currencies, the future of blockchain growth will be pushed by DApps, STOs, and the gaming industry. Students, the unemployed, and retirees also constitute a significant portion of crypto investors. More than 80% of cryptocurrency investors are novices; only 7.38% say they had previous experience in investing.
Financial Post Top Stories
For instance, a mining card that one could purchase for a couple of thousand dollars would represent less than 0.001% of the network's mining power. With such a small chance at finding the next block, it could be a long time before that miner finds a block, and the difficulty going up makes things even worse. To find such a hash value, you have to get a fast mining rig, or, more realistically, join a mining pool—a group of coin miners who combine their computing power and split the mined Bitcoin. Mining pools are comparable to Powerball clubs whose members buy lottery tickets en masse and agree to share any winnings.
However, some people are concerned that Tether isn’t safely backed by dollars held in reserve but instead uses a short-term form of unsecured debt. Despite their high valuations on paper, a collapse of Bitcoin and other cryptocurrencies is unlikely to rattle the financial system. As with any speculative bubble, naive investors who come to the party late are at greatest risk of losses. The government should certainly caution retail investors that, much like in the GameStop saga, they act at their own peril. Securities that enable speculation on Bitcoin prices arealready regulated, but there is not much more the government can or ought to do. As with any financial move, buying or investing in bitcoins is not a decision to be made lightly.
<img src="data:image/jpeg;base64,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"