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	<title>TURismul ECOlogic in Romania &#187; Forex Trading</title>
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	<link>https://tureco.cndd.ro</link>
	<description>sansa pentru dezvoltare economica si sociala – TURECO</description>
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		<title>MultiBank Group Review 2024</title>
		<link>https://tureco.cndd.ro/multibank-group-review-2024/</link>
		<comments>https://tureco.cndd.ro/multibank-group-review-2024/#comments</comments>
		<pubDate>Fri, 29 Dec 2023 14:31:48 +0000</pubDate>
		<dc:creator><![CDATA[Roxana Mazilu]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">https://tureco.ro/?p=119189</guid>
		<description><![CDATA[Since then, the company established itself as one of the most regulated and trusted brokers in the online trading industry. It offers more than 20,000 tradable instruments across six asset classes, including forex, metals, indices, shares, and cryptocurrencies, on three account types with competitive pricing. My tests indicate that Multibank’s… <a href="https://tureco.cndd.ro/multibank-group-review-2024/" class="read-more-link">read more &#8594;</a>]]></description>
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" width="602px" alt="multibank group"/></p>
<p>
<p>Since then, the company established itself as one of the most regulated and trusted brokers in the online trading industry. It offers more than 20,000 tradable instruments across six asset classes, including forex, metals, indices, shares, and cryptocurrencies, on three account types with competitive pricing. My tests indicate that Multibank’s Standard account is the most accessible one, but it also features trading fees that exceed the industry average. In comparison, the ECN account features the most competitive prices but also has a rather high minimum deposit requirement.</p>
</p>
<p>
<h2>Does Multibank provide VPS?</h2>
</p>
<p>
<p>He holds dual degrees in Finance and Marketing from Oakland University, and has been an active trader and investor for close to ten years. An industry veteran, Joey obtains and verifies data, conducts research, and analyzes and validates our content. Educational content at MultiBank is limited to a series of basic videos and ebooks powered by MTE Media, which are available on a new dedicated education section on the broker&#8217;s website. I was pleased to see this new educational portal, and I’m looking forward to seeing more content from MultiBank. That said, this broker still has a long way to go if it wants to compete with the best brokers for education.</p>
</p>
<p>
<h2>What is the minimum deposit for MultiBank Group?</h2>
</p>
<p>
<ol>
<li>For this reason, staying abreast of the latest market developments is crucial, a task made simpler through the mobile app version of MT5.</li>
<li>MT5’s mobile app suffers from the same underlying problem inherent to other mobile apps.</li>
<li>At ForexBrokers.com, our reviews of online forex brokers and their products and services are based on our collected data as well as the observations and qualified opinions of our expert researchers.</li>
<li>Everything perfect,I ben assisted by Oscar and honestly It looks amazing, lot of trades i know use this broker and they get good results.</li>
</ol>
<p>
<p>According to MultiBank Group&#8217;s website, the broker is well-capitalized with over $322 million in paid-up capital. The same funding options available for deposits can be used to withdraw funds at MultiBank. Though processes may vary depending on the MultiBank Group entity that holds your account, withdrawals typically require a withdrawal request form. We use dedicated people and clever technology to safeguard our platform. Labeled Verified, they’re about genuine experiences.Learn more about other kinds of reviews. Always making sure that I understand everything and I am comfortable with the decisions I make.</p>
</p>
<p>
<p>You can also use the app to place market, limit, and stop orders, as well as to adjust the exposure of your open trades. Steven Hatzakis is the Global Director of Online Broker Research for ForexBrokers.com. Steven previously served as an Editor for Finance Magnates, where he authored over 1,000 published articles about the online finance industry. A forex industry expert and an active fintech and crypto researcher, Steven advises blockchain companies at the board level and holds a Series III license in the U.S. as a Commodity Trading Advisor (CTA). Read our full explanation and accounting of our research and testing process to learn more about how we test. MultiBank Group was founded in 2005 and today employs over 600 staff globally.</p>
</p>
<p>
<h2>This platform has been exceptional</h2>
</p>
<p>
<p>MT5’s mobile app suffers from the same underlying problem inherent to other mobile apps. Analyzing price action behavior on low-resolution devices is extremely difficult. That is why I recommend using the mobile app only to monitor the development of your open positions and make changes if needed. Broken by asset class and compared to the industry average, Multibank  offers low spreads on currency pairs, share CFDs and indices, low-to-average spreads on commodities, and high spreads on cryptocurrencies. Brokers operate multiple entities because it allows them to serve clients worldwide. However, licenses obtained by regulators in different jurisdictions do not always entail the same degree of protection.</p>
</p>
<p><img 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		<title>What is the weakest bond?</title>
		<link>https://tureco.cndd.ro/what-is-the-weakest-bond/</link>
		<comments>https://tureco.cndd.ro/what-is-the-weakest-bond/#comments</comments>
		<pubDate>Thu, 10 Aug 2023 13:41:07 +0000</pubDate>
		<dc:creator><![CDATA[Roxana Mazilu]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[This molecular orbital theory represented a covalent bond as an orbital formed by combining the quantum mechanical Schrödinger atomic orbitals which had been hypothesized for electrons in single atoms. The equations for bonding electrons in multi-electron atoms could not be solved to mathematical perfection (i.e., analytically), but approximations for them… <a href="https://tureco.cndd.ro/what-is-the-weakest-bond/" class="read-more-link">read more &#8594;</a>]]></description>
				<content:encoded><![CDATA[<p><img 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 the weakest bond/images/what_is_the_weakest_bond_(2).jpeg" width="458px" alt="what is the weakest bond"/></p>
<p>This molecular orbital theory represented a covalent bond as an orbital formed by combining the quantum mechanical Schrödinger atomic orbitals which had been hypothesized for electrons in single atoms. The equations for bonding electrons in multi-electron atoms could not be solved to mathematical perfection (i.e., analytically), but approximations for them still gave many good qualitative predictions and results. Most quantitative calculations in modern quantum chemistry use either valence bond or molecular orbital theory as a starting point, although a third approach, density functional theory, has become increasingly popular in recent years. In this expression, the symbol \(\Sigma\) means “the sum of” and D represents the bond energy in kilojoules per mole, which is always a positive number.</p>
<h2>5 Strengths of Ionic and Covalent Bonds</h2>
<p>In this section, you will learn about the bond strength of covalent bonds. Later in this course, we will compare that to the strength of ionic bonds, which is related to the lattice energy of a compound. Hydrogen <a href="https://investmentsanalysis.info/forex-spread-meaning-short-forex-trading-videos/">Forex spread meaning</a> bonds provide many of the critical, life-sustaining properties of water and also stabilize the structures of proteins and DNA, the building block of cells. When polar covalent bonds containing hydrogen are formed, the hydrogen atom in that bond has a slightly positive charge (δ+) because the shared electrons are pulled more strongly toward the other element and away from the hydrogen atom.</p>
<p>Generally, the ionic bond is the weakest of the true chemical bonds which bind atoms to atoms. There are even weaker intermolecular &#8222;bonds&#8221; or more correctly forces. These intermolecular forces bind molecules to molecules.The strongest of these intermolecular forces is the &#8221; Hydrogen Bond&#8221; found in water. The &#8221; Hydrogen Bond&#8221; is not actually a chemical but an intermolecular force or attraction. Other intermolecular forces are the Van der Walls interactions and the dipole dipole attractions.</p>
<p>Because the hydrogen has a slightly positive charge, it’s attracted to neighboring negative charges. The weak interaction between the δ+ charge of a hydrogen atom from one molecule and the δ- charge of a more electronegative atom is called a hydrogen bond. Individual hydrogen bonds are weak and easily broken; however, they occur in very large numbers in water and in organic polymers, and the additive force can be very strong. For example, hydrogen bonds are responsible for zipping together <a href="https://forexarticles.net/one-good-trade-inside-the-highly-competitive-world-of-proprietary-trading/">one good trade: inside the highly competitive world of proprietary trading</a> the DNA double helix. The hydrogen and oxygen atoms that combine to form water molecules are bound together by covalent bonds. The electron from the hydrogen splits its time between the incomplete outer shell of the hydrogen atom and the incomplete outer shell of the oxygen atom.</p>
<p>Using the bond energies in Table 7.3, calculate an approximate enthalpy change, ΔH, for this reaction. Using the bond energies in link, calculate an approximate enthalpy change, ΔH, for this reaction. It is a specific type of permanent dipole to permanent dipole attraction that occurs when a hydrogen atom is covalently bonded to a highly electronegative element such as nitrogen, oxygen or fluorine.</p>
<h2>How strong is a water bond?</h2>
<p>A double bond between two atoms is stronger and shorter than a single bond between the same two atoms. And, you guessed it, a bond order of 1.5 (like in ozone) is stronger than a single bond, but weaker than a double bond. The metallic bond is somewhat weaker than the ionic and covalent bond.</p>
<h2>8: Strength of Covalent Bonds</h2>
<p><img 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 the weakest bond/images/what_is_the_weakest_bond_(1).jpeg" width="459px" alt="what is the weakest bond"/></p>
<p>The bond energy is obtained from a table and will depend on whether the particular bond is a single, double, or triple bond. In a polar covalent bond, one or more electrons are unequally shared between two nuclei. Such weak intermolecular bonds give organic molecular substances, such as waxes and oils, their soft bulk character, and their low melting points (in liquids, molecules must cease most structured or oriented contact with each other). Stable molecules exist because covalent bonds hold the atoms together. We measure the strength of a covalent bond by the energy required to break it, that is, the energy necessary to separate the bonded atoms.</p>
<ul>
<li>Hess’s law can also be used to show the relationship between the enthalpies of the individual steps and the enthalpy of formation.</li>
<li>Most quantitative calculations in modern quantum chemistry use either valence bond or molecular orbital theory as a starting point, although a third approach, density functional theory, has become increasingly popular in recent years.</li>
<li>This excess energy is released as heat, so the reaction is exothermic.</li>
</ul>
<div style='text-align:center'><iframe width='561' height='316' src='https://www.youtube.com/embed/dPtJad62caw' frameborder='0' alt='what is the weakest bond' allowfullscreen></iframe></div>
<p>These bonds are stronger and much more common than are ionic bonds in the molecules of living organisms. Covalent bonds are commonly found in carbon-based organic molecules, such as DNA and proteins. Covalent bonds are also found in inorganic molecules such as H2O, CO2, and O2. One, two, or three pairs of electrons may be shared between two atoms, making single, double, and triple bonds, respectively. The more covalent bonds between two atoms, the stronger their connection. We begin with the elements in their most common states, Cs(s) and F2(g).</p>
<p>Multiple bonds to phosphorus or sulfur occur as a result of d-orbital interactions, as we discussed for the SO42− ion in Section 8.6. In contrast, silicon in group 14 has little tendency to form discrete silicon–oxygen double bonds. Consequently, SiO2 has a three-dimensional network structure in which each silicon atom forms four Si–O single bonds, which makes the physical and chemical properties of SiO2 very different from those of CO2. In such bonding, each of two atoms shares electrons that binds them together. For example, water molecules are bonded together where both hydrogen atoms and oxygen atoms share electrons to form a covalent bond. In the simplest view of a covalent bond, one or more electrons (often a pair of electrons) are drawn into the space between the two atomic nuclei.</p>
<p>For example, we can compare the lattice energy of MgF2 (2957 kJ/mol) to that of MgI2 (2327 kJ/mol) to observe the effect on lattice energy of the smaller ionic size of F– as compared to I–. London dispersion forces are caused by an uneven distribution of electrons within an atom. This results in a slightly negative (\(\delta-\)) and slightly positive \((\delta+)\) charge on either side of the atom. This temporary dipole can induce a temporary dipole on a neighbouring atom/molecule. London dispersion forces are the electrostatic attractions set up between the slightly positive end of one atom/molecule and the slightly negative end of <a href="https://forexhero.info/is-nord-fx-a-brokerage-firm-we-can-truly-rely-on/">nord fx review</a> one atom/molecule. Elements are held together in different ways and the properties of chemical compounds are determined by the bonding between atoms and the attractive intermolecular forces between molecules.</p>
<p>This shows that there must be an attraction between the individual molecules (or atoms in the case of monatomic substances) that is being overcome. Molecular elements (oxygen, nitrogen etc) and monatomic elements (the noble gases) will condense (move closer together) forming solids if cooled to sufficiently low temperatures. So, keeping this in mind, let’s now see how the length and the strength of C-C and C-H bonds are correlated to the hybridization state of the carbon atom. So I got the question marked incorrect which probably means I didn&#8217;t do the calculation for copper&#8217;s bond strength correctly. (b) The lattice energy of CaO(s) is –3460 kJ/mol; the lattice energy of K2O is –2240 kJ/mol.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>What is Corporate Social Responsibility CSR?</title>
		<link>https://tureco.cndd.ro/what-is-corporate-social-responsibility-csr/</link>
		<comments>https://tureco.cndd.ro/what-is-corporate-social-responsibility-csr/#comments</comments>
		<pubDate>Fri, 14 Jul 2023 14:15:11 +0000</pubDate>
		<dc:creator><![CDATA[Roxana Mazilu]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">https://tureco.ro/?p=74285</guid>
		<description><![CDATA[Corporate social responsibility can help support local communities and address societal issues, such as poverty, inequality and environmental concerns. They can also shape public opinion as companies leading the way inspire others to follow suit, creating a positive ripple effect. A focus on ethical behavior at the corporate level reinforces… <a href="https://tureco.cndd.ro/what-is-corporate-social-responsibility-csr/" class="read-more-link">read more &#8594;</a>]]></description>
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width="251px" alt="what is csr"/></p>
<p>
<p>Corporate social responsibility can help support local communities and address societal issues, such as poverty, inequality and environmental concerns. They can also shape public opinion as companies leading the way inspire others to follow suit, creating a positive ripple effect. A focus on ethical behavior at the corporate level reinforces a broader norm of ethical behavior across other parts of society.</p>
</p>
<p>
<h2>Sustainability Accounting Standards Board (SASB)</h2>
</p>
<p>
<p>Corporate Social Responsibility (CSR) is a significant aspect of modern business practices, encompassing a wide range of activities focused on creating positive social and environmental impacts. Although corporate social responsibility is a very broad concept that is understood and implemented differently by each firm, the underlying idea of CSR is to operate in an economically, socially, and environmentally sustainable manner. Ethical responsibility is concerned with ensuring an organization is operating in a fair and ethical manner. Organizations that embrace ethical responsibility aim to practice ethical behavior through fair treatment of all stakeholders, including leadership, investors, employees, suppliers, and customers. Maxwell, Lyon, and Hackett (2000) couched corporate environmentalism as strategic self-regulation to preempt political action.</p>
</p>
<p>
<h2>Greater Collaboration Among Businesses and Stakeholders</h2>
</p>
<p>
<p>Florida banned the practice in state-funded colleges in May 2023 under the leadership of Governor Ron DeSantis. Phil Lyman, a congressman from Utah, even blamed the catastrophic collapse of Baltimore’s Francis Scott Key Bridge on DEI. A financial professional will offer guidance based on the information provided and offer a no-obligation call to better understand your situation. They regularly contribute to top tier financial publications, such as The Wall Street Journal, U.S. News &amp; World Report, Reuters, Morning Star, Yahoo Finance, Bloomberg, Marketwatch, Investopedia, TheStreet.com, Motley Fool, CNBC, and many others. As CSR continues to evolve, businesses have the opportunity to leverage collaboration, digital transformation, and innovation to make a lasting and meaningful difference in the world.</p>
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<p>
<p>In addition, many definitions of CSR distinguish it from philanthropy, emphasizing that CSR is generally related to the firm’s core business and contributing to its profitability. CSR, so understood, can be conceptualized as a set of practices integrating social, environmental and profit-related considerations. According to Beal, Goyen, and Philips (2005), this value can take the form of “fun of participation” similar to what gamblers experience, or it can take the form of happiness similar to that generated by pleasurable activities. Psychological value augments the financial returns to socially responsible investments and helps explain the decision to invest in screened funds. According to Dam and Scholtens (2015, p. 104), “consumers receive a warm-glow” when they invest responsibly. Another type of social enterprise is social entrepreneurship, which is an “innovative, social value creating activity that can occur within or across the nonprofit, business, or government sectors” (Austin, Stevenson, &amp; Wei-Skillern, 2012, p. 371).</p>
</p>
<p><img 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" width="259px" alt="what is csr"/></p>
<p>
<p>The simplest type of corporate social responsibility is philanthropy, where a corporation donates part of its profits to programs that address social problems. The inner workings of the firm, its organization, its mission, its strategy, etc., are unaffected by the goals of the programs that receive financial support. McWilliams and Siegel (2001) concluded that firms can respond to demands for corporate social responsibility by incorporating social responsibility into a differentiation strategy. The firm differentiates its products/services to include CSR attributes, as well as incorporating CSR into firm processes. Differentiation should allow the firm to charge premium prices to cover additional costs of providing the socially responsible attributes.</p>
</p>
<p>
<h2>Ethical Business Practices</h2>
</p>
<p>
<p>Proctor states that &#8222;the tobacco industry was the leading funder of research into genetics, viruses, immunology, air pollution&#8221;,[159] anything which formed a distraction from the well-established research linking smoking and cancer. Companies generally do not have a profit motive when participating in corporate philanthropy and community volunteering. On the other hand, the remaining corporate social initiatives can be examples of cause marketing, in which there is both a societal interest and a profit motive. Simplify the capture, consolidation, management, analysis and reporting of your environmental, social and governance (ESG) data with IBM Envizi ESG Suite. Simplify the capture, consolidation, management, analysis and reporting of your environmental, social and governance (ESG) data.</p>
</p>
<p><img 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" width="252px" alt="what is csr"/></p>
<p>
<p>By understanding the history, theoretical frameworks, benefits, and challenges of CSR, companies can develop more effective strategies and practices that benefit both their stakeholders and the planet. By adhering to GRI standards, companies can enhance the transparency and comparability of their CSR efforts, enabling stakeholders to make informed decisions about their <a href="https://www.1investing.in/what-is-csr/">what is csr</a> investments and purchases. Environmental sustainability is a critical aspect of CSR, focusing on minimizing the negative impacts of business operations on the environment.</p>
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<p>
<p>Voluntary environmental reporting such as the Global Reporting Initiative of 1997 encourages corporations to overcomply with environmental regulations and to actively engage in corporate environmentalism (Sheehy, 2019) to enhance firm reputation and brand. A reputation for environmentalism can result in  many benefits, including attracting environmentally conscious consumers and investors (Lyon &amp; Maxwell, 2008), the aforementioned preemption of regulation, and lower legal and financing costs. This last is a result of the lower probability that the firm will incur legal costs as a result of violating environmental standards, such as those tied to oil spills and poisonous gas leaks, since the internal target exceeds the legal regulation (Sheehy, 2019). Corporate social responsibility can be a long-term strategic asset that enhances reputation and brand image. As such, it can lead to customer loyalty and repeat sales and, in some industries, premium prices. Originally thought to only support a differentiation strategy, we now see corporate social responsibility prominently reported by low-cost-leader companies in business-to-business and commodity industries (Nucor, 2018).</p>
</p>
<p>
<p>Companies with strong CSR programs tend to have higher levels of employee satisfaction, engagement, and loyalty, as workers feel a sense of pride and purpose in their organization&#8217;s positive impact on society and the environment. Stakeholder theory posits that businesses have a responsibility to consider the interests of all stakeholders, including shareholders, employees, customers, suppliers, and the communities in which they operate. Corporate social responsibility (CSR) refers to strategies that companies put into action as part of corporate governance that are designed to ensure the company’s operations are ethical and beneficial for society. Nobel Prize–winning economist Milton Friedman argued that the responsibility of business is to maximize profits for the benefit of the owners (shareholders), within ethical and legal boundaries. Responsibility for social programs, he argued, rightfully adheres to elected officials (Friedman, 1970).</p>
</p>
<p>
<p>Local actors are more likely to have values similar to those of stakeholders, have established some history in the area, and have had the time to develop meaningful relationships within the community. Nonlocal actors are likely to experience a much lesser degree of social license than local actors. Furthermore, many of the resources affected by forest management are held in the public trust,[101] so it is essential for both industry actors and community stakeholders to feel engaged and involved in decisions regarding local natural resource management. Baines and Edwards shared similar findings in New Zealand&#8217;s aquaculture sector regarding the importance of relationships and communication between industry and local stakeholders.[102]  They find that social license depends on relationships and building trust.</p>
</p>
<p>
<ol>
<li>CSR refers to a company&#8217;s voluntary actions to improve society and the environment beyond legal requirements, including ethical and philanthropic initiatives.</li>
<li>As with any corporate activity, a defined budget demonstrates commitment and scales the program&#8217;s relative importance.</li>
<li>Most firms embrace CSR due to moral convictions, which can result in several benefits and important social change.</li>
<li>Engaging in CSR means a company operates in ways that enhance society and the environment instead of contributing negatively to them.</li>
<li>Greenwashing refers to the practice of promoting environmentally friendly initiatives while engaging in unsustainable business practices.</li>
<li>Since 1999, Corporate Responsibility Magazine has ranked the top 100 Best Corporate Citizens each year among the 1,000 largest U.S. public companies.</li>
</ol>
<p>
<h2>Stakeholder Theory</h2>
</p>
<p>
<p>Many consumers want to buy from responsible companies, but surveys indicate that &#8222;ethical purchases&#8221; are a small percentage of household expenditures. The discrepancy between consumer beliefs and intentions, and actual consumer behaviour, means CSR has a much lesser impact than consumers initially say. In this case, companies may engage in CSR and social marketing to prevent more stringent government legislation on alcohol marketing. Appropriate CSR programs can increase the attractiveness of supplier firms to potential customer corporations. For example, a fashion merchandiser may find value in an overseas manufacturer that uses CSR to establish a positive image and to reduce the risks of bad publicity from uncovered misbehavior.</p>
</p>
<p>
<p>The future of CSR lies in its integration into core business strategies and operations, rather than being treated as a separate function. By following ISO 26000, companies can demonstrate their commitment to CSR and gain credibility with stakeholders. Employees often stay longer and are more committed to their firm knowing that they are working for a business that practices CSR. All participants must be at least 18 years of age, proficient in English, and committed to learning and engaging with fellow participants throughout the program. If you are new to HBS Online, you will be required to set up an account before starting an application for the program of your choice.</p></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Short Covering Definition, Factors Involved, Strategies, &amp; Risks</title>
		<link>https://tureco.cndd.ro/short-covering-definition-factors-involved/</link>
		<comments>https://tureco.cndd.ro/short-covering-definition-factors-involved/#comments</comments>
		<pubDate>Mon, 05 Dec 2022 08:34:15 +0000</pubDate>
		<dc:creator><![CDATA[Roxana Mazilu]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">https://tureco.ro/?p=140666</guid>
		<description><![CDATA[We feel privileged to make more content videos to help every user learn and earn more. Let&#8217;s understand the concept of short covering with an example. However in the derivative segment i.e. in Futures and Options segment a short position can be carried forward. Short covering refers to squaring off… <a href="https://tureco.cndd.ro/short-covering-definition-factors-involved/" class="read-more-link">read more &#8594;</a>]]></description>
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width="603px" alt="what is short covering"/></p>
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<p>We feel privileged to make more content videos to help every user learn and earn more. Let&#8217;s understand the concept of short covering with an example. However in the derivative segment i.e. in Futures and Options segment a short position can be carried forward. Short covering refers to squaring off or taking a long position on the existing short position. There is a rise in the price of Tata Motors Futures by ₹2.</p>
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<ol>
<li>And if you think you’re ready to take your trading game to the next level, be sure to check out the SteadyTrade Team.</li>
<li>Therefore, they use short interest and short interest ratios to understand the risk volume.</li>
<li>It refers to the act of buying back borrowed stock to return it to a lender.</li>
<li>Company news and events are closely watched by investors to assess the potential impact on short covering and overall market dynamics.</li>
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<h2>Do you already work with a financial advisor?</h2>
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<p>Due to this, the company has been struggling to diversify its sales channels. Roughly 70 million shares of GameStop were sold in 2021, but the company had only 50 million shares. Investors believe that the price of stocks will fall when it comes to short selling. This is for informational purposes only as StocksToTrade is not registered as a securities broker-dealer or an investment adviser. Even <a href="https://www.currency-trading.org/software-development/what-does-a-solutions-architect-do/">what does a solutions architect do</a> if you’re not planning on short selling, short covering is an important concept to keep in mind in today’s markets.</p>
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<p>To close out a short position, traders need to buy back the shares — referred to as “short covering,” — and return them to the stock lender. Consider that XYZ has 50 million shares outstanding, 10 million shares sold short, and an average daily trading volume (ADTV) of 1 million shares. XYZ has a short interest of 20% and a SIR of 10, both of which are quite high (suggesting that short covering could be difficult). Short covering refers to buying back borrowed securities in order to close out an open short position at a profit or loss.</p>
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<div style='text-align:center'><iframe width='566' height='317' src='https://www.youtube.com/embed/wjL8Gl9NQBI' frameborder='0' alt='what is short covering' allowfullscreen></iframe></div>
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<h2>Market Sentiment and Investor Behavior</h2>
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<p>The next step occurs when you use the money to buy back the shares and  return them to the lender. Short covering in the stock market is essential to complete the open short position. It can be profitable if you buy back at a lower price than the first transaction.</p>
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<p>StocksToTrade in no way warrants the solvency, financial condition, or investment advisability of any of the securities mentioned in communications or websites. In addition, StocksToTrade accepts no liability whatsoever for any direct or consequential loss arising from any use of this information. 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.</p>
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<h2>CFD Trading</h2>
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<p>Consequently, when a stock starts rising in price, traders may choose to engage in short covering to limit their potential losses. Traders decide to buy to cover their short positions for several reasons. If a stock&#8217;s price drops, as short sellers predict, then the company&#8217;s shares can be purchased for less than the trader owes the brokerage for the borrowed shares.</p>
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<p>In both short and long positions, you want to buy shares at a lower price than you sell them for. I am a course creator for InvestorDiary and am on a mission to provide every course one needs to master to build a healthy portfolio for stocks. I shall also be sharing courses on IPOs, mutual funds, stocks trading and other core areas of investing crisply and clearly. CFD trading may not be suitable for everyone and can result in losses that exceed your deposits, so please ensure that you fully understand the risks involved.</p>
</p>
<p><img 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" width="600px" alt="what is short covering"/></p>
<p>
<h2>Liquidity and Short Squeeze Risks</h2>
</p>
<p>
<p>Short covering refers to buying back borrowed securities to close out open short positions. Short sellers usually hold for less time than investors with long positions due to the potential for  a short squeeze caused by an acceleration in buying pressure and short covering. As a result, short sellers generally cover short sales quickly on a turnaround in market sentiment to limit potential losses. <a href="https://www.forex-world.net/stocks/eastman-kodak/">premarket prep stock of the day</a> The higher the short interest and SIR in a stock’s float, the greater the risk that short covering may occur in a disorderly fashion, leading to short squeezes. A meme stock buying frenzy, such as the GameStop short squeeze in early 2021, can result in significant losses for institutional investors with large short positions.</p>
</p>
<p>
<p>The short squeeze was exacerbated by several funds shorting more shares than the available float of shares in the market, making it difficult to cover all their short positions. Short interest refers to the total number of shares that have been sold short in a specific <a href="https://www.forexbox.info/maxitrade-broker-review/">maxitrade broker review</a> security that has not been covered or closed out. Investors use the metric as a measure of bearish sentiment. Short interest can be expressed as a percentage of the total shares outstanding or as a ratio of the total shares that a company has available for trading.</p>
</p>
<p>
<div style='text-align:center'><iframe width='564' height='316' src='https://www.youtube.com/embed/FadWB6x3TwU' frameborder='0' alt='what is short covering' allowfullscreen></iframe></div></p>
]]></content:encoded>
			<wfw:commentRss>https://tureco.cndd.ro/short-covering-definition-factors-involved/feed/</wfw:commentRss>
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		</item>
		<item>
		<title>Why is the US dollar so strong? US Election 2024</title>
		<link>https://tureco.cndd.ro/why-is-the-us-dollar-so-strong-us-election-2024/</link>
		<comments>https://tureco.cndd.ro/why-is-the-us-dollar-so-strong-us-election-2024/#comments</comments>
		<pubDate>Wed, 09 Nov 2022 13:42:21 +0000</pubDate>
		<dc:creator><![CDATA[Roxana Mazilu]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">https://tureco.ro/?p=148258</guid>
		<description><![CDATA[In terms of its impact, a strong dollar means that goods exported by the U.S. are relatively pricier for foreign customers to buy, while imports to the U.S. are relatively cheap. A weak dollar means American consumers must spend more dollars to buy the same imported goods but are a… <a href="https://tureco.cndd.ro/why-is-the-us-dollar-so-strong-us-election-2024/" class="read-more-link">read more &#8594;</a>]]></description>
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width="608px" alt="what is the upside of a weak dollar?"/></p>
<p>
<p>In terms of its impact, a strong dollar means that goods exported by the U.S. are relatively pricier for foreign customers to buy, while imports to the U.S. are relatively cheap. A weak dollar means American consumers must spend more dollars to buy the same imported goods but are a relative bargain abroad. Expenditures are paid in U.S. dollars as those dollars fall but revenues are received in stronger currencies. U.S. companies took advantage of the depreciating U.S. dollar between 2005 and 2008 and U.S. exports showed strong growth, shrinking the U.S. current account deficit to just 2.744% of gross domestic product (GDP) in 2009.</p>
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<p>
<p>That said, analysts expect 20% average annual earnings growth over the next three years, ahead of the 9% three-year earnings growth rate for Nvidia’s peers. What’s more, Nvidia’s latest acquisition may enhance the firm’s profit-growth prospects. U.S. investors in foreign stock funds benefit because when a foreign stock rises in price or pays a dividend in its local currency, that investment gain gets translated into dollars. Consider the performance of the MSCI EAFE index during the recent dollar decline. Over the nearly three-month period this summer when the dollar was weakening most, the index, which tracks stocks in foreign developed countries, gained 5.8% priced in local currencies. U.S. companies that generate a significant chunk of revenues abroad will get a boost from the weaker dollar as money made overseas is converted into greenbacks.</p>
</p>
<p>
<h2>When the Dollar Falls, What Should Investors Do?</h2>
</p>
<p>
<ol>
<li>Such countries also tend to carry loads of debt denominated in U.S. dollars.</li>
<li>Trade policies and international agreements may undergo revisions in the wake of a weakening dollar.</li>
<li>Fidelity International Growth (FIGFX, expense ratio 0.99%) has beaten the EAFE index with less volatility over time, and without a hedge.</li>
<li>That said, it’s been a slow process that faces many challenges from existing store footprints that are designed to showcase salty snacks and Double AA batteries.</li>
</ol>
<p>
<p>The weakening of the dollar stands as a key driver behind increasing commodity prices. Given commodities are globally traded in dollars, a drop in the currency’s value inflates the price of oil, gold, and other commodities. A weakening dollar implies several consequences, but  not all of them are negative. A weakening dollar means that imports become more expensive, but it also means that exports are more attractive to consumers in other countries outside the U.S. Conversely a strengthening dollar is bad for exports, but good for imports.</p>
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<div style='text-align:center'><iframe width='564' height='311' src='https://www.youtube.com/embed/RDxEGJyaEKU' frameborder='0' alt='what is the upside of a weak dollar?' allowfullscreen></iframe></div>
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<p>
<h2>What Causes the U.S. Dollar to Strengthen?</h2>
</p>
<p>
<p>As a result, countries with high inflation often experience weaker currencies, as seen in historical cases like Venezuela and Zimbabwe. Emerging-markets countries are big buyers of commodities, which are usually priced in greenbacks. Such countries also tend to carry loads of debt denominated in U.S. dollars. So a weak dollar means that Thailand, for example, can spend less in baht to buy goods or to service its debt. Baron Emerging Markets (BEXFX, 1.35%) is our choice in this category.</p>
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<p>
<p>The United States is still struggling to contain the  virus, creating an&nbsp;ongoing hit to the economy and doubts about whether or not the United States will be able to successfully emerge from this crisis. Some level of fluctuations in the dollar&#8217;s value is normal, and it&#8217;s not always an immediate cause for alarm. In March, it was trading at its highest price since December 2017, which means that part of its subsequent decline could be due to cyclical ups and downs.</p>
</p>
<p>
<p>Dollar stores are not going away as previous generations of variety five-and-dimes and catalog showrooms did. Maybe there’ll be fewer of them…although it’s quite possible there could be even more. They will clean up their acts – not to mention their stores too – and remerchandise their footprints the way convenience stores are now doing.</p>
</p>
<p>
<p>Analysts expect average annual earnings growth of 21% over the next three years. Shares are expensive, at 65 times expected earnings for the next four quarters. Assuming comparable performance, however, unhedged foreign-stock funds will do better with a weakening dollar. “The currency exchange is working in your favor, so you should take advantage of it,” says Christine Benz, director of personal finance at research firm Morningstar. When you own shares in a foreign-stock fund, you essentially own stocks denominated in different foreign currencies. Most foreign-stock funds don’t hedge against the dollar, meaning that as the dollar weakens, their stocks become worth more in U.S. dollars.</p>
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" width="601px" alt="what is the upside of a weak dollar?"/></p>
<p>
<h2>Sign up for Kiplinger’s Free E-Newsletters</h2>
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<p>But it’s a lot more about investing in the resources each company needs to make these stores presentable. Over the past decade or so both companies have cut back their staffing levels to the bare bones, squeezing every …er, dollar…out of their SG&amp;A to make their bottom lines as black as possible. The result is that minimal numbers of workers per location results in minimal levels of housekeeping, merchandising and general appearance. Lack of execution is the most obvious reason dollar stores are doing so poorly these days. As a whole—but particularly Family Dollar – the 20,000 or so dollar-format locations <a href="https://forexanalytics.info/beaxy-exchange-overview/">beaxy exchange overview</a> operated by the two big chains are looking pretty downtrodden.</p>
</p>
<p>
<h2>What would it cost to kill coal?</h2>
</p>
<p>
<p>A weaker dollar can lead to higher prices for imported goods and contribute to inflation, affecting the cost of living. However, it can also benefit export industries and create job opportunities. The depreciating dollar spells opportunity for foreign investors. Real estate, stocks, bonds, and other U.S. assets become relatively <a href="https://forexbitcoin.info/how-to-buy-avalanche-token-how-to-buy-avalanche/">How to buy avalanche token</a> cheaper, attracting international capital.</p>
</p>
<p>
<p>And therefore there has been a lot of attention on the dollar-yen trading and volatility. Although even in this case, what we’re seeing is that policymakers in Japan seem to have a limited appetite for that kind of divergence, and they have intervened to keep a lid on the dollar. Still, given the divergence in real rates, my colleagues expect the&nbsp;yen to remain weak&nbsp;for months to come. In China, as well, policymakers tightly manage the currency, and while we have seen some better data points recently, the structural economic challenges in contrast to the US continue to pressure the currency. But even though analysts expect a 49% jump in earnings for the fiscal year that ends next May and a 41% jump the year after, shares currently trade at 43 times projected earnings for the next four quarters.</p>
</p>
<p>
<p>Another strategy employed by central banks is direct currency intervention. This involves buying or selling their own currency in the foreign exchange markets to influence its value. When a currency is weak, a central bank might sell foreign reserves and buy its own currency to increase demand and drive up its value. A notable example of this approach occurred back in 2011 when the Bank of Japan intervened in the currency <a href="https://forexarena.net/atfx-2021-review-a-reliable-online-brokerage-platform/">atfx broker review</a> markets to weaken the yen.</p>
</p>
<p>
<div style='text-align:center'><iframe width='569' height='311' src='https://www.youtube.com/embed/YTd_YC-dOgQ' frameborder='0' alt='what is the upside of a weak dollar?' allowfullscreen></iframe></div></p>
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