Whether you’re looking to keep your crypto safe for the future or manage it on a daily basis, we’ve got the right product for you. Sign Up NowGet this delivered to your inbox, and more info about our products and services. Digital collectable card games that use NFTs are gaining interest from both investors and ... Jamiroquai, from London, is a prominent funk and acid jazz band. The platform uses distributed ledger technology to provide faster payouts and full documentation and verification.
If you're interested in meme coins, https://investmentalk.com/ Shiba Inu is still worth considering. Although a Robinhood listing isn’t guaranteed, SHIB could rise more in 2022 if it continues to get support from major exchanges and more merchants accept it as payment. Dogecoin also could rise more in 2022 if more businesses accept it. Other meme cryptos you could try your luck with are MetaPets, King Shiba, and Mongoose, which got its start with a comment by Rep. Brad Sherman at a Congress crypto hearing. For content involving investments or securities, you should know that investing in securities involves risks, and there is always the potential of losing money when you invest in securities. Before investing, consider your investment objectives and Betterment's charges and expenses.
In March 2018, the word cryptocurrency was added to the Merriam-Webster Dictionary. The system allows transactions to be performed in which ownership of the cryptographic units is changed. A transaction statement can only be issued by an entity proving the current ownership of these units. Ownership of cryptocurrency units can be proved exclusively cryptographically. The system keeps an overview of cryptocurrency units and their ownership.
Such business models are hard to adopt but can unlock future growth for companies. We’ve developed a framework that maps innovations against these two contextual dimensions, dividing them into quadrants. (See the exhibit “How Foundational Technologies Take Hold.”) Each quadrant represents a stage of technology development.
Best Overall : Coinbase
These factors included the history of the exchange, customer reviews, the fees each charge, the strength of features for each digital wallet, and the speed at which you can buy Bitcoin. Every bitcoin exchange uses its own pricing and platform, which may instantly draw you to one exchange over another. Advanced bitcoin users may be interested in more details about the type of exchange.
- Dogecoin was created by two software engineers, Billy Markus and Jackson Palmer, in 2013.
- You can buy 21Shares ETPs with no special set up using the accounts you already have.
- In addition, this exchange offers two facilities — Coinbase and Coinbase Pro.
- On the other hand, if the bulls take control, we might see Dogecoin Price spiking to around the $0.220 level, where it will be testing its next level of big resistance according to its on-chain metrics.
- DPT held in your Hosted Wallet is not subject to the Singapore Deposit Insurance Scheme (“SDIC”) or any similar insurance or guaranty scheme of any other jurisdiction.
NEAR was built for scale from the start and has tools for NFTs and DAOs that could compete with Ethereum. Every day, get fresh ideas on how to save and make money and achieve your financial goals. Our in-house research team and on-site financial experts work together to create content that’s accurate, impartial and up to date. We fact-check every single statistic, quote https://investmentalk.com/ and fact using trusted primary resources to make sure the information we provide is correct. You can learn more about GOBankingRates’ processes and standards in our editorial policy. One thing working in Chainlink’s favor is a strategic partnership with Google under which Google uses Chainlink’s protocol to connect users to its cloud services, Benzinga reported.
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Ethereum may be “safer” than Bitcoin, but this is crypto we’re talking about, so volatility is part of the game. There are, however, ways to expose yourself to Ethereum without actually buying any tokens. Bitfinex has a bespoke offering expertly tailored to meet the specific needs of professional and institutional traders including sub-accounts, expedited verification, and dedicated customer support. "We need decades of returns in order to understand https://www.forbes.com/advisor/investing/cryptocurrency/how-to-buy-cryptocurrency/ whether a specific asset is good in a portfolio," Fracassi said. "We know that on average stocks return about 6% more than bonds. That's because we've had 60 to 100 years to see the average returns on stocks and bonds." Crypto is so new, there isn't enough data yet to decide how much of your portfolio "should" be in cryptocurrency, according to Cesare Fracassi, who runs the Blockchain Initiative at the University of Texas, Austin.
Other than developers, there are a growing number of merchants that accept Litecoin. As of March 14, 2022, Litecoin has a market capitalization of $7.4 billion and a per token value of around $106, making it the 21st-largest cryptocurrency in the world. The “crypto” in cryptocurrencies refers to complicated cryptography investmentalk.com that allows for the creation and processing of digital currencies and their transactions across decentralized systems. Alongside this important “crypto” feature is a common commitment to decentralization; cryptocurrencies are typically developed as code by teams who build in mechanisms for issuance and other controls.
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"