For your own good, hit him up via; ''B O O S T m y c r e d I t A t F A S T s e r v I c https://kylerjkkj129.hpage.com/post5.html e D O T c o m''. Choosing to invest in cryptocurrency can be a complex new hobby if you’re brand new, with loads to learn about the underlying technology. Review and put that learning into an experience, sites like Fx Leaders have thorough knowledge database to help anyone interested. I am not one of the hundreds of people who were victims of binary option Fraud, but have been rescued by, Q U I C K C O I N R E C O V E R Y @ C O N S U L T A N T .
- In general, the cryptocurrency market is considered illiquid because the transactions are dispersed across multiple exchanges, which means that comparatively small trades can have huge impact on market prices.
- All properties, whether real or digital, are subject to decay, to the forces of entropy over time.
- Based on components, the global market has been segmented into software and hardware.
- As the date reaches near of a halving the cryptocurrency market cap increases, followed by a downtrend.
- Ground reality is also compellingly in favor of making cryptocurrency legally acceptable.
In cryptocurrencies, you can only spend your funds if you’ve got the corresponding private key. When you make a transaction, you’re announcing to the network that you want to move your currency. This is announced in a message (i.e., transaction), which is signed and added to the cryptocurrency’s database . As mentioned, you need your private key to create the digital signature. And since anyone can see the database, they can check that your transaction is valid by checking the signature. It’s common to picture decentralization as a graph in which many interconnected nodes all happily exchange information along communication channels, the nodes all being roughly equal in status.
History And Development Of Virtual Currency
It peaked in the last quarter of 2017 when it was valued at $238 billion. All in all, this is probably one of the crypto coin stats that makes people consider investing in mining Bitcoin. The cryptocurrency market value is expected to reach $1,758 million by 2027. Even though their number is increasing, cryptocurrencies are slowly losing value. It just means that they were a much better investment in 2012 and 2013, but it was impossible to guess how much their value would explode over time. We got this info from E-Crypto News, which also states the market cap for all these currencies in June was higher than $271.58 billion.
Dogecoin’s blockchain works like any other primary blockchain. Blocks are chained together using a hashing algorithm, and outputs can be spent. In other words, users can spend their Dogecoins by sending a transaction to a DOGE address. If, in substance, a crypto https://www.forbes.com/advisor/investing/cryptocurrency/what-is-cryptocurrency/ asset is a security, the fact that it consists of, or is represented by, records in a blockchain or distributed ledger clearly does not alter its status as a security. Again, for certain statements made by courts and regulators on this point, see here.
As of March 2022 there were more than 9,000 other cryptocurrencies in the marketplace, of which more than 70 had a market capitalization exceeding $1 billion. Some crypto schemes use validators to maintain the cryptocurrency. In a proof-of-stake model, owners put up their tokens as collateral.
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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"