Our client sentiment tool shows you where the market is bullish and where it’s bearish, based on real-time trades. Identify trends based on how that sentiment changes over time across our whole client base or just our top traders. Fast execution, exclusive insights and accurate signals are vital to your success as a cryptocurrency trader. Our award-winning trading platform was built with the successful trader in mind. A beginner’s guide to cryptocurrency arbitrage, how it can help you take advantage of crypto price differences, and the risks you need to be aware of before you start trading. Listing over 290 cryptocurrencies, OKX offers its users a variety of payment methods and coins to choose from.
However, you should only use HaasOnline when you have a basic idea of using HassScript, their coding language, to configure the automated bot. CryptHero botCryptoHero supports multiple exchanges, allows you to track all your crypto trading performance individually or aggregation across exchanges through one app. CryptoHero allows you to automate trades right from your phone easily for free.
- While traditional financial products have strong consumer protections in place, there is no intermediary with the power to limit consumer losses if Bitcoins are lost or stolen.
- He regularly writes about investing, student loan debt, and general personal finance topics geared towards anyone wanting to earn more, get out of debt, and start building wealth for the future.
- If the trader believes the price might increase, they can set a maximum limit price of $60,100, which will be the top price the asset will be bought at.
- Servers for this type of exchange are spread throughout computers located across the world, which means if one computer is attacked, the network keeps running.
- We cannot link any existing Zero Hash accounts opened outside of tastyworks.
Trade $MANA - the decentraland coin on firstrade cryptocurrency trading platform. Unlike traditional stock markets, cryptocurrency markets operate 24 hours per day, 7 days per week. This is a point of fear for manual traders, but not for 3Commas users. Your bots aren’t limited to Mon-Fri normal business hours to open deals. You can set up bots to operate under almost any contingency, whether it’s a flash crash or the market shooting to http://daltonmcdq105.theglensecret.com/how-to-enjoy-sussessful-srypto-trading-with-liquidity-exshange the moon. Giving you even more choice when trading, easyMarkets offers Bitcoin as a base currency.
Free Bitcoin Book
Pre-build Templates — When I ran my first trading bot, it was an overwhelming experience. I made some mistakes, trial and error, before able to get my trading strategy automated. However, today many trading bot platforms provide you pre-build, well-tested trading bot templates which you can start with. Margin.de supported cryptocurrency exchanges includes Binance, Bitfinex, CEX, Bitstamp, Kraken, Kucoin, OKEx and many others. Moreover, when talking about the pricing plan, the platform is built on a one-time license fee inclusive of the starter, standard and professional plans which cost $129, $259 and $2,999 respectively.
Plus, you can earn some free cryptocurrencies if you're willing to take some educational courses. Cryptocurrencies are virtual currencies that typically use a decentralised network to carry out secure financial https://www.forbes.com/advisor/investing/cryptocurrency/top-10-cryptocurrencies/ transactions. With Plus500’s trading platform you can trade Crypto CFDs – such as Bitcoin, Ripple XRP, Ethereum and more – by speculating on their price movements, without actually owning them.
Coinbase Shares Extend Free Fall On Drop In Crypto Trading, Loss
Many state and federal governments are still figuring out how exactly they want to treat cryptocurrencies from a legal and tax standpoint. This means it may take longer for you to find someone looking to buy what you’re selling and, if liquidity is low, you may have to accept concessions on price to buy or sell a low-volume crypto quickly. Boasting a veritable cornucopia of coin options, Bittrex may be best suited to high volume traders who are able to take advantage of its discounted fee schedule.
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"