{"id":6977,"date":"2024-09-30T21:18:41","date_gmt":"2024-10-01T01:18:41","guid":{"rendered":"https:\/\/ytsuite.com\/wp\/c22hh\/?p=6977"},"modified":"2024-11-27T14:16:29","modified_gmt":"2024-11-27T19:16:29","slug":"best-synthetic-indices-trading-platforms","status":"publish","type":"post","link":"https:\/\/ytsuite.com\/wp\/c22hh\/?p=6977","title":{"rendered":"Best Synthetic Indices Trading Platforms Volatility Brokers 2024"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;margin-bottom: 1em;padding: 1em;width: 350px\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">CMC Markets: High-tech Volatility trading platform<\/a><\/li>\n<li><a href=\"#toc-1\">Can I trade synthetic indices on mobile devices?<\/a><\/li>\n<li><a href=\"#toc-2\">The role of brokers and providers in determining price and integrity<\/a><\/li>\n<\/ul>\n<\/div>\n<p>Trading any financial instrument carries risks, and Synthetic Indices Trading is no exception. Traders should be aware of the potential for significant losses if their trades go against them. It is important to thoroughly understand the underlying risks and be prepared for potential market fluctuations. Basket and DFX indices can be analysed using technical indicators, as their prices correlate to real forex markets, which are impacted by economic factors. DisclaimerTrading involves a significant risk of loss and is not suitable for all investors. It\u2019s important to understand the risks and seek advice from an independent financial <a href=\"https:\/\/www.xcritical.com\/\">https:\/\/www.xcritical.com\/<\/a> advisor if necessary.<\/p>\n<h2 id=\"toc-0\">CMC Markets: High-tech Volatility trading platform<\/h2>\n<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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width=\"305px\" alt=\"what are synthetic indices\" \/><\/p>\n<p>The creation of synthetic indices involves the use of derivatives, such as futures, options, and swaps. Financial institutions design these instruments to mimic the behavior of traditional market indices without directly holding the underlying assets. This allows investors to gain exposure to a diverse range of markets without the need to buy individual stocks or commodities. Synthetic indices are financial instruments that derive their value from the performance of a basket of underlying <a href=\"https:\/\/www.xcritical.com\/blog\/how-to-trade-synthetic-indices\/\">synthetic account<\/a> assets, such as stocks, commodities, or currencies.<\/p>\n<ul>\n<li>Thanks to rapid developments and innovations in the world of financial markets, new products frequently emerge, paving new pathways of trading.<\/li>\n<li>While they are not the most popular synthetic indices out there, some people rely on that info and start trading accordingly.<\/li>\n<li>This makes synthetic indices completely speculative and extremely risky in nature due to their unpredictable price behavior.<\/li>\n<li>For example, you can open a Fall (sell) trade on the Volatility Index in 2 hours and a Rise (buy) trade on the same index in 2 minutes.<\/li>\n<li>They focus on providing excellent customer service through experienced dealers and a trading platform built from scratch in-house.<\/li>\n<li>These contracts have predefined expiration dates and payout structures, which determine the trader&#8217;s profit or loss.<\/li>\n<\/ul>\n<h2 id=\"toc-1\">Can I trade synthetic indices on mobile devices?<\/h2>\n<p>If you feel ready, it is time for you to select a broker and start practising your trading strategy, we would advise that you start in a demo account. This is significant as it means you can trade these indices all day, every day, even when traditional markets are closed. Plus, they\u2019re designed to be more accessible, offering lower capital requirements and reduced trading barriers.<\/p>\n<h2 id=\"toc-2\">The role of brokers and providers in determining price and integrity<\/h2>\n<p><img class='aligncenter' style='margin-left:auto;margin-right:auto' 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width=\"302px\" alt=\"what are synthetic indices\" \/><\/p>\n<p>You may open positions at a stake of as low as $0.35 and set the durations for as short as a second to several days. For privacy and data protection related complaints please contact us at Please read our PRIVACY POLICY STATEMENT for more information on handling of personal data. However, with this innovative trading tool comes the need for cautiousness. Traders must strike a balance, ensuring they don\u2019t over-rely on algorithmic insights and that their decisions blend machine intelligence and human strategy.<\/p>\n<h2 id=\"toc-3\">Key Strategies for Synthetic Indices Trading<\/h2>\n<p>An index is said to have a volatility of 75 percent if it jumps an average of three times every hour. An index with the name Jump 100 has a volatility of one hundred percent and, on average, three leaps each hour. If the price is rejected from a given level, Boom indices will experience an upward surge, but Crash indices will experience a big loss in value if the price is rejected from that level. The boom and crash indexes are not linked to any particular commodity or currency and operate in a completely autonomous manner. They are numbers that have been created at random and strictly adhere to a technical format.<\/p>\n<p>They are financial instruments created using algorithms and mathematical models. By using them, traders gain market independence and enjoy lower entry barriers. Synthetic indices play a significant role in trading by providing market participants with an alternative way to engage in financial markets.<\/p>\n<p>If you want to see how the market did, if it did well or not and if there were problems, that\u2019s certainly a thing to consider and you want to go with Forex. But on the other hand, if you don\u2019t really have access to a lot of data, trading becomes difficult. With synthetic indices, you can lose some of the data due to maintenance on servers or other reasons. It pays off to know how to manage these situations and how to ensure that everything is going right as expected. The great benefit of trading synthetic indices is that the process is easy to understand and rather straightforward.<\/p>\n<p>These properties make synthetic indices products extremely risky and speculative, therefore they should be treated with extreme caution. Synthetic indices are stock market indices based on several contributing markets. In all these cases, the advice is to limit the holding period because volatility ETNs can depreciate over time. Also, if you had timed VXX\u2019s rally correctly, use trailing stops to protect your profits. On Deriv, you can trade CFDs too with high leverage, enabling you to pay just a fraction of the contract\u2019s value.<\/p>\n<p>Moreover, Synthetic Indices Trading offers tools and features that can help traders analyze market trends, evaluate risk factors, and make informed trading decisions. Furthermore, Synthetic Indices Trading offers flexibility in terms of trading strategies and time horizons. Whether a trader is looking for short-term opportunities or long-term investments, Synthetic Indices Trading provides the flexibility to adapt to changing market conditions. Additionally, trading synthetic indices offers opportunities for both short-term and long-term trading strategies. Traders can take advantage of leveraged positions to amplify their profits, but this also increases the risk of significant losses.<\/p>\n<p>When you trade on the Forex market, there are a plethora of challenges that can arise and lots of info that you must study. However, knowing all of that and understanding the nuances of trading will set you apart. While it\u2019s a unique trading approach, it can help immensely as it gives a lot of growth and exposure.<\/p>\n<p>Yes, eToro does have its flaws for experienced investors, but if you are just getting started eToro is a great introduction to financial markets. EToro is actually a very innovative trading platform offering copy trading, social networking and unleveraged CFDs. Trend-following strategies require patience and discipline but can yield significant profits if executed effectively. Furthermore, synthetic indices offer opportunities for portfolio diversification. They allow investors to spread their risk across different asset classes and markets. \u201cMultibook synthetic instruments\u201d are a sophisticated type of synthetic indices.<\/p>\n<p>They play a pivotal role in providing these products and ensuring price integrity. Crash and boom indices are meant to reflect fluctuating real-world monetary markets. They behave very similarly to normal financial markets and have different price behavior compared to volatility indices. Although they are unpredictable instruments, traders are aware of the risks of trading synthetic indices from the start.<\/p>\n<p>On DBot, you have the ability to trade synthetic indexes using options. DBot is the trading platform offered by Deriv, and it enables you to construct a trading robot so that your transactions may be automated. Building your own bots does not require any prior familiarity with coding. In order to construct your bot, all you have to do is drag and drop pre-built blocks and indicators into a canvas, and then specify their settings. Range break indices are used to simulate a range-bound market that, after a predetermined number of attempts, successfully breaks out of its trading range.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content CMC Markets: High-tech Volatility trading platform Can I trade synthetic indices on mobile devices? The role of brokers and.<\/p>\n","protected":false},"author":13,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[113],"tags":[],"_links":{"self":[{"href":"https:\/\/ytsuite.com\/wp\/c22hh\/index.php?rest_route=\/wp\/v2\/posts\/6977"}],"collection":[{"href":"https:\/\/ytsuite.com\/wp\/c22hh\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/ytsuite.com\/wp\/c22hh\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/ytsuite.com\/wp\/c22hh\/index.php?rest_route=\/wp\/v2\/users\/13"}],"replies":[{"embeddable":true,"href":"https:\/\/ytsuite.com\/wp\/c22hh\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=6977"}],"version-history":[{"count":1,"href":"https:\/\/ytsuite.com\/wp\/c22hh\/index.php?rest_route=\/wp\/v2\/posts\/6977\/revisions"}],"predecessor-version":[{"id":6978,"href":"https:\/\/ytsuite.com\/wp\/c22hh\/index.php?rest_route=\/wp\/v2\/posts\/6977\/revisions\/6978"}],"wp:attachment":[{"href":"https:\/\/ytsuite.com\/wp\/c22hh\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=6977"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/ytsuite.com\/wp\/c22hh\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=6977"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/ytsuite.com\/wp\/c22hh\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=6977"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}