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	<title>Forex Trading &#8211; 深圳市普洛西科技有限公司</title>
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		<title>Can You Trade Forex With 100 Dollars? HDS</title>
		<link>https://www.cheergogroup.com/can-you-trade-forex-with-100-dollars-hds/</link>
					<comments>https://www.cheergogroup.com/can-you-trade-forex-with-100-dollars-hds/#respond</comments>
		
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		<pubDate>Sat, 26 Jun 2021 03:44:18 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
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					<description><![CDATA[Content Master Risk and Emotion Management Forex Accoun [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Master Risk and Emotion Management</a></li>
<li><a href="#toc-1">Forex Account Types and Lot Sizes</a></li>
<li><a href="#toc-2">Can You Trade Forex With 100 Dollars?</a></li>
<li><a href="#toc-3">What is the minimum amount to start Forex trading?</a></li>
<li><a href="#toc-7">A Step-By-Step $100 Forex Trading Plan</a></li>
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" width="256px" alt="how do i trade forex with $100?"/></p>
<p>With limited funds, it’s vital not to overexpose yourself by risking too much on each trade. With limited funds at hand, you may not be able to take full advantage of profitable opportunities or sustain multiple losing trades. Forex trading has the potential to generate significant profits if done correctly. However, this also means that losses can be magnified if trades don’t go as planned.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="how do i trade forex with $100?"/></p>
<p>According to forex trading veteran—Andrew Lockwood of Forex Signals—the key is to start small and focus on accumulating consistent profits. The only way that you can make consistent profits against this backdrop of potential mayhem in financial markets is through building solid skills. With a small starting amount—whether 100 dollars or even 500 dollars—you realistically can’t expect to make large profits in dollar terms.</p>
<h2 id="toc-0">Master Risk and Emotion Management</h2>
<p>For your account’s safety, keeping the risk per trade (calculated as % of your account) at roughly the same level is recommended. As a result, you can multiply your gains in a single trade by choosing a bigger deposit. Foreign exchange trading continues 24 hours a day, with only the trading centers changing throughout the day.</p>
<p>I’m here to tell you that you’re not going to take that $100 and turn it into $100,000 or a million dollars. If anyone out there promises you that it’s possible, they are either a scammer or they are just a minority, a very lucky few who managed to pull it off. Because the exchange rate has changed, the Notional Value of the position has changed. Assuming your trading account is denominated in USD since the Margin Requirement is 1%, the Required Margin will be $60. In this trading scenario,&nbsp;your retail forex broker has a Margin Call Level of 100% and a Stop Out Level of 20%. It&#8217;s crucial to remember that you should be prepared to lose the amount you intend to invest.</p>
<h2 id="toc-1">Forex Account Types and Lot Sizes</h2>
<p>Those who choose to offset this by utilizing leverage can make use of borrowed funds to increase their buying power. This allows them to make more trades while maintaining the same small investment. However, before you decide to use leverage, you should always make sure that you are ok  with the added risks that come with it. Leverage is a financial term that is used to describe the practice of borrowing capital in order to fund an investment. You can find examples of leverage in any field of the financial world. By using borrowed capital, investors can increase the potential gains from a venture.</p>
<div style='text-align:center'><iframe width='566' height='314' src='https://www.youtube.com/embed/nzJn_otwUKk' frameborder='0' alt='how do i trade forex with $100?' allowfullscreen></iframe></div>
<p>The platform itself is very user-friendly and allows inexperienced investors to learn as they trade. If, for example, you are looking to actively trade forex with $100, you should look for a platform with tight spreads and low transaction fees. Because day traders execute multiple orders on a daily basis, these fees can quickly <a href="https://www.bigshotrading.info/blog/how-to-trade-forex-with-a-100-beginners-guide/">how do i trade forex with $100?</a> rack up. Even if you are trading forex with $100, it is important to look at things in terms of overall success and not merely how much money you are making or losing. Trading on the forex market should always be a teaching experience, and that means taking it seriously, regardless of the amount of money involved.</p>
<h2 id="toc-2">Can You Trade Forex With 100 Dollars?</h2>
<p>But, before we proceed to a tutorial, newbies need to understand what Forex trading is and how it works. Once they get a clear picture of it, they’re ready to learn all the essentials of a $100 Forex plan and pick the right Forex strategy. But here’s the thing, as you grow as a trader, you’ll put in more money and have more trading capital. We introduce people to the world of trading currencies, both fiat and crypto, through our non-drowsy educational content and tools. We&#8217;re also a community of traders that support each other on our daily trading journey.</p>
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<h3>How can I invest with $100 dollars?</h3>
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<li>Start an emergency fund.</li>
<li>Put it towards your 401(k)</li>
<li>Open an independent investment account (IRA)</li>
<li>Create a brokerage account.</li>
<li>Invest in fractional shares.</li>
<li>Explore exchange-traded funds (ETFs)</li>
<li>Research REITs.</li>
<li>Buy treasury bonds.</li>
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<p>By selecting a suitable forex broker for small accounts, you can maximize your chances of success even with limited capital at hand. As I delved deeper into the world of forex trading, I quickly realized that it’s not a get-rich-quick scheme. Discover 12 forex trading strategies that are perfect even if you&#8217;ve already been trading the forex market or have never traded before. While day trading can be a full-time job for some, it doesn&#8217;t mean that all-day traders are constantly glued to the screen, waiting for the next trade opportunity.</p>
<h2 id="toc-3">What is the minimum amount to start Forex trading?</h2>
<p>Spot FX trades typically settle with the actual exchange of currencies at the rate traded two days after the trade. There are some exceptions to the spot plus two-day settlement, most notably USD/CAD (US dollar vs. Canadian dollar) which settles one day after the trade date. When people are talking about the FX market, they are usually talking about the spot currency market. Beginners often choose $100 as a starting investment to manage risk and cater minimum loss. Since $100 is an extremely low amount for trading, the best lot size is 0.01.</p>
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<h3>How much is 0.01 lot in forex?</h3>
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<p>What does 0.01 in forex mean? 0.01 lot size in forex or micro lot equals 1.000 units of any given currency. So position size of 0.01 lot for EURUSD currency pair, for every ten pips gain will provide a &#x24;1 profit (10 cents per pip).</p>
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<p>Swing trading is a trading strategy that focuses on making money off shifting market patterns over brief periods. Forex scalping entails making numerous trades daily while only holding the currencies for a short time. Forex scalpers minimize <a href="https://www.bigshotrading.info/blog/margin-trading/">https://www.bigshotrading.info/blog/margin-trading/</a> risk to benefit from minute price changes. Set realistic profit targets and stop-loss orders based on your risk tolerance level. Leverage or margin allows you to enter trades with more capital than you have available in your account.</p>
<p>Arguably the most important step when getting ready to trade forex is picking the right broker for your needs. When doing so, make sure that it is properly licensed and trustworthy. To help you with this, you can take advantage of the great recourses available online, like review websites and videos. We recommend that you  seek independent financial advice and ensure you fully understand the risks involved before trading.</p>
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4I9ENK5M6j4sSD4+nn64Wy6dtxz3hI2ncEi8L2xy8wjU1FkukhQt2Q6SjajYkcuqEEskmxuN4dpUHa9r+aKy6KN+gvl5cqtYWHXFK+ZepzMbFbgF71mcv/tlRdnKo8QjfYbRSjjVYex7i9RtvVZlQHpdXGGTovibTJw9yMaCp/NAjqao4/nTfuiymUZTY3iuPuQ0ugjNSaubpNFbHr78P2RZDKA77RgbZBwlZZI8kW9Ah0ZlWwj9K14b5a+ob9ULmio7xKoyToUMy23XCkNAC144tKUkdcKEXIvvB8CwSgJ3uSY2ggiGQwjKQbg2jEbo8mANoIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIIIIAIpn46UKRxUY8PWqZlbfyRmLmIpt48Ljiux0COT0l+pMe+JStkpWfJ8tGi1m3l2VEXViukn0fspEXfgHTyikTLkhWbmXQSoH9tVJ/WkRd+QQjlF6roiSpGqglV9+fVHJbY7PVHQcxGyki1xEmQ1TDdwRphumWQATbeHp9sXhC+0NweuLxfoDzU3Lp6x1XENi2LKN03Ppj0s4wCbWHKG1cqCo3B9UXBHxkX0+Yw4yyCfG5XhEwNztDhLDZIPbGpo3QulkGw22h4lmzdJA64QSyQLC3VDtKJBGrril7uCrlY5MpIYWU/in6oo9xutScd4jWk+VU5kHz/GKi8dFmmFlQuEoVf2GKMcaKK8W1xy58apTJ/3qo58i5s0xtIsK7kI3an5qL/HmKMPYmbiyGWSbWG8Vz9yB0qoWZ5sLidpQJ/1cwftix6XTvy5xmy+TsUsNkAHnC9tB7N44sJsbHqhW32+eIMzs2L9fOFTfkxwQN79QhQkWEACk6uuOcdY5HnABG6PJjSN0eTAG0EEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEEEEAEU5cfe3FljgAczT//ALfLxcaOYinHugJA4tccJHV4Nt83S0aYlci0ez5BlcD/AIXsvDbli2k/rSIvHUfi7ef7Yo7yiF838AA/nXSf1pEXjqAAULfhH643lGkJvihPGyVaRa0awRiYGHUdV+UInUDUSBC6OTrV/GEXUaAzvs3At64QllRN4eJhu6jzEJDLm55xcEZGPJPphyYRZaTbYw3tI0iwBhzl9RIuOXKNH0XkOkokEXPbDvKJBTYbGGqVFrCHmTRbTcHtMZlBzQ3ql3Ekc0kfRFFOKSVYkq5Ubkzz5J/1iovYFxKPEc9BI9kUR4jc6Su1F4fvk48r2rMZza6Zrjosk7j8yg4SzLeCbE1OnJJ7bNO++LGZZNz6ory7j/KoRgHMV5JPj1qTSfUwo/bFh0sSD9EZSNJ+gvYFxy3hW0ki+oQnYFjaFbfL1xUzOqBYR3HKOY8ZVjHSACOR5x0USOQvHOx7DAGUi6rGOgAHKNEg6hsY3gAjXpPNG0RpzWrqnM+HcM13OSp4GobeHGZ1tcvUUSqHZgvqTpuu6SSm57fFjp0umeqm4J1Sv1f+DDPnWCKk16klSoC3YY16TzR8JxFjeuYdwrhDL/LDFoxViHF7z7dOrlRfTMBMugqcdmFKSNLhQk6QOXi8jaxVzGSmadIp/hegZ8YmnMQsJ6Xo6h0bkhMuAXKCzb4tKjtcE6QYt9ooq8k1G+rvn5+F+ZV55P8ABG67PtmsWvaALHXtEeMwM261iXhwmMZUSdfodcZnpeQnRLOlLktMImkNvJChuARcj9FQvDjhKfxVgPOmn5bPZjTuL6ZWqZMTjrVQ0uTVNW1ulSnEi5SvkArzRf7Gag5SaTV8f9av49SsdXGU1FK7r+T7t0nmgC7m1oi2a3TKxmBjeVxlxA1zCSafW3JaRkmawiXQWQkG6UrB2BNtto9rmGrEmEsD4ZzFwTi2p12VwwlExUNc1rTV6eR47i7eKpQHjBVuRJi0vp8ozjCUknKu065Vrmv0IWrTTko8L5R9vK7G1o2j4zlZiOvZsY3qmZLFSnZbB0kg0yjSQcUhE64LFyZWja9r6U3+tMfZQb9REcufDLTz8c+12vZ+35o6ceRZY749GYIIIxLhBBBABBBBABBBBABBBBAAOYinDugulPFvjWx/AppPzfLxccokDaKc+6FNhHFljFYO7jNMUfT3gwPsjXD+MtBWz5FlCQM4MvyeX3V0n9abi8tdio9l4oyygKlZu4DIt4uKaUf6UiLygoqSVW3vHVJE5FSE6hZRAjEdnG9rgRysewxlRzmICAecEESBM80TdW3nEJi3vzhe4Li0Jy0b7gwBFhvnDlL/AFbw2teVaHKX5E+aNH0XkO0ukAA9Y2h5lRfaGeXtbfleHuTSLbdcZlBa64GqdMO2voZWfYkxQ7V3Quqzptt3y7/WMXxz6Upo86Vb2lnTt/EMUJT7vST8y9y1vLVv51GKSSfZaJaX3H9o/wCDDMB+/l4iYRb0SyffFgzLWk84gR3IRjTkvjOYFvHxRp9koz74n0zzHojCSpmli5kWIPbCpAt7Y4J3VfshQnmB2xBB3SLKEdI0Buu8bwAQQQQAQQQQAR8GncKYexbxS1SVxLh+Qq0qxg+XWhudlkPNoc765gKBAOkn1Ex95jQtgKCgPNG+DM8Dk16pr/BllxLLSl0nZ8UzgwZVMJ1bBGZeXuFkTkvgZ2abmKNIthtS5SZRocU0gbXTcnSBvfzRvP8AFflzM0oJwkzV63iCZT0crRmaa+mYLx2CV3TpSAeZCjYXtePtY2jGhAUVBCQT1gRpDUQlFLPDdt65ri7p8P1fwyjwyi28bpP4IrY3wBWME8ME3Tq4gKq9UrUtVag234wQ8/ONqUgW7BYG21wYf8r8PUvIbNafwJOUuXbp2KiZjD9XKB0qiD48k45a/i7FI67jmVbSJLaSq5EZIB5gRs/qMpY5Y5LiTbf5uq/ajKGhxwkprtEUaVjHJfC+YmYstmjSZOZm3sRuuSqpikGaPRaEg2VoVYagdo9vmTiuWxhhnDeVmVqDKpxpLJ+Naly0mQpNvjF6LDTdN0gWHWI+7lKSblI9kGlPYOyJya+GTJHK4O0l27XCpcV+paOBxTinw/g+E5Td8ZP47nckqo48ukVALquGJl5V7oP32Wv1qSQVAeZR6xHqMv8APrDWYWYmLctaZSKtK1DCLpamHplgJZessoJQQTbxhtqsVDcXF7fTtKdvFG0a9CgKUtKQFK5kC1448+bzz8jXL7+X7/qd+n8WHFPHONtr+13W3lenrxx6e5sk3EZgGwtBGJmEEEEAEEEEAEEEEAEEEEAYUnVtFPHdEUhPFfiq3XK02/p7zaH2RcRFPXdFElPFbidRPlStOI9HejQ+yN9MryGmJXI+MZP/APK1gff/AKT0n9cai8tAsn6Yo0yg2zZwOonb7pqT+utReUgEbHqjvypF80UbRgpBG20YUoC4jSOVpnM4owWjueQjmRY2MdiokWjmpKib3EKZG2jQi4tGmhXZHQixtGIiqIZE1ndwCHOXQbWAhtY++ph2luY9UazSXRaQ6So1WFuuHuU29sM0oLW23Ih6lLEWINrARkUFNZcSjD9TdvsmSeN/Q2qKEahYzb6k+SXVEei5i+jElkYVrCrbJp8wf92oxQzPIJeUkdSj9cYzi7stEtl7kMwtOQeKninZ3FroSb87SktE8mUm42iDXcjUKHDlXVkEBWL5qx7bSsrE52OcZtUXFrfXChPlJ9MJ2+uFCfKT6YgHdHlCOkc0eUI6QAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAQQQQAEgbmKgu6OpCeKWtqA++U6nq/3AH2Rb2sEjaKiO6RNqb4oKnqBGqkU8jzjorfZHVo1eVGuH8Z8KylXbNXBIP5y0r9cai9BY8ZR6rmKLMqNs08FE8hiWlfrjUXqbKKvOY7dQtskic34jksX3AjSOygLkRpoTGBiaQRtoPaIzoHXAHBYNybbRrChSRYixjTo/MYAitL04dILuHzbQ7ylMBUB0p6uqODBuAYeZUjb1Rm3YO0tTRqSQ75uUPkpSU3A6bn5oSSadSfXD5KCwt2xnuI2oasZSIlsCYifC9XRUqbVy7GVRQe6rWrX+NvF/WYo0ZZYrcJtpok8fYwuKCNHRgI7BBysJJFvHclbDhlqQ6zi6eV6u9pUfYYm8wCN4hf3KdnouFtarffcUVBd/9XLj7Imox1xSaVWSKG+uFCfKT6YTt9cLGeQ//eqMgbo8oR0jmjyhHSACCCCACCCCACCCCACCCCACCCCACCCCACCCCACCCC4HMwAQQQQAQQQQAQQQQAQQQQADnFR/dLk24oJzz0Onn6FxbeQCN4qW7pom3EuSRa+H5H+s7Hd9Njv1CidOlV5CO2V1hmXg89f3RUv9bai+BuRSo7KsTyvFEGWBtmPhBZ5IxDTSf5U3F97SNKEg8wI7Pqi8TjtL6yG2SYi8FK/LD2RjwUfyo9kOMEeT5Z+5xjd4KP5UeyA0sjcvD2Q4wQ8sgNwpZO4eHsg8FH8qPZDjBDyy9wQ/lvJ9kPMryT6YZZckAekQ9SvJHpjol2B7kx1DtjxVY4kso8L1mboNVr0x35T3ixMJak3FpQ4k+Mm4FiQdjbrj20h5friKWFqvTJnN7HOGKtgjDFWZbexLU0TFQpqXnw6wy+62NZPkBbY8W3Wd94wk6B9UzL4scmp7LDFtOkq7OmamKHPtMpMg6LrUwsJF7bbkRTO5UmVKuUq7NhFnU5w+YhzmwgxW5SmGjTuMKY+mmM0XDTiqRLW6RptU1MJXZgrWkk2QuybKNgbRDdPDHhJFNpFLm81pxGNa7giZxtJUj7n/ANhpZYln5hUs7Nd8akOFMq9YhpSdhexNoruQJs9zo4iMr8ueHJjD2K6rNS84K3PTJQ3JuODSrowDdIt+DEqGuMrIYC5r9R3/AOzXfdEJMDZO5dU3LbDdZo1anqZQ5XB9LrVXf8HdI8/OTmkJU22XyFKcWVlXjoQgI2uCLJ8Y4OkcJ1OlBFaVPUesyLFTlZwS3RumWWpSVXaKjZaVIcSU6yDp2VY3hN2CdSOMvIYXvX6j82u+6O6eNLIRPKv1H5te90fAp/B2EJzMGVolMotG8DUnEGGKZMS66Klp50TCVlaS8HVawrSSsqF1FQAsE3V4Oh5N4crYoaZ3GzlOn8Ty1RnJOWTS1PMy6JVx8K6RwOAgEMKtpSo35jrNAS9TxoZCkX+6Goj/ALse90Z+GfkL+cdR+a3/AHRBfF+EKPQaRQ6/hyvv1SnVxt8tqmJISzrTjLmhaSgLWLG4IOrkbEAiPQzOUVEQy1TpXGrr+InsOpxGmR8HaZfo+9O+VMF7pCQ4GwpQ8TSRbcE2AEyRxoZCoGpWIaiR/mx73Rn4aOQjgunEFR+bHvdEMaplHTae3VqOjFq3sU0Okmrzkgafplg2lpLrrSJjpLqWhCid2wDYgGPT5jZLtU7HFPlHJhmiMYrq0nIUSRYlekCmFIZS9ME6kpQkLdFk7qUb7AbwBKY8ZuRAFziGpAeelv8Aug+GZkR+cFT+an/dEQpfLqk092YnsF1JrGU3Sam1RZyTnqZ0TXTTIdaaeQkOK6RCXUC2oAXKLg3tCdWTkrM1umy9Hxa3PUaanqlKTlSRKaUSiZHx3XCNZBSWbOJ3FwbdV4AmGeM/IYGxxHUfmx73Rt8MzIj84Kn81P8AuiJuHsp01fLmem6c1PPzExT11k1RzDbqpRgS6HFqk0zq1hKVKt4ykIIKkpSFEXv4jBOEqXiWVr9SrVbepkjQKeieecZlBMOLCn22UoSgrQLlTqeZA7YAnT8MzIj84Kn81P8Aug+GZkR+cFT+an/dEPa9lDh+nSdYNKxxMT09SaRKV4sKpXQtuSUwWNAKy6Sh0JmW1FOkp5gK5wqquR1NTUaxhvDeNHKjXKJUZOQmWXqd3uwrvmYTLoLbnSKJKXFoCtSRzNr23Alz8M7IdI8av1L0+C3/AHRj4aWQf5wVH5se90RKwvlhhOaxPTHqNiRWIZaj4opVMrUtN07vZDjT810etv4xfSNlSFJIVpVZQOmEi8nqLiCfZRgbFxmWnK8uiTffVOMsiXIbcd6Zshay43oac2ISrxRtvAEwPhpZCfnBUfmx73QfDSyE/OCo/Nj3uiDlfwVQpXCyMY4QxNM1enIqJpk0JuREo6y8WytsgBxYWhSUrsbgjTukQrwlgDDGIMJVHE89i+pU1NIlukmy5SUKljME/FSzbvThS3F9Q6MWAUTsLwBNn4aOQlr/AHQVH5se90Y+GlkJ+cFR+bHvdETWcpEv5Xz9QlWJxT0tIpxA7VHcPOolnEJbAVJszi3ACU61E6W7KUnyiADHoMXZP0PDOdFFTVpNqUp2IsUsMUqiokyWX5BLzSXHFr1BKEkqsE2UVA32BBIEkvhpZB/nBUfmx73RqrjQyFJ2r9SI/wA2Pf8AhiI+DcjkY8bQ9Tp6tIcm5ybYSqToS35CR6NZCEzEwVpSkqIGyAqwIJ7IU5Y5cYR8NYbRi6sLeqFdpU3VGKSacHJcs9E8GukeKwUrJbLgAQoCwuRcQBLJPGfkNbfEFR3/AOzXvdGF8aGQotbEFR9VNe90Q3pGCg5KUrBhXIF+v0J/EyaiqUBel0Ny7rve4N7m/ettWoCzq7pJ0kecwdhOQr8pWa1XKw5TKRQZdt+bfZlhMPKU46lttttsqQCVKVzKgAAT5oAnSONLIYf+/wCo/Nr3ujPw0shjt90FRHn8GPe6IoMZbYKo+D8Q1St15btMm5OjVOkVRinBc2pp52abW0GS4AhZWytKgXCmzYNzsIZahlDRKAioVjEOMH2aAwuRTT5yVpvTPTvfbBfbPRKdQEBLYuu6jY7C8ATJ+GfkMk74iqPzY97o2+GnkH/D9R+a3vdEVJPLDAFYw9hakO4uSidq2JqjRpGpyFNLyZ79yJZU5qWgttpLm/M3cNgbXjz1FyjpUwKFTsSYwdptYxPMPS1KlmpDp2QUPrl0rfd1pLaVvIUkaULNk3NrwBMz4aeQf8P1H5re90Y+GlkGP+kFR+bXvdEUcC5W4XpOJqPTsb1suVuoUqcqSKP4PDssUBh/o0rf1ghz4vpBZBAsATeGGSympc0KdQ/uuWnFVVo4rUtT0yBVLFCpczDbKpjWClxTQCvvZSCQCrrgCZnw0shLf+0FR+bHvdFbPdBs4sCY9z5Yr+Gp99+UNBlGSpyWW2daXHr3BF+REfT5vKpUkxUqmvEKBR5OhSNZl55cqQmZVNFtKGLBR0qC1OpJBNugWbdUeO4g+GR7FEthtVMVNU1iQrdKos3VZ/CDkiaompThYRMMzS3ip9LJKAGihvxVa+aiI6tFmeDMpo1wz8crI04CxtQafjXDs+/MOJalavJvrIaUSEofQon2CLoPhl5EoFjiCfJ7PBr3uiomVyDwbJ1ygTeEsxHsSJk8xqdgmsNztDVJNB55ayl5kpmFl1khh0G/Rr2GwvEl6dhRWM82XcHqmpKl9/1V+XLkvK6JdgJKvIaBuEgJ2Fye0mN/qOZ5pRbNtTPyJMm78NDIf+H6h82ve6D4aGQ/8P1D5te90Q0l8rcP1hNFncN4yn5yn1Sdnae4pVDX30iYl2kO6GmG1rL3SJdQEbp3PjW6kOZeWT+XzNDnS5VAzW2nlpYqtO7xm2Ftr0qStrWuwN0kHVuD1R5xyFmuEcWULHOG5HFmGZ0TdMqLZcl3tCkagFFJBSoAggpIII5iHiPjXCL/AM37C3pnf1x6PssAEEEEAQ+Z2A9Ih7leSfVDI3sPXDzJruUpt1COx8sD7JGyr+eII4gxdUcG5wYzq1MZlnXn52tU5SX0qUkNzPTMrI0qB1BLhIN7XAuCNonXJLHZ1xGuVl5WWo2YtdYfwVTaiMwXJVNQxLS0TaOhU2+sso1S7xBKgFeSPJO+9owmgfFaxnFOYfy3UmfwXhqvTGF6VON0qZqss68WUK1rCFthwNPIStSlJS4hQGojcbREUZ8YwaxFQ8Rpp1H75w/hF/BcqgsOBtUi7KTMqpawHL9KETbhBBCdSUeKQCDM/MTDWD57AWJswc08SBFMm5p2jNfcdS2EtulqXbLz6G1BlCEJQ42dOlJWpSiSncn4NiLhNwbguXq0lifMOqzVemMZv4KwtK0+lN9BPzBlpV+Vmplxx4FhpSZtsLQkLUkqFidJvkB3y845aRh3AdHwZi/BcpPIp9DZw7NtNS73Rz0rLqSZVxZ74SUvNhOy29F9Srg3jbGXGdgbGU/KzL1En5CWkJJqnycnKyoS1LMIvZCdTqlG5UpRKlElSiTDfmjwd4Gy8ptUrE/jHEkrJ4TrkpTK4/OSckPCMo6+WHZ2nNNzClnol6T0LtlKQtKtSTdIZMZcIdLwLjWWy4q+PVTdemqFiDFQXJyR72TSpORmJmQXqWQS5MiWUpSf3pK0hV1XSAPqsn3QvDzFdmsQKpLvTzVVplXUgyB0B6RSpLKQOnuEEKOoXJPUUxwkeO7BklM0Kbap86V4fkp6RldUmSlSJtT6nCsB3dQMyvTawFk3BsbxSxXl1K4byywDj5uprfdxkiqKdli2EiW70muhFlX8bUN+Qt548QCRsEGAJl1DjCwBUsP0fDryJ5MvRTMFhaZIhSumWFr1nWQbEWFgNu2PomKeO3KBsSjWF5KXXOfctJ0R2rrpsymZQkyaGphsArCCry29egnSSAbWMV4kkixRGyE3/BsLxKVsE9J7jtwFUpWfU9JSbVYqtMFInaw1ITImnpfQEKuC4WgtaBpUsIBI7Lkly+HthyYqTtVnX5WYCqrJVthp6mzKm5WblghKVtaV3TrS2lKwSdQHUQCIAJCbWCeUAQSd9ov42WUWywfLPjCynwc/ivGTuNRL1Sdp78vJyBpU0rp5l5xK23R4hSgMrSF3JvcJA5kwx4Z4xsGYdwniDBVMxI0ZHEYbE045TpkutaQQeiVpATrSooVsbp2iCobB2HOFTDYSnYb9sXjj9y3jdk/5fjdwE2iXW4qgOzstQzh5qdekKgXUypYLF0p19Gleg21JQD7VA+YpHEpl9RqTXKRKYkk1M1+Ubk5lTkq+VIQh9t4FBAAB1NJBuCLE7X3EKi3fmD7YzpPZF/Eq6LygmuCd7vFtguadqry8SUdKqxQpTD7/AOxpgBMvLplwhSexw96t3JuN1WAuLLRxfYbFdr+JZXFdFYnsRTUvOPrQy98Q6zNImUFoG9vjG0+Vq2v6YgJ0YIsTG6GRa0V8RGwsBa4wMGy88mbw8rB9HUusStbmxLImdM4/LudI0hfSOHS2F3Vob0i52ttZLh/ifoGHv/VmKaClSa0iualKJu8ltxstkE2LSkurCkkXN+cQKDQHIwol2jbUIlYbChZOut8ROBKzQW8L0+awpQ6YJ5VRcYp8y4OnfKdKVLU844qyUlQSkEAalbXMOSOJvLpzClLwXU5PBM3I0rpFMl2emmlLdc8p5zophCFuEWGojkAOW0QKAUNwICpZ2JJjaOkUlyy3iLBZvivwvPtVIqmsFrnqtSE0SZnUzy+lMsltLY0pL/RoNkJPioAuOViQd5ji4kpqszFbqFawnMOu12XxEwh2buiTm2iL9DZ26UrCUpWkk3CU8iAYr50AjsMa97Dsiy0cV6lliXqWEUTisw/R1UGZS5g2oTeG+n8HvTE44S2HXVOKuhD6W1EKWoAlOqx5kgEGHuJOh0hNJfDeD56fosm7T5CoTU0svtS7mvxDoeShWkOLCSpBIBtfYWr66L9GAoA5iD0aa7DwprgsJpXEXSqVISTDMphCcnKfR36FL1N+YWZluVdS4kp8V4N6gl1YCtF7GxvDBhfNei4bZqkkl+hVKQrEumWnZKdm7tOBK0rbVdtaFpUlSQQQodd7g2iCgSRyV9EZAI5m8QtIq+SngZYeriClZuTm6PO0XCUxSZmSkpBqnl9xLUqzLLcW2GlIeDlyt51SlKWoqKjvbaMzOejNUVUJes0zDlSkJ9co4inPOOol5QyrfRMhktOpWgBslBBWbjnc7xXeoaha8YSix2N4Q0Ll2y8NNuVtlh83nhUpypUOqdBREqw/Wna7JoYGhrpnFMHoylKgOjHezYAFjbVdRO4603O+bkFUqamaFhyozlCm3pylzcz0pdlFOOl3SAh1KFpS4orSFpVYk9sV2kEc4xYXvuD5jaL/ANP+S32nyWM03O+ryD0jUZvD+HqnVadJP06Xqc30qplLLoULHQ6lCilLi0pUUEgKtc7QSeb89LNScwjD9HNXkKV4HlqwpDvfbUv0ZaSQOk6IrS0SgLLZIT5wDFcKm033HrjqguJH31RHpiPsPkhaVPqRYWrNHEAwlRcFtJlBIUOoJqMutTV3VrSpakNrVeym0qddKU2G7itzePleePE7iOh4ymV0rAeE2JqtzlKxJPTqkTjrzs3JT5mmUhS5ghLWtJBQkDZarEEJKYlpddQNKHFAeYxvqWuynFqUeok3jTDotkt3ZeOmUXdn0PDOcWJqVPMS7ElTFJmMb0/Giytpwnv2WU7obFlj4k98Lunytk2UN7y2o+M6pRcZpxzKMSq59M07OBtxKizrc1XFgoKt4xt43ZvEC6cnTUpQ3v8AHt/1hE1Qbi9ox18FFxf/AL0MtRHaeywjmnXcHU5qkydOp8zJtuzzi0Ph0LcE3LtsOpK0LSU+I0nSU2IJO5G0I8VY7msVUujUTwFS6ZI0IPiVRJB7UrpVJUouKccWVG6b325nqsB5qCPPOYsh4Qxfh8wsfPO/rj0fZI+OcIX/ADe8Lemd/XHo+xwAQQQQBD9AIsIdJRQSpJPZDc0Ug+N6oXsEahv1R1gfZLnfzxCfNGaxvJ1fF+BFUF8UucxU7XA4JVZcW5ZxDZSrkUFDpPLnbfqiaUo8AQOfbDuanT6fKuT9RnWJaWl0lx119wNttpHMqUbAD0xWS4BXNXMb4nwPlXX6XUME0uv0dF6imSrtPddl2ZgAJ6QaFII1DSlSSrSoJAUDYRFbGWe+aGOUh3EFRSqdTiiZxemfZZ6KYTUHm2GyUlJ0oQhMs1oSlI0222sBZnnTxwZBNUqqYElsOu5hSlQYVKzqELSxT3kKuFIDygVK5eUhBG4IVEIcd4r4aa+lxvC2UlewXPrUCJiWxEajLti9zdh1oKVcbCzqbbHqseYI8ZUeJ3FlVqbtZfyxy+E/UavL1ytPpoStVanGVFaVTILhAQXFFxTbQbQtW6kkbRxleKDNs1GlVrEDdKxHU6TO1WZROViSL7z8vUm3ETsi6QpIXLOdM6ro7ApU4ooKb2hLIKw09MoS87Pqlwvxw2ygKKeuxKiAfUY+iS0rwyFITMozLSv8LozT1D07gGBZqj5BmbmtX8z6XhugTeEsP0Ck4TammKXIUSSWwy0h9wOuatbi1LJWCdSiTdRuT1eDEhMfkV+yJQ+DuFq+0/mk0P8AN9Nd/v0RnwHwtKJ0YozRbJF/Gw3Tlgf04RfYypF7we6ebCz6BGyZBwbBpXsiT6MO8MClG2OcyE36lYRkT9VSEbDCnDQs+JmXjxvsK8Fyh+qpRMYtOy0VbIxJpz35JfqTGfBzx5NOeyJPqwnw/EWlc1cWX6i9g1ofVPGNRg3JUqu3m3Ubdj+FnEf1XlRsuTRdkZkU54WPe7hI/RjumQmEgfsZwX7EmJMtYKykKglnOCXQFdbtAnAB8kKhxlMC5dBGlvOnD4T/APEpVST9UuY2xxUuzWvUit3lMf4u78gx08Fzn+LueyJYJy+wCvdOemDkf5WQq4+qSMZGWuBVn/l0wDfzs1gfXIRt40awgpdkTvBc3e3QOem0bpps0Bbvdw+hMSu/wYYNJsjO7L8/OifrkowrK7C4B6PODATvYUPTwv8AKlRErGn2aeKJFLwfNf4u78kwsTTpptA/Yzt7b+IfdEomMtKe2oFjMrAy036qmtP9doQ5pwClSR0eLcIO7c011hI/nKEbwxJ8Fo4kRNRT5tW/e7tv4h90CqdNcxLufIMSzXl9OpG1bwiu/L9s8gn+s8I3by6qTlwJ7Cpvytiyl/8AmBGywRs28MWqIkd4zd/3M78gx17xnLX71d+QYlgcuayDYLw2o3t4uKqUf+IjonLjEQOlLdEUOrRiOmq+qYjdaZdbiPtl7kSxIzitxLO/7MweDJxW/QufIMS2OWmL1G7NJk3B2t1eTVf2OmA5aY3sdGFi5b8lNMLP81ZiY6NN8s1+yXuRLTSJtX7y7/szGfA02ObTv+zMSzby8xwkFIwbUCR+TQF/1SYyrL/HYBJwHW1D/wCRWfsjT7KHuPsl7kSDS5kfvLvyDG6aXNaQegc9OgxKVeDMaNqsvL6vH/ux4/2Y6IwlixFukwDXAPPTHrD+bHXh+mRkvxGsNDGr3EVV02ZA+8OfIMcu8JkHdlz5JiVb+GcRISVKwPWBtbenOj+zDaqkVhO68H1JJ7FSLg/sx0/0eH/J/H+zT7Fe5Gbwe+ebDnyT7o2FOnLbS6rfxDEkXZWaY++4bm0+ZUsofWI5h9obKosym3axa3tik/o8IvjJ/H+x9ivcjl4MmzuWFj0IMdE02a2Al3T/AKBiRBn5NGyqc4n0tCN26nTSQlUkq5NvIEaR+jRfc/4JWgv1I/U2mTXhOTvLOn49vbQT+EPNE1k4er1haiVDl/iy/dDFlxgjFeMcR0lGGMC1qdS5OMHvhmnuKabHSDx1LA0gDmSTsBFx7YQW0Ai/iiPm/r+kjpJwjGV9/p0eX9UwRwbUnyVHfc7iH+Aqh/Jl+6D7ncQ/wFUP5Mv3Rbn0bf4g9kHRt/iD2R88eSfKeFekVKiZDYWkKtJPSkz0cy6WXkFC0pXMurQSDuLpUk+uPrEYAA5RmACCCCAIfoN7GFaXkMIW46tKEIRqUpRsEgcyT1CG59xTMq68gDU2hShflcCK1M8M/s0MxKxO0atYgXLUlh9TSadIXYl1AG11gEqcO1/HJAPK0dLdAl9m3xyZZZeLepGDnW8WVtu6SJV3TJML/Tesdfob1ciCQYiJmtnTj3OqbL2M80aUiQ1BTNIlVzLMkxvcDow3ZZHLUsqVtzj47ewsAAPRCOXrc1JTa1NMyqy2tQHSspcHsVcRG4HrWsHU55K3WMQ4fUEC+89oJ26kqAP0RwlKeZpl1bU1JIS0SAHJhCFLO3kpJv187W59kedmq7NT6+kelpNBtazMulsexNhBqSkNPlptSnE2IUnaw/8A7FJNAf56hCXbaffmZdwPgkBmZSsixt4wSfF9BhGmmMA3Q9MX/wAobRoxV1FDjDlOkVoQjxR0Okg9t0kE+skQm6UurW6EJQAdIQgeL9O8EkjRdDh3gjqfc+WY2FPAG004P9Mwuos6w8hcpNUinvtMtKWnUzoUVWBuVoKVG1zte30Q1KKHZ19IaS2hJOlCb2HtJP0xsVTTFKZEkACbmB6FRt3ipPOemPWqN3poKaQw3Kss9GPKbBClX7SSYQuAuTKEKccsRY2WR2wNI8Dm3LLSkfs172xv0Dp5Trp9JgWqWfl2W0SLbBQDqW266VL9OpZHV1Ac4Shod+qbDjgSlsKA1nneNI9Gq4di5qXmEqB77duOQhex33oBM0q/nhRSZSUmmmpdbFlr3L4dXr2ueRVp6gPJjlPMiTqPe7S1lIA8o3PKN8cL5NYy+DJ78t+6j6xGSmeO3fCB6BD0xSpOao7c0tK0ulYSVJUdx43V6hDPOtd7PdG24sg9ZteNYqmbRqrMpROkfuhO36MdE+EE7JmU/JhwFKZRh5FV6d5TxIFiRp3UocreYQ0OvPBwhLpA9A90WLHcO1HXtMpHb4sOzLs5oHjJFxv547s0CXVg1eJFTUyZlCwkIujoyC5p3Gm/LzwilnnFNG5Gw22jpxOy8XYp1zlrBSO2M9NOjcugx1pjAnjMdK4tPRdHbTbfVrve4/REIw+4b7jbzR0VZrB8ilL81z1j1x0M3NKTpUsEeeEnTL0jlHPvl3tHsjeKRuuReZqZKQnUmwjZMxNq31J820NpmXe0eyFDD61IBNo0Ss1j0K+kmFeW2lX+jAHXxyaSL+aOIeXcbwoSoqTY9RjoxQT7JNUTLjZ+9JHoAjoJt1PjJZSD5k7xy5q9cd0JGm1o9DTRVWawMpq023fSSn0EiOZxJVm1FLc/OoHKyHlAfXA6hO+3VHHQnsjsuPsbC5GN8UNjSiv1dI6rTbg+2OyMwsaJsE4proA5Dv53b+dDSry46I2ULRm4psqnYrqWNsVVZpLFQxBWJlCFakpenXVhJ7QCraNqfWMQSKxMydbmmnLeKvpFak+cG9wduY3EayTaH52XadSChbqEkcrgkR7JnCFHexzRKEoPCUqTraXUhe6QpZSdJ6th13jaFPg1T4Oslnnm7JJSDmljHxFAjTXZrcX5ffIkfw48fddw1VWcKZz1GcrFDfUEM1pxvXNySif37Tu63+lYrH6Q2DJVuGLLuQdku9p2tgTGoLBmWzyvy+LjCeGXAJFzU67v/wBYZ/8AxRwanTaTVR8eaH7Un+5zTwYtStkor8yyujVqmYgpkrWaLPsT0hOth2XmGHAttxB5KSobEQvitjgmzYxvhvNqTytlKsX8OVSYfDkpMjWGlJ/DaNwUE23A8U3JteLJxyEfn/1L6fL6bn8UpWnyvy+T5nW6R6PL47tBBBBHnnGEEEEAf//Z" width="250px" alt="how do i trade forex with $100?"/></p>
<p>You likely already do this when evaluating trade setups, but it’s just as important, if not more so when deciding the starting size of your account. In this post, I’ll answer the question of whether you can and should start trading Forex with $100. We’ll discuss the various account types and position sizes and I’ll also share some tips on how to determine the right account size.</p>
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