Investors and enterprises have begun holding cryptocurrencies for uses in finance, investment, venture capital, and many others. For example, Galaxy Digital Holdings is a financial service and investment company with close to $2.9 billion in crypto assets under management. It's important to note that governments and the international community are cracking down on cryptocurrency uses by criminals and organized crime. Many countries have adopted cryptocurrency anti-money laundering and countering the financing of terrorism measures; agencies and teams have been established to combat the use of cryptocurrencies in these illegal activities.
- An electronic transfer of funds for a real currency can occur in minutes.
- Such a scheme would be useful for spies in the field, who no longer had to worry about their cryptosystem being compromised in case their public key was discovered.
- When a trade is executed, the funds are transferred directly on the blockchain using the magic of smart contracts.
- It’s therefore obvious if a block has been changed, because all the blocks that come after it would need to be changed as well.
Public-key cryptography depends on this asymmetry between public and private keys. Digital signatures are essential to all cryptocurrencies in that they enable one party to securely sign over currency to another party. Digital signatures became possible with a crucial breakthrough in cryptography that happened in the 1970s. But anonymity in Chaum’s DigiCash applied to buyers, not sellers. Blind signatures were used to keep otherwise trusted third parties in the dark about buyers’ identities. Blind signatures gave buyers anonymity by getting banks to digitally sign and thereby authorize transfers of money, but because the signatures were blind, transactions involving DigiCash would be untraceable back to the buyer.
Top 10 Facts About Cryptocurrency And Bitcoin In 2022
Cryptocurrency transactions guarantee privacy, speed, and minimal fees, which make them preferable over standard bank transfers. Thanks to these benefits, millions of crypto transactions take place every day, for a total average trading volume of $120 billion per day. While understanding the market capitalization of crypto is important, one of the most important cryptocurrency volume statistics is the daily trading volume index. Nonetheless, the last 18 months have had a drastic impact on the entire global cryptocurrency market, future outlook, and levels of adoption.
It’s estimated that the Bitcoin network generates 11.5 kilotons of e-waste each year, adding to our already huge e-waste problem. And it is only getting worse because miners must continually increase their computing power to compete with other miners. Moreover, because rewards are continually cut in half, to make mining financially worthwhile, miners have to process more transactions or reduce the amount of electricity they use. As a result, miners need to seek out the cheapest electricity and upgrade to faster, more energy-intensive computers.
Please note that the availability of the products and services on the Crypto.com App is subject to jurisdictional limitations. Crypto.com may not offer certain products, features and/or services on the Crypto.com App in certain jurisdictions due to potential or actual regulatory https://learn.bybit.com/investing/crypto-market-cycles/ restrictions. Dimitri Tsamados is Partner at Eric Salmon & Partners, a leadership advisory and executive search firm. Drawing from over 20 years of experience in Asia and a long history of working with high growth companies Dimitri advises technology players across Asia.
Bitcoin maxes out at the pokey pace of around 5 TPS (you can see all Bitcoin transactions both historically and in real time, block by block going all the way back to Bitcoin’s inception, at Blockchain.com Explore BTC). Ripple hoped to be a game changer by upping the TPS of its XRP to 1,500. But for world commerce, you really need a still higher order of magnitude TPS. Solana has finally achieved that with TPS in excess of 50,000. For comparison, Visa handles about 2,000 TPS, so Solana looks poised to be a global transactional cryptocurrency. Not to be outdone, Ethereum is planning a multi-phase upgrade to Ethereum 2.0 that is supposed to increase its TBS to 100,000.
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At the same time, taking custody of your own http://devinoggj892.theglensecret.com/market-cycles-in-cryptocurrency funds requires some amount of technical expertise, and you’re entirely at your own responsibility. Unlike fundamental analysts, technical analysts don’t try to determine the intrinsic value of an asset. Instead, they evaluate trading and investment opportunities based on historical trading activity.
This entry has been created for information and planning purposes. It is not intended to be, nor should it be substituted for, legal advice, which turns on specific facts. Generally, we must apply the so-called “Howey test,” on a case by case basis, to determine whether a particular crypto asset is a security.
For example, the price of Ether appreciated from $8 per unit in January 2017 to almost $400 six months later as the Ether market became more bullish—only to decline to $200 per unit in July due to technical issues. In contrast, a software wallet such as the Coinbase wallet is virtual. This type of software device can place the holder’s funds online in the possession of the wallet provider, which has added risk. Coinbase introduced its Vault service to increase the security of its wallet. The largest pools include AntPool, F2Pool, and BitFury, with AntPool alone controlling over 19% of all mining. Most mining pools are located in China, comprising more than 70% of total Bitcoin mining.
In terms of storability, Bitcoin is encoded within the blockchain and is entered on the distributed ledger system. For example, when Client A makes payment to Client B. The transaction is settled by the miners who solve the cryptographic puzzle as a part of the validation process. The miners who find the solution faster will receive Bitcoin as a reward.
When implemented with decentralized control, each cryptocurrency works through distributed ledger technology, typically a blockchain, that serves as a public financial transaction database. Traditional asset classes like currencies, commodities, and stocks, as well as macroeconomic factors, have modest exposures to cryptocurrency returns. While a little more than 18.5 million Bitcoins have been mined, the number available for use as payments on any given day is much lower than that – more like 8 million.
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"