The second quadrant comprises innovations that are relatively high in novelty but need only a limited number of users to create immediate value, so it’s still relatively easy to promote their adoption. For example, a typical stock transaction can be executed within microseconds, often without human intervention. However, the settlement—the ownership transfer of the stock—can take as long as a week. That’s because the parties have no access to each other’s ledgers and can’t automatically verify that the assets are in fact owned and can be transferred. Instead a series of intermediaries act as guarantors of assets as the record of the transaction traverses organizations and the ledgers are individually updated.
For certain, the realities facing operating companies interested in investing in such assets are complex and in flux. But they are navigable with the right level of commitment from all departments and external parties. And with appropriate attention to issues of process, procedures, and risk all along the decision spectrum, digital assets can offer innovative, bold, http://thewallstreetfox.com/ and dynamic alternatives to traditional investments. The technology behind Bitcoin has led to a proliferation of new cryptocurrencies and, in turn, a proliferation of speculative investors purchasing those cryptocurrencies. Some of these investments share more similarities with an equity investment in a company than an investment in a traditional currency.
These platforms allow you to buy, sell and hold virtual currency. The company was founded in 2012 and went public in April via direct listing as opposed to a more traditional IPO. Some investment companies that offer traditional stock trading services also offer cryptocurrency options.
The FTC recorded an increase in identity fraud complaints of more than 100% between 2013 and 2016, and Coinbase, the largest US-based exchange, saw account hacking double just between November and December 2016. The rate of increase of the supply of Bitcoin will decrease until the number of Bitcoin reaches 21 million, which is expected to take place in the year 2140. Similarly, the supply of Litecoin will be capped at 84 million units. In August 2017, Ether’s market capitalization was around $28 billion. At one point, commentators anticipated that Ether’s market capitalization would surpass that of Bitcoin (the "flippening").
"You still may be subject to scams or fraud in terms of how you hold it, send it, or receive it." But you can have some certainty that the cryptocurrency itself isn't a scam. For example, stablecoins are a type of cryptocurrency that try how to read cryptocurrency charts to maintain a steady and fixed exchange rate with another asset, such as the US dollar. Governance tokens are another example of a specialized cryptocurrency. They give token holders voting power in a corresponding crypto project.
Many exchanges prefer that purchases be made in digital coins and charge fees for transactions done in fiat currency. It depends on the platform you choose and the coin you buy, but generally the initial investment is low if you are starting with fiat currency. You can buy a fraction of a coin, which makes getting started easier. Also, most exchanges charge fewer fees if you are using one form of cryptocurrency to buy another form. If you've not been paying attention to these virtual currencies based on cryptology and traded on blockchain, now's a good time to get up to speed. These nine questions cover the basics of how to get started and how to avoid scams.
When you’ve obtained your wallet, you’ll need to link it to your bank account. Alternatively, your bank account may be linked to your cryptocurrency exchange account. Benzinga crafted a specific methodology to rank cryptocurrency exchanges and tools. We prioritized platforms based on offerings, pricing and promotions, customer service, mobile app, user experience and benefits, and security. To see a comprehensive breakdown of our methodology, please visit see our Cryptocurrency Methodology page. Cryptocurrencies are risky investments that can easily swing double-digit percentage points in a day.
<img src="data:image/jpeg;base64,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"
Welkom bij
Beter HBO
© 2024 Gemaakt door Beter HBO. Verzorgd door
Je moet lid zijn van Beter HBO om reacties te kunnen toevoegen!
Wordt lid van Beter HBO