Because automated trading can provide you with a conservative, neutral, or aggressive method, you can make money quickly, hold your coins or diversify your portfolio. If you do decide that trading cryptocurrencies is right for you, you could start by opening a trading account with Plus500. You can then choose the crypto CFDs you want to trade from the rich selection on offer and open a position when your analysis tells you the time is right. Designed to be a fast way to process transactions, Ethereum is a blockchain network that was developed based on the original Bitcoin blockchain technology.

Reach out to HACKINGPROFESSIONAL3 AT DOT COM to help you ,and you will be so glad you did. Yes, if you have fallen victim to scam from an unregulated investment platform or https://www.paperscrypto.com/ any scam at ll then are eligible to recover what was stolen from you and this can only happen if this is reported to the right people. With the right approach and with evidence, you will paperscrypto.com get what you lost back. Those behind these unregulated platforms will likely want to sell the idea that what happened to your investment was an unfortunate occurrence when in reality what happened was theft via elaborate means. If you are a victim or you know any one who is a victim of these occurrences, you should know there are people who can help you.

As if taxes weren’t already complicated enough, reporting cryptocurrency can add another layer of complexity to your tax return. “As the tax situation evolves around crypto assets, it’s going to be really important for people to make sure that their personal tax situation is up to speed as well,” Ross says. Just remember, these types of coins are often even riskier gambles on top of already highly speculative, more established cryptocurrencies. That’s why many experts recommend sticking with the big names like Bitcoin and Ethereum. With any crypto coin you’re considering buying on an exchange, only trade in a cash value you’re prepared to lose.

This exchange accepts advanced order types, futures contracts, and other cryptocurrency products like NFTs. As of March 2018, the SEC is requiring that cryptocurrency trading platforms be formally registered as formal “exchanges” like the New York Stock Exchange or CBOE. This move is a result of concern that cryptocurrency investors believe they are receiving the protections and benefits of a registered exchange when they, in fact, are not. To date, compared to securities brokers, cryptocurrency exchanges have had no capital rules and have been largely unregulated other than for anti-money laundering—something that seems to be subject to change.

What Is A Pip In Cryptocurrency Trading?

For decades, the most important base currencies of the world have been the U.S. dollar, the euro, the British pound and the Japanese yen. Currencies have existed for several millennia; they arose primarily as a replacement for the ineffective barter trade. The functions that a currency took on were essential to the development of an efficient economy with division of labor.

  • If you were right, and the value of ether fell against the US dollar, your trade would profit.
  • Another deep learning technology used in cryptocurrency trading is Seq2seq, which is a specific implementation of the Encoder-Decoder architecture (Xu et al. 2017).
  • Troster et al. performed general GARCH and GAS (Generalized Auto-regressive Score) analysis to model and predict Bitcoin’s returns and risks.
  • EToro USA LLC; Investments are subject to market risk, including the possible loss of principal.

Bankrate.com is an independent, advertising-supported publisher and comparison service. We are compensated in exchange for placement of sponsored products and, services, or by you clicking on certain links posted on our site. Therefore, this compensation may impact how, where and in what order products appear within listing categories. Other factors, such as our own proprietary website rules and whether a product is offered in your area or at your self-selected credit score range can also impact how and where products appear on this site. While we strive to provide a wide range offers, Bankrate does not include information about every financial or credit product or service. Cryptocurrencies are a form of money for the future and have the potential to transform the global financial system.

Daily cryptocurrency news digest and 24/7 breaking news alerts delivered to your inbox. Earn US$10 in BTC when you refer a friend and they purchase $100 of cryptocurrency. Trade a handful of leading cryptocurrencies with this easy to use mobile app. Founded in 2013, CoinMama lets you buy and sell popular cryptos with a range of payment options http://paperscrypto.com/ and quick delivery. Cryptocurrency trading incurs many of the risks of trading on any other market, as well as some unique challenges. For example, someone’s basic plan might be to sell 33% of their Bitcoin for every $1,000 the price goes up , or to immediately sell all their Bitcoin if prices drop below the current support line .

However, cryptocurrencies can be bought and sold via exchanges and stored in ‘wallets’ . When you buy cryptocurrencies via an exchange, you purchase the coins themselves. You’ll need to create an exchange account, put up the full value of the asset to open a position, and store the cryptocurrency tokens in your own wallet until you’re ready to sell.

Quality Of Customer Support

This makes it both transparent and very difficult to alter, with no one weak point vulnerable to hacks, or human or software error. Blockchain technology has unique security features that normal computer files do not have. Due to the spread, your position needs to move a certain distance before you’re in profit, and this represents our fee for the trade. You would also need to pay a fee if you want to keep your position open overnight. Advanced access control allows you to restrict devices and addresses that can access your account, for greater ease of mind.

The currency was developed by Satoshi Nakamoto – widely believed to be a pseudonym for an individual or group of people whose precise identity remains unknown. Cryptocurrencies run on a distributed public ledger called blockchain, a record of all transactions updated and held by currency holders. Most all exchanges have their own wallet https://cointelegraph.com/trading-for-beginners/how-to-trade-crypto... that you use to contain your BTC. Keep in mind that you will get the exchange rate at the time you purchased BTC. Bitvavo offers an advanced interface and multiple order types, so you can trade and execute your advanced trading strategies. For example, at the start of 2017, the price of Bitcoin broke through the $1,000 barrier.

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"

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