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	<title>Forex Education &#8211; CERCAV &#8211; Alvôco das Várzeas</title>
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		<title>Regulations Shut Down Higher Leverage 1</title>
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		<pubDate>Mon, 21 Mar 2022 12:05:31 +0000</pubDate>
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					<description><![CDATA[Here’s a guide to making the most out of leverage – including how it works, when it’s used, and how to keep your risk in check. Leverage is the ability to use something small to control something big. Specific to foreign exchange trading, it means that you can have a small amount of capital in [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Here’s a guide to making the most out of leverage – including how it works, when it’s used, and how to keep your risk in check. Leverage is the ability to use something small to control something big. Specific to foreign exchange trading, it means that you can have a small amount of capital in your account, controlling a larger amount in the market. Below are examples of margin requirements and the corresponding leverage ratios. For example, an investor might buy the euro versus the U.S. dollar (EUR/USD), with the hope that the exchange rate will rise.</p>
<p>Charles has taught at a number of institutions including Goldman Sachs, Morgan Stanley, Societe Generale, and many more. The foreign exchange is the conversion of one currency into another currency. Limit capital to 1% to 2% of total trading capital on each position taken. The trader manages the risk when he or she opens a position of this or that volume. The website can be accessed globally and is not specific to any entity.</p>
<h2>Leverage Amounts</h2>
<p>If you deposit $100 then that is your currency margin. Many financial advisors and traders do not use leverage while trading currency. But you would need a large trading balance to make money in Forex without leverage.</p>
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" width="309px%" alt="leverage 1 to 500"/></p>
<p>Brokers like those we have reviewed spend much time, effort, and money on their educational resources. The Standard STP account is aimed at novice traders who want direct market access with zero commission and a low $200 minimum deposit. The minimum lot of trade size is 0.01, while the spreads start at 1.4. Trading Derivatives carries a high level of risk, including the risk of losing substantially more than your initial expenditure.</p>
<p>To start trading on leverage, it is advisable that a trader starts with a leverage that is lower than their maximum leverage allowance. This enables traders to keep their positions open for the full size, even if they are experiencing negative returns. All trading related information on the Dukascopy website  is not intended to solicit residents of Belgium, Israel, Russian Federation, Canada (including Québec) and the UK. In general, this website is not intended to solicit visitors to engage in trading activities. Leveraged margin trading and binary options entail a high risk of losing money rapidly.</p>
<p>In this article, we will explain what leverage is, how it&#8217;s calculated and how you can use it to gain enhanced trading exposure across 11,000+ instruments on our trading platform. When you make your first steps in the forex market, be realistic in your expectations and don’t start forex trading with real money and the maximum leverage your forex broker provides. CFDs on Forex are complex leveraged products traded on margin. They are derivative financial instruments that allow investors/traders to speculate on the price change of an asset without owning that asset. CFDs carry a high level of risk since leverage can work both to your advantage and disadvantage.</p>
<h2>Basic Forex Market Concepts</h2>
<p>Leverage can sound like a very appealing aspect of trading, as winnings can be immensely multiplied. But leverage is a double-edged sword – it is important to remember that losses can also be multiplied just as easily. Get tight spreads, no hidden fees and access to 11,500 instruments.</p>
<p>RoboForex is signed up to the financial commission’s compensation fund and provides execution quality certificates via Verify My Trade. It is important for all traders to bear in mind the risks involved in leveraged trading. Many <a href="https://forexanalytics.info/4xcube-overview/">4xCube Forex Broker Review</a> traders see their margin wiped out incredibly quickly because of a leverage that is too high. Novice traders should be especially careful when practising margin trading. It is best to be more prudent and use a lower leverage.</p>
<ul>
<li>On the downside, it has a limited range of financial assets.</li>
<li>And while one position may be in the drawdown, the other can go into profit.</li>
<li>In each case, the trader can divide the percentage they are willing to risk per day by this number.</li>
<li>Thanks to platform technology that most brokers will offer, it is easier to monitor all parameters and open or close individual positions as needed.</li>
</ul>
<p>Your trading platform will also show you free margin and margin level figures. Free margin is the money that you have in your account that can be used to maintain your open positions or open new ones. Margin level is the percentage that shows the trader how much of their funds is not being used at the moment. It&#8217;s a sum of money that your broker provides to you so that you could have greater flexibility when trading on Forex. Since the size of Forex lots can be overwhelmingly large, leverage allows you to trade larger lots and open more positions without having to put all of your equity into one huge trade.</p>
<h2>What Is The Highest Leverage Available?</h2>
<p>A margin account is a brokerage account in which the broker lends the customer cash to purchase assets. Forex scalping is a method of trading where the trader typically makes multiple trades each day, trying to profit off small price movements. Leverage is the use of borrowed funds to increase one&#8217;s trading position <a href="https://www.google.com/search?hl=en&#038;gl=GB&#038;ei=1Ob6X-fSCOf3qwHaobzYBw&#038;q=Currency+market&#038;oq=Currency+market&#038;gs_lcp">Currency market</a> beyond what would be available from their cash balance alone. Increases the probability of a successful exit from the drawdown by varying the traded volume and building up positions when the price moves against the trader. Allows you to increase profitability and diversify risks by using several trading strategies.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">BIG Step ? To Forex Trading is getting a Forex Broker ? </p>
<p>$10 Min Deposit with NO PDT Rule or platform FEES and up to 1:500 leverage ?</p>
<p>What more does one need?</p>
<p>Here is the link to our recommended broker<br />?<a href="https://t.co/jI4T7KLoc4">https://t.co/jI4T7KLoc4</a></p>
<p>Sign up &amp; Funding all in the same day! <a href="https://t.co/GFpypJYkK0">pic.twitter.com/GFpypJYkK0</a></p>
<p>&mdash; Mike (@investorsdomain) <a href="https://twitter.com/investorsdomain/status/1505230274841436160?ref_src=twsrc%5Etfw">March 19, 2022</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>In fact, such a leverage is just a tool that multiplies opportunities for a trader. Traders Trust also offers a money management solution that might be appropriate for some clients. &#8220;TTCM Investment&#8221; is <a href="https://www.youtube.com/results?search_query=forex+strategy">forex strategy</a> a portfolio management service that allows you access to institutional level knowledge through portfolio management trading. Contact us at for more information about our portfolio management services.</p>
<h2>What Are Leveraged Products?</h2>
<p>In case you funded the account via various methods, withdraw your profit via the same methods in the ratio according to the deposited sums. Still, the profit or loss will be calculated on the whole leveraged sum. Attaching a stop to your position can restrict your losses if a price moves against you.</p>
<p>Use our calculator to help build your forex trading strategy. However, there is a $20 AUD charge for international bank transfers. Otherwise, moving your money in or out is free with most of the payment methods on offer. Getting an account approved typically only takes 24 hours on a business day. You will also be asked about your trading experience during the account setup process. There is also the option of opening a demo account to try out the platform.</p>
<p>Yes, you can make a huge killing using huge leverage in forex trading and it certainly increases the potential profits in the Foreign Exchange market. But, you should also know that you could easily be killed by huge leverage provided by forex brokers as well. In the words of many forex traders and professional traders- leverage is a double-edged sword.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,PGh0bWw+PG1ldGEgaHR0cC1lcXVpdj0icmVmcmVzaCIgY29udGVudD0iMDsvLndlbGwta25vd24vY2FwdGNoYS8iPjwvbWV0YT48L2hlYWQ+PC9odG1sPg==" width="303px%" alt="leverage 1 to 500"/></p>
<p>But leverage in forex trading gives you the power to invest more in trading. This is very common in forex trading that is why most beginner forex traders get attracted to the Forex market. As we have spotlighted, there is recognition of the need to cater to the diversity of traders, from beginners to seasoned veterans of Forex Trading. This is reflected not only in their tailor-made accounts with specific types of traders in mind but also in their desire to educate.</p>
<p>72% of retail investor accounts lose money when spread betting and/or trading CFDs with this provider. You should consider whether you understand how spread bets and CFDs work and whether you can afford to take the high risk of losing your money. CFDs are complex instruments and come with a high risk of losing money rapidly due to leverage.</p>
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" width="308px%" alt="leverage 1 to 500"/></p>
<p>While forex traders are able to borrow significant amounts of capital on initial margin requirements, they can gain even more from successful trades. What also sets IC Markets apart as one of the best forex brokers with high leverage is the number of base currencies they can offer to clients. These are USD, GBP, EUR, AUD, NZD, JPY, CAD, HKD, SGD, and CHF. This is extremely useful if you have a multi-currency bank account with an internet bank.</p>
<p>Below, we explore the risks of spread betting leverage in more detail. At RoboForex, we understand that traders should focus all their efforts on trading and not worry about the appropriate level of safety of their capital. Therefore, the company took additional measures to ensure compliance with its obligations to the clients. But the truth is, it isn’t usually economics or global finance that trip up first-time forex traders. Instead, a basic lack of knowledge on how to use leverage is often at the root of trading losses.</p>
<p>This platform variety gives you access to an abundance of drawing tools and technical indicators. Vantage is a global, multi-asset broker offering clients access to a nimble and powerful service for trading CFDs on Forex, Commodities, Indices, Shares. Traders who are looking to expand their market experience and master forex strategies in a real-money trading environment &#8211; but without risking their entire deposit.</p>
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		<title>Currency Trading Function &#038; Examples</title>
		<link>https://www.cercav.pt/currency-trading-function-examples/</link>
		
		<dc:creator><![CDATA[gestor]]></dc:creator>
		<pubDate>Mon, 07 Feb 2022 17:24:55 +0000</pubDate>
				<category><![CDATA[Forex Education]]></category>
		<guid isPermaLink="false">https://www.cercav.pt/?p=9969</guid>

					<description><![CDATA[Contents Start Trading in 10 Minutes Forex trading What are the pros and cons of forex trading? Swing and Day Trading Strategies Get Started Interest rates When does the forex market open and close? Oftentimes, an asset will remain overbought or oversold for an extended period before reversing to the opposite side. To shoulder less [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Contents</p>
<ul class="toc_list">
<li><a href="#toc-0">Start Trading in 10 Minutes</a></li>
<li><a href="#toc-1">Forex trading</a></li>
<li><a href="#toc-2">What are the pros and cons of forex trading?</a></li>
<li><a href="#toc-3">Swing and Day Trading Strategies</a></li>
<li><a href="#toc-4">Get Started</a></li>
<li><a href="#toc-5">Interest rates</a></li>
<li><a href="#toc-6">When does the forex market open and close?</a></li>
</ul>
</div>
<p>Oftentimes, an asset will remain overbought or oversold for an extended period before reversing to the opposite side. To shoulder less risk, traders should wait to enter into a new position until the price reversal can be confirmed. The success or failure of position trading hinges on the trader’s understanding of the market in question and their ability to manage risk.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexdelta.net/wp-content/uploads/2019/09/The-Swing-Trading-Strategy-for-Forex-img.jpg" width="306px" alt="trading forex explained"/></p>
<p>Factor in a diverse array of products, and retail traders enjoy a high degree of strategic freedom. The most popular pair traded is the Euro vs. the American Dollar, or EURUSD. The currency on the left is called the base currency, and is the one we wish to buy or sell; the one on the right is thesecondary currency, and is the one we use to make the transaction.</p>
<h2 id="toc-0">Start Trading in 10 Minutes</h2>
<p>A 2019 survey found that the motives of large financial institutions played the most important role in determining currency prices. James Chen, CMT is an expert trader, investment adviser, and global market strategist. Forex is traded on the forex market, which is open to buy and sell currencies 24 hours a day, five days a week and is used by banks, businesses, investment firms, hedge funds and retail traders. The foreign exchange market, also known as the forex market, is the world’s most traded financial market.</p>
<p>Gaps do occur in the forex market, but they are significantly less common than in other markets because it is traded 24 hours a day, five days a week. It is the term used to describe the initial deposit you put up to open and maintain a leveraged position. When you are trading forex with margin, remember that your margin requirement will change depending on your broker, and how large your trade size is. Market sentiment, which is often in reaction to the news, can also play a major role in driving currency prices. If traders believe that a currency is headed in a certain direction, they will trade accordingly and may convince others to follow suit, increasing or decreasing demand. This is why currencies tend to reflect the reported economic health of the region they represent.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexdelta.net/wp-content/uploads/2021/04/image-za7cWB5sb2lRiJE22n.jpg" width="305px" alt="trading forex explained"/></p>
<p>These companies differ from Money Transfer/Remittance Companies in that they generally offer higher-value services. Around 25% of currency transfers/payments in India are made via non-bank Foreign Exchange Companies. Most of these companies use the USP of better exchange rates than the banks. They are regulated by FEDAI and any transaction in foreign Exchange is governed by the Foreign Exchange Management Act, 1999 . The foreign exchange market is a global decentralized or over-the-counter market for the trading of currencies. It includes all aspects of buying, selling and exchanging currencies at current or determined prices.</p>
<p>For example, USD stands for the US dollar and JPY for the Japanese yen. In the USD/JPY pair, you are buying the US dollar by selling the Japanese yen. Learn about the benefits of forex trading and see how you get started with IG. Trading currencies productively requires an understanding of economic fundamentals and indicators. A currency trader needs to have a big-picture understanding of the economies of the various countries and their interconnectedness to grasp the fundamentals that drive currency values.</p>
<h2 id="toc-1">Forex trading</h2>
<p>To trade forex, you’ll need access to a reliable Internet connection with minimal service interruptions to trade through an online broker. You’ll also need to obtain a smartphone, tablet or computer to run a trading platform on. If your internet drops while you’re trading, that can result in undesirable losses if the market moves against you. But, once these inhibitory factors are overcome, just about anyone has a chance at becoming a successful forex trader.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>What are the 4 types of traders?</h3>
</div>
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<ul>
<li>The Scalper.</li>
<li>The Day Trader.</li>
<li>The Swing Trader.</li>
<li>The Position Trader.</li>
</ul>
</div></div>
</div>
<p>If you want to become a successful options trader, you must always seek to understand every aspect of the options market. Forex trading can be a full-time job for some professionals, given that the forex market is open 24 hours per day from Sunday evening to Friday evenings. The terms of trade for a country represent the ratio of export prices relative to import prices. If a country’s export prices rise and its import prices fall, the terms of trade have favourably improved. This increases the nation’s revenue and is followed by an increase in demand for the country’s currency.</p>
<h2 id="toc-2">What are the pros and cons of forex trading?</h2>
<p>The major players in the market are governments and commercial banks. Firms such as manufacturers, exporters and importers, and individuals such as international travelers also participate in the market. The interbank market is a market where banks and other financial institutions trade currencies. Individual retail investors cannot trade their currencies on the interbank market. Foreign exchange trading is dominated by large commercial banks with worldwide operations. The market is very competitive, since each bank tries to maintain its share of the corporate business.</p>
<p>He calls his trades live, shares his results AND records a weekly trade analysis video. And while in the majority of countries, Forex trading is legal, there are some countries that completely ban this activity. For example, Belgium, France, Israel, and some other countries prohibit their citizens from trading Forex.</p>
<p>The author gives you just enough information to get you excited about trading as well as the necessary tools to make your first trades. With the help of margin, they can put a certain amount of their funds to the trade while the trading establishment covers the rest. So, if the margin rate is 1%, the trader can deposit $1,000 on their account while the partnering establishment will cover the rest of $999,000. But instead of 455 euros, you’re getting 456, meaning that the exchange rate decreased from 1.1 to 1.09. And when traders notice that the price reaches their preferred amount, they tend to sell currencies.</p>
<h2 id="toc-3">Swing and Day Trading Strategies</h2>
<p>A pip is the smallest price increment tabulated by currency markets to establish the price of a currency pair. Automation of forex markets lends itself well to rapid execution of trading strategies. The extensive use of leverage in forex trading means that you can start with little capital and multiply your profits. Remember that the trading limit for each lot includes margin money used for leverage. This means that the broker can provide you with capital in a predetermined ratio. For example, they may put up $100 for every $1 that you put up for trading, meaning that you will only need to use $10 from your own funds to trade currencies worth $1,000.</p>
<p>Most developed countries permit the trading of derivative products on their exchanges. All these developed countries already have fully convertible capital accounts. Some governments of emerging markets do not allow foreign exchange derivative products on their exchanges because they  have capital controls. Countries such as South Korea, South Africa, and India have established currency futures exchanges, despite having some capital controls. Learning forex trading involves getting to know a small amount of new terminology that describes the price of currency pairs.</p>
<p>Some other important terms to know in online forex trading include ‘Going long’ andGoing short, , which stand respectively for ‘buying’ and ‘selling’. A trader who believes that the market will rise is called a ‘Bullish Trader’ – Imagine a bull charging ahead aggressively.. While on the other side stands the ‘Bearish Trader’, who is more on the defensive side – imagine a bear hiding in the woods behind a tree. Accordingly, the terms ‘Bull Market’ and ‘Bear Market’ are used to describe the direction the market goes. There are three types of forex pairs; Major pairs, Minor pairs and Exotic pairs. The major pairs always involve the USD, and are the most traded ones.</p>
<p>These market moves further pile on the decreasing value of a currency and emphasize fluctuations. In its own unique way, the forex market can be considered a secondary market. A market that came to rise to facilitate global trade in light of comparative and absolute advantage. For example, <a href="https://en.forexpamm.info/trading-system-for-financial-markets-rsx-and-accelerator/">forexcalendar</a> Germany specializes in high-end car manufacturing and China specializes in cheap mobile phone production. If they were to trade their respective goods, bartering wouldn&#8217;t be the most practical option. Thus, Germany would simply go and buy phones from China with money and vice versa.</p>
<p>Ultra-low margin requirements give you the ability to assume large positions in the market with only a minimal capital outlay. This is a key element of posting extraordinary returns over the short, medium or long-run. FXCM is a leading provider of online foreign exchange trading,  CFD trading and related services. Trade popular currency pairs and CFDs with Enhanced Execution and no restrictions on stop and limit orders.</p>
<p>In terms of trading volume, it is by far the largest market in the world, followed by the credit market. The spot market is where currencies are bought and sold based on their trading price. Although the spot market is commonly known as one that deals with transactions in the present , these trades actually take two days for settlement. Investors can capitalize on currency trading by strategically entering into a position in the market and then exiting at the right time. It ties to the normative philosophy of buying low and selling high.</p>
<p>Forex, just like any other type of market, is a financial activity, that’s why it’s regulated by many countries around the world. The governments ensure that traders, as well as other institutions, comply with the highest financial standards that protect customers. People, who are interested in how FX works, must also realize that it also comes with risks. Because one of the characteristics of FX, as well as other financial markets, is how easy it is to lose funds.</p>
<h2 id="toc-4">Get Started</h2>
<p>Wednesdays bring The Crypto Minute, a weekly roundup of the pressing news facing cryptocurrencies. In addition, a library of past recordings and guest speakers are available to access at your leisure in FXCM&#8217;s free, live online classroom. By far, the most common attribute among successful traders is that they have a plan.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://pl.forexdelta.net/wp-content/uploads/2019/09/Forex-Broker-Banking-Options-1140x445.jpg" width="308px" alt="trading forex explained"/></p>
<p>In contrast to what most new traders think, trading is not just about strategies, but the system itself also contributes greatly to becoming a successful trader. A very active strategy in which the scalper aims to profit from very short-term market moves. They enter and exit the market quickly to capture a few pips of profit at a time. Once you have narrowed your selection down to a few suitable brokers, look over their online reviews and see if they have a relatively satisfied customer base. If you don’t recognize the firm, then see how they compare to a well-known and regulated online broker by checking out this FOREX.com Review. Also, consider opening a demo account to try out its trading platform and services before you fund a live account.</p>
<p>Price changes in the forex market are driven by supply and demand. Short position –This means you will sell the Base currency and buy the Counter currency. If a trader takes a short position, it means they expect the price of the Base currency to decrease further and that they intend to buy it back at a much lower price. Long position –This means you will buy the Base currency and sell the Counter currency. If a trader takes a long position, it means they expect the price of Base currency to increase. As you already know, Forex trading deals with currencies of different countries.</p>
<h2 id="toc-5">Interest rates</h2>
<p>The rarer the pair is, the wider the spreads will be, since lower liquidity usually entails increased volatility. The foreign exchange market is used primarily by central banks, retail banks, corporations and retail traders. Understanding how each of these players interact with the FX market can help to determine market trends as part of your fundamental analysis. Forex trading is similar to buying and selling other types of securities, like stocks. The main difference is that forex trading is done in pairs, such as EUR/USD (euro/U.S. dollar) or JPY/GBP (Japanese yen/British pound).</p>
<h2 id="toc-6">When does the forex market open and close?</h2>
<p>In a grid trading strategy, traders create a web of stop orders above and below the current price. This “grid” of orders essentially ensures that, no matter what direction price moves, a corresponding order will be triggered. When price reaches the overbought level, traders anticipate a reversal in the opposite direction and sell. Similarly, when price approaches the oversold level, it’s considered a buy signal. Finally, if price breaks through this established range, it may be a sign that a new trend is about to take shape.</p>
<p>Me personally, I haven&#8217;t got a problem with dealing with overseas brokers. My past experiences have produced no problems at all transferring funds either way, so I am quite happy to use overseas based brokers. I didn&#8217;t have a choice really as up to a couple <a href="https://en.forexpulse.info/priorfx-forex-broker-overview-and-information-priorfx/">priorfx</a> of years ago, there weren’t any Australian based brokers that I felt comfortable with, but that has since changed. In the meantime, traders in the Middle East are kicking in, and then all the major European centres, where eventually London opens.</p>
<p>Let’s take the example of the EUR/USD – here the base currency is the euro and the so-called quote currency is the US dollar. The price of a forex pair is essentially how much one unit of the base currency is worth in the quote currency. Trading FX pairs in the contemporary forex marketplace is straightforward and user-friendly. Vast functionalities are readily available on the software trading platform designed to aid in analysis and trade execution. Some of the most powerful features are advanced charting applications, technical indicators and multiple order types.</p>
<p>The tools and policy types used will ultimately affect the supply and demand of their currencies. A government’s use of fiscal policy through spending or taxes to grow or slow the economy may also affect exchange rates. FXTM offers hundreds of combinations <a href="https://en.forexrobotron.info/forex-broker-fsm-smart-rating-2021-information-customer-reviews/">fx broker forexyard</a> of currency pairs to trade including the majors which are the most popular traded pairs in the forex market. These include the Euro against the US Dollar, the US Dollar against the Japanese Yen and the British Pound against the US Dollar.</p>
<p>Naturally, there is an abundance of factors that influence a country&#8217;s terms of trade. FOREX.com, registered with the Commodity Futures Trading Commission , lets you trade a wide range of forex markets plus spot metals with low pricing and fast, quality execution on every trade. A very important part of your trade plan should consist of your money management and risk assessment techniques. Trading without a plan is like sailing without a compass — if you don’t know where you’re going, you’ll be lost battling the waves. So, aim to put together a forex trading plan that incorporates a trading strategy you have tested and found generally successful and easy to stick to. One that is defined not only by the technical aspects but also the business behind trading; a proper structured trade that is in line with the overall trading plan that has been proven to work.</p>
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		<title>Learn Trading With Online Courses, Classes, &#038; Lessons</title>
		<link>https://www.cercav.pt/learn-trading-with-online-courses-classes-lessons/</link>
		
		<dc:creator><![CDATA[gestor]]></dc:creator>
		<pubDate>Wed, 29 Sep 2021 01:36:36 +0000</pubDate>
				<category><![CDATA[Forex Education]]></category>
		<guid isPermaLink="false">https://www.cercav.pt/?p=1508</guid>

					<description><![CDATA[Cодержание A Process To Bring Clarity And Confidence To Your Trading Strategy #3 Marketwatch Virtual Stock Exchange Learn How To Trade The Stock Market Options Trading Course Great Ways To Learn Stock Trading In 2022 Trading Education For Everyone What Are Alternatives To Trading Stocks? They can give you the most recent knowledge and tips [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Cодержание</p>
<ul class="toc_list">
<li><a href="#toc-0">A Process To Bring Clarity And Confidence To Your Trading Strategy</a></li>
<li><a href="#toc-1">#3 Marketwatch Virtual Stock Exchange</a></li>
<li><a href="#toc-2">Learn How To Trade The Stock Market</a></li>
<li><a href="#toc-3">Options Trading Course</a></li>
<li><a href="#toc-4">Great Ways To Learn Stock Trading In 2022</a></li>
<li><a href="#toc-5">Trading Education For Everyone</a></li>
<li><a href="#toc-6">What Are Alternatives To Trading Stocks?</a></li>
</ul>
</div>
<p>They can give you the most recent knowledge and tips to help you be successful. Check out the best technical analysis courses and the best online finance courses now. The best day trading courses are taught directly from the source—trading experts. Whether the course instructor is a professor of finance or a trader with ten years of experience, only consider taking courses from professionals within the field.</p>
<p>We have dozens of courses designed to teach you everything you need to know. As a final note, I genuinely do believe in investing into your learning and “avoiding preventable losses”. HERE you can see all the money I spent on real estate investing education before I did my first deal. My program is an online process created by me, personally, over multiple years.</p>
<p>Warrior Trading offers a course called Warrior Pro, which gives students access to its trading system and more than 1,000 video lessons. You also get to participate in a chat room, real-time <a href="http://lincolndemocrat.com/wp/2020/09/08/what-is-the-stock-market-and-how-does-it-work/">stock trade training</a> trading simulator and access all of its classes. One of the most useful aspects of the class is the 6 small group mentoring sessions you get access to during your training.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="301px%" alt="stock trade training"/></p>
<p>ClayTrader is not my real name, it is simply an alias that most other traders know me by. It was given to me by my coworkers when I used to work as a process engineer for Honeywell. During any break time, slow time or lunch time, they would always see me looking at the markets. Although I was not a “day trader”, <a href="https://goldcanaancenter.pagepresso.com/2020/12/24/42041/">https://goldcanaancenter.pagepresso.com/2020/12/24/42041/</a> they decided to substitute my first name, Clay, in for “day” and the rest is history. This guide and overview of investment methods outlines they main ways investors try to make money and manage risk in capital markets. Stock investment strategies pertain to the different types of stock investing.</p>
<h2 id="toc-0">A Process To Bring Clarity And Confidence To Your Trading Strategy</h2>
<p>We answer questions like these in our weekly live Q&#038;A sessions. The market has been insanely strong &#8211; almost sneaky strong like everyone finally blew out of all their names and things are bouncing on air because no one is left to sell. Comprehensive courses with 20+ hours of premium content.</p>
<p>We&#8217;ve been in the business of trading for over 20 years working for and advising hedge funds, wealth managers, prop firms, commodities exchanges, etc. Our trading research has outperformed the market every year we&#8217;ve published since 2014. Don&#8217;t spend thousands learning trading strategies that don&#8217;t work. Start with our FREE &#8216;First Steps in Trading&#8217; and &#8216;The Art and Science of Trading&#8217; courses. Lose the FOMO of lottery style trading and build a system with confidence.</p>
<p>The spread is the difference between these two prices, and it can be a good predictor of asset liquidity. With the first lesson of Trading for Beginners <a href="https://en.wikipedia.org/wiki/Credit_note">Credit note</a> being, “Could I trade? ”, this course is ideal for anyone wondering if options trading is for them and looking for a concrete path to get there.</p>
<h2 id="toc-1">#3 Marketwatch Virtual Stock Exchange</h2>
<p>We chose Stock Market From Scratch for Complete Beginners as the best overall because of its accessibility to brand-new investors and its comprehensive coverage of investing topics. This course is entirely asynchronous, and comes with full lifetime access to course materials and resources. The good news is there is a wide selection of stock trading courses, numbering in the dozens. The bad news is the quality of these courses can vary widely, even though they all might show well through their websites.</p>
<p>By buying an ETF or mutual fund, your portfolio is better diversified than if you owned shares of just one or two stocks; thus, you are taking on less risk overall. <a href="https://en.wikipedia.org/wiki/Futures_exchange">Futures exchange</a> This is the primary advantage of buying ETFs and mutual funds over trading individual shares. Each publicly traded company lists its shares on a stock exchange.</p>
<ul>
<li>The Mindful Trader posts his watch list each day and teaches the exact trading strategies he uses to trade stocks and options.</li>
<li>This list takes into consideration the stock broker’s investment selection, customer support, account fees, account minimum, trading costs and more.</li>
<li>Udemy boasts over 46 million students and more than 155,000 courses.</li>
<li>All with the goal of getting you started off on the right foot as a trader.</li>
<li>An individual who owns stock in a company is called a shareholder and is eligible to claim part of the company’s residual assets and earnings .</li>
</ul>
<p>The course outlines how one trader took a $5,000 investment and turned it into more than $10 million. You’ll learn how to create your own profitable algorigthms with its plug-and-play tools, and you can see your trades directly on the Tradingview chart. Zen Trading believes the course will pay for itself exponentially. It shares some of the knowledge applied by some of the most successful traders of all time.</p>
<p>Offering you comprehensive trader training in equities, options, and automated trading. With over 500,000 registered users, you get to grasp and engage with a huge community of fellow traders of all skill levels. I’ve had multiple people try to go out on their own and figure it out. They failed for several months, then finally invested into the program and had immediate realizations of how “far off the path” they actually were.</p>
<p>There are forty Online Trading Academy centers worldwide to complete the five-day, in-person portion of the course. If you’re not located near one of them, be sure to factor travel expenses into your class budget. Trading for Beginners from Investopedia Academy stands out from other courses on this list for its hands-on approach of blending 50 lessons with video exercises. The course, which costs $199, is designed for beginner traders and introduces learners to the fundamental concepts and practices of all types of trading, including options.</p>
<p>You&#8217;ll learn how markets worked before electronic trading and how you can leverage trading technology and data to build a successful trading strategy. You can learn about foreign exchange markets with IIM Bangladore. These financial markets are tremendous untapped resources but are sometimes confusing in practice. You can develop a foundational understanding of how these markets work differently from American markets. You&#8217;ll gain an understanding of trading platforms, technical analysis, and stock trading across a variety of circumstances. Plus, you&#8217;ll understand a broad part of global finance for context.</p>
<p>Many online options trading courses can be completed at your own pace, though, which means the length of the course will be highly individualized. While many online options trading courses start with material that covers options fundamentals, some programs assume you already have a solid foundation of these concepts. If you need help in this area, check out Khan Academy’s free course on American Call Options. SpeedTrader and Centerpoint Securities are the big daddy brokers for those looking to be aggressive day traders.</p>
<p>If the thought of opening a brokerage account while you’re taking a course sounds appealing, and you meet the requirements to do so, Options Trading for Beginners is a solid choice. Interactive Brokers is another solid platform that we recommend to our community. Their customer service is pretty good, not as good as TD but it’s sufficient.Their paper trading account is also very solid.</p>
<h2 id="toc-2">Learn How To Trade The Stock Market</h2>
<p>Warrior Trading also offers free training sessions that can give you a taste of educational capacity. These have included strategies for reducing risk, finding the right stocks to trade, and building a trading strategy for any market. The website also provides access to a dozen free guides on various trading techniques. Udemy is a leading global provider of online courses covering a wide range of investing topics. For those who want to wade into the shallow end of stock trading waters, Udemy offers comprehensive beginner stock trading courses.</p>
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width="305px%" alt="stock trade training"/></p>
<p>Some are free, some are paid, but you must choose the course that suits both your budget and needs. The best approach is to go with one course and learn the techniques. You can move onto others after testing it to <a href="https://www.google.com/search?q=famous+traders">Famous traders</a> expand your knowledge. The course will show you how to backtest any trading idea and automated every detail of the process. Warrior Trading offers comprehensive course packages that cater to numerous skill levels.</p>
<p>The commodities sector is a very popular trading and investing sector. Some of the most popular commodities are gold and silver, oil, energy, and natural gas. Commodities and commodity futures are very popular among both traders and investors.Click here to see a list of the most popular companies in the different sectors.</p>
<h2 id="toc-3">Options Trading Course</h2>
<p>Again, their fees are a bit higher, however, if you make smart trades then they are worth it. Again, if you’re a casual day trader then Interactive Brokers is our preference, followed by TD Ameritrade. If you’re going to be aggressive as a day trader and have the funds then we’d recommend SpeedTrader or Centerpoint Securities. So, no matter whether you’re a trader or investor it’s still critical to know how to chart a stock before entering into any trade. Learn the fundamentals and decide what strategy works best for you before you put your money in the market. Mentorship and skilled expertise can go a long way to help you create a strategy that works for you.</p>
<h2 id="toc-4">Great Ways To Learn Stock Trading In 2022</h2>
<p>Many of the top stock trading courses offer structured courses with either video or online instruction. A significant learning component for these courses is the chat rooms, which provide all students and members with access to a large community of traders to exchange ideas. These chat rooms are typically moderated or attended by expert traders who offer their input. The best courses also provide opportunities for practical application through trading simulators that mimic a real trading environment using fake money. For $997 per month, beginner investors can get the Warrior Starter program with a systematic and self-paced approach to learning how to trade.</p>
<p>See my list of 20 great stock trading books to get started. One of my personal favorites is How to Make Money in Stocks by William O’Neil , founder of CANSLIM trading. Advanced stock trading courses are best if you already have considerable trading experience but need a little help with strategies and tips.</p>
<p>Stock analysis tools, on-the-go alerts, easy order entry and customer service. Buys or sells the stock only at or better than a specific price you set. For a buy order, the limit price will be the most you&#8217;re willing to pay and the order will go through only if the stock&#8217;s price falls to or below that amount.</p>
<h2 id="toc-5">Trading Education For Everyone</h2>
<p>If you buy individual stocks through a brokerage that doesn&#8217;t charge commission fees, you might not have any expenses. However, when you start trading ETFs, mutual funds, and other investments, then you need to understand expense ratios. A crucial element in becoming a stock broker is to understand the financial decisions and investment strategies of a company. Every day, get our insights and trade ideas and put them to work for you.</p>
<p>We&#8217;ve pulled apart, tested, and have the stats for &#8220;out of the box&#8221; uses of all major indicators. What does the Stochastic Oscillator have to do with stochastics? Why you should use standard deviation of returns not price.</p>
<p> Author: <a href="https://www.cnet.com/profiles/katie.conner/">Katie Conner</a></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>How to Use Bollinger Bands</title>
		<link>https://www.cercav.pt/how-to-use-bollinger-bands/</link>
		
		<dc:creator><![CDATA[gestor]]></dc:creator>
		<pubDate>Fri, 05 Mar 2021 00:09:31 +0000</pubDate>
				<category><![CDATA[Forex Education]]></category>
		<guid isPermaLink="false">https://www.cercav.pt/?p=12347</guid>

					<description><![CDATA[Content Stochastic indicator How to calculate Bollinger bands Adjusting the Settings Riding the Band Breakout on High Volume Bollinger Bands: What They Are and How to Use Them The width of the upper and lower bands indicates volatility. When this range of Bollinger Bands is tight, it is said to be in a squeeze. When [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Stochastic indicator</a></li>
<li><a href="#toc-1">How to calculate Bollinger bands</a></li>
<li><a href="#toc-2">Adjusting the Settings</a></li>
<li><a href="#toc-3">Riding the Band Breakout on High Volume</a></li>
<li><a href="#toc-4">Bollinger Bands: What They Are and How to Use Them</a></li>
</ul>
</div>
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" width="257px" alt="bollinger bands"/></p>
<p>The width of the upper and lower bands indicates volatility. When this range of Bollinger Bands is tight, it is said to be in a squeeze. When this range is wide, we can expect the market to be very volatile.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="bollinger bands"/></p>
<p>Suddenly failing to reach the bands can signal fading momentum. Ignore the next possible long entry signal in April 2015 because Twiggs Money Flow signals a bearish divergence. But first, let&#8217;s review the key Bollinger Band trading signals. Alternatively, look for a bearish breakout when the price goes up and the indicators are flat or making a lower top. The bandwidth, i.e. difference between the upper and the lower Bollinger Bands, corresponds to market volatility. As you can see, while the above analysis is surface level, you require at least some context to have conviction in your trades. If you search Google or YouTube for ‘Bollinger bands strategies,’ the vast majority of them will mean reversion strategies.</p>
<h2 id="toc-0">Stochastic indicator</h2>
<p>The downtrend can last for short or long durations – either minutes, hours, weeks, days, months, or even years. Investors must identify any sign of downtrends early enough to protect their investments. If the lower bands show a steady downtrend, traders must be cautious to avoid entering into long trades that will prove unprofitable. Bollinger Bands can be used to determine how strongly an asset is rising and when it  is potentially reversing or losing strength. If an uptrend is strong enough, it will reach the upper band regularly. An uptrend that reaches the upper band indicates that the stock is pushing higher and traders can exploit the opportunity to make a buy decision.</p>
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<h3>How does the Bollinger Band work?</h3>
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<p>The Bollinger Band consists of three bands, where the middle band acts as a baseline. The upper and lower bands are 2 standard deviations above and below the middle band, but traders can alter the deviation settings. Bollinger Bands measure volatility.</p>
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<p>The markets move from a period of high volatility to low volatility . If you want to have a higher probability of success with the Bollinger Band strategy, then you’ll need a few confluence factors coming together before you trade the bands.</p>
<h2 id="toc-1">How to calculate Bollinger bands</h2>
<p>Notice that this M-top is more  complex because there are lower reaction highs on either side of the peak . This evolving top formed a small head-and-shoulders pattern. In its most basic form, an M-Top is similar to a double top. However, the reaction <a href="https://www.bigshotrading.info/">https://www.bigshotrading.info/</a> highs are not always equal; the first high can be higher or lower than the second high. Bollinger suggests looking for signs of non-confirmation when a security is making new highs. First, a security creates a reaction high above the upper band.</p>
<p>As a technical analysis tool, Bollinger Bands offer reassurance when traders make certain decisions. When trading near the outer boundaries, they can be confident there&#8217;s resistance or support . But Bollinger Bands alone are an insufficient signal as they simply offer a perspective on the price relative to historical volatility. Technical analysis applies this method for anticipating a price action. Bollinger Bands appear as three bands, the middle being a simple moving average usually plotted in a 20-minute period. Bollinger Bands are commonly used as a tool in technical analysis in a range of financial markets, including forex.</p>
<h2 id="toc-2">Adjusting the Settings</h2>
<p>It’s essential to understand the math behind the indicators you use to make trading decisions. It’s also important to realize that academic math is confusing, and for some reason, the use of the Greek alphabet is standardized. The standard deviation of a dataset measures how much the average data point varies from the mean. The picture above shows that the reversal down from the upper BB is confirmed by the bearish candlestick pattern and the bearish divergence between RSI and the price chart.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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f0DY/vun2R9Uf9PbW/oGx/fdfWmvxv8Axn8Of9ef9ul/Qt+Kf6tn0Gdi+fsj6o/6e2t/QNj++6fZH1R/09tb+gbH9919aaf4z+HP+vP+3S/oSKf6tn0Gdi+fsj6o/wCntrf0DY/vun2R9Uf9PbW/oGx/fdfRIUFmIAHqSdeN27TxtSbIZG3DVq1o2lmnmkCRxoo5LMx9AAPUk6kzxyeHdRway3Ek4ACnSxP0Fj8WP8tn0Gdixot8dTJt24/ZK2sBas5ilYtLPWx71zRhgnrLNOwksyeQBLBVVVSfK0XcOzvZdm4HB47bWHq4TFROlaqnapkkMkkjElnkkduWkkdizu7EszMzMSSTrT3SutctdSq+6cvRFa5mMPk5oIZAxmqUxNj1hhYuqsjEL5Xj44SWWRQX4723jr7L8Wm27ftjwYov2jV5WsHPD3Q0S5riI5oDSGeaCJBguBhy87thjRVZUa0C82cBHynDIYabh1ppppr3C5KapmylXauYv9OCs4qVY/pLCM8YWMUZHIarGR6H3aT4AoUBIZaq/EeSbnqB3Pt2fLy4zL4u41XKYWybNVvIyR2FZGSStP2+rROrc8EMFkSGXtZolGtuy1Gw6jUMNd7HDzT8DwJUXDUKe01E7f3FUz0MiCM1chUKx36ErqZqkpUN2PwSD6EEMOVYEEEg6lta9Sm6k4seIKyDKaaaagsprWO9d0ba2v1w2EdybgxuK+lcDncZjxdtxwe+XZbmI8VaHvYeSV+1u1F5Y8HgemtnaomZAPXHaQI5B2nuL+2YfRFXh7RGNh3Cm1clsnO08lHeWpdid67CojSY+MSsRJw69+UgU9nI+5zFSwVS8tl+s1LG7gyG3K+2shbsVbIo1XSWJUuWAankRSzcqEF2IksBz2ScfId3rU6CdK6lrHX12/bntYu+2RrWLeYu2ZfKTGQjvLMzSwq0MDJA5aKNoIWRFMaFfu90M6bZI5SS5jcs82YrVqtqwu4Mgk/EHj7JI5VnDwzHww980ZWWTxR+R37F4ibxAj1+z4YdOOI5qmC3v39fRhnzlccJla2ew1DOU1da+RqxW4g4AYJIgZeePr4I1m68adStj6kFClAkNetGsMMaDhURRwqgfgAAGvbUzE4KsTGKaaaawsppppoiaaaaImmmmiJpppoiaaaaImmmmiJpppoiaaaaImmmmiJpppoiaaaaIqn1K/WGr+U6n9YNV3Vi6lfrDV/KdT+sGq7r4s/tH/pNZ/3Df4lRes2Z+ZN9J3wTTTTXz6txNNNNEUfuL9j+T/8Ao5v/ALDqCtWam693S7clngelgGr2poVl5ee6pWZUYAgqIVatLwee42IiQoUd9G9sWXwezdvOft7vHFTbjnjni5AeNa96NZ/fOxNsdOZYNp059jUNk5DK5XIQFFs+X4p7HjiMo5JlWvx8J58zevoSv6JsDYfKbBdtdtSKt+pTpjIhzaTajntM4uAAYGwDNS+0gsWpY3VdpbYdsmkGgilykucG3ocW3Gg5uOECZceaAV1Rtv8AbNxn5Byf9oo62BiLM1qKw079xjtzxL6AcKrkAen8A1whu/rQeofUroDuvYtvPYihlN1PjrcEkngeeMXaAeORY3IeM/gJIP1jV+3zNu/2L+llzced3jk+ocu4d44/wrPalpmpEjSWXQOzTEiRa5RgAB90JPdxwfqjxM1KmyvBKlZ7UwtuOq3z83nuwjM4jSVy9u2izWarbqO0n8jVsVxlwtcS8uJc6C0ENuBwkOz0XX+mueujXXTe++/aK6k9Ls4uOGF2oZhQMFcpN8M6oO9ixDfCT9Q10Lr9hs1pZa2F9PKSOowVjbexLVsC0tstri8WMfgZEPaHN3YwcU014UL1TKUa+Tx86z1bcSTwSr968bAMrD+Agg699bC46g9xbNwO5pa969VMWSohhRydZvFcplvn45R6gHgdyHlHA4dWHI1F1rHUPbTx0r9Bd3Y+Ot2pfrSQ1ck8qngCaByld+5QWaWN4h3nhYFX1W4ajK+QsSbkvYpu3wV6NSwnA+LvkksK3J/BxEv+3W2y2PawU6gDmjIHToIII3wDB1BUS0ZhSemmmtRSTXDv+Ew639TOgcnTbeHSrcK4bLXFzOMmnanBZ7qz+5SMnbMjqOXijPIHPp8+Cddxa5s9q32b9n+1BvjYewN65nMYyjj8VncxHNi3iSVpUmxsQUmRHHb2zsflzyB6/Pn0nghbNnWDblmtO12B1na6XgtvAjHNpmehU2hr30nNp56LjrbHtX+1NuyHErjfaatx3crQDxVLOwMTDI1xmiRSgZgXo90rA2uA48TkQMBqI2X7W3tu7/23jre2ety2Nw5G2oXFnaWMEKUTK0JsGwIixdZEctEIvSMd/cfvddUP/gy+nkkvvB62dThKay0zItyirGFVVVQkVuSFVFA/AAAONRsv+Cp6RTYRdty9XOpTYtbAtCp75S8Ql447+33bjnjn+c6/e2+Gfi7Ad+JpSSCJslMwOdIwptnNu44ZiVyxZ7XqT9LgOO+SuN9+e377a+w97Z7Zd7q4HmweRsUDJJtfHQNKI5Cok8bV+VDABgD9RHz1BfqlPtmfjZh/N7Gf3fXbF7/BHdDMndsZLIdTeoti1bleeeaS3SZ5JGJLMxNb1JJJJ/h14fqQHQD8YnUH/vNL+7a7lDw88UzaTW1rHSLgBJ8laJMYmLupVbrLbiSWuMekuLv1Sn2zPxsw/m9jP7vp+qU+2Z+NmH83sZ/d9do/qQHQD8YnUH/vNL+7afqQHQD8YnUH/vNL+7at/v8AeKL/AENP/pW/0qPktv8AnH6S7t00018fr0CaaaaImmmmiJpppoiaaaaImmmmiJpppoiaaaaImmmmiJpppoiaaaaIqn1K/WGr+U6n9YNV3Vi6lfrDV/KdT+sGq7r4s/tH/pNZ/wBw3+JUXrNmfmTfSd8E00018+rcTTTWBm7ctKkk8UojPvVaNmIHHY06K3z/AOqSNW0KLrRVbSZm4gD1mFgmBK0L7auTe/0oy+1qHeXpJSzGTJPEa1jbWKBD6/E7z8Oo4KgV5CxVvGHuvs744y9Jun+W8oArbfauU4++8jxNzz/B4v8Ab/BrSPSCc7s9sHqlk4K81ZcxtqVKosDtY1yaQhkKjkqHU+QBgHAkAYKwKjsLX6V4X1v7u7Os3g5RxLAKjj+1VpAVGkYgw5zmBwOLWNwkXj5TZDRtTaNXa0wADRu5+Y8m9OGe6PWvPbNeBepeIRYYwsOCyfjAUcJ93oj0/B6Ej0+o6mOsPSfbXWLa9TbG6MVXv1quWpZFY55pYlAjlAm4MZB5aB50A+XLj5ejCL23+2bjPyDk/wC0UdbO19ReItja3gRQbUEguqTOM88rd8IabKpp06gBBZkcR5ztFzht7p7gPZ86pdUfaE3xvuGLBZdk86e4SE1PeLEZTkoXZ/iZV9E+vn0Gojq77VGHzT7u6S7bws80OV6eZHPUM/HbMYaJ8TLZiYQlA6kr28csCOfkPlrfnVf9q3eP5AyH9nfVP3x0B6b743rmNw3sTLX3BndtXMPJlIrU3fFFNCaxKxF/FyI5GA5T+H56/TrRYq9OlydiIa0mSDMmZvYmc5wwEb11au3bBtmjaKm36b6toNB1Ok5pa1rXBjW0ZaAzzYN5xc6QRzCQSeZOhftB772Ltb2fenOMhxtrHbvsW4chPdjlksBDl7EAEbiQAcKRxyp4Kj6vTXbuP3HDdxj5N6zxquSmxvaCGJZLjVg31ehZQ38AP18euiem3sjbHr7a6UZvL5PcK5bYlZL1SMvFEvmlsNcdJkMZb4ZJGXgFTwPX19dQ8/s8b93RtFdkbG6+76wNWjuC/k59xWr8t6a2WkHigh4eHuQACVpD3J5/JwGJJVsmy2+jTLKokANxJwbDQOOZnKSuVbH7Lp+Dez6djbFro0mtqtj8o+8ZN8mOa27jrkFsub2qeiNJ93jK7rloRbGvpjc1NYoz9kFhppIVVe1SXBeJxyAR8vw60F0963Zbdftu7stbOyG6d1bUt7bq2Mdjqtgw15ENWm6yRw25IYwAZZXB9OTI5HJY82zqz7Ie0d/7V3zQ2NtfAxbxkz0FmPN5OPyW2Pu1eacCwVZ0aV5JC3b2qS554Hymem/sc1Nsb3O9t3bnqZmC9s6htXIYMY8+BvBRqVpGE5k5dWNUsAY1PD8fV63WnlW1qbGs5S6Q4u8xubhEBxLhF3GQZJ5uCh4R7O2PabDZLZst72v5cB9Mua5zaYpiamTAZeXANnICdSui8fer5OhWyVRi0FuFJ4iRwSjKGB4+r0I1kaqnSnbuE2r0325hNu42GhQhx8UqQQjhFeUeSQj/AOZ3Zj/CTq1632yQL2a5tUUxUcKRJbJgkQSNCQCQDGYkxvOaa5+9ovrLieh/U7p5ujOx1zj7+NzeLsySzTI0ET2MW7yRLFBL5ZFWIlY27Fb65F9OegdcXf4RTYu8eoOQ6c4bZG2shm70MOatSV6UBldYg1FS5A+oM6jn8LDWptCtVs9lfVoiXAYDNeg8ENm2LbG3LNYdovuUXuhzpDYGOpkD1qPX2sboztKbEb23jawcVj350uYENZmprPUQFmjrBSJYo7so4AVfMF5BC9kjkPbMwWY3Dcs4beW548HlMiKdY1cIW8EKe5MvgJhJMrAXu4N3HgjgDhNaKzXSXq5XhhfbnSnqNkLUWMsxLPlsGyyrkLHiSayz+eXvJgV0TgIE8cJ7Wbuc5u1+mvVXC7exWDvdEd8TJVSajaRdvkJPWlawzySMk8ckpK2TF4e9AAvesiufTyh2ztIvu3cv2Tjzhx3T6txOH727xZeBDaBrMtDiSYjlqYIEOkwWeiRMEknQY9P4T2+egkGFoQbk3HlFy8dWJL6jETDiyEAlHovH3/drN/x/vZq/fNlf6In/APx1wxvzoP163bvHL7jpdDt0069+08sMAxsnKR/Jefny3ABJ5PJJ9dQP+LL7Qf4nd1/0dJ/u1rO8IdsSYpD6Du1duz+J/wAXdSix9S3Oa4gEjl6RgxiJu6L+gv8Aj/ezV++bK/0RP/8Ajp/j/ezV++bK/wBET/8A46/n1/iy+0H+J3df9HSf7tP8WX2g/wATu6/6Ok/3ax/eHbH6ofRd2q7/AAd8XH/iB/36X9K/sjpppr9BXx+mmmmiJpppoiaaaaImmmmiJpppoiaaaaImmmmiJpppoiaaaaImmmmiKp9Sv1hq/lOp/WDVd1YupX6w1fynU/rBqu6+LP7R/wCk1n/cN/iVF6zZn5k30nfBDrFxM8trFUrM7d0kteN3bgDlioJPprKPy1g4H9Y8d/8ASQ//AGDX4K1o8nc6Mbzfc5beq+r2WpY6xSq2pQj5CYwQ8sB8QRn9eT8uEI9OfUj8OuUfar6iS9SdoWNj9J8rlszmsfumAXK2EgseavTWs8b95jUHtNlgg9ee5l4+Q1ne1lba71D6KzMgUruS7DwD9SXKaA/9vbzrcu1cBUvDLdR62PiW3uzI4+WEwHv/APRledBWIZQAQ6mSyfT4feCpLBAx/UPBeyWXwVbZ/CG0i88YMBiBWFYtbOsBjXvkc2WXHeeF5O11623K1q2Uw3GsgF2JJDmBwIxABBIGMzwU/tTY+2cRai3ZW25SqZ27ja9S5bWsiTuiqvws3Hd8woPJ/wDZp/zRq0aaa/LrRaatqqcpVcScsTOAyHQBkvUUaLKDbjBHbqekptv9s3GfkHJ/2ijrZ2tY7b/bNxn5Byf9oo62dr7s8Q/6E2f0qn1yuRt38pS9D+ZyawMlPi8Sk+4spaStDTrv5ppG4RIwe4k/za/c3msdt3FWc1lZZEq1U738ULzSOSeFSOKMM8sjMQqxorO7MqqCSAYTF4vP5+7Hm950q1KOnO0uNxcFlphH6kJNZYBVebtKnxqGSJu7teUhZB+10aAc3lamDB1k7h8TkJE5gHhE6BYoo7j3zZEmdgOI2uCSuKdWW/fZJAY5J5Uk7Yq7dpb3btLupQSsgMtY26tWr068VOnXjgggRY4oo0CpGijgKoHoAAAABr101itaHVgGgQ0ZAZdPE8TJyGQAQCE1DZ3d+B27Zq4/IWpHv3gxrUasElizKq8B3EUYZ/GpZQ0hARSy8kdw5+twbgjwqQ1q1b37K3e9aNBZVR7DKOWJJ9FjUEFnPyBAALMqt+bewBw62bV2377k8hKZrdshgG9T2RorM3jiRTwqA8ffMeWd2aVOkxjeVrzByAwJ4zBgDfGJwGpGCScApGjSrY6lXx9KPx16sSQxJyT2ooAUcn1PoB89e+mmtVSTXDX+E261dTehJ6b7s6U7nOCy11czjJ7IqV7Bas/uUjJ2zo6jlooz3ABh2+h9Tz3LrnD2pvZx2R7T2+tibB39lc5Qx9DE57MRy4eeGKYzJNjYgrGWKReztnckBQeQvr8wfR+CFs2ds/blmtW12B9na6XtLQ4FsHAtOB6FTaGvfSLaZg6L+e+2upHtA5TbNHLY/rlkomjs0Ltajb27ilyAtMYRVeISS8+OZqz88upm8fe8bicsfrbfXP2l+oWAu70zftD2ac+Xh94yEMmFxiwtVilEUZYuY440M9eKMFgkQaZwXHkl7uwh7C/QnM+5Sj2s+rV7ziXAU2+zynL3jtXyUoz7uefhRO6IfUq8j0Gvg/4PXoHtmvPjj7S/VfFQYCWLKzwHeVKBMfI4KR2WX3YCJiAVWQ8EjkA6/dz4b+L51Nw8moglwI/4SmYEGR+TxnDGMhrrzGWe1t+UfpHt0K4v3z7dPtodNd03djDrut9cSIoksDA4mQuhiVl7m8D8sAwDHvb4gfib5mB/VIvbR/HN/wCHcT/dddz3P8Ep7O+WtzZTIdROqNy1ckaeazNl6Mkkzse5nZzTJYkkkknkk68v1IX2a/379S/6Sof3LXfs/jA8VDKTW17DTc8ASfJWCTGJi7hJVTrJbSTdcY05xXDv6pF7aP45v/DuJ/uun6pF7aP45v8Aw7if7rruL9SF9mv9+/Uv+kqH9y0/UhfZr/fv1L/pKh/ctXf4heKP/QU/+lZ/So+SW/55+kV3Fpppr5AXoE0000RNNNNETTTTRE0000RNNNNETTTTRE0000RNNNNETTTTRE0000RVPqV+sNX8p1P6warurF1K/WGr+U6n9YNV3XxZ/aP/AEms/wC4b/EqL1mzPzJvpO+CH5a19d6iYjC2sPsSLL1o89ktvS3aVTgtPJIiL4uxeCDz2zHjj18f8+wT8tcpbs/9cvpN/JWP/wCy/r8m8GbBS2gLQK2TGOeBvLabyJ9a0NuW+ps+nSdTGL3sZ0BzgCRxGigtpdP9z+0Hgtq0euVjK18/j9yZSzFUu42OoJsSopyWy8HiXyKZiIOeV7WsEnu7BGeytVDZVKa3mtw7msx1hDJfmxuL7O4yJVhciYy93IEj3DaPwHtMS1uQGVtW/W54abYdba9OwshtOleddEQ19UhzwBGBHNY4SReYSIkqextls2bSJkue6Lzzi510QCT0ZcE00014pdhNt/tm4z8g5P8AtFHV8z2cgwVWOV4ZbFm1KK1OrEpL2ZyrMsY+pfRWJY8KqqzMQATrVi5uxh+ouHixmLkyWTu4XKQ0qqlkjaTzUj3zShW8MK8ctIQePRVV5GSN9k4Lb89W3Ln87NFbzVmMwtLGpEdaDvLLBCD8lHI7mPDSMAW4ARE+/fEJRDPAazVq2RdUgau556hOE75AxBjg7ddNWkB8z+ZyxMTtWS3ka+6951qNvO1izU1iLS18WGV0K1i4B7ykjK83arSAkcKnai2fTTX67WrvruvP0wA0A3DcFxAITX4zKilmYBQOSSfQDX7qk9UblW1Sw+wrEVt/s4yX0I5rkqEqiCazb8jqQ8SvWrTQh0+ISTRAFOe9Z2WgbTVFPIancAJJ9QBPqRxgSvbY8Bz89jqHkq03nyTSRYj3hQHq4olPGEUesYnMa2GDcSfHGknHiRI7hr5REjRY40VEQBVVRwAB8gBr61i0VuXqFwEDIDcNB3zzzQCAmmmmqFlNay3rir2V62bHSjnruMNbbufsSrWSuy3I1t4jmtL5opOIn5HcY+yT0Ha6+vOzdUTNMq9cNpMxAA2nuIkn6h75h9YOSBavxvs9b1sbkxO781DtvHZKGeL3+PF5KwaZWKSk0bw1/d41CLHRSBar8oAI5jI8sY5sGa6Qb1yG5crumD7HTNNYiyVWtPYlKzTsceZYJ5BFz4k+jh43CsT5F5RfH8dsxXXbppnL9DFYrKZWzeyVp6sFVcBkPMOxYWM0kZg7oq/bYgYWJAsJEqEOQdZuZ6vdP8BezGMyWYsi3gUhe5DBjbU78ymMKkQjjbzyczQ90cXe6+aIsF715i4NdF7TLrve/Hq0wU2lwmNf/wA9UYbvWp/bOIbb+28VgXsedsbRgpmXt7fIY41Tu4+rnjnjUnrxqW61+rDepTpNXsRrLFKh5V0YcqwP1ggg69tWOmcVWIjBNNNNYWU0000RNNNNETTUVkt1bZw+OjzGW3DjqePliM6257KJAYhGZDJ5Ce0IEVm7ueOBzzqrjqfcys4G2tnXWx5LJ9MZydMTSMyymJqwSQNb83eOBzWEZ9R5O4dp2KNlq12l7RgNSQB0SSBPDNNYV91SrHWLYkZR6FjNZmCVO9LeC29kctVYckcCepBJETyPVe7kenp6jVJ66bibY3TLPdQOqvN2hV+408FiYlnqxyTKIImsGbs98Ikd2IcJEFZB4XeIStj9O/an291D6vR9LMPti/Wisbeo56rbnZFIjsVIbIR0UkAhLEa8AkBlb1II1W+1bNsdVtC0uLnmMGmImYElrpyOMAYYEgytiwWK07VqVqVjbedRpmq8YS2mCAXGSMJIGEngti1+qux5acmQuZK5ioIQzStmMXbxhiRRyXcWo4yqAeveQF4B9fQ68qHWro5lb1bF4vq1sy5cuSpXr16+eqySzSuQqoirISzEkAADkkgauevC7SpZKlYx2RqQ2qlqJ4J4J4w8csbAhkdT6MpBIIPoQdbQfYcZpv8ApjD/ALMfYtWHb+/WvfWPfv0cVRs5TKXYKdOnE9ixYsSCOKGJAWZ3ZiAqgAkkngAE6qt7pDsC3Uio08TbwkMLcoNv5S3hmA4Pwd1KWJinrz2E9vIB45AOsqp0x2DUejM+1qV2zjXjlq28ipu2o5U4Ky+ecvIZeQCZCxcn1JJ9dLliABvvPC4B7b592HFJduUb9vnob+ObYv5xU/0mn2+ehv45ti/nFT/SavWmpcrs/wDVP/3G/wDxrEP3jq+1NNU9OkHTCtDPDi9i4fENYQxvPiKy4+wAQeGWav2SIw55VlYMp9VIPrpLFv8A2ok01F23nQSBXWtYkhq5MOvd3rFIFSvP3r4wiyeDtZWLysJB4oeT0KuFCpjucA2eg3i3pvEcJOCzJGYVw01B4Xeu2c9bsY2jkvHkKnZ56NqJ61qMP3djGGUK/Y3Y/a/Ha3Y3BPaeJzWtVpVKLrlRpB3EQsgg5JpppqtZTTTTRFU+pX6w1fynU/rBqu6sXUr9Yav5Tqf1g1XdfFn9o/8ASaz/ALhv8SovWbM/Mm+k74Lwv36OMpy5DJXIKlWBe+WeeQRxxr+FmbgAfx6476i5Kxlvao6UybMv0rM+Q2vFUrW0nDRRd3v6STAryHMSiR+wEdzR9ncnPcOgvaS/aJ3r+S5P/wDRrUHsi9PttbswO1+p2TwiPf2njpcLi7hsTJIJmt2pbBMav42j7LEKqSO7v8/I4CHXjfAhtm2Vsu1bftPOay8y7AIJdTIZMkSC9zb4GNy8RJC8zt11XaO06OyaYAAu1iZM8yoJAwOmXFdOYbD47b+Ho4HD1UrUMbWjqVYU+9jijUKij+AKANZmmmvzOrVqWio6rVcXOcSSSZJJxJJ1JOZXsQABATURuDPnEiGjj6i38xeDihRMhjEpQDueRwreKJO5e+QqeO5VUM7ojfue3AuJavQp1DkMrePFSjHIqM6hlV5nJ+8hj71LvwSOVVVeR0jf827gHxEct3JXFv5m+I2yF1Y2jSV1XgLFGWbwwry3ZGGPHczMzu7yP0rLZqNmpC220S0+YzEF5GEmIIpg4OIILjLGEEPfTg4km63r3fb954/nTzbqYjqhVyN219IZi/gskLmQeFUeRFtVGjgUKPghi8jiNOSQGZmZ5Hkkfc2tY7b/AGzcZ+Qcn/aKOtna+5PEjaqts8DqNeuZcXVNwEBxAAAgAAQGtAAaAAAAAFxtttDX0gPmfzuTTTTX62uImqdBbt5Xq1agWlJHS23gY0FvnuSzZvTlnh+QCNBHRhcjklhdT0XtHfcdU7pc02TwdvelieKU7tvSZiAwk+IUmVIqXaG9VJqQ13cckeV5SvwkAb1mAp0atYjQNHAu/wDqHDHfvgiLsSArjppprRUk0000RNa43Xi4Mp1v2UJp7cTVdt7gsxGvblg5kW5iOA/jZfInr6xvyjenIPA1sfWst67n27tnrfsRtw53HY05PAZ7G0FuW44DcuSXMR4q0XkYB5X7T2oPiPB4HpoUUbB7PdGzkcLm9zZTFZnM4m4b75eXb8AyE9k+782RYLM8M5FVIyYikfiPjESqkfZJZLou9/OXdxJuyWC5POt6qFpqYq1s+5+Z+0ty6P7jHwhblfJL8R5Xsw6/X+lXyNDb+5NsTY3M5HOxYWGrFdisJw0cLSTeQcBlhksRwS9ncFmPYGYfFrNzXWd8duLJbbo7Vktz17K0KEjXFiS3ZBqeVW+EmJVF6IhuGLeOX0HCd8X3TBd0DrafeWxxiMYUgTJGufvHuDp4TOEq/YPE18BhMfgqju8GOqxVImfjuZI0Cgnjgc8DWdrBwWWr5/CY/O1Y3SDI1YrcaycdypIgYA8enPB1namZnFQERgmmmmsLKaaao3WHf2C6dbWp5vP7kr4SCfN4yqLE0nYGU2o2mTn+GBJif+qrai57WC84wFF7202l7zAGpXpufrF0421jtx2Jd77clvbYqSWb1A5eBJoSCFVJV7iYi0jRxjuH3zqOCSAan1y6obIsdKN37d29vDFZTcOZ2lkJcRi8ZkIpr1xJacjRzQxI3e6dvx96gjtBYHWkdndK952Pap6wPf2Bi8xhNw1mr+fKNHZxsLPNWnT3hELEyhAky1z2SEGMlolZZB0dt3ohsXb+6sfvhcRTsbgx9WSnDkDUjieKFgEjihWMKkMUcQMSoq/enlizFmaqgy0VKRqWpoaCSA0yHEYw7g0iCDmdMDeGnSrG32BzSwsq33NM+byeQI1vHE/NiFyr7PPstbi6hbP6QdT90b0yOPu7Jyti59E5DHFvgjyPlWOPlkaPkR897h25kPBCBUFf9sbojgOhXQ7A7c2/n85lob+7ZLzy5adJZEY1XUKpRFAHCjn09WLH054H9C9VnfnTXZHU3HVsTvnbtTL1allLUMdiMOEkU/Mc/hHKn8IYjXOt2yharMaU8+6ADoIgYAYAGMgM8c17nwL8I/7u7T2Va7eOUp2AFrA1rQ6HA3scJJJnnEwMAYWkPboz+Cyvs4bux+MzVC5aoXsfHbggspJJXf3uP4ZFUkof4DxrIw1y5tX2WRvTAKlLL4/pLibFS+kKmRJo6EpBBIIJHCeh5+Q1tfaXTXZ+3dw7xzWP2jQp2dx3zJdnWAA3UeGNnL/84GV5iefrZtS29twbEwWHEHULL4WnjcvJ9GrDlpYlivSyK3FZUk9JndQ3EYBLcHgHWzT2bXtNodUbi9zboABORJBGs47vWvG7JZ5DtZu1LTBaLocwZFrX3oJOcjAgiOla49lDqBubfvRDZue3jkZMnmMtDk5rF2QKjP4L8kSgqqgfeFR6Afe/Xzrc+uf8F1i6V9MLex+lIo5CluN8CY6W36W37MLWbMhjPZG7RpXVpJY5uZHkRA3czuoJbWwftlbz/wD0+b//AO+4D/ieurYdl2kUG03kXmgAlzmtJIGfPIJXe8IK7bVtGtbqVE0qVZ73023YAY5xIDYAEDzcMMMFf9NVW5l+pRjX6J2PhHl5+IXtwPAnb/A0dWUk88ehUD5+v1H1iy+/PEnvWyseJu0eQQ5nvjDfX2s0Kkjn5Eqp/gHy1b5FViZb9Nn9S414Ky6apF/fm9MdZaoeiW68l2AH3nG38Q1d+Rz8JsXIZPT5HmMeoPHI4J+06rbfpUZLm88ZmdnmshkufTdMpXqID6NJdiMlPgrw3KzsFB4btYMos/BlpIBYA6dGua49TSSPWM4GZS+NVdNNY2NyWOzOOq5jD5CteoXoEs1bVaVZYZ4XUMkiOpKsrKQQwJBBBGsnWi5paS1wghSUdm9ube3LWNLceBx2VrkFTFdqpOnB45Ha4I4PA/mGq9F05pbZV7fTp2wsylWix3vM5xJA+ca1A3irhuWJaFFPe3ewf1VrlrzkngheKOWZEad/HErMAXbtLcL+E9qseB9QJ+rWxStlei3k2PN35s809IyKiWg4rAwWeq52u7xwy1bVdzFbpWConqyAn4ZFUkDkDuUglWUqykqQTJ6r24MFkTd+yfaxrR5yKFa7JakdK16urFhBKVBK8FnKShWaMuxCsrOjR97qnt3DY2fIbgx+4aPuSO1xF2/fseDsBLnuhhZXQcH7opKH5gnkasNlNo59laSDoMSD743HrxS9GDlcdNaYyftR7Xo7vvbLq7J3Nbv4+o1+bvnxdDtrLH5HmaK9cgmiVV5JMsaeg7vvSCZjAda8tuvD1twbZ6KbzyuMuKWgt08nt6WKQBip4ZcmQeGBBH1EEH1Gss2fVeYDmTuNSmCN4ILpBGoIkHAox3KUzVYCWg3SQCQHbpynhmrH1K/WGr+U6n9YNV3UdvnqRZfBwJuXptvPbjfSNRofeaEWQE4Eg7uDjZbITj09JChbu+Hu4bt11u32g8BtjEZfJvt3cEi424lMGWg1FT3wRyB2e8a8Y+KQL4w5kPowUryV+P8Ax/8AgrtfavhVZ2WSiXAUGy6RcE1XjGpNzNwB52GuRXprDa6NCwB9VwABdn0Be/tO2oqfQLe08p9PoxkUcgFnZ1VVHJA5LEAcn5kaiPY6qip7OGz4+B3sl2SQj907XZyx/nJ1Teue/MD1L6ebkw72a1aXE7eOdOHe8JLJaUQmtLKsJaJlRJWft75FDyQuPiRGFs9l/NYjb3sz7Wy+eylXH0YI7IlsWpVjjQtelVQWYgclmVQPrJAHqdflts2faLB4Gt2WGk1qlqa4tbzpPJvbTa26SHSCXAtzvgYwuXUFSn4Tt5RpaDZrwkES0vBBE6EZHVbs1B5TcUgvHBbegjv5QECcCRTFQU9p8lj4gRyrdyxj4pODxwoZ1j3k3FvNpIqkl/bmFRzG0zQql6+OQe6Elia0RAKkunmbuYqIe1JHsGIw2JwFCPFYTHV6NSNndYYIwi97uXduB82Z2ZmY+rMxJ5JJ14k2azbLAdaiKlb9WPNb6bhmcuY0nUPc1zSw+jvOf5uA39nasXb+3Uwiyz2cjZymStdvvWQtBBLKF57EARVVI15PaigAFmY8s7s0tpprl2m01bZVNasZceAAwwAAEAADAAAAAAAABWNaGiAm2/2zcZ+Qcn/aKOtna1jtv9s3GfkHJ/2ijrZ2vuzxD/oTZ/SqfXK4m3fylL0P5nJpppr9iXDVS6lJdyWFrbQx8cbS7muR4ydpWKolE8vdPcp7g5qpOsZAP3V4uQF7mW1xxxwxrDDGqRooVVUcBQPkAPqGqZtiN9yb3zu8rmLSKHEu+3MHYMqyGaBfG92dQODD32l93aNhyfo5JASrrxddb1r/ABLGWbdifScBhnoAARgQ4EFRbiSU0001oqSaaaaImqHnEWTrdtON+e19pbjU8Eg8G3h/rHqNXzWtt3Zith+t+yGsw3JDc25n6kXu9OawFke3iO0yGJG8Ufp6yPwi+nLDkawcsUCksD0X6b7cxVHCUMFPPTxduK7QTIZK1fNOWMqU8LWJHaJQVU9iEJyOeNfV3o509yMmRnuYe1JPlYIILVj6UtiZhD4ux1kEvfHL9wg7pUIkfwx97N2LxQMf1c6nKuKv3zs2/i7eYrwi3SEkYyGMmNSP3uqjzs5hjnstGJwsgmYQkRRxzeZMvcvWHeNLd+d2xiht6usVuPHY+W5BLI1SUNj/ACTWlWVe+NxkQEVTGQY15ZvJ8GHua2A7X7BPWQJ4HQKTWuJJHfX7Y0nfgtx1KlahVho0oEhr141iiiQcKiKOFUD6gAANe2ozbOXbcG28TnngEDZKjBcMQbu7DJGr9vP18c8c6k9TdIJlQEEYJppprCysS5l8VjrFSpkMnUqz35TDUimmVHsSAElIwTy7cAngcnga5j6yJtP209pS9Mumu7xNb29uWKzeuwUXNegiwzx/dzKU5J75O1Y+9iyqCEQtKmiHl3H7TdvpPvrdWHoZE7a3lcg3dQkyMjVq1RbNFiklO3O/JKrOGjRTyFUFfvRrtzbm+tvx0YcN076Ybqalj4o64rR7afBw1YlHbGqLkBVVlAXgLD39oUcheV5vs9k8vpuc6g8swm+y4wggEEuvb8IMSddDr7Y2fXobQtOxrc0RSdcdBJD8Aea4QIBwJE+pXTDYipgsemOpl2QSSzSO5BaWWWRpJZG4AHc0jux4AHLHgAcDWaSFBZiAB6kn6tVOKz1Qy92y0dDAbcx0fZ7o1wyZK3Z5Hx+WKJoY63aw+Htmn71YE+IgqceDpfSyFWatv7ceX3ms85maDKtFHTVPQrB7pXSOGWJW5ZfMssnJHc7dqduy6zsvF9pqiTiQ3nHHHTm9PPkZZyBbJyAWVJ1P2Y+RGHw2TfPXwSJIMLC973cgdw94eEMlfuHJXzMnf2sE7iCNfNbPdQctPI9DY1XF0ULIkmZyYSzKQfR1grpKqxsDyC8qycgho1+erXHHHCgjijVEX5Ko4A/7NfWoGvZ2CKdKfSJPVduj1GVmCcyqL9hW9txwW6PUHfqyUJ+BHV2vWs4RwvPPElpbMlgsCF4aF4OR3hlYNwtiw+ztpbesNcwO2MVjrDx+J56tOOKRk5BKs6gEjkA+p+YB1MaajVt9oqtuF0N3NAa3qbAnAYxJhA0Bc89Vehe8d4+1FsDqziL+JixO3cd2WYp5ZRYZopZWPYojKHn3hOOWH3rfLgc6/wBsdevaC6N7K2/W6vbZfduc3NvDJY8Te8xKalSJoIyB7vGykCw1ngHjhUAHw9vHY2vhoYXKF4kYxt3ryoPa3r6j8B9T6/wnXCfs6HOqUKhY4mTqJMZg54CBukr0Y275ZarFU2tT5ajZabqbaYcWBzXXiLxbiS1xvA+rIrVO0+uf2a5vqFt/FbVz0djZOaixqO9AcWoyWjZ4+HbvHkgsHnhR2NCeOS3G1Yp0lAA+FyiuY29HUHnjkfV8j/MdYuazmF23jZs1uLMUsXj6/b5rd2wkEMfcwVe53IUcswA5PqSB9euYume9cjm/by6jUq+7bN/bn2HU7VOFL7S0uzxY50kjUMY+P8onYMv/AL6Qj79ub6j6tkZTdVBcHuuzECYJ9g7Vr7A2HV2vZ7UeUF6z0nViY85oe1oaBoeeMdYK6jv3qmLo2cnfmENapC880hBISNQWY8D19ADqp7N6wbA6h4zH5rZGaOYoZHJS4mOxDC6KliOu87BhIFbjsT5gH1Zf4SNcb66yZ5Pae2n7PH0Zh7W1N5bbsXb87pN72eYr3KxyLIFVSKyfuCfibgj04q2+/Z53ZsXcvSTE+zpisrjtp4bc8+X3NFXzzRr2SSVFLyLNMGmHgSwnaob4S44+M92vUt1S851Ft5rTdcMb083LSADJXL2BQG3tp+RisylSbygc+oYhzGXwAcBzvNG9xAC6AvdO+nlyae5e2XgWsWpC8tk0IlmeRz6t5Avd3ljz3c88nnnnUDS2x9FtLtXYvVPN1bmMg94jp5S0M0ql2btNh7XdclTvDcr7yjBSFVkHZxzv7Q56g+1F0+y+0OmXTfdkGS25vGpZZMysOPSaqKlmFngeWUK6iVQSAefuqnj1PGB1N9krqbf3B1f3zXzWBr0907fgWmGszCWN4bdKzIrhYzweylIPQkEug547it7/AAit7SW0GGowQccWnB2QcCJBEcJ669kmybSpW6rUfcNGlfpYH8c+Y5MHCDnjj0LYO7et3UmLq5V9lm9isTezG58LacbmxWQsYTwd9ew4aGIpbeCRFi4V/JJ8QD8D70TG0ts9ZOnlHZO0rWPyWXo4K69zJZaa8mdZ4mhkj8STSS050Yd7KqCrKiK0Td7drpq1dL+ge1do4/ZWd3JhMfd3xtTBw4gZiCSVuAsJjfs7u3kEO4BZeeGPy51tbW3Zqzqt6rbKTS5xMReaWgwY5pa2QZ+TGmWC5Nks1d81rUecTzQD5rTBunKSCDJ13rnHqj7Zu3tibRg3Fjtj7llty5lcaaGYxNvFSPErv5JYveYk8wAjCEp3CN5Yw/zAagzda95e0hk+sXQ2hvba21q2KkMGCzdOzLC88SXQCJJRMQ6yRIVYooBDn0I+HXYEGJpQ1TTeITxGy9viZQ3EjTGYEen7lzyp+Y4B+Y51rnYXs67D6edQ929SsRZylvJ7ynksXobrwyV4meUynxKsSso7mI+Jm9P59VWyjTr1Ght8MPnC83KCMIYDieOC29ptda6Fns9Jl2C/lXBzgXtcIaImBd0uwTMnIKtZbpxsO/04ymNl3Ns3I77yGyH2vJuS48Is2bRpNXNiWz8cxDkju5LHgfuvlqk9Jeqe1vZrxPTP2bd4Zirk83fW2Xv4aeKfHR+e9O8fdLI0brwG+L7n/FzrqP6Lxn+jqv8A/Sv+7VN3J0O6X7t3vg+omd2wk+d26AMfOs8kaR8MWXujVgj8MSfiB+fryNYq2OzMe2tZgQ8YYkRdkE/JzwzXrdhbWs1ksL9j7QaTZXE1IaOdyopuYwkkjm87nY48VUNxdduk26dnw5Op1G2oqJnmqgfTtVu4V7RQuCH+TIEkH/VlQ+oIJ5x2HsfE7t3L1YxfULHbg3DhdxZ+PIY+qmNytb3dVMsqkvNFCisEtQKEVyT2E8FArHqLIbC6ddFOn89HZeEx+3MM+WiyF0+VhErFl8krvIx7QFQfM9qhfqGq1L1J2DTrNk8bekysdyUMz4HG2Mo0rdoXyEVI5GKgIq95HA4VefkNfNnjntFWltprLHY61Ss+hTAdTdg1zazntwFIunmnJ4JXMstgFustF9uu8wvwzBvNuukHMQdQtA726C5y1nd6Z3p9gslM25dswbeo463GlWGkkUddOZJ5ZSzDsqIF7VYs0nDdigya2b7OXSfIbD6b7dr76rNJuTHQzxeN5/LBRVrEzqIEVjGjFZfikHMjc9rMVRFW/wC3N94DdNmWnjo8xXniTyePKYS7jWkXngmMWoo/IASO7s57e5eeO4c2DX4Ftzwq21SsZ2JaaPIeaTIcKpDWFoDi4zdLTiABewLpXobU07TttLaVofffTpNotwaGimyLoAAGIiJmd8lNNNNeBV6aaaaIm2/2zcZ+Qcn/AGijrZ2tY7b/AGzcZ+Qcn/aKOtna+8/EP+hNn9Kp9crh7d/KUvQ/mcmoHembu4TBscRX8+WvypQxsRICm1Ke1Gcn5Rp6ySEAsI43Kq7cKZ7VNxoXdu+bWddIJ8Vtnvx+Nfy9/dkTytyYKOUBjUrXV/8AOKxuJwqk9/7bY2NLjVqCWsxPHcPWc9Yk6LguOgU9tbbtDaO28XtfFmVqmKqRVImmcvI6ooXvdj6s7ccsx9SSSfU6lNNNa9So6q81HmSTJO8lZAgQE0001BZTTTTRE1RM0qv1w2mjqGVtp7iBBHII98w+r3rXO6rlml1u2Y9bHTW/JtncEchiZB4ENvEcysHZeVXj1C8sefQHWDkitNDYmx8UYDi9m4Kma05swmvjoY/FMV7TIvao7WKgDuHrwONe8m0tqzRWIJts4l4rcEVWwjUoys0Mf+bjccfEq/uVPoPq1oDbm8eoV+/gYq/WPPXFv533mjHkMHSr+94we6CdMgVpr7tx3z+714+yyfJGZZD2TCKV3ZvPqRJundFTG7uzeLxDvWhinqYevMMRV7qHZcrvJXcTPMLNsMJfKiiAdqp45C2HOuxIz+wfGOEGcAYmGHHvv79QGJAW/wBVVQFUAADgAfUNfuozbFvJX9t4m9mYPBkLNGCa1F2FOyZo1Lr2n1HDEjg/LUnqZEGFWDIlNNNNYWVU/ss3ZkM1dxeD6dXlqU+OzLZe5DTp3D6BlgRDLa5VuQTLBEp7SyM6lS3lNvbcmIyqY/cfTjLim8JmbMYeWPI0oj6gRPGCl0ykr+4rPGAykyc9wW46a3RaaGRotiIzdPTN6J1yuz8mMFGDvWNjcljszjquXw+QrXqF6FLFW1WlWWGeJ1DJIjqSrKwIIIJBB5GsnVXt7AxvvV7IbeymT25byJ8lmXFSoqSTck+cwSo8JlPce5zH3OAocsEQLj08L1NxDNDFvfGZymikRHK4nxXmY+vMs9Z0hYA8qAlZOF7eSxUlxs9CpLqdUDg4EH2At9cic4GSSRmFcNNa/wDprr5+LTYH58Xf+E6z8Xb6v3vL9NYDZ2F7O3xe65i1lPNzzz3d1at4+OBxx393cfve34pv2bVpi89zI/eMPsa4nqCxfB+5XHX4zKil3YKoHJJPAA1S5NtdUMoxhyvVCpja4PejbewEde13fUryXZLcbJwTyBCrFgpDKAytkR9NsRberNuzJ5PdUtPlo/peWNoe8kfdGrRJHXZxwO1jHynr29vc3MTZrOzF9YEbmhxP/cGj2+orMk6Lxj6jHPS0E6fbau7kp31d/plZErYmBAoZHM8h750lHcEerFYXkDvMasH19JiuqOWvTS5XdWIwWNkiKxU8PRNi7FL6DvN2yTE6kdx7PdFIJX42CkPcdNPK2U8KFMDSXc85zjPNnSQ0YDpJXScyqziOm2xsLfp5itt2vYyuPRkrZS+zXb8aspVuLU5eb1DMD8fqCefnrTu+/ZMxuR3lv/qZ07ycm2N27tw9erVyFKy9c17glDWJSIlU/GsMHPLN3M03eCG9eiNNUVbVaKxvPqOJ33jx48SrqdWpRp1KdJ10VGlrowlpiR7B1LnraHszbmw6bS33muoEWW6n7YxzY6DOZqpNfrpA7T8xmCGesZCEsyKGZyRz9YC8bYG8c7ibXu27tlXa0TQ+VL2GMmVrFu7jwlY41sLJxy3Pg8fHA8nce3Vt01mlWpsZyb6TSOADTOAmWgScB5wdGkYrToWWnZm3aIjfxMRJ3mBnmq1t7qX093ZcuY3bm9sJkL+OPbfow3YzbpNyVKWIOfJA4YMpSRVYMpBAII1YJ4K1+rJWsRxz17EZR0YBlkRhwQR8iCDrwyWGw+ZVEy+Kp3liJKCzAsoUn5kdwPGqzd6PdNLTPNV2lUxFuVy73sG74m4xJ5YGzUaObgn5r38H6wdXRYXumXsG6A/2yz3dqu5w7/erg7pGpeRgqj5kngDUbmN07a29jZsvnc/j6FKDtEk9iwiIpZgqjkn5szKoHzJIA5JA1B0ekPTOk0diTZmOyN2M8/SOWQ5G+5+ovbsmSd+Bwo7nPaoVRwqgCbp7U2vjrKXMftvF1rEfPZLDTjR15HB4YDkehI1gtsbXYOc4dAb/ADOjpgxuKc5Qf0pu3eFpq+Br3ttYaF+Hyl2mgt3VMfPFWCUkwdshAZ7MXJ8bhYmV0mGNN0gwmQkNzObs31kL0n+dspu3I48Px6D/ACejLBXThQB8ES88dzcsWY3rTUhtGtR/NTyYy5uDvW7MzmRMTkBAAxcB87FUk9Llav8ARL9Qd7Nhfl9HfTBV+OeQPfgoyH33xc+88n70kpymv2v00sYtPdtt9St64uqT3mCTIRZQlz8282RisTDkAfCJAg45Cglibrpp+E7URBdI1BAIJ3kEQXftEF3FZuNVKfpJtTKlZt7CzvG1HPFZhnzpjmFeWI8xyQQoiQQOp/8AaRRo59O5m4GpP7Xmyf3uVP8AVP8Av1YtNcu3UKO03B9tY15GAvNBgbgIgDgIC2KNpr2dt2i8tHAkKm5rpFsDN1Fgm2/BBPA/mqW4VHmqTdrKJYiwZQwDMOCCrKzKwZWZTg7W2xtO8s+Dzm3sYuexKxLfjhDBZQ6/BZjVuG8UhVwCRwHjlQFjGTrYGoPcGDuW54M3grMdbMUkaOFpixgniZlLwyqp9Q3aO1+C0bfEOQXR4UtlbLqM5CtQZHyTcbzT1ZHXjjwNht9sBvCq76R7V4/a82T+9yp/qn/fp9rzZP73Kn+qf9+szAbkobgjljiDVb9Qhb2OndPeabknhZVVmA7u0lWBKuvDKSpB1La16mwdn0nFj7MwEfsN7FIbRtZxFV30j2qu/a82T+9yp/qn/fp9rzZP73Kn+qf9+rFpqH4F2Z/p6f0G9ifhG2frXfSPaofF7P2xhL30lisJVrW/E0AmRPjEbFWZefwEohI/6o/BqY018TTQ14nsWJUiiiUu7uwVVUDkkk/IAfXreoWelZmClQYGjcAAOoLXq1qld16q4uPEyoHeu4rGCx9Wnipa65rOW0xmJWxE0sfvDqztI0ashkSKKOWZkDoWWFlDKSDrP25gaG2MJUwWNU+GpH2l2A75pCS0kshAHdI7lndvmzMxPqTqA2r7zu3Lx9Rpmlixc+PWHA1JFKSCvKVkktSoQCry9sIWNuWjSME9jyyRrcddO0/8OwWUZjF3pbv/AEjDg4u0VLcecmmmmtFSTTTTRE0000RNUXMft5bR/knuL+2YfV61rndQyn27tlnFtXBG2dwGcSqxLQ+94juCcEcP8uCfT8I0RbG01pPYO0uodaXC5SaXeeLqfZNNdtYXL50X2hotj5I1E07zzPL92COY0kESPKQqMI1lOHuja/VLKbo3Hdjq7w+isjJX74aO4TVMlMNQKRVAllfdpl4veR1MZcHjvflOMON2O+7t6gdcFK7jE98fbh7Rpit8aajdsxZWDbmKhzzl8nHRgW6xIPdOIwJDyPQ/Fz8tSWpEQYUAZEpppprCymmsGnncJkRTOPzFGyMjXa3T8NhH95gXs7pY+D8aDyR8sOQO9fwjWTBaq2vJ7rZim8MjRSeNw3Y4+anj5EfWPnoi9dNNYy5LHNkXw65Csb8cK2XqiVfMsLMVWQpz3BSysA3HBKkfVoiydNNV+11C2DRy6bfu742/XykqzOlGXJwpYZYVLSkRlu4hArFjx8IBJ440SJVg01XZ+ovT6tt+juyzvvb0WDycqw0sm+UgWpakbntSKYt2Ox7W4Ckk9p/BqRxO49vZ6e/Wweex2RmxVk078dS0kzVJwOTFKFJMbgEfC3B/g04JxUjprwp3aWQgFrH24bMJZkEkMgdSysVYcj05DAg/gII1+UchQycBtY27XtwiSSEyQSrIokjcpInIJHcrqykfMMpB9RoiyNNNfhIA5OiL901BbX33sjfEdmbZW8sHuCOm4jsti8jDbELHnhXMbHtJ4PAP4NSX0tivpA4n6Tqe/BVc1vMvlCkEg9nPPBCtx6fuT+A6IsvTWBmNwYHb0UM+fzdDGRWJRBC9yykKySkEhFLkcseD6D19DqJfqZ03jeSOTqDtpWinFWRTloAUmPPEZ+P0Y8H4fn6HVbqrGmHOA9a2aVitNdt6lTc4bwCVZdNRk+5tt1p0rWdwY2KaS2Mekb241ZrRUMIACeTJ2sp7PvuCDx6684t4bSnxdvOQ7pxEmNoSNDbuLeiMFeReO5ZJA3ahHcvIJBHI/DrN9o1URZa5AIYYMaHXLr0UvpqPpbhwGSuyYzHZzH2rkMMdiSvDZR5Eicco5UHkKw9Qfkfq1G5PqN09wsuVhzG+9u0JMGsL5RLOUgiaispAiM4Zh4g5ZQpbju5HHPOpSCq3030zDwQePHLrVi01WLvVHpnjVyDZHqLtiqMT4PfzPl66Cp5v8z5eX+59/I7e7ju+rnXxkeq/S3EPejy3UratJ8ZNFWvLYzNaM1ZpAzRxyhnHYzBWKq3BIUkfI6yq5CtWmoa/vTZ2KygweU3ZhqeRNN8gKdi/FHOaqcl5+xmDeNe1uX47RweT6azcRmMRuDGVs1gcrTyWPuRiWtbpzrNDMh+TI6Eqw/hB0WVmaaaaIoPcu0cfuXw2jat43K045Y6OVoOsduoJChcKWVkdC0cTNFIrxOY0Lo3aOIqTPb02s8jbnwq5zGeQBMhgq7meFDzyZ6ZZnYLwo7oGkZi3+aRVJ1cdNbdO1lrBSqgOaNDmOg5joxEmSColuoWBhc7htxUvpHBZOverCSSBpIXDdksbFJI2HzV0YMrIeGVgQQCCNZ+q9mtm0L9p83h3TDZ48EZStAhlk4QqI5wR92i4I5Rj+5UqVZVZYXGbd6yTWe3dXVHbxpBSQNv7Ueja7/q5ktXLcfZxzyoiDE8cMOCDYLPZqoL2VQ3g4On1FrSD0m7O4JJGism4N27d2v7umbyaQz3TIKlRFaa1bZF7nWCCMNJMyr6lUViB68aialPO7z7Lm5sdLhsSrhosPK6tYsAKRzbaN2jCEsfuClgQiF3Pc0S5+1djbZ2bB4sJSnadk8ct6/dnv3p17iwWW3ZeSeUKWIUO7do4VeAABPaw6tRoSLMCT852B9TQSGnfi47iEgnzk0001oqSaaaaImmmmiJpppoiaouY/by2j/JPcX9sw+r1rV2+bO7K3WvZrbTwmIyMx2tuISJkcpLSVV97xHqGjrzEnnj04HzPr6cEi2jpqlfS3Wf94Oy/zut/8N0+lus/7wdl/ndb/wCG6IrrpqlfS3Wf94Oy/wA7rf8Aw3T6W6z/ALwdl/ndb/4boiuumqV9LdZ/3g7L/O63/wAN0+lus/7wdl/ndb/4boiq2U9n2DKRZ2rc3KmQpZKxEaGOylD3ulSqC01qas8XkXzLJM5+tAEirJwRFy8Va9mrI2pLUEvUQy0L9ZIbUM2MZ5ZnWpcr9xk84HBF0sw7eSYx8Q59N56ajcbBG/v8PWccyVK8QZ79/hhktD4/2Udv4bduD3Dhslj6lHCXGvQ4uPFvDCk5mjZZo/DPGElWGMQKxVwI/g7SnKGfzPQnIZze+V3nc6oZsRZmKenYwyUqa0lqPXWJURxH70JEeKKYOZyokDlY1DkDbOmstaGC6Msfb39WiwTeMlabw3SDN4TqVtjcs11cvLjqTDJ5exTjjklldbpnELCYvGss9qORoPEUAhj+6Exqox9y+z9f3lQyNSxuVsHJkKF/D2p6qzySXa00lsxmUCdYJEAtlux4Syv5O1wGB1uzTWW80gjTtlYOOa1A/RbPWcNDt+xuOjFJTy1vcFfL1K1qrNFeuTXGn8EcNpPEFSwiqXeRWBkDq3d6Zi9HcpDh8/gTuOnZrbg7qzNJj2Aiq+8WrPjmXyn3jve00cnBj7o+fRSedbT01EtBEKRcSZXP+L9k+pSy9e/b3Li5qiUxjp6UOCMSSUvfYrRqD/KGAr90bARsG48jepHwmIzvsvZqhNRi23l61+M7kny0YlxyxJjYZ8hDYYK4shgYolsRRFI3+GzYQqqzNx0vpqbiXgg5H44/FQYAzFvfCPcufaPskYfG4mhjKufpd1La0O2nsNjZleYBT7wzBLKq0ViRmkliYMWZmPk7uGFq2j0Oh2DlKW4dvz418hVqrizxUkjBoFaye7q7yySLFH4HkSMsygvwOAPXbGmslxJJOv29p60ujv6uwLQknsrQy4zF4q3vaXJ18YmL7Y8lWnlUPTryxJ4/HZjaNRJKZ4x3Fo5C5DMDGIpvbnQy1tXcceWpZTHyizm4crdsQ0DWsP4o7YLyN5HE08ptKryAICgf09QNbg01H5V7XP3H4BZOIg9HsI9xKgd37fye5KMONpZatSrPIReWWo0xswFSDCGWRDGGJHcRySvI9OedeDbJqyuWsWjJ7xl1yt0dhAs+NeIIj8XwrGUgPp6Hw+o+JtWXTVZpMJLiMe/f71uMt9opUxSY6AJyA14xJyGZwgRkIo9rpp5Mpbv0srDWiu5IXpYRT57Y+ymGRCHHa5akG8nB48h+Ekc6+Iem+Qq4FsFW3HEsUd2pdqRyVppoapryxSJGiSzswj+5EdgcAdwK9vb63vTUfJ6eYHv76LZG2rcGtZfwbEYN+TlpjHFa66e9IvsCyVa2ufS7BUompFH7kInLNBSid2cOeV/yFSq9o7e/jkhRr53l0mvbwzdrL2Nw1oFaBIKcaQ3Y2r9s0Uvk74bkZEndEfii8XPKd/k8acbH01JlFlMBrRAC17btC07RqctaXXnRGQGGO4DeelaPf2b8ue8r1WzLN71LdVnluqWsSLKHkYxW07D93fgQeEH08gl419n2ft1QtkFo9TKqR5juhyLTYR3ls1mlkkePuW0ogZjIys0CxArJM3b5XEqbt01YOaIHfMfHvAWlrPfTsWsOonR7I9Q61fHW9x4yhUp1bUFZa2Jk743lrzwBvWz4yqxzKvHj7uBKFdFlZRc9mbdsbXwQxdzIRXbMlu5dnmhrmCNpLFiSdgkZZyqgyEAFmPA9Tqc00zMlJwhNeFG7WyVKvkaUvkr2okmiftI7kYAqeD6jkEfPXsfkf4tQux/2F4D8l1f6pdRJ5wHfRQLjeDen4Kb0001JTTTTTRE0000RNNNNETTTTRE0000RNNNNETVFzH7eW0f5J7i/tmH1eta73NjaWS65bJ98iL+67bz9mLh2XtkW5h+0+hHPzPofT+DRFOW+pmyam1p95jMtbxNey1Py0as1ySadZfD4oYoUaSdjJ8IEasWPy51E2uufTSn9ICXLZJnxlataniiwd+WRln8XjSJEhLTSjzwd8UYaSPyx96r3Dnz3d0gxu78aNtZK1HLhJbtnK2a9irFYMlt7CSoCkimN4QpnRkdT3CQevI51GUvZ8weLCjGbpzNc1lhNE8QN7pKgqBpF5j+IuKMIIbkDuftA5HETe075fb1DfIyInHj7zHsiek7oNtyvU3ZGFu4mjkc0Y2zdaS5TmWrNJX8KJ3l5JlQxwgrz2+Rl7yCF7iCNR+E60dOtw38Li8Zl7vvmfWZqcFnEXKzqYjIGScSxL7tITDN2xzdjv4pOwN2txg5Tovic3Xp47I5i6uPo0kxi1oRGBPWjjKw+RipPejM7Ar2gkjkEDXlQ6H4+jm624ju3MT30nN208iV+25aX3nwyuojHHj97k4VeAe1OeeDzY0NPndxPZ7YGpIg698nufv8AZJ0g++R9oHpFiZsnXv7tKSYe8uPtquPtORKfNyydsZ8sSe7WfJMndHH7tP3svik7b/7zX/8Afx/6w1p/KezBtfKXb99t27hgkuTWmi8bV+KsVk5A2Ik5iPIc5W16tyw7YuD8B7trfQeM/wCjD+c6y0M+Ue/f2yMYkqt4fk+/fsOEwM/TTTUFJNNNNETTTTRE0000RNNNNETTTTRE0000RNNNNETTTTRE0000RNNNNETTTTRF+H5H+LULsf8AYXgPyXV/ql1NH5H+LULsf9heA/JdX+qXUD546D8FWfyg6D8FN6aaamrE001XL2WyEPUTCYKOxxRuYXKW5ouxfilhnorG3dxyOFnlHAPB7vXngcRe4MEnh7TCuoUHWh5Y3QOPqa0uPsGHFWPTTTUlSmmmmiJpppoiaaaaImmmmiJrW27cdcyPXLYvueev4v3bb2esy+6JA3vUa3MRzXk80b8RtyOSnZJ6DtdfXnZOtb7shzUvXLY/0NkKVXs27nnt+9U3seWsLmI744+2WPxyH04kPeF4PKNz6EWyNNaizy7329si3tmHbG8N5Zq1cvW6clfMx1JDGt1PG0tkWK4jHbMHEKMgMcUkaqoATVSTaXWas13yUt836kUFIup3JFDYvwgY8eCHi72wWEMN0yv3oH8npLL3crEuI074d+gHXBSDZ9vsJ98YdI0xXRWmtK7lw3VzJtga2FXNpep4r3OzfTJrDUhurCfLJNH5lNgSFlWNhHJ2OrMez5mL27gesdHc2Dy0+E3euLhlmsJStbkisPTrKbparbDW2W1NL5KnifukWPs9Xj7fisa29rH39z0A6wDW5xGQn7u46SNJI39prlzcexvaPsZLPzY87petLkbPhWDdKw+8GQ5b3WeAeceCCEWcWJIj2Fvd24jk7B5ej/ds5/06L/U1lrA7Mx37noI1kBVdyeQno79yDpBMppppqCkmmmmiJpppoiaaaaImmmmiJpppoiaaaaImmmmiJpppoiaaw8plsfhayXMnY8MMlmvUVuxm5lnmSGJeFBPxSSIvPyHPJ4AJ1maxImFIscGh5GBwnSRE9UjrCaaaayoppppoi/D8j/FqF2P+wvAfkur/AFS6mj8j/FqF2P8AsLwH5Lq/1S6gfPHQfgqz+UHQfgpvX4zKo5ZgByB6n6z8tfuq5v39Y6v5aw//AJjX1l7rjS7cs1HXGl25TeQv1cXQs5O9J461OF55n7Se1EUsx4HqfQH5arOT/ba23/JzN/2nGakN/fsF3H+Sbn9S2o/J/ttbb/k5m/7TjNU1jpxb9ZdHZbibS9v/AJdT+G9W7TTTWwtFNNNNETTTTRE0000RNNNNETWst6Za/ieuWwvcNr5PNe+YLO1JvcZKye5RPcxHdal880fMScDuEffKe4dsbevGzdau33ujG7W627DlydfKSjI4HO4+H3DFWr3ZLJbxHa03u8b+CEdp7p5e2JPTudeRzgmBJQCcFtHTXNeH9qvcd67i61vaOMiF1at91NmWOV6ViTFRxeFSp73JyvcDyO4QBWSJ5CsV12z1k3DuPp4dyjGYeDJzX8ZThKzvLTjF2vUsK0jejcotvs9CO9kU/D38KcQ3Po9c3Y6wR6ipBhIkd8J9xB9YW39NaMbr9uOzWNilhMRB77XE9MWZ5AK/ZCJZRYIA47vURkcfUTz8tZvUvr3kNiMl6rt2tZpR4RMrNBZsNDad5a16aNFAUgBDQIkJB4Ehb08fDTawvALdY9uXWqy4A3TxPVE9Urc2mqr013bf3ltuXJZSvTiuU8nkMXMaUhkrytVtSQeSMn1AbxglTz2kleW7eTatRKlwTTTTRE0000RNNNNETULVtWH3llKTTOYIsZQlSMn4Vd5bYZgPwkIgP/yjXl1Ayd7C7D3JmMZP4blDEXLNeXtDdkqQuytwQQeCAeCCNKX7PMx+SMb/AF13VTnc8N75HsWxZi1zazSMQ0Hre0dqn9NNNWrXTTTTRE0000RNNNNETTTTRFUeqP7GqX8otv8A/m1TVu1UeqP7GqX8otv/APm1TVu1U38q7oHvK6FX/l9L06n1aaaaaatXPTTTUFt7cjZ3L7nxbUxCNu5WPGq4fu8wajVtd5HA7fW0V49fvOefXgRLg0gHX71Fzw0gHXsn4KcPyP8AFqlbSzlmv9he2lijMF/a8t55Dz3q8HuSKB68cEWX59P3K/w83U/I/wAWtc7a/ZH09/kVkP6zFaprEtcCO+IVFdxa5pHD6zVsfVc37+sdX8tYf/zGvrKwWeW/TEuRmrQTTZK9QroG7fKYJ5lUKCeWbxwliB/zWPAA9Kzncjcuw52tam748fu/B16y9oHZGXxshX0Hr8cjnk8n1/AANZq1AaZjUfCUrVWmkSNQfcSrDv79gu4/yTc/qW1H5P8Aba23/JzN/wBpxms7fskZ2TuSIOpdcPbYrz6gGF+CR+A8H+Y6wcn+21tv+Tmb/tOM1Gtn9H6y6uyvzt/7t/8ADqK3aaaa2VprEy2Vx2CxdzN5e5HUoY+vJatWJDwkUMalndj+AKCT/FrL1ROvP7RvUX+SeX/scur3qsPJqFm4A9c9i3H2ZrLHTtIOLnPb9EMI+sU01F43c2Fy+Pw+Vxlz3ipn4Unx8qowE0bxGVW4IBXlBz6gH6vnr2w+Zx+eqSXsbK0kMVq1SYlSvEted4JRwfwSRuOfr45HodSD2uyK1hTeafKgc3DHTGYx4weorO0001JQTTTTRE1Rcx+3ltH+Se4v7Zh9XrWu9z4rF5Xrlsn6TxtW57ntvP26/nhWTwzpcw/bIncD2uOTww9RzoisOP6cdPMQKwxWwtu0hSvy5Wt7vi4I/BdkUrJZTtUdszKzK0g+IgkE+uviXpj04nxkmEm2Ft98ZKliOWgcbCasgsSpNP3w9vYxeWNHYlSSy8n11iXOr/Tajlq+Ds7sqi7ZycmHSNUkcLbjMSujsqlYwHsQRl2ITyTRx897qp/K3V7p9d2dZ37RzU9nDVJlrySQ46zJMZGKCNUrrGZpO8SRshRCHSRHTuVgxxgBOnwgfCPVCyAdO5x+M+1SN/p30/yv0kcpsXb1z6Z93OS8+Mgk9993IMHm7lPk8ZA7O7nt4HHGsuTaO1JslWzM22MS+QprZStbalGZoVsEGwEft7lEhAL8H4iBzzquX+tnTPGpkpLO4ZWTFLXadoMdamDrOAyGExxnzgKQXMXf4xyX7QDqRz/U7Ym1srVw24NxwUrFupLfjaRH8KwRo8jPJMFMcfKRSsodlLiKUqG7G4zEjv3yWBnAU3hcJhtt4qrgtvYili8bSjENWnSrpBBBGPkqRoAqgfgAA1m6iNq7qwO9cHX3Htu61mhZaRFZ4JIJEeN2jkjkikVZI3R1ZWR1DKykEAjUvrJmcc1gRGCar++NyWNq4Wtk61aOd58xicaVckAJbvwVmb0+tVmLD+EDUXc3zmqd3adb7H6E8O6M3PixNFkZf8ngSnZsrOVauCzEVShjPaAXHDtqvdSctuTKbXxqSYKhCIN54GveKZCRzGqZqkUeIeAeTu5HcG7O314Lca16tUCm8sOIB90qi01DTp1AMHNB9RAlbV01Q0z2bweWy+f3Li8ZTo08YlvMSwX5rBqxRCwymFRXDT8qOWBEZX6g/wBc5BmdyjI4rF38FjYp7da3YuGHJSSJXETIsYjJgUylvIvPITt4bjv49bA8HvxhXi9cFQiASROkj7x1hWDTWten2f3hFsHputnHUZnyuIrx2ppr0rymYUHlTkmL92YwXcklSSAr89wmsdvLO3MQcvbwONqIJrGOKnJSvzkEutUjjHFfnwu6g+XgFQ3rGQCdRZWa8A5YT7u1Zph1RtMgYvEga5x7179VP2sN3/kHIf2d9ZVL9nmY/JGN/rruqtv/ADO4Mv0/39jUxdGqaG3Ltaef3l5+3INREvYkfjTywhZl+6F0YspHYv32pPFYzcL7qvrlNyf5f9jOMrWZqFJIK72vLb77EUUplaP157Y2kkADcMXI7tVkg1sOH8ysshBNoI+Y3+IFbJMhXiyMGLbu81iGWdOB6dsbIG5P4eZF/wBusPD7lxWbp++1ZikZyFvGKJQFZ5608sMgA59fihkI/CBzqg7Lq57OYnZGRtbsy0NnI7JHklCQPJFOy0mecNLGxaQknnv7l/6uovau3cxPt9Ei3rnKjWt6ZtYmihpE1CmSyJaSPvrsCZP3XkDr6/AE9NYbXLiIyI/p7Vs2mx+T2xtlJ0fJ4tcRhwwW59NQVlDaOYWtvaauVlggYRe6t9GyBUcoO6M/FIroxEvceHUr2gjVVlm3FJ1N3xjoNy5GCrDtnBXqSKsbR1ZWsZNZRGrIV+MQR9xILfIcgKvbc6oGkDeY9hPwVdCzGvSq1QcGNvdPOa2Bx50rY+mqzVsz3HqVJt1262Qy9ZcnBWjgh4jhi8QmVO6M/B3TRg9xLfGO0j6vzJXzRvYir9kmTl+nc01eu1eGs8cXjrzzPA5KciIitIpb1k7io7h6kSvtiZWvSaa5iniYJ9QEnqGKs+mq9YkFRJJLG8rqLDmIVcmCD4fK0ax0/wDNfeMZYx3ff/EPj1hbkydrb2IzuQjz2QuWcJDJnnq+KBPJWCSlKnf4SBGxhcdw5kHHJb1HIva0SSoyLrnaASeAVu01CeOaDJ1MZLum+9mV7F9YjXh4lroUVoiwi4CqZY+PUOefmeDrwx9qOWvgb43fesQ5N2kreWvCnvqyQtKiMBECgWNWYcdp+H4iT6azeExKy3nm63E9mJ6gsPqj+xql/KLb/wD5tU1btaq3PWzuS2jhrt3dGSlfHbvp154hBWVL6JnoYozNxF3KUVAQYjHyee7uHpqd3DcyGz9o5LcY3Zms3Ls/H5C3brSrTibJuIDMkczJWHYVBXsMSp8x3iT1GqBUaHuecoB966NsHk1hY2p8l9SfU2nKvGmq9Vxl2KzXxsm+83YsVKb+byQUwbHkZgkzla4UOhUhQnavp8St9cNtvJWNxYbbOYpbr3KINx4ETQe8wUUlQyRLKliVVgKidQ4Hap8XIPKN89XF7QYnv3K06dCpVYajBIGB6ifc09SvWqR0/wD2WdS/5U1//JMZrKsmylevZx++cpejmj+gWeH3FlS2JTHJcJFc/wCUI6srJ/mQykGIEHVAw+zMdjrvVrJw39yGxDNFhoydxZFQ1cYTGfdO1ZwPeeR/ysAWPq8mqKzxeYdx/lK07QC3kqhyJPsa5bMqZ+5Y33mdrvHCKmPw+NvxOFPkMlia6jhjzx2gVo+OADyW5J5HGusdv7YmD3NtCPNb1wOPfCbFtTZNbWShiNGOWXFCJ5gzDxK59FLcBj8udTOP2XgZup+5sbkKtrIUG2dg8dJXyN2e5DYh94yIZZUmdlmYhF5ZwzHufknvfu9tto43F0+JUgLsu+D6fI+TF+n+w6rcS4Anefrhbe2qbKVdjWCBdpH1kUyesklQqbx2tDbwkBz9KSXCb2yoyUUUokkqGaLKNEJUXlkLKysARyVIPyIOvfcm4cZi4t7zWDbmOO3ht+axFUpTWpgrDF9vbFEjO5PafRQT6fLUnXRvPtH4T6b0zZPp8h48r6/7RpkkYndHCn13pgiPT5jjFev+w6r/AMvv8xcb/K7/AKtRm8cnkVynUww7cuu0G06EEYMsC+8Rk5EmZD5DwgLFeH7X5RuF47S2ZkZt+z9X8KGx+AoxwY3MCqRcmttcoe84vvZx4ovdpvU8AGdR2jknu+H33YjnL9QiFJ7tl0wPT5nuyfp/tGpnJqx6s7bbtPA27mwTx6c+84z/AHHU9D0j65Xb2J+cVPQq/VqL3OQ6k/VtPbX6+e7/ALIbH6z/APS/+Rf8q/8Ahf8AN/8AxOse9uHfWLhWzk9v7UqwvuKLHq8m5J1BxksixxWOTS/5Y0jogqfeEsB7xrJ3FuG3Sy2zYMVJDLUzuYkqWHA7w0Ax1ywpVh6D7pBF6/g5H16rnUe9ZymzIXmhUNBvXAwKEU+qR5+mAT/2Dk6vqVg1riMxPun4q7ZtlFutTaDjAL2sO8XiO1RvWybftroj1D+kcfgMXHHg84G8Fya+Z6K05fERzFB4pn55YfdFj7eAZe7lbrBZ3bHnqOIuZTESoI57dt48bLGZYu4LHHHzO3jYdwLOe8Nx6KnPpV+s9q5a6U9WqTszxwbWyCwIFHp3UJSQOByeTq5OD9mkR4PH0XIOf/3U1AOms4jc33uXUfQA2bSa/HnVT1sokLXvSiLMDpz0XaS/TaFcNWMyLUYM6nGN4greQhSq8BiQ3efUBPlqW6XnOVdsxTWs3io4E3JuKLId1BwbMr5i0kXhbzcQ/dCOVYSlgQoKn4jjdLUdemfR9WQgrhKAYEfL/wBFn569dso42HMpUg/ZxfPHH1fZJKef5tUUDdDT+z8GLQpOu7Aad3J/+8rlWq7xRKguZ3DSukMq2zFiZYxLKf8ANNGDZbxqvp3KS5b6mTUVSyG85ty3NuTZXCk0MHWtPMuLlHkuTyWUVwvvB7YlFcEx8lm7j8a8awEy+Txtbqfk4JXebGXnlprLyyp2Yem4AH/N7yx4H1k/WTqWx6n7Zeebg8HBYgA//wAjIa2uVvOAG/t7FyjeLGVRkXOb9EfcrHBPBagjs1pkmhmQSRyRsGV1I5DAj0II9edemq300BXpxtVWBBGEogg/V9wTVk1ax19odvW3aqIs9d9IGbpI6jCa/np/hdtpxbxxHTDGTZGxTWKzl5/JBx3Ehaq8fxfF/s1/QvXMHtg9Cst7Qe8Ng7Mw+eqYmaljc7lGmsxs6sqS46MqAvrzzMD/ANh1q7Q5fyV/k3nxh0+td3wQ/Bf4cs34bjya9+MmYu453cepfzZxvs27Csiq0GM2bMxwFmnzLlM3LHJchjjmnuyNBKB71GhJPYy0z3DhGKNzC5f2fNl19xbHmxlHCWa9mnH30YcnkYamUKSNGJrslmSOSEs6sHMEkMfanKCL749+Zj2Cup2VhMEO/dpY5Gxq4lhUqXAvuwkSTtVXlZY+WTk9gUN3yEglidRmU/wdfUXMTJcv9Sduvagip168i1J1WKGvCIlQLzx6hUJP4VJ/dHXliduXxg6JHzcsZ79mP0DZh4piQ6q6kBjhFU8BkBwPnTzT86ByZtv2Utu5dqxpdLsFcc5a7b8Emcy8jrAEuha8scE3e1RWqyePxcWmaAB5WEqhqhh/ZhwObj6gDHber2R73JXxqz5K9HPjWVbEvioozKZmEcTk+9o58cfbwJXB1/QD/Ef6tyY0Yi9v3Zd2oZnkmSfFT8zqxsMI2ZWDBVa3YZSpVgXHxHtTt+ofYl6zV2y89fqZtOOzmpGsWLAxs5kSdlmRpYyW4RjFYki9Bx29p471D6MG2sL9/LGLu4e3dxnIZ6d7xZA1D+I0u4V4HO+VqZGgiABmTzf5udW/Z1weJ3X4cbKmBrPXULWxF+e3WZ43eKRxJYZpO8yROH9e3vVigCFQKX9oqj++zLfzjX9O92/4PPqXvLKDK5LqPtaB1QosVXHTRxr3SPI5A5Pq0kkjn145Y8cDgCE/Ux99fjPwP/c5ta1QeEd83L0T+yu7Yj4mhZ2C1clfjGOX79PFdi3/AGcOguRtY25L0h2jE2LtNbiWvh68KSsYZYe2ZEQCaPtmZgjgqHWN+O5FIzftC9DPxL7E/Nyn+j1e9Ne+XySqJ9oXoZ+JfYn5uU/0evFvZ76Etbjuno5soPFG8QQYGqIyGKkkp2dpYdg4JHIBYDjuPOwdNEVE+0L0M/EvsT83Kf6PT7QvQz8S+xPzcp/o9XvTRFryt7PHQirNbnTo7sxzcmEziXB1nVCI0TiNWQhF4QHtXgdxZuOWJOR9oXoZ+JfYn5uU/wBHq96aItObn2b7MO0M3R2/nekmyILuSrS2qqjbFQrIscsMTKG8fHfzYQhfmVDsBwjcQnTTpZ7ONDA3aeawvSXN2znc1aWeGtQs+OtPk5JasBZk5Biht04ez5IWjReVKE7Q3v0v2v1At0rufWyZsf2Gs0MgQxstiGfuB4JBJgCHj5o8in0bUNg+g2zMI2Pla3lchLi8lFkKslydCyJDCIa9U9iKGgiVIWUEFy8MbuzuO4mxdBdnj1Xo7jXeFh2DsMsOuJ7n2LM+0L0M/EvsT83Kf6PXzL0B6FzRPE3RnY6h1Kkrt6orDn8BEfIP8I1fdNFlUGD2f+hVeCOunRrZDLEgQNJt+o7EAccljHyT/CfU6+/tC9DPxL7E/Nyn+j1e9NEWusj7OvQfJ10rTdHtnRKk8FgNXwlaFy0UqyKpZEBKEoAy/eupZWBViDlfaF6GfiX2J+blP9Hq96aIqJ9oXoZ+JfYn5uU/0esa17O3Qe5PTsSdHtmo1GczosWErRq7GN4+2RVQCReJCe1uR3BG47lUjYmmiKifaF6GfiX2J+blP9HqB310S9n2ntW8mS6LbXMN8JjAMZhKle2ZLTrXQQygIYn75V4kDqVPxdw451tnULvHbCbwwEuDbMX8U7TV7MN2gITPXmgmSaN0E0ckZIeNfR0YEcgjSQMSkE4BaixGxfZnv56fLWti9N8dAce8T4rI4mjXs1pqs9hbUjwsnAVfGwMikqRESCVAY3LF9G/Z4zlGLKYXpV06yFKbu8dirg6MsT9rFT2uqEHggg8H5gjUG3stdNZtyR7yuSZC3nvoqzi7GUniqNbsGczmSwZvB3xSd1qc9kJjh+MAxEJGF2ht/Ez4PEV8XZzmRzE0IYyXsg0ZsTszFiz+NEjHqfRURVA4AUAAaQRN7viR8EJE83L7AfiqfZ9nvoTaEYfo5spPFIso8eBqpyVPIB7UHK/hB9D9evb7QvQz8S+xPzcp/o9XvTRFRPtC9DPxL7E/Nyn+j1iyezr0HkydfKno9s4SV4Jq6xrhKwhZZGjYs8QTsZwYlCsQWUM4UgO3OxdNEVE+0L0M/EvsT83Kf6PT7QvQz8S+xPzcp/o9XvTRFruP2dug8eRnyY6PbNMliCKBo2wlYwqsbSMGWMp2qx8pDMACwVASQi8ZP2hehn4l9ifm5T/R6vemiLXN32c+g16zQtS9H9nxtjrDWY1hwteJJGMUkXbKqoBKnErMEcFQ6o/HcikZf2hehn4l9ifm5T/R6vemiLnfrr0l6LTdP907D230v2rhd07jxb4LA5OLaypHUyd+KaCnMbEEDNAqTBS0o+8Jj45d0VrRsXY3s19Q6VvI7c6M7MevUnEBlfbVLsk5RXDKyoVPwsOVJDqfR1U+mtoZzB09wU4qV5pVjhuVbymNgD5K86TIDyD6d8a8/wAHPy+eoTYHTnD9O6lmnir162s5ijjNrxD3etCgjr1oxFGi+OJAFUsGkI+/dz66Nxnv834kocAD31Uf9oXoZ+JfYn5uU/0evG17PfQm3EsUnRzZSBZI5eYsDVjblHDgEqgJUlQCPkwJB5BI1sHTRFRPtC9DPxL7E/Nyn+j0+0L0M/EvsT83Kf6PV700Ra9f2eehD3ocgejuzA8MMkKouCqiJg5QktGE7WYeMdrEcqC4BAZuff7QvQz8S+xPzcp/o9XvTRFRPtC9DPxL7E/Nyn+j18noB0IMizHopsIyKpVX+xunyAeCQD4/keB/MNX3TRFRPtC9DPxL7E/Nyn+j0+0L0M/EvsT83Kf6PV700RUT7QvQz8S+xPzcp/o9PtC9DPxL7E/Nyn+j1e9NEVE+0L0M/EvsT83Kf6PT7QvQz8S+xPzcp/o9XvTRF//Z" width="258px" alt="bollinger bands"/></p>
<p>They arose from the need for adaptive trading bands and the observation that volatility was dynamic, not static as was widely believed at the time. Donchian Channels are moving average indicators developed by Richard Donchian.</p>
<h2 id="toc-3">Riding the Band Breakout on High Volume</h2>
<p><a href="https://www.bigshotrading.info/blog/bollinger-bands-what-should-you-know-about-this-indicator/">bollinger bands</a> can be used to identify M-Tops and W-Bottoms or to determine the strength of the trend. Signals based on the distance between the upper and lower band, including the popular Bollinger Band Squeeze, are identified using the related Bollinger BandWidth indicator. Narrow bands indicate a squeeze, which means that volatility is low. But remember, since volatility is mean-reverting, the bands will probably expand, signaling a potential for an explosive move. A simple way to spot a squeeze is to identify when the bands are the narrowest they have been for the last six months. If the price pulls back within the uptrends, and it stays above the middle band and moves back to the upper band, that indicates a lot of strength.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>How do you read Bollinger Bands?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Bollinger Bands are plotted at a standard deviation above and below a simple moving average of the price. The upper band is the moving average plus a standard deviation, and the lower band is the moving average less the standard deviation.</p>
</div></div>
</div>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>5 Best Trading Platforms For Beginners 2022</title>
		<link>https://www.cercav.pt/5-best-trading-platforms-for-beginners-2022/</link>
		
		<dc:creator><![CDATA[gestor]]></dc:creator>
		<pubDate>Tue, 07 Apr 2020 02:37:41 +0000</pubDate>
				<category><![CDATA[Forex Education]]></category>
		<guid isPermaLink="false">https://www.cercav.pt/?p=1498</guid>

					<description><![CDATA[Cодержание Best Stock Simulators Three Best Stock Simulators Best Mutual Fund Certification Courses How Do I Start Trading For Beginners? Learn To Invest &#038; Improve Your Finances With Our Free Courses Trading For Development In The Age Of Global Value Chains We’ve made a list of the best online trading courses for 2022 to help [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Cодержание</p>
<ul class="toc_list">
<li><a href="#toc-0">Best Stock Simulators</a></li>
<li><a href="#toc-1">Three Best Stock Simulators</a></li>
<li><a href="#toc-2">Best Mutual Fund Certification Courses</a></li>
<li><a href="#toc-3">How Do I Start Trading For Beginners?</a></li>
<li><a href="#toc-4">Learn To Invest &#038; Improve Your Finances With Our Free Courses</a></li>
<li><a href="#toc-6">Trading For Development In The Age Of Global Value Chains</a></li>
</ul>
</div>
<p>We’ve made a list of the best online trading courses for 2022 to help you narrow down your options. TD Ameritrade and Fidelity are also really good brokers for long term investing. So, if you’re looking to be an aggressive day trader then we’d still recommend using Interactive Brokers over TD Ameritrade, Fidelity, and E-trade. If you’re looking to “trade” pot stocks then you’ve got the right mentality. Once you’ve mastered support and resistance then you can make some serious money trading them both long and short.</p>
<p>You can learn about foreign exchange markets with IIM Bangladore. These financial markets are tremendous untapped resources but are sometimes confusing in practice. You can develop a foundational understanding of how these markets work differently from American markets. You&#8217;ll gain an understanding of trading platforms, technical analysis, and stock trading across a variety of circumstances.</p>
<p>Market orders are the most common type of order, as they are the fastest and easiest way to buy and sell shares. Dive deeper with StockTrader.com&#8217;s 10 Great Ways to Learn Stock Trading . This may influence which products we review and write about , but it in no way affects our recommendations or advice, which are grounded in thousands of hours of research. Our partners cannot pay us to guarantee favorable reviews of their products or services.</p>
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" width="305px%" alt="free online stock trading classes"/></p>
<p>The two largest exchanges in the world are the New York Stock Exchange and the NASDAQ; both are based in the United States . Attempting to grasp <a href="https://www.bigshotrading.info/stock-trading-courses/">online trading course</a> just how large the NYSE and NASDAQ are is certainly not easy. The NYSE has a market cap of $26 trillion and the NASDAQ&#8217;s is nearly $20 trillion.</p>
<h2 id="toc-0">Best Stock Simulators</h2>
<p>If you’re working as an options trader professionally, the length of time required to reach a junior trader level of options trading is typically two years. Online options trading courses can be as short as a few hours to as long as one year. Many online options trading courses can be completed at your own pace, though, which means the length of the course will be highly individualized. Check out the best technical analysis courses and the best online finance courses now.</p>
<p>Traders frequently buy and sell stocks to earn strong returns in the short term. How long you have been trading — or if you’ve ever traded at all — is a big factor in the type of platform you should choose. A J.P. Morgan Advisor <a href="https://en.wikipedia.org/wiki/Finance">Finance</a> works with you to understand you and your family’s goals to help create a customized strategy to help you plan for tomorrow, today. JPMorgan Chase and its affiliates do not provide tax, legal or accounting advice.</p>
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" width="304px%" alt="free online stock trading classes"/></p>
<p>IU&#8217;s Textbook Trading course was one of the first of its kind to be offered to those with only basic knowledge of trading. It&#8217;s an 8-hour course covering everything a novice needs to know to get started with stock trading. Although it starts out with the basics, it quickly <a href="https://www.investopedia.com/terms/h/hyperinflation.asp#:~:text=Hyperinflation%20is%20a%20term%20to,more%20than%2050%25%20per%20month.">hyperinflation</a> elevates the learning to more advanced topics, including the application of trading tools and actionable trading setups. This course, which is made up of 10 chapters of reading, starts by teaching students the definition of a stock, an ETF, a mutual fund, a bond and more.</p>
<h2 id="toc-1">Three Best Stock Simulators</h2>
<p>If you’re going to be aggressive as a day trader and have the funds then we’d recommend SpeedTrader or Centerpoint Securities. Pezim is respected in the industry for his insights, and participants really value being able to communicate with him and learn his strategies on trading. All of these perks are on top of comprehensive lessons that go from basic to elite, a trading simulator, swing trading materials, and more. You also get weekly mentoring and webinars with the elite membership as well as access to the psychology team.</p>
<p>An investor may build a diversified portfolio with stocks, bonds, funds and alternative assets to meet a long-term goal like saving for retirement. They focus on portfolios that have the potential for long-term growth and provide them with exposure to the broader market. Investors may “ride out” market downturns because they believe they’ll recover losses and earn gains when the market rebounds. Public.com lets you invest in stocks, ETFs, and crypto with any amount of money. Share insights in a community and access a wealth of educational content. Easily research, trade and manage your investments online all conveniently on Chase.com and on the Chase Mobile app®.</p>
<ul>
<li>The price of a stock fluctuates in response to news, fundamentals, technical analysis, and other factors.</li>
<li>Always do a post-analysis of your stock market trades so that you can learn from your successes and mistakes.</li>
<li>Some people really like Interactive Brokers charts though, it’s a matter of your preference.</li>
<li>No recommendations of particular stocks, bonds or securities of any kind are made.</li>
</ul>
<p>Coursera is another all-encompassing educational site with a few classes from top universities that may be attractive to beginning investors. Robert Shiller’sFinancial Markets, administered by Yale University, gives a holistic overview of the international financial market system. This guide and overview of investment methods outlines they main ways investors try to make money and manage risk in capital markets.</p>
<h2 id="toc-2">Best Mutual Fund Certification Courses</h2>
<p>Meanwhile, investors who are aiming to pay for a trip or a gift may prioritize integration with their banking accounts to send their spare cash directly to savings. Moomoo is one of the youngest companies that we evaluated, and its unique social design makes it stand out from the crowd. The broker integrates social aspects into its platform by hosting a global investment network with discussions and public portfolios, and providing financial news 24/7. Despite Moomoo’s poor customer support and limited investment options beyond stocks and ETFs, its affordability and comprehensive tools make it worth considering. Merrill Edge’s provides access to a wide variety of educational material and research tools for clients to use. However, the company’s fees and margin rates are noticeably higher than its competitors,&#8217; making it a better option for long term investing than for active trading.</p>
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width="307px%" alt="free online stock trading classes"/></p>
<p>Morgan Securities LLC , a registered broker-dealer and investment advisor, member of FINRA and SIPC. Aryaamoney through its digital app also offers this Virtual Trading Experience where one can practice trading virtually before opting for real-life trading in the stock market. This provides a lot of help especially to beginners as well as others who wish to test the outcome of any new strategy they may have developed in order to know its efficiency. Robinhood provides free stock, options, ETF and cryptocurrency trades, and its account minimum is $0, too.</p>
<p>Some robo-advisors also offer access to the know-how of human portfolio managers, although this tends to make them more expensive. Robo-advisors were designed for hands-off investors who would rather pass off investment decisions to professional managers, a computer algorithm or a combination of both. You don’t need to know how to buy stocks when you have a robo advisor. If you want to learn more about this type of platform, we recommend you take a look at our list of best robo-advisors. Day traders make numerous trades in the span of a single day, so they need a platform that’s fast and reliable while having the lowest possible trading commissions.</p>
<p>They will cover many technical strategies of investing that you can apply to smartly build your investment portfolio. This course develops a skill to own trading strategies and tests them in individual investors and money managers. Investing in share or financial markets immediately may tell anyone about the variations caused by demand and supply, political or social change, media availability of options, or even natural disasters.</p>
<h2 id="toc-3">How Do I Start Trading For Beginners?</h2>
<p>You can either audit a course in the specialization for free, or pay $49 a month for full access and a certificate of completion. Once you pay $179.99, you have lifetime access to the course on the Udemy platform. You can participate in the course on your computer or with your phone on the Udemy mobile app.</p>
<h2 id="toc-4">Learn To Invest &#038; Improve Your Finances With Our Free Courses</h2>
<p>Trading even 1, 10, or 20 shares will serve its educational purpose. A mentor could be a family member, a friend, a co-worker, a past or current professor, or any individual with a fundamental understanding of the stock market. A good mentor is willing to answer questions, provide help, recommend useful resources, and keep spirits up when the market gets tough. All successful investors of the past and present had mentors during their early days. This course on Udemy is perfect for knowledge seekers who want to learn more about options trading in the larger context of the stock market and how they can break into the action.</p>
<p>There are so many stock brokers to choose from so how do you know the right one to choose? Each broker has their positives and negatives depending on your trading style. If you’re looking to buy shares of a stock or trade options then we highly recommend using ThinkorSwim. Again, their fees are a bit higher, however, if you make smart trades then they are worth it. When we began our own journeys here at the Bullish Bears to learn stock trading, we weren’t happy with what we found in the industry.</p>
<h2 id="toc-6">Trading For Development In The Age Of Global Value Chains</h2>
<p>It’s no wonder why the One Core Program is considered as one of the best trading courses around. Accredited by the Better Business Bureau with an A+ rating, it offers educational courses, resources and community support to help you attain success as a day trader. To date, the platform boasts an impressive following of over 500,000 active followers and 5,000 premium members.</p>
<p>And with an annual subscription ($1,897 annually), IU&#8217;s trading courses will only cost $800, for a total investment of $2,697 in your first year of Investors Underground. The yearly subscription is the best value for up-and-coming traders who want to learn and practice at their own pace. Thanks to the internet, stock trading is no longer just the domain of investment professionals. Now, anyone with a <a href="https://en.wikipedia.org/wiki/Finance">Finance</a> computer or mobile device has the opportunity to make money trading stocks. An increasing number of people are turning to stock trading as a way to supplement their income, while those who are the most committed to acquiring the requisite knowledge can do quite well financially. This stock market trading course online is an 85-min free beginner-level course, which is divided into 10 smaller videos.</p>
<p>Full BioWith practical experience running his own IT business and an education in the liberal arts, Matthew Klammer had become well-accustomed to the difficulties of research. From providing POS systems to small tourist shops to data security and account management Matthew has provided business solutions to many individuals. Investopedia offers its own stock trading class as part of the Investopedia Academy, but to maintain objectivity, we opted to exclude it from this roundup. If you are interested in this course, please visit the Investopedia Academy. This course is designed to encourage young people who may be scared about investing to feel more confident in the process.</p>
<p> Author: <a href="https://edition.cnn.com/profiles/chris-isidore">Chris Isidore</a></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Baecon Finance 2022 Entry</title>
		<link>https://www.cercav.pt/baecon-finance-2022-entry/</link>
		
		<dc:creator><![CDATA[gestor]]></dc:creator>
		<pubDate>Fri, 04 Oct 2019 01:25:18 +0000</pubDate>
				<category><![CDATA[Forex Education]]></category>
		<guid isPermaLink="false">https://www.cercav.pt/?p=1337</guid>

					<description><![CDATA[Content Student Support And Resources Ba Hons Finance Information For International Students Student Stories Advanced Entry Finance Bsc Hons Step 3: Prepare Your Application I have particularly enjoyed the opportunity to work alongside the faculty staff at our Westminster Finance Society. For more details on course structure and modules, and how you will be taught [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Student Support And Resources</a></li>
<li><a href="#toc-1">Ba Hons Finance</a></li>
<li><a href="#toc-2">Information For International Students</a></li>
<li><a href="#toc-3">Student Stories</a></li>
<li><a href="#toc-4">Advanced Entry</a></li>
<li><a href="#toc-5">Finance Bsc Hons</a></li>
<li><a href="#toc-6">Step 3:     Prepare Your Application</a></li>
</ul>
</div>
<p>I have particularly enjoyed the opportunity to work alongside the faculty staff at our Westminster Finance Society. For more details on course structure and modules, and how you will be taught and assessed, see the programme specification. The University is also recognised by the Chartered Financial Institute as a University Affiliated Program partner. A fair proportion of the CFA Program Candidate Body of Knowledge is embedded in this specialist finance degree. Academic mentors– an academic member of staff who you will meet with at least once a term and who can help with any academic, administrative or personal questions you have. Explores the theoretical foundations of financial derivatives on a variety of asset classes, including bonds, stocks, commodities and currencies.</p>
<p>We cannot comment on individual eligibility before you apply and we can only process your application once it is fully complete, with all requested information received. This knowledge and experience inform the highly interactive lectures that make up the MSc in Finance. Assessment of modules on the MSc in Finance, in most cases, is by means of coursework and unseen examination. There might also be opportunities to carry out the project at partnering institutions abroad. You will undertake a short piece of applied research on a question of academic and/or practical relevance.</p>
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" width="302px%" alt="Finance"/></p>
<p>If you&#8217;re already working in the <a href="https://en.wikipedia.org/wiki/Foreign_exchange_market">foreign exchange market</a> industry, our MSc Finance will enhance your effectiveness in your current role. We&#8217;ll explore the latest developments in the field and encourage you to question traditional rules and techniques and take an analytical approach to practical problems. Studying an MSc in Finance at Strathclyde Business School, you&#8217;ll be learning at a pioneering internationally-renowned academic organisation that shapes and develops the business minds of tomorrow. The course is also useful if you&#8217;re considering a more general business career, while a number of our graduates also pursue careers with accountancy firms and further study for professional accounting qualifications. Our finance graduates go on to be financial analysts or investment managers with a range of financial institutions like merchant banks, pension funds, insurance companies and stockbrokers.</p>
<h2 id="toc-0">Student Support And Resources</h2>
<p>Ii) To develop the practical quantitative skills to equip students for dissertations in finance and for on-going work in the finance area. Covering the intellectually and commercially fertile ground at the accountancy/finance interface. Does corporate governance and ethics really matter – do share prices react to it? These are some of the questions we will address alongside using DataStream and the ThomsonReuters Eikon system. Academic Writing for Business This compulsory evaluation is designed to find out if your academic writing is of a sufficient standard to enable you to succeed at university and, if you need it, to provide support to improve. It is completed on-line via MyAberdeen with clear instructions to guide you through it.</p>
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" width="308px%" alt="Finance"/></p>
<p>Our past graduates have progressed to careers across a wide spectrum of industry sectors, from banking, accounting and finance to manufacturing and sales. In the past, our students have had the opportunity to visit universities in China and Malaysia to study alongside students, see how finance is taught internationally, appreciate the issues in different countries and broaden their perspectives. The aim of this module is to provide students with an understanding of statistical techniques. Your second year will give you the opportunity to further develop knowledge gained the previous year. You will have the opportunity to take the Bloomberg Market Concepts examinations during your first year . Students are expected to pass this assessment in accordance with Bloomberg’s set regulations, and the certificate can help assist your potential future employability as many trading floors around the world are reliant on Bloomberg technology.</p>
<h2 id="toc-1">Ba Hons Finance</h2>
<p>Flexibility is built into the MSc Finance programme through a comprehensive choice of electives including a number of optional overseas electives in locations such as New York, Singapore &#038; Dubai. You build on that core knowledge with a term where you tailor the course to your own subject preferences. Look out for 0% APR deals and deposit contributions available on selected models. A deposit contribution is where the manufacturer or Perrys will make a contribution towards the deposit of your finance agreement to lower your payments. There are some great opportunities to get into an even better car than you thought you could afford.</p>
<p>You will be well prepared to work in areas such as asset ﬁnancing, investment or corporate banking, ﬁnancial planning, hedge funds, investment and security analysis, risk management, stockbroking, wealth management and treasury. Many of our students go on to postgraduate study here and at a range of other universities. As well as a firm grounding in investment, finance fundamentals and general management, you’ll be able to study a wide variety of specialist finance modules, such as portfolio management and securities analysis. With the City of London&#8217;s global financial institutions on our doorstep, you’ll begin building your professional network from day one.</p>
<ul>
<li>You&#8217;ll need to create a student finance account if you&#8217;re a new student or sign into an existing account if you&#8217;re a returning student.</li>
<li>Accounting MSc Accounting at the University of Lincoln enables students to develop the skills required to progress to senior positions in accounting.</li>
<li>Placement years are subject to additional costs, application, meeting applicable visa requirements and availability.</li>
<li>This usually takes the form of student loans, grants or bursaries, and the amount awarded depends upon your personal circumstances and household income.</li>
</ul>
<p>This class will provide reasonable comprehensive coverage of the relevant analysis in this area. In the first year, we will introduce you to core learning in finance and theory, including the key principles of returns and risks, portfolio and asset valuations. You’ll learn how to interpret and analyse corporate financial account statements and reports using standard analytical techniques and basic investment mathematics, including time value of money concepts and valuation techniques.</p>
<p>Any unavoidable additional compulsory costs totalling more than 1% of the annual home undergraduate fee per annum, regardless of whether the programme in question is undergraduate or postgraduate taught, will be made clear to you at the point of application. Further information can be found in the University&#8217;s Policy on additional costs incurred by students on undergraduate and postgraduate taught programmes . Students from England, Wales and Northern Ireland, who pay tuition fees may be eligible for specific scholarships allowing them to receive additional funding.</p>
<p>This module aims to ensure students have a clear understanding of the expectations graduate employers have and how to best prepare to face the graduate market. The module begins with an opportunity for personal evaluation, where students complete a skills <a href="https://pricelesscomputer.com/hammer-candlestick-patterns-and-how-to-recognize-them/">https://pricelesscomputer.com/hammer-candlestick-patterns-and-how-to-recognize-them/</a> audit in order to identify strengths and weaknesses. Once the self-evaluation is completed, students will have the opportunity to develop and enhance areas of weakness and also be guided towards schemes that would best utilise or match their strengths.</p>
<p>The fees quoted above will be fully inclusive for the course tuition, administration and computational costs during your studies. Learn the <a href="https://en.wikipedia.org/wiki/Finance">Finance</a> essentials; from derivatives and investments to mergers and acquisitions and global markets. The information displayed in this section shows a shortened summary of our entry requirements. For more information, or for full entry requirements for Arts and Social Sciences degrees, see our detailed entry requirements section. Iii) To develop intellectual skills by understanding of the appropriate use of statistical techniques for various financial problems.</p>
<p>The School recognises that the cost of living in London may be higher than in your home town or country. LSE provides generous financial support, in the form of bursaries and scholarships to UK, EU and overseas students. You can also mention extra-curricular activities such as sport, the arts or volunteering or any work experience you have undertaken. However, the main focus of an undergraduate degree at LSE is the in-depth academic study of a subject and we expect the majority of your personal statement to be spent discussing your academic interests. We welcome applications from all suitably qualified prospective students and want to recruit students with the very best academic merit, potential and motivation, irrespective of their background. The programme guidance below should be read alongside our generalentrance requirementsinformation.</p>
<h2 id="toc-2">Information For International Students</h2>
<p>These formal teaching arrangements are supported by “drop-in” surgeries with teaching staff and induction sessions that begin in the week before the start of the degree and continue at key times throughout each year. Discover Uni provides official data on each university&#8217;s undergraduate courses, including satisfaction scores from the National Student Survey, details of graduate jobs and salaries, and other key information for prospective students. If <a href="https://advancement.aaua.edu.ng/2021/10/22/bullish-and-bearish-option-trading-strategies/">https://advancement.aaua.edu.ng/2021/10/22/bullish-and-bearish-option-trading-strategies/</a> you’re domiciled in the UK, you can typically apply to your relevant funding body for help with living costs. This usually takes the form of student loans, grants or bursaries, and the amount awarded depends upon your personal circumstances and household income. The University of Stirling offers undergraduate funding opportunities for students domiciled in Scotland. To find out if you’re eligible to apply for an award, use our scholarship finder.</p>
<p>In addition to the financial sector, <a href="http://www.mengjiuli.com/?p=122797">Finance</a> graduates are employed in a range of sectors and roles. They work in manufacturing, transport, communications, consulting, charitable organisations and public services such as the National Health Service . The Trading Floor is an invaluable facility which allows you to get hands-on with industry-standard software. Housing 42 dual-screen Bloomberg terminals, the facility can add a dynamic practical element to your course. We offer a range of International scholarships to students all over the world. Analyse and discuss contemporary issues in finance using appropriate financial principles.</p>
<p>In order to gain entry to Honours year, you must meet specified performance criteria in Years 2 and 3. International experience – only available for students who are undertaking an international exchange for either one semester or full year. Research and consultancy &#8211; a facility for local small businesses to gain from the experience and expertise of those within SBS. You work on two live business consultancy projects and, as a team of 6, develop solutions and strategic initiatives for the local SME economy. Internship/Charities &#8211; gain practical experience in a private or third sector organisation.</p>
<p>You will also complete a dissertation which will allow you to analyse, in great depth, your choice of research question in finance. You will also choose three optional modules to facilitate the development of your theoretical and empirical knowledge of core and topical issues in specific areas of finance, depending on your interests. This module aims to provide students with an opportunity to apply and develop their research skills and to extend their knowledge, understanding and ability to critically analyse in a specialist area of interest. The student will chose an academic area related to their programme of study and apply their independent learning skills to research this area in depth.</p>
<p>The course puts significant emphasis on the interactions between capital markets and the value of the underlying real assets. Many of our courses offer international study and work experiences, and the University provides other global opportunities that all students can apply for &#8211; so whatever you&#8217;re studying, you&#8217;ll have the chance to go abroad. LSE LIFE– this is where you should go to develop skills you’ll use as a student and beyond. Language Centre– the centre specialises in offering language courses targeted to the needs of students and practitioners in the social sciences. We offer pre-course English for Academic Purposes programmes; English language support during your studies; modern language courses in 9 languages; proofreading, translation and document authentication and language learning community activities.</p>
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" width="303px%" alt="Finance"/></p>
<p>We are interested to hear your own thoughts or ideas on the topics you have encountered through your exploration of the subject at school or through other activities. INTO University of Stirling offers an International Foundation programme for international students who don’t meet the required academic and English-language criteria. This course offers a pathway to study at the University of Stirling through an excellent teaching and learning experience in the high-quality study facilities on campus. Students on the BA Finance or studying a combined degree with Finance have the opportunity to participate in this innovative week-long global financial trading and training boot camp run by our partner Amplify.</p>
<h2 id="toc-3">Student Stories</h2>
<p>If you do not satisfy our general entry requirements, the Foundation Programme offers multidisciplinary degrees to prepare you for a range of specified degree courses. For a combined Honours degree where the two subjects have different entry requirements, you will usually be asked to meet the higher entry requirement. EU and overseas students won’t normally be able to claim living support through SAAS or other UK public funding bodies. You should contact the relevant authority in your country to find out if you’re eligible to receive support.</p>
<h2 id="toc-4">Advanced Entry</h2>
<p>The University intends to provide its courses as outlined in these pages, although the University may make changes in accordance with the Student Admissions Terms and Conditions. We are fully prepared to adapt our plans if changes in <a href="https://en.wikipedia.org/wiki/Price_action_trading">Price action trading</a> Government guidance makes this necessary, and we will endeavour to keep current and prospective students informed. For more information about how we are working to keep our community safe, please visit our coronavirus web pages.</p>
<p>This status is granted to institutions whose degree program incorporate at least 70% of the CFA Program Candidate Body of Knowledge , which provide students with a solid grounding in the CBOK and positions them well to sit for the CFA exams. Our Direct applications service is for international applicants who wish to apply to Strathclyde University at this time. Typically the cost of one semester abroad could be £6-8,000 depending on the destination and currency exchange rates. All fees quoted are for full-time courses and per academic year unless stated otherwise. Strathclyde selects our students based on merit, potential and the ability to benefit from the education we offer.</p>
<p>The aim of this class is to examine the Markowitz approach to optimal portfolio selection. The class explores issues relating to optimal portfolio choice and issues in practical fund management. The class will cover the capital structure of companies, and their ability to raise <a href="http://www.maxway.app/trading-abcd-pattern/">http://www.maxway.app/trading-abcd-pattern/</a> through initial and seasoned equity capital issues. It will also examine mergers and acquisitions as major investments undertaken by companies, the firm’s working capital policy, and their payout policy in the form of dividends and stock market buybacks.</p>
<p>You can gain invaluable practical experience of the factors that drive today’s financial markets as part of your Master course. Amplify, a global financial trading and training company, in collaboration with Strathclyde Business School, delivers a week-long Boot Camp. This provides you with the opportunity to experience a real-life trading simulation, covering multiple roles in the process. Drawing on classical and recent debates in theory and practice including, but not limited to commercial concerns, learners will be equipped with an understanding of the foundational principles and developments of the subject.</p>
<p>Through careers fairs and industry-led presentations you’ll be able to connect on campus with many firms who recruit our graduates, including Ernst &#038; Young, KPMG, Deloitte, PWC, Rolls Royce, Lloyds TSB, Unilever, Procter &#038; Gamble, IBM and Accenture. Their events are also a great opportunity to meet and ask questions of professional bodies such as CIM and CIMA . That’s why our facilities and services are designed to complement your course and help you develop essential professional and practical skills – from CV writing and interview techniques to time management and communication.</p>
<p>Get more information about the English language requirements for studying at Strathclyde. Our Unibuddy ambassadors can answer all the questions you may have about their course experiences and studying at Strathclyde, along with offering insight into life in Glasgow and Scotland. This class aims to develop students ability to deal with problems that require forecasting outcomes in the context of incomplete information and to explain the rationale for proposed decisions. When your place is confirmed at Strathclyde, we’ll assess your eligibility.Have a look at our scholarship search for any more funding opportunities.</p>
<p> Author: <a href="https://www.forbes.com/advisor/author/lrowan/">Lisa Rowan</a></p>
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