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On the one hand, it’s clear that SHIB has seen some impressive growth in recent months, and there’s no reason to believe this trend won’t continue. The upcoming project is a decentralized marketplace which will allow users to freely buy and sell digital assets, products and services using resources within the Shiba Inu ecosystem. Getting listed on new exchanges goes a long way toward determining a digital asset’s success. Listings make the token more accessible, since more investors can easily buy and sell them. This generally has a positive impact on the token’s valuation.
Why does a cryptocurrency have to be “more secure” than its fiat alternative? I think an argument can be made that it is secure in ways you have not noted (no government can print more at their whim, devaluing what you own–which is a form of insecurity inherent to all fiat). That said, the root of this issue is the bias toward the overuse of market price volatility as a measure of risk.
- Storing a password online exposes it to the risk of being hacked.
- Again, it's just worth what folks agree to pay one another at any particular time.
- The speed has the added advantage of being less expensive for users as well.
- If lots of people are buying crypto, then the value will rise.
- High volatility measurements mean higher highs and lower lows, while lower volatility means more level returns.
- Picture your finances as an ice cream sundae, with crypto as the cherry on top.
This means that blockchain relies on probabilistic thinking rather than certainty to ensure safety and functionality. Today, Bitcoin fans around the world celebrate this day as Bitcoin Pizza Day. The occasion commemorates the first time anyone was reported to have used bitcoin to buy physical goods . There's a lot of potential with blockchain technology, but the execution is in the details. As the Ethereum platform becomes increasingly used worldwide, the Ether token increases in utility and value. Investors bullish on the long-term potential of the Ethereum platform can profit directly by owning Ether.
Ethereum is typically swapped in exchange for the hottest new tokens, which raise demand for Altcoin. Moreover, Ethereum transaction fees are at all-time high levels. Both Ethereum and cryptocurrency trading are relatively nascent. Because of the newness, there are unpredictable fluctuations in price and volatility, resulting in creating optimal opportunities for incredible gains. It is a structure for designing and engineering applications. If a painter’s platform is a canvas, think of the blockchain as the canvas of Ethereum.
You really shouldn’t put any money you might need into crypto, because the market is so volatile. You might see a great return on your investment, or you might lose it all. When you take out a certificate of deposit, you agree to leave your money in one place for a set period of time.
There are thousands of types of cryptocurrencies out there on the crypto market; more than 15,000 of them are traded publicly. Some popular cryptocurrency types include Bitcoin , Ethereum , Stablecoin, Dogecoin, Cardano, Litecoin and Tether. Since cryptocurrency values have been decreasing, you might have a better chance of making a profit by timing the market. If you want your money to appreciate over a long period, you’re better off investing in long-term bonds, index funds, or IRAs.
Identify Your Companys Path And Develop A Road Map
This volatility makes it hard for even the most risk-tolerant investor as you know at any time you could lose the entire value of your investment. Matthew is a B2B SaaS content strategist currently working as an Editor at a major financial https://www.forbes.com/advisor/investing/cryptocurrency/what-is-bitcoin/ technology services company. Before that, he worked at Blockgeeks as their Chief Content Officer; where he successfully created the most comprehensive and accessible library of crypto and blockchain courses in the world.
Flow has proved to be a valuable platform for developers and today boasts over 5.5M wallet accounts. Its scalability has allowed for the development of a myriad of decentralized applications. The continuous Flow growth will see the coin reach its previous all-time high of $46.16 set on 5th April 2021. The milestone will likely see speculators jump into the coin and send its value higher. The ease of use of the Flow platform allows developers to securely fix bugs, upgrade or make changes to specific parts of smart contracts. Flow average price will register its highest price at $25.22 and its lowest price at $21.52.
We asked financial pros to weigh in on what percentage, if any, of your nest egg you should put in crypto. Sign up for Crypto for Advisors, our weekly newsletter defining crypto, digital assets and the future of finance. Everyone from Twitter thought leaders to institutional wealth managers have made guesses as to when bitcoin will hit $100,000. "I am the biggest crypto hippie you'll talk to in a very long time," says Tyrone Ross, CEO of Onramp Invest, a cryptoasset platform for registered investment advisors. "I don't think the general public should be investing in crypto". The days when Bitcoin was the only real option for investors looking to get into cryptocurrencies are long gone.
Further, cryptocurrency’s decentralized, open-source nature helps "eliminate the weak points of the modern banking system by bringing access directly to consumers," she says. This makes it easier to buy, sell, store, and trade the best performing assets of the last decade. But these days, you might be seen as behind on the times if you don't currently invest, or if you have never traded https://dominickgynl517.edublogs.org/2022/06/01/is-ethereum-a-good-investment-while-its-still-below-4500-price-prediction-pros-and-cons/ a single Bitcoin, Ethereum, or Litecoin in your life. From Bitcoin and Ethereum to Dogecoin and Tether, there are thousands of different cryptocurrencies, which can make it overwhelming when you’re first getting started in the world of crypto. To help you get your bearings, these are the top 10 cryptocurrencies based on their market capitalization, or the total value of all of the coins currently in circulation. Again, the term "currency" is a bit of a red herring when it comes to taxes in the U.S.
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"