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One thing working in Chainlink’s favor is a strategic partnership with Google under which Google uses Chainlink’s http://andresxodk930.tearosediner.net/best-cryptocurrency-wallet protocol to connect users to its cloud services, Benzinga reported. The project’s advisors include former Alphabet Chairman Eric Schmidt, DocuSign co-founder Tom Gonser and former LinkedIn CEO Jeff Weiner, according to Securities.io. Shiba Inu is an Ethereum-based altcoin that features the Shiba Inu hunting dog as its mascot and is considered as an alternative to Dogecoin.
Instead, these investors tilt their noncryptocurrency portfolio holdings toward assets with a higher risk profile. We test this hypothesis using common moving average heuristics and find that cryptocurrency investors are approximately twice as likely to trade in a non-random manner according to these moving average rules. These changes in trading behavior are not due to the trading activity in cryptocurrency securities but only related to investments in other assets. This finding implies that at least some retail investors view cryptocurrencies not only as play money but also as a sizeable fraction of their total investments. Also, the share of stocks (62%), derivatives (8%), and warrants (2%) in their brokerage portfolio is significantly higher, as is the average product risk of the vehicles in their portfolios (4.06). In addition, cryptocurrency exchanges and platforms do not feature the regulations, controls, and investor protections available in traditional stock, options, and futures markets.
- Cryptocurrencies are intended for payments, transmitting value across a decentralized network of users.
- If you’re ready to find an advisor who can help you achieve your financial goals, get started now.
- A study from 2019 concluded that up to 80% of trades on unregulated cryptocurrency exchanges could be wash trades.
- 47.5% of the respondents are relatively young individual investors who are between 30 and 40 years old.
- Investments are unpredictable; even those that seem to offer infinite positive returns can come crumbling down under certain economic condition.
All investment decisions need to take into consideration individuals' unique circumstances, such as risk tolerance, taxes, asset allocation and diversification. Remember to always do your homework before deciding on any investment, including investments in emerging technologies and markets. We believe cryptocurrencies are highly speculative and don't offer a way to purchase or hold cryptocurrencies or future contracts on cryptocurrencies. The value of bitcoin or any given cryptocurrency remains highly uncertain, and they have all exhibited significant price fluctuations. The other limitation is that as mining becomes more difficult and the network becomes more congested, the amount of computing power needed is amplified. These power needs increase the costs of building the appropriate hardware, likely cutting out smaller players.
Like stocks, most showed vulnerability to cyclical swings and changes in sentiment, especially as inflation became a prominent market driver. That proved true for digital currencies last year, and it could very well define the outlook for the best cryptocurrencies of 2022. Talk openly and honestly with your clients who are interested in crypto investing, sharing both the pros and cons. Then clients can decide on their best approach based on their risk appetite, investing timeframe, and overall goals and objectives. One positive development is the issuance of a cryptocurrency executive order by President Biden in March of 2022.
And using crypto in this way could become even more popular as these cryptocurrencies keep gaining trust. So, all ofthatto say, there’s no shortage of coins to invest in out there in cryptocurrency land. And depending on what’s trending that day (Dogecoin, anyone?), you’ll see the value on these coins go up and down like one of those swinging pirate ship rides at a carnival. If you chase crypto based on what’s hot that day, you’ll probably wind up sick too . A number of aid agencies have started accepting donations in cryptocurrencies, including UNICEF.
Coins With Fast Transaction Speed, Low Costs Solana, Polygon, Hbar
Thus, this research is designed to examine mooring, pull, and push’s related effects on intention of switching empirically. These products are just starting to come to the marketplace. The design of these products is to gain exposure to cryptocurrencies like Bitcoin and Ethereum without having to directly purchase. Beyond the fees for doing this, these products currently trade at a very high premium to the underlying cryptocurrency prices.
Besides, sell orders attract fewer transaction fees since they are the market “makers”. And in the midst of all this, the currency managed to grow its market cap by over thirty times more in the past year alone. Be sure to also observe the charts of these coins and take note of the various price spikes – the patterns can help you know the periods are to sell or buy a coin. A lot of Altcoins end up losing value over a certain period of time, sometimes in an unusually short period of time. It is, therefore, paramount to understand that whenever you hold an altcoin for the long term, be careful not to hold on to them for too long. Records showing that some tokens ended up more than ten times the value of the projected returns.
Cryptocurrency does not exist in physical form and is typically not issued by a central authority. Cryptocurrencies typically use decentralized control as opposed to a central bank digital currency . When a cryptocurrency is minted or created prior to issuance or issued by a single issuer, it is generally considered centralized. When implemented with decentralized control, each cryptocurrency works through distributed ledger technology, typically a blockchain, that serves as a public financial transaction database. Traditional asset classes like currencies, commodities, and stocks, as well as macroeconomic factors, have modest exposures to cryptocurrency returns. Volatility has been intense, with crypto assets fluctuating significantly in 2022.
Cryptocurrency Stocks
For CC investment field, since only limited large institutional investors have participated in, the perceived risk among individual investors may be less than traditional financial investment markets. From the individual investors’ point of view, building a proper financial portfolio including unrelated assets will significantly reduce investment risks. Furthermore, individual investors can join the online or offline investment clubs to look for like-minded investors to share ideas and get rational advices in the process of investment to improve their own innovation ability. Individual investors can combine CC asset with other assets which have negative correlations to achieve better expected return. Additionally, CC can also be applied in much more areas by individual investor, such as cross-border investment. Crypto is a very volatile asset and as the coins are traded 24x7, prices move very rapidly.
Once your account is created, you'll be logged-in to this account. Salesforce has created a blockchain that utilizes its platform’s metadata. The Chicago Mercantile Exchange has a futures product called the Bitcoin Futures https://www.gobankingrates.com/investing/crypto/best-cryptocurrency-to-invest-in/ Contract . Ethereum, the second most popular crypto coin, is being touted as the next big breakaway start of the industry. Other altcoins like Ripple, Bitcoin Cash, and Cardano have been making strides as well.
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