What Is An Ico? Initial Coin Offering Explained

Numerous others have turned out to be fraudulent or have performed extremely poorly. Jake Frankenfield is an experienced writer on a wide range of business news topics and his work has been featured on Investopedia and The New York Times among others. He has done extensive work and research on Facebook and data collection, Apple and user experience, blockchain and fintech, and cryptocurrency and the allcoinss future of money. The lack of regulation results in more scams and mediocre projects. Just sorting through upcoming ICOs for a quality project can feel like searching for a needle in a haystack.

If the money raised in an ICO is less than the minimum amount required by the ICO's criteria, then all of the money may be returned to the project's investors. If the funding requirements are met within the specified time period, then the money raised is spent in pursuit of the project's goals. They offer high allcoinss.com potential profits if you can determine which cryptocurrency is a good investment. Since you're buying early, prices are often lower, and some ICOs offer tokens at discounted rates. The primary difference between ICOs and IPOs is that IPOs involve selling securities and are subject to much stricter regulations.

A company that wants to conduct an IPO must file a registration statement with the U.S. The registration statement should include a prospectus that provides financial statements and potential risk factors. South Korea and China decidedly imposed complete bans on ICOs around the same time, while Thailand issued a temporary ban on token offerings a year later as regulators drafted up a new legal framework.

Initial public offerings of stock raise money for companies that are becoming public and result in the distribution of shares of the company's stock to investors. For ICOs, crypto companies raise funds through the sales of coins or tokens. In both cases, investors are bullish, whether about the company or the cryptocurrency, and invest based on some belief that the asset's value will increase over time. An initial coin offering or initial currency offering is a type of funding using cryptocurrencies. It is often a form of crowdfunding, although a private ICO which does not seek public investment is also possible. In an ICO, a quantity of cryptocurrency is sold in the form of "tokens" ("coins") to speculators or investors, in exchange for legal tender or other cryptocurrencies such as Bitcoin or Ether.

Sec Chairman Double Downs On Statement That every Ico Is A Security And Seeks More Congressional Authority

Famous actors and entertainers like Steven Seagal also sometimes encourage their followers to invest in a hot new ICO. Full BioKimberly Overcast is an award-winning writer and fact-checker. She has ghostwritten political, health, and Christian nonfiction books for several authors, including several New York Times bestsellers.

Willet wrote a white paper titled “The Second Bitcoin White Paper” for the token MasterCoin and was able to raise US$600,000. Countries have different approaches to how they regulate cryptocurrencies. Ethereum is the leading blockchain platform for ICOs with more than 80% market share. By the end of 2017, ICOs had raised almost 40 times as much capital as they had raised in 2016, although still amounting to less than two percent of the capital raised by IPOs. Crypto tokens are a representation of a particular asset or a utility on a blockchain. The offers that appear in this table are from partnerships from which Investopedia receives compensation.

Now not only is it one of the most valuable cryptocurrencies, but it has enabled an entire ecosystem of decentralized applications to blossom from its technology. The project releases the white paper as part of its ICO campaign, which it designs to encourage enthusiasts and supporters of the project buy some of the project’s tokens. Investors can generally use fiat or digital currency to buy the new tokens, and it's increasingly common for investors to pay using other forms of crypto such as Bitcoin or Ethereum.

  • As a type of digital crowdfunding, ICOs enable startups not only to raise funds without giving up equity but also to establish a community of incentivized users who want the project to succeed so their presale tokens rise in value.
  • Token generating events and ICOs offer a peer-to-peer channel for capital to flow between user and tech firm, granting blockchain start-ups easier, faster and cheaper access to funding than ever before.
  • In November 2018, Zaslavskiy pleaded guilty to charges that carry a term of up to five years imprisonment.

These include white papers, government data, original reporting, and interviews with industry experts. We also reference original research from other reputable publishers where appropriate. You can learn more about the standards we follow in producing https://en.wikipedia.org/wiki/Blockchain accurate, unbiased content in oureditorial policy. In another example, during a one-month ICO ending in March of 2018, Dragon Coin raised about $320 million. In 2015, a two-phase ICO began for a company called Antshares, which later rebranded as Neo.

An initial coin offering is the cryptocurrency industry's equivalent to an initial public offering . A company seeking to raise money to create a new coin, app, or service can launch an ICO as a way to raise funds. https://allcoinss.com Tokens, especially those that have had successful sales, are usually listed on crypto exchanges. Once listed, new investors who missed out on the token offering have an opportunity to purchase the coins.

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We’ll conduct an initial workshop with you to assess your needs and ensure that your ICO meets the Swiss legal requirements. The investment giant will be looking to make investments between $50 million and $250 million in blockchain and Web 3. The blockchain-based platform is a subsidiary of Our Happy Company, which was co-founded by performer John Legend and KKBOX CEO Chris Lin. Sign up for First Mover, our daily newsletter putting the latest moves in crypto markets in context. Cryptography allows digitals assets to be transacted and verified without the need for a trusted third party.

If it seems the project doesn't involve anyone with relevant, easily verified experience, that's a red flag. ICOs give you an opportunity to get in on the ground floor of new cryptocurrencies — an opportunity that has its pros and cons. Although Switzerland has seen several successful ICOs already, they’re still something of a novelty. We help you liaise knowledgeably with the authorities as you enter new tax territory.

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