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	<title>Forex Trading &#8211; heilpraktiker-pruefung.com</title>
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		<title>Crypto Trading Bots</title>
		<link>https://heilpraktiker-pruefung.com/crypto-trading-bots/</link>
					<comments>https://heilpraktiker-pruefung.com/crypto-trading-bots/#respond</comments>
		
		<dc:creator><![CDATA[healthcarepruef]]></dc:creator>
		<pubDate>Thu, 18 Jun 2020 02:19:24 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
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					<description><![CDATA[Often the price can vary, requiring deposits/fees that range from the ridiculously cheap to quite substantial amounts. Afterinstalling Forex EAon a trading platform, the expert advisor or trading robot will manage your trades based on some predetermined criteria. These bots run inside the MetaTrader 4 forex terminal. In this case, crypto trading bots look like [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Often the price can vary, requiring deposits/fees that range from the ridiculously cheap to quite substantial amounts. Afterinstalling Forex EAon a trading platform, the expert advisor or trading robot will manage your trades based on some predetermined criteria. These bots run inside the MetaTrader 4 forex terminal.</p>
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" width="309px%" alt="best trading robots"/></p>
<p>In this case, crypto trading bots look like a perfect way to extend your working day. In this article, we will explore how trading bots can help you become more efficient. There are many kinds of Forex robot companies offering their software to new and experienced traders alike. While they all do the same job, there are many differences between them, starting with the cost. There is a fee to use the robot trading software, how else do they make their money?</p>
<h2>Choosing The Best Forex Pairs</h2>
<p>Once you have decided what you want from a robot, how do you choose? We have teams of experts that are well versed in all things Forex and come from strong trading backgrounds themselves. They use their expertise to research and review every Forex autopilot trading robot available presenting the information in a concise and comprehensive format. To start using eToro’s copy trader, you just need to select a trader with winning strategies, set your preferences, and duplicate his or her trades directly to your trading account. EToro’s copy trader platform gives you the opportunity to copy the strategies of up to five successful traders at any given time, an opportunity you can use to maximize your returns. Expert Advisors for EURUSD are usually developed to ensure traders get maximum returns from trading the currency pair.</p>
<ul>
<li>For example, you can easily tell the profitability of an expert advisor from the given reviews.</li>
<li>Here are some icing-on-the cake tools you can discover in their Features section.</li>
<li>Expert Advisors for EURUSD are usually developed to ensure traders get maximum returns from trading the currency pair.</li>
</ul>
<p>So forex brokers can’t see your trading levels or what software you’re using. This prevents broker stop hunts when using Odin’s powerful candlestick trailing stop. Create an account on an automated trading <a href="https://en.wikipedia.org/wiki/Foreign_exchange_market">Foreign exchange market</a> platform of your choice. Often, robot trading leads to more successful trades and a greater profit for you. But remember that not all bots are created equal — many of them make little or even zero profits.</p>
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<h2>What Is Cryptocurrency: The Definitive Guide</h2>
<p>Any currency pair with a good spread is a good choice for Odin. <img src="https://s.w.org/images/core/emoji/13.1.0/72x72/26a1.png" alt="⚡" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Automated trading software is lightning-fast. Unlike a human brain, it can process gigabytes of data per second. <img src="https://s.w.org/images/core/emoji/13.1.0/72x72/1f551.png" alt="🕑" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Even the most active human traders trade, sleep, eat, repeat. Oh, and make sure to stick to the end, where we list our top five trading bot software options.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px%" alt="best trading robots"/></p>
<p>But be wary of those that promise the earth for $20. For example, you can easily tell the profitability of an expert advisor from the given reviews. Expert advisors with lots of negative reviews could point to their ability to increase your trading losses, <a href="https://forexanalytics.info/types-of-forex-trading-charts-how-to-read-forex/">Types Of Forex Trading Charts &#038; How To Read Forex Charts</a> and not profits. If you can’t find any user reviews online, try the robot on a practice account until you are assured of its performance. Although there is a recent rise in binary options trading, it is still new and not as developed as forex trading.</p>
<h2>How Crypto Trading Bots Work</h2>
<p>With the OpenBook system, you can assess the trading activities of other traders, and follow them, if you like. Therefore, using them for other accounts by other brokers could be impossible. The forex market is usually dynamic in nature—unpredictable slippages, spreads, and other vulnerabilities could result in big trading costs. The intention of a scalper is to take advantage of the small market movements to make numerous trades, which eventually add up at the end of the day. If you become too greedy and fail to entrench risk management criteria into your EA, the big moves during important market announcements could work against you. The EURUSD is normally the heaviest influenced by news events, such as Non-farm Payroll and Interest rate announcements.</p>
<p>Also, a lot depends on your own skills — more experienced traders know how to configure and reconfigure their robots for better results. Any trading robot uses a set of rules dictating when to buy or sell. The logic of these automatic decisions depends on the strategy you pre-determine. Ben’s contributions as a freelancer to the site since 2013 are highly valued. He has a real talent particularly within short-term speculation, making many successful trades on the directions of the global financial markets.</p>
<p>All of these features and its reliable performance make it one of the best fx robots currently available. 24 hours a day, 7 days a week, robots can carry out trades as long as the markets are open. It is hard to conduct round the clock trading in all of the different markets when you need to eat and sleep. With markets across the world active around the clock and in different time zones, you can&#8217;t be online 24 hours a day, 5/6 days a week.</p>
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<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><a href="https://twitter.com/hashtag/Forex?src=hash&amp;ref_src=twsrc%5Etfw">#Forex</a> Trend Detector &#8211; Best <a href="https://twitter.com/hashtag/Trend?src=hash&amp;ref_src=twsrc%5Etfw">#Trend</a> Following Forex <a href="https://twitter.com/hashtag/Robot?src=hash&amp;ref_src=twsrc%5Etfw">#Robot</a><a href="https://t.co/CfoISOENeH">https://t.co/CfoISOENeH</a></p>
<p>&mdash; Forex trading  CFD trading  Trade FX Online (@ForextradingCF1) <a href="https://twitter.com/ForextradingCF1/status/1499369067483852803?ref_src=twsrc%5Etfw">March 3, 2022</a></p></blockquote>
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<p>It also found over $132,964 in automated forex trades in February. It runs inside the MetaTrader 4 forex terminal. Most forex brokers offer free demo accounts you can sign up for instantly. With MetaTrader 4 installed you simply drop Odin into place and attach it to a forex chart. We highly recommend Odin to all forex traders regardless of skill level.</p>
<p>Choose a robot that you can trust and one that has a reliable name. Our reviews and recommendation can help you with this. Also, always test your robot using a free demo account before you risk your own real money.</p>
<p>Their website is very straightforward and essentially what you see is what you get. They prefer to let their results do the talking for them. And, if you want tocreate a real money-making FX robotwithout any programming skills, you better try out theExpert Advisor Generator toolfrom Forex Robot Academy. For example, every year, over 5 million visitors access FPA looking for information about forex products, and add about 2,500 new reviews.</p>
<p>As always, start small and don’t run any risks you cannot afford. On your exchange, go to your Account Settings and look for an API tab there. Generate a new API, checking all the options but Withdraw. The system will send you an email to confirm the permission to place and cancel orders.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px%" alt="best trading robots"/></p>
<p>Often this leads to more successful trades and higher profits for you. As you’ve seen, there are different types of forex robots you can use for automatically making trade entry and exit decisions in the market. The truth is that getting an efficient expert advisor for binary options trading is not easy, and you may end up losing lots of money if you decide to buy one. Since moving averages are indicators that smooth out the fluctuation of currency pairs over a given period of time, they make identifying trading opportunities easier.</p>
<h2>Forex Robot For Scalping</h2>
<p>In addition, most scalping EAs are normally coded to work with just one “specific” type of a brokerage account. Because of these advantages, <a href="https://forexanalytics.info/">https://forexanalytics.info/</a> most EAs are created for trading EURUSD. You can program a robot on your own or hire a programmer if seeing lines of code makes you sick.</p>
<p>These EAs are created with the characteristics of the currency pair in mind, ensuring traders are able to make good returns with the robots. Thankfully, an expert advisor for forex trading will scan the market continuously on your behalf, and execute those trades, regardless of whether you are asleep or at the beach. <a href="https://www.youtube.com/results?search_query=index+options">index options</a> To make a trader’s life easier, trading bot platforms may come with additional features. Here are some icing-on-the cake tools you can discover in their Features section. Expert advisor reviews are important to assist you to make sound decisions before purchasing any trading robot in an expert advisor list.</p>
<p>Instead of being lured to binary options trading with attractive banners promising huge returns within a short time, do your own research and ensure the water is clear before diving in. The MQL5 website has thousands of expert advisors and technical indicators available for both the MT4 platform and the MT5 platform. This way, you can pick the best performing traders and follow their trades, without having to do complicated market research before making trade decisions. This does not matter if a trading robot is created to operate on higher time frames like 4-hour or Daily time frames. News tradingis loved by most traders because of its ability to generate hefty profits within a short period of time.</p>
<p>Then there are the various types of account available. There are basic accounts then more enhanced accounts which generally follow the principles of gold, silver and bronze. With the multiple levels of account comes the availability of different Forex pairs. The higher-grade your account, the more currency <a href="https://www.google.com/search?hl=en&#038;gl=GB&#038;ei=5ub6X4rmOa2nrgSb2La4AQ&#038;q=currency+exchange&#038;oq=currency+exchange&#038;gs_lcp">currency exchange</a> pairs you have available to you to trade. In addition to the robotics type software, there is another form of automated trading. Instead of the robot executing the trades for you, trading signals or rather, expert advisors, produce the trading advice for you to make the final decision manually.</p>
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