Some exchanges, like Coinbase and Gemini, keep any balances in U.S. If you want to try out sharemontinvestments.com, a demo can be a good option. FBS broker has a Demo Crypto account with 10K USDT to practice and test trading strategies. The account offers more than 100 crypto assets, and it is fully risk-free. A trading demo is an excellent opportunity for beginners and pros to grow skills and decide if crypto trading is for them.
The North Carolina firebrand is under investigation for allegedly “pumping and dumping” the “Let’s Go Brandon” meme coin. The Graph announced it will urge developers to migrate to its Ethereum-based indexer network as it shuts down its centralized service by early 2023. A pioneer in digital luxury fashion weighs in on the future of wear-to-earn and online photorealism. Kaspar is a speaker at CoinDesk's Consensus festival starting June 9.
- Experienced traders typically move the stop loss higher or lower depending on whether the market moves up or down.
- Buy, HODL, or trade Bitcoin, the top crypto asset by market capitalization, and the creation of anonymous developer Satoshi Nakamoto.
- Read about our Mission in crypto and the Vision to become the best crypto trading and portfolio management app.
- For Shrimpy crypto trading bot, it only executes a few trades every day.
Paid tiers giving interested traders different levels of access to helpful information. Please consult the BitMEX Terms of Service and Deribit Terms of Service to see the exchanges' Restricted Jurisdictions. Build sophisticated algorithms and completely automated trading strategies with ADL®. This lesson is a compilation of the most commonly used crypto trading terms.
The Time Frames That Trades Happen In
Generally, valuable cryptocurrencies are traded at the ‘dollar´ level, so a move from a price of $190.00 to $191.00, for example, would mean that the cryptocurrency http://landennnxw167.raidersfanteamshop.com/is-crypto-a-good-investment-in-2022 has moved a single pip. However, some lower-value cryptocurrencies are traded at different scales, where a pip can be a cent or even a fraction of a cent. CFDs are leveraged products, which means you can open a position for a just a fraction of the full value of the trade. Although leveraged products can magnify your profits, they can also magnify losses if the market moves against you. If you are going to take the advice of a trader, make sure they are true pros. You can find further reviews on various crypto trading groups simply by doing some googling and looking at reviews and posts from community members on crypto sites.
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"