Why Is Crypto So Important And Should I Care?

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.

  • Your wallet’s address, which is similar to your bank account number.
  • Coinbase is one of the Internet’s largest cryptocurrency trading platforms.
  • The most promising areas of research for crypto-financial intelligentsia would be delving into establishing trial runs for central bank-backed cryptocurrencies.
  • Bitcoin is the first decentralized peer-to-peer payment network that is fully controlled by its users without any central authority or intermediary.
  • His skill set lies in data engineering, full stack web development, product management, and technology strategy.

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.

Crypto Vs Stocks: Which Investment Has Less Risk?

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.

  • Please be careful of investment platforms promising you a good return on your investment.
  • The Company Act generally requires investment companies to register with the SEC as mutual funds unless thewallstreetfox they meet an exemption.
  • Money only leaves your bank account when you purchase the coin itself—not when you make purchases with a coin.
  • These accounts are known as whales because they have a significant position and can influence the market if a group of people agrees to sell crypto assets.

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").

Is Cryptocurrency A Good Investment?

"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.

  • The first implementation of CryptoNight, Bytecoin, was heavily premined and thus rejected by the community.
  • That lack of an inherent measure of value also means prices can change rapidly with major news, like reports about pending government regulation.
  • For example, a cryptocurrency-funded organization can include voting rights in the currency’s software code.
  • Tracing bitcoin is not hard for the bitcoin forensics or specialists.
  • I made a withdrawal request, and noticed my account was suddenly blocked for no apparent reason.

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.

How We Make Money

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.

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"

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