Top 10 Facts About Cryptocurrency And Bitcoin In 2022

The advantage of this is that there are no transaction fees, anyone can use it, and it makes transactions like sending money across national borders simpler. While transactions are tracked, the people making them remain anonymous. This anonymity and lack of centralized regulation, however, means that tax evaders, criminals, and terrorists can also potentially use cryptocurrencies for nefarious purposes.

  • Blockchain is the real power behind everything a cryptocurrency can do.
  • This number gets divided by two every four years so that in 2012 it went down to 25, in 2016 it went down to 12.5, and in 2020 it went down to 6.25.
  • An obstacle in going this route is the lack of emphasis placed on recovering stolen Bitcoin; to date, no one has received jail time for hacking an exchange or electronically syphoning digital currency.
  • Bitcoin Evolution, according to the website, enables fee-free withdrawals at any time.

With more mining moving to the U.S. and other countries, however, this amount could grow even larger unless more renewable energy is used. Digital assets are extremely volatile — and cryptocurrencies such as Bitcoin and Ethereum can fluctuate wildly with little notice. Generally, crypto investors try to "buy the dip," meaning that they'll purchase more of an altcoin when its price falls. What the future of cryptocurrency will look like depends entirely on who you ask.

The content on this website is provided for informational purposes only and isn’t intended to constitute professional financial advice. Trading any financial instrument involves a significant risk of loss. Commodity.com is not liable for any damages arising out of cryptoboarding.com the use of its contents. When evaluating online brokers, always consult the broker’s website. Commodity.com makes no warranty that its content will be accurate, timely, useful, or reliable. Between 74%-89% of retail investor accounts lose money when trading CFDs.

Generally, crypto mining machines consume a considerable amount of electricity and emit significant heat. Most crypto mining applications come with a mining pool; however, crypto enthusiasts now also join together online to create their own mining pools. Because some pools earn more rewards than others, miners are free to change pools whenever they need to. Mining pools allow miners to combine their computational resources in order to increase their chances of finding and mining blocks on a blockchain.

Additionally, new bitcoins will continue to be issued for decades to come. Therefore even the most determined buyer could not buy all the bitcoins in existence. Fortunately, volatility does not affect the main benefits of Bitcoin as a payment system to transfer money from point A to point B. It is possible for businesses to convert bitcoin payments to their local currency instantly, allowing them to profit from the advantages of Bitcoin without being subjected to price fluctuations.

For example, commodities like wheat or salt are perishable through fungal, pest, water, fire, bacterial activity and are also destroyed by the process of consumption. As mentioned above, referring to Meera , money can play https://cryptoboarding.com/ an efficient and effective role if it meets the seven requirements. First of all, this paper will examine whether cryptocurrency represented by Bitcoin has fulfilled the seven requirements compared with other currencies .

Using blockchain, it is effectively a digital database – a “distributed public ledger” – which is run via cryptography. Cryptocurrency such as Bitcoin is secure as it has been digitally confirmed by a process called “mining”. Mining is a process where all the information entering the Bitcoin blockchain has been mathematically checked using a highly complex digital code set up on the network.

As of 2020, the total number of cryptocurrencies was over 5K altcoins and 20K markets. The amount of success that Bitcoin has achieved exposes the flaws in our traditional banking system. It has also brought about thousands of other cryptocurrencies known as altcoins. Such large amounts of money in cryptocurrencies have attracted the attention of thieves. An early spectacular theft occurred in February 2014, when Mt. Gox, the world’s third largest Bitcoin exchange, declared bankruptcy because of the theft of about 650,000 Bitcoins, then valued at about $380 million. The Federal Bureau of Investigation identified the Lazarus Group of North Korean hackers as behind the Ronin Network theft.

There is no guarantee that Bitcoin will continue to grow even though it has developed at a very fast rate so far. Investing time and resources on anything related to Bitcoin requires entrepreneurship. There are various ways to make money with Bitcoin such as mining, speculation or running new businesses. All of these methods are competitive and there is no guarantee of profit. It is up to each individual to make a proper evaluation of the costs and the risks involved in any such project. Transparent and neutral - All information concerning the Bitcoin money supply itself is readily available on the block chain for anybody to verify and use in real-time.

And suppose further we grant that cryptocurrencies can avoid the surveillance, lack of anonymity, and risk of confiscation that are endemic to the “trusted third parties” that for now still run most of the financial world. Even then, there’s something disconcerting about the way the actual coins that make up cryptocurrencies are distributed among crypto users. Crypto wealth is concentrated in the hands of the very very few. One of the things said to commend cryptocurrencies is that the blockchain-based peer-to-peer networks that run them are decentralized, residing outside the control of any single authority. Yet the claim that cryptocurrencies are decentralized in their organizational structure is misleading. That’s because the peer-to-peer networks that run them can themselves act as central authorities.

Bitcoin’s massive ecological footprint is one of the biggest obstacles standing in the way of its broader adoption. Some crypto communities, such as that of Ethereum, are aware of this problem and are actively working on reducing the negative impact of Ether on the environment. Bitcoin mining requires over 90 terawatt-hours of electricity per year - a tenfold amount compared to five years ago. After the pandemic hit in March 2020, the price of Bitcoin went from $6,000 to $60,000 within 12 months. As of December 2021, Bitcoin holds a market dominance of 40%, after reaching a four-year high of 69% market dominance in January 2021. Bear in mind that every trading involves risk, regardless of whether these parameters have been tuned.

Why Is Crypto So Important And Should I Care?

From a technical perspective, the blockchain utilizes consensus algorithms, and transactions are recorded in multiple nodes instead of on one server. A node is a computer connected to the blockchain network, which automatically downloads a http://fernandoeqcw059.image-perth.org/what-is-cryptocurrency-here-s-what-to-know-and-how-to-invest-safely copy of the blockchain upon joining the network. For a transaction to be valid, all nodes need to be in agreement. With blockchain, you and your friend would view the same ledger of transactions. The ledger is not controlled by either of you, but it operates on consensus, so both of you need to approve and verify the transaction for it to be added to the chain. The chain is also secured with cryptography, and significantly, no one can change the chain after the fact.

Britannica is the ultimate student resource for key school subjects like history, government, literature, and more. Similarly, JPMorgan Chase CEO Jamie Dimon has referred to bitcoin as a "fraud" and "worse than tulip bulbs," which refers to the 17th century short-term bubble in tulip bulb prices in Europe. Dimon has gone on record as saying that bitcoin "won't end well." But before you consider diving into the cryptocurrency craze, here are 16 facts you should know. There is a lot of speculation around the identity of Satoshi Nakamoto, but no one knows whether it’s one person or a group of people.

Cryptocurrency Market By Process

Cryptocurrency wallets help users send and receive digital currency and monitor their balance. Wallets can be hardware or software, though hardware wallets are considered more secure. Transactions and balances are recorded directly on the wallet, which cannot be accessed without the device. Outside the US, accounting treatment of cryptocurrencies varies. In the EU, a decision of the European Court of Justice rules that cryptocurrencies should be treated like government-backed currencies, and that holders should not be taxed on purchases or sales.

Subsequent standardized protocol specifications recommended using JSON for relaying data between VASPs and identity services. As of December 2020, the IVMS 101 data model has yet to be finalized and ratified by the three global standard setting bodies that created it. Cryptocurrency exchanges allow customers to trade cryptocurrencies for other assets, such as conventional fiat money, or to trade between different digital currencies.

Almost all crypto projects that are successful in the long-term solved one of these perennial problems, Qureshi said. C Y B E R D O N at T E C H I E dot C O M Credit Repair services are one of a kind. I came across him in my search for credit help, and he was helpful.

If the value can swing dramatically, it means that you can potentially make large profits, but also large losses. The country with the most crypto ATMs is the United States, with 17,436 operational crypto ATMs as of 2021. There are 300 million crypto users around the world as of 2021.

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"