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	<title>Auto World Automotive of Concord &#187; Forex Trading</title>
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	<description>Knowledgable Automotive Professionals in Concord, CA</description>
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		<title>How to calculate dividends</title>
		<link>http://www.autoworldofconcord.com/2025/01/how-to-calculate-dividends-2/</link>
		<comments>http://www.autoworldofconcord.com/2025/01/how-to-calculate-dividends-2/#comments</comments>
		<pubDate>Mon, 06 Jan 2025 11:50:00 +0000</pubDate>
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				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[For example, two companies may each issue a $1 quarterly dividend and have the exact same market capitalization. However, if one company&#8217;s stock is valued at $100 and the other&#8217;s is valued at $300, one company is paying significantly more relative to what the company may be worth. Dividends per share (DPS) represents the amount [&#8230;]]]></description>
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width="706px" alt="what is the formula of dividend"/></p>
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<p>For example, two companies may each issue a $1 quarterly dividend and have the exact same market capitalization. However, if one company&#8217;s stock is valued at $100 and the other&#8217;s is valued at $300, one company is paying significantly more relative to what the company may be worth. Dividends per share (DPS) represents the amount of dividend payout for each share. Calculating the DPS allows investors to determine how much they can expect to receive. If you currently invest in stocks or are considering this type of investment, it’s important to understand how to calculate these dividends.</p>
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<p>The amount, which a company keeps as providence in a particular year, is known as retained earnings. The money may be used to fund a new project, acquire new assets, or pursue mergers and acquisitions (M&amp;A). Join thousands of investors worldwide who use TIKR to supercharge their investment analysis. However, the cause of each company’s yield increase determines whether the increase should be determined positively or negatively. The maturity of the company and the defensibility of its market share (i.e. number of new entrants and the threat of disruption) must be taken into consideration when it comes to peer comparisons. For example, a certain division problem has the quotient as 4, remainder as 2, and divisor as 5.</p>
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<div style='text-align:center'><iframe width='563' height='310' src='https://www.youtube.com/embed/LQrojAtwemg' frameborder='0' alt='what is the formula of dividend' allowfullscreen></iframe></div>
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<h2>Example of Dividend per Share</h2>
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<p>In a cash flow statement, proposed dividends are not included as they represent a future obligation rather than an actual cash outflow. Once approved and paid, they are recorded under financing activities, reflecting cash distributed to shareholders. Yes, the dividend yield is expressed as a percentage of the annual dividend per share relative to the current market price per share. Simply because, it cannot continue with that scale of dividend distribution and would have to lower it, which, in turn, reflects poorly on its stock prices. Additionally, if a company has to jack up its share prices through a high dividend, it means that the company does not have much net income to finance its endeavours.</p>
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<div style='text-align:center'><iframe width='567' height='319' src='https://www.youtube.com/embed/ltoEKSH5NCk' frameborder='0' alt='what is the formula of dividend' allowfullscreen></iframe></div>
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<h2>What is the Dividend Yield?</h2>
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<p>While a high dividend yield can be appealing for income-oriented investors, it is essential to delve deeper into the reasons behind it. Companies with high yields may be mature with limited growth opportunities, while those with low yields might be reinvesting in their businesses for future expansion. On the flip side, a low dividend yield suggests that a company is retaining a more significant portion of its earnings to reinvest in the business for future growth. While this may mean lower immediate income for investors, it could indicate that the company has strong growth prospects and is focused on expanding its operations.</p>
</p>
<p><img 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" width="706px" alt="what is the formula of dividend"/></p>
<p>
<p>The dividend payout ratio is the total amount of dividends that a company pays to shareholders relative to its net income. Put simply, this ratio is the percentage of earnings paid to shareholders via dividends. The amount not paid to shareholders is retained by the company to pay off debt or to reinvest in its core operations. The dividend payout ratio is sometimes simply referred to as the payout ratio. Dividend yield is a fundamental metric for investors, particularly those seeking income from their investments.</p>
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<p>
<p>The dividend is 103 when divided by 9, giving a quotient of 11 and a remainder of 4. Long division is a method used when we are dividing larger numbers that can not easily be divided in our head i.e. it cannot be divided without using pen and paper. This shows that 14 divided by 3 gives a quotient of 4 and a remainder of 2, illustrating the concept of division with a remainder. Next, we subtract the product of the divisor and quotient from the dividend to find the remainder. We first write down the  dividend, followed by the division symbol (÷), and then the divisor. The dividend yield of our two hypothetical companies rises from 2.0% in Year 1 to 4.0% in Year 5.</p>
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<p>
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<h3>How do you calculate the amount of dividends paid?</h3>
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<p>Here is the formula for calculating dividends: Annual net income minus net change in retained earnings = dividends paid.</p>
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<p>
<h2>Calculation of dividend yield</h2>
</p>
<p>
<p>For instance, tech-intensive companies, albeit being industry leaders, have to spend substantial amounts towards Research &amp; Development. For that reason, tech companies typically have low dividend payout ratios compared to other industries. Nevertheless, typically companies that pay high and consistent dividends are most often those that have already matured and have very little room for further growth. Ergo, share prices of such companies witness only small-scale fluctuations and stay relatively stable. If a company’s payout ratio is 30%, then it indicates that the company has channeled 30% of the earnings is made to be paid as dividends. The dividend per share (DPS) formula divides the dividend issuance amount by the total number of shares outstanding.</p>
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<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
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<h3>How do you calculate a dividend?</h3>
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<p>Dividend per Share is calculated by dividing the total dividends paid by the company by the number of outstanding shares. To find DPS, first determine the total dividends distributed which can be found in the company&apos;s financial statements.</p>
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<p>
<p>It is treated as a distribution of profits rather than an operational cost, meaning it does not reduce the taxable income of the company in the financial statements. Dividend yields typically ranging from 2% to 6% are often considered attractive, however, numerous factors should be evaluated when determining the investment merit of a stock based on its yield. An investor&#8217;s specific financial objectives should also significantly influence their ideal dividend yield. This means that for every share you hold, you can expect to receive a dividend of Rs. 5, which is 5% of the share&#8217;s current market price.</p>
</p>
<p>
<ol>
<li>Even without earning any dividends, shareholders have the potential to earn higher returns if the value of their stock increases while they hold it as a result of company growth.</li>
<li>Short division is a faster way of dividing when the divisor is a simple number and the division can be done easily without writing.</li>
<li>Dividend payout ratio defines the relationship between the dividends paid by a company and its net earnings across a specific period.</li>
<li>A proposed dividend is a recommendation by a company’s board of directors to distribute a portion of its profits to shareholders.</li>
<li>A comprehensive evaluation of a company&#8217;s financial health and growth potential should complement the analysis of dividend yield and payout ratios.</li>
</ol>
<p>
<ol>
<li>When we divide the dividend by the divisor and check if the quotient is a whole number without a remainder, then we can say that a number is divisible by another number.</li>
<li>The tax treatment of dividend income varies significantly across different jurisdictions and can ultimately influence investors&#8217; net returns.</li>
<li>When companies eliminate or reduce their existing dividend policy, this is typically viewed negatively by investors.</li>
<li>Stack Exchange network consists of 183 Q&#038;A communities including Stack Overflow, the largest, most trusted online community for developers to learn, share their knowledge, and build their careers.</li>
<li>The divisor is 9 when the dividend is 75, the quotient is 8, and the remainder is 3.</li>
<li>The dividend yield is a financial ratio that tells you the percentage of a company’s share price that it pays out in dividends each year.</li>
</ol>
<p>
<p>Yes, proposed dividends are taxable when declared and paid to shareholders. The company may face dividend distribution tax and shareholders are typically subject to income tax on the received dividends, depending on their tax bracket and local regulations. A proposed dividend is a recommendation by a company’s board of directors to distribute a portion of its profits to shareholders. This proposal is subject to approval at the company’s annual general meeting (AGM), where shareholders vote to confirm or reject it. A proposed dividend is a recommendation by a company’s board to distribute a portion of profits to shareholders. It reflects the board’s decision on profit allocation but awaits shareholder approval at the annual general meeting (AGM).</p>
</p>
<p><img 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" width="704px" alt="what is the formula of dividend"/></p>
<p>
<p>For example, startups may have a low or no payout ratio because they are more focused on reinvesting their income to grow the business. It&#8217;d be remiss to talk about dividend yield  without highlighting the tax treatment of dividends. The tax treatment of dividend income varies significantly across different jurisdictions and can ultimately influence investors&#8217; net returns. Dividends can be issued in various forms, including cash payments, additional shares <a href="https://www.1investing.in/dividend-formula/">what is the formula of dividend</a> of stock, or other property. The most common form is cash dividends which is what this article focuses on.</p>
</p>
<p>
<p>Similarly, industries that can potentially grow owing to changing circumstances and market demands often retain most of their income rather than distribute it among shareholders as dividends. One must also take into consideration the industry to which a company belongs before making a judgement based on its dividend payout ratio. The earnings of the company are instead reinvested to help fund further growth. Many investors enjoy receiving dividends and view them as a steady income source.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>How to calculate proposed dividend?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>To calculate the proposed dividend, multiply the dividend per share by the total outstanding shares.</p>
</div></div>
</div>
<p>
<div style='text-align:center'><iframe width='563' height='319' src='https://www.youtube.com/embed/rb4PtpSxoEc' frameborder='0' alt='what is the formula of dividend' allowfullscreen></iframe></div></p>
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		<title>Point of Sale POS : Full Form, Features, Types and Example</title>
		<link>http://www.autoworldofconcord.com/2025/01/point-of-sale-pos-full-form-features-types-and/</link>
		<comments>http://www.autoworldofconcord.com/2025/01/point-of-sale-pos-full-form-features-types-and/#comments</comments>
		<pubDate>Mon, 06 Jan 2025 11:45:04 +0000</pubDate>
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				<content:encoded><![CDATA[<p><img 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" width="704px" alt="what is the meaning of pos"/></p>
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<p>We deliver timely updates, interesting insights, and exclusive promos to your inbox. In addition, some sites may require you to agree to their terms of use and privacy policy. With a Blue Cross and Blue Shield of Texas HMO POS plan, you also have the choice to go outside the network or see a specialist without a PCP referral.</p>
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<p>In some countries, credit and debit cards are only processed via payment terminals. Thus one may see quite a number of such terminals for different cards cluttering up a sale counter. A certified cash register system must provide for the (i) incommutable, (ii) security and (iii) storage and archiving of data. All businesses required to comply must obtain a certificate from the cash register system provider which certifies that the system meets these requirements. This is because VAT taxpayers may need to provide a certificate to the tax authorities showing that their cash management system fulfills the new requirements.</p>
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<p><img 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" width="709px" alt="what is the meaning of pos"/></p>
<p>
<p>Smaller stores may utilize simple counters, while big-box stores will typically use a conveyor belt system spaced out in separate &#8220;lanes&#8221; to process orders. Express lanes might limit the type of payment, or number or type of goods, to expedite service. Some department stores may also have checkouts inside of the  departments to allow shoppers of that section to pay without going through the main lines.</p>
</p>
<p>
<h2>Data-Driven Insights</h2>
</p>
<p>
<p>All feedback, positive or negative, helps us to improve the way we help small businesses. Many systems require you to purchase your POS hardware from the POS vendor, while others let you source your hardware yourself or use components you already have from a previously used system. A POS system will also help you keep your inventory organized and track what items are top sellers. These steps will all go smoother if you choose a POS with high ease of use.</p>
</p>
<p>
<h2>Advantages for retailers:</h2>
</p>
<p>
<p>The rating of this company or service is based on the author’s expert opinion and analysis of the product, and assessed and seconded by another subject matter expert on staff before publication. Merchant Maverick’s ratings are not influenced by affiliate partnerships. Now that your account is up and running, you’ll need a way to take payments. Many modern POS systems come with their own built-in payment processor which is often the easiest way to go but may not always give you the best rates.</p>
</p>
<p>
<p>Inventory levels are automatically updated as products are received, sold, returned, or exchanged in-store or online. But today, most POS systems are software-based and can be used on any tablet or smartphone. This lets you serve customers and take payments wherever you are, without needing a cash register. A point-of-sale (POS) system is the hardware and software that enables you to make sales, accept payments, and check out customers.</p>
</p>
<p>
<p>In this article, we’ll talk about different kinds of POS software, discuss types of POS hardware, break down how much a POS costs, and review point of sale system benefits. If you want specific recommendations, check out our article on the best POS systems for small businesses. Share regular updates about  stock movement, sales performance and any issues to prevent misunderstandings and build trust. With these tools and features, retailers <a href="https://www.1investing.in/what-does-pos-imply-pos-definition-meaning-of-pos/">what is the meaning of pos</a> can manage consignment inventory efficiently, leading to improved profitability and stronger partnerships.</p>
</p>
<p>
<p>A Point of Sale (POS) refers to the physical or digital location where a retail transaction takes place between a customer and a business. It is the point at which the customer makes a payment for goods or services they are purchasing. In a traditional retail setting, this often involves a cash register or terminal where the customer pays using cash, credit cards, or other payment methods.</p>
</p>
<p>
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</p>
<p>
<h2>How to choose the best POS system</h2>
</p>
<p>
<ol>
<li>Basic systems include an electronic cash register and software to coordinate data collected from daily purchases.</li>
<li>POS vendors of such cloud based systems should also have a strong contingency plan for the breakdown of their remote server such as represented by fail-over server support.</li>
<li>And be mindful of POS systems that limit how many staff accounts you can create.</li>
<li>They can also do what’s known as a split payment—where they use any mix of the above payment methods to pay for their purchase.</li>
<li>Naturally, this boosted productivity will also have a knock-on effect on a store’s revenue, which is more important than ever in 2025.</li>
</ol>
<p>
<p>TechnologyAdvice is able to offer our services for free because some vendors may pay us for web traffic or other sales opportunities. Our mission is to help technology buyers make better purchasing decisions, so we provide you with information for all vendors — even those that don’t pay us. Square excels for restaurant and retail businesses alike with its brilliantly easy-to-use platform and versatility.</p>
</p>
<p>
<ol>
<li>For POS software alone, small businesses with single cash registers can expect to pay around $15 for more modest systems and up to $100 for more feature-rich models.</li>
<li>At the top end of the spectrum, larger businesses that run over multiple premises may need to invest over $10,000 for specialized hardware devices.</li>
<li>Self-service grocery stores such as Piggly Wiggly, beginning in 1916, allowed customers to fetch their own items and pass the point of sale enroute to the exit.</li>
<li>Ensure your point-of-sale system lets you manage inventory across multiple locations and keep each store’s reporting up to date as products are received, transferred, sold, returned, and exchanged.</li>
<li>Vendors and retailers are working to standardize development of computerized POS systems and simplify interconnecting POS devices.</li>
</ol>
<p>
<p>A point of sale system (sometimes called a POS machine or point of purchase system) is the hardware and software used to make in-store and online sales at your business. It&#8217;s also your record-keeping solution for transactions, letting you to track revenue, customers, stock levels, and more. In any business, managing transactions manually can lead to errors, slower service, and unhappy customers. A point-of-sale (POS) system is a valuable and practical tool to avoid the drawbacks of manual processes. They also streamline business operations by making inventory management easier, providing quick access to business data, and integrating with your other business systems. A POS system allows businesses to take payments from customers and keep track of sales.</p>
</p>
<p>
<p>We don&#8217;t guarantee that our suggestions will work best for each individual or business, so consider your unique needs when choosing products and services. The future of POS systems will increasingly rely on artificial intelligence (AI) to deliver personalized customer experiences and automate routine tasks. Additionally, there is a growing demand for integrated omnichannel experiences, where POS systems synchronize data and functionality across online, in-store, and mobile platforms. Around 71% of merchants consider integration with other systems as a top functionality they look for in their POS. Updates not only make existing features better but can also add new ones that simplify operations resulting in quicker transaction times and less system downtime.</p>
</p>
<p>
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</p>
<p>
<p>Point-of-sale (POS) systems are used to handle the customer checkout process in stores, restaurants, and in any other business conducting in-person sales. Most POS systems are located at the checkout counter, but an increasing number of small businesses use mobile POS systems to process payments from a tablet or smartphone. Traditional POS systems typically include dedicated hardware like cash registers and barcode scanners designed for use in physical stores. On the other hand, mobile POS (mPOS) systems run on smartphones or tablets, allowing businesses to process transactions anywhere, such as at events or remote locations. A basic POS system is a combination of hardware and software that allows businesses to accept payments efficiently.</p>
</p>
<p>
<p>This setup helps make the payment process flexible and customer-friendly. A key feature of today’s POS systems is their advanced stock control, which helps businesses keep an eye on inventory in real time. By linking orders from online and physical shops, business owners can watch supply levels cutting costs and reducing mistakes when ordering from suppliers. In today’s quick-moving business world, grasping “what is POS,” or Point of Sale, is key for companies looking to smooth out their operations and boost customer experiences. The POS meaning goes beyond just finishing a sale; it represents the merging of technology and business methods to create strong productive transaction systems.</p>
</p>
<p>
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		<title>Three White Soldiers Candlestick Pattern</title>
		<link>http://www.autoworldofconcord.com/2024/07/three-white-soldiers-candlestick-pattern/</link>
		<comments>http://www.autoworldofconcord.com/2024/07/three-white-soldiers-candlestick-pattern/#comments</comments>
		<pubDate>Fri, 12 Jul 2024 13:47:33 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.autoworldofconcord.com/?p=17526</guid>
		<description><![CDATA[However, there should be no gaps between candles—each candle opens within the body of the one preceding it. You can use key Fibonacci (Fib) levels with the three white soldiers pattern to pinpoint where coinjar reviews the price may likely “retrace” or pull back before continuing its move. In addition, we can use Fib to [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>However, there should be no gaps between candles—each candle opens within the body of the one preceding it. You can use key Fibonacci (Fib) levels with the three white soldiers pattern to pinpoint where <a href="https://www.forex-reviews.org/coinjar/">coinjar reviews</a> the price may likely “retrace” or pull back before continuing its move. In addition, we can use Fib to extrapolate possible resistance levels along the way. In sideways or range-bound markets, where prices oscillate within a narrow range, the pattern may not provide meaningful insights or clear signals.</p>
<h2>Strategies</h2>
<p>Traders should always consider other technical indicators and price action to confirm the trend’s strength and potential entry and exit points. Market participants consider this pattern a reliable bullish reversal pattern because it indicates buyers are taking control of the market and pushing higher prices. This technical analysis pattern is not foolproof, and traders should always use it with other technical and fundamental analysis tools to confirm the trend. It is a bullish candlestick pattern that alerts traders to manage their existing short positions and prepare for bullish price reversal trading strategies. These whales can take advantage of the expected reaction from retail investors and traders by taking a counter position. The Three White Soldiers pattern consists of three consecutive bullish candles, indicating a shift in market sentiment from bearish to bullish.</p>
<div style='text-align:center'><iframe width='564' height='318' src='https://www.youtube.com/embed/TH0mQmJcqUc' frameborder='0' alt='what is three white soldiers' allowfullscreen></iframe></div>
<p>Three long-bodied candlesticks in a row that open inside the actual body of the preceding candle and close higher than the height of the previous candle make up the design. Each candle opens within the body of the previous candle and closes higher, indicating strong buying pressure. The Three White Soldiers is a candlestick pattern that appears on trading charts. It consists of three long-bodied candles, each closing at a higher level than the previous one. This pattern is often seen as a strong indicator of a reversal from a bearish trend to a bullish one. The Three White Soldiers candlestick pattern is commonly used in technical analysis by traders and analysts in the stock market, forex market, and other financial markets.</p>
<div style='text-align:center'><iframe width='567' height='316' src='https://www.youtube.com/embed/GpXqAx4Yt40' frameborder='0' alt='what is three white soldiers' allowfullscreen></iframe></div>
<h2>How should traders respond to the three white soldiers pattern?</h2>
<ul>
<li>This information is not intended to be used as the sole basis of any investment decision, should it be construed as advice designed to meet the investment needs of any particular investor.</li>
<li>By studying these candlestick patterns, inexperienced traders and investors can develop their “intuition” for the markets.</li>
<li>Think about it this way– the three black crows pattern can be compared to a group of ominous birds flying overhead, each representing a strong bearish candle.</li>
<li>However, it’s crucial to enhance your trading strategy by incorporating other technical indicators for a more comprehensive analysis.</li>
<li>This strategy is not just for stock trading; it’s also applicable in forex trading.</li>
<li>HowToTrade.com helps traders of all levels learn how to trade the financial markets.</li>
</ul>
<p>For it to be considered the ‘three white soldiers’ pattern, the three consecutive bullish candles must occur ONLY during downtrends. In any other market condition (i.e., during an uptrend or in a sideways market), the three consecutive bullish candles are just normal candles that do not serve as a reversal pattern. First, even if the three white soldiers candlestick pattern is successful (meaning the trend reverses to the upside), a substantial portion of the upward movement may already have occurred. This is especially true if the third candle’s close is nearing a key resistance level based on market structure.</p>
<h2>Requirements for Confirmation</h2>
<p>Hence, if you decide to buy,  you risk being forced out prematurely if it fails to break the nearing resistance level. This can then leave you in an awkward situation where the risk-to-reward ratio is not worth it. Lastly, you can simply use structural support and resistance levels with the three white soldiers pattern. This is done by pinpointing the native support and resistance levels of an asset’s market structure. Unlike other technical indicators—which can be dynamic—market structure is static and uses historical chart data to identify key price levels. In this example, a shallow downtrend—characterized by much slower price decline over a period of time—existed before the candlestick pattern appears.</p>
<h2>What is the Three white soldiers candlestick pattern?</h2>
<p>The pattern identifies potential bullish reversals in a downtrend or a period of consolidation. The Three White Soldiers pattern consists of three consecutive <a href="https://www.forex-world.net/blog/best-forex-indicators-four-types-of-forex-fx-trend/">Best forex indicators</a> bullish candles, each closing higher than the last, often appearing in downtrends to signal a potential bullish reversal. This pattern reflects sustained buying pressure, indicating that buyer sentiment is strong.</p>
<ul>
<li>Practically, it’s just three consecutive relatively long bullish candles—either green or white, depending on your chart settings—that close at a higher price each time.</li>
<li>However, traders must not rely solely on this pattern to make trading decisions.</li>
<li>Firstly, the pattern should consist of three consecutive bullish candles, with each candle closing higher than the previous one.</li>
<li>The Three White Soldiers pattern is a bullish candlestick formation that signals a strong reversal from a downtrend to an uptrend.</li>
<li>The color of the Three White Soldiers candlestick pattern is important as it indicates the strength of the bullish momentum in the market.</li>
<li>A confirmed Three White Soldiers pattern usually indicates strong buying pressure and a potential reversal in price action.</li>
</ul>
<p>Proper risk management, such as setting stop-loss orders and considering risk-to-reward ratios, is crucial when utilizing the Three White Soldiers pattern. Forex trading involves significant risk of loss and is not suitable for all investors. In this blog, we will discuss the Three White Soldiers pattern, its interpretation, advantages and limitations.</p>
<h2>Strategies for Incorporating Three White Soldiers</h2>
<p>The three white soldiers pattern can be a valuable tool in a trader’s toolkit, but it’s essential to be aware of its limitations and potential drawbacks. This candlestick pattern has an opposite known as the Three Black Crows, which shares the same attributes in reverse. The pattern is made up of three succeeding long-bodied candles that open within the preceding candlestick&#8217;s actual body and close above the preceding candlestick&#8217;s high. These candles must not generate extensive shadows and may preferably emerge within the actual body of the preceding candle in the structure.</p>
<p>This gives rise to not only the second bullish candle, but also the third one. Still, analyzing and scrutinizing the market data and patterns we see, is a great exercise that will help you to enhance your understanding of the moves of the market. If you look carefully enough, you will soon start to notice recurrent patterns that get your attention, which have the potential to become a new trading strategy. Strike offers a free trial along with a subscription to help traders and investors make better decisions in the&nbsp;stock&nbsp;market. This pattern is generally considered a positive sign for traders but has some potential disadvantages. It can signify continued strength and a potential opportunity to add to or hold on to an existing long position when the pattern appears in an uptrend.</p>
<p>Traders should always use risk management strategies to minimize potential losses, such as stop-loss order and position sizing. As we can see from the TradingView chart below, the first candlestick is a long, bullish candle that indicates an <a href="https://www.forex-world.net/">https://www.forex-world.net/</a> active buying mentality. The second candlestick appears to be a long, bullish candle, opening higher than the one before it and trading upward during the session. This candle must also have minimal to no shadow at the top or bottom and end higher than the preceding candle&#8217;s closing price.</p>
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		<title>PIT 36S co to i kto powinien go złożyć? 2023 2024</title>
		<link>http://www.autoworldofconcord.com/2024/06/pit-36s-co-to-i-kto-powinien-go-zlozyc-2023-2024-4/</link>
		<comments>http://www.autoworldofconcord.com/2024/06/pit-36s-co-to-i-kto-powinien-go-zlozyc-2023-2024-4/#comments</comments>
		<pubDate>Tue, 11 Jun 2024 07:50:53 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.autoworldofconcord.com/?p=18078</guid>
		<description><![CDATA[Złóż zeznanie podatkowe po zakończeniu roku podatkowego,&#160;od 15 lutego do 30 kwietnia roku następującego po roku podatkowym. Jeśli złożysz zeznanie wcześniej, urząd przyjmie za datę złożenia zeznania 15 lutego danego roku. Zeznanie podatkowe PIT-36 możesz złożyć za pośrednictwem usługi Twój e-PIT (polegającej na udostępnieniu przez Indeksu przez cboe zmiany giełda opcji na elektronicznych aukcjach organy [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Złóż zeznanie podatkowe po zakończeniu roku podatkowego,&nbsp;od 15 lutego do 30 kwietnia roku następującego po roku podatkowym. Jeśli złożysz zeznanie wcześniej, urząd przyjmie za datę złożenia zeznania 15 lutego danego roku. Zeznanie podatkowe PIT-36 możesz złożyć za pośrednictwem usługi Twój e-PIT (polegającej na udostępnieniu przez <a href="https://www.forexgenerator.net/indeksu-przez-cboe-zmiany-gielda-opcji-na-elektronicznych-aukcjach-jako-backup-opcje/">Indeksu przez cboe zmiany giełda opcji na elektronicznych aukcjach</a> organy podatkowe wstępnie wypełnionych zeznań podatkowych), gdy w zeznaniu PIT-36 rozliczasz np. Osiągnięte przychody ze stosunku pracy, z najmu i z odpłatnego zbycia rzeczy ruchomych.</p>
<p>Warto skorzystać z narzędzi online do wypełniania deklaracji, gdyż cały proces staje się o wiele prostszy i zajmuje znacznie mniej czasu. Program do rozliczeń może przeprowadzić nas krok po kroku przez wszystkie części deklaracji lub możemy samodzielnie wypełnić przypominający papierową wersję deklaracji formularz. Jest to też rozwiązanie idealne dla osób, którym zależy na czasie i nie chcą lub nie mogą odwiedzić urzędu skarbowego w terminie składania zeznania. Jednym słowem to duża oszczędność czasu i nerwów.</p>
<p>Jeśli złożysz zeznanie później, możesz dostać mandat karny. Możesz jednak uniknąć kary, jeśli złożysz czynny żal, czyli pismo, w którym przyznasz się do popełnionego czynu i wskażesz jego okoliczności. Pamiętaj, że nie pomaga on we wszystkich sytuacjach (na przykład jeśli urząd wezwie cię do złożenia zeznania). Złóż PIT-36/PIT-36S lub PIT-36L/PIT-36LS przez internet (przez portal e-deklaracje). Dzięki temu szybciej otrzymasz zwrot nadpłaconego podatku. Czas nalicza się od daty złożenia deklaracji, nie wcześniej jednak niż od dnia 15 lutego.</p>
<p>Czas liczysz od końca roku kalendarzowego, w którym powstał obowiązek podatkowy. <a href="https://www.forexdemo.info/john-bogle-biografia-ksiazki-i-jego-firma-vanguard-group/">John Bogle-biografia, książki i jego firma Vanguard Group</a> Przechowuj też inne dokumenty, które potwierdzają twoje rozliczenie z fiskusem (np. potwierdzenie nadania, gdy wysyłasz zeznanie listem poleconym). Dodatkowe opłaty możesz ponieść, tylko w przypadku realizacji tej usługi przez pełnomocnika (informacje na temat pełnomocnictwa). Korekta zeznania z urzędu jest możliwa, gdy na skutek poprawek lub uzupełnień zmiana wysokości zobowiązania podatkowego albo kwoty nadpłaty nie przekracza 5000 zł. W części F “Ustalenie podstawy opodatkowania/starty” wykazywane są wszelkiego rodzaju zwiększenia, zmniejszenia podstawy opodatkowania, które będą miały wpływ na wysokość podstawy opodatkowania.</p>
<p>Zeznanie możesz podpisać kwalifikowanym podpisem elektronicznym albo danymi autoryzującymi. Deklaracje przesłane drogą elektroniczną&nbsp;nie mogą być podpisane Profilem Zaufanym&nbsp;i&nbsp;nie mogą być przesyłane za pośrednictwem platformy ePUAP. Złóż zeznanie, jeśli rozliczasz się indywidualnie, wspólnie z małżonkiem albo jako osoba&nbsp;samotnie wychowująca dzieci. Jeśli masz problem z otwarciem formularzy na Portalu Podatkowym, sprawdź&nbsp;tutaj&nbsp;jak go rozwiązać. Wyraź swoje zdanie i włącz się w dyskusje z innymi czytelnikami. Na indywidualne pytania (z zakresu podatków i księgowości) użytkowników ifirma.pl odpowiadamy przez e-mail, czat lub telefon – skontaktuj się z nami.</p>
<p>Dzisiaj opiszemy sposób wypełniania zeznania rocznego. Nie czekaj z rozliczeniem PIT do ostatniej chwili. Złóż deklarację podatkową za pomocą prostego oraz bezpiecznego programu.</p>
<p>Jest to formularz do rozliczenia rocznego podatku dochodowego od osób fizycznych dla przedsiębiorstw w spadku, korzystających ze skali podatkowej. Jeśli działalność gospodarcza opodatkowana na zasadach ogólnych według skali jest kontynuowana po śmierci przedsiębiorcy, rozlicza się ją z przychodów i kosztów powstałych od dnia jego śmierci. Zarządca sukcesyjny może wypełnić deklarację za zmarłego właściciela firmy. Taka forma opodatkowania musi być kontynuowana w roku, w którym zmarł przedsiębiorca, a firma działa dalej.</p>
<p>Wszystkie części powinny być wypełnione informacjami dotyczącymi właściciela firmy. Podaje się NIP zmarłego przedsiębiorcy, dane identyfikacyjne oraz wszelkie dodatkowe informacje zgodne ze stanem faktycznym. Osoba wypełniająca deklarację wskazuje przychody, koszty ich uzyskania oraz oblicza dochód lub stratę, a także należne i zapłacone zaliczki przedsiębiorstwa w spadku.</p>
<p>Praca w sektorze prywatnym pozwoliła na zmianę perspektywy postrzegania obowiązujących przepisów podatkowych. Zdobyte doświadczenia pozwalają na łączenie wiedzy teoretycznej z wieloletnią praktyką w zawodzie. W części J “Zaliczki, o których mowa w art. 44 ust.</p>
<p>Za to pełnomocnictwo -&nbsp;UPL-1P&nbsp;- zapłacisz 17 zł. Opłatę&nbsp;wpłać na konto urzędu miasta lub gminy, właściwego dla siedziby urzędu skarbowego, <a href="https://www.tradercalculator.site/produkcja-bluerock-diamonds/">Produkcja BlueRock Diamonds wzrosła o 45% w trzecim kwartale</a> w którym składasz pełnomocnictwo (numer konta sprawdzisz na stronie urzędu miasta lub gminy). Na przykład jeśli pełnomocnictwo składasz do Urzędu Skarbowego w Poznaniu, opłatę zapłać na konto Urzędu Miasta Poznania. Jesteś przedsiębiorcą i płacisz podatek według skali podatkowej lub podatek liniowy? Zobacz, jak i kiedy musisz rozliczyć się z urzędem skarbowym. Chętnie dzieli się posiadaną wiedzą z innymi, stara się ją przekazywać w dostępnej dla każdego formie.</p>
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		<title>Evening Star Candlestick Pattern: Formation and How to Trade It</title>
		<link>http://www.autoworldofconcord.com/2024/06/evening-star-candlestick-pattern-formation-and-how/</link>
		<comments>http://www.autoworldofconcord.com/2024/06/evening-star-candlestick-pattern-formation-and-how/#comments</comments>
		<pubDate>Thu, 06 Jun 2024 11:37:54 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.autoworldofconcord.com/?p=17702</guid>
		<description><![CDATA[Additionally, consider the overall market conditions and the strength of the uptrend before relying solely on the Evening Star pattern. The RSI is a widely used technical indicator that tracks the speed and magnitude of price movements, helping traders detect overbought or oversold conditions. When combined with the Evening Star candlestick pattern, it provides useful [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img 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" width="609px" alt="evening star candlestick"/></p>
<p>
<p>Additionally, consider the overall market conditions and the strength of the uptrend before relying solely on the Evening Star pattern. The RSI is a widely used technical indicator that tracks the speed and magnitude of price movements, helping traders detect overbought or oversold conditions. When combined with the Evening Star candlestick pattern, it provides useful insight into market momentum and potential trend reversals. In this approach, a trader can initiate a short position after the MACD confirms the Evening Star pattern. It&#8217;s recommended to set a stop-loss just above the high of the doji or second candle to mitigate false signals.</p>
</p>
<p><img 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" width="605px" alt="evening star candlestick"/></p>
<p>
<p>It&#8217;s a bearish reversal signal, indicating that the current uptrend will likely reverse into a downtrend. Typically with a gap down from the preceding star, the third candle is bearish, with the close price lower than the open price. The upward trend shown in the first candle has been reversed, and the price gain has been eliminated. This candle confirms the Evening Star pattern (ideally with a gap down) and gives a selling signal.</p>
</p>
<p>
<p>A failed breakout may occur if the evening star pattern occurs in a small volume. The insufficient volume needed to push prices lower could result in bulls re-entering the market and overpowering the bears in the process, thus pushing prices back up. Similarly, whenever the readings are below 30, the underlying asset is considered oversold.</p>
</p>
<p>
<p>While they can give you an edge in the markets, their effectiveness depends on several factors, such as timeframe, asset, volatility, and the specific entry/exit trading rules you set. Therefore, you should exercise caution when using candlestick patterns and not rely solely on them for trading decisions. Conversely, the Morning Star pattern emerges at the bottom of a downtrend, signaling a potential bullish reversal. It comprises a long bearish candle, a small or neutral &#8220;star&#8221; candle, and a bullish confirmation candle.</p>
</p>
<p>
<p>Consequently, the bullish reversal pattern indicates prices are likely to bottom out and move up as part of an emerging bullish trend. When it comes to trading the Evening Star pattern, it is important to identify areas of strong resistance where buyers are likely to experience strong opposition from short sellers. If the second candle of the evening star is green, it suggests that upward momentum is still present, and we can see the price potentially push up. There are many candlestick patterns, and I could go on explaining these patterns, but that would defeat the ultimate goal.</p>
</p>
<p>
<ol>
<li>TradingWolf and all affiliated parties are unknown or not registered as financial advisors.</li>
<li>In conclusion, you shouldn’t base your trading decisions simply on candlestick patterns, even though they can provide insightful analyses of market emotion.</li>
<li>This pattern indicates reduced selling pressure and the potential for buyers to regain control, potentially driving prices higher.</li>
<li>The inverted hammer is a bullish reversal candlestick pattern that occurs at the end of a downtrend, indicating that the price may start to rise.</li>
<li>It typically emerges at the conclusion of an uptrend, indicating a potential reversal or a shift in the prevailing trend.</li>
<li>In this article, we will explore the intricacies of the setup and various aspects related to its interpretation and application in trading strategies.</li>
</ol>
<p>
<p>Once the evening star pattern emerges near a resistance level, bears often interpret it as a bearish reversal pattern and eye short selling positions as prices often end up tanking. Trades are opened on the close of the third candlestick with stop loss orders placed a few pips above the resistance level. Is this AUD/USD chart example, the Evening Star candlestick pattern appears at a resistance level, suggesting a potential bearish trend reversal. This pattern is recognized by technical traders as a signal to sell, indicating that the market momentum might shift downwards from this resistance barrier. The Evening Star candlestick is a reliable indicator of a bearish reversal because it signals a shift in market sentiment.</p>
</p>
<p>
<p>Fibonacci shows retracement levels where the price will tend to revert frequently. It’s simple, the Evening Star pattern is traded when the low of the last candle is broken. When trading the Evening Star, we want to see the price first going up, making a bullish move. Usually, it appears after a price move to the upside and shows rejection from higher prices. This article explains how to identify this pattern, its significance, and how to trade it. While the Evening Star has a typical structure, it can exhibit slight variations without compromising its effectiveness as a reversal signal.</p>
</p>
<p>
<h2>Evening Star Candlestick Pattern Pros and Cons</h2>
</p>
<p>
<p>For instance, if the Evening Star forms near the 61.8% Fibonacci retracement, it indicates a higher likelihood of a downward reversal. Traders can use this alignment to place sell orders and potentially profit from the market shift. Fibonacci retracement is a useful tool for identifying potential support and resistance levels based on previous price movements. When paired with the Evening Star pattern, it provides a clearer perspective on where a price reversal might occur and the potential extent of that reversal. Once the Evening Star forms and the RSI confirms an overbought condition, the bearish signal becomes more reliable, presenting a strong opportunity for selling or opening a short position. The chart above shows MFI and Stochastic exit the overbought zone downwards during the formation of the evening star pattern.</p>
</p>
<p>
<h2>Key Takeaways</h2>
</p>
<p>
<p>Traders can then execute short positions while setting a stop-loss above the high of the second candle in the pattern to manage risk effectively. The evening star is an effective reversal chart pattern that warns of a trend change in advance. However, just like any other candlestick pattern, it requires confirmation by other patterns and technical indicators. This hybrid strategy of trading the evening star pattern involves using candlestick analysis and technical indicators simultaneously. This bearish reversal pattern allows you to calculate potential downward reversal levels early.</p>
</p>
<p>
<p>The appearance of this pattern on an asset&#8217;s chart allows traders and investors to capitalize on a decline by opening short positions in derivatives or&nbsp;short selling in the stock market. A large bullish candle, a Doji, sometimes known as a spinning top, and a massive bearish  candle make up this pattern. The Evening Star Doji is regarded as a powerful signal when compared to other patterns that suggest a trend reversal due to the fact that it shows a sudden shift in market mood.</p>
</p>
<p>
<p>The emergence of the Evening star close to the MA affirms the entry of short sellers into the market, pushing the price lower. The second one is a small-bodied candlestick that can be bearish or bullish <a href="https://g-markets.net/helpful-articles/evening-star-candlestick/">evening star candlestick</a> but does not touch the body of the first candlestick. Finally, the third one is a large bearish candlestick that affirms the momentum shift from bullish to bearish. The location of the evening star pattern within a trend significantly impacts its predictive power. The evening star pattern has increased predictive power when it appears at the end of a prolonged uptrend, indicating a likely reversal. The evening star pattern is viewed as a fairly reliable predictor of a bearish reversal with 72% accuracy, according to Bulkowski’s Pattern Site.</p>
</p>
<p>
<h2>How to Trade Evening Star</h2>
</p>
<p>
<ol>
<li>For all the basics on how to trade commodities, see our introduction to commodity trading.</li>
<li>Technical analysts employ the Morning Star and Evening Star candlestick patterns to signal potential reversals in price trends, each displaying distinct characteristics.</li>
<li>According to Thomas Bulkowski, a leading expert on chart patterns, the success rate of the evening star pattern in indicating a reversal is 72%.</li>
<li>To trade the Evening Star candlestick pattern it’s not enough to simply find a candle with the same shape on your charts.</li>
<li>The Evening Star pattern indicates a waning bullish momentum and an increasing influence of sellers.</li>
<li>Evening Star Doji is a three-candle pattern that signals a potential reversal in an uptrend.</li>
</ol>
<p>
<p>The evening star pattern is considered a reliable bearish signal implying a downtrend is in play after a significant move to the upside. While the first candlestick implies the market is still in an uptrend with buyers in control, the second candlestick, which can be doji, means bulls are losing the impetus to push the price higher. As a reversal pattern, the Evening Star typically arises near the peak of an upward trend, indicating an impending shift from a bullish to a bearish market outlook. It alerts traders to the potential end of a rally and the beginning of a downturn, allowing them to adjust their positions accordingly. It consists of a large bullish candle, followed by a smaller indecisive candle, and finally a large bearish candle that closes below the midpoint of the first candle. Waiting for confirmation of the Evening Star candlestick before making a trade is essential.</p>
</p>
<p>
<p>This guide explains what the Evening Star pattern is and how to recognize and interpret it with the help of an example chart and trade. Hundreds of markets all in one place &#8211; Apple, Bitcoin, Gold, Watches, NFTs, Sneakers and so much more. Once we’ve identified an Evening Star forming, we wait for the third candle to confirm before entering the position and going short Bitcoin.</p>
</p>
<p>
<p>Our demo account is a suitable place for you to get an intimate understanding of how trading and investing work – as well as what it’s like to trade with leverage – before risking real capital. For this reason, a demo account with us is a great tool for investors who are looking to make a transition to leveraged securities. Understanding and utilizing the Evening Star pattern effectively can significantly improve a trader’s ability to spot and ride market  reversals. The information on market-bulls.com is provided for general information purposes only. Market-bulls.com does not accept responsibility for any loss or damage arising from reliance on the site&#8217;s content.</p></p>
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		<title>Short sell best technical indicators Technical Analysis All your queries on trading and markets answered</title>
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		<pubDate>Thu, 29 Feb 2024 15:36:04 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[If the trend is negative, you might consider shorting and do very little buying. If the trend is positive, you may want to consider buying with very little shorting. When the overall market trend is against you, the odds of having a successful trade drop. Learn everything you need to know about proprietary trading, prop [&#8230;]]]></description>
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" width="608px" alt="best short term indicators for trading"/></p>
<p>
<p>If the trend is negative, you might consider shorting and do very little buying. If the trend is positive, you may want to consider buying with very little shorting. When the overall market trend is against you, the odds of having a successful trade drop. Learn everything you need to know about proprietary trading, prop traders, prop trading firms, and how the world of prop trading works in general. This written/visual material is comprised of personal opinions and ideas and may not reflect those of the Company. The content should not be construed as containing any type of investment advice and/or a solicitation for any transactions.</p>
</p>
<p><img 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" width="603px" alt="best short term indicators for trading"/></p>
<p>
<p>The 20-period moving average will adjust to 20 hours on a one-hour display. Traders use technical indicators to gain insight into the supply and demand of securities and market psychology. Metrics, such as trading&nbsp;volume, provide&nbsp;clues as to whether a&nbsp;price move will continue. In summary, short-term trading can be a very profitable way for traders to capitalise on small price movements that may otherwise go unnoticed in a larger trend perspective. Short-term strategies such as day trading and scalping are particularly effective for capturing small but repetitive gains throughout the day, if successful. However, remember that short-term trading comes with additional risks and costs that should be taken into consideration before opening a position.</p>
</p>
<p>
<p>Scalpers can repeat this action many times throughout the day to profit from small price movements, which are measured in pips. Day traders have slightly more time to assess their trades than scalpers, slightly lowering the level of risk. They can study price charts to identify the previous day’s highs and lows, which can then help to build an effective strategy for the current trading day. Day traders also avoid the risk of gapping and slippage on price charts, which pose a threat for any positions that are carried overnight.</p>
</p>
<p>
<h2>What Is a Swing Trading Indicator?</h2>
</p>
<p>
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<h3>How to trade the MACD indicator like a pro?</h3>
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<p>A common strategy is to buy when the MACD line crosses above the signal line, as this indicates bullish momentum. Another strategy is to sell when it crosses below (which indicates bearish momentum). Forex traders also often look for divergences between the MACD and the price action to spot potential reversals.</p>
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<p>They help traders identify trends, confirm trend reversals, and determine potential support and resistance levels. With momentum indicators, traders monitor the rate of price changes to assess whether it is gaining or losing strength. Traders look for overbought or oversold conditions, divergences, and crossovers to determine potential entry and exit points. Two of the more popular ones include the relative strength index (RSI) and the stochastic oscillator. The RSI compares the relative strength or weakness of a stock compared to other stocks in the market.</p>
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<h2>Want Bitcoin for free?</h2>
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<p>However, a very useful starting point is a moving average, such as the 50-day moving average (provided it&#8217;s not an overly smoothed one). In general terms, you’ll want to buy when the MA crosses above its SMA line and sell when it falls below its own MA lines. These rules can also be applied to short-term charts because they act as support/resistance points for broader trends.</p>
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<p>Bollinger Bands are a set of three lines that represent volatility, which is the range in prices that they have historically traded within. The two basic types of technical indicators are overlay indicators and oscillator indicators. Short-term trading can be profitable for disciplined traders who stay informed and manage risks well. Looking at which side of zero the indicator is on&nbsp;aids in determining which signals to follow. For example, if the indicator is above zero, watch for the MACD to cross above the signal line to buy. If the MACD is below zero, the MACD&nbsp;crossing below the signal line may provide the signal for a possible&nbsp;short trade.</p>
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<h2>How do Bollinger Bands work?</h2>
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<p>By understanding the tools, patterns, and markets involved, you can make informed decisions and navigate the challenges of this fast-moving approach. Bollinger Bands provide a visual representation of price volatility by plotting upper and lower bands around a moving average. For instance, a short-term trader might capitalize on stock market volatility caused by earnings announcements, while a long-term investor waits for the company’s overall growth to play out.</p>
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<li>The Ease of Movement (EOM) indicator indicates the relationship between a currency pair’s price change and its volume in the market.</li>
<li>Use these technical indicators alongside your own assessment and due diligence.</li>
<li>Short-term trading on our platform also requires you to trade with leverage, which gives better exposure to the financial instruments but comes with many risks.</li>
<li>In short-term trading, this is an important tool to help you understand how to make profits while others are unsure.</li>
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<p>These lines remain visible even after they have been breached and can subsequently serve as potential future support and resistance levels. The combination of ATR and the indicator’s algorithm offers a nuanced understanding of market dynamics. This enhanced view can guide traders in making informed decisions, particularly in choosing entry and exit points in Bitcoin trading. Traders use the Stochastic Oscillator to determine potential reversal points and generate buy or sell signals. When %K crosses above %D and both lines are in the oversold region, it suggests a buy trading signal. In contrast, a cross below %D in the overbought region indicates a sell signal.</p>
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<p>Markets often move within a range or sideways, so it&#8217;s crucial to identify these ranges as early as possible. This is where uTrade Algos can help you automate your trading operations and maintain a continuous watch on the market over its responsible shoulders. It is an oscillator, which means it displays as an underlay indication and varies between 0 and 100. The indicator’s logic measures the size of ‘up moves’ over ‘down moves,’ therefore the notion is that it compares the relative strength’ of the bulls versus the bears. On the other hand, if the <a href="https://g-markets.net/helpful-articles/3-best-technical-indicators-for-a-short-term/">best short term indicators for trading</a> RSI goes down to 30, it might be an indicator that the asset is being oversold.</p>
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<li>Technical analysis is a process of evaluating and studying stocks or markets using previous prices and patterns to predict what will happen in the future.</li>
<li>A buy OBV will rise as more traders enter into long positions, while a sell OBV rises with each new trader taking on short positions.</li>
<li>You can also change the timeframe in the settings panel to adjust the sensitivity.</li>
<li>The remaining seven days all closed lower &#8211; with an average loss of −0.8 per cent.</li>
<li>To succeed in this strategy as a trader, you must understand the risks and rewards of each trade.</li>
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<p>This indicator can be an additional confirmation signal for trade entry and exit points and is also helpful in identifying divergences between price  and volume. When you combine the standard vertical volume bars and the Session Volume Profile, you get a 360-degree view of supply at any time frame at any price. Plotting the technical rating indicator as a histogram underneath the price chart allows you to visualize how the price is doing based on 11 different indicators.</p>
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<p>Lastly, it’s also possible to spot divergences between price and the indicator’s peaks and troughs, similar to how divergences are identified with RSI. The ATR indicator is employed as a measure of volatility, or how much the price of a market has moved over a given period of time. This is helpful information for day traders who are deciding where to put their stop loss and take profit orders. For instance, if a stock or currency deal is projected to continue for several hours, the stop loss should be at least 1X the 1-hour ATR (14).</p>
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<p>Find out more about Fibonacci retracement levels and how you can utilise them in your trading. While short-term  trading has its advantages, it’s not without challenges. To maximize profits, look for brokers with competitive fee structures and consider how frequently you plan to trade. The relative strength index (RSI) acts as a test for a stock’s momentum, ranging from 0 to 100. Therefore, it is essential to know what patterns to look for and what indicators to use to minimize the risks.</p>
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<p>If you feel overwhelmed by a large number of indicators, you might consider finding a strategy that centres around trading price action more suitable. Many new traders want to know what technical indicator they should learn first. The truth is that different indicators can be used for different situations, and if you&#8217;re just starting out it can be hard to figure out which one is the best for you.</p>
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<h3>Which EMA is best for short-term?</h3>
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<p>Typically, 12- to 20-day EMAs are used for short-term investment strategies such as intraday trading. However, 100- to 200-day EMAs are used for long-term bets, where you want to take any position.</p>
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		<title>worldtradex Review and Rating 2025  worldtradex Forex Broker information including Regulation and trading conditions</title>
		<link>http://www.autoworldofconcord.com/2024/02/worldtradex-review-and-rating-2025-worldtradex-8/</link>
		<comments>http://www.autoworldofconcord.com/2024/02/worldtradex-review-and-rating-2025-worldtradex-8/#comments</comments>
		<pubDate>Fri, 16 Feb 2024 15:04:42 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[worldtradex is an online forex and CFD broker that offers a wide range of trading instruments and services designed for both novice and experienced traders. It is well-known for its competitive spreads, various account types, and access to popular trading platforms such as MetaTrader 4 Worldtradex (MT4) and MetaTrader 5 (MT5). These features make worldtradex [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>worldtradex is an online forex and CFD broker that offers a wide range of trading instruments and services designed for both novice and experienced traders. It is well-known for its competitive spreads, various account types, and access to popular trading platforms such as MetaTrader 4 <a href="https://worldtradex.world/">Worldtradex</a> (MT4) and MetaTrader 5 (MT5). These features make worldtradex an appealing choice for beginner traders who are looking to start their trading journey with a trusted broker.</p>
<p>worldtradex offers about 310 tradable instruments across currency pairs, commodities, share CFDs, indices, and futures contracts. The assortment is wide enough to accommodate the basic needs of most types of traders. However, the broker does not provide any low-risk securities, such as ETFs, bonds, or vanilla options.</p>
<h2>Account Types and Terms</h2>
<p>Traders can participate in global markets via CFDs on hot commodities such as Crude Oil, Coffee, and Sugar. worldtradex’s expert analysis and research can help them boost their knowledge and trade with confidence. It introduces traders to the broker’s services and allows them to tweak their strategies in a risk-free environment. The market is continually evolving and never static, so it is important to hone your skills in a safe environment.</p>
<h2>worldtradex Account Types</h2>
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<p>Of course, if you are moving large amounts then you might notice more of a difference. Trading accounts can be opened in a generous range of currencies which are USD, EUR, GBP, AUD, JPY, BTC, PLN and CZK. The various different currency options are beneficial as currency conversion fees do not apply when using an account in your own currency.</p>
<ul>
<li>The broker stands out with its extensive educational and research content, developed both in-house and sourced from the renowned Trading Central.</li>
<li>worldtradex offers 310 tradable instruments at varying costs and integrates the popular MetaTrader 4 platform, which can be enhanced with an add-on for advanced charting.</li>
<li>Beginners may prefer the Standard account as it requires a lower minimum deposit and offers no commissions.</li>
<li>The broker ensures client safety by maintaining segregated accounts for client funds and offering negative balance protection.</li>
<li>Today, the company employs more than 450 people and has created a solid reputation as a trusted and reliable broker.</li>
<li>There are all of the major agriculture and energy commodities that you would expect to find with a top broker like worldtradex.</li>
</ul>
<p>The quality of educational content is top-notch, with beginner-friendly guides and advanced resources for experienced traders. worldtradex maintains transparency with its fee structure, with most accounts having zero commission and competitive spreads. However, traders are advised to be aware of potential third-party charges and the broker’s swap fees for positions held overnight. CFDs on spot commodities serve as an ideal entry point to commodity markets, allowing clients to trade with premier spreads and spot execution. worldtradex’s MetaTrader 4 platform is compatible across multiple devices and ensures swift and efficient execution of all trades.</p>
<h2>MetaTrader 4: A Distinctive Trading Experience</h2>
<ul>
<li>Clients are supported in over 30 languages, 24/5, and can access their personal trading account from MT4 on desktop or trade on the go.</li>
<li>Plus, this is an excellent tool for exploring other markets than the one you are focused on.</li>
<li>Essentially, the broker lends the trader money so that they can open bigger positions.</li>
<li>Trade Forex CFDs with efficiency and precision using the MetaTrader 4 desktop version, accentuating your trading strategies with its advanced features and functionalities.</li>
</ul>
<p>However, I also spotted that the broker’s website does not display live spread data. Note that while users may be able to trade 24 hours a day, spreads are less competitive during periods of low liquidity. worldtradex also offers an economic calendar while a VPS is available for $30 per month or with a minimum deposit of $5,000. For any withdrawal problems, contact customer support on one of the channels described further below. worldtradex customers can choose from a good range of deposit and withdrawal methods. There is a wide range of stock, commodities and futures available for trading.</p>
<p>Traders can trade one of the world’s most extensive markets, with competitive conditions and explore spot indices including UK 100, NASDAQ, and Germany 30 with minimal margin requirements. For those looking to test trading strategies, worldtradex also offers Cent accounts. They are ideal for algorithmic testing, allowing traders to evaluate strategy performance in a real-world trading environment while minimizing potential losses. Phone support is only available to active clients with their account managers. After conducting a series of tests, I concluded that worldtradex’s multilingual customer support is fast and reliable.</p>
<p>worldtradex is an ideal choice for news traders because of its comprehensive market research offering. It consists of actionable trading signals, a robust market sentiment gauge, detailed market breakdowns, and more. Our team were also pleased to see that the broker offers negative balance protection, meaning traders cannot lose more than their account balance. Client security is a key aspect of the groups philosophy with client funds being held in segregated accounts in accordance with strict policies and procedures, separate from their own funds. Each clients account is provided with a unique code which is used to ensure that the funds are only for the funding purposes.</p>
<p>The primary difference between live floating/live fixed trading accounts and the ECN/STP model is market execution. Real accounts use instant execution with re-quotes, whereas STP/ECN accounts use market execution, so no re-quotes are involved. Traders can choose between floating/fixed spread Standard, Premium, and VIP accounts. Alternatively, the Live Zero Fixed Spread account comes with zero spreads, but traders will have to pay a commission. Today, the company employs more than 450 people and&nbsp;has created a solid reputation as a trusted and reliable broker.</p>
<p>These instruments include forex, stocks, commodities, indices, and cryptocurrencies, making worldtradex a versatile broker for a wide range of trading strategies. Embark on a comprehensive trading journey with worldtradex – your gateway to the global markets. worldtradex offers a wide range of retail and professional accounts with different pricing mechanisms and no minimum deposit requirements.</p>
<p>I must admit that the commission is not the lowest I have seen, but I also feel that the quality of the broker makes it worthwhile. With MT4 WebTrader, you gain market access from any browser, allowing a seamless trading experience without the need for downloads. worldtradex offers Islamic accounts for swap-free trading under Shariah law.</p>
<h2>Can I Use MetaTrader 5 At worldtradex?</h2>
<p>Signal followers can quickly and easily assess the performance of various trading strategies based on various parameters, including their average return, maximum risk, longevity, and more. I tested the desktop version of the MetaTrader 4 platform, which features multiple essential tools, such as one-click trading, an alarm setting option, and a market depth tool. These allow traders to examine market developments from different angles and exploit the underlying trading opportunities in multiple ways.</p>
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<h2>Is worldtradex suitable for beginners?</h2>
<p>TradingBrokers.com is for informational purposes only and not intended for distribution or use by any person where it would be contrary to local law or regulation. We do not provide financial advice, offer or make solicitation of any investments. Trading and investing in financial <a href="https://worldtradex.world/">https://worldtradex.world/</a> instruments comes with a high degree of risk and you can lose money. You should only engage in any such activity only if you are fully aware of the relevant risks.</p>
<h2>How To Make A Withdrawal</h2>
<p>The minimum deposit required to open an account is only $100 which is great when you consider the industry leading trading platforms and conditions they offer. Overall, worldtradex is a very well established and reputable trading broker that serves all types of traders from around the world. They give you convenient access to a generous range of trading instruments across multiple markets. The advanced trading technology incorporated ensures that the trading conditions are some of the best available with competitive spreads (fixed/variable) and competitive trading costs. There are plenty of account types and payment options to suit all types of traders whilst each client is treated equally.</p>
<p>In my opinion, MT4 is best suited for automated trading via Expert Advisors (EAs). The platform also has an intuitive strategy tester, allowing experienced algo traders to tweak the parameters of their strategies so that they can be used under different market conditions. I opened a No Commission account with the Notesco Int Limited entity and performed my tests on the desktop and mobile app versions of the MetaTrader 4 platform. worldtradex provides free Virtual Private Server (VPS) hosting, helping traders achieve ultra-fast order execution speeds and diminish the risk of negative slippage. Another perk for scalpers is the one-click trading feature available on MT4. However, the platform has cumbersome charts and lacks a timeframe lower than 1 minute.</p>
<p>Spreads also get more competitive as you move up the account tier structure, with the VIP account offering the best value for money. The broker provides you with top class global customer support in over 30 different languages. Friendly representatives are hand to answer all of your questions 24 hours a day, 5 days a week via phone, email, and online chat. The responses arrive in a prompt and efficient manner from my experience. There is an excellent selection of forex currency pairs (major, minor and exotics) to trade, 24 hours a day, 5 days a week.</p>
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