{"id":2796,"date":"2022-09-12T20:09:54","date_gmt":"2022-09-12T17:09:54","guid":{"rendered":"https:\/\/secilgulenkomi.com\/?p=2796"},"modified":"2023-03-27T10:36:00","modified_gmt":"2023-03-27T07:36:00","slug":"how-to-build-an-algorithmic-trading-bot-with","status":"publish","type":"post","link":"https:\/\/secilgulenkomi.com\/index.php\/2022\/09\/12\/how-to-build-an-algorithmic-trading-bot-with\/","title":{"rendered":"How to Build an Algorithmic Trading Bot with Python"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"304px\" alt=\"algorithmic trading bot\"\/><\/p>\n<p><p>An algorithm uses technical analysis to make informed decisions regarding a stock. They use moving averages and any other indicators specified in the strategy to identify trends and make trading decisions. For instance, if a stock\u2019s 50-day moving average is above its 200-day moving average, the computer can buy 100 shares.<\/p>\n<\/p>\n<ul>\n<li>Some trading systems include an optimization tool in addition to Backtesting.<\/li>\n<li>It includes Pandas, , Matplotlib, Seaborn, Sklearn, Keras, and NLTK.<\/li>\n<li>Docker is the quickest way to get started on all platforms and is the recommended approach for Windows.<\/li>\n<li>When an asset is overbought or oversold, the idea is that it will return to the average.<\/li>\n<li>Our goal is to help traders reach their full potential and achieve success by sharing ideas, approaches, and strategies.<\/li>\n<\/ul>\n<p><p>When an amount is in available funds and you want to activate a bot from there, this costs 0.2% of the amount you deposit. Your money is now in available funds and can be returned or reinvested in another bot. Monitor a bots performance for free or invest directly from \u20ac5. With the emergence of the FIX protocol, the connection to different destinations has become easier and the go-to market time has reduced, when it comes to connecting with a new destination. With the standard protocol in place, integration of third-party vendors for data feeds is not cumbersome anymore.<\/p>\n<\/p>\n<p><h2>Create Chat Id<\/h2>\n<\/p>\n<p><p>Many broker-dealers offered algorithmic trading strategies to their clients &#8211; differentiating them by behavior, options and branding. Examples include Chameleon , Stealth , Sniper and Guerilla (developed by Credit Suisse). These implementations adopted practices from the investing approaches of arbitrage, statistical arbitrage, trend following, and mean reversion. With the rise of fully electronic markets came the introduction of program trading, which is defined by the New York Stock Exchange as an order to buy or sell 15 or more stocks valued at over US$1 million total.<\/p>\n<\/p>\n<p><p>TradingView can be a very convenient solution, as it provides Prices and Volumes data, and has an in-house programming language. You can use it to build your own strategy scripts based on your custom rules and conditions. Then you can use the signals and automate them via Webhook to third-party apps, like 3Commas, Pineconnector, Alertraton, and many more. If you recall the example OHLCV row from the previous section, you can see each candlestick represents the open, high, low, close part of each row of data.<\/p>\n<\/p>\n<p><h2>Earn passive income by renting your bot to investors<\/h2>\n<\/p>\n<p><p>However, registered market makers are bound by exchange rules stipulating their minimum quote obligations. 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. After all, is said and done, and you\u2019ve tested your bot and are confident in its performance, it\u2019s time to deploy it. This typically involves setting up your bot to run on a computer or server, or using the above-mentioned third-party apps, and connecting it to the trading platform of your choice.<\/p>\n<\/p>\n<ul>\n<li>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.<\/li>\n<li>Trality will never touch them directly since we only use official exchange APIs.<\/li>\n<li>Plot our position&#8217;s stop price on the data chart we made earlier.<\/li>\n<li>Some algorithmic trading ahead of index fund rebalancing transfers profits from investors.<\/li>\n<li>This will allow you to set the system up to trade efficiently and effectively.<\/li>\n<\/ul>\n<p><p>A third of all European Union and United States stock trades in 2006 were driven by automatic programs, or algorithms. As of 2009, studies suggested HFT firms accounted for 60\u201373% of all US equity trading volume, with that number falling to approximately 50% in 2012. In 2006, at the London Stock Exchange, over 40% of all orders were entered by algorithmic traders, with 60% predicted for 2007. American markets and European markets generally have a higher proportion of algorithmic trades than other markets, and estimates for 2008 range as high as an 80% proportion in some markets.<\/p>\n<\/p>\n<p><h2>CryptoSignal<\/h2>\n<\/p>\n<p><p>Market change &#8211; how much the market grew\/shrank at the specified period. When trading more than one coin-pair, this metric is the average of market changes that all pairs incur, from the beginning to the end XRP of the specified period. It&#8217;s crucial to test a strategy in different market conditions, not just upward trending markets. If you&#8217;re interested in seeing indicators other than simple moving averages, have a look at the docs of ta-lib. Here, we will be defining a simple moving average strategy similar to the one in the Python for Finance series.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px\" alt=\"algorithmic trading bot\"\/><\/p>\n<p><p>A forex trading strategy is a set of analyses that a forex day trader uses to determine whether to buy or sell a currency pair. One of the first steps in developing an algorithmic strategy is to reflect on some of the core traits that every algorithmic trading strategy should have. The strategy should be market prudent in that it is fundamentally sound from a market and economic standpoint.<\/p>\n<\/p>\n<p><h2>Mean Reversion Strategy<\/h2>\n<\/p>\n<p><p>Typically, an increase in the frequency of a strategy reduces flexibility. In addition, it becomes difficult to accurately model the little effects of the market. As a result, backtesting becomes less reliable, leading to a complicated analysis of a chosen strategy.<\/p>\n<\/p>\n<p><p>One strategy that some traders have employed, which has been proscribed yet likely continues, is called spoofing. This is done by creating limit orders outside the current bid or ask price to change <a href=\"https:\/\/www.beaxy.com\/\">https:\/\/www.beaxy.com\/<\/a> the reported price to other market participants. The trader can subsequently place trades based on the artificial change in price, then canceling the limit orders before they are executed.<\/p>\n<\/p>\n<p><h2>Disadvantages of having your own bot<\/h2>\n<\/p>\n<p><p>When the short-term average crosses over the long-term average, it represents a good time buy. Like any other software, bots require monitoring and may not take external elements such as weather, economic conditions, or other considerations into account. You should check on bots to track performance and profits in case of market contraction, a black swan event, or anything else. Many traders start with a trading plan, only to forget about it as WAVES time goes on.<\/p>\n<\/p>\n<p><a href=\"https:\/\/www.beaxy.com\/exchange\/btc-usd\/\"><img src='data:image\/jpeg;base64,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' alt='1 bitcoin to dollar' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='404px'\/><\/a><\/p>\n<p><p>In dark pools, trading takes place anonymously, with most orders hidden or &#8220;iceberged&#8221;. Gamers or &#8220;sharks&#8221; sniff out large orders by &#8220;pinging&#8221; small market orders to buy and sell. When several small orders are filled the sharks may have discovered the presence of a large iceberged order. MGD was a modified version of the &#8220;GD&#8221; algorithm invented by Steven Gjerstad &#038; John Dickhaut in 1996\/7; the ZIP <a href=\"https:\/\/www.beaxy.com\/blog\/algorithmic-trading-its-easier-than-you-think\/\">algorithmic trading bot<\/a> algorithm had been invented at HP by Dave Cliff in 1996. This increased market liquidity led to institutional traders splitting up orders according to computer algorithms so they could execute orders at a better average price. These average price benchmarks are measured and calculated by computers by applying the time-weighted average price or more usually by the volume-weighted average price.<\/p>\n<\/p>\n<p><p>A special class of these algorithms attempts to detect algorithmic or iceberg orders on the other side (i.e. if you are trying to buy, the algorithm will try to detect orders for the sell side). The standard deviation of the most recent prices (e.g., the last 20) is often used as a buy or sell indicator. Not that we created a bot, we need to specify to the bot where it should send messages. After successfully creating a bot, you will get a confirmation message in which access token will be given. To get these types of updates, we need to create a bot and activate it, get its bot token, get the chat id and finally integrate it with our code. I want to acknowledge freqtrade&#8217;s helpful, well-written documentation, from which this article has taken much inspiration.<\/p>\n<\/p>\n<div style='border: grey dotted 1px;padding: 11px;'>\n<h3>Bitcoin Code : Why Should Traders Consider Trading Bots? &#8211; TronWeekly<\/h3>\n<p>Bitcoin Code : Why Should Traders Consider Trading Bots?.<\/p>\n<p>Posted: Thu, 02 Mar 2023 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiUWh0dHBzOi8vd3d3LnRyb253ZWVrbHkuY29tL2JpdGNvaW4tY29kZS13aHktc2hvdWxkLXRyYWRlcnMtY29uc2lkZXItdHJhZGluZy1ib3RzL9IBVWh0dHBzOi8vd3d3LnRyb253ZWVrbHkuY29tL2JpdGNvaW4tY29kZS13aHktc2hvdWxkLXRyYWRlcnMtY29uc2lkZXItdHJhZGluZy1ib3RzL2FtcC8?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>The platform\u2019s developers can sell custom trading solutions and complete freelance orders. Anyone can join the community and benefit <a href=\"https:\/\/www.beaxy.com\/blog\/algorithmic-trading-its-easier-than-you-think\/\">algorithmic trading bot<\/a> from its global freelance service. Most of the time, these developers earn full-time by selling their trading solutions.<\/p>\n<\/p>\n<p><p>Cracking The Street&#8217;s New Math, Algorithmic trades are sweeping the stock market. On August 1, 2012 Knight Capital Group experienced a technology issue in their automated trading system, causing a loss of $440 million. Forward testing the algorithm is the next stage and involves running the algorithm through an out of sample data set to ensure the algorithm performs within backtested expectations. In finance, delta-neutral describes a portfolio of related financial securities, in which the portfolio value remains unchanged due to small changes in the value of the underlying security. Comparing to buy and hold Just holding ETH, i.e., converting our entire stack of BTC to ETH at the beginning of the testing period, we would gain 24.93% , but this is not something we can generally expect. We had far less exposure staking 10% of our stack per trade and not the whole of it.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">Yeah, we\u2019ve been looking for a project like this cause frankly, my boss is terrible at trading. I do feel sorry for him at times, but hey that\u2019s the life of a <a href=\"https:\/\/twitter.com\/hashtag\/Degen?src=hash&amp;ref_src=twsrc%5Etfw\">#Degen<\/a>. Anyway, <a href=\"https:\/\/twitter.com\/hashtag\/ARBO?src=hash&amp;ref_src=twsrc%5Etfw\">#ARBO<\/a> is a Algorithmic Trading Bot NFT project. Let\u2019s take a look at what we are working with here\u2026 <a href=\"https:\/\/t.co\/iK0NAnQCSv\">pic.twitter.com\/iK0NAnQCSv<\/a><\/p>\n<p>&mdash; direwolf.btc \u26a1\ufe0f (@DireWolf2523) <a href=\"https:\/\/twitter.com\/DireWolf2523\/status\/1633900119962599438?ref_src=twsrc%5Etfw\">March 9, 2023<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<\/p>\n<p><p>Forward testing is the second stage of market timing, and it entails running the algorithms on sample data to check that they work as expected in the backtest. Summing up, your own bot might save you time, increase profits, and unlock a 100% customization just a few automated software providers allow. Building your bot revolves heavily around the concept of strategies and working with the data, hence, the first half of the article addresses the matters closely related everything strategy. The second half is more technical and refers to coding skills and pros\/cons of having your own bot. When developing custom trading applications on MT5, like its predecessor MetaTrader 4, users use the MetaEditor, a major component of the Integrated Development Environment.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"304px\" alt=\"algorithmic trading bot\"\/><\/p>\n<p><p>All biases aside, backtesting and optimization are still an important part of algo trading strategy. While historical data does not automatically guarantee future success, a system that performs well in backtesting is significantly more likely to succeed in the future. Either way, this article is for you, as it breaks down how you can build your very own algorithmic trading bot.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What is an algorithmic trading bot?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Trading Bots is a process for algorithmic trading used for stock market trade. Trading bots use sophisticated mathematical models and formulas to initiate high-speed, automated financial transactions&#x2014;the goal of algorithmic trading is to trade on specific stock market strategies to generate high profits.<\/p>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>An algorithm uses technical analysis to make informed decisions regarding a stock. They use moving averages and any other indicators specified in the strategy to identify<span class=\"excerpt-hellip\"> [\u2026]<\/span><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[28],"tags":[],"class_list":["post-2796","post","type-post","status-publish","format-standard","hentry","category-crypto-news"],"_links":{"self":[{"href":"https:\/\/secilgulenkomi.com\/index.php\/wp-json\/wp\/v2\/posts\/2796","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/secilgulenkomi.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/secilgulenkomi.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/secilgulenkomi.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/secilgulenkomi.com\/index.php\/wp-json\/wp\/v2\/comments?post=2796"}],"version-history":[{"count":1,"href":"https:\/\/secilgulenkomi.com\/index.php\/wp-json\/wp\/v2\/posts\/2796\/revisions"}],"predecessor-version":[{"id":2797,"href":"https:\/\/secilgulenkomi.com\/index.php\/wp-json\/wp\/v2\/posts\/2796\/revisions\/2797"}],"wp:attachment":[{"href":"https:\/\/secilgulenkomi.com\/index.php\/wp-json\/wp\/v2\/media?parent=2796"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/secilgulenkomi.com\/index.php\/wp-json\/wp\/v2\/categories?post=2796"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/secilgulenkomi.com\/index.php\/wp-json\/wp\/v2\/tags?post=2796"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}