<h1>12 Most Popular Types Of Cryptocurrency</h1>

But Shiba Inu’s motivation is clearly to dominate the dog-themed coin market through collective action. While several investment firms have submitted applications to the SEC for ETFs that hold cryptocurrency directly, none have been approved to trade in US markets. News about Bitcoin and other cryptocurrencies have been impossible https://allcoinss.com/ to ignore. Investors hear news about overnight millionaires who lose their fortunes just as quickly. For example, a single bitcoin ranged in price from $1,000 in early 2017 to a high of over $64,000 in April 2021, with intense volatility in between. Cryptocurrency assets are accessed using a key that’s not retrievable if lost.

  • Doing so will result in a loss of the cryptocurrency in question.
  • For more information on basis of property received as a gift, see Publication 551, Basis of Assets.
  • Even transactions such as buying a car or a house could soon be managed throughcomputer programsrun on cryptocurrency platforms.
  • As traffic grows, more Bitcoin users may use lightweight clients, and full network nodes may become a more specialized service.
  • This despite its origins as a larky tribute to an adorable, Internet-famous pooch from 2013.
  • Unlike dollar bills and coins, cryptocurrencies are not issued or backed by the U.S. government or any other government or central bank.

There is stiff competition for these rewards, so many users try to submit blocks, but only one can be selected for each new block of transactions. To decide who gets the reward, Bitcoin requires users to solve a difficult puzzle, which uses a huge amount of energy and computing power. The completion of this puzzle is the "work" in proof of work.

Have Regulators Issued Any Statements On Bitcoin?

This bill establishes an economic growth blockchain act, sets regulations for the sale of hemp, regulates virtual and digital assets and establishes depository banks for these purposes. PennsylvaniaHB 1724Establishes a task force on digital currency and the impact on widespread use of cryptocurrency and other forms of digital currencies in this Commonwealth. No, Schwab does not accept cryptocurrency deposits, nor do we accept or disburse cryptocurrencies for settlement of securities or futures transactions. Clients with a futures account can trade Bitcoin futures contracts directly. For investors interested in cryptocurrency, Schwab has several choices for gaining exposure to cryptocurrency markets, though spot trading of cryptocurrency is not currently available.

You could imagine eBay or Spotify giving you a discount for paying in Libra, while wallet developers might offer you free tokens if you complete 100 transactions within a year. They incur a tiny fraction of a cent fee to pay for “gas” that covers the cost of processing the transfer of funds similar to with Ethereum. This fee will be negligible to most consumers, but when they add up, the gas charges will deter bad actors from creating millions of transactions to power spam and denial-of-service attacks. “We’ve purposely tried not to innovate massively on the blockchain itself because we want it to be scalable and secure,” says Marcus of piggybacking on the best elements of existing cryptocurrencies. Each time someone cashes in a dollar or their respective local currency, that money goes into the Libra Reserve and an equivalent value of Libra is minted and doled out to that person.

The 1stcryptocurrencywas Bitcoin, invented in 2009 by an anonymous developer named Satoshi Nakamoto. The market doesn’t know the true identity of Satoshi Nakamoto, but the groundwork laid by the invention of Bitcoin paved the way for other digital currencies. You can even earn cryptocurrency rewards through Coinbase’s unique Coinbase Earn feature. More advanced traders will love the Coinbase Pro platform, which offers more order types and enhanced functionality. Coinbase is one of the Internet’s largest cryptocurrency trading platforms.

Web 1.0 took place from 1990 to 2004, when most websites were static and created by businesses. During this phase, people who saw an opportunity bought domain names to sell later at higher prices to businesses in need of these domains. How much you invest depends on how much risk you are willing to take, and how long your time horizon is.

It also won’t share any of your transaction data back to Facebook, so it won’t be used to target you with ads, rank your News Feed, or otherwise earn Facebook money directly. Data will only be shared in specific instances in anonymized ways for research or adoption measurement, for hunting down fraudsters or due to a request from law enforcement. And you don’t even need a Facebook or WhatsApp account to sign up for Calibra or to use Libra. None of the Libra Association members agreed to provide details on what exactly they’ll build on the blockchain, but we can take Facebook’s Calibra wallet as an example of the basic experience. Calibra will launch alongside the Libra currency on iOS and Android within Facebook Messenger, WhatsApp and a standalone app.

This concept was introduced by mysterious Satoshi Nakamoto in 2008 and put into action as part of the cryptocurrency named Bitcoin. Basically, Blockchain acts as a public account book that keeps all Bitcoin transactions and allows distributing digital data so that not a single entry can be retrospectively modified. This technology can find—and already finds—use in various verticals including finance, real estate, health care, etc. Now for crypto enthusiasts, Brave features an open-source, decentralized ad exchange platform based on Ethereum called “Basic Attention Token” . When you view Brave Ads, you receive 70% of the ad revenue, which the browser encourages you to pass on to your favorite web content creators via its Brave Rewards program.

A fork results in a kind of altcoin that comes from coders making a significant change in a blockchain’s protocol that alters how cryptocurrencies are recorded, traded, and received. There are “soft forks” and “hard forks.” Forks can either tweak the https://webhitlist.com/profiles/blogs/h1-nft-the-new-rage-in-the-crypto-world-h1 currency slightly, branch off into a new type, or upgrade the blockchain system enough to render old forms of transactions invalid. Forks can happen on any blockchain and may require upgrades across all computer systems that keep it running. A stablecoin is a type of cryptocurrency with a value that’s pegged to another less volatile asset. Most commonly, people refer to stablecoins as linked to a fiat currency, such as the U.S. dollar.

Can I Tell Who Owns Bitcoin?

This tool is a professional ICO grading website that uses crowdsourced ratings from crypto traders and experts. The experts evaluate a project using different parameters such as hard cap, team, and white papers and grade them accordingly. The highest score an ICO can earn in this assessment is 40 points. This tool can help you find new crypto coins to buy and upcoming coins to invest in. Utility tokens make up the majority of tokens issued in the scope of ICOs.

Such proofs are very hard to generate because there is no way to create them other than by trying billions of calculations per second. This requires miners to perform these calculations before their blocks are accepted by the network and before they are rewarded. As more people start to mine, the difficulty of finding valid blocks is automatically increased by the network to ensure that the average time to find a block remains equal to 10 minutes.

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"