There are currently over a thousand different cryptocurrencies in the world, and their supporters see them as the key to a fairer future economy. Some crypto schemes use validators to https://allcoinss.com/ maintain the cryptocurrency. In a proof-of-stake model, owners put up their tokens as collateral. In return, they get authority over the token in proportion to the amount they stake.
- Ownership of cryptocurrency units can be proved exclusively cryptographically.
- Every Libra payment is permanently written into the Libra Blockchain — a cryptographically authenticated database that acts as a public online ledger designed to handle 1,000 transactions per second.
- But while for many people Bitcoin is synonymous with cryptocurrency, it's not what crypto traders like Adam are interested in.
- Investing in BTC isn’t much different from investing in stocks.
Most altcoins will follow Bitcoin’s price trend, so if Bitcoin does poorly, it’s likely altcoins will bleed too. We offer investors a variety of opportunities in the digital assets industry. Our innovative platform provides financial access for anyone seeking investment returns anywhere, anytime. Our ecosystem aims at making finance an everyday enriching activity. Unlike government-backed money, the value of virtual currencies is driven entirely by supply and demand.
How And Where To Invest In https://www.fxstat.com/en/user/profile/yenianzgdk-295963/blog/36387859-Chinas-Underground-Bitcoin-Miners Cryptocurrency
Bitcoin and the Blockchain is the way forward and it will be interesting where we are in 10 year's with regards to the cryptocurrency market. A number of tech heavyweights are already exploring the use of blockchain technology in IoT platforms, but that’s not the only potential application of this relatively new technology. Apart from setting the upper limit in maximum number of coins, the Bitcoin system also uses an interesting way to limit daily production of new coins.
The document helps readers tap into a problem and presents an intended solution to the described issue. Your is building the first product content NFT marketplace of physical and digital products. Ratio Finance allows investors in the Solana ecosystem to extend the capabilities of their liquidity provisioning efforts by minting stable coins using t ... Peermoon is a DeFi mobile wallet that allows you investing and managing your finance conveniently in one app.
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. The underlying technical system upon which decentralized cryptocurrencies are based was created by the group or individual known as Satoshi Nakamoto. Four common types of digital assets areutility-tokens,security,stablecoins, andcryptocurrency. Nowadays, it is obvious that crypto traders do not always have time or knowledge to learn all the important aspects of investing in crypto projects, even if they are very easy to understand and apply. In a market as volatile as the crypto market, psychological aspects behind ICOs, STOs, IDOs or IEOs can play a greater role than anything.
It made far more sense when, a few weeks ago, I happened across the Telegram account of FEG Token. (The acronym stands for “Feed Every Gorilla.” Gorillas are nearly as popular as dogs when it comes to coin names.) More than 100 people were on its Telegram group voice chat one July afternoon. By June, it took about 7.7 million Bonfire coins to equal $1. While brutal for Bonfire’s early holders, infinitesimal prices are part of the appeal for many hype coin fans. The first Bitcoins ever traded were reportedly valued at a fraction of a cent. If the price of a coin like Bonfire ever reached a penny, holders would be spectacularly rich.
That sharp spike could be the start of good times, or it could be a pump and dump. Thus, not only do you have to pick the right ICO, but you also need to be ready to “set a stop loss” on an exchange that trades in that token to pull your money out. At any moment, all major countries could take down cryptocurrency in any number of ways.
Then transfer funds from your bank account to purchase BTC or purchase using your credit card.Credit cardpurchases of BTC are the most expensive. Coinbaseis one of the most popular platforms and has a straightforward process. Some of the mentioned websites below will follow this same process. Right now, you can earn up to 7.46% on your bitcoin and up to 12.73% on your USDC through saving and lending options on their platform. A great platform for getting into some currencies like Cardano or Neo.
Some investors are attracted to the volatile price swings as a potential for profit. The number of transactions successfully processed on the network in the last 24 hours. Investors and lesser-known cryptocurrencies may find fewer buyers, creating challenges when looking to exit a position.
Why Are There So Many Types Of Cryptocurrency?
An example of a coin-related scam in the industry was the Squid Game token. Launched following the massive popularity of the Netflix show of the same name, it gained value and lost it with lightning speed. The developers vanished with tokens worth a million dollars, leaving the investors high and dry. Formerly the Coda Protocol, Mina Protocol is a blockchain with a sound list of quality investors, including Coinbase Ventures, Paradigm, Three Arrows Capital, and Polychain. In April of this year, Mina’s first community-facing token sale generated $18.7 million in four hours. One step towards realizing this goal has been their recent announcement involving the migration of their own Powerledger Energy Blockchain away from Ethereum to a Solana-based one.
She as a specific interest in Samsung, and so has chosen to focus on Android in her position at MUO. She has written pieces for IMNOTABARISTA, Tourmeric and Vocal in the past, including one of her favourite pieces on remaining positive and strong through trying times, which can be found at the link above. Outside of her working life, Katie loves growing plants, cooking, and practicing yoga. This savvy incentive system should massively help ratchet up Libra’s user count without dictating how businesses balance their margins versus growth.
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"