Is an invite-only platform for coin creation that’s built on the Ethereum blockchain. To walk you through the process, they assume a certain knowledge level, and you generally don’t finish the process with a fully https://allcoinss.com/ functioning coin that’s ready for public exchange. And are therefore are regulated by the Securities and Exchange Commission, which cautions investors to do their research before buying tokens launched in an ICO.
- This platform provides high audio streaming quality at 320 kbps.AUDIO is currentlypriced at $0.8232, with a market cap over $424.5 million.
- Interact with global crypto investors and gain access to timely and trusted crypto news.
- South Africa, who has seen a large amount of scams related to cryptocurrency is said to be putting a regulatory timeline in place, that will produce a regulatory framework.
- Every Bitcoin node in the world will reject anything that does not comply with the rules it expects the system to follow.
Bitcoin isnow seenas the granddaddy of cryptocurrencies, and investors are piling into other cryptocurrencies such as Dogecoin. In 2019,Investopedia claimedthat bitcoin was “losing its power as the driving force of the cryptocurrency world.” “Bitcoin And Ethereum Are Being Left In The Dust By Dogecoin,” reads a recent Forbes headline. Scarcity by itself is not, however, enough to create value—there has to be demand. Since cryptocurrencies cannot easily be used to make most payments and have no other intrinsic uses, the only reason they have value is because many people seem to think they are good investments.
Bitcoin, Ethereum, Ripple, Cardano Daily Price Analyses
This bill establishes an economic growth blockchain act, sets regulations for https://430650.8b.io/page11.html 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.
But despite his enthusiasm, I couldn't help but notice how chunks of what he said echoed Gerard. He admits he was attracted by the "pretty numbers," by seeing coins magnify in value 30, 40 and 50 times within a short period. He was enthusiastic enough to start a university club around cryptocurrencies, and how they'd be used in the future. Cryptocurrency is a digital currency using cryptography to secure transactions. Learn about buying cryptocurrency and cryptocurrency scams to look out for. You can place an order via your broker's or exchange's web or mobile platform.
Ponzi schemes are designed to collapse at the expense of the last investors when there is not enough new participants. History is littered with currencies that failed and are no longer used, such as the German Mark during the Weimar Republic and, more recently, the Zimbabwean dollar. Although previous currency failures were typically due to hyperinflation of a kind that Bitcoin makes impossible, there is always potential for technical failures, competing currencies, political issues and so on. As a basic rule of thumb, no currency should be considered absolutely safe from failures or hard times. Bitcoin has proven reliable for years since its inception and there is a lot of potential for Bitcoin to continue to grow.
This is because cryptocurrencies are highly volatile, and it is not advisable to risk going into debt — or potentially paying high credit card transaction fees — for certain assets. Please, always remember that the crypto market is extremely volatile, and cryptocurrencies that make it big can become shitcoins not a week later. However, some of those crypto coins and tokens manage to stay on top. Crypto investors are always on the lookout for surging cryptocurrencies, regardless of where those digital assets end up after their trip to the moon.
When you invest through Voyager, you’ll pay nothing in commissions, which is a major benefit when compared to other cryptocurrency brokers. Voyager is also one of the only brokers we’ve seen that allows users to earn interest on their crypto investments. The main benefit of Solana over other smart contract blockchains is its focus on scalability. Solana uses a proof of stake consensus model alongside proof of history to process thousands of transactions per second.
SB 6584Directs the New York state energy research and development authority to conduct a study on powering cryptocurrency mining facilities with renewable energy. This bill exempts virtual currency, herein defined, from ad valorem taxation. Digital currencies are stored in digital wallets, which are software or apps installed by users on their computer or mobile device. Cryptocurrency futures are leveraged products, meaning you could lose more than you initially invested. Access to conventional investment accounts can usually be recovered if your credentials are misplaced.
You'll also be able to get up-to-the-minute information about each cryptocurrency's current price, and trading volumes over the past 24 hours. There’s been way too much institutional buy-in to call it a gimmick. It might have been a gimmick up to maybe 2012‒2013, but I think it’s here to stay. Probably it’s here to stay more as a financial asset than as an actual means of payment, but that means it’s like gold. The mining protocol is designed to make sure that the higher the value of the cryptocurrency, the more secure the system will be. Mathematically, it’s extremely elegant, but the problem is that in practice, it has terrible consequences.
Bitcoin Ira
Every day, more businesses accept bitcoins because they want the advantages of doing so, but the list remains small and still needs to grow in order to benefit from network effects. For example, a fraudster could pose as a bitcoin exchange, bitcoin intermediary, or trader in an effort to lure you to send money, which is then stolen. While the number is constantly increasing, Coinbase currently has over 50 different cryptos available for trading. That's not the largest selection, but Coinbase goes for a more "quality over quantity" approach when it comes to which tokens it chooses. To use stock market indexes as an analogy, Coinbase would be like the S&P 500.
Learn the basics of launching security token offerings and why they are considered a better and safer alternative to initial coin offerings . It can seem as though everyone and their sister started launching ICOs in 2017. There are a few currencies by major companies that could turn out to be really great investments, but investors should be very careful.
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"