Cryptocurrency Investment Strategy By Ark Invest

Paul Vigna of The Wall Street Journal also described altcoins as "alternative versions of Bitcoin" given its role as the model protocol for altcoin designers. In 1998, Wei Dai published a description of "b-money", characterized as an anonymous, distributed electronic cash system. The first decentralized cryptocurrency was Bitcoin, which first released as open-source software in 2009.

Just like paper money or a check, cryptocurrencies allow consumers to buy services and goods, or trade them for profit. And there's no guarantee any stock will pay dividends in a quarter or year. Stash does not monitor whether a customer is eligible for https://diigo.com/0orac8 a particular type of IRA, or a tax deduction, or if a reduced contribution limit applies to a customer. Welcome to Stash101, our free financial education platform.

Cmc Crypto 200

The price of DOGE hit an all-time high of approximately 0.74 cents during the week when Musk was scheduled to appear on Saturday Night Live. As of March 14, 2022, Dogecoin’s market capitalization is $15.0 billion and one DOGE is valued at around 11 cents, making it the 13th-largest cryptocurrency. Bitcoin Cash BCH holds an important place in the history of altcoins because it is one of the earliest and most successful hard forks of the original Bitcoin.

  • If you don’t have the resources to compete with the heavy hitters, one option is joining a mining pool, where users share rewards.
  • The platform is under intense regulatory scrutiny; while this is not a dealbreaker as it’s common among crypto platforms, it's something to be mindful of.
  • Cryptos are known for their anonymity, trustlessness, lack of transparency, and zero reliance on third parties and privacy -although some aren't as private as others.
  • Volatility is one of the most common criticisms levelled at cryptocurrency.
  • There is no such thing as guaranteed high investment returns.

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.

Risks Of Investing In Polygon

If the tokens are linked to the value of the company or project, they can be called security tokens . Stepping back, a more general reason for investing in crypto, especially if you are completely new to it, is diversifying your broader investment portfolio. If done correctly, including a small amount of crypto in your overall portfolio may help prevent you from being overly exposed to concentrated risks. Depending on what crypto investments you select, you’ll gain exposure to advancements in the metaverse, decentralized finance, and Web 3.0 technologies, among others. As we’ve mentioned, crypto spans a broad spectrum of our lives, and it's changing the future, even if we don’t know how yet.

That's a roughly 60% return, though it didn't happen in a straight line. The cryptocurrency rocketed to above $63,000 by April, plunged to below $30,000 in mid-July and crested just shy of $69,000 in early November before cooling off into year-end. We explore the broader outlook for crypto in 2022, https://www.investors.com/news/best-bitcoin-stocks-cryptocurrency-plays-to-buy-and-watch/ as well as which coins the experts like. Dismissing client questions about crypto investing out of hand won't make their interest go away. The next step would be to get a wallet for your coins; it is advisable to go for the hardware ones that offer you an offline storage for your altcoins.

Arguably the largest impact from this technology could come on the financing side. Multiple projects are underway to help make it easier to invest in and divest of real estate holdings. A house seller, as an example, could sell a home to four different investors, not only one homebuyer. The four investors each get a house crypto coin that represents one-fourth of the house. As the value of the home appreciates, so should each coin’s value.

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"