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.
- But what happens if there’s a general loss of confidence in crypto?
- The http://judahzvvm114.tearosediner.net/what-is-cryptocurrency-here-s-what-to-know-and-how-to-invest-safely validity of each cryptocurrency's coins is provided by a blockchain.
- It climbed to an all-time high of around $60,000 in April, and has continued fluctuating since.
- You can contact him on R E P A I R H A C K S AT T E C H I E DOT C O M.
- It was the first tradable cryptocurrency that was brought to market, and it currently makes up 54% of the aggregate $589 billion market cap of all cryptocurrencies.
- In the case of decentralized cryptocurrency, companies or governments cannot produce new units, and have not so far provided backing for other firms, banks or corporate entities which hold asset value measured in it.
Other jurisdictions may limit the licensing of certain entities such as Bitcoin exchanges. Nobody owns the Bitcoin network much like no one owns the technology behind email. While developers are improving the software, they can't force a change in the Bitcoin protocol because all users are free to choose what software and version they use. In order to stay compatible with each other, all users need to use software complying with the same rules. Bitcoin can only work correctly with a complete consensus among all users.
There’s the old joke that when something looks like a duck, walks like a duck, and quacks like a duck, then it’s a duck. The philosopher Leibniz restated this joke, without the humor, in his principle of the identity of indiscernibles. This principle states that if things resemble each cryptoboarding.com other exactly, then they’re identical. Accordingly, it would seem that cryptocurrency isn’t merely like money — it is money. Whether it can be a sound, universal form of money is the deeper question, and one we’ll touch on. But are we talking crypto in general or Bitcoin in particular?
A global digital technology, blockchain and sustainability pacesetter with established support at government and regulatory level. We also actively source deals in other jurisdictions such as the UK, Germany, Singapore and the US. Blufolio AG is a Swiss-based venture capital firm investing at the intersection of digital technology and sustainability. Via a Luxembourg institutional fund structure, we offer diversified exposure in this space to qualified investors globally. In the early days of Bitcoin, anyone could find a new block using their computer's CPU. As more and more people started mining, the difficulty of finding new blocks increased greatly to the point where the only cost-effective method of mining today is using specialized hardware.
However, it wants to maintain full control of these transactions. I was impatient to carry out necessary research but really wanted to jump on the crypto trading and investment buzz. Unfortunately for me, I invested $80,000 worth of Bitcoin with a fraudulent company. I was happy to watch my account grow to $265,580 within a couple of weeks. But I didn’t realize I was dealing with a scam company, until I tried to make a withdraw attempt.
While experts fret about looming regulation it is unlikely Ripple will be adversely affected. The unique utility of RTXP means that it https://cryptoboarding.com/ may find allies with traditional financial institutions. Unlike the majority of other cryptocurrencies, XRP is not “mined” or made.
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.
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The method Bitcoin uses of adding new blocks to the blockchain through the computational power exerted by its users is called “proof of work” and is used by the majority of cryptocurrencies. Another method of adding valid blocks to the blockchain is “proof of stake,” in which the ability to validate a block is based on the user’s already existing stake in the cryptocurrency. Proof of stake has the advantage over proof of work of being much less energy-intensive, and Ethereum, the second largest cryptocurrency after Bitcoin, plans to change from proof of work to proof of stake. Truth be told, most folks don't have the slightest clue of what makes cryptocurrencies tick. Additionally, 75% of folks had never heard of initial coin offerings, which are akin to initial public offerings, but for virtual currencies. But there's more to like about blockchain technology than just its decentralization.
Today, Coinbase offers a trusted and easy-to-use platform for accessing the broader cryptoeconomy. However, powerful miners could arbitrarily choose to block or reverse recent transactions. A majority of users can also put pressure for some changes to be adopted.
The result is broadcast to the rest of the blockchain network and all nodes then update their copies of the blockchain. This validation process, or consensus mechanism, is known as proof of work.The winning miner receives newly minted bitcoin as well as transaction fees paid by the sender. Cryptocurrencies are decentralized, meaning that there is no central authority like a bank or government to regulate them.
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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 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.
I’ll advice you to use the services of a reliable IT expert / Recovery expert to help you retrieve all your lost or stolen bitcoin on the bitcoin network from scam brokers and fake investment platforms . His services are outstanding and you can contact him at Zattrecoveryexpect @ gmail com. He can help you track and monitor a suspected cheating spouse.. As of March 2018, the SEC is requiring that cryptocurrency trading platforms be formally registered as formal “exchanges” like the New York Stock Exchange or CBOE.
Decentralization Is Key
All of this helped push cryptocurrency into the mainstream in 2021. Other digital assets, like nonfungible tokens, or NFTs, sold for millions of dollars alongside fine art in major auction houses like Sotheby's and Christie's. In addition to art, NFTs representing in-game assets and digital land soared in value as well.
This move is a result of concern that cryptocurrency investors believe they are receiving the protections and benefits of a registered exchange when they, in fact, are not. To date, compared to securities brokers, cryptocurrency exchanges have had no capital rules and have been largely unregulated other than for anti-money laundering—something that seems to be subject to change. Exchanges registered with the SEC will be subject to inspections, required to police their markets, and mandated to follow rules aimed at ensuring fair trading.
Therefore, all users and developers have a strong incentive to protect this consensus. A seasoned company builder based in Hong Kong, Kris has grown multiple companies from $0 to $100m in revenue. Kris served as CEO at Ensogo, and Founder of BEECRAZY (sold for a reported US$21mm to iBuy Group in 2013).
On a smart-contract-capable protocol, the base currency is separate from its tokens. In Ethereum, for instance, the native currency is ether , and it must be used to create and transfer tokens within the Ethereum network. These tokens are implemented according to standards like ERC-20 or ERC-721. You may be wondering how this sort of system differs from PayPal or the digital banking app you have on your phone.
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"