<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Online Nursing Degrees &#187; Forex Trading</title>
	<atom:link href="http://onlinenursingdegreenow.net/category/forex-trading/feed/" rel="self" type="application/rss+xml" />
	<link>http://onlinenursingdegreenow.net</link>
	<description>Online Nursing Degrees</description>
	<lastBuildDate>Sat, 13 Jun 2026 02:18:06 +0000</lastBuildDate>
	<language>en-US</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>https://wordpress.org/?v=4.2.38</generator>
	<item>
		<title>What is DOGE dividend check, $5000 DOGE stimulus DOGE dividend tracker</title>
		<link>http://onlinenursingdegreenow.net/what-is-doge-dividend-check-5000-doge-stimulus-3/</link>
		<comments>http://onlinenursingdegreenow.net/what-is-doge-dividend-check-5000-doge-stimulus-3/#comments</comments>
		<pubDate>Fri, 24 Jan 2025 17:44:04 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=92533</guid>
		<description><![CDATA[<p>USD is the one for United States Dollar, use three letter identifiers for all currencies. For the US dollar it is USD, the euros are EUR and the Japanese yen are JPY, to mention the most popular examples. In a world of many different currencies and symbols, the simple acronym...
<p><a class="more-link" href="http://onlinenursingdegreenow.net/what-is-doge-dividend-check-5000-doge-stimulus-3/#more-92533">Read More</a></p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/what-is-doge-dividend-check-5000-doge-stimulus-3/">What is DOGE dividend check, $5000 DOGE stimulus DOGE dividend tracker</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>USD is the one for United States Dollar, use three letter identifiers for all currencies. For the US dollar it is USD, the euros are EUR and the Japanese yen are JPY, to mention the most popular examples. In a world of many different currencies and symbols, the simple acronym USD which means “US Dollar” is easy to understand by currency traders. The <a href="https://forexbroker-listing.com/xm-group/">xm group</a> U.S. dollar is considered a benchmark currency and is the most used currency in transactions around the world. Take your business to the next level with seamless global payments, local IBAN accounts, FX services, and more. Consequently, the U.S. often experiences higher trade deficits, as it must import more to counterbalance the surpluses of other nations.</p>
<div style='text-align:center'><iframe width='561' height='310' src='https://www.youtube.com/embed/YPAvMcmhue0' frameborder='0' alt='what is usd mean' allowfullscreen></iframe></div>
<h2>USD explained: what is it?, and its role in 2024 with FAQs</h2>
<div style='text-align:center'><iframe width='564' height='313' src='https://www.youtube.com/embed/oMvlGYwffYA' frameborder='0' alt='what is usd mean' allowfullscreen></iframe></div>
<p>So far, though, the Trump administration has imposed harsh tariffs on the U.S.’s biggest trade partners, which has only resulted in counter tariffs that overwhelmingly target American farmers. The USDA disperses funding for food aid groups through multiple programs. Some of them were established decades ago, while others are recent additions to the maze of hunger prevention programs shepherded by the agency. Among the more prominent programs are the Resilient Food Systems Infrastructure Program, Local Food Purchase Assistance Program, Local Food for Schools Cooperative Agreement Program, and The Emergency Food Assistance Program.</p>
<p>It is the primary currency for international loans, trade invoices, and foreign exchange reserves. Due to its stability and reliability, many countries prefer to hold USD as part of their foreign exchange reserves. Additionally, the USD is often used for large-scale international transactions, further highlighting its central role in global economic activities. The USD is the legal tender currency of the United States, and also serves as a global reserve currency in international trade and financial markets. It is the legal tender currency of the United States and holds the status of a global reserve currency in international trade and financial markets.</p>
<p>Interestingly, the advent of the ATM has led some banks to request used, fit bills, rather than new bills, because the used bills often work better in the ATMs. All U.S. dollar currency has been the same size, shape and general design since 1928. This is unlike some countries where bank notes with different values have different sizes. For aid recipients like Broyles, the end of Appalachian Sustainable Development’s food box program means rethinking how to feed his family. For now, he has frozen produce that he can rely on, but in the long term, Broyles said he will either turn to other food programs in the region, even though none of them provide fresh produce, or scour grocery aisles for deals.</p>
<p>About one-third of the notes that the Fed receives are not fit, and the Fed destroys them. As shown in the table below, the life of a note varies according to its denomination. For example, a $1 bill, which gets the greatest use, remains in circulation an average of 5.9 years; a $100 bill lasts about 15 years. The cent or &#8220;penny&#8221; (not to be confused with the English penny sterling) is the least worth coin used in the U.S..</p>
<h2>The end of the EPA’s fight to protect overpolluted communities</h2>
<p>Federal programs to ensure compliance with laws like the Clean Air Act were increasingly outsourced to the states to run. But, for agencies like the EPA, federalism must have a balance point; there are certain things that states can’t — or shouldn’t — do on their own. The NIH has been hit with cuts to its workforce, losing about 1,200 people so far. At the same time, the Trump administration is trying to cap the rate at which the NIH pays for the indirect costs of doing medical research at 15%, which is far lower than the rate that has been paid at many institutions.</p>
<p>While USD’s meaning as a currency is straightforward, its influence on the global economy is complex and profound. Understanding its history and role is essential for anyone interested in global finance and investing. The popularization of the ATM in recent years has increased the public&#8217;s demand for currency and, in turn, the amount of currency that banks order from the Fed.</p>
<p>To pay up, the European nations emptied their gold reserves, whereas, <a href="https://bigbostrade.com/que-es-el-trading-que-es-el-trading-de-arbitraje/">que es el trading</a> the US continued to pile its gold reserves. The British Pound Sterling abandoned the Gold Standard in 1931 and there was a speculative attack on the Pound, this led to a loss of confidence in the Pound. In 1948, the US government-funded Japan and the European countries to rebuild their nations, and also to pay for supplies they had purchased from the US. This led to a gradual shift from Pound Sterling to the US Dollar, as the reserve currency of the world. The USD, with its rich history and global prominence, is a symbol of economic power and stability.</p>
<h2>USD’s (United States Dollar’s) International Role</h2>
<p>Explore the concept of abandoned property, including real estate, financial assets, and more. Learn about the benefits of escheatment, the role of state governments, and how to reclaim your unclaimed assets. Discover the importance of staying active with your assets to avoid abandonment.</p>
<h2>Ringgit Opens Almost Flat Vs US Dollar, Mixed Vs Major Currencies</h2>
<p>The USD continues to dominate global finance, but it faces new challenges and competition. Factors like geopolitical shifts, economic policies, and emerging markets are reshaping its role and value. Each of them has its unique characteristics and is influenced by different economic and political factors. It is essential to stay informed and keep a close eye on these factors to make informed decisions and take advantage of fluctuations in the value of these pairs. The study of the currency composition of reserves shows 63.8% of the reserves are kept in US dollars. Historically, different currencies of the world have held the crown of the reserve currency.</p>
<p>Nonetheless, Brown, who worked at the time in the agency’s Office of Children’s Health Protection, recalled that there continued to be some level of cooperation between Trump’s first term appointees and EPA staff. Structural changes handicapped certain offices, and the budget limped along, but many staff members were able to keep their heads low and do their jobs. The EPA shrank the most dramatically during President Barack Obama’s administration, then further during Trump’s first term. Federalism, Gilrein explained, was the reason for the trend that has continued until this moment.</p>
<ul>
<li>The popularization of the ATM in recent years has increased the public&#8217;s demand for currency and, in turn, the amount of currency that banks order from the Fed.</li>
<li>A stimulus check on the other hand, is a direct payment to encourage spending and stimulate the economy by putting money directly into the consumers&#8217; hand.</li>
<li>The study of the currency composition of reserves shows 63.8% of the reserves are kept in US dollars.</li>
<li>While USD’s meaning as a currency is straightforward, its influence on the global economy is complex and profound.</li>
</ul>
<p>Its journey from the Coinage Act of 1792 to its current status as the world&#8217;s most traded currency is a testament to its enduring strength. Despite ongoing discussions about its role in a changing global landscape, the USD remains a cornerstone of international finance and trade. Understanding the USD is not just about currency; it&#8217;s a journey through the annals of economic history and the dynamics of the modern world economy.</p>
<p>In times of economic uncertainty, global investors turn to the USD, reinforcing its value and minimizing the likelihood of a currency crisis. Such stability helps to ensure that sudden devaluations, which could disrupt imports and worsen the terms of trade, are far less likely. It is a primary way that states and the federal government have distributed food to local communities in the aftermath of a climate-fueled disaster like a hurricane or heatwave. The USD&#8217;s role as a dominant global currency is both challenged and reinforced by these factors. Investors and traders in the forex market must remain vigilant, adapting to the changing landscape where the USD&#8217;s value reflects not just the state of the U.S. economy, but also the broader global economic health and investor sentiment.</p>
<ul>
<li>&#8220;There&#8217;s no question the system is not perfect and can be improved upon. But the system can work well enough that we shouldn&#8217;t address the problem by blowing everything up, which is what they&#8217;re doing.&#8221;</li>
<li>As mentioned above, the loonie’s decreased value means much less purchasing power for Canadians when they’re travelling to the United States or purchasing something priced in U.S. dollars.</li>
<li>During the Great Depression, almost all the Countries dissolved the Gold standard.</li>
<li>The US economy is the world’s largest, and the US dollar is the most widely used currency in international transactions.</li>
<li>The strength of the U.S. economy, robust financial markets, and the central role of the Federal Reserve supports the USD’s stability.</li>
</ul>
<h2>Related Terms</h2>
<p>The USD, often referred to as the &#8220;greenback,&#8221; came into existence through the Coinage Act <a href="https://g-markets.net/helpful-articles/how-to-use-the-slippage-settings-on-pancakeswap/">how to set a stop loss on pancakeswap</a> of 1792. This legislation established that a dollar of currency would be equivalent to a specific range of grains of silver or gold. The aim was to ensure that the purchasing power of the dollar would remain consistent with that of precious metals, promoting financial stability. In 1933 all precious metal coins were officially collected and replaced by ordinary metals.</p>
<p>The Federal Reserve System was created to provide a safer, more flexible, and stable monetary and financial system. It manages the nation’s money supply and aims to ensure economic stability, which is crucial in controlling inflation and stabilizing the currency. The Federal Reserve’s actions have been pivotal in maintaining the strength and reliability of the USD over the decades. In the mid-19th century, the U.S. introduced greenbacks—paper currency issued during the Civil War to finance the war effort. These greenbacks were later made legal tender, meaning they had to be accepted for all debts, public and private.</p>
<h2>What Is USD (United States Dollar)? Definition, Uses, Importance</h2>
<p>The United States Dollar was established by the Coinage Act of 1792, which created the U.S. Mint and defined the dollar as the standard unit of money in the United States. The United States dollar, also known as the U.S. dollar or USD, is the official currency of the United States of America. When accessing this website from a country where its use may be restricted or prohibited, it is the user&#8217;s responsibility to ensure that their use of the website and its services complies with local laws and regulations. TradingMoon does not guarantee that the information provided on its website is appropriate for all jurisdictions.</p>
<div style='text-align:center'><iframe width='562' height='311' src='https://www.youtube.com/embed/PqDa9Cdcvfo' frameborder='0' alt='what is usd mean' allowfullscreen></iframe></div>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/what-is-doge-dividend-check-5000-doge-stimulus-3/">What is DOGE dividend check, $5000 DOGE stimulus DOGE dividend tracker</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://onlinenursingdegreenow.net/what-is-doge-dividend-check-5000-doge-stimulus-3/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Słownik synonimów wyrażenia wydaje się</title>
		<link>http://onlinenursingdegreenow.net/slownik-synonimow-wyrazenia-wydaje-sie/</link>
		<comments>http://onlinenursingdegreenow.net/slownik-synonimow-wyrazenia-wydaje-sie/#comments</comments>
		<pubDate>Mon, 14 Oct 2024 12:36:47 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=88916</guid>
		<description><![CDATA[<p>Wysłaliśmy potwierdzenie subskrypcji na maila, sprawdź skrzynkę. Proszę upewnić się, że wprowadzony został poprawny adres e-mail oraz wszystkie pola są Historia giełdy, na której pojawiła się pierwsza giełda wypełnione. Słownik wyrazów bliskoznacznych wyrażenia wydaje się W niniejszym słowniku wyrazów bliskoznacznych języka polskiego dla wyrażenia wydaje się znajdują się łącznie 33...
<p><a class="more-link" href="http://onlinenursingdegreenow.net/slownik-synonimow-wyrazenia-wydaje-sie/#more-88916">Read More</a></p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/slownik-synonimow-wyrazenia-wydaje-sie/">Słownik synonimów wyrażenia wydaje się</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p><img src="data:image/jpeg;base64,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" width="609px" alt="wydaje nam sie"/></p>
<p>
<p>Wysłaliśmy potwierdzenie subskrypcji na maila, sprawdź skrzynkę. Proszę upewnić się, że wprowadzony został poprawny adres e-mail oraz wszystkie pola są <a href="https://www.forexbrokerslist.site/historia-gieldy-na-ktorej-pojawila-sie-pierwsza-gielda/">Historia giełdy, na której pojawiła się pierwsza giełda</a> wypełnione.</p>
</p>
<div style='text-align:center'><iframe width='563' height='316' src='https://www.youtube.com/embed/US-QoWcsLzM' frameborder='0' alt='wydaje nam sie' allowfullscreen></iframe></div>
<p>
<h2>Słownik wyrazów bliskoznacznych wyrażenia wydaje się</h2>
</p>
<p><img src="data:image/jpeg;base64,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" width="602px" alt="wydaje nam sie"/></p>
<p>
<p>W niniejszym słowniku wyrazów bliskoznacznych języka polskiego dla  wyrażenia wydaje się znajdują się łącznie 33 synonimy. Synonimy te podzielone zostały na 2 różne grupy znaczeniowe. Jeżeli znasz inne wyrazy bliskoznaczne wyrażenia „wydaje się” lub potrafisz określić ich inny kontekst znaczeniowy, możesz je dodać za pomocą formularza dostępnego w opcji dodaj nowy synonim. Skrótów bądź koniecznych poprawek. Wysłanie zgłoszenia równoznaczne jest ze zgodą na jego publikację w serwisie. Równocześnie prosimy o zapoznanie <a href="https://www.forexpulse.info/interactive-brokers-group-inc-forex-broker-2/">Interactive Brokers Group, Inc. Forex Broker</a> się z Polityką prywatności serwisu.</p>
</p>
<p>
<h2>Synonimy wyrażenia „wydaje się”</h2>
</p>
<p>
<ol>
<li>Administratorem danych osobowych jest Wydawnictwo Poznańskie Sp.</li>
<li>Proszę upewnić się, że wprowadzony został poprawny adres e-mail oraz wszystkie pola są wypełnione.</li>
<li>Równocześnie prosimy o zapoznanie się z Polityką prywatności serwisu.</li>
<li>Fredry 8 w Poznaniu, występujące również pod nazwą Wydaje Nam Się, Czwarta Strona, Wydawnictwo Poznańskie, We need YA, Czwarta Strona Kryminału.</li>
</ol>
<p>
<p>Wyrażam zgodę na otrzymywanie od Wydawnictwa Poznańskiego informacji handlowych za pośrednictwem e-mail, w tym informacji o promocjach i ofertach specjalnych. Zgoda może być wycofana w dowolnym momencie, poprzez link znajdujący się na końcu każdego newslettera, co prowadzi <a href="https://www.forexrobotron.info/what-is-the-mfi-indicator-and-how-do-you-use-it/">What Is The Mfi Indicator And How Do You Use It</a> do usunięcia zebranych danych. Administratorem danych osobowych jest Wydawnictwo Poznańskie Sp. Fredry 8 w Poznaniu, występujące również pod nazwą Wydaje Nam Się, Czwarta Strona,  Wydawnictwo Poznańskie, We need YA, Czwarta Strona Kryminału. Szczegółowe zasady przetwarzania danych osobowych oraz prawa osób, których dane dotyczą, opisane są w naszej Polityce prywatności.</p>
</p>
<div style='text-align:center'><iframe width='564' height='319' src='https://www.youtube.com/embed/3l9NOYymRso' frameborder='0' alt='wydaje nam sie' allowfullscreen></iframe></div>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/slownik-synonimow-wyrazenia-wydaje-sie/">Słownik synonimów wyrażenia wydaje się</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://onlinenursingdegreenow.net/slownik-synonimow-wyrazenia-wydaje-sie/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Share information, Registries, Investor Centre</title>
		<link>http://onlinenursingdegreenow.net/share-information-registries-investor-centre-2/</link>
		<comments>http://onlinenursingdegreenow.net/share-information-registries-investor-centre-2/#comments</comments>
		<pubDate>Tue, 13 Aug 2024 16:18:34 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=92500</guid>
		<description><![CDATA[<p>The principal listing of Westpac ordinary shares is on cfd stock the Australian Securities Exchange (ASX) and trade under code &#8216;WBC&#8217;. Westpac ordinary shares are also listed on the New Zealand Stock Exchange (NZX). These services ensure that customers have access to the financial tools and support they need for...
<p><a class="more-link" href="http://onlinenursingdegreenow.net/share-information-registries-investor-centre-2/#more-92500">Read More</a></p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/share-information-registries-investor-centre-2/">Share information, Registries, Investor Centre</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>The principal listing of Westpac ordinary shares is on <a href="https://bigbostrade.com/cfd-stock-trade-cfd-stocks-cfd-shares-fxtm/">cfd stock</a> the Australian Securities Exchange (ASX) and trade under code &#8216;WBC&#8217;. Westpac ordinary shares are also listed on the New Zealand Stock Exchange (NZX). These services ensure that customers have access to the financial tools and support they need for day-to-day banking and planning for the future. The first lettering is made in a typeface reminiscent of Urbano Bold Expanded but with an elongated “f” hook. The next version of the logo contains the bank’s name with a font close to the commercial version of Foundation Sans Bold Extended and the free “FunZone Regular.” The letter “t” with an elongated right part is individually beaten.</p>
<h2>Westpac Banking Corp premium industry data and analytics</h2>
<div style='text-align:center'><iframe width='566' height='319' src='https://www.youtube.com/embed/L1KVVhD8N4o' frameborder='0' alt='what is the symbol of westpac banking corporation' allowfullscreen></iframe></div>
<p>In New Zealand, it serves individuals, families, and businesses with tailored financial solutions. It supports the local community and economy through various initiatives and programs. Through its strong presence, the brand provides customers in New Zealand with access to comprehensive and reliable banking services. The Australian bank-owned brand has <a href="https://forexbroker-listing.com/westernfx/">westernfx</a> a strong presence there, offering a full range of banking services such as savings and current accounts, loans, credit cards, and investment services. The company has operations throughout Australia and New Zealand, as well as the Pacific Islands, Asia, Europe, and the US.</p>
<p>Westpac is listed on both the Australian Securities Exchange and New Zealand Stock Exchange under the symbol WBC, and on the New York Stock Exchange under the symbol WBK. The red &#8220;W&#8221; logo on the Bank of New South Wales annual report in 1974. This use of color helps the brand remain strong and recognizable while allowing for flexibility and innovation in visual communications.</p>
<h2>American depositary receipts &#8211; Delisted January 31,2022</h2>
<p>Westpac Banking Corporation was founded in 1817 and is based in Sydney, Australia. The group provides a broad range of banking and financial services, including consumer, business, and institutional banking, as well as wealth management services. Westpac also provides retirement planning, advisory, merchant solutions, foreign exchange, industry-specific banking, capital advisory, transaction banking, and financial market solutions. The group&#8217;s products and services serves individuals, small to medium businesses, multinational corporates, institutional, and government clients.</p>
<p>The graphic part is expressed by “W” – a single red character with three wide stripes. The other characters are lowercase, squat, and slightly elongated horizontally. On 31 January 2022, the Westpac Sponsored program of ADRS was de-listed from the New York Stock Exchange and the ticker symbol WBK is no longer available for trade on the NYSE. Includes contact details for Link Market Services, manager of Westpac&#8217;s share register, for ASX and NZX listed shares as well as for those securities delisted from the Tokyo Stock Exchange. CompaniesLogo.com is maintaining an up to date database containing the logos of publicly listed companies and ETFs. Yetton was considered a candidate for the top job before Westpac’s board opted for Miller in September.</p>
<h2>Westpac Banking Company Description</h2>
<p>The major banks are scheduled to meet with the Lindsay Fox-owned cash transportation business in the hope of keeping the company afloat and money circulating. Monday starts slow, with no significant economic data scheduled for the FX market. On Tuesday, Australia will release the Westpac Consumer Sentiment and NAB Business Confidence data. Improve competitive bidding with insights into all publicly disclosed IT services contracts for Westpac Banking Corp (including IT outsourcing, business process outsourcing, systems integration &amp; consulting and more). Please bear with us as we address this and restore your personalised lists.</p>
<p>The current emblem consists of the word “Westpac” written in the typeface Lucida Sans Demi. It was created by design studio Charles Bigelow &amp; Kris Holmes and was first <a href="https://www.forex-world.net/blog/best-artificial-intelligence-stocks-best/">Best artificial intelligence stocks</a> published in URW ++. In 1982, the Bank of New South Wales merged with the Commercial Bank of Australia to create the Westpac Business Corporation. The new name was used for the first time in the emblem, formed from the merger of “western” and “pacific.” There are no other verbal designations.</p>
<p>Westpac utilizes digital channels, call centers, mobile bankers, branches, and third-party brokers for distribution. Westpac Banking Corporation is an Australia-based company that provides banking and selected financial services, operating under multiple brands, and predominantly in Australia and New Zealand, with a small presence in Europe, North America, Asia and the Pacific. Its segments include Consumer, Business &amp; Wealth, Westpac Institutional Bank (WIB), Westpac New Zealand and Group Businesses. The Consumer segment provides a full range of banking products and services to customers in Australia through three lines of business consisting of mortgages, consumer finance and cash and transactional banking.</p>
<h2>Services</h2>
<p>The Business &amp; Wealth segment comprises business banking, wealth management, private wealth, and Westpac Pacific. The WIB segment delivers a range of financial products and services to corporate, institutional and government customers. The Westpac New Zealand segment provides banking, and wealth products and services for consumer, business and institutional customers in New Zealand. The company’s main goal is to help people in Australia and New Zealand achieve success. The brand supports the financial well-being of individuals, families, and businesses through a wide range of banking and financial services.</p>
<p>It has always consisted of bright shades of red with a bias in orange or scarlet. The background is usually white, but versions are also available with a black backing. Westpac’s story reflects its longstanding presence, focus on innovation, commitment to sustainability and community, and efforts in financial education, solidifying its role as a leading bank in Australia and globally. Westpac has poached National Australia Bank chief financial officer Nathan Goonan as its new chief executive, Anthony Miller, reshapes his leadership team six months after succeeding Peter King in the top job. From Westpac’s Anthony Miller to Commonwealth Bank’s Andrew Hinchliff, the Wall Street giant is well represented on Australian bank executives’ CVs.</p>
<p>Westpac chief executive Anthony Miller has lost his head of retail banking, the most important division in the Sydney-headquartered bank, with Jason Yetton announcing that he will be leaving this year. Some further encouraging inflation (admittedly at the producer level, not consumer) data for the Reserve Bank of Australia. Australia PPI (Q4) ++0.8% q/q expected +1.0%, prior +0.9% For the y/y +3.7% &#8230;</p>
<p>Includes a breakdown of beneficial ownership of ordinary shares by investor type and domicile. CompaniesLogo is neither affiliated nor sponsored by companies whose logos are displayed on this site, the logos belong to their respective copyright holders and are displayed solely for editorial and informational purposes. As Westpac&#8217;s head of historical services, Kim has responsibility for managing the bank&#8217;s corporate archives – the largest privately held archives in the Southern Hemisphere. Having commenced her career in media and journalism, Kim found her passion in historical research and documentary heritage and, prior to joining Westpac in 2015, has held a number of archivist and research roles, and was President of the Australian Society of Archivists. This logo was introduced in 1974 by Westpac’s predecessor the Bank of New South Wales, commonly called The Wales.</p>
<p>Westpac Banking Corporation provides various banking and financial services in Australia, New Zealand, and internationally. The company operates through Consumer, Business, Consumer and Business Banking, Westpac Institutional Bank, Specialist Businesses, and Westpac New Zealand segments. In addition, the company provides corporate and institutional, transaction banking, financial market, corporate and structured finance, trade and supply chain financing, and industry specific banking and treasury services, as well as online banking services. It serves individuals; small, and medium enterprises; commercial and agribusiness; and private wealth clients; and corporate, institutional, and government customers. The company was formerly known as Bank of New South Wales and changed its name to Westpac Banking Corporation in October 1982.</p>
<ul>
<li>The company is committed to promoting economic growth and stability by providing clients with the tools and resources to achieve their financial goals.</li>
<li>Westpac Banking Corporation was founded in 1817 and is based in Sydney, Australia.</li>
<li>The brand supports the financial well-being of individuals, families, and businesses through a wide range of banking and financial services.</li>
<li>Westpac’s story reflects its longstanding presence, focus on innovation, commitment to sustainability and community, and efforts in financial education, solidifying its role as a leading bank in Australia and globally.</li>
<li>These colors enhance the logo and other brand elements, creating a more dynamic and engaging look across media and platforms.</li>
</ul>
<h2>The Australian gallery that made art fun turns 20</h2>
<p>The color red shows the brand’s strong presence in the financial sector and symbolizes energy, stability, and vision. This simple and bold design makes the logo easily recognizable and memorable. Goonan joins several other Goldman Sachs alumni at Westpac, including Miller, head of institutional banking Nell Hutton and Paul Fowler, the head of business banking hired from Commonwealth Bank last month. Westpac Banking Corporation, often just called Westpac, is one of the top banks in Australia and a big name in financial services in the Australasia region. Paul Fowler, who has been leading business banking across regional Australia for the Commonwealth Bank, has defected to a big four rival.</p>
<p>Westpac employs 36,849 full-time equivalent employees across its operations and is headquartered in Sydney. It serves individuals and consumers; small to medium businesses and commercial and agribusiness customers; high-net-worth individuals; and corporate and institutional and government customers. It offers products and services for various financial needs, from everyday banking to financial planning and wealth management. The company is committed to promoting economic growth and stability by providing clients with the tools and resources to achieve their financial goals.</p>
<ul>
<li>It offers products and services for various financial needs, from everyday banking to financial planning and wealth management.</li>
<li>The Australian bank-owned brand has a strong presence there, offering a full range of banking services such as savings and current accounts, loans, credit cards, and investment services.</li>
<li>The new name was used for the first time in the emblem, formed from the merger of “western” and “pacific.” There are no other verbal designations.</li>
<li>Includes contact details for Link Market Services, manager of Westpac&#8217;s share register, for ASX and NZX listed shares as well as for those securities delisted from the Tokyo Stock Exchange.</li>
<li>Westpac has poached National Australia Bank chief financial officer Nathan Goonan as its new chief executive, Anthony Miller, reshapes his leadership team six months after succeeding Peter King in the top job.</li>
</ul>
<p>The name reflects the brand’s focus on this area and its promise to meet the financial needs of people and businesses. Combining these words, the brand highlights its strong ties to the Western Pacific in providing regional banking services. The logo is a red symbol with three multi-directional stripes forming a stylized W.</p>
<div style='text-align:center'><iframe width='564' height='319' src='https://www.youtube.com/embed/PcC26_CZ9Mo' frameborder='0' alt='what is the symbol of westpac banking corporation' allowfullscreen></iframe></div>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/share-information-registries-investor-centre-2/">Share information, Registries, Investor Centre</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://onlinenursingdegreenow.net/share-information-registries-investor-centre-2/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Inflation: What is it and why does it affect the cost of living? BBC Newsround</title>
		<link>http://onlinenursingdegreenow.net/inflation-what-is-it-and-why-does-it-affect-the/</link>
		<comments>http://onlinenursingdegreenow.net/inflation-what-is-it-and-why-does-it-affect-the/#comments</comments>
		<pubDate>Thu, 16 May 2024 10:46:44 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=92527</guid>
		<description><![CDATA[<p>Explore solutions to challenges that low- and moderate-income communities face. Network with community development practitioners and policymakers from across the country. Because of inflation, we talk about values in “real” and “nominal” terms. As a general rule, the price of Treasuries moves inversely to changes in interest rates. Visit the...
<p><a class="more-link" href="http://onlinenursingdegreenow.net/inflation-what-is-it-and-why-does-it-affect-the/#more-92527">Read More</a></p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/inflation-what-is-it-and-why-does-it-affect-the/">Inflation: What is it and why does it affect the cost of living? BBC Newsround</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>Explore solutions to challenges that low- and moderate-income communities face. Network with community development practitioners and policymakers from across the country. Because of inflation, we talk about values in “real” and “nominal” terms.</p>
<ul>
<li>As a general rule, the price of Treasuries moves inversely to changes in interest rates.</li>
<li>Visit the IRS website for more information on the limitations and tax benefits of Traditional and Roth IRAs.</li>
<li>Federal Reserve policymakers evaluate changes in inflation by monitoring several different price indexes.</li>
</ul>
<p>Cost-push inflation occurs when the prices of goods and services increase due to increased production costs, like higher wages or raw material costs. Hyperinflation is the rapid increase in prices, categorized as an increase of 50% or more. Hyperinflation is dangerous because of the amount of uncertainty it has on the economy.</p>
<p>For purposes of this section, Bonds exclude treasury securities held in your Jiko Account, as explained under the “Jiko Account” section. Individual Retirement AccountsSelf-directed individual retirement accounts are offered by Public Investing, a registered broker-dealer and member of FINRA &amp; SIPC. Information about retirement accounts on Public is for educational purposes only and is not tax or investment advice. Visit the IRS website for more information on the limitations and tax benefits of Traditional and Roth IRAs.</p>
<h2>Different people buy different things</h2>
<p>Pay a high enough rate and banks won&#8217;t bother making external loans. When the Fed&nbsp;talks about “raising rates,” this is the rate it&#8217;s referring to. The Federal Reserve uses interest rates to influence the economy. While the injection worked to keep the economy out of a recession, it came with inflationary consequences. This $5 trillion stimulus package was primarily deployed in 2020 and 2021, increasing the money supply by 25.7% in 2020 and another 11.4% in 2021.</p>
<h2>Money blog: Blow to borrowers as interest rate predictions shift</h2>
<ul>
<li>And right now, with huge amounts of stimulus being poured into economies all over the world to keep people and companies afloat throughout the pandemic, people are more worried than ever.</li>
<li>On the other hand, inflation can pose a bigger risk to the health of an economy as a whole when it’s not managed properly.</li>
<li>If your weekly grocery bill is $200 and there is inflation for all the products you normally buy, then the $200 you normally use for your grocery bill will not buy you the same number of goods you&#8217;re used to.</li>
<li>Inflation is the increase in the prices of goods and services over time.</li>
<li>T-bills are subject to price change and availability &#8211; yield is subject to change.</li>
</ul>
<p>Independent financial research firm Fundstrat&#8217;s head of research Tom Lee said on CNBC in March that corporate greed was a key driver to inflation. The three types of inflation are hyperinflation, inflation, and disinflation. Do not confuse deflation with disinflation, a decrease in the inflation level from the previous year. Purchasing Power is the real value of money expressed in how many goods and services it can purchase. Banking services <a href="https://forexbroker-listing.com/fxprimus/">fxprimus review</a> and bank accounts are offered by Jiko Bank, a division of Mid-Central National Bank.</p>
<div style='text-align:center'><iframe width='568' height='312' src='https://www.youtube.com/embed/gqHCr6LPDVE' frameborder='0' alt='what is the definition of inflation' allowfullscreen></iframe></div>
<h2>Explore data</h2>
<p>This indicates a healthy and growing economy since consumers are purchasing products and producers are making products. This, inevitably, will cause prices to rise by a small amount each year. However, when inflation spirals out of control, it can pose problems for the economy. When deflation occurs, the general prices are decreasing in the economy. If you know that your purchasing power will increase in the future, then you will save your money so that you can purchase more goods in the future.</p>
<h2>Speech: Calgary Economic Development</h2>
<p>Prices are changing all the time, but we don&#8217;t say there is inflation every time we see a price increase. Instead, we say there is inflation when the prices of&nbsp;many&nbsp;of the things we buy rise at the same time and then&nbsp;continue to rise. Explained another way, inflation is&nbsp;ongoing&nbsp;increases in the general price level <a href="https://bigbostrade.com/trading-signals-software-things-to-consider-to-get/">trading signals software</a> for goods and services in an economy over time. Using an internationally agreed framework, we carefully collect the in-store and online prices for over 700 items. These are representative of the goods and services that consumers typically spend their money on. Prices of these items are collected physically in 141 locations by around 300 people across the country.</p>
<h2>Broad increase in prices</h2>
<p>The inflation rate is the amount by which things are getting more <a href="https://www.forex-world.net/blog/forex-day-trading-forex-day-trading-tips/">Forex day trading</a> expensive. So say inflation has risen in the UK, and now your sweets cost £1.40 instead of £1.20 and the brand new game costs £6 instead of £4. This means it will take you twice as long to save up for the game than before inflation. When inflation is high, it means the cost of living is high and food, travel, household bills and clothes are more expensive. Inflation &#8220;eats into the pound in your pocket, affecting the price of your food shop, your mortgage, the size of your pension pot,&#8221; he said. New data has shown that there&#8217;s been a sharp fall in UK inflation down to 4.6%, the lowest rate for two years.</p>
<p>For example, a fall in the rate of inflation may be because prices of goods and services are increasing at a slower rate than they were. During periods of high inflation, companies typically pay more for materials, which decreases their margins. One way for companies to offset losses and maintain margins is by raising prices for consumers. However, if price increases are not executed thoughtfully, companies can damage customer relationships and depress sales—ultimately eroding the profits they were trying to protect.</p>
<div style='text-align:center'><iframe width='561' height='311' src='https://www.youtube.com/embed/3PS4rrIvlqg' frameborder='0' alt='what is the definition of inflation' allowfullscreen></iframe></div>
<p>However, high inflation, in general, can signal a more volatile stock market. As mentioned earlier, inflation can have a few benefits for certain businesses and possibly investors. On the other hand, inflation can pose a bigger risk to the health of an economy as a whole when it’s not managed properly. However, if controlled, low and steady inflation can be seen as good for the economy.</p>
<p>Bonds with higher yields or offered by issuers with lower credit ratings generally carry a higher degree of risk. All fixed income securities are subject to price change and availability, and yield is subject to change. Bond ratings, if provided, are third party opinions on the overall bond&#8217;s credit worthiness at the time the rating is assigned. Ratings are not recommendations to purchase, hold, or sell securities, and they do not address the market value of securities or their suitability for investment purposes.</p>
<h2>How can I protect myself from a recession?</h2>
<p>For example, if the United States experiences 2.5% inflation in 2022 and 2% inflation in 2023, disinflation occurred. The issue with disinflation is that it could be a precursor to deflation. If the inflation rate keeps declining year after year, it could continue until there is deflation in the economy.</p>
<p>The big caveat to Keynes’s approach emerged in the period following WWII until the end of the 1970s. It had no viable response to “stagflation,” in which high inflation coincided with slow economic growth. This second basic approach to inflation, a key tenet of John Maynard Keynes’s theory of economics, claims that aggregate demand influences output and inflation. One of Keynes’s aims was to devise a way in which an economy can pull itself out of a recession. Higher interest rates make it more expensive for people to borrow money and encourage them to save. A low and stable rate of inflation helps to create a healthy economy.</p>
<div style='text-align:center'><iframe width='569' height='317' src='https://www.youtube.com/embed/AUOsZC-tFpE' frameborder='0' alt='what is the definition of inflation' allowfullscreen></iframe></div>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/inflation-what-is-it-and-why-does-it-affect-the/">Inflation: What is it and why does it affect the cost of living? BBC Newsround</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://onlinenursingdegreenow.net/inflation-what-is-it-and-why-does-it-affect-the/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>What Is NAS100 In Forex Trading</title>
		<link>http://onlinenursingdegreenow.net/what-is-nas100-in-forex-trading/</link>
		<comments>http://onlinenursingdegreenow.net/what-is-nas100-in-forex-trading/#comments</comments>
		<pubDate>Tue, 26 Mar 2024 16:49:42 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=89114</guid>
		<description><![CDATA[<p>However, as with any form of trading, there are also risks involved, and it is important to have a solid understanding of the market and to use proper risk management techniques. In conclusion, trading the NAS100 in forex offers several benefits, including diversification, market transparency, leverage, and flexibility. However, it...
<p><a class="more-link" href="http://onlinenursingdegreenow.net/what-is-nas100-in-forex-trading/#more-89114">Read More</a></p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/what-is-nas100-in-forex-trading/">What Is NAS100 In Forex Trading</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p><img src="data:image/jpeg;base64,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" width="601px" alt="what is nas100 in forex"/></p>
<p>
<p>However, as with any form of trading, there are also risks involved, and it is important to have a solid understanding of the market and to use proper risk management techniques. In conclusion, trading the NAS100 in forex offers several benefits, including diversification, market transparency, leverage, and flexibility. However, it also carries risks such as volatility, market manipulation, technical analysis challenges, and overnight risk. Traders must carefully consider these factors and develop a well-rounded trading strategy to navigate the forex market successfully. As with any form of trading, education, practice, and risk management are essential for long-term success in trading the NAS100 in forex. In conclusion, trading the NAS100 in forex can be a rewarding endeavor if approached with the right knowledge and strategies.</p>
</p>
<p>
<h2>How to Trade NAS100 on MT4</h2>
</p>
<p>
<p>Current affairs and economic events often have a strong impact on the NAS100. Therefore, to make the right trading decisions, traders need to stay on top of the latest earnings reports, geopolitical events, Federal Reserve announcements, and other news related to the economy. Thirdly, trading NAS100 in forex allows traders to take advantage of leverage. Leverage is a tool that enables traders to control a larger position with a <a href="https://forexanalytics.info/financial-intelligence-revised/">Financial Intelligence, Revised Edition</a> smaller amount of capital.</p>
</p>
<p>
<p>With its charting capabilities, technical indicators, and expert advisors (EAs) for automated trading, MT4 is a go-to choice for both novice and experienced forex traders. Its flexibility, customizability, and availability on various devices make MT4 an indispensable tool for navigating the dynamic world of forex trading. It’s important to keep an eye on market news and announcements that can impact the NAS100 index. For example, earnings reports from major companies in the index, economic data releases, or geopolitical events can all affect the index’s value.</p>
</p>
<div style='text-align:center'><iframe width='562' height='318' src='https://www.youtube.com/embed/Hn3z412-lcM' frameborder='0' alt='what is nas100 in forex' allowfullscreen></iframe></div>
<p>
<h2>Economic Data to Watch Out for in Q4 2021</h2>
</p>
<p>
<p>As with any financial instrument, traders should do their research, develop a trading <a href="https://forexbitcoin.info/how-to-buy-empire-token-your-growth-engine-for-all/">How to buy empire token</a> plan, and use risk management techniques to maximize their chances of success. When trading NAS100, you can use a range of different strategies to try to profit from price movements. Some traders prefer to use technical analysis, which involves using charts and indicators to identify patterns in price movements. Others may use fundamental analysis, which involves analyzing economic data and news events to make trading decisions. Trading the NAS100 index involves speculating on the direction of the index’s price movements.</p>
</p>
<p>
<ol>
<li>However, the NAS100 index can also be highly unpredictable, and traders must manage their risk carefully.</li>
<li>Some investors may also prefer buying the index instead of investing in the individual components.</li>
<li>Any references to past performance and forecasts are not reliable indicators of future results.</li>
<li>You should read and understand these documents before applying for any AxiTrader products or services and obtain independent professional advice as necessary.</li>
</ol>
<p>
<p>When you trade the index using CFDs, you can speculate on the direction of the underlying instrument (the NASDAQ 100) without owning it or any of its constituents. You can make use of leverage and you will have the ability to go both long and short. As the Editor-in-Chief at Forex.eu.com, he ensures that every review and guide is meticulously crafted and top-notch. His leadership and dedication bring you unparalleled insights and the best forex content available.</p>
</p>
<p>
<h2>How to Trade Nas100 on MT4?</h2>
</p>
<p><img src="data:image/jpeg;base64,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" width="609px" alt="what is nas100 in forex"/></p>
<p>
<p>Always practice responsible risk management by setting appropriate stop losses and never risking more than you can afford to lose. In conclusion, trading NAS100 on MT5 for forex can be an exciting and potentially profitable venture. By following the steps outlined in this guide, you can gain access to the Nasdaq  100 index and capitalize on the performance of prominent US technology  stocks. Developed by MetaQuotes Software, MetaTrader 5 (MT5) builds upon the success of its predecessor, MetaTrader 4 (MT4), to offer an enhanced trading experience.</p>
</p>
<p>
<p>In this article, we will take a closer look at what NAS100 is and how it works in forex trading. For one thing, it is usual for forex traders to diversify their trading portfolio by investing in other assets. Although forex is their primary focus, it is vital to spread risk by speculating on other financial assets. In addition to trading currencies, many forex traders also trade the NAS100 by way of Contracts for Difference or CFDs, and exchange-traded funds or ETFs. Firstly, it <a href="https://forexarena.net/axi-a-complete-exchange-brokerage-platform-review/">axi review</a> provides exposure to some of the largest and most influential companies in the technology sector. This can be appealing to traders who want to participate in the growth and fluctuations of these companies without directly investing in individual stocks.</p>
</p>
<div style='text-align:center'><iframe width='561' height='311' src='https://www.youtube.com/embed/8V4Fc3FN0b8' frameborder='0' alt='what is nas100 in forex' allowfullscreen></iframe></div>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/what-is-nas100-in-forex-trading/">What Is NAS100 In Forex Trading</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://onlinenursingdegreenow.net/what-is-nas100-in-forex-trading/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>LimeFX EU Reviews Read Customer Service Reviews of LimeFX eu</title>
		<link>http://onlinenursingdegreenow.net/limefx-eu-reviews-read-customer-service-reviews-of/</link>
		<comments>http://onlinenursingdegreenow.net/limefx-eu-reviews-read-customer-service-reviews-of/#comments</comments>
		<pubDate>Tue, 22 Aug 2023 15:51:27 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=88226</guid>
		<description><![CDATA[<p>We may also receive compensation if you click on certain links posted on our site. While compensation arrangements may affect the order, position or placement of product information, it doesn’t influence our assessment of those products. Is our leading content maker and head of the content department. For Adam, trading...
<p><a class="more-link" href="http://onlinenursingdegreenow.net/limefx-eu-reviews-read-customer-service-reviews-of/#more-88226">Read More</a></p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/limefx-eu-reviews-read-customer-service-reviews-of/">LimeFX EU Reviews Read Customer Service Reviews of LimeFX eu</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p><img src="data:image/jpg;base64,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" width="608px" alt="LimeFX complaints"/></p>
<p>
<p>We may also receive compensation if you click on certain links posted on our site. While compensation arrangements may affect the order, position or placement of product information, it doesn’t influence our assessment of those products. Is our leading content maker and head of the content department. For Adam, trading is not only a job but also a passion for more than 5 years. He has many years of experience in the financial sector and honestly admits that he is in love with his job.</p>
</p>
<p>
<h2>LimeFX Review Details</h2>
</p>
<div style='text-align:center'><iframe width='568' height='316' src='https://www.youtube.com/embed/Nwqrl9QiTTI' frameborder='0' alt='LimeFX complaints' allowfullscreen></iframe></div>
<p>
<p>LimeFX operates as a brand of Notesco Ltd which is registered in Bermuda. You can withdraw funds from LimeFX by logging into your account and submitting a withdrawal request. LimeFX offers several withdrawal methods, including bank transfers, credit/debit cards, and e-wallets. Withdrawal processing time may vary depending on the chosen method and the time of day the request is submitted.</p>
</p>
<p><img src="data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEABALDBoYFhsaGRoeHRofIiUlIB8iIiUnJyUlLicLimeFXS0nLS01PVBCNThLOS0tRGFFS1NWW1xbMkFlbWRYbFBZW1cBERISGRYZLxsbMFc/N0JXV1dXV1dXV1dXV1dXV1dXV1dXV1dXV1dXV1dXV1dXV1dXV1dXV1dXXVdXV1ddV1dXV//AABEIAWgB4AMBIgACEQEDEQH/xAAbAAABBQEBAAAAAAAAAAAAAAAAAQIDBAUGB//EAEoQAAEEAAQDBAcEBwUGBgMBAAEAAgMRBBIhMQVBUQYTYXEUIjKBkaGxQlLB0RUWI3KS4fAzNVNiggdzorLC8RckNGOT0kVUg0P/xAAaAQEBAQEBAQEAAAAAAAAAAAAAAQIDBAUG/8QAMxEAAgIBAgUACgIBBAMAAAAAAAECEQMSIQQTMUFRBRQVIjJSYXGRoYHBQiQzNNGx4fD/2gAMAwEAAhEDEQA/APP0IQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEKTuj4IEJ8FvRLwS0RoT+6Pgjuj4Jol4FoYhSdyfBHcnwTRLwLRGhP7o+CO6PgmiXgWhiFKIDV6KfC8OdKHHOxobvmJH0CjhJdgmmU0KV0BBqwfEWk7o+CaJeBaI0KQwnwSd0fBNEvAtDEJ/dHwR3R8E0S8C0MQpDEfBIIj4Jol4FoYhPMRTjhyBrQTRLwLREhSCBx21tSuwLgLcWjwJN/RXRLwTUishPMZSZCppZbGoTxGTsl7k86CaGLRGhPMZ8EhZ4j5ppYsahLlSujIU0sWNQnxxFzg0bk0E+TDFpILmmjVgki00stkKFM7DVXrNPx/EJohPgrpZLRGhPdERyTcqlMoiEtJQ20oDUJ7465g+V/imKAEIShpSgIhKWpEoAhCUtpAIhCUBAIhOydaCbSAEIQgBCEUgBCEIAQhKAgEQikoaSrQLCc3YpcqUN0K9pxsjQikIB3NJy96LimeFXjkgGpwbW/wAEA0kKAUutIHICQqAEqQJQhRXbppTnblNKEBBQEuUmqQo0qSOO9To3mfyShoBr2neG381IY9Lkd7kojYs7ow6oQSK3cNb8E3uPtPd7uaa6etGCh15pkLHSPDRqSUVIO3v0JXT5WjIK8earOcXHWyVpY/ACJjMzgXncDkqTo3ZQ7LTdgQNCfPqo9xGkRV1TmAE9B1OqWSJzAC5pAdtY3UZcVmzY4k+fyT2UCM3s8wDShCUq2QdLRcS2gOQtMy+XxQAgrJQDD0Uk0ZABINHmorUsjzQFmk2BG11GwSD4KSOsp8CD+CjzKSGiSK3CgYS+yPNRDzVjKCCL10pQOjIOoVkt7JFi24agmkd9ftNB91fRDGE8k/ua0c4LNNltETq6UPBK0XdH5JfVHW0ufpoooqy2KyJx6fFNdDR5nyCayQhwdoa5HUJC69dvJZtDcWjyafgkIPQ/BJnPU/FGc9T8VmyhkPQ/BL3Z6JMx6lIoUcY63I+qUhvUlRpUAuYcgPqgvJTUIAQhCgBCEqAErgkAUjmabrSVolkaEtJwKKIG5CpIowTqUy05r6W46UyOx0oAOg+KSMpsj7SN6nZacve2FbFjMntdoVEU4ez713OTQ6kham2pWdXaD5nyQDQwkk8huUE6UE+SXN4DkE0t0Qgy0hCcWppQoiKTuSFCjUo3SUlbugB25SJ7G5nAdSr2KwsLHWHHJWg5uP4BS96HRWU8PCHOAJyt5mrUr42t0JodOZ802TFE6NAaPDdVytdCbvqSunrRgyj5qJxSJasqWVJIRSNOWiDRTCa2+KS1Cj3vLhqbTRKQAL0Gw6IOjVGowiy50k7hqXu5Dp5JmJwr4nZXijV0pcBxB+HLiyrIqzyUc+JfK7NIcx6psW3ZC0KeTCSMyB7Swu2z6BMjB3bdgivMKXEmWV2aVznO6uNqOL7FtdyqUisx4Uk8/cCU+fBujALmOHnorpZnWroq92cuatLq097Sa0UkTbNeq0dSt79XXPwweHkyEZg2q0rYDqpsupW9znO6PkpoI2A2X+tdUBvami4TK4gaAmqvTr+SuDg8xjzlmYk3pv4g9PJVHOWSK2bMt+UHYlK2YkVtXOvqrGKwTmnVrhr0+ShdhiQSNK68/BG2VOLRDIfvfEJGx3tr9VO2Kg3NqDyv2fPomRNoktAd4Hl4qM2mQSgWauvHdNbuppDqQ7X6pjWi9CubjuasiKsMxZbGWBrdd3Vr8VE5mvP4JMixTRbEcE0K5gjECe+Bc2tA081FMWF7iG5W8gDt0Rx2sie9ECE8geKQhZo0OyDLebX7tJtaIIHVPa0UdVpKyWRJU6vBKEURY0NRkUzKvVNMgWtKXUlsaI04RpplKRpJS49huTujACY94pMkOqTKVXLwRLyNtBKEi5GxUBIlQDnJqcTomrU+pEW5WgOIBBrmNik+z70gT7oab9V6kcmFBu+p6fmmOcSdUloVAJ16JqXkEBILq6NdUaFBncWBl+qDdKNCUPLE0hSGg1pDrcbsVt0To2XqTlHUqLcPYgCsRwagvNDpzPuT2uG0Y83n+tFHdHQ2ebvyVM3Y90oZ7IF/1uqrnEmybJQktRmkqFaNQtzGOwkUBjj9aVzRr0KxoITI9rG+040FLj8GYZMhIJoE1yvksNq6N6XVlZo1SkoGgKAwnYErZCTBYR08zIWVne7KL0F+K6IdgMd96D+N3/1VDsvHWPw2xPeDbWt16tjcU2CJ8r7yMaXOrU0FxnJp0jao85PYHHVvB/G7/wCqmZ/s9xHdnM+PvOQDjlHjdLe/X7BdJv4P5o/8QMD/AO7/AAD81hubKqRz47AYobmJ3/8ARw/6Uv6jYweyMOP9bj/0ro4u3GEeaa2Yn9z+ald2xwo3Ev8AD/NdE8nZGHpWzZy/6j48/bhHk8//AFVnD9h8Q3V5jeemdwH01W3+u+D/APd/h/mnHtphBu2Uf6P5pryLsZag9rM13ZnGgER9xGPAm/jSyZewmOc4nPE6+bpHX/yrpZu3WDYacJb39gfmo29vsETQExPgz+akpzfUY8UI7LimeFXnhHYGVsmfFOjLRqGNcTmPia2XTzcHcXNc0gFvQ/JPZ2ghIByyDS6LRf1SM7RQuBOWShzLR+a5NtnWkUeI8BmkZbO7Eg1BJ0vx0Wa/s3jnA2YQSN2yObre+g8lp/rrhdPUm1uvU6b81L+tuGsANkJIvRoPK976LSlJHOWOEnbMlnZvHWzM+M5TzeT4E6tVWTu2vkgxDGCRrszntOg2Ir5Lt8Di2zLimeFXlZeR4sWKNWvP+P4sfpDFsfo0ChoDvGLPxIWo5He5xycNFrbYixvD2ZTK1wMbtgL0JG3vorFOBJdegHzV/wBdoDS/MzXKBeUAVRvbqkLimeFXz8TOM6ife9FejMeXBqytt2ym7DvNaRmut6pnoHOmjyJV9C4+uZD6Xsfhvr+ShLg3O5MPjrai/Rr/APL81qIUfFZGaXojh15/Jljhz/8AIg8Pkrdq1ELPrOQeyeH+v5MocOk6tSHhb+oWshPWZl9k8P8AX8mT+i3dW/Ep7eHvA3atNCq4qaJ7J4f6/kyjw2Tq1N/RknVq10KPiZsvsnh/r+TI/Rb+rUfot/Vq10Kc+Y9lcP8AX8mR+i39Wp44a8DTL8StRCq4iaJ7J4f6/kyhwx/VvzVWaMtcWncLfWJjz+2f7voF2w5pTdM+f6Q4LFw+NShd2VSkSoXc+QIlSIUA+9ExPYLSELpLomRFgnolOwTU47Bek5DUISoBEvRCDyQoic1pOyc1o5/Aboc7lsOgVJYoobes75JHH7xs9AkLzVcky0sg4v8AcOiVjtUxOaCsuSXUtWLYKC1NISketQN+Oyikn0LpaJsHOYZGyAAlu1pcVM+d5kfVnnsFG2QN8T8lIKcLcNtze/QLVGbJcLPHGxwczOXDQnl4qo+a+SdKCdlc4hw6KFjQ2YSSk6gbAUjZEldlzsnjXNxWHibQDpRempHmvRO0/wDd+K/3TvovMezH944X/eBendp/7vxX+6f9F58nxHZdDg+w/AmYyVz5hmiir1eTnHYHwXcPxvD45hhCIg/QZcgoE7Amqtc//szlGTER8yWuHiKr+vNUO1eFmw/ERK1oyveHscfZzCgWk+75rTWqTTJdLYvdq+CMw7mywNysfYe0cncq+a3OGcKw+DwwlmDS4NDnvcLrwCzMbxh2IeyFxa2sr7aLvcFuvJanbJrzw2URglxyUBv7YRybSizKgtTkOZFgeJROyNa6tMwblc08ivNOKB0E0sJOsbnNvw/mtzsbx+HB98Jy4ZstUCdib8t1l8akbicbLJHZZK9uSxV2APqtRTTa7B092ehdn+Ew+g4fvIWOeY2klzQTZF7+9UOI8Hw8eO9ILWNa2IZWgAAOsgu89lr8SxIw4wjBs6Vkfuyn8gsT/aFhc8cD8wbTnNNnexYFc9lxXU2zS7N4iDFRSPY2wHlpzN1ugo+07WQxtkoNYLsAb7Uqv+zxgbhJQDZ703pscrdFZ7Xh0mCa+IZiHscNL0On4qPqOxU7F8NY+GWeWNjjLJbQWg5Wgbaqr28wzI+4EbGMJ7z2RX3ei3ey47vAxlxsvcTsBq55Wd25hL+4oXWf/pW4LVOjGSWmFmr2XeTgICbvKbvU3mK4jtKxp4hiS5oNOadzr6jdDXl813XZ1gbgoQDdNP8AzFclx6aNmNxBezMQ4FozVuxuhFf1az3ZrrFGBBJfqlpBaKaaIFXf4qZShzXRl2aLNYFNNuIrf5qJeDifjP1Xoj/j/wAs0+BcJ9Llc3Nla1tkgX5BS8f4H6JkIeXtdYsiqI5Lb7PMGF4fJiHbuBd7ho0f11UkxOO4LimeFX3kaL/1N3+P4qrGtH16nGfGZFxGq/cT0nELocd2cbFhPSBKScrTloVrX5rnl3nGf7rP7jPwWMcU07PVxuaeOeNRdW9/0cGnRtzOA6kBNUmH/tGfvD6rkj3ydJnWfqWz/Hd/CEfqZH/ju/hCudrWSOw7BGHF2cezd1R6LkfRcX9yf4PXpmoxdaT4XDSz5oa3lr8EvE+FiDFtgDy4OyetX3jS3f1LZ/ju/hH5rmMKXekRZrzCRgN3ftDRdb21eWwRZSR6/I19krMFFpyaO/ESzxnjxRnu+rK8nYsUck5vxbp9Vgfot7cU3Dy+qXOAsa6HmFLwLGzNxUQa9xzOAIJJBB3W324aAIHjR9uF860RqMo6kugjkz4sywzlepbPwL+pjP8AHd/CPzR+pbP8d38I/NctDiH52+u7cfaPVdn2weW4RpBIOcbGuRWo6Gm66HHN61jyQx8z4voZPFezDMPA+USlxbWlDmaTOH9no5sH35kcHU80Kr1b/JYLpnkUXOI6EldvwP8Auv8A0yfUrMFGcuh14mWfh8Sudty6/Q4VYmP/ALZ/u+gW2sTGk9+6vD6BXhviHpj/AGY/f+mViElJ775pi9rW5+bCvFLokQoUkjdyATXWljKV1rr1iZ7khNpTsE21Z9GuEyWAAQK5kruc2V7SgXoNSnti5k5R1P4BT4cvFvhbqzUv5jx8EoNkYwxGshyDp9o+QTJHC/VBA8d0x7i4kkkk7kpECXkdnNVyTbSJbQopQAkKnw8WYgfHwC55J6VZqMbYxun5pXGhpv1C28P2ee5ocDlvYGwaV7B9nspuSj0HJeF5L3PSsbOSlc86lprrSiZuvQ34VpblLRXSlzPGeFNYC+MVW4UjksssTW5ld1TM9jeq5+ddExzy4gfAJjTogeC+hBtx3PI1uTytLHOa+w4cvzSCQBtEann4JJn24ucczj1/FW+F4ATlz5CWLimeFXrMRuSdmjxWm0t2RKyfsyB+kMLX+IPxXqHHos+CxDPvRuHyXIcBhw7cTDkgDXB4pxcS7zXYcf8A/RYitP2bvovNrU5Kjbi4o87wuLdhHsMDvYOtig7WjpzC7vDYjDcVwpa4BwPtsJ1Y7z/Fc/wLgkeNbK6QvblkFUR0B+qzeFyHCcVMcbjlEojrSy0nYjn5r05FGT26o4YrSt9yPE4A8NxsbZnucwuPduOxBFAnxGxXe8fxDYsI57trYPeXAD6rD/2jRNOGgf8AabMAD4EG/oFe7a/3XKRrXdn/AI26rzt6qO6VHmfEI3wzO7yiXEuBB0IJ3Cs9m2GXHYZm47xpPkNfwXVf7P42SnEOeO8NR2XgGj62gJS8Jw7D2gxNCu7twAGnsge7ddHLqiV3L3bFxdPhGB1FpdJ5kFtD6qz22g73h5cADkcx48ro/Iq7xLheFxEgdMQXBhbWaqB126+Kl4lh2vwUkbTY7shp32GnnsuN9C11MbsAwDCyUQbk5bew0KYt77hD26uLGuGm9xuOn/CmdhmMbh5RGbHea7jXI2xR1Vzs/APR5YiHBud+p0Bzblvhuje4XQGDuoMBETRLmCvJhJ+azu28hHcBvPP/ANK0+JuHpWDb0cSPhX5rI7eYgMOGBA1L9Te2nRbjs0zlJ61KK7P/AKNrs1foMF9Cf+Irke0OCD8XiiQ3V8dG6IOTTfSuvmF1fZU3w+A+Dv8AnK5jjsDXYzEk5hb2DMCCGnKOXU6DXoFjudX0MCLCuYSXCq0uhyNHbxCtYPDmWVkY3c4D81A17XAZfVqw5upPgS7a/wA10XY6BvfOle5oDBTbIGp/l9V48y1ZaP0XA5eVwTn9zouM8MfNhmwQua0DLea9hsNEzs9wqXCskZI5jmuIIy3oao7jyXN9peJufinCORwYz1RlcQCeZ08VW4PxN8WJjc6RxZdOBcSKOiryR1nOPB53w1Wqe9Vv+SLjWD7jEyR8rtvkdQuu4z/dZ/cZ+Cze2kLHCOZjmkj1XUQTW4/FbeWGfCNifI0NLG3TgDoAkY05Iznz68eHI+z3/ijzpSYf+0Z+8Pqux/VrA/4p/wDkasrjXC8PhzCYX5iX6+sDpouTxSjuz6MfSGLK9EU7f0Om49xN2EhbI1ocS4NonwJ/Bc/+ucv+Cz4ldFxPD4fFMDJJBQN6PA1r+azP1awP+Kf/AJGr0T137rPj8NLhYwrNFtnKQS58Ux50Lpmurzfa9A4u7DBjfSg0tzermBOtLj+JYKLD4yFsTrZbCSXA65+q1+2kzHQRZXNPr8iD9krnD3Yys9fEqOfLh02k1/Jq8LgwZHe4ZjNLGZo18tVxfHuJPLimeFX5L2lgZbWsO411vxU/Znivo8+Vx/ZSUHeB5OVztfgmZxiI3NObR4BG/Jykpa8do1gxer8Xpnva91s52H22+Y+q7Xtn/wCkb++36FcVD7bfMfVdl2wmY7CNDXNJzjQEHkVnH8Ejtxi/1OH7nFLpOHdoIosF3DmvL6eLAFa3XPxXNrq+FYDCuwGeRrDLlfqTrYuuaziu9jvx/L0LmJtX2OUWJjv7d3mPoFtrDx4/bP8AMfQLpw3xHm9Mf7Mfv/TIXqNSvCjXul1PzSETgEIAPIIkUVIXJe7PRBjpXcmxO2Ilpd9kGr8U4yVVfNR573TnkX7l6DnQ0uJNk2VJHO5rXNaSA72h1UeiKQAi0ZSlawkgAWSgEtCnxWCkhrvG1YsKugHELp+z2GFF5HILmWCyAASTsF2HC3ZYWjUZr1A2I3C8nFvZHowfEbUbVIbWA+WAaBkziTWcOdv/AEVf4biQNC95GtZrJ05Lx0eqy1Jaysa22m+adj8WHn+1exjbvKPjZKoM7tzh3UshJGz9Q4Jp7hs5uRtOcOnj4qMnVa/FcA1kUcjTmc+yQOWp0WaMO7pS+pj+BHzpNWyNwXQcCIOGcPuy273toFYRYKHrdVPgcc7DvzM1vRwOzh0Ks4ao0IypnUcGj/8AOwnW87dQNOfNdl2jI9AxN7d0/wCi5HgWMjdiILY9jnSABtgi6N8l3s0TZGuY9oc1wpzSLBHQryqDx9To5qfQ877Lcabg5SJT+ylF2Ps1saXXRYrhr3+kNfAZL9uLimeFXv8ANWG8BwY2w0Iv/IE5nBsK0U3DxAb0GBdMk1LddTEY1szjO2fGBiJY4Yx+zZbsxBouqr06fitXgPavC4nDiHFOYyTLkcH+y8bWDt7l0P6Kw/8AgR7V7I26KNvA8IAQMNCAd/UCmpUkzVb2ZknG+G4CFww5iJ1IjholzvEj8VldisfGXYnETva2V7yXXvqbry0C6b9X8F/+rD/AE9vBsK3aCMeTQFG1Q3OB7Yte7EOkY0lsxy2BYIFZR79V0HZri0EPD2QYqVsUjDJGWuNbOOnwK6McPhDcoiZl6ZQo5uD4WT28PE7W9Wg69UvahRz3YfiLBh5RI9gyyuDTtmaAKPj+QV/gsscBlc59McL9Yk7E66+BWjDwbCx3kw8Tb6NAUxwEJFGNleQVuO5ynGba0vY5zG49knE8O5rwY20M1+rdHn8Aq3bWaOd8LGESOAeHNbqRmDS340upHCsOL/YR60fZG42TP0Lhbv0eK97yi/61Ryto1CFJ31ZB2XH/AJCAdA4e8ONrE4lNE3Fzgxlzsws2dDlGo+S62GFkbAyNoawbNAoBef8AaFxGPxOp+zzoD1QuU5NK0dYpPZiY3CxNhzRChn1beoJvcLLViecOa1oA2FnxVdeLLJuVs/Uei1WD+WCEIXI+kCKQhAFIQhAFIpCEAIQhACEIQAhCEAIQhACxscG966z00rwWysTH/wBs/S9voF6uF+J/Y+P6Y/2Y/f8ApjSWVsSo+8HJqcPZ2Cjsr6Emz8ykL3h6fJBc7qm34pFi2aoUnxRyQUrdincDk92qbSSl3syOpGVNRaAWipIJix7XDcG1FmKLimeFXUslF3iHE5MQ4OfWmyqZh0SZvBPibmI005lUlJFjh0wZPE47B7fqu9bEHDlVk++7XF8TgwgLRBI7Ruti7dfyXV8FxjZImkLx8UujPRw0k7LvdUKDfgQkhg9YmtRp1oKw6RoGppVBiCHEMkPh6vq+/mvIesgibT3ANvmar8UyfCtvOGmx4AfipcLOBIM77dqKIq7S46UAFUHI8ZlyFrG6bk/gs1jiTuSpsdL3sxIBPLRNjgdZ0yjxIX08KqCPnZWtTZA4EadERstwGuvRKGD71+QtWoomZbDZO8zbkhrQPPquiRlui+/O10Ra8tfEA0ZSQ7MRy96uO45iYnHvMTKTl0aHE618FQZM1kheHAnUmvW8iPJN4jxTvQ1okJYNdGgesd11lRwjquuxpcH4/iM1zzzEcrcaVnivHp3gCCaRnjnXKOkB+8fMqZkWUF3qigDVnMfClx0Ruzo9XWy+3jONb6z8ZLQ2AcdSrGE7RYgAh+JnN/asrDkxsl/dA2AGyQ4uQgeud+qkoxao2ta3Oo/WdzDpLPJ5uICzn8ex7iS2eUD986LFa1zne1pep108U6TK1xp5eOR1FqRjGKDtuzWPHMfzxUg/1qWDiuNfp6bMXn2WNtxP5LHhjfK9scbczn6ADr5rqIsmBZ3EFGev2sw3vm1vkpOUYroajGTJHN4g1ozYtzT910rs3vACaX46/wD1jwP33n8FSD3XdknQ2HGt9btX4opH7V1rc/8AZeOWeXZI7LCu7LGDZOXNEnEpwTy1A+KXir8RhvXbNipYgNXNkG/jzA9yibHIACWk63oCPcjCTSxEkZuuUh1AXVeXipHiHe6JLCuzIcNx6QuMMk08byMwLnu9TT2Xc6I196c/ASSOc57TI51HPYdm8bScewOeE4mCP2iO8blJc3l6v+Url2MnaaHfBp6B4FFehwjkVnOLlDY6PGTR4WN4pr53igwEeoOpPVUcHhR6I+ejnabFuJFA6rLwOAldPGO6f7Qs5TsDqV2uMwpfh5I8pFtIFAhdIRUVRyy5JKtzj5sTGKLXX1GU6HpfNReltrbfoP5qA4aTQd3J/CVM3DSNLT3TttLa7Qjfkt2jdPy/ySOxLQ7K3N8Bv0TosWNQ4uDqO4b7veq0cMrXWInA/uuKXuZS6y19+EbvyUdDfyy49pDGES2XXoQ4c1DJG/MSHAgC9zqkLJDpkl06NcEyWKQjSJ/j6rtfPRSlQud9SLupuv8AxD801wkG7z5WU/0d4GkTrv7jk0snr2H1+4fyWaib1T8j2QyFgdmIBcADf87U+NwD4Wg9+15J9lrrpUC8kHU7BT4cRNYHuIe+z6hsADrdapSfYjnNdwMbjR7xrbF0XpYJcpOaS9CBVnUqtIczibqz4lJQ6/JSl4LqlXUe6Ug+27+vek789X/xJsgbel/JN06FRrcuqXkkdiHcifiUnpDvvH4pDenqpNfD5I4l1PyL37/vH4lNNneyls9UnvU0kcm+pIxhpRlniFJE3Qpr2i+a21sZXUZl8UUPFCKWKKLp0KVh12SckN3V7gVLaU2lAHM+4BdTI20tp2do2bfmfyR6Q7YaDwFIBRE7mAB1OiXKwbuvwb+ZUJdaEsUTOez7LSPM2mlwP2j8EwpY2guaCaBIBPQXulih7mjSnDbxW/2WxFF0dg8x+KyeKYeKKQNhk71tau8Vd7O8Pe8vlYaLAKH3ieXwC5ZqcNzeL4lR1eJwzpQCHFrm7aAi/EHdMjgxIGsoPuA+hCXCY4O9U+q4bg9U7EZXkHMRXIHdeFHtsoejzPkAkkBaNdG6/G1V4viS2Mgmzt5lXcXj44xYKw8YySZpe0tboSMxokDevH+a3BXJWc8k6Toz3yuDWkvaL+w0ajzTYcQA7RgPi7X5KqWEbgj3J0PtL6Kl2PC4qhXTu11ryACSOQhwO5BvXX5KMoUs1RdeXAOJFZrot87Og5KDDvyuBDWuq9HCx8FJGG5Ac1EWK581FEMtlwOg08+S02RCGQ8qHkp8BEJZQxznNBBNgWdFVdv+SGNsgaC9LOgWbLRNGx0j8jAXuJNADU+5PLcvqkEPDqINUP5qBwLHEB2oNW06e4hICqmRoeRZ6/NNLCNwfKk7DyvjeHLimeFXnjUEVopMW+QvzveHueMxIcD8a2KllOi7O4fucNLi7p5JjhBOxPtO+XyTYYQfWG5v1r15g2rTxXDsIxpy5mF2arolw1r3lSZWgeHXkeV/ELxZpXI9GNbFHEPDK9W76A8uq3exeIL8XIaIHdD5EBZLX240NK5+OlrS7Bu/8xI3nkv5hc47yNS6HcoTJnhrHOOgAJPkAuJHFcS3gzsS6Z/fTS5YbI9UZ6AArXQOXoOB3KFyWC4tJ6S57Jny4SCAnEOcBXegXTTQN/JSYbGYibh82OlmdFbHuhYygGNbeUn7xNc0B1KFxuP4njZeH4fEwOyTNj72VoGj2ggbeOp9xV9vGWzYaXGMkcI2Yey0HQSEGx5jQe9AdGhct2clmLimeFXMRdiJu9bkfLYppDiSGUR92tQoeGYzEnGYvASTOMl3FLYtsfgOZ1CA69CyePcV9AwmcAySWGMDj7Tztaazh+J7kOfipO/NFxGXINbc0Nqqqx1QGwhc5wfGy4/v5zI6LDNc5kTWaEgbyOdufLZZrOMYqfhJlbIWzMMpEgAGZkYskjbXQIDtVFi/7KT9x30XI8V7QTO4dh3Yd+WaTuml4q87vsjx0JPu6rqpIy3DuaXFxDDbjuTW6A8YwOCdM4gB2jL0aTtyVdzKNa+/RWMNiCz2XubbaNEhRsey7dfuq/ovTSOduyGvAfFOPPQfBSy4kO0DcoHIX81G6QdEoqYkibasPnaAMjNerqPwFV9VD3x5UPHmowgyGhum5UrnEjcphRlHAD+qQfCk1BUBLEdTqmvbqki3TpVrsTuMypNEIpYNAEgSgISgBKRCFmwKtCfhLo8MzEFwp50bzWcpHzvLQ0uJaNhegSwMQhjC40BatR4En2jSagViVJFC9/sj38lfZhGjl8VYjsacuSjn4FFSHAgavN+HJdJ2dlAe5vIix7liu1VjBTiJ7HEget8eRXKfvI3F0zqMZw5kuuzuo3WVLwmTYSGvNb8Mgc0EGwU5zF5t0evZnNQcDF3IS6uXJQcfjGVo5a/RdJK2lyfFMQJJH5SCG6UD8StwtsxOlExbcyw1xDTuL39y1eFYR2KDWBjHBgJeQ3I4WdLdz+CoOjJFqZmMlDcoe4DoDS9UZtdTxyja2M+ZgD3Ns6OI+aZSsSxnU5bvmFVXSwW4crQ45xfIagm99QmlgJrM29hqdAPdqoGxktLuQq9RzTVrUSixLFrpQ+WvlySw4GR5AaASdgCLKSHCyvFsie4dQ0kJrswO1EcqOnxVtDcm/Rk10GgnwcE5vC59LZXvb+ajgaXuAL2xg/adoAgOILhnsA+0CaOu48FVRl6hz+HSD7Pnq1OdhJPujqPWaPfVqEy+sLLi29aOp8LQ/EuJOUuDb0BdZA6Wmw9465gvh+HJoZWvjcQQao39AU8NbJEKIBI3B6G6+ZWd2ZxveiXCPd7frRZj9sfZ94VluZjiw2KOg53et+9eHNH3j043sPw0eRxDiBdUb0oFaHYQViJdfsf9QWbO3Ppeo5fzV/gM7MNiHSUXNMdAAjcmz9Fxjszct0dhxXCOnw8kLX5M7S0uqyAd6WZL2cLosHF3oyYVzXAZfbc3Yn5/FN/WyKrMUn/D+alZ2mjdWWN9nkS0fiu+uJy0sWDs61kuLIf+xxQOeKtASKJB95UY7POdhmYR814dlAhrac9oNhrje3kkh7VxOZK8xyMZE23OOWr+6NdSsv8A8R8P/gTf8H5ra36GXsdRhsHke823uy1rGsDaytbenzWVL2Xb6FJhIpO7jkkc9xqzRdYaPKgFDge2sM7JHNikHd5bBy3RvXdSSdr4mmjFIfKvzUb09SpX0NZ+EeIQyJ4jfla3PlvQCtAs/EdnQcVh8THJ3boRRoXnBOub4n4qq3tpEaqCbXYer+ahxnb7DwyvjMMri00SMtX8VVv0I9upo4zs+7EYd0U073v73vGSULYeQA6BaGHgm076UOoVTW5QfE6lcv8A+I2H/wACb/g/NB/2jYf/AAJviz81rSyWasHZ58eHfhY58sD3OOjfXDXHVod8rpXIuDtY3u20IBC6JrK1Gbc34rHw3bqGQE9zI0AXbnMF+G+6h/8AEOC67iX4s/NNDFo0X9mWj0NrHhsWFdmDMt53fecf63W1i/7KT9x30LimeFXxdvcObzRSM00stN+AolVJ/wDaFA5jm9LimeFXLBH2OY800sWjzyLdJSWNDhqvRWxkbSVyErkoAdgm0n/ZTUoBySJ42KQo0BtJUJUoCM3UkoTApZBoqlsZb3IKRSdSKWaNWIElJwCC1WhZEi0JF5jYqEicwWQOppAbGFgDWt01Is+asZUEVXgn0gI6SlKUIBpGiqAEvedd68QFdIVbL67/ADQG3wLijIvUk0aTo69vMLpzI0NzFwyVea9K62uBHik9IeWZO8eGAkhl6ea5yx2dI5KRrcc4yXgshJa06F2xd1roFgZKrLv1Undje9UhYeq1GKRiUnLqPA0SOYCnoIWiDQ2tE2SLMKO2/v6p4CcqQzZcKW6jUK/wPCNcHTPaHBhDWNOxeeZ8AlcrnBHju5WCszJM9c8pFE+5JN0F1LgxjsxDnOscgKAHuTMfhvSYyHV3gaXRv0s1rlPUUopY7OnrDqTXxpS4Vjg7vCCREwnSzemgA8SV5sbeo7SSo5O1YgYDYI1ynr8VEdDRbRG4OnyVnDRF7ZCKAaLItoOvQHdfQjVnnfQ0MDw2PIZZi58d+qwGs1D1iTyA2UeP9Bc39j+zdypzj8bV/CziTClgILmMcCBoaOoP5qHhnZyE4RuKxczo2SOyxtjZmc46/kfguEnLUzUaow4pAHtLXZCK9a9j1XWycRwk0Yc+djZx7Ryuyv8AHbQqrhuyMUmPGHbic0TojI17R6wogZXA7bpnEOA4GAszz4lgL8rnPw72iqNkEjXkpJ6upVsN/ScDRWcOAB2BFm/JWY+M4do9WWueocbJ5DTRJxLs1gIMMyc4uWpWkw/s/aNWAdNOW6xeznD4MViBBNK6LOKY4AEF3Q31XHlI3zGbf6Rwpu5wT5O168kyPiMEjsvfNjYDeYh2nlQsnzSP7GGNkbJZKxU0pZFGKotB1efCtfeFMeyGFkklw0GLc7FxNtzLimeFXppIqwD71ViSGtmZx7jLJQ3D4exh2HfYyO+8VilwJ3WtjeBNi4bBi87s8j3NLCBQouH/AErYb2Ki9Obhu+flOH77NQu81Uu6nSpHOjn8DiO5JcHtFinCzseWyuQ8YYPa+qs8Z7MRQ4L0qCWQtDw0tljLHamtAU3sl2Yj4gyVz5XR5C0CgDd+azJqXVFVroVpeKgn1HNbroSTv1OiyXEEkl9knU66+K6dnY0DATYmSRzZIxKQyhRyOI+ZCczsnhY+4ixWKczEzgFjGstovQAnz05LUZaVSRHv1OWGXT1vkU+UMsU+7F7HQ9F0vD+w7pX4uJ0uWWAgMoeq6xYJ6clW/VTLDhXSueySbEdy9hA9XVwsfD5rXNZNJixvjA1cfKigGI3byDWmmlro+M9lsLhWSky4kujGh7h3dk1oM9VzA3TsP2LjnEE0M5OFe1zpXuoGMtGo/D3JzWNJzsGKEbXBp9rQ21pNeF7KJsjOZKV0EbsT3cTnGIyBrXECyCaul2M3YTDh8kQnmD2sL87ov2fvft7k5rGk44SxdD8UGSOzofit3sz2UbjInySymMZ+7joD13VZ3/rdQcH7MiX0l+JkMMOGJEhAslwuwB7vmnNY0mQHx9PmUplj+6Pmt79WMPJPhBBiu8hxBIvTvGENJ1b7k/F9ko8NFiJ8TK9kbHlkIDRmkOteV18inNY0ox8PNTTlY2vGj9U2SYHdjB/pAUOGYS3/ALJzmH+ivQt1Zx2sf6tHRv1SB4+634Joj8vikazXdq1TLsOL76fBID/VBNyeIStb/mCATT+qUpOiZl19oKdsRrRzSlGZMqoUjo3dU3KevySjVoYlKD+8lP7yUUpoU0LHPc1jWgucaA8VdOKMDJsPJBHnJALiNW10XhOLimeFXK3w6HNIOjdVD3g+635rW4az1M2XKShCy8aJyU7JIz6oVKIQkpPKaoBFXe0Z3e5WVLimeFXHrjxb9CgCkAeqgJTshCMgeSGDXdKa6IYKB8UAoQlSKooItISmPcqQUnQlUzM6KUPYcrhqD+CtuGgCQQRyMeCD3tjK69AOdhVJt0iNpK2WG9oBVugaXcy15aCetUq+K41O4tLf2QabaGXv1JO5UY4bp7bd1dxuAbQaJQ8ADUDn0XRYWuxzeePkzLdOXuLrl3N7v6++kYeN0jg1oslungBzV7B4SFufvY3vJHqFrqynr4q1wuLKTeb1m1qNBra1pkk3Q5kelmTjcNJE4F1gEaOB+IsLb4R2mgbhI8PiY5bhfnikiIDgdevmUziMBMfd2HFxFVqRruVlYzg74XlhN1WoaR8jquOmcknRvXBOrOmPbeE4yLEGGUNjifGRbSSS4EG/csrtBxrDYqLKz0syB1jvZA5g60LWR6AchJzWDVZevvUXor+hU5cvBdS8mtxjjkeIwWDw7WODoG04mqOgGnwWJG4tcCCQQQQRupPRn/dKX0Z3O76UnLl4LqRv8Z7VCXiEGMha4CJrQGPrU2b26gq9+teCilmxUGGlGKlaQczhkBNWfl/2WKOzzsjHd4PWjD6ynS+W6i/QjtaddV9nw81zbSdM0latGlgO0GGdgmYTGwyPbG8va6MgE2SaN/vFW4u2kf6RdinRPEYg7pjWkFw9a7N+9YZ4IczWiS7rXLtfv8VFiuEmN725w4NNZhVHx3Woxc+hmTUeppcW7SNLimeFXAjhmEhxEbrEmmVw/wA2u9fRN7PdoW4PDzx5XGSRzHMIqhlN6rJ9DH3x7tU12FAv19L/AK5rfKl4JrR13Ee28UzMUwRSASxBkY9X1T61k69SoR2pwcxw82Kw8hLimeFXAAaWOGR2U2Cb8dVy8mHa013l+TSrnC+DekvyiTJpoS3f5qPHJDUjWZ2xOXGuLXtmxBYYywimZRQslT4/tqzEMwfeROEkMzJJC2srsoIOXXnaqT9jyxoPpDT/AKD+ax8Tw8R3+0zEbaVaii30DklsdHxrtRhMUyUEYwF7dGd4BGCBpbb2sArM4Zx9sPDcThC15fKba4VlAIAN6+CxGxEmhqVI/D5Rq71ug1+KvLkXUhmFlDJWPOoa5rjXgbXdydu8L3rpRHiXEsy9257e6/hv5rhBCnHDmh4+CcuQ1I6nDdsIYMPhoo8KHd07O4vNU87llebt+VJx7W4YzYoOgkOGxQGdttD2vqiR4HQ+a5pmAu/WPqgEjLfnWvLRQjD68660nLl4JqR0TO0ODhxGEOHwxZFAXFzjl715LSNT71YxHbKPEtxcWKY98EpuHKG5o62/A/Fcq7DEGvwSdx/VK8uXgakSQDRLSWKxQ108EH+tF6orY5vqDW6pAE5u/wDJJ/WypBXQnfcdRqm5UoPilLr3KAQt1UjBoo3AcinxqkfQaSQd0uc9UjxqmoUkzjml9WtlEhCUV4ZLimeFXcHtNOabB8UuIndI9z3m3ONkqNC+eegfD7bdL1GnXVdNI/M4mgL5DksThcNvLjs36rWtVAcSo4HaHwJS2osI68/7ypCyUjkIQoihxH2T418R/JTKPEC2Hw1+CAjCU7bfMn6pGG0p2Qgy049Eg3QgFtMeeScovFUA4prNXeATXuToPZvqoB7kuEwZxEzIgcuY6noK1KCkw+KdBK2Vu7DdJ9gT8X4FLhcxzZ4rADxYv3LLjkoguLqB1GY0fBbPFO0z8TGY3saGkg+qsBxAO1+9dE3W5knlnt5LPVaTo0Eurwsqxw6VxfqXbdSqAkrYK/w54L9BRpZyTag2mejhYRlnhGStNmkbO5cempRIS52Zznud1c4lWMDgpMRJ3cbbdv0AHUlXsX2emijdJmje1ot2V1kL5yyZmrTZ+mnh4KEtEoxv7Ix3NB3s+8pO6b/RK0+HcHmxALmANYN3uNBHEeDTYdoe7K6M/bYbHvV5uartjk8Fr0aY39kZojA/7oDB/RWlw/g0uIjkkjqmddyauh/XNV8Bg3YiVsTCA511e2gtObm+Z/kvq/B+97kfd67LYb6U+mi/ZFDTYXdKMyE3fNS47BvgldHJ7TfgfEKxi+ESwwRzvoNkIAbrm1BIseQXNubbs3yuFSj7sd+mxRJu/FIwBuoHx1WzF2Znc0EmNjnCwxzqcfcqDuHyifuMly3WUarWvLFdWc1j4LI3UYuvoipkHQJjoWmrGwpb7+y+IDSQY3OG7A71lR4dwuTEvexlBzASQ7TnVea1zMy2tmY4+BcXJRjS67IoNiaARkab6iypILimeFXNwczQtNhSw4Vz5hDWV5dlo8j4q3FwSV08sILc0Qtxs1y2+KnMyvuzcsHBx+KMfPTsVsRj5JDb3fAAfRU3QtJsiynq/LwmRno9lv7esmp0ut/iosmTs2alw3Cxa1Qjv9DMEDQKAryTfRGdD8StDiPD5MNJ3cg13BGxHgpZeEyM9Hst/b1k12sjf4q8zL5ZOTwdJ6Y79NjJ9Dj6H4lKcKwm6+ZXRu7LSg0ZYQehf/JY2IhMb3MJBLSRY1BrojyZY9WyY8fB5doRi/4KzcMwGwDfmU04OPofiVq8R4VLhgwvALXiw4beLimeFXmO4c8YYYixkLstc7TmZelsqw8I0pKMaey2KDYGgVWnmUz0RnQ/xFdIey0wAuWEWLFur8FEzs9I572d7DbKs5tDY5K6s3l/k5f6B9o/j/0YIwrByP8AEUybDtDSRd+ZXTSdlpm+1LCNL1d/Jc9itGOWo5MqmlJvqSePhMmKbxxWyfb6FAMPUp3d9SoA7xKXOepX3Nj8dTJTD/mSdyeqZnPVHeFNh7w8wHqlZCQo+9KO9KbCpD3wlJ6OUnelPbOlInvIiMR6IEZVgSWkSkNTMlCEoC+aes1+GtqIaaklWXNPM+4aKKH1GtbdkDYap0rnHlXv1WkQZO/KNdL5JMC4EOrawopYidXNseJ1+Cdg3DM4DTY0gLqW00FLaoC0h6IJQgK0G3lonuTQKc/xIKWQ2dAB4BQANkiCmudQVII9yjcUWmvKhSKUqyzRoHgqbjbgFadIOqIElqGbYpe8HVJJqEYKLXaEIa6iCQDR2Ox8EhG6RWwDjZ6eCvcK/tD5Kgr3Cv7Q+S55PgZ6uC/5EPudXwHibcNI4vaLimeFXe3K6twFdPBoJo5H4KdxLRbo3b10WZwviRwznHu2SNeKc1w5eCuv7QNbG9uHwzIS8U5wNmvgF4ouNVI/QZ8WLimeFXuWJbut7VP7p/0TcccW4HBtZ/ZFlurm+hv81hiWTuslu7vNeXXLmV/h/GnRRmGSNs0J1yO5HwKkn47mayNkDI4WuDjG0+0Qb1dX4KNp72axwyYvc0Xu3dr/AOs3cLhZ8OzBsjYS0HPMbA9rSj5A/JUMJg+44wGfZJc5vkWk/mPcsbifEn4iZ0htt0A0HQADZXT2gJmgmMQL4WlpOb29K6ablb1x/B51wueKb6uSd/d7+f4NqXDR46QSuIacPI9sw6saSW/T5lVuPY/vsDFMAAPSDlH+UB4HyC52TGvL5XNJYJSS5oO4Juj8VO7ip9GigyD9nJnDibvfQj3pzE0yrgpxlF9Un08Lv+zLimeFXmwePe1z3vgnoN19m+X9aKbheBfhpsY0nPO2LNG7mbvXzsBUD2hjcQ+TBxOkH2ga161Spv43McT6SCA/auWX7vkmuN33IuGzOLglUa6Np9+ireivw6WQYiNzCTIXjLimeFXbOt9V10GVnEsUWVfchx/e0WL+sbWkvjwkTJj/AP6XevWqVPh3F3QySyOb3jpGkEk1qeeykZRj3N58OLimeFXnLTW1Va33X/g3YIWY18OMiAErXtEzP+pOwX95Y39w/QLmuF8RfhZRIzXk5vJw6K5huPZMVLiO6B70UWZttuda7KrJHa/JjJwmVOSjuqpflOjHC6jHf/i/Jv1YqEnF8OWkDAxgkGjm28dlDNxgv9F/Z16PX2vaqvDTZYTUb3PRkjlyuL0VV913T+p0fEzHjJZcI+mysowu6+rZBVTicTmO4YxwpzS0EeIcxYGP4g6bEGcDI4kEUbogdVbx3HnTvw73MGaEgmj7RsHppstvJF2eePB5YaEulO14dV+zQ43DgTipDNJM2TTMGtBGw8FzB8FvT9oIJHF78DG5x3Jfr9Fny45jo5WNga3O8OaQfYH3RosTcW7TPRwscuOKjKL7dWv0dZxDExPdHhJwAyWJpa/m1/JZnFcG/D8MET92zHXqLNFY/FuJnEuY7JkyMDd7vx2U2M44+fCtge2y0g95eprawtyyRdnmx8HlgoV5tr87mz2gjwjpIvSJJWv7ptBjQRVnw81yuKawPcIySy/VLhqR4rbm7RRSZTLg2PLWhoJfyHuWRj8QyV+aOJsTaAytNjzWcjT3R6ODx5Ma0zT/ACq/7Nftd/aQf7pq5zEf2bvJafFuJ+lOY7JkyMDd7uueyzMR7DvJE08qa8o1GEsfCOMutP8Asz2wE7IdARutHBYhjRRRjZ2OGi+3qd1R+KMvJ4hGXy+KDukXQC5Cjuz0SIVKGU9E5jddbpNS5j1QA8AHTZK16TMeqM5QhRylPgrO3NtaYDWyf3v3gD9fivnHpNxg5BPPQKvgpQ5l+5TlwVRCMssaqN+HG7RR62p8uqR7rPkqCsJHN0JtSsnBF7J5aDuLSGJQD8wQjDYF0jwLimeFX559B1Wwzs6ecx/hCjml1NRg5dDCk9oHqKRWtroHdm2kayuOt7AJo7Ox3605a3zaSs82JvkyOfUR11V5vC53PdTDkBOVzqFjkaTMVwudjS6mkDejZ+CuuJjlyKT3UFAXprgSdUmRWzI5sRJ3DfNSOw1C7spgdpTvipoHeqR0VQIWX0v4p5o+BRGKdXVKWA31QFWZtEqIKxKNNVBSgCr2VzhZqQ30UeCxLoZA9pI5HLV0dxrooHXZPVJR1Jo64cnLyKfg6LOOoRnHULn2Am0gtcPVPqfX9tP5P2dBnHUJc46j4rnh5p2lblPVPqPbT+T9m/mHUfFGYdQsFjhYva9T4LS4thYI2NfBiRKSaLQKI03V9UXkntqXyfsuEoJWIJCRbrPWykz6cqvZa9SXzD21L5P2bmYdQjMOoWIHE/yUsYVXAr5iP041/h+zWzDqjMOqzcyrySElHwKX+RF6ck/8P2bWYdQlAsEjYbnkFg2lEjgCASAdxZoqeorya9tv5P2bl80Zh1CxbJoamtgpBCa9Yhvnv8FfUfqR+nH8n7NbMOoQHDqsckA0NVNHqCS7KBsBzPgr6gvmI/TjX+H7NK0Zh1Wc59CzvyHRQXqr6gvmIvTkvk/ZsZh1CMw6hYylw8Qe7KXtZ4u2U9QXzF9uP5P2amYdQjMOqyHtokWDLimeFXbFOJV9QXzD24/k/Zq5h1UeIcMjvJUH6i/imjZajwKi07OeT005wcdHVV1DOlzJtIX0D4IunRCAkQouiKHVIhALl8UlJQkQCUikqRAUUIQvmnpLGFxJYf8AKd1rQ0dRqsFT4bFGM9RzCIG4VEE2HENeLafdzTlogoKUFNpOVIbnZ6P2389Gj6n8FtPaa0eGnxC57hErmBzqOS9+W3Pot4SkCpGkNOt1ovLkvUe3HWkqNw0wnD3uL4qILQTvydSkmlYwOIjfXg21ZLc4/ZyCuiTLINPVPvK52bK0Mpe0HIQDyOhHuSTtAUz3Pr2NfMLIxGNOtiiDVHqgOdxUeWRzRycfqoXNVnGEmRxOhOqrletdDxS6jcqIjWZKE12/nutGR1aA8wow7VLLKBoqrn2gLErc1nUeYKrmF3S/LVOinc3Y0n+mycyD5hb9wz7xAWnoUa87V2CR0rg1sYe43QGh01Uffs5sPuKumPZi34IGmikIV6PFssXddCAVI2PDv55fiFrTtszLnXVGaxpcQALJ2CkfA9l5mOHmCFbw+WKVr2lriw3V1a6aftDDPhpGuiaJCKAu/fay012LrRxSFYMRH2B8UmX/ACEfNb0stoYPZTQFYANaAfBI3MN7C3pM2SQQGrynnyVnCnu3hz4w9o3a7QFVw89T8Ux8h8VvocnbZY4hiWvNMa2Nm4bd0eeu6o0OqLimeFXeZT49fLmSsnRKkLHG1wNZifdVJ1Rt3tx6A6fFNMnIaBS4yCJmXupe8sa+qQWqkqxoxAv2aHQJDNZ9lqgTtksaUWmTZqblboN6TTOXEAAActEkbLAFgF3MmhSbHpZ6LSM0h0spJ5fBN7w9B8EwIQtIf3ngPgjP4BNY6iDQNdRYQVRQ/MPupznN6fNRJzt0JRJG5t86KUsAvVQqdnrDxC0ZexHl8QjIU1KoaFDT0SEIBKdmPVCDEJ+c+CL8EA0JE/ToghvVUWNRScGjqgx+IQWZqEIXzD1AhCEAocQbGhWthHudGCdSshbWHbkY0eCEHh6W0hYDrz01TaI8VoG9HP3PD3ke1Icg/wBW/wArVrg+Ma6Jje9zSAUWP39x6Ll5cc+TLGQA2O8oHMnmfggaHQkEc1HHUjcZ6WdzNk3ewh3X+YVcn7geSeug81zcPGcQwZe8zDlmFn47p8nHpzsQPdf1XB4mduajbfG+/wBpIAOWW7VVmCoyO1dR0Lt/FYE+Pmf7UjvdofiFe4FxSi2CYnITTH2QWnk09RfNdIY6dsxPJapFTjLaxDgOjf8AlCo2rvHHf+ZkA2BA+ACzcy6NnEkLlWfP0+KbMVCoUUlIhOfG5tZgRYsWKsdVANSpE4C1UBAntHVAICaStLYhKHNG2/VNeNd7Uakc87ct1pOyULelH4oLT0tMSh5GyqYHCM8rSguHM/FMu1Ixi2tyMswPdXtKzh2yva5zGlwb7RA0HmqsWxQJi0EAnXfx812ODVslOJHNjVA6Rrt2keRUT5CUy7WXI3GCRNUf+YJ8rmHRlhvjqbUL4XN9prh5gpiJmqJhDexCXuXdFEAnBx5Eq7E3HPic3dpHuTWizSlOJed3E11T4ZbOoBpVEbaRHKbPkl+wnCYa1YvQ0eSHZSKBWkZsiCOSeIuhCDGeiFtDAlRSEAqV26RPAtwCAaFJE6ir8vCwGZg8HS1nDdE0+hl7jpW80xStN2CoiFoIAlKRKgESpEqACkclSOQoiEIUBQQhC+aekEIQgJMO23tHitsrDikLXBw3CsfpF/RvwKqIadJoJ+azv0i/o34FIMe/o34FWxRolou+aCs709/RvwKQ45/QfBLFF+0xUvTHdAk9Ld4JYLjio3BV/SneCacQ7wUsUWpZC4lxJJO5OpJ6lRqDvj4I78+CAmoXqLHQI7ljvZdR6FNw2MdHI14a0lpBAN179U/iGOM78xjjYf8AICAfOyVU13I0RSYZ7eVjqETYh7w1r3FwYKaDyHRNZO5uxUjsUTu1h8aP5q+6PeIaQXJCUil+DQqEiFAKnOTLS5lpNEFSptoDldSFErWqQKDvT4Je+PguiyRRlxbLcZ3UL3KMTkdEwvKryoigx6EzOjvCs60ao3ndo5XwmKRjHAtyg1qFjWos5R3hVWSKJRMlCh7wo70+CvNiNLJlKz2SVV70+CX0g1VBLimeFXxI4smSqv3x8EvfnwTmxJpZOE4OPVVe+Pgl78+C1zojQy33hS5xzCp9+fBHfnwTnRJy2XBl8lZxeGY3LkkzWNfArK9IPQJfSHeCc6JOWy/69b6JmUg7KoMU7wSjGv8ABXnQJy5Fo6FOeLFqoca48m/AoGNd91vwP5pz4jlyJ0qqeku6D5o9Jd0Cc+JdDLSVVPSXdAj0l3QJz4jQy2kOyq+ku6BHpLugTnxGhllCrekHoEeku6BOdAuhkKEIXiOwIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQH//2Q==" width="607px" alt="LimeFX complaints"/></p>
<p>
<h2>Company activitySee all</h2>
</p>
<p>
<p>Clients can now trade cryptocurrencies directly on the Metatrader platform. Pricing for Forex, spot, and CFD instruments is average-to-competitive, with significantly lower costs at higher account tiers. There&#8217;s no bond CFD coverage but spot, metals, and index products cover the most popular instruments worldwide. And Ireland clients can also place spread bets, although the costs are not fully disclosed. LimeFX Academy provides impressive educational features for smaller and less-skilled traders. The portal would benefit from more advanced topics but the narrow focus on newer traders makes sense as a marketing tool.</p>
</p>
<p>
<p>But after i got in touch with their support everything was cleared and now i am fully onboard. <img src="http://s.w.org/images/core/emoji/72x72/1f4ca.png" alt="📊" class="wp-smiley" style="height: 1em; max-height: 1em;" /> LimeFX is on the right track, and your input is valuable. Here&#8217;s to even more improvements in the future and continued success in your trading journey! I have been working on the Premium account since early September and have had no troubles with it.</p>
</p>
<p>
<h2>Write a review</h2>
</p>
<p>
<p>It evidences how much respect this broker has in the community and how much WEIGHT it has. I am glad to work with such a reputable company, because when there is a reputation, there are good and competitive trading conditions. Brokers don&#8217;t get props just for nothing, and all the accolades it has received confirm my words. We&#8217;re glad you enjoyed our platform, and we hope you&#8217;ll return for all of your trading needs.LimeFX ⚡️Empowering traders. FOREX.com, registered with the Commodity Futures Trading Commission (CFTC), lets you trade a wide range of forex markets with low pricing and fast, quality execution on every trade. LimeFX is an online forex broker <a href="https://limefx.vip/">limefx forex brokers reviews</a> that offers trading in currency pairs, contracts for difference (CFDs), commodities, indices, futures, shares, gold, silver and oil.</p>
</p>
<p>
<ol>
<li>That said, internet connection is not perfect in many corners of our globe i visited.</li>
<li>Thanks to this I was able to find the right one.</li>
<li>I am glad to work with such a reputable company, because when there is a reputation, there are good and competitive trading conditions.</li>
<li>If you ever have more insights or inquiries, feel free to share them with us.</li>
<li>The strategy, psychology, the emotions when things go bad and when things go right.</li>
</ol>
<p>
<p>With respect to data security, LimeFX uses standard data encryption, but it lacks 2-tier platform authentication and only requires a 1-time password for MT4. The products listed above represent only a partial list of the more than <a href="https://forexarticles.net/limefx-forex-broker/">limefx broker reviews</a> 300 CFDs, futures and other assets that you can trade at LimeFX. Visit the broker’s website for a complete listing. These regulatory bodies oversee LimeFX’s operations to ensure that it adheres to strict financial and operational standards.</p>
</p>
<p>
<p>I was only trading forex  when I first came here . Then I read somewhere that trading portfolio should  be diverse enough, so now I have like two-three istruments from each class, and those combined go up to 20. Trading is more difficult than I thought before I started trading on real accountI started trading on demo account of this broker and thought that by studying several indicators I would be able to make some profit. And while I&#8217;m trading like this, I&#8217;ll learn something else.But it turned out that trading on real account is not easy.</p>
</p>
<div style='text-align:center'><iframe width='567' height='311' src='https://www.youtube.com/embed/dRUERbDdbY8' frameborder='0' alt='LimeFX complaints' allowfullscreen></iframe></div>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/limefx-eu-reviews-read-customer-service-reviews-of/">LimeFX EU Reviews Read Customer Service Reviews of LimeFX eu</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://onlinenursingdegreenow.net/limefx-eu-reviews-read-customer-service-reviews-of/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Www Howthemarketworks Com</title>
		<link>http://onlinenursingdegreenow.net/www-howthemarketworks-com/</link>
		<comments>http://onlinenursingdegreenow.net/www-howthemarketworks-com/#comments</comments>
		<pubDate>Tue, 21 Feb 2023 14:28:40 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=10652</guid>
		<description><![CDATA[<p>Contents Learn, grow, succeed, be the best that WE can be! Mr. Neessen &#8211; Marketing/Business Set up a free global stock game in 3 easy steps Investment Club This means investors’ shares in the company are then worth exactly zero. HowTheMarketWorks.com&#8211;Your simple guide to the stock market, including FREE virtual...
<p><a class="more-link" href="http://onlinenursingdegreenow.net/www-howthemarketworks-com/#more-10652">Read More</a></p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/www-howthemarketworks-com/">Www Howthemarketworks Com</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Contents</p>
<ul class="toc_list">
<li><a href="#toc-0">Learn, grow, succeed, be the best that WE can be!</a></li>
<li><a href="#toc-1">Mr. Neessen &#8211; Marketing/Business</a></li>
<li><a href="#toc-2">Set up a free global stock game in 3 easy steps</a></li>
<li><a href="#toc-4">Investment Club</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://topforexnews.org/wp-content/uploads/2021/03/image-Xz05s8rJ1SVKGEyY.png" width="302px" alt="street"/></p>
<p>This means investors’ shares in the company are then worth exactly zero. HowTheMarketWorks.com&#8211;Your simple guide to the stock market, including FREE virtual trading of U.S. stocks and mutual funds. Crux Investor an app that provides monthly stock recommendations from world-class analysts in quick, easy-to-understand Memos. The truth is – everyone wants to invest, but it&#8217;s almost impossible to know what to invest in unless you’re a professional. Crux fills the gap and makes building a long-term investing portfolio effortless.</p>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="306px" alt="virtual"/><br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="303px" alt="stocks"/></p>
<p>Stock market simulator games and investment simulators offer students and novice investors a fantastic way to hone their skills before taking the leap. How The Market Works is a free online stock market game where you can create an account, decide how much money you want to start with, and get trading right from the get-go. Once the teams are formed, give the students the game’s start and end dates on the chalkboard or as part of a handout you may choose to develop yourself. You may choose to offer a prize for the winning team, such as a pizza party. You may also choose to invite a financial professional from a bank or brokerage into the classroom at some point in the game to talk about the markets and their job. The Clover School District does not discriminate on the basis of race, color, national origin, sex, religion, age or disability in employment or the provision of services.</p>
<h2 id="toc-0">Learn, grow, succeed, be the best that WE can be!</h2>
<p>We may perform IP looku<a href="https://en.forexbrokerslist.site/">https://en.forexbrokerslist.site/</a> to determine which domain you are coming from (eg google.com) to more accurately gauge our users’ demographics. Register and immediately receive $100,000 in virtual cash and get access to all the helpful lessons and videos in our Education Center. All users can create their own custom contests and challenge their friends, family or co-workers. You can request another time or scroll down to find more classes like this. Users can trade USA Equities Markets and the US Options Market without the risk of real-world financial losses.</p>
<p>Don’t fret – we’ve scoured the market and whittled the options down to our five best stock market games. You’ll want your stock simulator to harness data that covers years’ worth of stock market information – not just a few weeks or months – to improve the accuracy of your backtesting. Stock market simulators are a great way to test out some riskier investing strategies and see what could work in the real world. From the information that you provided to us, I found that you want to pursue a more active investment strategy by adding stocks to your current equity portfolio in the Vanguard 500 Index Fund. So I have done some analysis on the possible combination of these stocks.</p>
<p>Investing requires you to put your own hard-earned money on the line without any guaranteed return. Organic Researchis designed to help you discover competitors&#8217; best keywords. The tool will show you the top keywords driving traffic to , while also providing the exact search volume, cost-per-click, search intent, and competition level for each keyword. See the global distribution of visitors to your competitor’s website and start tapping into overlooked markets. &#8216;s core audience is located in United States followed by Canada, and United Kingdom. Stress that putting all their money in one stock could lose them everything.</p>
<p>Quickly understand where a website&#8217;s traffic comes from and what devices visitors prefer to use. On , desktops drive 89.8% of visits, while 10.2% of visitors come from mobile devices. Sector – A sector is a group of companies that are engaged in similar businesses. For example, McDonald’s and Burger King are in the restaurant sector.</p>
<p>All district programs operate in compliance with the provisions of Title VI, Title VII, Title IX and other applicable civil  rights laws. The assistant superintendent of administrative services has been designated to coordinate compliance in the provision of educational programs/services. The director of human resources has been designated to coordinate compliance in employment and related services.</p>
<p>As an investor, it’s important to understand what the company does. This is called ‘buying what you know.’ If you don’t understand what a company does, you should go to that company’s website and research it. Almost every company has an ‘About Us’ section on its website, which can help you get familiar with what the company does. In this class we will create a stock portfolio using virtual cash of $100,000. The students will be required to download a stock market application.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="308px" alt="intended for actual"/></p>
<p>Use this form to help you research companies and to help you get your portfolio started. ALL work should be completed by its assigned due date, however, I understand that things happen (you forget to do it, you leave it at home, etc.). I will accept late work, with a 10% deduction for each day it is late, after ten days it will become a zero permanently. SustainabilityInformation regarding a business’s commitment to reducing their environmental footprint and meeting sustainability goals will be shown here, if applicable.</p>
<p>Without sufficient data being updated daily, your simulation won’t offer you an accurate representation of the real trading environment. I have looked at your portfolio, and have some initial observations. These are not specific recommendations, but rather investment issues to think about, based on your specific situation.</p>
<h2 id="toc-1">Mr. Neessen &#8211; Marketing/Business</h2>
<p>Choose country or industry to find out who currently leads the market.GoodContent Hub Learn everything you need to know about effective content marketing in one place. Explore free tools, industry research, practical materials for your business, and more. HowTheMarketWorks.com is designed to introduce students to the stock market thought its educational center, extensive glossary, and its free virtual trading simulation.</p>
<ul>
<li>Unlike the HowTheMarketWorks.com site, students can be ranked by risk adjusted returns like Sharpe-Ratio, portfolio alpha and beta, etc.</li>
<li>This site is powered by Stock-Trak, the leading provider of investment simulation services to the academic community.</li>
<li>To help you choose, we’ve compiled all of the best stock market simulator trading platforms available as of December 2021.</li>
<li>Crux fills the gap and makes building a long-term investing portfolio effortless.</li>
<li>HowTheMarketWorks.com® is a property of Stock-Trak, Inc., the leading provider of educational budgeting and stock market simulations for the K12, university, and corporate education markets.</li>
</ul>
<p>For example, if you and three friends pool your money to make and sell cupcakes at school, you are all investors. Is the most advanced academic portfolio simulation available is used by over 1,000 professors each year. Professors register for free and create their own contest for their class by selecting the trading dates, initial cash balance and currency, commission structure, diversification rules, and much more. Market Watch users can trade stocks, make money, and compete against friends to earn a place on the leaderboard.</p>
<h2 id="toc-2">Set up a free global stock game in 3 easy steps</h2>
<p>If you’re after a platform that really turns trading into a game, then this is the one for you. And, if trading isn’t your 9 to 5 job, make sure your chosen sim offers 24-hour simulation and trading practice. Keep reading for a top-tier list of simulators, games, and apps to help you succeed. Practice makes perfect, however, and there are many solutions to help beginner investors overcome their fears and reach their investment goals. Discover how your top competitor’s audience surfs the web so you can tailor  your website experience perfectly at every stage of the customer journey. ’s traffic has dropped by -5.8% month-on-month down to current organic search traffic.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://topforexnews.org/wp-content/uploads/2021/12/software_featured004.jpg" width="301px" alt="sell shares"/></p>
<p>Professors can register for free and create their own contest for their class by selecting trading dates, initial cash balance and other trading parameters. It began on Wall Street in New York under a buttonwood tree where people would casually gather to buy and sell shares of companies. It has a building and a trading floor and is tightly regulated by the Federal government to make sure the stocks people buy are actually investments in real companies. These days, like the NASDAQ, you can also buy and sell stocks on the NYSE while sitting at your computer. “In the game we’re playing, you and/or your team are investing directly in public companies on your computers with the $25,000 of imaginary money you’ve been given.</p>
<p>The HowTheMarketWorks.com website features quotes, charts, news, mark/limit/stop orders, class rankings, customer support, and forums for classes to share and discuss the stock market and their portfolios. This site is powered by Stock-Trak, the leading provider of investment simulation services to the academic community. Free stock market game with real-time trading and educational resources. Create a custom stock game for your class, club, or friends and learn to invest. Blog Read the industry&#8217;s latest thoughts on digital marketing, content strategy, SEO, PPC, social media and more.Help Center Learn how to use Semrush with user manuals, how-to’s, videos and more!</p>
<p>Stock market simulators provide stock market practice without any of the daunting real-world implications. They allow you to test the waters in a pressure-free environment before investing any real cash. In order to succeed in any business, it is extremely important to understand the stock market.</p>
<p>Any <a href="https://topforexnews.org/">https://topforexnews.org/</a> or assignments that you miss due to an absence are your responsibility, if you have any questions please let me know. If you need to schedule time before or after school to make up work please let me know. Work that you miss due to an absence can be found on Schoology. If you miss a test due to an absence it must be made up upon your return to class . Since April 2020, I have taught over 400 financial literacy classes to 1,850 students on this platform. The students should review the definitions provided on the first day of class.</p>
<h2 id="toc-4">Investment Club</h2>
<p>General Motors, Ford and Toyota are examples of <a href="https://forex-trend.net/">https://forex-trend.net/</a> in the automotive sector. Citibank, Bank of America, and Chase are examples of companies in the banking sector. I recommend every stock freak beginner to use this website it&#8217;s very close to be real and i think it&#8217;s important to try it virtually before trying your luck in the real world. This is a financial simulation, no real accounts are being opened, no jobs are being offered and nothing of monetary value is being exchanged or placed in any accounts.</p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/www-howthemarketworks-com/">Www Howthemarketworks Com</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://onlinenursingdegreenow.net/www-howthemarketworks-com/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Najbezpieczniejsze banki w Polsce i na świecie RANKING Puls Biznesu</title>
		<link>http://onlinenursingdegreenow.net/najbezpieczniejsze-banki-w-polsce-i-na-swiecie/</link>
		<comments>http://onlinenursingdegreenow.net/najbezpieczniejsze-banki-w-polsce-i-na-swiecie/#comments</comments>
		<pubDate>Thu, 03 Nov 2022 16:23:02 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=88942</guid>
		<description><![CDATA[<p>JPMorgan Chase, kolejny amerykański gigant finansowy, również cieszy się reputacją jednego z najbezpieczniejszych banków na świecie. Bank ten inwestuje ogromne środki w badania i rozwój, aby zapewnić swoim klientom najnowocześniejsze rozwiązania technologiczne. JPMorgan Chase posiada również zaawansowane narzędzia do wykrywania i zapobiegania oszustwom, co dodatkowo zwiększa bezpieczeństwo transakcji. Jednym z...
<p><a class="more-link" href="http://onlinenursingdegreenow.net/najbezpieczniejsze-banki-w-polsce-i-na-swiecie/#more-88942">Read More</a></p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/najbezpieczniejsze-banki-w-polsce-i-na-swiecie/">Najbezpieczniejsze banki w Polsce i na świecie RANKING Puls Biznesu</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p><img src="data:image/jpeg;base64,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" width="602px" alt="najbezpieczniejszy bank na świecie"/></p>
<p>
<p>JPMorgan Chase, kolejny amerykański gigant finansowy, również cieszy się reputacją jednego z najbezpieczniejszych banków na świecie. Bank ten inwestuje ogromne środki w badania i rozwój, aby zapewnić swoim klientom najnowocześniejsze rozwiązania technologiczne. JPMorgan Chase posiada również zaawansowane narzędzia do wykrywania i zapobiegania oszustwom, co dodatkowo zwiększa bezpieczeństwo transakcji.</p>
</p>
<p>
<ol>
<li>Jednym z najbardziej uznanych ratingów jest rating przyznawany przez agencję Moody’s.</li>
<li>W tym artykule przyjrzymy się, jaki bank jest najbezpieczniejszy na świecie i jakie czynniki należy wziąć pod uwagę przy podejmowaniu decyzji.</li>
<li>Zaskakujące jest jednak to, że pozycja największych banków świata na listach najbezpieczniejszych banków Global Finance 2020 jest w większości stabilna.</li>
<li>Jak każdy bank w Polsce ma gwarancje Bankowego Funduszu Gwarancyjnego.</li>
<li>Global Finance regularnie wybiera najlepsze banki i podmioty, które oferują usługi finansowe.</li>
<li>Historia kryzysów finansowychBanki, które przetrwały kryzysy finansowe, zyskują reputację jako instytucje stabilne i bezpieczne.</li>
</ol>
<p>
<h2>Kto jest właścicielem banku?</h2>
</p>
<p>
<p>Mają one również możliwość interwencji w przypadku kryzysu finansowego, co może pomóc w ochronie oszczędności klientów. Wskaźnik TCR wynosi 17,78%, co może nie jest najwyższym wynikiem, ale wykazuje pewne objawy stabilności. Z kolei, jeśli  chodzi o współczynnik kredytów zagrożonych, w PKO BP wynosi on mniej niż 5%, co jest zdecydowanie dobrym wynikiem. Wskaźnik rentowności wynosi 9,70%, natomiast w ratingu uzyskał ocenę A- (najlepszą). Przez większą część 2020 roku świat był dotknięty pandemią COVID-19, gwałtownym spadkiem aktywności gospodarczej i, w niektórych przypadkach, poważnymi niepokojami społecznymi.</p>
</p>
<p>
<h2>Deutsche Bank</h2>
</p>
<p>
<p>Wybór najbezpieczniejszego banku na świecie może być trudnym zadaniem, ponieważ bezpieczeństwo banku zależy od wielu czynników. Warto zwrócić uwagę na ratingi, rolę banku centralnego, regulacje rządowe oraz stabilność finansową kraju. Istnieje kilka banków, które są uznawane za jedne z najbezpieczniejszych na świecie, takich jak Bank Szwajcarii, Bank Kanady i Bank Niemiec. Jednak oprócz bezpieczeństwa, należy również wziąć pod uwagę inne czynniki, takie jak opłaty, dostępność usług i obsługa klienta, przy podejmowaniu decyzji.</p>
</p>
<p>
<h2>Które polskie banki są uznawane za bezpieczne?</h2>
</p>
<p>
<p>Banki posiadają różne wskaźniki mierzące ich kondycję ekonomiczną oraz stopień ryzyka inwestycyjnego. Pod względem wskaźnika TCR, bank Pekao SA można uznać za bezpieczny. Według danych z ostatniego kwartału 2022 roku wynosił on 17,40%. Natomiast wskaźnik rentowności wynosi 7,21%, co też jest wynikiem uważanym za bezpieczny. Historia kryzysów finansowychBanki, które przetrwały kryzysy finansowe, zyskują reputację jako instytucje stabilne i bezpieczne. Przeszłość banku może być ważnym wskaźnikiem jego zdolności  do radzenia sobie z <a href="https://www.forexpamm.info/gbpusd-sprzedaz-po-zakonczeniu-wycofania/">GBPUSD Sprzedaż po zakończeniu wycofania</a> trudnościami.</p>
</p>
<div style='text-align:center'><iframe width='562' height='314' src='https://www.youtube.com/embed/4l-OQN2_wPc' frameborder='0' alt='najbezpieczniejszy bank na świecie' allowfullscreen></iframe></div>
<p>
<p>Inne czynniki, takie jak opłaty, dostępność usług, obsługa klienta i oferowane produkty finansowe, również są istotne przy podejmowaniu decyzji. Banki centralne różnią się jednak pod względem skuteczności i niezależności. Niektóre banki centralne są bardziej skuteczne i mają lepsze narzędzia do zarządzania kryzysami finansowymi niż inne.</p>
</p>
<p>
<p>Przykładem takiego kraju jest Szwajcaria, która jest znana z wysokiego poziomu poufności bankowej i stabilności finansowej. ING radzi sobie także nieźle pod względem odsetka kredytów zagrożonych, ze wskaźnikiem poniżej 5%. Wskaźnik rentowności kapitałów własnych także stawia ING na względnie wysokim poziomie (12,67%). Europa nadal prowadzi na liście najbezpieczniejszych banków świata, którą przygotował magazyn „Global Finance”. Wysokość kapitału bankuBanki o wyższym kapitale są bardziej odporne na trudne warunki rynkowe i ryzyko utraty wartości aktywów.</p>
</p>
<p>
<p>Może to jedynie wskazywać, że bank musi poprawić pewne obszary swojej działalności. Pamiętajmy, że bezpieczeństwo to nie tylko kwestia technicznych zabezpieczeń, ale także solidności instytucji i wiary w jej zdolność do wywiązania się z zobowiązań. W ratingu bank Pekao uzyskał ocenę A-, czyli najwyższą ocenę, jeżeli chodzi o polskie banki. Taka ocena oznacza niski poziom ryzyka kredytowego i wysoką wiarygodność finansową i zdolność do obsługi zobowiązań. Banki otrzymujące tak wysoką ocenę wyróżniają się przeciętną odpornością na wpływ niekorzystnych warunków gospodarczych utrzymujących się przez dłuższy czas. Bank Pekao w komunikacie prasowym poinformował, że instytucja znalazła się w czołówce najbezpieczniejszych banków <a href="https://www.forexrobotron.info/automatyczne-doradcy-mozliwosci-porownanie/">Automatyczne doradcy: możliwości, porównanie</a> środkowo-wschodniej Europy.</p>
</p>
<p>
<p>Sprawdź szczegóły na temat kodów BIC/SWIFT oraz IBAN w <a href="https://www.forexformula.net/zmiana-zycia-nawyki-do-utraty-wagi/">Zmiany w stylu życia semut do utraty wagi</a> Credit Agricole. Najlepsza witryna na świecie, jeśli chodzi o wszystkie kwestie związane z inwestowaniem.</p>
</p>
<p><img src="data:image/jpg;base64,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" width="601px" alt="najbezpieczniejszy bank na świecie"/></p>
<p>
<p>Każde z tych wydarzeń mogło znacząco wpłynąć na zdolność kredytową banków. Zaskakujące jest jednak to, że pozycja największych banków świata na listach najbezpieczniejszych banków Global Finance 2020 jest w większości stabilna. W międzyczasie rankingi będą wykorzystywane przez firmy, inwestorów i osoby prywatne do oceny względnego bezpieczeństwa banków, z którymi zdecydują się prowadzić interesy.</p>
</p>
<p>
<p>Ponadto, HSBC regularnie przeprowadza audyty bezpieczeństwa, aby upewnić się, że spełnia najwyższe standardy ochrony danych. ## WprowadzenieBezpieczeństwo finansowe jest jednym z najważniejszych aspektów, na które zwracamy uwagę przy wyborze banku. W dzisiejszym artykule przyjrzymy się różnym czynnikom, które wpływają na bezpieczeństwo banków na świecie i postaramy się odpowiedzieć na pytanie, jaki bank jest najbezpieczniejszy. Bezpieczeństwo finansowe to jedno z podstawowych zagadnień, które należy wziąć pod uwagę przy wyborze odpowiedniego banku.</p>
</p>
<p>
<p>Opinie klientów i rankingiOpinie klientów oraz rankingi banków są istotnym źródłem informacji na temat bezpieczeństwa banku. Pozytywne opinie i wysokie miejsca w rankingach mogą świadczyć o zaufaniu klientów i dobrej reputacji banku. Międzynarodowe standardy bezpieczeństwa bankowegoBanki na całym świecie muszą spełniać międzynarodowe standardy bezpieczeństwa bankowego, takie jak Basel III. Te standardy określają minimalne wymagania kapitałowe i procedury zarządzania ryzykiem, które mają na celu zwiększenie stabilności sektora bankowego. Jedno jest pewne — wszystkie banki działające w Polsce muszą przestrzegać surowych regulacji, które mają na celu ochronę klientów. Nawet jeśli jakiś bank posiada niższą ocenę ratingową, nie oznacza to, że jest on niebezpieczny.</p>
</p>
<div style='text-align:center'><iframe width='560' height='317' src='https://www.youtube.com/embed/jTc0sQywB-Y' frameborder='0' alt='najbezpieczniejszy bank na świecie' allowfullscreen></iframe></div>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/najbezpieczniejsze-banki-w-polsce-i-na-swiecie/">Najbezpieczniejsze banki w Polsce i na świecie RANKING Puls Biznesu</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://onlinenursingdegreenow.net/najbezpieczniejsze-banki-w-polsce-i-na-swiecie/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>2022 ZacksTrade Review by Benzinga Special Offer</title>
		<link>http://onlinenursingdegreenow.net/2022-zackstrade-review-by-benzinga-special-offer/</link>
		<comments>http://onlinenursingdegreenow.net/2022-zackstrade-review-by-benzinga-special-offer/#comments</comments>
		<pubDate>Tue, 04 Oct 2022 17:06:39 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=7288</guid>
		<description><![CDATA[<p>Contents Zacks #1 Rank Top Movers for Oct 22, 2022 Zacks Trade Review &#8211; I Tried Zacks Trade And Here&#8217;s How It Went Bear of the Day Zacks Trade trading fees It also does not protect accounts that are compromised or when fraudulent activity occurs. Brokerage products are not Federal...
<p><a class="more-link" href="http://onlinenursingdegreenow.net/2022-zackstrade-review-by-benzinga-special-offer/#more-7288">Read More</a></p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/2022-zackstrade-review-by-benzinga-special-offer/">2022 ZacksTrade Review by Benzinga Special Offer</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Contents</p>
<ul class="toc_list">
<li><a href="#toc-0">Zacks #1 Rank Top Movers for Oct 22, 2022</a></li>
<li><a href="#toc-1">Zacks Trade Review &#8211; I Tried Zacks Trade And Here&#8217;s How It Went</a></li>
<li><a href="#toc-2">Bear of the Day</a></li>
<li><a href="#toc-3">Zacks Trade trading fees</a></li>
</ul>
</div>
<p>It also does not protect accounts that are compromised or when fraudulent activity occurs. Brokerage products are not Federal Deposit Insurance Corporation insured, not guaranteed, and may lose value. Overall, I didn’t spend too much time on this system since it has everything ZacksTrader has and more (and frankly I don’t need this powerful of a system). It might take you a while to customize the look and feel to be what you want, but once you do, I imagine it would be an excellent platform for active traders. The way Zacks Trade positions themselves in the market is to draw in clients who havea lot of money to invest, are willing to borrow on margin, and want to trade stocks very frequently. Zacks Trade offers its clients three different platforms (I’ll cover all three below) you can use to invest.</p>
<ul>
<li>Based in Chicago, Zacks was launched in 1978 by Len Zacks.</li>
<li>Available across both Android and iOS, the app can be downloaded free of charge.</li>
<li>Trade Pro offers Charting and Technical Analysis tools that can be customized.</li>
<li>It is one of the few broker-dealers we know of not to impose any surcharges on broker-assisted trades.</li>
</ul>
<p>It’s a broker perfect for professionals who are frequent and active traders. The platform’s visuals are outdated, not to mention slow loading time. You can customize real-time updates according to time, price, volume, and margin which give you notifications for any important changes in the market. Designed for options trading, this tab will enable you to build a chain of options for any asset listed.</p>
<p>The Zacks Ranking is an extremely important tool in my rebalancing and comparison to others. I have been able to double my LimeFX in the past year. A glance at actual costs and whether Zacks Trade is really free. Is Zacks Trade legit features all the key aspects you need to look at to see if a broker is safe and legit.</p>
<h2 id="toc-0">Zacks #1 Rank Top Movers for Oct 22, 2022</h2>
<p>Regardless of how much you plan to invest, you must have a solid understanding of any potential brokerages’ fees and pricing structure. That being said, some of these tools are quite complex, so it takes a while to figure out how they work. Thankfully, the company does offer platform tutorial videos and even a demo account to help you get started.</p>
<p>Zacks Trade&#8217;s desktop trading platform Zacks Trade Pro is provided by International Brokers. It is so advanced that even a separate review would not be able to cover all of its features. You can use Zacks Trade&#8217;s mobile trading platform, called Handy Trader, on both iOS and Android devices. In this review, we tested the iOS version of the mobile app. We tested bank transfer withdrawal and it took 2 business days. You can only withdraw money to accounts that are in your name.</p>
<p>Both firms offer per-share pricing, while flat-rate pricing is provided by TradeStation. You will be included in their internal email and postal campaign lists if you apply to the Zacks Premium subscription program. Zacks may be better known for Zacks Rank, which is a ranking system that is based around the premise that the S&#038;P 500 will outperform stocks with rising earnings expectations. Zacks Trading is highly recommended if you are someone who has big LimeFX dollars, knows how to trade at high speed, and needs access to various forms of LimeFXs in numerous countries. Zacks Trade is directed towards experienced LimeFX professionals. It’s supposed to show you how to become a 6-figure day trader…but it’s truly out of reach for most people like you constrained by budgets and student loans.</p>
<p>Although it’s not real estate in the traditional sense, it’s all digital. And unlike Zacks Trade, it actually provides real proof of real success from real people as recently as a few days ago. The biggest question for many current Zacks Trade users who rely on the research and recommendations of the platform may be whether it’s worth the money to upgrade to a Premium subscription. To make sense of the controls and data available, you need to be a very seasoned trader. You can work with a live broker to make free trades with you. You can configure ZacksTrader and ZacksTrader Pro to look and sound the way you want.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="302px" alt="zacks trade review"/></p>
<p>When you open an account, you can indicate whether you’d like to have margin trading privileges or whether you’d like to stick to a cash account. You can also add margin privileges to your current account at any time. Rollover IRA – Designed to maintain the tax-deferred status of an employee retirement account, rollover IRAs are a nice option for investors  that have a 401k or 403 plan from a former employer. Individual Brokerage – A general, all-purpose LimeFX account for folks who want to trade securities without the limitations imposed by IRAs and institutional retirement plans. In this Zacks Trade review, we’ll walk you through the ins and outs of this trading platform.</p>
<p>These partnerships may  influence the products we review and write about , but they in no way affect our recommendation. All of our content and reviews are based on our research and honest opinion. None of our partners or advertisers have editorial input or control because our relationship with our readers always comes first. That’s not to say you should write off Zacks Trade today and never look back.</p>
<h2 id="toc-1">Zacks Trade Review &#8211; I Tried Zacks Trade And Here&#8217;s How It Went</h2>
<p>But the real power of the style scores is in the premium screens, which are pre-defined to make it easy to get new, actionable trade ideas for a specific style of stock. The filter does have some useful tools for short-term traders. You can filter stocks in the ESP list according to how many days away the earnings release is, the expected earnings surprise percentage, and the Zacks ranking of the stock. Note that there is a similar ESP filter for stocks that Zacks analysts believe will fall short of their earnings predictions.</p>
<p>Zacks Trade caters to more experienced stock and market operators. The broker’s 3 trading platforms and mobile app are all offered free of charge. They also seem suitable for traders at all levels and are easy to learn and use, although more experienced traders should appreciate their sophisticated features better. Zacks Trade Pro allows users to trade options, stocks, bonds, and funds in over 19 countries from a single account. Each user can configure the Zacks Trade Pro to match his or her trading style.</p>
<p>Access multiple stock exchanges, exclusive research materials, real-time portfolio management, and other trading conveniences to grow your LimeFXs. Trade on-the-go and diversify your portfolio with a myriad of LimeFX products, ranging from bonds to unit trusts. These brokers trade some of the same securities and offer similar services to Zacks Trade. While many of its competitors charge for the service, Zacks Trade offers free broker-assisted trades. Multiple platforms and research tools allow day traders to work from home, at the office or on the go. Consider Zacks Trade if you’re an active investor looking to swap international stocks.</p>
<p>As noted earlier, all regulatory matters are based on the broker’s parent company – LBMZ Securities. This means that Zacks Trade is authorized and regulated by the SEC, FINRA, and SIPC. Although Zacks Trade is used by millions of customers across more than 200 nation states, not everyone is eligible for an account. In terms of the fundamentals, you will need to ensure that you have a minimum annual income of $40,000, and a net worth not less than $20,000.</p>
<p>This means that you will need to enter a unique code every time you login, which can only be acquired from your personal mobile device. Finally, and as is the case with all regulated brokers, you will need to verify your identity – either when you initially open an account, or when you make your first withdrawal. This will usually ask you to upload copies of a government-issued ID (passport, driver’s license or national ID card) and proof of address . This includes at least two years of trading experience, and the execution of at least 100 trade. This is more of a tick-box exercise to ensure that Zacks Trade remains fully compliant with US trading laws, so you won’t be required to send in supporting documentation on hits. Moreover, Zacks Trade will require you to have an account balance of at least $2,000 if opting to trade on margin.</p>
<ul>
<li>Opinions are the author&#8217;s alone, and this content has not been provided by, reviewed, approved or endorsed by any advertiser.</li>
<li>Every Zacks Trade customer can trade through the main Client Portal.</li>
<li>Zacks Trade has no complaints on the CFPB, and Reddit chatter is mostly focused on the research offerings of its parent company.</li>
<li>Finally, and as is the case with all regulated brokers, you will need to verify your identity – either when you initially open an account, or when you make your first withdrawal.</li>
<li>In case something goes wrong, up to $500,000 in securities and cash will be returned to your LimeFXs.</li>
</ul>
<p>There are several reasons why Zacks Trade is a popular broker. But its main strengths are its variety of trading tools and research subscriptions. Plus, Zacks Trade  has incredibly competitive margin rates compared to other brokers. Richard has many years of experience in broker research, testing, analysis and reviews.</p>
<h2 id="toc-2">Bear of the Day</h2>
<p>It is good for those of you who wish to run the platform directly in your web browser without needing to download any additional software. Zacks Trade is primarily a US focused brokerage firm but can accept clients from over 200 countries depending on the relevant regulations within each jurisdiction. If your country is not accepted by the broker, you can take a look at our broker ratings for an alternative option. Account protection and security is a top priority for the broker and is taken very seriously. They implement industry leading encryption technologies and extra precautions to help keep your account and assets safe and secure. Zacks Trade doesn’t have any type of account fees, but you’ll need at least $2,500 to open an account.</p>
<p>I have been using Zacks stock research tools since my dad started taking me to the library in the 1980s to show me how to research stocks. The Earnings Expected Surprise Prediction Filter is one of the most unique offerings in Zacks Premium. The content on this site is for informational and educational purposes only and should not be construed as professional financial advice. Please consult with a licensed financial or tax advisor before making any decisions based on the information you see here.</p>
<p>I want to know about stocks that are undervalued and ready for a big move, not after they have already moved. Zack’s Premium was not that useful for me. $1500 for a Lifetime service. If you <a href="https://limefx.vip/">https://limefx.vip/</a> are a frequent trader, you may be better off with brokers like Ally Invest, Robinhood, and Webull. Each offers commission-free trading, which can be a big money saver for frequent traders.</p>
<h2 id="toc-3">Zacks Trade trading fees</h2>
<p>Traders can also customize data columns on Zacks Trade Pro. Marrying the extensive research of Zacks LimeFX Research and the low margin rates of Interactive Brokers, Zacks Trade is an incredibly attractive broker for the do-it-yourself trader. This broker also offers an excellent user experience with free human support and customizable platforms for desktop and mobile. In our Zacks Trade review, we’ll break down its research offerings, trading tools, fee structure, and more to help you decide if it&#8217;s the best broker for you. Zacks Trade prides itself in offering research to traders, and rightfully so. With a Zacks Trade account comes an extensive list of free research and news services, including the powerhouse Zacks LimeFX Research.</p>
<p>Investor Junkie has advertising relationships with some of the offers listed on this website. Investor Junkie does attempt to take a reasonable and good faith approach to maintaining objectivity towards providing referrals that are in the best interest of readers. Investor Junkie strives to keep its information accurate and up to date. The information on Investor Junkie could be different from what you find when visiting a third-party website.</p>
<ul>
<li>Zacks Trade is offered by LBMZ Securities, Inc., a financial services company founded in 1978 and based in Chicago, IL.</li>
<li>These margin rates are substantially lower than when compared with brokers who offer similar.</li>
<li>After multiple attempts and a two week delay, I did receive a reply to my email that I would see progress &#8220;within a couple of days&#8221;.</li>
<li>This amount is often lowered substantially when leverage is applied.</li>
</ul>
<p>Ordinarily, most online brokers do not get involved in penny stocks, not least because they typically require OTC (over-the-counter) trading. However, the team at Zacks Trade has made this marketplace accessible at the click of a button. As the platform’s hallmark offering, stocks and shares can be traded at just $0.01 per share, at a minimum of $3 per order. For example, if you were to purchase 1,000 shares in Ford, you would pay just $10. One such example of an online broker that has grown in popularity in recent years is that of Zacks Trade.</p>
<p>Zacks Trade and Interactive Brokersare both great options for those who want to trade securities on their own. Each brokerage offers LimeFXs like stocks, options, and ETFs, but there are some notable differences. Zacks Trade is a USA broker offering day traders a selection of powerful platforms, comprehensive tools and market insights to ensure a professional trading experience in a retail environment. <a href="https://limefx.vip/">scammed by limefx</a> For experienced investors, Zacks Trade offers a cheap alternative to paying for an advisor. You can easily trade securities, customize the dashboard, and you’ll have access to great customer support. As noted above, the company is not a good fit for mutual-fund investors — not only are no transaction-fee-free funds offered, but the company has no mutual funds with minimums below $100.</p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/2022-zackstrade-review-by-benzinga-special-offer/">2022 ZacksTrade Review by Benzinga Special Offer</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://onlinenursingdegreenow.net/2022-zackstrade-review-by-benzinga-special-offer/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Convert Silver Spot to US Dollar XAG USD Exchange Rate</title>
		<link>http://onlinenursingdegreenow.net/convert-silver-spot-to-us-dollar-xag-usd-exchange/</link>
		<comments>http://onlinenursingdegreenow.net/convert-silver-spot-to-us-dollar-xag-usd-exchange/#comments</comments>
		<pubDate>Mon, 26 Sep 2022 10:58:45 +0000</pubDate>
		<dc:creator><![CDATA[admin]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://onlinenursingdegreenow.net/?p=88972</guid>
		<description><![CDATA[<p>The author makes no representations as to the accuracy, completeness, or suitability of this information. FXStreet and the author will not be liable for any errors, omissions or any losses, injuries or damages arising from this information and its display or use. How to buy fantom The author has not...
<p><a class="more-link" href="http://onlinenursingdegreenow.net/convert-silver-spot-to-us-dollar-xag-usd-exchange/#more-88972">Read More</a></p>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/convert-silver-spot-to-us-dollar-xag-usd-exchange/">Convert Silver Spot to US Dollar XAG USD Exchange Rate</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p><img src="data:image/jpeg;base64,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" width="608px" alt="what is xag"/></p>
<p>
<p>The author makes no representations as to the accuracy, completeness, or suitability of this information. FXStreet and the author will not be liable for any errors, omissions or any losses, injuries or damages arising from this information and its display or use. <a href="https://forexbitcoin.info/how-to-buy-fantom-buy-fantom-online-how-to-buy-ftm/">How to buy fantom</a> The author has not received compensation for writing this article, other than from FXStreet. In terms of the upside, the Silver price tests a key resistance zone near the upper boundary of the descending channel, which aligns with the 14-day Exponential Moving Average (EMA) at $31.27. A decisive break above this region could trigger the bullish bias, paving the way for a move toward the psychological resistance of $32.00.</p>
</p>
<div style='text-align:center'><iframe width='560' height='311' src='https://www.youtube.com/embed/13UE2EItcXM' frameborder='0' alt='what is xag' allowfullscreen></iframe></div>
<p>
<p>Its biggest price increase in a single month occurred in April 1987 when silver fluctuated from $6.2 to $10.2 and closed at $7.8.  The chemical properties of silver mean that it has many uses, and it is an important  precious metal for different industries. It&nbsp;is commonly used in&nbsp;jewellery&nbsp;making and manufacturing ornaments and silverware. Silver has the highest electrical and heat conductivity, and it is extensively used in the fabrication of electrical circuits. Furthermore, this precious metal is used in the dental industry, production of mirrors, photography and high-capacity silver-zinc batteries.</p>
</p>
<p>
<p>There might be a slight difference in terms of the length of each movement, and today these movements may be shorter. The&nbsp;price of silver today&nbsp;may have occasional daily fluctuations of around 10%. Silver is a soft white, lustrous metal with high economic value and many properties that make it suitable for different uses. Some of <a href="https://forexanalytics.info/mergers-and-acquisitions-for-dummies/">mergers and acquisitions for dummies</a> the leading silver producing countries are Mexico, Peru, China, Chile, Australia, Russia, and the United States.</p>
</p>
<p>
<ol>
<li>As for the lowest price, it was registered in February 1993, at $3.5 per ounce.</li>
<li>There might be a slight difference in terms of the length of each movement, and today these movements may be shorter.</li>
<li>Nevertheless, some analysts forecast a potential XAGUSD rate of around $31 per ounce by 2025.</li>
<li>Silver price (XAG/USD) appreciates to near $31.10 per troy ounce during the European hours on Thursday.</li>
<li>Whether you need to make cross-border payments or FX risk management solutions, we’ve got you covered.</li>
</ol>
<p>
<h2>Where Can I Trade Silver?</h2>
</p>
<p>
<p>Technical indicators support the bullish forecasts, and&nbsp;when&nbsp;analysing&nbsp;different time frames, they provide a “strong-buy” signal. Consequently,&nbsp;the silver forecast may come with a higher level of uncertainty when it comes to the possible price level that could be reached in the upcoming period. However, there is consensus among experts and analysts that XAGUSD prices might experience bullish movement in the future.</p>
</p>
<p>
<p>Companies rarely mine silver alone, as normally silver is found within, or alongside, ore containing other metals, such as tin, lead, zinc or copper. Therefore, shares are also a base metal investment, rather than solely a silver investment. As with all mining shares, there are many other factors to take into account when evaluating the share price, other than simply the commodity price. Instead of personally selecting individual companies, some investors prefer spreading their risk by investing in precious metal mining mutual funds. The 2011 United States debt ceiling crisis was a major factor in the rise of silver prices. The 2010 U.S. midterm elections highlighted policy differences between President Obama vs. the Tea Party movement.</p>
</p>
<p>
<h2>Silver / US Dollar Spot XAG=:Exchange</h2>
</p>
<p><img src="data:image/jpg;base64,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" width="602px" alt="what is xag"/></p>
<p>
<p>Silver futures are exchange-traded contracts that impose an obligation for the contract buyer to take delivery from the seller following the contract terms. The downside of futures&nbsp;is that the contract value may be large, a mini account is set at 1,000 troy ounces, the obligation that comes with the contracts and a certain level of complexity. Fine silver coins minted by governments include the one-ounce, 99.99% Canadian Silver Maple Leaf and the 99.93% American Silver Eagle. Government-minted silver coins being legal tender, often enjoy special taxation treatments. On the US front, the dollar remains strong but saw slight profit-taking following a recent rally fueled by expectations of reduced rate cuts by the Federal Reserve.</p>
</p>
<p>
<h2>Things to Know Before Trading Silver</h2>
</p>
<p>
<p>Buying silver in its physical form is a viable investment for investors with a secure place to store it. Holding a silver bar is not very liquid, especially if you need quick access to your funds. To cash in your investment, you need to find a party that will buy physical silver, and they might pay a lower price. You’ll <a href="https://forexarena.net/axes-overview/">axes broker</a> also need to consider&nbsp;&nbsp;the markup placed by sellers, to offset their operating costs.</p>
</p>
<p>
<p>In the last couple of decades,&nbsp;XAGUSD price&nbsp;fluctuations formed multi-year long bull and bear trends while it also recorded a long-term sideways movement within a broad range. The longest sideways movements were recorded from around 1987 until 2005 when the silver price fluctuated from $3.5 to $7 per troy ounce. Millions of Canadian Silver Maple Leaf coins and American Silver Eagle coins are purchased as investments each year. When Gold prices rise, Silver typically follows suit, as their status as safe-haven assets is similar. The Gold/Silver ratio, which shows the number of ounces of Silver needed to equal the value of one ounce of Gold, may help to determine the relative valuation between both metals. Some investors may consider a high ratio as an indicator that Silver is undervalued, or Gold is overvalued.</p>
</p>
<div style='text-align:center'><iframe width='567' height='312' src='https://www.youtube.com/embed/7v8J8PeDLPw' frameborder='0' alt='what is xag' allowfullscreen></iframe></div>
<p>The post <a rel="nofollow" href="http://onlinenursingdegreenow.net/convert-silver-spot-to-us-dollar-xag-usd-exchange/">Convert Silver Spot to US Dollar XAG USD Exchange Rate</a> appeared first on <a rel="nofollow" href="http://onlinenursingdegreenow.net">Online Nursing Degrees</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://onlinenursingdegreenow.net/convert-silver-spot-to-us-dollar-xag-usd-exchange/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
