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	<title>Forex Trading | Lee's Food Cambodia</title>
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	<title>Forex Trading | Lee's Food Cambodia</title>
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		<title>CFD Trading What is Contract for Difference?</title>
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		<pubDate>Thu, 24 Jul 2025 15:53:14 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
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					<description><![CDATA[<p>Here you will find access to hundreds of financial markets, real-time quotes and you can start investing and trading CFDs. XTB broker risk management is important when trading CFDs (contracts for differences) dueto high volatility and leverage. Stop-loss and take-profit orders help limit downside risk andprotect profits. You won&#8217;t have to commit a large amount [&#8230;]</p>
The post <a href="https://lees.com.kh/cfd-trading-what-is-contract-for-difference-6/">CFD Trading What is Contract for Difference?</a> first appeared on <a href="https://lees.com.kh">Lee's Food Cambodia</a>.]]></description>
										<content:encoded><![CDATA[<p>Here you will find access to hundreds of financial markets, real-time quotes and you can start investing and trading CFDs. XTB broker risk management is important when trading CFDs (contracts for differences) dueto high volatility and leverage. Stop-loss and take-profit orders help limit downside risk andprotect profits.</p>
<p>You won&#8217;t have to commit a large amount of capital with XTB if you use a modest sum of money to control a position that has a significantly higher value. XTB traders must understand that leverage holds a high amount of risk. Trading contracts for difference (CFDs) on XTB involves using leverage, which means that you can control a large position in an asset without having to put up the full cost of that position.</p>
<ul>
<li>XTB offers a mobile trading app for Android and iOS operating systems.</li>
<li>The xStation5 software offers plenty of advantages for day traders.</li>
<li>Stop-loss and take-profit orders help limit downside risk andprotect profits.</li>
<li>Diversification across asset classes and avoiding excessive leverage are important.</li>
<li>Another type of stop loss order is a trailing stop loss, which tracks the price of an instrument at a distance set by you.</li>
</ul>
<p>If you have any problems you may want a financial regulator to help you resolve any issues with XTB. Before you sign up, make sure the stated XTB regulatory licences are real and valid. By following the steps above, conducting thorough research, and applying sound investment principles, you can harness XTB to build a diversified stock portfolio over time. Buy physical shares of companies you believe in and hold for years, benefiting from price appreciation and dividends. Each instrument is assigned a fixed amount of available leverage, which you cannot change by yourself.</p>
<ul>
<li>However, CFD trading allows you to trade under all conditions, even in the face of falling prices, but you have to remember &#8211; the risk is always very high and prices can always go up.</li>
<li>An XTB review has broken down fees between users in the United Kingdom, European Union, and International users.</li>
<li>The term ‘derivatives product’ simply means that when trading CFDs, you don’t actually own the underlying asset.</li>
<li>You do pay a fee for the spread, which is the difference between the Bid and Ask.</li>
<li>Keep in mind that spreads vary from one broker to another, so it&#8217;s important to compare them carefully when selecting a reliable broker.</li>
</ul>
<h2>How to start trading CFDs in 11 steps</h2>
<p>You enter a long CFD position on a stock at $50 with 10x leverage. Keep in mind that spreads vary from one broker to another, so it&#8217;s important to compare them carefully when selecting a reliable broker. The spread is the difference between the buy (ask) and sell (bid) price of a CFD. Of course, if the markets don’t move in the direction you expect, you’ll suffer a loss. Just choose the course level that you’re most interested in and get started on the right path now. When you’re ready you can join our chat rooms and access our Next Level training library.</p>
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"/></p>
<p>When you trade a CFD, you are agreeing to exchange the difference in the price of an asset from the moment the contract is opened, to the moment it’s closed. CFD trading allows you to take a position on the price of an instrument without actually owning the underlying asset. One of the most unique aspects of CFDs is that they enable you to profit from falling markets as well as rising ones. Your current XTB contract may become illiquid if there are not many trades taking place in the market for the specific underlying asset that you are trading with XTB. When compared to traditional trading, XTB CFDs offer one area in which traders can cut costs and may save money overall.</p>
<h2>How to Withdraw Money From SoFi Bank Account?</h2>
<p>Stay up to date with our trusted Forex broker&nbsp;and get insights on Stocks, CFDs, Forex, and Cryptocurrencies. Experience a platform trusted by thousands of traders — fast execution, user-friendly tools, and full regulatory backing. Some brokers charge a commission on CFD trades, particularly for shares. A contract for difference creates, as its name suggests, a contract between two parties (typically described as ‘buyer’ and ‘seller’) on the movement of an asset price. We don’t care what your motivation is to get training in the stock market.</p>
<h2>Step 2: Get Familiar with the Platform</h2>
<p>Certain deposit or withdrawal methods may come with fees that XTB does not <a href="https://day-trading.info/xtb-cfd-and-forex-broker-review/">xtb cfds</a> charge. Yes, XTB is a fully-regulated trading platform by multiple regulatory bodies. Unfortunately, XTB has not been approved by the US Commodity Futures Trading Commission or the US&nbsp;Securities and Exchange Commission&nbsp;(SEC). The company is well-known across Europe, particularly for its famous brand ambassadors.</p>
<h2>ZERO COMMISSION FOR STOCKS AND ETFS INVESTING</h2>
<p>When you close a position, the funds from it are immediately returned to your balance from where you can either withdraw them or enter into new transactions and continue trading. The use of leverage carries with it both a chance to open a large position with a small amount of capital employed and greater responsibility and risk. Effective risk management requires continuous monitoring and adaptation to market conditions. This disciplined approach protects capital, builds resilience, and leads to long-term investment&nbsp;success. FOREX.com is authorised and regulated by the Monetary Authority of Singapore (MAS), ensuring compliance with Singapore’s financial standards.</p>
<p>It is the opposite of a BUY position where you bet on rising prices. A CFD – short for ‘contract for difference’ – is the type of derivative that enables you to trade the price movements of these financial markets with us. With this form of trading, you don’t own the underlying asset – you’re only getting exposure to its price movements. A stop loss order is an order placed by a XTB trader to close his open position in a contract for difference (CFD) when the price of the underlying asset falls below a certain level. XTB is a global brokerage firm founded in 2002 that offers trading and investing opportunities in stocks, ETFs, forex, indices, commodities, a Flexible Stocks and Shares ISA and more.</p>
<h2>Create an account in minutes</h2>
<p>The information about the current level of % Margin Level is displayed in the platform, so you do not have to make calculations on your own. Even small fees can erode your profit margins, particularly for traders using leverage or engaging in high-frequency trading. We have a basic stock trading course, swing trading course, 2 day trading courses, 2 options courses, 2 candlesticks courses, and broker courses to help you get started. Yes, we work hard every day to teach day trading, swing trading, options futures, scalping, and all that fun trading stuff. But we also like to teach you what’s beneath the Foundation of the stock market.</p>
<p>Also, we provide you with free options courses that teach you how to implement our trades as well. Our watch lists and alert signals are great for your trading education and learning experience. The company has been in business for over 20 years and has over 1 million global customers. XTB is also a publicly traded company on the Warsaw Stock Exchange and is regulated by multiple regulatory bodies.</p>The post <a href="https://lees.com.kh/cfd-trading-what-is-contract-for-difference-6/">CFD Trading What is Contract for Difference?</a> first appeared on <a href="https://lees.com.kh">Lee's Food Cambodia</a>.]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>worldtradex Review</title>
		<link>https://lees.com.kh/worldtradex-review-3/</link>
		
		<dc:creator><![CDATA[giant]]></dc:creator>
		<pubDate>Tue, 15 Jul 2025 11:05:17 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://lees.com.kh/?p=25067</guid>

					<description><![CDATA[<p>VIPs can utilize interactive charts and receive 1-to-1 personalized support from the team of experts in the VIP Trading room. VIP members can trade and learn using interactive institutional-grade market forecasts. Each forecast includes a dedicated discussion panel, allowing them to directly ask the analyst any questions they might have. The next generation, web-based Web [&#8230;]</p>
The post <a href="https://lees.com.kh/worldtradex-review-3/">worldtradex Review</a> first appeared on <a href="https://lees.com.kh">Lee's Food Cambodia</a>.]]></description>
										<content:encoded><![CDATA[<p>VIPs can utilize interactive charts and receive 1-to-1 personalized support from the team of experts in the VIP Trading room. VIP members can trade and learn using interactive institutional-grade market forecasts. Each forecast includes a dedicated discussion panel, allowing them to directly ask the analyst any questions they might have. The next generation, web-based Web Trader app is a powerful app that is easy to use and syncs effortlessly with the MT4 platform. This average customer rating is based on 21 worldtradex customer reviews submitted by our visitors. From the client portal, navigate to “Transactions”, select ‘withdraw’ and follow the instructions.</p>
<h2>Can professional traders have special accounts at worldtradex?</h2>
<ul>
<li>To evaluate brokers, we test the accounts, trading tools and services provided.</li>
<li>Failing to understand these fees could result in unplanned expenses, impacting your overall trading experience significantly.</li>
<li>Yes, worldtradex provides Negative Balance Protection for retail investor accounts.</li>
<li>If you need help, just contact our customer support at   or use the live chat in the bottom-right corner.</li>
</ul>
<p>If more documents are needed, it may take even longer, up to 10 business days, for the funds to show in your account. For withdrawals that take longer, customer support can provide more clarification. Explore the worldtradex Blog and find out all about the forex market and trading. Their articles cover a range of categories including CFDs &amp; stocks, commodities, popular companies, forex, metals and the latest financial news.</p>
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<h2>Trading Fees</h2>
<p>The website is user-friendly and offers powerful third-party add-ons to enhance the trading experience. If you are new to forex trading, then worldtradex is a great broker to start trading. Its worldtradex Academy and educational resources are among the best in the industry and have helped many traders enhance their knowledge and explore opportunities with more confidence. All this together makes trading on company’s platform profitable and efficient.I trade currency pairs.</p>
<h2>Harmonizing Versatility and User-Centricity</h2>
<p>The trade platform is very complex under the hood, but was not hard to start with. Steven Hatzakis is the Global Director of Online Broker Research for BrokerNotes.co and ForexBrokers.com. Steven previously served as an Editor <a href="https://worldtradex.online/">https://worldtradex.online/</a> for Finance Magnates, where he authored over 1,000 published articles about the online finance industry.</p>
<h2>worldtradex Account Types</h2>
<p>These platforms provide advanced charting tools, indicators, and order execution capabilities. For traders at worldtradex, spreads vary depending on the account type and market conditions. Generally, you can expect competitive spreads, but it’s crucial to check if any commissions apply. Ensure you are fully aware of these costs, as they can affect your trading performance. To utilize the Demo Accounts, take full advantage of the trading platforms offered by worldtradex. With the Standard Account, you can enjoy the benefits of trading without having to pay any commissions.</p>
<ul>
<li>Of course, they have a little con on the account, it turns out that they charge commissions for opening and closing trades.</li>
<li>The trade platform is very complex under the hood, but was not hard to start with.</li>
<li>worldtradex is a financial services company headquartered in Limassol, Cyprus and has been operating since December 2010 with a license by the Cyprus Securities and Exchange Commission (CySEC).</li>
<li>With tight spreads as low as 0.04 and 1% margin requirements, worldtradex offers its clients a great opportunity to profit from the global gold and silver markets.</li>
<li>You should thoroughly read user reviews to gather insights that reflect your trading expectations and priorities.</li>
<li>Expert Advisors (EAs) are supported on the MetaTrader 4 platform, so automated trading is possible.</li>
</ul>
<p>worldtradex clients can benefit from round-the-clock coverage delivered by one of the world’s largest and most accomplished global client coverage teams. The worldtradex customer-centric model offers top trading functionalities through its platforms combined with the widest suite of products at the best pricing and execution. Daily market news feed and insightful research gives clients access to the best information and data to make informed trading decisions. They cater to both beginners and experienced traders with accounts designed for specific <a href="https://worldtradex.club/">Worldtradex scam</a> trading styles and risk levels.</p>
<p>DayTrading.com may receive compensation from the brands or services mentioned on this website. If you have experience trading with worldtradex please share your personal review of the broker and what you think are strong and weak points. Trading according to the market analysis has really helped me increase my profit, for sure worldtradex is really the main deal!! If you have traded with worldtradex we would really like to know about your experience &#8211; please submit your own review. worldtradex customers can choose from a good range of deposit and withdrawal methods.</p>
<h2>I am a retail investor and afraid of losing money rapidly in my trading. What can I do?</h2>
<p>worldtradex prioritizes transparency and versatility in transactions, focusing on a trader-centered platform. It is advisable to conduct thorough research and review independent sources, such as worldtradex reviews, to gain a comprehensive understanding of their reputation and services. When trading currencies, they are listed in pairs, such as USD/CAD or EUR/USD, which represent the U.S. dollar (USD) versus the Canadian dollar (CAD) and the euro (EUR) versus the U.S. dollar. A currency pair is the quotation of two different currencies, with the value of one currency being quoted directly against the other. While a withdrawal request may be processed within a couple of days, it may take longer for the amount to appear in your account. In order for the above to take effect, you need to apply for a bank withdrawal from your client portal.</p>
<p>EAs are automated trading bots, which can be customized by the trader and used for robot trading based on preset rules and conditions. The same subcategory also includes trading of spot energy commodities. The broker offers CFDs on several commodities, including Brent Crude and West Texas Intermediate (WTI) oil. CFDs on indices give traders exposure to the global markets and great opportunities to profit from some of the most popular indices in the US, UK, Germany, China, etc. Indices represent the collective value of underlying publicly-traded companies. Notesco Financial Services Limited is the parent company of worldtradex Global Limited.</p>
<h2>Evolving Educational Resources</h2>
<p>worldtradex recently strengthened its educational tools by introducing the Academy. Home to a breadth of content presented in courses, webinars, videos, podcasts and eBooks, it offers a complete trading experience for traders of all levels. Mobile users benefit from total trade management without having to sacrifice functionality. The mobile offering also comes with the worldtradex Research app which gives users an overview of the financial markets and major news events. Today, the company employs more than 450 people and&nbsp;has created a solid reputation as a trusted and reliable broker. Its 200+ instruments and multiple platforms are accessible in 180+ countries with 50,000+ retail traders worldwide.</p>
<p>worldtradex also offers an economic calendar while a VPS is available for $30 per month or with a minimum deposit of $5,000. Each demo account imitates real trading conditions, the only difference is virtual money is used. Withdrawal times vary depending on the banking provider but range from the same day to 10 days. This broker is different from the previous ones I’ve worked with before. Besides those trading conditions, they also offer many other benefits like trading academy, vip room and other things. My copy trading experience is fairly good, as i’m constantly getting paid out without monitoring any charts.</p>
<p>When an order is placed for a currency pair, the first listed of major currency pairs, or base currency, is bought, while the second listed currency is sold. In terms of popularity, the EUR/USD pair is considered the most liquid, or common, followed by USD/JPY. Individuals can become an worldtradex VIP and gain access to exclusive trading insights and personalized support for financial transactions from worldtradex’s award-winning analysts. A dynamic product suite combining awarded analyst research with patented pattern recognition to measurably help investors participate in financial markets.</p>The post <a href="https://lees.com.kh/worldtradex-review-3/">worldtradex Review</a> first appeared on <a href="https://lees.com.kh">Lee's Food Cambodia</a>.]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>10 Best Forex Trading Strategies</title>
		<link>https://lees.com.kh/10-best-forex-trading-strategies/</link>
		
		<dc:creator><![CDATA[giant]]></dc:creator>
		<pubDate>Tue, 12 Mar 2024 16:50:05 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://lees.com.kh/?p=14311</guid>

					<description><![CDATA[<p>Using a demo account, traders can experiment with other forex trading strategies based on their interests and skills. For short-term trades, it’s ideal to use a forex scalping strategy to limit the losses. The target is only a few pips, and the trading activity may last only for a few seconds and concentrate on specific [&#8230;]</p>
The post <a href="https://lees.com.kh/10-best-forex-trading-strategies/">10 Best Forex Trading Strategies</a> first appeared on <a href="https://lees.com.kh">Lee's Food Cambodia</a>.]]></description>
										<content:encoded><![CDATA[<p>Using a demo account, traders can experiment with other forex trading strategies based on their interests and skills. For short-term trades, it’s ideal to use a forex scalping strategy to limit the losses. The target is only a few pips, and the trading activity may last only for a few seconds and concentrate on specific markets. This technique revolves around detecting and riding out either an ascending or descending trend in currency prices.</p>
<h2>What Are Moving Averages in Trading? Understanding the Basics</h2>
<p>With knowledge about these aspects of the marketplace, traders are equipped to make decisions that could enhance their results when executing trades. Grasping these interconnections allows traders to make decisions with greater insight and could potentially improve their performance in trading activities. Started investing at 16 and became fascinated by how market psychology influences price movements. The HMA achieves both improved responsiveness and enhanced smoothness through complex calculations.</p>
<h2>Day Trading</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="607px" alt="what is the best trading strategy in forex" 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zualzNnsULd5iYzySTRMd/suKA+d2I4xJNJJNK7PLM98srvjSSOL3u8riTZXo5mPJpHSUEWIysDquuYJWvIBMNM/rQxxk+96RmWZ5Fi4ua03EbV895ZdD4FfXbZimbHT08bNGsiiY0DcGtY0C3dYIDoXUN86/k0jxHD5Z2MHsyjjfNC9o68jGAvkpnW1c17Q7KD72TKRoXB0ylI9oIIOoOhHaCgPktFXkWcxxa4EOa9ps5rhq17SNQ5pAcCNxAK+n/JDtT9kMNoq02zVEMb5ANwlAyzNHc2Vr2+RfKyrAY97AbhjnsB7Q1xaD5QLr6Icx6Yu2epAfgyVYHgaqV30uKApRyl1NsSxIfy6v8AzuZXK5isl8GJ/ldR/ZiVIOVma2KYmP5dXfnUqmnm4c42lwbDzRzU88z+nlmzxOiDbSBlh13h1xlPBAXwuvnRzjKKKkxvEYIQGRtkje1jdGsM9NBUPaBuAEkr7NGgFgLWspg2h56sPRn2LQyGUg5TUSsbG020cRFnc8A/ABZf4wVTdo9o5aqeaqqH55p3ulkfuu5xvoPgtaLNa0aNa1oGgQFuP8n9iDnSYpHclgbRPA4BxNW0kd7g0X/AHYm7z4qrLi8A/kMB/wDc1v6lLvMs5PJcPw589Swx1Fe9szo3Cz44GNLaeOQbw7rSTZTYt6bKQHNcoL5/ktsag/0fT/ndcgOxzH6rNjEo/kFQfNVUP61sc57lmFbK6hpHXpIXe6SNOlVMw8CN8Ebh1Tue8ZxcNjca67NbVz0vTmB5jNTA+kke3R3QySQySBjgbtc/oWsLviueBYkOGkyr0sNOzuQE/wDN45Nn4tOXyXbRQOHTPFwZXaOFPG7g4ggvc3VjCNQXsKu9SQNY1rGNDGMAa1rQGta1os1rQNA0AAADcFGvNg2hoqnCab2EwQthHQzU4OZ0U460udx6zzKXdMJXavEgJs4uAk9ARHztHuGDykbulp8/4PSi1/8AxMnlsqe4ZWMbJG6RudjXsc9mnXYHAvZrp1m3bqbar6EbXYBFW001LMLxzsLHW982+rXtJBAexwD2mxs5oVEuVDkzrsKe7p2GSAE5KuNpMD28C8i/QPPGOQjW+UvAzEC9eye0tNWRNlpZWTRkD3hF2ae9e330bhxY8AjsXnbnZ9lbS1FJJo2eNzMxAdkcR1JQ0kXdG8NkGo1aF856DEHMcJI3OY8bnxuLHjwc0gjyFPrZzloxemtkq5JGj4FRlqA4dhdKHS2/Be096AlyfmoXBHs/eCP3n2/+bVlaCItYxpOYta1pduzEAAutc2uRe1yoJ5HOcXHVyR0tcxtPNIQyOaMn2PK82DWEPJfC9xNmgue1x0zNJaHT6EAhKW6ChAJdBKVBQBdJdKhAJdMzlb2u9g0xcy3TSnJEHEdX48p+9ib1tbAnK293BPRVr52GMtdKyBji58bAHMaQQ0yG+oGucstvOgJOlyVpUlaJ0pRzSsQ7iFc6Rzn5iQSbud8IneRo25PDcTqd5uNelIaOo2wJtnsQ2/xRcdZ/GwAO/Ve6S2jTa+pJO4AbzqOseFzppbTRqcFHR523acuYEGY6kN1GVgsGtb3WbcbyQCDAciyjAZ1TVlpyk5TfgWMcP6+oNuHVIXCr2NJucp42NS5zj/Qa11jbsNk/KzA2N+1hxvvda5PYcx6ziewkDuF7pu4hggGj7gn4Itc8eNyTx62i2jVRmVFnEjxNg0DWsB39WYm27Q5XAb9xtdb1I2F7gGZS7h12h274Mbtfm7dd1tSTC266Dt1AJHZu3eAC1/seAbFgcN+oNx3i7c3l0HZrqumaLOWSR1q0Bl2uDxpuztYCNNDaO9+2zhw7lyqqqja3RuW5sAHtHjeR4e8/0ewjTQnqUFe2N2V2cMG9ptbdws0O8586SvrICDkGUnfqQe69ogBw3XWMyM9W7DJrXAnTKb95I/rFo+cBYGA3tYeQi3zXPmC7tTGN9r33DQ/SAPmWlkde1rfo7+P0rpGascZUmjy1+tnaXvv3a7td+mh7rLao6kt36ZeJ+i+6x7+/tXLexx7bfhaDxLtCskrw0HjYbwDbXhcn5tN3kXTec7WJM2OxwSDo3Hrj3vDM3u7xbcnnSKBKGvLXBzTbKQQdd417LqaNj8U6eMPtY3se+wGvdc3W8XwOMlxHfQFOLDk3cPTjw5bGg5cNTkw/gm5hqcmH8EBJCQJUgQAUqChANTlf2a9n4ZXUdgXTwSsZcXAlyl0Lv6MrWO8i+UeDYo+CWKeM2khfHMwnUB8bw9t93wmhfYcr5Vc43Zr2DjWI0+5onfLGALAR1FqiNo/BZK1l+1p3bkBuc5vbVmJYzWVUTs8N2RQnh0cMbWXb2tc8Pkvxz3Gi+hHNy2XNBguHUxGV4gbLK07xLUEzytNt5a+Qs8GjgAvm1yK7L/ZDFKCjtmbNPGJB/mWHpJ/NCx5/UvrMEB8tuc5s17BxvEYACGOmdPHpYdHVATgN0sWsMhjuOLCN4K3ecdyifZR+GPz5zBh1LFKBuFUcxqT2gk5BbgGjyzB/lItl8s+H17RpLHJSSO4B0Tuliv8AfObLLr2R9wVRboC8P+Tf2by0tfXEazSx0zLj4MDOkeW9oc6doJ3Xi7ip+5eMCdV4PiVOwZnyU03RtG90jGGSNo13l7Wjyrl813Zn2DgeHQkEPdCKiTMLOD6kmoc1wsNWdII9dbMCksID425l9Uubvtc3EcIoahrg53Qshm7WzwtEUwIvcXe0vAPwXNO4gqi/O65IJMIr3yxMPsCre6Sne0dSF7iXPpDYAMLNTGD76PLYuLJMvB5AeWyswKV5hAnppSDNSSOLWPI0EkbgCYpbdXOA4EWDmuytygfUUps8qu1jMOw+rrZCAKeJ72g6Z5CMsMY73yljB3uVf4+ezhuS5pKsSW94PY5Zfs6Qyh1u/J5FW3nB8vdZjrmse1tNSRuzx0sbi+77W6SaQhvSvF3BtmMa0HRtyXOAidrl9PuadgTqXAMNjf758Tqg6WP7alfUNBF94ZK1vkVEubPySS43XMYWkUcDmSVkuoHRg36BrgR7rNYsFjdozPsclj9Poow0AAAAAAACwAGgAA0AA0sgPk5yxP8A3VxP+fV351Kpg5vPNsbjdB7NNY6mPTSQ9GKdso9zDTmzGZh1zbrcFDXLIf3WxT+fVv5zKrx/5Pv+Av8AzdR/ZiQFSecbyRS4DVRQmQ1EM8fSQ1BZ0WYtOWWMtzus5hLDofeyM713+ZZiFA3GIo66GOV0wDaSWXrCCqac0dmuPRl0lsrHFrnNkEWXKXEq4vOu5NvsvhU0cbc1TT/tmlt750kbTmhG6/TRl0YBNs5jcfer5j0tS5jmvY4sewhzXtJa5rmm7XNcCCHAgEEaghAfZBUJ/wAoa+2NU3+j4PzutVtebxyiNxjDKeruOmt0NUwWGSojAEmgJytfdszW3NmSMvrdVE/yi5/dql/0fD+d1qAjbkE5PZMaxBlGx3RsDTPUS6XjgY5jXlgPvpHOkYxosQC8E6NKkTnb8jIweaOppGn2BPlYAXOeaecN1jc5xLiyUNMjXEnrdK02szNm/wAnQ792an/R8353RK8e22zMFfSzUdS3PDO0seOI3Fr2Eg5XscGva7g5rTwQHzo5u/Ks/Bq5s2rqabLFVxDXNFmNpWjjLCXOe3tBkZpnuPpPhlcyaOOWJzZI5WtkjkYczXseA5j2kGxa5pBB7Cvlbyt7DVGEV0tFUdYss6OUNLWzwuJ6OZgubBwBBaCcr2vbc5bqxXMU5ZejeMFq39SQk0D3fAebufSk7srzd8d7dfOy5zxtAFu9otpaWka11VUQUrXktY6omjhD3AXLWmR7Q4ga2HBaGE7e4bUSNhgraSeWS4bFFVQSyPytL3ZWMkLnWY1zjYGwaTuBUYc9bYmWuwnpIGl8tDKKrI0Xc+LI+OcNHa1j+msLkiIgAkgKiuyG0s1JUQ1VO7JNA8SRutcXFwQ4fCY9pcxwuLtc4XF7oD6U7R8k+E1WYzUcBc730kbOglPeZYCyS/fmUL8r3NrgjgmqcOfIx0LHSmmld0jJGsaXObFIbSMkIGnSOeHEAdS5cMmx3PAoZGNFbTT08tusYRHPASPikvZML78pjNt2Y2BLe5X+dLHU00tLh0MsZma6J9TUZGFsbxlf0Mcb3nM5pID3uYWHXKTuAryH3HivoxyTYu+pw2gqJDeSWmgfI74zzG3O7+k658q+dOzmGy1U0VNTtzzTuEcTO1x7SAbMa0F7nWs1rXOOjSvpTsfgraSlpqVhu2nhigBO9wiY1mY95tc+KA6hSoKEAiClQUAJEqEBwtvdpY6Gknq5T1YWF1tLuduYwXIuXOIFr8VRN+0ctUaiqmN5JZDIQCRa40A7GjqtFtSCrBc9faENpqeiBOad/SOAOmSPdmAcN7yCMzSOq47wq54a1gY5l9S0loH3rxrcb/oXCs+BJoR4mq2vJNjqXam/ebgWtwbYeBPenvgpcWtGpzDd+vcSLjh86y8n2wRqGvmdoCRlHbY6/p+oTjwvATHYOuCwlp7LA3Bv+CLeVVtWprYuaFHS7MU+FENBO87gd3jdwsO24sVx58Iu4m40Gp11vuHvtCd4BF/DcnhXuGhPV00aN9zoGjQkk7tNwDtVzp8NNvhA77ZmtA43NwbXHD6bXXPMSci4DPnwwC9gBY7wSSOI0zG3nB3dt1z48LLzlYMo1uQT4WFzoSO23huTziwnP76+XssCD5LgHTTsW5T4eSTlGgsOwb/AjLfgOwJ1nIwqPFjLGzGUWOp+K2/mJtv7/KewEmzAAvpcnrHQgdjR2d5O7y3Mhx4SLZiM3YLAAX103ad58V6jws8bAfFFj5z9Rv8ABYzG/V3Ivds2TuHl10+vYvLdl+75lLkWFC2g0+vn8q9OwYDh9bLOZjq4cUQtiGydha1j5vOmhi+Alh1BHf8AXRWErsMuuPimz7XNII7fr/1XanWaIlbDRZXaSKx368NPmvv0/WnLsNtA6mkynVjj1u7hfya6L3tZg3RucOG8d3+HBcdjXb9/YDbUdx7uw33KxjK6uU06dnYsbhEocA5puHWII7E58OUb8lFf0lOAffMJadLW7N29SRhy6pkdqw5sNTjoOCbuGpx4fwWTBI9kgCLoBQAQlskJSSSAC54I3YCkKufOV5tb8brmVkVSymIgZDI18TpM7mPkc192vb8F4Zb7wKfG4xGe3zL19lo+/wAyofjTsn6TS+/H3nXqZ8mV55ufNjdg2IezpqmOpyRSRxNbE5hZJJlaZLue7+K6Rlhr7pv3g2Vsuf8AZaPv8yX7LR9/mWPjTsn6TS+/H3jqanJjF5xXJeMbw/2GHiGRssU8Urml4Y5l2uu0EE5onyN37yDwVcaHmQzB7DJXxuYHNL2tge1zmXGYNPSGxLbgHgVcgYtH3+ZJ9lo+/wAyfGnZP0ml9+PvHU1OTN6OMAAAAAAAAbgBuA7koC0fsvH3+ZJ9lo+/zJ8adk/SaX34+8dTU5M8bT4BT1kElPVRMnhlFnxyNDmm2oPaHNIDmuFnNIBBBAKqpyicyiJ7nPw2qMINyKeqaZGAk3AbOyzwwbgHskdbe4nfa44szv8AMl+y0ff5k+NOyfpNL78feOpqcmULPMvxu9umofHpqi35pf5k++T/AJkwDmvxKsD2jV0FGwgOOmnsiUA5d4IEIJvoW2VuDizO/wAyX7Lx9/mT407J+k0vvx946mpyZqbF7LUtBAylo4mQQx+9YwbzYXc9xJc95sLveS48SV2rLn/ZaPv8yX7LR9/mT407J+k0vvx946mpyZUnbbmb1FVWVdUK6JgqZ55wwwPJaJpXyBpPSC5Ada9uCnrm5cmj8Fw/2FJK2oPTSzdIxhYLSBgy5XOJuMu+/FPsYszv8yX7LR9/mT407J+k0vvx946mpyZv2VSOVLmdmsr6qqpaqOmiqJDMIHQveY3vAdKA4SAZTLne1oADQ4Nt1bm1H2Wj7/Mk+y0ff5k+NOyfpNL78feOpqcmQnzY+Q2swGacurI6inqGDPC2J7CJWH3OVpL3AHKXscLdYFvxQtDnMc3OXHa6KrjqmU4jpo6bI+J0hJZNPLmu17RYiYC1vgntU+fZaPv8yQYszv8AMnxp2T9Jpffj7x1NTkyBObPzc5sCrpauSqjqBJTvpsjInRkF80Eua7nuBAEJFvvh2KxVloHFmd/mS/ZePv8AMnxp2T9Jpffj7x1M+TI25yXIxFjtNGzOIKmB2aCoy5rNdpLFI0EF0bwA7Qgh7GG9swdANPzKqtjmubiMTXNIc1zYJWua5pu1zSJbhwIBBGoIVxvstH3+ZL9l4+/zJ8adk/SaX34+8dTU5MwbIU1QymhZVyMnqGMDZZo2ljZXN06TIfeueAHOaNA4utYWCg/le5qlBXSPqKOQ4fO85ntYwSUr3E3LuhzMMbncTE9reOQm952GLR9/mQcWj7/Mnxp2T9Jpffj7x1M+TKR1fNBxlriGTUUjeDjLURuI72+xnAHuDneK62znNBxJzh7JqqWBv+ZE1S+3HR7KdoP9Iq4/2Xj7/Mk+y8ff5ln407J+k0vvx946mpyYyuR7kboMHBdA10tQ4ZX1U5a6YtJBLGZWtZFHcDqxtGbK3MXloKkQBc/7Mx9/mW3S1AeLhTMFtnBYybhh60JySu1GSbtuvp3s1lTlHejKQiyCUt1ZGglkEIuglAFkWS3SXQFROdg58mKhhILY6eIMAN8ocXucTc2aSewajJrqovwOjJlBdcjQAcSL8T+repX50NGW4q51gekhgIO62XMyx1uTcXvpwFtCUxKVlsp7DcW3m1r37NOFtxPaodZ2ZPoK6RO2xZaIgNABawG7cPP4rtVdC1wOmvDxsRx03X1Oiauy9ReNnEu1+vb5E+aIaBVj1ZdwVooj52EWke7IDbc7gBra9+JJJvpfzBvlmFPkOUAgeGp77C4Hc08NexSTJhbHb+HmHk7deK6FFSsYLNA/X49q3VJs261JDCoNkzre5vw3Dymwv4LvUmyzQNwTpb5llY4LrGikcZ15MZ82z47vr9H18uhPgXh83zbrJ+kBadUAVh0hCsxlfYzKPItWrgJH1unXWW+v0LiVWUX4fR9K0cGdsw3n0o3rk4xYN8q6uIS7wOCbeNVFxrpbf5OO9aJGsmRfyhxA6/XVR+yMjXh9B7vH5+5P/ajeR5hwNk0KuMjw3j9Wn0+HksqL0sU2IXjXH7yJOFphxu07raa99lMOHBQzyINOaY8LNHlubfMCpnw1So7iBPeObDQnHQDcm5hvBOTD+C2NSRkgQgIBStPGvtT/AAK2ytPGvtT/AAK0qdl+YIjflG2kNBQVNYGCU08ZkEZdkDrEaZgDbfvsVWj25En/APPZ/rTvV1PHOK/gPEv5u76WqrPMrw2hmrKsV0dNKwQNLBVshewO6Vou0TAgOtfUa2XwXonsvZtTZOIxuModY6c9EnJO1o6KzS3ss685qajF2uO/25En/wDPZ/rTvV1J+23LbNS4RQYs2kbK2rLWyR9M5vQl7XuZ1hEczTkc0khtiWjinZ/+K7P/ACbCvQUP/IsnKrsVFWYPU0NOxjWuhJpmRNayMSR2mgDAwZWsMjWjqi1nHfdQq2O2HUxFBQwcqcesXWOUpWcGmn/S4NqWnI3UaiTvK+mhxebtywDG46kmEU8lM6MGMPMgLJWuyPzFjNczJGkAG1h2hSNtJizKannqZPeU8Ukz/wAGJhe63fYbgqO8ybab2PjDYSepWxSQn4okYOmjce/3N8Y75PNYbnobS+xsHfECQ+skjpxbeGAmaU/glkfRn8YPFb7f6LU6PSCngqEbU6jg0rt2i9J6vXTLJmKVZuk5PejickHOKnxSugoxRMjEmdz5BUOf0bI2F7nFvQAHUBg1HWe1eeVDnISUFfU0TaNkop3Nb0jqhzC7NEyS+UQOtbPbedybvMH2X0rMQcN+WjiPcMs0/kJMAuPiuCiDnQyWxvEvw4/zaFerwfR/Y2J6QVsFGgurp0ldZp9vNFt3zX0Ustr20ehxlVqKkpX1b7txLw52c3yCP/Wn+rKReQblrkxeplgfTMpxHCZg5szpb2kYzLYxMt7+97ncnSdlNn/k2F+gof8AkXa2RwPDYnPfQw0cT7Br3UkVOx2Um4a90LQcpLb2OhLe5eP2ptDYc8NOOHwM4VLeLNylaLvv1k16jvCNRNNyuQ3yhc42WjramkbRxyCnkMYkdUOYXdUG5aIHAb91yuNFzqZT/wDox+Srd6sol5ZZP3erQdQaxgt2giIWKu3iGxGHyNLJKSmc12hBgi84OS4I3hwsQdRqvSbVw2wNkYXCTxGDzurTTbU5rVRg27Zra5uFjjB1akpWluYzuSblrpMSeIC11NUkEtie4PZJlF3CGUAZnNF3ZHNY4tDiAQ1xHF5WeWepwyrdTuo2SMLWyQymd7RKxwte3QODXNeHMLQTawO5wVa25aXF+jpnFzafEOjgcCSSI6vJG0uvd9wAwu3P1OocrYc5HYb2fQl8Tc1TSZpobC7ntt7tCPxjWhwA3vjj4XXHaGwdj7L2rh+shfD14vxZOS6uWlpXTTtqk1Ju15PgjMKtScHbevWPfYraGOtpYaqL3kzA61wSxw6r43W0zMeHMNuLSmNy1crjcLkhhZEKiWRpke0yGMRx3ysJsxxJe4PsLbmOvwvD3Nc5T4qT2RTVL8tO5j6qJ51DXxMzSsbrr0sTQ9rR8KNw1dIE1tnIJsfxc57tE7zNMQb9BSx5RlB7Qzo4GuA9+9riNXLXB9BqOF2niJ45fzSlFzTd1mUk8qumm8qTvbVyS4SMyxLcFl7TJ1xLljqYsLgxGSkY32RUdBFF07tYuileJi4w3Bc+Fway1i0tdm1ATT9svN8jj/1h39wp+xDZyllijglghlhiy9HFLFHJHHkaWMLGvaWtLWEsBAuASOJUMc6HZaipsPZJT01PA81ETS+GCKJ5aWSktzMYDlJANr2Ngq7o9idg43ExwtXBvNOo1Fqc7Ri34q7d3Zb3xZtVVSKupbkcn2y83yOP/WHf3Cf/ACb8qr66lr6l0DYzRsLwxspeJLRSSWLjG3Lqy2gO9MPmobO0lVT1bqingqCyZjWunhilLQYwSGmRriBfWwUwbTYDTU1BXinhhpw+mqC4QRRxBxEEgBcI2tuQNLldekkdh4fEy2fQwrjVU4LPmk1ZuLejk98W1uMUesazN6ajL5JeWWTEasUzqdsIMb5M7ZnPN2ZdMpiaNb778EvKpyySYfVupm07ZQ1kb87pXMJzgm2UROGlt91FXNXffFG/iJ/9xZOc24DFZPxUP9kq++K2zPjH4H1K6rqM+XNPtZrXvmvu77HPr59VmvrcsNyU7ZDEqUVGURvD3xyRh2cMc03AzFrSc0bmP3D31uF07FWjmy46aeulopLt6cOblPwainzXb2AlnSNPaWMGuimPlr2j9h4fM9ptJKOgi4HPKCC4d7GB8g/AXhekPRmWH214Fh14tRxdPe1ln38ou6vyV2SKVa9PM+G8jXHucO6OaVkVKyWNj3sZIZ3N6RrXFofYROADrZhqdCFIu2e3T6XC2Yg2IPc9lM/oS8taOnyXGcMJOXP8XW3BVJlpS1rSRZrgS0/GDSWkjuDgW37QexWM5V2/9nYfxWH/APBXuOkPRXZeExGAp0aatOsoT8aTzK6TT8bTje1tSPSrTkpNvgNB3OVm+RR/6y/+4WJ/Oan+RR/6y/8AuFj5tWF0UhrfZkdPJlFL0fspkL7XNTnydKDa9mZsu+zb8FMTtmsE+T4b6Gj/AOVRttR6PbNxk8LLATk428ZSnZ3ipaePwvYzT62cc2b2Dk2dxAz08ExGUzRRSloNw0yRtflBsL2va9gnXsoeq/8AC/QE3YImta1rAGtaA1rWgNa1rRZrWgaBoAAAGgCcGyXvX/hfoCh/Bg4valZxVl1crLks8LL0G2M7C853ChIUq+6laCCkQUAqEJEBWzneU+WppJGgZnRvaSB1iGPBsTvNw8ho4XfvuoywePpCABbN70j4oFnOOl9d993WFrqW+eJSEmgdwJlYT2XMW/usT5u9MjYykY4Nk4BgLG8ADdoPjYW14gqDiXa5Y4OOayHrhgZExl9zRu43328fFYsU27jbuNyNbAjdrvFx9QmXX0s1Q9zc2VuoaRc+S1hexsb3PEheYNh42sJmcNBvcTa3HedPFcIxSWpZ5m9Ex0Q8qYA3+XgOFrE6nhvHDtuujQcrURNiCDpc7x5xc+cAW7VG1VsjBI0ljZXAfCijlLD/AEmNyk6b73TamwiCN2Vzns/CD4z532B+dbudgqcrllqHbaKQAtO/UXsD49tu9delxW40+v1soC2Xw5rTdpJB36m/cd+8Dj/ipk2ToiW3Pz7+Pn+vauXWXNnCx18QxYMY4k2sD5NL+NvMmDtFt/kPVNwTbsPvXHzEi3kKcG2cFoyNwtr3i3H66KBcfrRnJ+fhonWGYxOrjvKpM3c4d50v/RBvpv61jp2aWb7+UyV2hJ7+/dpuJ8wTfdRskfoCSTwDnOPgGi9u9PXCdmcjLuifYC5u2+mnAXPHsXSLucWnfec2m5RXcWkkcRcXA4G4Hhr5ty6jdrY59B1SRx0Hl1+dYKrCIH3AAuN4OhHiDqCe8Lg4jgjWDqEh2/TcfDS3iFlpMNSRtbQUGYC1wW6+KZuJNvc8LfW/14BPWgmzMF9407dE1toIOjc9g4Xae3XNY+XXVb09HYhV+Y8OROL3OV3a8Dv0H+KlvDlGXJBFlpz3vd8wH6VJ2GqdHcVst45sNTjoOCbmGpx0HBZNSRUgS2SAIBStPGvtT/ApcWr44Y3yyuDGMF3OO4cPEkkgAC5JIAuSuTQYy2qpDO1j2NeH5RIA1zmgkB4AJ6rgMw7itKnZfmCIs5xX8B4l/N3fS1Uj5BeSt+NTzQtmbTmGMS5nRmTNd4Zawe22+91dvnE/wHiX83d9LVRnkY5UKjBppZqeOKV00YicJg8gAOD7jo3sN7jiSvkHQBYt7FxKwbSq9Z4jdrXyx53W4n4nL1kc26xNntOJvl8f+rP/AL5Wq2Owo01JS0xcHmngggLwMocYomxlwbc2By3tc2uqd+2/xP5NR/1aj1hWx5J9o5K7D6SrlDWyVEQkc2MODASSLNDnOdbTiSvN9M6O31h6ctqSi4ZrRy5O00/2UuCO2HdK7yFGuWvDX4NtDLJELCOojr6cbmlr3ifILfAbJnh1G5h38Xhz4ds2VVXRwwuD4oads9wb3dWBsguBp9oZC8Hsk8715/2ymaKjxBo1jc6klIFzkfeWEk8Gse2Ua6XlG6+sEc3/AGddieMUUUl5GMdHJKXdYdBSMaWsN/gFscdOBwDmhfRtjV8PjcFhts1n41ClUjLndJJt/Ym1++RKicZOmuLRenkK2V+x+FUdMRZ7YxJKOPTTEyyg9uV7ywdzQqSc6Z9sdxH8OL82hX0RXzp51Z/d7Efw4vzeFeN+DXFTxW2MRXn2pQlJ+d1Is74tWppL/WhLntPZvl0X+qu/vlLfNz5HH4IasvnbUeyRABkiMWToemve73XzdKOzcoG9t/ifyaj/AKtR6wpW5svLlV4zVz09RFBE2KAzNMIlDi4Sxssc8rxls87gDe2q69IqHSqWAqrGzg6Nk5JdXeyaa3RT3pCk6OZZd/2lc+X17vs7XhnvzUjJawOfLHlsToDmtqU5OUeu2poYWuxCaqhhmcYg4VEBDnZS7IXUsjntJa1x1IBDXb7FNrlxd/2jq/55H9MSvNysbHMxOhqKN9gZW+5vP8XMw5opNNbNeBcDe3MOKv8Aau36ezKWzVWpQlTlBZnKN5QSjT1g+G+70d7LccoUnNzs9f8AcrJzOOT2CslNfLI13sGRojpAOsJcodFPKTpkabmNrQbvjuXDIWm4i+e/N923fguLBtReKNz3UdbG46R2flzu1y5oJhcu1OTpQPfL6EArxPwm0MTHaUatSWanKK6vkku1FW431vxTRIwjWSy38Si3Oe2Tbh+JvEdhDVN9lRsH8WXvcJY/wela57bWAa9rQOorA80XZBtPhzas2dNX2kJHwIWlwhjHndI7759tQwFQ5z9ZbYjR/wA0P5eRWL5uZ/cXDf5uz9Kuuk+0sRU6LYRyk7zcVN/tKKla/wBsU3zaOdGCVaXcSAoU55klsKYf5VD+TmU1XUFc+GS2EMP8rg/JzrwfQ5f8Zw376JNf5t+Y0OZBNmpa7uqGfkWqZ+Uc/tCu/mtV+QeoM5hcl6OvP8pZ+QYpv5THfudX/wA0qvyEitOla/5lqfWU/ZA0ofNLzMq3zR6i+LNH8nn/AOGvXOxqcuKTfiIT/sOXD5l9Tmxlmv8A+tUfTEk55lUBi8zb2vTQeW7Xr6tFf83f/m/xkL/0Pt/AfHOIw9+H4pFWQ9UT5KmM8BUQFvStNuBPRyHXrdK9eeXnbsYjPRw03XZ0cTmsB1dUVYYRGeGdjTHH3OfINLFS1zl9lzV4XK5gvLSWqo7XJIjaemYANXF0Jks3i8M7AoH5o2BisxA1Bs6Khb0h4gzSZmQNPgBLLe9w6NnaqXYO08LW2VDalfWrhIzp+e6Shfzq0V3uTOlWDU8i3S1951uX/CG0UlDTN1EVGxpO7M/ppzI/+nIXP8qk3lXf/wBnYT/msO/4KjHnnVwZiFMCQL0jTqbfx86kDllqANmIHX/icM18egXCdWdbD7Hqzd5SrJt8253b9JtZJ1F3EXclfJ+7FDOGSth9j9DfMwvzdN0trWcLW6I9t7jsT0n5uUpBHsqLUEfaH/3iibkw5V5cMM5gbDJ7IEWbps5t0PS5cuSRm/pXXvfcN3F7HnN1n3Kk803rC9Btul0oeMm8BKKo+LlTVO/ZWbfFvtXOVN0cvjb/ALS1PBd/ZD3r/wAL9ATN2ZxAzU1PM4AOmhhlIbfKDJG15Dbkm13aXJNk8djx1X/hfoC8T8GNN09qVoS3qnJPzqcDvjHeC853ShIQlsvuZXAgpLIIQCpEtloY5XCGKSUi4Y0utuueAvwubBYbtqZim3ZEW86rD81HBN9xm17A2SN4va2pzBgAuNT4KNdiWA07SNc73AE2uWx2APlJJ8b8LKReUnGzU4ZWRzsAeGdJEYhcF7HBzRZxNjpq7iM242uydh6e0VK21vcg8g626Rzn6+RwUDESUldFxhKM6U8s1qjrQ4eWNJ18Br83aSmPjEkomAyCSZxAZnP7XpQb2fJbR0ptf73QDiXTfDQtLQtWs2ciktcbuI0PzfXQLhG7dyWrJMrpys4BWwytdLLJURPiBa4vdFAJruu0CGzWgDKQDcuBOpsSPHJNsU6Zsz5pnNaxg6+YuiEt75Q15IeAzQjQ6ixBVhJ9kbnSRwHxAGlt/wAEgt07weK8DZy28ud42FvI0AW7rKTOae5ez/cjQoNO+f2/7EX7E4A65Bs1zMps03Y9jhcFo3tcLgFm7XQ3BAmfZsFrQ3jxKww0rWtGgAG4cSe0rbwc2f4afrUNLUnO71ZwOUaS0bu8FQM7Z8vdmffIA57sou45RfK1o3uJsAB2qceVOS4t4Jp7IwiRuQ6Obex4pJ2ZjK3FHA5NtkIJmOfUSiHOCGUzHuhLXW06d9mSOcNxtZh1sXC1oix7Z6eGRkR9zdHdpLOkMsj72uH5i17SdQWDW/grPUMWc2dYO817eX9Sy1+ybX31eO5rzbzOuP8AoOwKVTqWja3+vtIlahmlfM13f6sV62gpaimbB7IkMz3Nu4i3TU7tDYubcObwIdvIPvhu61LH0sYLteIcNx/Ue0KS67k/iOtie8nXyrWfgTGANA7v8FyqTu9NDvCFo2vcjP2NlcbbuHl+u5cHbqL3WNw3vjY51+OXqm3lB84UjbQYblI8CmLt0LQwP4jpmd/Vdm+h660nchYmNkPPk2hLaaO+85neQuNj5RZSBhqZuzzBHHEwkAhrG6kAkgAH508cMU9FSx0YanJQcE28NCclANyyYJDukCVeS6wJQENcqFa6uxCLD2EmOGz5QOLrXN7fFY5rAeDpHKUZqXo6cs+K23CwsNAOwDdZRPyAxGerr6t2pc7Qnf7o+R5HhYMAHcprniDgQdxWJK6sBlNjDm2cA4HeCAQfEHQrB9hoPuUfo2f8q6c2wVMTct3lef2P6b4q+Pr4KJx7OMa/q/1Sf4b5Pr/I532Gg+5R+jZ/yrbhiDQGtAaBuAAAHgBoFmHJ/TfFR+x/TfFWJfBROWksY3/V/qjw3yfX+RgqYGvGV7Q4djgHDTdoRZYqXD42G7I2MO67WNabdlwAbaBbg5P6b4qDyf03xUXwTySssY7cur/VHhvk+v8AI8LUnwuJxLnRscTvLmNJPiSLlb37H9N8VA5P6b4qxH4JpR7OMt/V/qjw3yfX+RzvsNB9yj9Gz/lWaloI2G7GMYToS1jWkjsuANFtnk/pvio/Y/pvirZ/BTNqzxj/ALN/5o8N8n1/kaMmFxE5jGwuOpcWNJJ7bkXv3rbXv9j+m+Kj9j+m+KtZfBPKW/Gf3f6o8N8n1/kaEuFQuJLoo3E6kmNhJ7ySLlbYbbRZByf03xUfsf03xVmXwTylo8Y/7P8AVHhvk+v8jUqqCN5u9jHkaAuY1xA7LkHRZYYg0ANAaBoAAAB4AaBZhyf03xUHk/pvirD+CaTVnjNPq/1R4b5Pr/I8LFU07Xiz2h432c0OF+2xFrrY/Y/pvio/Y/pvirC+CVp3WL/uv1B4d5Pr/I1aWlYy4Y1rAdSGtDb+NgFlkbcEEXB0IIuCDvBHELL+x/TfFQOT+m+Ksv4Jm3d4vX6v9QeG+T6/yNGmw+NhuyNjTuu1jWm3ZcC6Sow+N5u+Njjuu5jXHzkXW+eT+m+Kj9j+m+Ktv5KZ3v4Y7/Vv/NHhvk+v8jCV4YwDcLeAstn/APAKb4qP2P6b4q1/klf0v+7/AFB4d5Pr/I59VRRvN3sY8jQFzGuIHZcg6dyWWnaW5S1pbp1S0Fum7Qi2nBb45P6b4qDsBTfFW38lMtP529N3yf6g8N8n1/kcY4VD9yj9Gz/lXk4VD9yj9Gz/AJV2/wBj+m+Kj9j+m+Kt/wCS2p9Mf9m/80x4Yv2fX+RzmMsAALAaADQADcAOATh2P96/8L9AXP8A2P6b4qcODYa2FmRm5ej6LdCv/BcTKv12fNHLbJl4p3vnlyOVbEdYrWNwlF0pQvdkYS6CUqCgEumlyv0hlw+qjFwXsaLjeOu3VO5auJ0gkY+M7ntLfC97HyHVazV4tHXD1OrqRnyafoZXXCcVlZSyRT3cBG5ge7eRk0zdpHbvI7xdbuyUVjED8GGAf+jGsW19JJ0UkbbBxu3UXsbWsO8HRZNmJuu0f5qD8iy3zKq4WPTVV8pm53/AkKkdpZbTH9m5aFJcrKD/ANVmKsaZUzcdUAfoWtUuJ+vmQexe3kWusu7WpmMVE0al9gAfrxWXBqV179upK5GMVGXrHedfPuH17UUe1mVtjYA8VrBK+olJ2duJrbf0uYHtCYWy1cGTOadDfTsNxf8ASu1tttU2xsd+lvmTMwmtbI45uI3jeCNQQe3u4rE0bLckSPCb9vk39y6lPijm6O17+PlXJ2V67QCQXM0JHEbwfKLHVb1bTeX9C1V95t4stGbdTVAjv/T/ANfpTXxZ1zfs7x9fqF0JOA+v14rkYk0nz/o0Wz1N404oauOTXuOzio/2vjDoYgdwqJB5HNi/Unvj+n1CjzaqrIpwQLkTONvBkX6Cu1LQrsXHWxv4pjeVvVOZwtcuud/ad97KWdiakyU8Tzvc0FQb0LXxAtvcuaTffxHm1U47Cw5KeFvY0fPqu+H3kbHx+TT7/wAB84anHQ8E3cNTkoOCllSSAsNb7x3gVnWKobdrh3FARFzbXgCrZxaYif8A1GnzFvzqYbKv2wOI+wsZkhfoyoc+MX0F5SJIvHr+5DvcVYJAIUWQUqAQIQEpQCBBSha2GTFzGOO9zWk23XIuUM20ubFkBKgIYEKEpQgEQgpUAgQlCEAgQUoQUAiEqEAiAlQEAhQlKEAiEqEAjVVDlI2/xCv2imwWLEW4JTUzG2mys6SpkMcMmUOe5hzv6U5WNe0ZGE2cbBWvaqscs2NbN1mLy0OOUr6OohZaLEHPfEydhymPrwmzmlpJa6drmtLHsu06EB7ckdDtHR1lTTYhKMRw7oS+mxImBkokDWuDTG2Uz5XAvac4fZzGlr7E3iHm7ybQ47SzVIxx9J0UxgyOpoZS60ccme+aO3v7Wsd29avNlIg2gq6PB6meswdlPK6V0ubomu6IZXDqsYX+yOo2UMYXs6S2ZozOjvm4Yfss+lmOOyZKgTERDNVt9x6OOxtTtLPtmffr5LICcuc/tDi+CYPh4ZiD5qp1TKyWsbGyMzMc2WRjSw52jIMrdD8G/FWrCpDzthhw2dwhuEuz0LaudsLvdeycyazASH3Uv1d5NLKyWzvL5gdVPFTU9a2SaZ4jjYIqgFz3bhd0IaPEkBAMTmv7cVtZiu0MFVO+aKkqDHTscG2iZ7Jq2WblaCerGwak+9CmzbvFnU9LLM2wc0NAJFw0yPbGHkX1yl+bLxtZVF5vXKNh+F41tKa+dtOJquQR5mSvzllXWF9ujY+1s7d9t6n7bPbGlxbBcQmw2X2QyMFhe1kjLSQ9DUPaBIxriRG5rrgEa2vcEDnWk1CTXJkzZ1ONTFUoT7LnFPzOST9Q3sSr6t8MdRA6pqBNIYbQVE5e2W9gJWMeyKEO99ms2MAtJyBzb5eTra+qjxg4ZLL07cjy/wB1MwjkbGJBkkd7pcaxvjebAgWtY5ot5M+VGDC6ZvQxvnqqiTNWGVxbG2JjnBjIMptnLDfpHDqkm+YZQOryFR079oC+hEppgyaQdMLyRh8VnBxzOJa2V+QOcS43bcuPWNHTxWaVPLLVtXV9y/Hv5H1TGbEdGhi1WpfJxp1HTm4pZmmrX1eXK+xousXjabi2KRKkXoD4+RbtbRhtTMCNDZ4/pa3/AK2bzKPtm3kPjvoejY09zorxOGoHGMqU+UezZ2E/Djy/1H3+hyiCkGWaQbgyeVtuNnkSjy3e9VlVWk0eho1M1OD+z/XoJUw2W4+u7tW+z6Cm7g1ZcDjfj9fBdZk6wpKx0a1M8ui1s97/AEfX6Uj5ytesrGRtJc4DxK0lLgdooiPll6eVzIGSuhvYXbcOcOGUjXsvbUWKaNJhNZBE+M1Dqi2ozauYO9x6xH4RO7RSftvjEcgDGtzHXWxaN265tvIADSNdVH1XFOG3sQXC1gC64PEnKc3ZY30PA7td1+82k4uyS3EcbZvrDYNLmji/id2g3+cLDstJLBrLM51/g6u+fU+RSttLgD3NjFidASQTkJy3IAdcbzawOiZ1LaNwzC1jlcHXAuCbZtDcWt2eW63vdWOEUs+Yk7koxV7gXEFoOUAO0OUANBI4XAvZSfOARft17fr/ANFGGy+Ix6AEA2zdnZ266Xt9Nk96OuzNsualZ6neUddDDUnXv1HnWliJ6vC1tfOOzj/ivVfNYm+4/XtXHxfEOqfr3foWTNxpbXyqOsYa57AG8HPce4OLW3/2U7NpqvQ37+9NTDG9Jm1tub5yHFd4LRkGu06iR2cDw0WY0e+cQpkwdlgANwAHmFlGuxMN5CR72PS/a46adwCk7CwpWHjZXIG0a2eaity9o58NCclBwTdw1OOg4KQVxIFkgCW6QFAQDzitnC1wqY7gt98W6HJe9wRrdjte4OceCkzkg2xbX0rXm3TR2jnbu64GjwPiyDrDgDmbrlK4fLbtlS05jpp2PcZWl2ZrWlrGXLLuDiC65vdrQTYHtAMLbJ7QHCq1s0TukppRY5TcSQk6jX+NidqAbG4scoeUBaDZ7aOCpdO2F2Z1NK6GUFpFntuDa+9twQHDQ5SuxZQVzc8TDq/FGh2YSuMzSNzmtnmGYdxEzT5lOt0AgCxzSgFoPwjlHjlc7XyNKyXWnWPBMJGoLyQe28MqxJ2NZOx4ZisWd7C9gyNDj123Grw4EX0y5db9qxYHWxmGMtc1wAjYS0hwDnBoAOW9jdw86r1gmCCqxfE6YuyCf7IR57ZsueRwzZbi9uy4WHbH2Ts7Q0sVJOH+yppqh7nQs0LY6QMaA4v96Wk3Fr5rEaKoobTlOEqko+LFyTd+TstNCx6JYWO3acqcJqNfrXCMGnlcYptyc0tNE9LMs/ZAC0sBqC+GF7tXPjjc42tcuYCTYaDU8Fugq3TuQpRcW0+AEJbJCUt1k1EIS2SEpboBAEtkgKW6AQBBCAUEoBbJLJbpLoBbJAEt0gKACEtkhKLoAslskui6AAEzdo9lmV5d7Iiop4mdKyJlVQipdHKCWtkzvnDSy9iY2sY4i4zi908Q8buPZx0tf6R5wtLC3ANeTp7pKb/0yhstzOJsvsu6lZFFAKKCIF5nipqE07JS4mxjayqLYjlIDi8S5iCerew4kHJfAGtBpsJLw+7i3CWNYYrNGRrDUktkvmPSFzhYtGTQkyBLOAWj4xIHkBdr5Asl0NbDJqthGuidB0WHGJkhfSxOw0OigDnPL80fskNfI4OA6SPotc5IOazfNJyewxymWGnw2MtaDA5uGtbLFMMnuhkbOMzbiQhrBG4ZmdfqkufF0AoBiS8nEDpA+Smwx+YOdOThrDJLM7OTIHumOVpeWOLXiRxs/r3eC3pbO7NyUrGMgFFA0yGSobT0ToWS36Nt2NZU2ZL0bMhkf0l7R6AMsXSSi6AYVXyeRuDz7HwwyOkLg9+GtcMhDrh46cOdLmLT0mYCwd1dQR39mtnm0z5eijpoYXkFrKamED7jS8rmvLZDbcQxtl3roJWipxTukiRPF1pxyynJrk22vQLZJZF0XW5HGlyl4QZImyMbmfCb2aLlzD78AcbWDrfentVdqitArqho3SCKQcAHtvn4by0u8oVtrqBOcvhwjlpqprBrmje5osXOu0szuFiba2vwLu1Rq1K/jIn4XE2SpvndM2MAluBbS43dn10Xdjk7Pr2JjbLV/VG/X9X+CddLVA8RbioFrFvGVzJi+IiNpN9foHeO+1hbW/nUW7T1cs7iGEgGwFvi399uFuHZwve2jr21mJsL6auAHH4Ovje9x2dwUXYxiL4SSwPe89XqNLs27QANvpuvbcFi5tq3oPOkqKWnAz2LxuboLW1GYjj9exZ6nbtjLZQwx6DJxFr7rWKh/E9mMTqRmjjsSdc72tIFrki50HbcgrsYVsbVMHXpoCLG9p5Hvzaalz4LAb9O/epCirEtU8u6Ll6PxH9LyiCVuRoaxg7rn5zYJpYlW00pcCA0u3uG4m/EcFps2KqnF37WgY2wt7s4u7ybQAWItoOzjwbFZsHXCRzgYmsv7zM85bC3Vu0g7r7wPDS7Ku4OLkvm2vR77nUfG6J12OtxAG4jQ7+39Z7dHXgG1bhbUkC2bMNRr5iDoLjS58iYlHS1TTkfGZG/GYQ4AA8Ro63HQE/Ou79jDG67rgOBaG34nQ7+HHd8bsueU48GQZZoSJOmqg8ZhuOov/0XAxqptfXvWng1d7kGngAOJXNxyuvu7NPN3LnHkbynpcbG11Qdwt9fD9K4uASHOWjUlwtbfuH1KXHKs5rb9fm/Vr8yc3J9TgR57WLySdLacO/d9Pgp1KnmViprV8ssw+MCpw0ANFhv8Sd5TuwwJsYWnPhqmLQrm7u7HPhoTkoBuTcwwpx0B3IYJASNSpAgI55YNjfZYDnDMGg2to9l95Ye+wuNQbC4NlW7anZqWmNnXdHfR4uACdOu34LuHYdLHgLruCa21ux8c4JAAcQQQRdrr7wRuN0BXbm7Yn0WKQg6CZssBP4Tekb53xsHiQrZquuEcmBjxCne0ujbHLHKWBt/tbg8Brs2jXFtje9gTbsViUBzNqMcipIXzzEiNhaHFoLiM7msGg1PWcFwsCxs1MFLLS5XMuWXlzsOdkcjToGnTR2vguBtRjMWLwVdBSPHTDo3DpGyxsDYpoS8udkOuYOaAAb6d5XX5L8BkpKOlhlLS4SSPuwuLbSMme3VzWm9jrpv7VWeETq17Qs6eXtL9rNa1/MU6xVStiVGnZ0svaX7alZq9+RxNj+T+eDFqisc+MxyGeQNaX5wKiR5YCCwNuMutj4XTF55kIbFhzRuaagC/c2AKxbY9SeJAF+4Xt9J86rzz1feYf8AhVP0QLlisLChhKkYcXf7W0e9+DfCQw22aEKe5ynJ+dwmTvst+9qf8TF+TaukFzdl/wB70/4qL8m1blTNlaXHcOxW0dyPP1vnJed+0zFCQoWxyApUhQgFCEgQgFCCkCCgFQkQgFQF5kfYEncNT5F56UdXUdbQd+hOnkBPkQGQrVbWgsY8A2f0dhxHSFoF/DMLrZKgHnHVDmxYZlc5t45r5SRezaW17dih4/F+C0ZVbXtbTztL8SFtPGLB4WeItfLbTdvdido5T0jm8A1hHi50gP8AZC2Myjv/APA43vlqIXyxVUlN7nL00xZHLNDNCJOjz5OrcOAtoRcWOqbRxqTBKMuxGaWuM1SWxujAJZkcXOBEsjdHGN7tDvcPFbuu46zVlzvovPuftPTYfZkMWorDzvUeRKm4tSbau8tm4tLm3Fvkbu0m3NSzGG0TBH0Zyxglruk92jjeetny3ztFjl0HApsYZh20LKSq6Z7nvMkWTK+AkMAqfZV9wsSYu86W4rUmxNtRjtJUMBaycUUzQ6wcGyU0b2h1iRmANjYkX4lWDxoe5S/gP/slVGFUsV12actJzSs7aW/DhyPJbNxtaWHx+CqJeNVcczXj08j3Ql/R5PmtCF8R5T6qhnw2iqYekmlbE6WR8oDmunnmgsQxjmnK0B2h13d6m6Ca5ePiHL43ax9/9q3kWliVDG6WJzmMc4E2c5rS4Wa4jUi+h1HeoO5u209VPilfFNNJLGxsrmse8uaC2eNgIB4hnV8FZQk6Eo05Nyvot2llxfG/M9tQ2bSxez3UoRyvD049Y5SlJ1G5WUuSemvAsIgLDNNYtHxjl8LNc7/dt5VlCnHnRShIUIBUFIgoBUJEIBUyOWzAvZWHVDBo5g6Vp7DEc3jqARp2p7LDV04exzHateHNI7Q4EH5ihlOzKcbF7Q65XE5dAfg2363BvYW7RrbySJhmJRWzCzrC/a5tyALkm/aok5Vdnzhtc+PXJM3pGkbgS4hzW8NOq61/hHcvWCbRFujd3UBzbhlsT3E/CJ7yVXVYWLijVuiTdrqgucNbdUtB7M+8+GnlPeu5gWHtZGbAWdx3mx3nxJ+nuTVwlwnsSb2DRpuJve4O7TQaX149rtlfZtgb2HA7u8a7+KiN2ZOR5lp2ju7fNw71o4jj8UQJdw42/Tu43Tf2hqnFjnAnQ2FuJ7zxaBY336FR1tFUnKBrrcuJvYZgNPOD2+bVdYVG+J2eIlFakqHa6J1wLjuJF76C1yVxK+sjNzrrrffc6+S97i3couwup62YEltjw991st/MW9bgfBOGka6wtrcnhoeG69x8LT9azOXeYji6jVkPTC6huhGgPcO5ae1kV2OIF7a79RexuO4kWI7+1YsFjOUE/wDQ/XS+i26l/VOa9je/m37+H13Lje7NJLS412T5WZu35gb2tvN+5NDH8XABHG4tY399v3a633aEW77Lo7TVAbcDcC7TUOba2nf2XG+x7FHGK1Qc/fv4nW17a94G/wAqk0oX1IFerZWN2ikLyGj3ztAd+pI18g1P+KlzAaYMY1o+CAPNoo75OqHMelIsG6N7yCcx8BoB5VJdCrCEbIqakrscOGJz4amzhqc2Grc5jow1OOh4JuYYnHQcEA/roBSpGoAJWrK73VnZkl/tQ/rW05R9jXKJFFiLaMxvLwCzOMmT3VkcoPvs2gaQdN641q8KSTm7XaS874EfEYinSUc7teSiu9vch/uaL30v2r1dRjyb8pcWKRVoijkjMDS4mTLqJhMWhuVx97kPzWUlTS2LB8YkeFml36FmnWjUWaLuufqLHHYStgq8sPXi4zja6flar1WID5u38JVv4Ev5wxTtSQdSMO3sDeO4hhafHQlQVzdv4SrfwJfzhisAVVbBX81/+0vaeV6Mq+CX70/4hAUwuWHk6ixRsAkfIzoXOt0WTUSuja4uzNPvWtvp33T+CQq3qU41IuMldHq8Fja2DrRr0JZZx3NcLqz9TIxwflFhZibcJEchka1kIlOTIeigdNmIBzat03b+5PupmzQyE9sjfIyRzB8zVXij/wC+P/iP/wDj3Kwn8RJ+HN+XeomErSqKebhKSXmVj0HSPZ1HCSwzpJ/KUKVSV3e8pZrvu3bjrEpboKFOPKiEpbpClQCApboCEAgKCUoQUAXSXSoQHF21xyKlp5JpSQwWaS0Zjd5yN08SFGG1/LVHC+gEMBnZPdzXuk6EtIfLSuGTon3s67r3F9PFOfnEfwXN+HB+WYuByR7NUs9BQPnhjle2Soa10jGuc1okqXgAkXADxm8VUVsRWli+og0vEzXt5VvYctlbRoU9sdTi6eel1MpWTaea7S1TWi32JaZVNJLQQXNtcA6hQHzlftWF/i5/7NKpXotjaVk9RJEzoZZB1po3O6T3VxfIRmLmglwB96tfEOTinnihjqjJUGG+Vz5HAtDhGHsHRdH1T0YtcEi5W+0MNVxWGlSSSb3au2kk+V9y5EDaeDq43Z9SjeKm2rK7aspXvfL3chxYLGbNdwMUI8rc5P8AaChDnbfvCm/nk3/HU+wRBoDRuAAHgNAoD5237wpv55N/x11x6thpLuPfdCf+74a/7S/hkNvZD+EsK/m+GfmUKsxjR9yl/Af/AGSqz7IfwlhX83wz8yhVnq2HO1zd2YFt+zMCLqv2Irqt9Y/Yj59hFfGY/wD+TV9ossQJafikkeUEfQVGPLrD7Fwyvnp7U8pdT5ZYPcpQ101M1wzx5XjMQ64vrfvUpqNec5/A1X/5f86gVvi/mZvyX7D2PR132lh4Pc6tNNcGs8dGuJq83nEJZsMo3zSPleZpwXyPdI8gdOAC55JsBoBfQKUwVEnNm/gmj/HVH0zqQdq8bNPBUShucwR9LlJsHe+6t7G3vd+u9aYeoo4eMpfspv0XMdKXCjtHE8IqpU3cEpS4LuO0SluoIr+Xkx0sU0lOSXzPisya32htNK5xJj+H0pbYDS3G6m7CqrpI45LW6RjH2ve2Zoda/G17XW2HxdKur03fRPjx3FZDD1JYOljUvkqubJLTXK7PTerPmkbF0EpUFSTiF0l0qEAXXm6W6QFAQBztMAjmEDzo5rJXBw3nKWG1++/HQ8dwVT8MxB7ZSyQnquynuuRe1t5IIPfa3FXX5dgHSU7SL9WTTtuW/qVUOVLZkwyiWPRuYOPY12Ya3tc3FydDqABwAhSl8o4stIU/kYzX2+kf2yGPBoa3fxsPe2AG62/LqTw367rv/DsVa+wcAb6dw3neSbnUaD5uNa8CxV0bXaji1o0BOUXAaCdBcBuuu48CA/NmdoHFrC0kk5ibm97akjQANJuB2GwtrZRqlKxKo10yZcRjicxwFhcb9NCb623E3b8+87lGO1+HZjpf4QyutcnKToO7fm7CO4rvYZiwcQL9Ulzhu1sG5TrbU3NuwC3HXFidQwnPcBxIud+9h0PC2awFzrc99+eTUlxaYwcDwrrPYLOy2Glxpcm/vbg3DNAd5twKf+ytCxzbOPWB4iw4jsFtx0G4fMz46ljXSuZoTcguHZuuDprx4ajTe092hxIX6S4BI6wPAEDL5SL624+JRozFrcPKpo42AHd3fW/d50xtp8QMYcN+nAi/aCSG2Jt4eUFbO0GODKXA6NA0B0zAWt4bhxsbngAorx3aM3IvfQ6bura5todbk92i2hTvuOFWqkjS2vxa50tm3k/GBF2n9N9+tu8tGCIySAbgCA7uHEDv3r1iNQXuHHTTwJzAkdwIGm4ADst1cPYBwt2957dd6m9hFX85IkfZ+nDI2NGgA/xTkoVy6iPK9zexxHmK6VCVKW4gy3scWGpz4amvhqdGGLJgdOGlOOgO5NzDeCcdBwQD+SNSpGoAKrttt/3i8sX5qFYlyrttr/3i8sP5sFS7b7FL62H4lBt/s0Prqf4jb5r+MQ08GKPmdkYW0sYdZzus8VQaLNBOvbaylTajlWDaujigayWGcRPbKS9p91llp3WaQN2UnUb1Xrk8/g/EfxuH/wD21Z3kbiacOw8kAn3XUgE6On4+Kr8FWrVMuHhJRWXNe13841bfax7H4S8RXq9KcRhaclFKFGea132YK2+1tTrbI7EU1JPNNC1zXvu0lz3uBa7JIbAm3v76+ITrKAlK9NSpQprLBJLu0KijQhRjlppJauy03iBBShBXQ6kcM5MoRizsTD5DMB0gjJYIi58T6ex9zLw3KL3uTft3LHyhbdHDqPpZ4Q8SVEkLWxSkkFzp3lxL4mWA6O1he976blIDPtrvwGf2pE1ttNkqevpejqWlzY5pZWhrizriSVgN26kZXu0UadJxhLqrJu77r8y9w20IV8RRe0M06cVCOnaUEnaMbNczt7LY62pgp5wCz2REJmsJuWtIaSCQLXGdoXZUE4vtnNQYvRYTTtjFK1tNA3O17pRHKWBwz9IASAwWJb23up2W1Csqia4p2fn4nDauzJYRwqWtCpHPDW7yNu1+Ttv3iFeGSgkgfBNj42DvoITP2y5RIKOpippGSufKGODmBhYBI98Yvmkab5m6gDcb3J0W5Wy11qnoI6cS5m9GZZpnMJtCD0gbA1wHRZnXa42cGjUEuWFiYSk4xd2nZpcNLlFRxNOrV6qEldSUXyi3ze5ednXo6h3RwneXCMEnf1mgk+K6KjKbbtlBT0gxV8UMshzMFOyoljMUYaL36MuDgHNuDxOl1IVPOTI4X6uSJw8XOlue3UNb5l0hUjLRPXS64q/PkWmLwVWj48ovK3LLKzyyyuzyvc7PfbcbQQUoQV0IQJEqS6AjznCuvhk/c+AHu91jOvkIPlRyBQ3wylPxH1Dh49LO3XyOPzLX5ev4Nq/xtP8ATAt3m+fwXT+M/wCcSqkX/dP6r/Geei/+Mv6n/GPOD7ZJ4R/7y3F4yAEnibX8m5e1dI9AlYRQVzpsNmloadsUckpFXKSI2OeQCZwCQ0EgEkC/eFOy08X95/Sj/KNXLEUVVpuD4lrsbaUtn4yniYxTcZXs+OjX4lbdl6R7cTwsOY5pbBhrXBzSC0to4Q4OBFwQdCDqCrOlako91Z+Ll/tQrbKjYHBrDZ7O+aTl6Ujz+Hw3V169W/zlSVS3LNrbvtzFUb85eMuwerABJPsewAJJ/bUHAKSEhUurT6yDhzTXpLjZ+L8ExVLEJXyTjO26+Vp2v32IT5BMdp6XC6JtTNFTuMtS4NnlZC4tzTDMBI5pIuQLjS5C3YtrXYhW1uFua2Njm1EHStJc+0L3tDsp0ub6juUlvpRanD2glpDTcA7oZL6+IWeCFoleQBfKzWwvq6W+u9Q54WeWEFO0VZNW7StZp66X7jj0iqvaWJ6+DcM85ynHSSkpNvKtE1v38e4qtzgNkm0FJQxteZBJLUzXcA0guipGZdCdOpe/erP7KS+4wN7IID52W/3VA3PFaRDhoOhHsgEdlmwKUMOxSriBd0UJghoY5A/pn9K4thc4B0fRZWgva5pIe6wAO92VsbCxhQrVIxVklHnpoz1WNw0afRnARhZRh17s3wU1uvq33bx8UM5cCTwdI3+pI5g+ZoWclMLkb2zNdHO50Yi6N99HF1+lc+Q3Ja3cdE/XKzw+IhXpqpB6PceIw2Kp4mmqtJ3i929cbcQukutfE5CI3kGxANj2LNn1t27h4b/pHnC631sdr62Pd1jDlijqOq5x+CX7uxpI89gszf1oncJpkRctr/2zCOyInzyOH6Ao72hw7pG3NrEWII/SLbt/lKkTlpH7Zi7o7f7TimpwP0Hcd3+Kq6z+UZ6DDL5GPmK17cYGYZbtb1Wi4FiRZoynQaA9U91x3a4qDFHZmWsN4uNLBos6+62l7DgH6KbdsMFEgIAGtzewvcgbtNTpu/wIgnH8HlgLi0AjLpcbhY3sL3JLOqBr27xp2hNSVmRKlNwd0OjDNpXMjudd4bwN2uII061rajX4osLAjyMXtlAJIcDfda7WmTLrocoFjbTUblHeG1pbqb5A4kWGpuMwAvoA2zcw43PeVjGOEjK4mwLiLADUAWbcWs27QD2Ak2NgBs6JrHEND7rMUbn0d1CA0DXrXa0b+IzEkk79DrdZ4MVOXfo4HeLAAuJF+Nw1pcfe6u7FHTK6TfbMbDcD8Fobe17E5RrwHZvC9txAtJsRZt7G4GYloaO8AZW6n77iADjqR4Sx9Y3jNhJl0zuIGc3sM/wgPhBodcjfmcN4smDidXnebb9R4Cz2knhe1jod991lhmrS62XcL2vpre7nW7XdpOlm9l1jghtr437V0jFROU5ubN1jQLAG533146kfPvtquth+5culjuV2qKNaTZ2pKxK2LH3aX8N30rcoVx3VOd7n/GJd59V1qBympaFY944sMKdGGFNbDE58NQDswwpx0B3JtYYU5KA7kBIFkgS3SAoAKrrtt/3i8sX5sFYolV62qYDtKwHcX04PgadoKpttdil9bD8Sg6QO0aD/APep/iRLye/wfiP43D//ALatByMfwdh//i/2p15wfkzw+KCojhp2jpSQWufI8OdCZRCfdHuALc7tRbfrewTtpcPjgEEUTQyNrnZWN3C7JHG3lJPlWmD2bOhVU5NdnLpf9vN7D1HSmvHaPSCttOldQnCnBKXavHKne11w58jqAIIQCglXhGABBCAUEoDVYPdXfgM/tSLXpYS6J7RxfMP/AFnrppGobZvw9RX7lB2WqpNo6WpZC90DXUrnSgdUCMtzm/Y24ue9O3kK5UXYq+pBh6HoujePdTJfpLty6xtsBkv/AEipNnhBOfi1r291nFpPl6g+dVl5nspb9knDQthiI8R0xHzqradDERjF6Tcm93JHvKVWG1NjV6laCz4enQp02nJWUqjTbV7Ntd2nAcPL9/C1F+Lp/wA5lU7UXvpfwx+SjUE8v38LUX4un/OpVO1H76X8Mfko1H2b/wBViP317GfHNk/9Ziv31/Cxq7RbG0dbHSGqiExYGNbdz25Q9rS8dRzd+Vu/sWzUR+xpaiplqpugiiEj4iynMTI29MbDo6b2S4RgFwAeXE782gTgkp7CNrdzHN47mtFuO/Rc7aDCm1LaqneS1s9O2Jzm2zASeyGktuCLgHS4Kt5QSu4rX28r8z21PFynlp1JPq02rPXLGUk5ZU7qLe+64mPYXa6mr4nS00nSNY4xuIZIwBwAda0jGk9VzTcAjXuTgIUEYjWx7M0UYhY+qFVOXnpJWxFhY2O4BZC4FrmstYjS537lNWBV3TQwy2y9LHHJlvfLnYHWvYXte17C/YtKFbN4ku2krpblck7W2YqH84w+Z4ecpKnKWXNLLa90rNWfNIyYr9rk/Af/AGSkl+2s/Ak/tRJmcum001HSMkhy5pJRC7O3MMjopXGwuNbsGvimL9lMbqK3DJoc3sWVlK+oyCER5TM32Vo+8gGTLexv2LjPHQjWdJJuSSei4NlTstU8bjZ4RTjCUabm3N5YtLgnreTvojU5HWOxCWtp6ySWeIta7I+aUgObM3K4de4IygacBbcpx2awSKlhbBAMkbMxa0uc62Zxe7VxLj1nE6lQjzZv35Wfi/8AiqfwoWw4KWHVRrxryV+Nsz0vvseY6NQjLCxqyV53ksz32zPS++3cBRZBSq7PRiLUxj3n9KP8oxba08ZPU/pR/lGIbQ7S85uWQUoSFDULISry4oDHPDcsN/euzePUc23+1fyL01u88TpfwvYeS585XHxXFcpsFrUWN9vaUBDHPWPUw/xqvop1KmIO/ac/+jm/kp1EfPLqw9mHkdtV9EClqt/ec3+jW/kp1Ur5+v5l/Cz2W2//AC3g/NiP40MLm8/vLEPAfknqc3KvPIji/RUdaOjllzvhiDYIzI8GRkoDnNBBDAW2Lhe1xwuRPJxG9soJBF7nTyWOqxsF3wVNdz/iZ826Owa2VQk9zzepnA5RNrI6Sn6SRr3NkeYOoG3Dh0lzZzgLe5utr2buG7JPM6aF7TG2F0bnFr2PMlj0RIzCTKHXLbdUiwdv0K5s+ACWIR1RFQA8y2dGwNznMb5QPv3DfuK7cNPuv5O7wU2FGrOblN2Vo2S3pq97tb7kiNOtObc3aPi2S3pq7d2t6ZGuGcnDmwVMTp7GoMN5Gxm46CTPmsX3Jfe2trWvcrPUY7NSxClheXdH1eleG5wN+nDMb6uN+7tUgVEWqjHG2XfIe1z/AO0VE8Bo4KK6lWe6929Lt8XzZM2RsnD0Z3hHcrb29G2+L5ts4FXI5wY5zi515LucS4nVupJuSsscWnb4/XyrUD9w+KXfOVvwSaarnxPUR0RoV1PcHsO/gfEd43g9yYW1WCtcLWDrbid/f3HcDw3d+klzNFvrqm5jEN779e/d3jvWbmk1cgnHNlM2XS2XdYEb9dOqLju0I4BNas2cLRb5jx3214HzeRTjXUoFuHG43fNe311XExugadRv13bvNf6b2UiNRkWVBMhN2Ekdo+j5vpWF1Fr9N9/1/wAE/sYw8M8u++8fQuFUQjgP0rqpkeVJI4sMWlvr9e9bEcS6EdEt2noFq5GY0zTpIV06WOy9x09lmDFo3c7pWHTsXJ0meN/wQXsI0IaCAWnuFwR5e4p4SYaWAOaS5vHTUebeO9N3kqpA6WW/CF5/2owpKwaAtAvuKsMPeUNStxEUp6HKwsp0YasM2Ba5mWbfgfek9x4eFlmpYnMNnC30eQ7itpRaOA6cLKcdAmxhjk48PctQSQkCVYWS9YttuDXX/CLh/u/OhkKyTK247WjzuA/SoE2qH/aWI/f035FoUpcoG2cVHA2SZryHy9EBGGuN43OJJzvYLERnidSPFR9NgVTVYtTYjFC72LJ7FmD3OiBawxMvmb0hdcbiBfuuNVR7WkqjhThrJTg2lrZa6vuPObcl1soUYayjUpyaV20rvV93eTRRwZb34ue7+sSVsWSEpbq8PRt3ECUpAUEoACCEAoJQC2SAJbpAUB5l3HwKq5zRN2KfiI/omVpHqHce5PvYVHW/Ydhhne6Nrj0pdeGMBzxed7mjR792pv4KDiqUnUhVW6Oa64u64Hqtg4+jHB4nAzdpVnRUZOyhHLO7c3e6VnwTODy//wALUX4un/OplYEMGum/U95sBc+QAeQKCH8m+KVRoJ6p8ZniaGT539fqVdRK0joozGR0Lo2ixBvvtqVPF1F2bSnGtWnKLSk01fzHz/CYGphcdi1KzXWeLJaxkldZovinwfIQLEyCz3P+M1jbdmUvN/Ln+ZZQlVwW1yu3O6/edB+Nl/sqb9iP3nSfiIPyTVCHO7H7ToPxsv8AZUx4If3Nh/mkf5uFW0nbFVX3R9h7Pa7t0ewb8uv/ABIY/OYlzUER3ftsN/qx1Lb+W106uSr950H83d/aiUX83PCoqpldHO0StHsVzRIMwa61U3O0O0DgHHXvU70WHMjyNjaGMjaWNY0ANAcWmwHC2X51F2YpYip4ZuUo2tvatJru5HyrYubFVXtB6KcMuXe04trfZcjhbG7G0tJLO+njLHOIYT0kj7tysktZ73AdYk3Av5E6QFjhisXH4xzeHVa3/dusgKuKVKNOOWKSXJaF7QowpRywSS10Wi1YEJbJCluuh1EssdVAHCx7WnT71wcPnCyIugTsIEFIzckcUBgxSp6ONz7XyjQdp3AechMSrnmc7P0zgfihxDPDKNAPDuvfi98ZoRNFJEbtztLcw3tJ3OGvA2PkUSYt7IpA1tQOoCBnscjxfcHgZbkfBdlPcoGMclZ8PxLTZ8YSutM3fy7jfqdoDmtI0nv0Dt19246eF1tYfXRyaMcC74h6r/6p3/0brh4XibZXlzram47NLADyDh2kremwtkh0AtfXs7rd9/mao9PFzXeiVWwNKXCz7t3oIt50sL5PYEcbXPe51SGsaCXE2h0AGvepkwnEs0Ije22eCOB7TbMAGOa4XaSB79w0JWiKF4tmPSAXAz6uaDa4a/3wBsNCSNBpovQkY02vkP3+7+uNPPlUihKk6kpyesraPdorG2PrVquCo4RRTjTz6rVvPK704Ldz846NmMLghZlhYyMby1gAud13He53C7iSu60JjxTubbz+PeDxC7eGYvwKsoRjFJRSt3HnIwUFlirJcFpY7uVZWrDDMDuWYLY2McjdVHG0VLlfIPvnHyOOYfMQpKkCaO21P1g7g9tj4t0+gt8yiYyN4X5EzAztUtzRFsjbEpWy+RZMTZYnyrmyydirbFxc6Xsi/H/HuK51c/t84uR5fqFrmcrx01/H6/WyykYOVidPxH+H18qZeM1GS5H+H0/r8E+ayM6+O658+75k28Ww7Ne4uPr5LrokatkaYgXSOuRYdlkjaJOuqwvL3LU9jAHtP183lW1zi46nLpqK/Dz6LI6C31/Qurl0WlOFgzuNF0a9xx3WTJdOPYvZ0zyBvvWN60j/AIjBvP4R3AcSfFbJNuyNJSSV2PDk1wgshLyOtUWa3uiYdXf036f0B2qRaTDxbwH/AE+dLgGHg2dbK0AMY34rWizW+YLt1MVhlG931/xVxSgoRsU9SeaTYYXSZmAH4Q+dc6RpjdlNi06WdqL9mvDzp2YfT2aB2Lm4xR3J71uaXMNNSsO45D2HUebf5QSF1aWJzd+o7RqPr4rQwiHMMp983cTxC3mZoj2js4eTiPDd4LRwTM3JLTWr9sqOGWcPmYHRRF72A3eBC2aaSzRqS2MF1hrZOSqkyi/e0edwH6VX/HMOjdtE+GUXjqBJG8NJBLaihfGdRYgnPvG7gqbaGLlQyZUvGmou/C99SBjsd4NOjdXjKrCMuajK92u+26+h45XtsKavw+N9M4vayre1xLHMsXsmeNHAE9VwKmfkz/g+i/m1P+Saor265LhFQthw6Jzr1TpJGmUH3olhabyvH3rbA9/aVLewlE+KjpYpBlfHBCx7bg5XNja1wu0lpsQRcEhRcJTqrGzlUX9COqva/c2ZxNKktuYieGU+pcYqLmld87taXvfdwO0UJCEtldlgAQUgCCgFCCkC1cYrmwxSTPJDImPleQLnLG0udYDebA6IDbQFA452mz/3eb/Vpv8AlT7xTldwyLDhi3TdJROLWiWJj3nM52QNdHlEjXB2ha5oI4hAP0rmYhTERVHEvEhAA11iDQO83bw7VrU+08D6FuINLvY7qcVgdlOboTF0wOTfm6PXLvvomHU84LCW0MeJF83sSWZ9M2UU8htKxubK5tszbgOsSLHK7yjaMrErpU19sdvKKiovsjPKBS5YntlYDJ0gmLREYwwEvz5wRb4NybAEjTPKTSmigrmiUxVVjTscwRySghxa7LKWhjCxpkD3loLS21y5oOs5xhFyk7JHGrVhSg5zdkt7Y82pVGn7LsP3J/paX++Ti2L22hrHPja18ckYDix5jddhNszXRvc0gGwIJDhcaWIJj08bQqSyxkmyFQ2thK81CnUi29yIo55/73ovxsn5NqlTBZf3Pgb20Qdf8GCMf73zKK+ef+96L8bJ/YauzgG32aalwzorF1NDD03SaDpqOGXN0fR/B97bPrvuNygTrwpYipndr5IrztOyPc9IMTTo9HMDnds1WtFb9W3otPa9DQ5p3/73/lf/ALKnZR1yL7Buw8VBdKJemLGizCzL0Dpmne43zZ791uKkSy7bHoTo4SFOas1fTzyb9h8/2DhqmHwNOnUVpLNdacZN8O5ioCSyAFZlwBSpChAF0JLIQAF5d+pAXOr674LNe/8AV+tZSuDcqqlrPfHwG8nwC49dUOlBaQAw6FpAdmHY6+nkSR0/E6lbMcS3UUYuMXEeT1l81M807t+S2eFx/AuCz+gQB8UriSeyKQj2Qwht/tzCXREmw1Ohb4PDTfddS01i9Fl9DqDoQdxB4FRKuChLWOj7t3oJ1HaFSGktV37/AE++4xsNxVjwCPIvVfSxuGvfbwHH6POFnx3YVvWfSkQPOuTXoHH8Eax+LNB8UpjPr56Y9FVRujcdGye+jfqT1HDqk8SL30F7WVdWpTp9pac+BZ0KlOrrB68uJ2Z6GWK/QkEb8p1abfe7te0WPes1PX7s46M+N2Hwdvb/AEtPvl7wirB3G4N7k8b7zpusNAN2viuy+FjhwSjWnDsv7OBivRhPtrXnxMdJXub4fSO7uTgw/FQ7emRJSPjPuZsPinVp8h3HvFj3rYo6wW6wLXdzup5LgkeBJHerCnjYPtaMramAmtY6r1kh5gQuZj9J0kZA9975v4Q4eUXHlXAgxnLYE2vuzA2PgW5gR33st6PFj2j+s39a79bTmrXOHU1abUrMj7GaS+qadYwhSntDSXvI1p7XNtfxcLdvEeXtsx8RhabqrlBwdmW8KimroaT5SFgNQulW0B4LnT0iI2bPD6n6/wCFlzauqH10SVYIXMq3fXT9S3Rrc08TluuWSt2ZpP1/wSRUZWxrc0nnRazgulUUxXb2M2NmqnHI2zG+/kdoxnieLuxjbk+Gqyk27I1k0tWcjZnAZJ5GsYLud5gOLnHg0cSpswDAWQsbDH1tQZH2sZH9vc1u5o4DvJJ6OAbPR07OjhF7+/kIs+Q9n3rOxo+c6p14XhQb4/QrChQyaveVmIxGfRbjFh9HlGugC9UUGZxcfALelZm6o3Df3rap4LKURUe4mLUroV1o41jqYlgycER2cHBd5kYcAVpvhW7QN0QCcoG2cVHA2SZryHymICMNcbxucSTmewWIjPE6keKj6bA6mqxamxGKF3sWT2LMHudEC1hhZfM3pC643EC/G1xquPyvbYU1fh8b6Zxe1lW9riWOZYvZM8aOAJ6rgVM3Jn/B9F/N4PyTV5ebWMxTpN+JHJNWtvXfyKXH4WrV2nUwWITj1eSaVrSUlrZ3V7anSmitGRv6+b+tNm+YFdC6RyVXti843EJS3QULJkQFBKUIKAQFN/lKP7n1381qvyEicIXL2uw509LUwMIDpoZoml18odJG5gLrAmwJF7AoClPN2x3GG7PVdLQ4S3EIJX1bXVD6qDKHSRRtfH7CdaWbKLGzT181huWi00Y2FqGUkr5XithfVCVnRujne+EZGsD3jouibHle1xDzmJDHFzGynyb8ju1OF0bqKjrsPiie98mfo5nytdIGtc5rn05FwGi1wnVsHzaqenwWrwqeZ0z65wllqGtydHJHlMPRMJJLYnMBOY3fd4OUOAADj2eP/ZOH/Qkf/wAaFGPNP2PhxPZOahn95PNVNzbzG8Fjo5W/fRvDXgbjax0JWuzkU2rbRnCW4pS/Y0gw5i2T2T7GcCHQ/vYuDLEjo+n971M4Z1VP/I7sFDhFBBQwuMgiDi+VwDXSyPcXyPLRcNBcbNbc5Whou61yBSjk/wAFxLFqui2WrTlp8GnqZqohzsz4YpGsDcziHEDpHQQyMtljqmmxawK0POYjYyno2gZGNkc0BgFmtEdgGtuBoNzbgaAaLDydckNTSbRYljEkkLoK2KWOONhk6ZpfLTPBeHRhgFoHA5XHUt77PPlj2IdiMDGRvaySJ+dme+R12lpa4tBc3eDmAda1ra6QNqUZVsLOEFdtaIrNs4edfB1KcFdtaLnqQ7hezDaOV1XM4TUsDI6iCQAtZVySfveNoJJFnhxkablojOYWcCu7zd8SfPiFVLIcz5InPcT2mWPd2AbgNwAA4LVn5H8WdDHTunpjDE572M6WezXPtmP728SOwvfb3xT25FeTWbD3yyzvY572iNrIi5zQ3MHFxc9jCXEgCwbYWOpvp5vAYCtDE08tNxgm5O9t7T79y3R48eLPJbM2ZiKeLpZaThTi3KV2u04tc7tLsx42u97Y0Oef+96L8bJ/YauBsqf3bovxdD/8ZApI5xmwlRiMNM2B0bTFIS7pXPb9syRttlY/4R1vbTtXGwbk5q4sUpqhwjMcbKcOLX3PuFHDTvIBaCR0g0va4103Kx2hhqkq6lGLa6ym/sSd39h9P6V1YYjYWzqFJ5pwxEpTit8Yt6N9xM+HNsDfTryHyGRxHnBBWwClSBehSsV6VlYW6QFKkCyZAlF0OSIBCdUXQV5keACToALk9wQGtiE1hl4u08nE+bTyrTjhWh7KLnZzoOzsbw828+VdZq6JWNbgGr0AvLFkCyAQEIKALrTxh0WQibIWO0LZAC13dldfN4WW4FHGMVjpZ5L7muLWjsDSW28p1PeVGxNfqo7t5KwuH62W+1jj48yjidenmbFc6xSucIj+C54zR+F3DgAF5pcf1DXdU+III7WuF2uHeCfpXSrsCZK2zmgplYnsU+O5gNjqWtdfLff5jax4qmqTvqo283uL+jBJWcm/Pv8AT7x+0dVffrf69nat5tMLeKYWzOISFoJaWkaOabXa4aEHyjfx0I0Iu78Or+P18qxGSM1KbW4w1dK4XyG28lp1afEfpFiO0Ju1eLZHZXdQ9/WYfB28eDxp8ZPR89xf9SZ+IsEruwhYnK2gpK+86GAbStJyusDwI0v3j/Bbm01AyZudpAk4O4P+9f39j+G46ahkYjhJZu0+u9eIMSkYLZiW96RqNGZUVLVGQtc05XtLT3hLU0gIXXwzGQ7quI7idR2WdfhwzcNx03OTD6KF2j4hf70ub8wNvmVhSoqqs0H50VtWs6Mss15muJEWJ0F1wpsON1P02x9O43yyDuDm/pYT86xR8n1Ne9pf6zPp6NdVhai5HPwyl3kDwYMexdfDdlZZdIo3P7SBoPFx6rfKQp6oNjqdmrYgT2vJf8x6vzLssw/QX3dm4DyCwXSOFb3s5Txq/or0kOYFyVMFnVLs3HooyfM6T5iGDwcn5T4YA1rGNDI2+9Y0WaPJxPedSnQ+lCRlOPIpdOnGC0INStKb8ZnJo6ADxWeTsHnW3WmwsOK9U8Fl0OZhp6ewWeONZgxemMS5kQMXlzFnypLLANN8KWGOy3MiBGlwRNt1yXCKhbDh0TnXqnSSNMoPvRLC03lePvW2B7+0qWthKN8VHSxSDK+OGFj23ByubG1rhdpLTYgi4JCop7cvGMuXoKCxcXfaaq9y/pPlm6/zLP7dXGvk+H+hq/XVV0sFTp1nVjvaStpbTkaVaTq42pjakpSnNJNt3vb17rcS/wAUKgJ56uNfJ8P9DV+uo9urjXyfD/Q1frqmHYv8UKgPt1ca+T4f6Gr9dR7dXGvk+H+hq/XUBf4IKoD7dXGvk+H+hq/XUe3Vxr5Ph/oav11AX+C8TRB1g4A63FwDqNx1G/vVBPbq418nw/0NX66j26uNfJ8P9DV+uoC8cOyFE1rGtpaYNjf0rGiCENZJ1fdGAMs1/Vb1xY9VuugRLsjROEgdS05EzxJKDBCRLIC4h8gLLPeC95zOues7tKo57dXGvk+H+hq/XUe3Vxr5Ph/oav11AXnn2YpHGRzqaBzpmhkrjDEXSsGWzJCW3e0ZGWa646jewIbsvSBzXCmgDmR9CxwhizMis5vRNOW7Y8r3jIOrZzhbUqjHt1ca+T4f6Gr9dR7dXGvk+H+hq/XUBeWHZSjb0WWmp29AS6G0EQ6FznBznRWZ7m4uAcSyxJAPBeHbH0JaWGkpiwv6Us9jw5TLYt6UtyW6TKS3PvsSLqjvt1ca+T4f6Gr9dR7dXGvk+H+hq/XUBeafZajd0uamgd05aZs0MR6YtdmaZbs90LXdYF97HVKdl6S5PsaC7o+gJ6GK5hyhvQk5bmLKA3oz1bAC2iox7dXGvk+H+hq/XUe3Vxr5Ph/oav11AXmg2Wo2mJzaaBpg+0lsMQMN3Fx6Ihl47ucXdS2pJ4rqOi6wdxALfI7KT/ZHzqgvt1ca+T4f6Gr9dR7dXGvk+H+hq/XUBf5AVAfbq418nw/0NX66j26uNfJ8P9DV+uoC/wAgFUB9urjXyfD/AENX66j26uNfJ8P9DV+uoC/rii6oF7dXGfk+H+hq/XUnt1MZ+T4f6Gq9dQF/Lrj7SVPvYx8LrO8AdB5T9Co37dPGfk+H+hqvXVz5+d9i7nFxhobn/NVNh3D9t7ltG19Qy8tMy4Pet2gfbqnhu8OzyfqVD4+eDi4/iKH0VV64vftxMYuD0FDp/mqr1xb50a2ZfgHWy9hUIPPKxj7hQehqvXF79udjP3Cg9DVeurGZCxfUIKoT7c3GfuFB6Gq9dS+3Oxn7hQehqvXUzIWZfWyj3lEgZBI2XMB0psWX1zAe+A7HDf8AfeOlTPbnYz8noPQ1Xrq4WN86XE5y4ywUTs28dFUWA4AXqtwUbFRdSFktSXg6qp1M0np7S5eD4s02ue5dmogDxcWVA6DnDYjGeqynt2FkxA7v3xfzkld2h51uLR6CKjP4UdQf/tBQI4WpxLCeMpXvFv0Fxzh4uSW62sT/AIrDLTKoz+dxix/iKH0VT62td/OsxQ/xFF6Kp9bR4OZlbQhxLdPnc24vp38O/vXNq4wPdB5R+lVLm5zuJnUxUnop/WV4i5zGJj+KpCOwxz2H/ufpWksFUZ0jtCkufoLdCdr22O/hfs+vb2Lg4nh1r2+v186qy7nF4je4ipQe6Ob9NQVmPOTxK1jFSHhrHP6ytXgqrXAz/wCIUU9G/QT6HuYdb28v6PBPrY3aDLlY83GgY7s+9Pd2Hhu7LU+n5wde7fDS+jn/AE1C12cvVeN0dNbsyTf3910o4etSldGmIxmHrRyyv6D6PYVVscOC3+lavnvhPOvxeJoAjpHWFrvinLjbdcipFzbS/wCldP25GM/caH0NT64rhS5lC1roXzM/YCfmWKSQ8bD5yqHHniYx9xofRVPriT24WL/cKD0VV64tsyMWZetzuzXvKytZ2qiTeeNjH3Cg9DVeuL0eeRjH3Cg9DVeuJmQsy78ou5bbWqiDeeFi979BQeiqvXFkHPIxj7hQehqvXFnOhlZe0BemtVEfbkYx9woPQ1XriPbk4x9woPQ1XrixnRmxfAhIAqI+3Kxj7hQehqvXEe3Jxj7hQehqvXFjMhZl7wF6sqHe3Kxj7hQehqvXEe3Lxj7hQehqvXEzIWK3IQhczYEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEID/9k="/></p>
<p>Stop losses would be placed relatively close to trade entry levels meaning that when the break out eventually occurs that losing trade does not erode all the profits made in the earlier period. Tests of strategies across liquid markets such as Forex, stocks, and cryptos reveal adaptability to changing market conditions and prepare traders to match appropriate strategies with prevailing environments. Profitable strategy archetypes share common traits, such as exploiting behavioral biases, structural inefficiencies, or risk premia that persist despite widespread knowledge. Disciplined execution, robust risk management, and adaptive position sizing transform theoretical edges into sustainable returns. Translating profitable concepts into repeatable processes requires rigorous scientific validation through development, backtesting, and systematic refinement before risking capital. Comprehensive risk management transforms trading from gambling into sustainable business operations where survival supersedes profit maximization.</p>
<p>You will also find that the spread of the affected trading instruments may widen significantly. Due to liquidity evaporating, you are also at risk of slippage &#8211; meaning your trade could be executed at a significantly worse price than expected or you may struggle to get out of your trade at the level you had in mind. Below is a chart of the AUD/JPY and highlighted is a period when the currency pair was performing extremely well, and a carry trade would certainly have made sense. The advantage of being a scalper is that it allows you to focus on the market in a specific timeframe, and you do not have to worry about holding your positions overnight or interpreting long-term fundamentals. Day trading could suit you well if you like to close your positions before the trading day ends but do not want to have the high level of pressure that comes with scalping.</p>
<p>Experienced traders sometimes combine it with short selling on the breakdown, then flip long on the flush, or pair it with afternoon high-of-day breaks to trade the full V-shaped recovery. In&nbsp;equities, daily-chart pullbacks respect widely watched averages such as the 20- or 50-day SMA, while intraday scalpers watch VWAP retracements. Crypto&nbsp;pullbacks replicate stock logic but must account for round-the-clock trading and larger amplitude (wider stops compensate for double-digit intraday swings). Mean Reversion trading is&nbsp;more effective&nbsp;when markets are range-bound, liquidity is deep, volatility is moderate, and macro news is light. Mean reversion is&nbsp;less effective&nbsp;during strong directional trends, after major policy surprises, or in thin out-of-hours trading, because momentum overwhelms the tendency to revert. A Contrarian Trading Strategy works by reading fear and greed as cyclical forces.</p>
<h2>What is Best Forex trading strategies?</h2>
<p>For a downtrend, when the price breaks the most recent high, the trend is broken. Spread bets and CFDs are complex instruments and come with a high risk of losing money rapidly due to leverage. You should consider whether you can afford to take the high risk of losing your money. You can see how the price reacted at the top of the range (resistance) and the bottom of the range (support). So the ‘right’ recipe to your trading success is in your hands where all trading risks are considered and trading is approached in healthy and a good way.</p>
<p>For&nbsp;example, some&nbsp;traders&nbsp;might have a short attention span but are quick with numbers and can handle the stress of intraday&nbsp;trading&nbsp;extremely well. Whereas a&nbsp;trader&nbsp;with a different&nbsp;trading&nbsp;style may not be able to function efficiently in this kind of environment, but could instead be a skilled strategist who can always keep sight of the bigger picture. The idea behind it is to&nbsp;profit&nbsp;from volatility by placing both buy and sell orders at regular intervals above and below the set&nbsp;price&nbsp;level&nbsp;(for&nbsp;example, every 10 pips above and below). A trader would go buy a currency with a high-interest rate and sell a currency with a low interest rate. A popular example is going long AUD/JPY (due to Australia´s historically high and Japan´s historically low interest rates). By doing so, the trader will receive an interest rate payment based on the size of their position.</p>
<ul>
<li>Among forex traders, the trading method provides a simplified framework for novices looking to create a personalized trading plan.</li>
<li>These strategies can be based on technical analysis, fundamental analysis, or a combination of both.</li>
<li>Time-weighted-average-price (TWAP) execution algorithms, used by large asset managers, are complementary to market making.</li>
<li>A trader who applies the Gap-Fade Strategy first identifies the size and direction of the gap with basic chart software, then confirms context with tools such as volume spikes, the opening range, VWAP, and market internals.</li>
</ul>
<h2>Best Forex Trading Strategies in 2025</h2>
<p>They then place their orders just ahead of these levels to initiate or liquidate positions. While this may be true overall, keep in mind that trends do end and reverse, and the forex market can trade sideways for an extended period. The market for a currency pair must be analyzed suitably for each unique trading situation before establishing a trend-following position. Whether you just began trading in the forex market or you’re a seasoned expert, becoming familiar with the best forex trading strategies could significantly improve your bottom line. News&nbsp;trading&nbsp;is a&nbsp;strategy&nbsp;in which the&nbsp;trader&nbsp;tries to&nbsp;profit&nbsp;from a&nbsp;market&nbsp;move that has been triggered by a major news event. This could be anything from a&nbsp;central bank&nbsp;meeting and an economic data release to an unexpected event (natural disaster or geopolitical tensions escalating).</p>
<h2>Advanced Moving Average Indicators Most Traders Don&#8217;t Know</h2>
<ul>
<li>Known also as the counter currency, the second listed in any Forex pair is referred to as the quote currency.</li>
<li>Trading in financial markets without a well-defined plan is akin to navigating a ship without a roadmap; it can lead to confusion, poor decision-making, and significant financial losses.</li>
<li>The Intermarket Analysis Strategy scrutinizes the correlations between diverse asset classes to pinpoint potential trading opportunities.</li>
<li>For individuals focused on leveraging market trend patterns for profit, employing this strategy can prove highly effective.</li>
</ul>
<p>This strategy engenders continued success over prolonged periods, even if one does not always secure profitable transactions. A critical review of past performance, understanding the algorithm’s approach, and ensuring it aligns with your risk tolerance are essential. Building your own algorithm requires a thorough understanding of trading and programming while choosing a pre-built algorithm involves exploring various options with varying success rates. Such strategies automate trade activity, aiming at attaining superior speed and precision beyond human capability. To stay ahead in Forex trading, knowing about economic reports, press releases, and financial projections is crucial.</p>
<h2>Developing Your Personal Forex Trading Strategy</h2>
<p>Successful forex traders know the importance of planning ahead before taking a position in the market. Trading without a plan can be compared to gambling blindly on the market&#8217;s direction. On the other hand, the volatile nature of the markets can lead to significant losses if you don&#8217;t have a solid strategy in place. This is great techniques as you would need only to seedaily pivot levels on defined timeframes, yet strategy followers say daily chartworks the best here. So the technique is rather simple as pivots show you the directionof the market either to bullish sentiment if price trading above the pivotpoint, and indicates bearish direction if the price goes below pivot dailypoint. Scalping is a quite knowntechnique and a term used by the traders that benefit by taking small and evenvery small profits but frequently, while mainly using short timeframes usuallyminutes.</p>
<p>The best scenario is a carry trade where you believe the Forex pair you are holding will also move in your direction. A price range is when the market is trading sideways between two clearly defined support and resistance levels. Range trading is a trading style which tries to take advantage of a ranging situation by going long near the support, or short near the resistance. A trading strategy is at the heart of your success because it decides how you enter and exit a market.</p>
<h2>Position trading</h2>
<p>Breakout traders identify key levels, such as historical support and resistance, trendlines, or chart patterns like triangles and flags, and then place trades when the price breaks beyond these boundaries with increased volume. Essential tools for Breakout strategies include candlestick charts, volume indicators, moving averages, and volatility metrics, such as Bollinger Bands, which help determine the strength and reliability of the breakout. The approximate timeframe required for the exchange rate to trade from peak to trough within the range is another important factor range traders can take into account when positioning. The capacity to buy and sell a currency pair with minimal effect on its price is an essential aspect of forex trading known as liquidity. Due to the presence of numerous buyers and sellers, high levels of liquidity in the forex market typically result in reduced volatility, meaning that prices are less prone to dramatic swings. This accessible environment for transactions enables traders to quickly establish or liquidate positions, which is especially important for short duration trading strategies such as scalping and day trading.</p>
<p>It is important to note that between 74-89% of retail investors lose money when trading CFDs. These products may not be suitable for everyone, <a href="https://forexanalytics.info/the-barefoot-investor-the-only-money-guide-youll-ever-need/">The Barefoot Investor</a> and it is crucial that you fully comprehend the risks involved. Prior to making any decisions, carefully assess your financial situation and determine whether you can afford the potential risk of losing your money. The intermittent nature of central bank announcements means this is a strategy with a longer holding period.</p>The post <a href="https://lees.com.kh/10-best-forex-trading-strategies/">10 Best Forex Trading Strategies</a> first appeared on <a href="https://lees.com.kh">Lee's Food Cambodia</a>.]]></content:encoded>
					
		
		
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		<item>
		<title>Commodity Meaning, Definition and Examples</title>
		<link>https://lees.com.kh/commodity-meaning-definition-and-examples/</link>
		
		<dc:creator><![CDATA[giant]]></dc:creator>
		<pubDate>Fri, 15 Apr 2022 11:25:13 +0000</pubDate>
				<category><![CDATA[Forex Trading]]></category>
		<guid isPermaLink="false">https://lees.com.kh/?p=25635</guid>

					<description><![CDATA[<p>An example measure of inequality between countries is the Inequality-adjusted Human Development Index, a composite index that takes inequality into account.168 Important concepts of equality include equity, equality of outcome, and equality of opportunity. John Hicks&#8217; IS/LM model has been the most influential interpretation of The General Theory. In many areas, some form of price [&#8230;]</p>
The post <a href="https://lees.com.kh/commodity-meaning-definition-and-examples/">Commodity Meaning, Definition and Examples</a> first appeared on <a href="https://lees.com.kh">Lee's Food Cambodia</a>.]]></description>
										<content:encoded><![CDATA[<p>An example measure of inequality between countries is the Inequality-adjusted Human Development Index, a composite index that takes inequality into account.168 Important concepts of equality include equity, equality of outcome, and equality of opportunity. John Hicks&#8217; IS/LM model has been the most influential interpretation of The General Theory. In many areas, some form of price stickiness is postulated to account for quantities, rather than prices, adjusting in the short run to changes on the demand side or the supply side. This includes standard analysis of the business cycle in macroeconomics. Analysis often <a href="https://www.1investing.in/what-is-a-commodity-in-economics/">commodity meaning in economics</a> revolves around causes of such price stickiness and their implications for reaching a hypothesised long-run equilibrium.</p>
<h2>Floor and Ceiling Price</h2>
<p>The world still has a long way to go in breaking commodity dependence, a situation where a country makes more than 60% of its merchandise export earnings from commodities. More recently, the works of James S. Coleman,185 Mark Granovetter, Peter Hedstrom and Richard Swedberg have been influential in this field. Much of economics is positive, seeking to describe and predict economic phenomena.</p>
<ul>
<li>At a price above equilibrium, there is a surplus of quantity supplied compared to quantity demanded.</li>
<li>A host of turbulent events in the global economy has driven up prices for the glittery commodity to record highs in 2025.</li>
<li>These are traders who trade in the commodities markets for the sole purpose of profiting from the volatile price movements.</li>
<li>Their supply can be affected by geological factors and geopolitical events.</li>
</ul>
<p>Other inputs may include intermediate goods used in production of final goods, such as the steel in a new car. Like other&nbsp; markets, demand and supply plays the biggest role in determining commodity prices For example, let us assume that the price of gold is ₹95,000 per 10 grams. This lead to gold prices to surging to ₹1,00,000.On the other hand, if the supply had exceeded the demand, the price of gold would have declined.</p>
<h2>Uncertainty and game theory</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="603px" alt="commodity meaning in economics" 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"/></p>
<p>The defining features are that people can consume public goods without having to pay for them and that more than one person can consume the good at the same time. Information asymmetries and incomplete markets may result in economic inefficiency but also a possibility of improving efficiency through market, legal, and regulatory remedies, as discussed above. Experimental economics has promoted the use of scientifically controlled experiments. This has reduced the long-noted distinction of economics from natural sciences because it allows direct tests of what were previously taken as axioms.111 In some cases these have found that the axioms are not entirely correct.</p>
<p>Examples cited of such inefficiency include high unemployment during a business-cycle recession or economic organisation of a country that discourages full use of resources. Being on the curve might still not fully satisfy allocative efficiency (also called Pareto efficiency) if it does not produce a mix of goods that consumers prefer over other points. The price of the commodity also depends on the cost required for production. When a commodity requires more money to be produced or procured, the price of the commodity increases. Meanwhile, if a commodity can be produced for a lower cost, it can result in lower commodity prices. The floating price is often seen in trading contracts with a longer expiry date.</p>
<h2>#4 &#8211; Agricultural Commodities</h2>
<p>They are inputs in the production of other goods and services, rather than finished goods sold to consumers. In the original and simplified sense, commodities were things of value, of uniform quality, that were produced in large quantities by many different producers; the items from each different producer were considered equivalent. On a commodity exchange, it is the underlying standard stated in the contract that defines the commodity, not any quality inherent in a specific producer&#8217;s product. In contrast, Africa’s commodity exports were down 5.6%, primarily due to a decrease in energy products from Nigeria, Angola, and Algeria, all leading oil exporters on the continent. The report warns that without more efforts to diversify economies and add value, countries risk squandering opportunities to translate their raw material wealth into engines of sustainable and resilient growth.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="commodity meaning in economics" 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"/></p>
<h2>Demand and Supply</h2>
<ul>
<li>Enhance your proficiency in Excel and automation tools to streamline financial planning processes.</li>
<li>Alarmingly, commodity dependence is prevalent across structurally weak and vulnerable economies, affecting more than 80% of least developed countries and landlocked developing countries, and roughly 60% of small island developing states.</li>
<li>Transportation costs significantly impact commodity prices, especially for bulk goods like coal and iron ore.</li>
<li>Prices for commodities don&#8217;t just affect buyers and sellers; they also affect consumers.</li>
<li>It is an economic process that uses inputs to create a commodity or a service for exchange or direct use.</li>
<li>Also, since commodities do not typically trade in tandem with equity and bond markets, some commodities can be used effectively to diversify an investment portfolio.</li>
</ul>
<p>Also, the buyer cannot abstain from the obligation to receive the quantity agreed on the contract at a specified price on a specified date. Transportation costs significantly impact commodity prices, especially for bulk goods like coal and iron ore. Disruptions in shipping routes can lead to price volatility in global markets. The global commodities market involves the worldwide trading of raw materials and primary products. It plays a crucial role in shaping international economic relationships and influencing global supply chains. Commodity prices are influenced by supply and demand factors, geopolitical events, and weather conditions.</p>
<h2>Q&amp;A &#8211; What are commodities and how are their prices&nbsp;determined?</h2>
<p>Congress outlawed the trading of onion futures in 1958 with the Onion Futures Act. When there is no output gap, the economy is producing at full capacity and there are no excess productive resources. If the government increases spending in this situation, the government uses resources that otherwise would have been used by the private sector, so there is no increase in overall output. Some economists think that crowding out is always an issue while others do not think it is a major issue when output is depressed.</p>
<p>Since the law of demand and supply is the primary force in commodity valuation, traders often track demand and supply chain data, inventory levels, and consumption trends to forecast potential price movements of the commodity. Commodities are traded on exchanges or over-the-counter markets and play a vital role in supply chains, production, and consumption. Commodities trade on the futures markets such as the CME Group and ICE Futures, because the future contracts are standardized, thereby offering a price stability to the seller.</p>
<h2>Our Best Historical Slang Terms</h2>
<p>Investors often allocate a portion of their portfolio to commodities to capture these unique attributes. A typical allocation ranges from 5% to 15%, depending on individual risk tolerance and investment goals. Commodities exhibit different performance characteristics compared to traditional financial assets. They tend to be more volatile, offering potential for higher returns but also increased risk.</p>
<p>Normative economics seeks to identify what economies ought to be like. Natural monopoly, or the overlapping concepts of &#8220;practical&#8221; and &#8220;technical&#8221; monopoly, is an extreme case of failure of competition as a restraint on producers. Economic efficiency measures how well a system generates desired output with a given set of inputs and available technology.</p>
<h2>Summary Definition</h2>
<p>In that way, futures contracts protect both the farmer and the buyer and ensure that the prices will be fairly determined and will have the same value for all parties involved. Commodities are basic goods interchangeable between producers, such as grains, gold, beef, oil, and natural gas. As an asset class, they are highly speculative and are especially sensitive to economic shifts. Many companies invest in eco-friendly technologies to reduce their carbon footprint.</p>The post <a href="https://lees.com.kh/commodity-meaning-definition-and-examples/">Commodity Meaning, Definition and Examples</a> first appeared on <a href="https://lees.com.kh">Lee's Food Cambodia</a>.]]></content:encoded>
					
		
		
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