{"id":65834,"date":"2022-10-21T09:25:27","date_gmt":"2022-10-21T09:25:27","guid":{"rendered":"https:\/\/ar.enigma-mag.com\/?p=65834"},"modified":"2023-03-24T12:46:27","modified_gmt":"2023-03-24T12:46:27","slug":"algorithmic-trading-and-trading-robots-in","status":"publish","type":"post","link":"https:\/\/ar.enigma-mag.com\/?p=65834","title":{"rendered":"Algorithmic trading and trading robots in MetaTrader 4"},"content":{"rendered":"<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"algorithmic trading bot\"\/><\/p>\n<p><p>Ecently I received a lot of requests to explain how trading bots work, so in this article, I will try to cover everything one needs to develop and deploy her bot and start with her algorithmic trading journey. Using more advanced strategies We used arguably one of the simplest strategies out there, which used only simple moving averages as indicators. Adding complexity doesn&#8217;t necessarily mean better performance, but there&#8217;s a massive number of indicator combinations we can backtest against eachother to find the best strategy.<\/p>\n<\/p>\n<ul>\n<li>The course has garnered over 30,000 students since its launch in 2014.<\/li>\n<li>Financial market trading offers multiple opportunities to make money, but it can be challenging if you don&#8217;t know your way around.<\/li>\n<li>Backtesting the algorithm is typically the first stage and involves simulating the hypothetical trades through an in-sample data period.<\/li>\n<li>Securities and Exchange Commission and the Commodity Futures Trading Commission stated that both algorithmic trading and HFT contributed to volatility in the 2010 Flash Crash.<\/li>\n<li>For instance, NASDAQ requires each market maker to post at least one bid and one ask at some price level, so as to maintain a two-sided market for each stock represented.<\/li>\n<\/ul>\n<p><p>Python is easy to work with, and provides a wide range of packages you can use to simplify the creation of your algorithmic trading bot. The buy and sell conditions we set for the bot are relatively simplistic, but this code provides the building blocks for creating a more sophisticated algorithm. The versatility of Python offers the perfect playground for increasing the complexity by, for example, introducing machine learning techniques and other financial metrics. I leave these next steps to those readers interested in creating a more advanced bot. Unfortunately, the only guaranteed things in life are death and taxes.<\/p>\n<\/p>\n<p><h2>Automated controls<\/h2>\n<\/p>\n<p><p>Algorithmic trading is simply turning a trade idea or model into a workable strategy through an algorithm. It basically involves the automation of trading analysis and operation, completely avoiding manual intervention. Algorithmic trading expands the possibilities of traders who speculate on financial assets online as it helps preserve discipline , allows for back-testing, and achieves consistency in strategy application. Now, with the new and advanced MetaTrader 5 platform, traders can experience the simplicity and efficiency of algorithmic trading like never before. All components of algorithmic trading on MT5 are harmonised and available on the Integrated Development Environment, where traders and developers can gain access to the entire application development cycle. Strategies designed to generate alpha are considered market timing strategies.<\/p>\n<\/p>\n<p><p>In addition to the practical advantages of optimising speed and efficiency of order entry, algorithmic trading helps to eliminate human emotions in trading activity. Trade entry and exits are conducted with pure objectivity, with there being no chance of subjective human emotions interfering with the logic or rationale of any appropriate strategy. Algorithmic trading also helps to preserve discipline and maintain consistent focus even in volatile markets or unfavourable conditions.<\/p>\n<\/p>\n<p><h2>Earn passive income by renting your bot to investors<\/h2>\n<\/p>\n<p><p>These professionals are often dealing in versions of stock index funds like the E-mini S&#038;Ps, because they seek consistency and risk-mitigation along with top performance. They must filter market GALA data to work into their software programming so that there is the lowest latency and highest liquidity at the time for placing stop-losses and\/or taking profits. With high volatility in these markets, this becomes a complex and potentially nerve-wracking endeavor, where a small mistake can lead to a large loss.<\/p>\n<\/p>\n<p><p>Here, we calculate the indicators needed by our strategy to produce buy\/sell signals. Firstly, we need to create a new strategy file that will hold the logic behind our buy\/sell signals. As long as you have a paid subscription plan, no other fees are incurred. However, certain bots require more expensive pricing plans, such as bots with a smaller tick interval.<\/p>\n<\/p>\n<p><h2>Stay Up-to-Date on ActiveState News<\/h2>\n<\/p>\n<p><p>While trading bots confer many advantages for their users, they cannot guarantee profits. Any course or teacher promising high rewards without sufficient understanding should be a major <a href=\"https:\/\/www.beaxy.com\/\">https:\/\/www.beaxy.com\/<\/a> warning sign to stay away. However, aside from being prepared for the emotional ups and downs that you might experience, there are a few technical issues that need to be addressed.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>Do algorithmic trading bots work?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Q #1) Do crypto trading bots work? Answer: Yes, but not all. Professional crypto bot trading works for as long as the bots are crafted with prediction, automation, and order placement or execution technologies to allow them to make profits in trading crypto.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>Finally, monitoring is needed to ensure that the market efficiency that the robot was designed for still exists. Now that you have coded a robot that works, you&#8217;ll want to maximize its performance while minimizing theoverfitting bias. To maximize performance, you first need to select a good performance measure that captures risk and reward elements, as well as consistency (e.g., Sharpe ratio). Algorithmic Trading is a tool for automating the trading process by executing the orders when pre-programming trading conditions are met. The value of your portfolio with Composer can go down as well as up.<\/p>\n<\/p>\n<p><p>Mean reversion algorithmic bots enter trades when prices deviate from the mean average. Once the price bounces back, the bot closes the BNB trade for profits. A mean <a href=\"https:\/\/www.beaxy.com\/blog\/algorithmic-trading-its-easier-than-you-think\/\">algorithmic trading bot<\/a> reversion bot is essentially looking for Bollinger Bands and the Relative Strength Index indicators to determine when a significant movement might occur. RSI, for example, clearly shows when an asset is overbought or oversold.<\/p>\n<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"algorithmic trading bot\"\/><\/p>\n<p><p>Over the past years, hundreds of MQL5.com developers have completed over 90,000 orders. Though creating a trading robot from scratch requires you to have development skills, there are still a lot of options remaining. A trading robot or Expert  Adviser can also be purchased from a specialized marketplace or ordered from a freelance developer who can code your trading system matching all provided requirements. &#8220;Enter algorithmic trading systems race or lose returns, report warns&#8221;.<\/p>\n<\/p>\n<p><h2>ChatGPT and its Impact on The Cryptocurrency Industry<\/h2>\n<\/p>\n<p><p>Often trading decisions are biased by emotions- both, yours and that of fellows in the market. Slowly, this tends towards becoming a common consensus amongst the masses. This would in-turn affect the perceived reputation of the company and hence affects the stock prices. References to any securities or digital assets are for illustrative purposes only and do not constitute an investment recommendation or offer to provide investment advisory services. Furthermore, this content is not intended as a recommendation to purchase or sell any security and performance of certain hypothetical scenarios described herein is not necessarily indicative of actual results.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">Now let&#8217;s see how the liquidity is organized:<\/p>\n<p>100% of mint sales revenue is added to the trading portfolio and is deployed to Binance exchange, where algorithmic trading bots will enter and exit trades based on rigorously tested signals coming from <a href=\"https:\/\/t.co\/OKKyfEQdZX\">https:\/\/t.co\/OKKyfEQdZX<\/a>.<\/p>\n<p>&mdash; 0xDatarunner  SeaShrineNFT  R3V3NGE CREW (@0xDatarunner) <a href=\"https:\/\/twitter.com\/0xDatarunner\/status\/1634026149561991169?ref_src=twsrc%5Etfw\">March 10, 2023<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<p><p>Algorithmic trading is, obviously, very appealing as it allows a trading strategy to be utilised in its purest form; no fatigue, no emotional or psychological constraints and the ability to trade round the clock. But before you get started, it is important to ensure that the EA has proven to be successful based on historical prices, and it will make trading decisions based on set conditions. Thankfully, MT5 features a multi-currency and multi-threaded Strategy Tester that allows for thorough testing and optimisation of EAs before they are utilised in the live financial markets. As noted above, high-frequency trading is a form of algorithmic trading characterized by high turnover and high order-to-trade ratios. As of the first quarter in 2009, total assets under management for hedge funds with HFT strategies were US$141 billion, down about 21% from their high. The HFT strategy was first made successful by Renaissance Technologies.<\/p>\n<\/p>\n<div style='border: grey dotted 1px;padding: 10px;'>\n<h3>Cardano (ADA) and Avorak AI (AVRK) Could Meld Blockchain &#8230; &#8211; The VR Soldier<\/h3>\n<p>Cardano (ADA) and Avorak AI (AVRK) Could Meld Blockchain &#8230;.<\/p>\n<p>Posted: Tue, 21 Mar 2023 06:36:02 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMibGh0dHBzOi8vdGhldnJzb2xkaWVyLmNvbS9jYXJkYW5vLWFkYS1hbmQtYXZvcmFrLWFpLWF2cmstY291bGQtbWVsZC1ibG9ja2NoYWluLWludGVncmF0aW9uLXByb3RvY29scy1pbi0yMDIzL9IBcGh0dHBzOi8vdGhldnJzb2xkaWVyLmNvbS9jYXJkYW5vLWFkYS1hbmQtYXZvcmFrLWFpLWF2cmstY291bGQtbWVsZC1ibG9ja2NoYWluLWludGVncmF0aW9uLXByb3RvY29scy1pbi0yMDIzL2FtcC8?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Automated trading must be operated under automated controls, since manual interventions are too slow or late for real-time trading in the scale of micro- or milli-seconds. As more electronic markets opened, other algorithmic trading strategies were introduced. These strategies are more easily implemented by computers, as they can react rapidly to price changes and observe several markets simultaneously. The financial landscape was changed again with the emergence of electronic communication networks in the 1990s, which allowed for trading of stock and currencies outside of traditional exchanges.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">I am. The Lendal suite is proprietary algorithmic trading bots and signals under development. They load the gun, it&#8217;s up to you which shooting range you go to&#8230;.<\/p>\n<p>&mdash; Feeling_Stabby.shm (\ud83d\udc99,\ud83e\udde1)(\ud83d\udef8) (@StabbyMcStabSt1) <a href=\"https:\/\/twitter.com\/StabbyMcStabSt1\/status\/1634753401861939200?ref_src=twsrc%5Etfw\">March 12, 2023<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<p><p>The trader then executes a market order for the sale of the shares they wished to sell. Because the best bid price is the investor&#8217;s artificial bid, a market maker fills the sale order at $20.10, allowing for a $.10 higher sale price per share. The trader subsequently cancels their limit order on the purchase he never had the intention of completing.<\/p>\n<\/p>\n<p><a href=\"https:\/\/www.beaxy.com\/exchange\/btc-usd\/\"><img 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' alt='usd to btc' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='407px'\/><\/a><\/p>\n<p><p>To follow along with this post, you\u2019ll need to create a Robinhood account. Note that if you\u2019re located outside the US, you\u2019ll need to use another trading platform. In this case, the structure of the trading bot will be the same, but how you execute the trades will be different. In order to get you started with the Trality Bot Code Editor and your first Python trading bot, we\u2019ll use this post to cover a fairly basic approach to building a simple trading algorithm. Thus, there are multiple cases that represent an opportune time to buy or sell when using this strategy. Moving Average Crossover Dual Moving Average Crossover The strategy here is to monitor two moving averages- one over the long-term and one over the shorter-term.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Ecently I received a lot of requests to explain how trading bots work, so in this article, I will try to cover everything one needs to develop and deploy her bot and start with her algorithmic trading journey. Using more advanced strategies We used arguably one of the simplest strategies out there, which used only [&hellip;]<\/p>\n","protected":false},"author":5,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[225],"tags":[],"_links":{"self":[{"href":"https:\/\/ar.enigma-mag.com\/index.php?rest_route=\/wp\/v2\/posts\/65834"}],"collection":[{"href":"https:\/\/ar.enigma-mag.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ar.enigma-mag.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ar.enigma-mag.com\/index.php?rest_route=\/wp\/v2\/users\/5"}],"replies":[{"embeddable":true,"href":"https:\/\/ar.enigma-mag.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=65834"}],"version-history":[{"count":1,"href":"https:\/\/ar.enigma-mag.com\/index.php?rest_route=\/wp\/v2\/posts\/65834\/revisions"}],"predecessor-version":[{"id":65835,"href":"https:\/\/ar.enigma-mag.com\/index.php?rest_route=\/wp\/v2\/posts\/65834\/revisions\/65835"}],"wp:attachment":[{"href":"https:\/\/ar.enigma-mag.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=65834"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ar.enigma-mag.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=65834"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ar.enigma-mag.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=65834"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}