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	<title>Forex Trading Archives - Miles-N-Smiles</title>
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		<title>What is Leverage in Forex? Definition &#038; Examples</title>
		<link>https://milesnsmiles.net/what-is-leverage-in-forex-definition-examples/</link>
					<comments>https://milesnsmiles.net/what-is-leverage-in-forex-definition-examples/#respond</comments>
		
		<dc:creator><![CDATA[wadminw]]></dc:creator>
		<pubDate>Tue, 27 Apr 2021 07:34:14 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
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					<description><![CDATA[<p>When trading forex on margin, you only need to pay a percentage of the full value of the position, which acts as a deposit. Margin requirements can differ between brokers, but start at around 3.3% for the most traded currency pairs​, such as EUR/USD, USD/JPY and GBP/USD. Unless you are an experienced forex trader, excess &#8230; <a href="https://milesnsmiles.net/what-is-leverage-in-forex-definition-examples/" class="more-link">Continue reading <span class="screen-reader-text">What is Leverage in Forex? Definition &#038; Examples</span> <span class="meta-nav">&#8594;</span></a></p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/what-is-leverage-in-forex-definition-examples/">What is Leverage in Forex? Definition &#038; Examples</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
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" width="256px" alt="what is leverage in forex"/></p>
<p><p>When trading forex on margin, you only need to pay a percentage of the full value of the position, which acts as a deposit. Margin requirements can differ between brokers, but start at around 3.3% for the most traded currency pairs​, such as EUR/USD, USD/JPY and GBP/USD. Unless you are an experienced forex trader, excess leverage is unsustainable and will likely lead to losses. But it must be stressed that leverage can amplify your potential profits and your potential losses. Unforeseeable events in the market can sometimes cause large, rapid movements in exchange rates. Even small swings in an exchange rate can swiftly turn into significant losses.</p>
</p>
<p><h2>Example 1: Long USD / Short Euro. Trade amount = EUR 100,000</h2>
</p>
<ol>
<li>The trader&#8217;s forex account is established to allow trading on margin or borrowed funds.</li>
<li>To manage leverage effectively, it is crucial to understand and follow a few key principles.</li>
<li>Despite that increasing popularity, only some people have a substantial amount of risk capital to start trading currencies with.</li>
<li>Though beginners can benefit from the use of a standalone online leverage calculator, most forex traders use the tools that are available directly within their broker’s trading platform.</li>
</ol>
<p><p>Depositing funds into a margin account unlocks the ability to use leverage when buying or selling derivatives such as stocks, commodity futures, forex, CFDs, and other derivatives from a brokerage account. Smaller amounts of real leverage applied to each trade affords more breathing room by setting a wider but reasonable stop and avoiding a higher loss of capital. A highly leveraged trade can quickly deplete your trading account if it goes against you, as you will rack up greater losses due to the bigger lot sizes.</p>
</p>
<p><h2>Leverage in Forex Trading</h2>
</p>
<p><p>The term “leverage” is used to describe when traders borrow funds in order to open trading positions. This is why currency transactions must be carried out in sizable amounts, allowing these minute price movements to be translated into larger profits when magnified through the use of leverage. When you deal with an amount such as $100,000, small changes in the price of the currency can result in significant profits or losses.</p>
</p>
<p><img decoding="async" 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" width="258px" alt="what is leverage in forex"/></p>
<p><p>Generally speaking, forex traders use leverage in order to open proportionally larger trading positions than would have been possible using just their own account balance. Some traders might use leverage in order to minimize the amount of their margin balance used for a given trade. Other forex traders might use their entire margin balance to maximize the size of their trade and, hopefully, greatly increase their profit potential. Leverage can be a valuable tool in forex trading, allowing traders to control larger positions and potentially generate higher profits with a smaller capital investment. However, it also comes with significant risks that must be managed effectively.</p>
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<p><p>Forex trading is already risky, and leverage introduces significant additional risk; gains and losses are both amplified when trading with leverage. While this money is still yours, you can’t touch it until your broker gives it back to you either when you manually close your current positions or when a position is automatically closed by your broker. If you had to come up with the entire $100,000 capital yourself, your return would be a puny 1% ($1,000 gain / $100,000 initial investment). Leverage is the ratio between the notional value of a trade and the currency used to open the trade, usually the domestic currency of the account.</p>
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<p><h2>Forex Leverage and Trade Size</h2>
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<p><p>This also means that the margin-based leverage is equal to the maximum real leverage a trader can use. Since most traders do not use their entire accounts as margin for each of their trades, their real leverage tends to differ from their margin-based leverage. The forex market is the largest in the world with more than $5 trillion worth of currency exchanges occurring daily.</p>
</p>
<p><img decoding="async" 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" width="257px" alt="what is leverage in forex"/></p>
<p><p>Remember, leverage is a double-edged sword – it can amplify both profits and losses. Therefore, it is essential to educate yourself, seek professional guidance, and practice with demo accounts before trading with real money. When trading forex, trades are typically liquidated and closed in real-time during a margin call. When trading stocks on the stock market, you may have more time to send in additional funds. Both Trader A and Trader B have a trading capital of US$10,000, and they trade with a broker that requires a 1% margin deposit.</p>
</p>
<p><h2>What forex brokers have the highest leverage?</h2>
</p>
<p><p>Leverage also provides traders with the opportunity to diversify their portfolio and trade multiple currency pairs simultaneously. This can potentially increase their chances of finding profitable trading opportunities. If a margin call occurs, your broker will ask you to deposit more money in your account.</p>
</p>
<p><p>Some brokers may limit the amount of leverage used initially with new traders. In most cases, traders can tailor the amount or size of the trade based on the leverage that they desire. However, the broker will require a percentage of the trade&#8217;s notional amount to be held in the account as cash, which is called the initial margin. Leverage offers several advantages to retail forex traders who cannot afford to make a sizable capital contribution to their trading accounts.</p>
</p>
<p><p>One of the reasons so many people are attracted to trading forex compared to other financial instruments is that with forex, you can usually get much higher leverage than you  would with stocks. While many traders have heard of the word &#8220;leverage,&#8221; few know its definition, how leverage works, and how it can directly <a href="https://www.currency-trading.org/cryptocurrencies/making-sense-of-bitcoin-and-blockchain-2021/">making sense of bitcoin and blockchain 2021</a> impact their bottom line. This section offers two hypothetical trading scenarios involving leveraged versus unleveraged forex transactions for your consideration so that you can better understand how leverage works in practice.</p>
</p>
<p><p>If you don’t, some or all open positions will be closed by the broker at the market price. A margin call occurs when your margin level has dropped below a pre-determined value, where you are at risk of your positions being liquidated. ​Margin <a href="https://www.day-trading.info/why-day-trading-is-a-loser-s-game/">why day trading is a loser&#8217;s game</a> calls should be avoided as they will lock in any of the trader’s losses, hence the margin level needs to be continuously monitored.</p>
</p>
<p><p>Typically, a liquidation call would be able to close you out of your position in time to limit your losses in the event that the market quickly moves against you. That said, <a href="https://www.forex-world.net/cryptocurrency-pairs/ada-eur/">diagnostic value of adenosine deaminase in nontuberculous lymphocytic pleural effusions</a> some events – such as market gaps – can put your entire balance at risk. Suppose that you have $10,000 in your trading account and you decide to trade 10 mini USD/JPY lots.</p>
</p>
<p><p>Understanding leverage ratios, margin requirements, and the potential for losses is essential for any forex trader. It is crucial to develop a solid risk management strategy, set appropriate stop-loss orders, and avoid overleveraging to ensure long-term success in forex trading. All retail spot forex trading is conducted within a margin account provided by a forex broker. Technically speaking, margin simply refers to the amount of capital a trader has within  their trading account. In practice, margin accounts allow forex traders to borrow funds from their broker to buy assets and control investment positions.</p></p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/what-is-leverage-in-forex-definition-examples/">What is Leverage in Forex? Definition &#038; Examples</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
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		<title>CFD Leverage: Strategies and Risks</title>
		<link>https://milesnsmiles.net/cfd-leverage-strategies-and-risks/</link>
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		<pubDate>Mon, 26 Apr 2021 12:46:04 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
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					<description><![CDATA[<p>The spread also decreases winning trades by a small amount compared to the underlying security&#160;and will increase losses by a small amount. Many&#160;CFD brokers offer products in all of the world’s major markets, allowing around-the-clock access. When the position is closed, the trader must pay another 0.01% commission fee of £10. Stay informed about market &#8230; <a href="https://milesnsmiles.net/cfd-leverage-strategies-and-risks/" class="more-link">Continue reading <span class="screen-reader-text">CFD Leverage: Strategies and Risks</span> <span class="meta-nav">&#8594;</span></a></p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/cfd-leverage-strategies-and-risks/">CFD Leverage: Strategies and Risks</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
]]></description>
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" width="253px" alt="what is leverage in cfd trading"/></p>
<p><p>The spread also decreases winning trades by a small amount compared to the underlying security&nbsp;and will increase losses by a small amount. Many&nbsp;CFD brokers offer products in all of the world’s major markets, allowing around-the-clock access. When the position is closed, the trader must pay another 0.01% commission fee of £10.</p>
</p>
<ol>
<li>Stay informed about market trends, economic indicators, and geopolitical events that can influence the financial markets.</li>
<li>You should consider whether you understand how spread bets and CFDs work and whether you can afford to take the high risk of losing your money.</li>
<li>In addition to paying financing costs, a negative leveraged position must be paid up, and will solicit the margin call to the extent that your account is unable to pay.</li>
<li>Some countries have specific tax regimes for financial trading, while others treat it under general income tax rules.</li>
<li>Overnight fees are the cost of using lent funds by a broker to open a leveraged trade.</li>
</ol>
<p><p>Their premise to do so is that you&#8217;re only using $10 in margin and still have the other $490 as margin available to open leveraged trades. Trade closed, that monster $80.000 investment moved a few cents in its price and wiped those $200 in the blink of an eye, so please, don’t be this type of newbie trader. Overnight fees are the cost of using lent funds by a broker to open a leveraged trade. Ok, so now you know who gives the leverage and why they have an interest, but what about the cost of using this service? (I know, it&#8217;s an irony, even though some brokers give you this service so you lose more money faster, they still charge you for it).</p>
</p>
<p><h2>Global Market Access from One Platform</h2>
</p>
<p><p>This places them out of the reach of the Security &amp; Exchange Commission, which regulates the U.S. markets. Brokers currently offer stock, index, treasury, currency, sector, and commodity CFDs. This enables speculators interested in diverse&nbsp;financial vehicles to trade CFDs as an alternative to exchanges.</p>
</p>
<p><p>These over-the-counter (OTC) products are unregulated and pose a large risk of losses. Learn everything you need to know about proprietary trading, prop traders, prop trading firms, and how the world of prop trading works in general. You need to ask your broker which  are their margin close out rules.</p>
</p>
<p><h2>What Is a Contract for Differences (CFDs)?</h2>
</p>
<p><p>The net profit of <a href="https://www.forex-world.net/brokers/what-is-a-brokerage-account/">what is a brokerage account</a> the trader is the price difference between the opening trade and the closing-out trade (less any commission or interest). If the first trade is a buy or long position, the second trade (which closes the open position) is a sell. If the opening trade was a sell or short position, the closing trade is a buy.</p>
</p>
<p><p>CFDs allow traders to use leverage, meaning they can control larger positions with a smaller amount of capital. This amplifies potential profits, making it an attractive tool for those seeking higher returns. However, if the market goes against the trader and X drops below the strike price of $50 on the expiration date, the option contract will be deemed ‘out-of-the-money’ and will expire worthless. This will result in the trader losing all their initial investment. If X rises to $60 before expiration, the premium on the X September 50 call contract will rise to about $10. If a trader sells the contract with X trading at $60, they will book a profit equal to the difference between the contract&#8217;s buying and selling price, which in this case is $800.</p>
</p>
<p><p>They include Belgium, Canada, Denmark, France, Germany, Italy, the Netherlands, New Zealand, Norway, Singapore, South Africa, Spain, Sweden, Switzerland, Thailand, and the United Kingdom. Learn everything you need to know about arbitrage trading and how it works. What is a stop-loss order, how does it work, and how do you set one? In this guide, you will learn everything you need to know about stop-loss orders and how they work.</p>
</p>
<p><p>The leverage provided by the broker allows you to control a more substantial position than your initial capital alone would permit. If you’re new to leveraging, start with more minor positions to gain experience and understand how leverage impacts your trades. As you become more comfortable and confident, you can consider increasing your position sizes.</p>
</p>
<p><p>A take-profit order is an instruction to close a position when the market reaches a predetermined profit level. It allows traders to lock <a href="https://www.day-trading.info/underperform-stock-meaning-episode-174-the-good/">Underperform stock meaning</a> in profits and avoid the potential for gains to be eroded by subsequent market reversals. Take-profit levels can be set based on technical analysis, historical price patterns, or a desired risk-to-reward ratio.</p>
</p>
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" width="254px" alt="what is leverage in cfd trading"/></p>
<p><h2>What is Leverage in Trading? &#8211; Margin and Risks Explained</h2>
</p>
<p><p>A trader will also need a minimum amount of capital in their account, known as a maintenance margin, to keep a leveraged trade open. The trader pays the ask price when buying and takes the bid price when selling or shorting. The brokers take a piece or spread on each bid and ask <a href="https://www.currency-trading.org/software-development/digital-architect/">digital architect</a> price that they quote. The broker allows investors to borrow money to increase leverage or the size of the position. Brokers will require traders to maintain specific account balances before they allow this type of transaction.</p>
</p>
<p><p>These fees are not calculated always in the same way for all assets and brokers can choose different forms of calculation if they wish. Whenever you open a leverage position, you’re going to pay an interest rate on those borrowed funds which is usually called the overnight fee. Margin is the required amount of funds to open and maintain a trading position. Think of it as the cash you’re putting upfront to guarantee what you’re doing in case it goes wrong. During this process, you will likely need to provide personal information and complete the necessary documentation. They are products offered over-the-counter (OTC) rather than through exchanges.</p>
</p>
<p><h2>Why It’s Important To Be Careful Trading CFDs</h2>
</p>
<p><p>When this is the case, there may be the need to do calculations to determine net asset value or the accumulative value of a trader’s positions. Thanks to platform technology that most brokers will offer, it is easier to monitor all parameters and open or close individual positions as needed. More importantly, it can help a trader work out if positions fit within their total leverage amounts, which should be less than the maximum leverage allowed by the broker. Leverage ratio is the measure of a trader’s total market exposure to their margin requirement. It shows how much of a trade is magnified by margin from the broker.</p>
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<p><p>To control the risks of leveraged trading, there are many different ways. These include setting stop-loss orders to limit potential losses,  using take-profit orders to secure profits, maintaining a diversified portfolio, and using only a small portion of your capital for each trade. Keeping up with how the market is doing and changing your plans when needed is important. Keep in mind, knowing CFDs and leverage well is your top way to handle these risks. Spread betting and CFD trading are leveraged products, meaning that only a percentage of capital is necessary to open a position and get exposure to a much larger sum of money in the trade.</p></p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/cfd-leverage-strategies-and-risks/">CFD Leverage: Strategies and Risks</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
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		<title>How Does Margin Trading in the Forex Market Work?</title>
		<link>https://milesnsmiles.net/how-does-margin-trading-in-the-forex-market-work/</link>
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		<dc:creator><![CDATA[wadminw]]></dc:creator>
		<pubDate>Tue, 22 Dec 2020 08:24:19 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
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					<description><![CDATA[<p>With a little bit of cash, you can open a much bigger trade in the forex market. Bob sure knows his fried chicken and mashed potatoes but absolutely has no clue about margin and leverage. In the above example we have not accounted for the brokers spread, in reality a spread cost will be incurred &#8230; <a href="https://milesnsmiles.net/how-does-margin-trading-in-the-forex-market-work/" class="more-link">Continue reading <span class="screen-reader-text">How Does Margin Trading in the Forex Market Work?</span> <span class="meta-nav">&#8594;</span></a></p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/how-does-margin-trading-in-the-forex-market-work/">How Does Margin Trading in the Forex Market Work?</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
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										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/what is margin call forex/images/what_is_margin_call_forex_(1).png" width="457px" alt="what is margin call forex"/></p>
<p>With a little bit of cash, you can open a much bigger trade in the forex market. Bob sure knows his fried chicken and mashed potatoes but absolutely has no clue about margin and leverage. In the above example we have not accounted for the brokers spread, in reality a spread cost will be incurred between 1-5 pips, reducing the allowance of 12.5 pips further. » Our managing risk hub has a variety of guides on protecting your trades. This acts as a buffer against adverse market movements and reduces the likelihood of a <a href="https://forexarticles.net/trading-systems/">review trading systems</a> margin call.</p>
<ul>
<li>The FX market is rife with traders who are both greedy and inept at risk management.</li>
<li>– Reduce leverage and trade smaller sizes if you have limited capital to meet margin calls.</li>
<li>The notification will inform you of the required amount to be deposited and the time frame within which you need to meet the margin call.</li>
<li>Next, consider reaching out to your broker for guidance and support.</li>
</ul>
<h2>Natural gas trading: How to trade natural gas</h2>
<p>A margin call in Forex refers to your broker notifying you that your margin level fell below a specific threshold, the margin call level. It also stresses the possibility that a trader faces forced liquidation by the broker unless the trader meets the margin call. Margin trading enables Forex trading, but traders who do not understand how to trade with margin could face a margin call in Forex. It is a sign of portfolio management gone wrong with a distinct absence of appropriate risk management. Find out what happens when you receive a margin call and how you can avoid one. Initially, the trade goes in your favor, and the value of your position increases.</p>
<div style='text-align:center'><iframe width='568' height='314' src='https://www.youtube.com/embed/KYENDuM3znI' frameborder='0' alt='what is margin call forex' allowfullscreen></iframe></div>
<p>However, unexpected news causes the EUR/USD pair to move against your position. If your broker has a maintenance margin of 0.5% (or $500 for your position), and considering your initial margin of $1,000, you’re left with only $2,500 as a buffer. If the losses continue and your free margin approaches the maintenance margin level, the broker will issue a margin call. Firstly, it acts as a safety net for both the trader and the broker. It helps to prevent traders from losing more money than they have deposited and protects the broker from potential losses if a trader is unable to cover their losses. In the world of forex trading, there are numerous factors and concepts that traders need to be aware of in order to navigate the market successfully.</p>
<h2>How Can I Manage the Risks Associated With Trading on Margin?</h2>
<p>One of the risks that traders need to be aware of is the possibility of a margin call. In this article, we will explain what a margin call is, how it works, and most importantly, how to avoid it. The amount of a margin loan depends on a security&#8217;s purchase price and is therefore a fixed amount. But the dollar amount determined by the maintenance margin requirement is based on the current account value, not on the initial purchase price. Here&#8217;s an example of how a change in the value of a margin account decreases an investor&#8217;s equity to a level where a broker must issue a margin call. An investor’s margin account contains securities bought with a combination of the investor’s own money and money that was borrowed from the investor’s broker.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/what is margin call forex/images/what_is_margin_call_forex_(2).jpg" width="455px" alt="what is margin call forex"/></p>
<h2>How to Avoid a Margin Call</h2>
<p>When a trader’s loss is equal to his margin value, his broker sends him a message to fund his account. A trader’s trading capital is a deposit of money that he or she is willing to trade with. To be successful in Forex trading, you must understand the term called margin call. Before you choose a forex broker and begin trading with margin, it’s important to understand what all this margin jargon means. All of a sudden, to Bob’s surprise (and shock), he witnessed his trade being automatically closed on his trading platform and ended up suffering an epic loss. Some brokers charge interest on the money you borrow to open a margin position.</p>
<p>In addition, it&#8217;s crucial to review and adjust risk management practices going forward. Consider implementing stricter stop-loss orders on future trades and diversifying your portfolio across different currencies or asset classes. In the ever-evolving world of finance and investment, the foreign exchange market, or Forex, stands as one of the most dynamic. However, venturing into the world of Forex trading requires a deep understanding of its intricacies, <a href="https://traderoom.info/trading-the-bounce-from-sr-levels/">bounce trading strategy</a> including the concept of a margin call.</p>
<p>Margin allows forex traders to magnify profits and losses through leverage. While attractive for its capital efficiency, margin trading poses risks like margin calls and forced liquidations. An example of a margin call in Forex is when a trader opens numerous leveraged positions, and the trades move against the trader. As losses increase, equity decreases, which lowers the margin level. The broker will issue a margin call once the margin level drops below the margin call level. Traders can add capital to their portfolios to increase equity <a href="https://forexhero.info/etoro-overview/">etoro forex broker review</a> or close losing positions.</p>
<p>In forex trading, the Margin Call Level is when the Margin Level has reached a specific level or threshold. 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. Choosing the right type of online trading account is an important step in creating your ideal trading environment.Whether you&#8217;re new to trading, h&#8230;</p>
<p>A trend reversal marks the end of an existing trend and the beginning of a new one. A reversal may happen in any timeframe and can mean the difference between a big win, a break-even, or a loss. Enhance your returns by trading your preferred assets with minimal spreads, low commissions, and precise execution.</p>
<p>The post <a rel="nofollow" href="https://milesnsmiles.net/how-does-margin-trading-in-the-forex-market-work/">How Does Margin Trading in the Forex Market Work?</a> appeared first on <a rel="nofollow" href="https://milesnsmiles.net">Miles-N-Smiles</a>.</p>
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