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	<title>021c &#187; FinTech</title>
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		<title>Foreign Exchange Back Workplace Software Program Features: Tips On How To Make A Decision?</title>
		<link>https://021c.com.br/site/?p=1008</link>
		<comments>https://021c.com.br/site/?p=1008#comments</comments>
		<pubDate>Wed, 18 Sep 2024 06:43:28 +0000</pubDate>
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		<description><![CDATA[Due to this, Indian purchasers should pay attention to these rules and ensure that they comply with Indian laws. Each dealer was chosen for his or her potential to supply a easy trading experience whereas also effectively supporting your investing technique. The Investors&#8217; Marketplace lets particular person merchants and buyers, establishments and third-party service providers<p><a href="https://021c.com.br/site/?p=1008" class="more-link themebutton">Read More</a></p>]]></description>
				<content:encoded><![CDATA[<p>Due to this, Indian purchasers should pay attention to these rules and ensure that they comply with Indian laws. Each dealer was chosen for his or her potential to supply a easy trading experience whereas also effectively supporting your investing technique. The Investors&#8217; Marketplace lets particular person merchants and buyers, establishments and third-party service providers meet and do business together <a href="https://www.xcritical.in/blog/how-to-reduce-brokerage-cost-with-crm-xcritical/">business broker crm software</a>. IBKR offers low buying and selling fees1 and access to shares, choices, futures, bonds and ETFs from a single unified platform.</p>
<h2>Introducing Dealer Account Construction</h2>
<p>So we&#8217;ve built a Forex CRM that streamlines your processes and acts as a central focus level in your group. The rise of decentralized finance presents new alternatives for forex merchants. DeFi platforms provide innovative monetary merchandise similar to decentralized exchanges (DEXs), lending protocols, and liquidity swimming pools.</p>
<ul>
<li>Founded in 2003 Dynamic Works is a Cyprus-based Forex Brokerage Technology firm that has a devoted business of providing Forex Broker CRM Software called SyntelliCore.</li>
<li>Traders can also use a variety of instructional sources, including webinars, video tutorials, and market evaluation instruments, to assist them enhance their shopping for and selling information and talents.</li>
<li>The platform supports a variety of order varieties and execution fashions, together with STP, ECN, and A-book.</li>
<li>Get a complete evaluation of a FX/CFD brokers state of affairs, providing valuable insights and sensible options for real-world issues.</li>
<li>An elegantly rebranded portal, specifically designed to offer a unified and intuitive consumer expertise for your purchasers, whether first timers or seasoned professionals.</li>
</ul>
<h2>Key Functionalities Of The Software</h2>
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" width="403px" alt="Reduce Brokerage Costs Using Forex CRM"/></p>
<p>The Create Person Form feature permits you to create a web-based type which is in a position to create a Lead, Contact or Target report in SuiteCRM from the information submitted on the web kind. These records could be assigned to a specific user and are linked to a marketing campaign so responses may be tracked. The danger of loss in on-line buying and selling of stocks, options, futures, currencies, overseas equities, and fixed earnings could be substantial. It is a program that adapts perfectly to the size of your organization, with a great usability adaptable to any system and with the potential of utilizing it wherever you&#8217;ve a community. If you just need your finest option, we’ve added that proper at the prime of the article as this was what is most requested by our prospects. Even if equities are still on autopilot, Goldman Sachs strategists warn that not each part of the market is a long-term purchase.</p>
<h2>Thinking About A Turnkey Brokerage?</h2>
<p>The platform is built on scalable and secure infrastructure, capable of dealing with high trading volumes and guaranteeing knowledge integrity and privacy. They present options for danger management, liquidity aggregation, and back-office operations. These firms enable purchasers to optimize their buying and selling operations, mitigate dangers, and streamline their workflows.</p>
<h2>Enhanced Security And Compliance</h2>
<p>This can save you 6-9 months on making a leaderboard attractivefor traders. Place a widget with leaderboard of merchants with detailed statistics on yourwebsite and improve your advertising. Your clients can log into the online terminal from any system withWeb browser support. No installation is required which is essential when aclient is restricted with rights on his PC. Your shoppers do not need to be developers to begin out using the complete energy ofMQL programming language. On the MQL5.com website, your shoppers can findmany builders which might be able to create a buying and selling robot or customized indicatorfor them.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/payment-processors-for-forex-business-img-2-768x512.webp" width="407px" alt="Reduce Brokerage Costs Using Forex CRM"/></p>
<p>Copyright of the pages, screens, info, and all supplies in their arrangement, included on this Website is owned by the Grey Level Fx or its associates. You may imprint, copy, obtain or briefly retailer extracts from the Website on your personal information. You might not alter or in any other case make any modifications to any material that you print or obtain from the Website, together with, without limitation, eradicating any figuring out marks or legends from such material. Any different use is prohibited except you first request and acquire our written permission. In explicit, nobody might use a part of the Website on another web site, or link another website to the Website, without prior written permission of the greylevelfx. A PAMM platform allows clients/traders to create their very own funding fund and scale their success with charge payments from buyers for profits made on their accounts or volumes.</p>
<h2>Share Professional Brokerage Quotations</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/11/shareholders-agreement-cryptoinvesting-77-768x513.webp" width="404px" alt="Reduce Brokerage Costs Using Forex CRM"/></p>
<p>Our statements and reports cowl real-time trade confirmations, margin details, transaction price evaluation, subtle portfolio evaluation, tax optimization and more. Improve conversions Utilize intelligent lead routing guidelines to routinely route leads to gross sales personnel, permitting them to swiftly contact warm prospects and convert them while curiosity remains to be strong. There are many alternative Forex CRM corporations on the market, so you&#8217;ll need to resolve which one is biggest in your Forex buying and selling needs. We have also researched and picked the best CRM Providers for small firms and analysis corporations. This supplies a chance to streamline the process to achieve higher efficiency.</p>
<p>It enhances your success rate up to 83% by perfecting your shopping for and selling time. Ensure that the brokers you choose adhere to those regulations to stay compliant. Always check for the most recent updates on foreign currency trading guidelines to avoid any legal issues. Now make use of devoted registration links to push your						customers ahead.</p>
<p>These competencies are essential for fostering a credible and thriving FX enterprise. Therefore, investing in analysis, growth, and branding is essential for developing a sustainable enterprise capable of enduring the trials of time and fierce competitors. Quantitative buying and selling, also known as algorithmic buying and selling, is gaining prominence in the foreign exchange market. These strategies depend on mathematical models and statistical analysis to make buying and selling choices. With advancements in computing energy and entry to massive knowledge, quantitative buying and selling is expected to become extra widespread, providing traders enhanced profitability and risk administration. The FYNXT Introducing Broker (IB) Manager module is the final word software for FX and CFD brokers seeking to maximize their IB network’s potential.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/introducing-brokers-ib-vs-white-label-what-s-the-difference-img-3-img-1-768x512.webp" width="406px" alt="Reduce Brokerage Costs Using Forex CRM"/></p>
<p>Security is our no 1 priority, and we go the extra mile to verify clients’ on-line safety. We use SSL (secure socket layer) expertise to protect their delicate information and hashing know-how, additional particularly an MD5 hashing perform, to protect their passwords. The White Label enterprise mannequin obtained here to Forex from e-commerce, where some corporations used the facility of others to do enterprise under their mannequin. When it includes crypto and FX trading solutions, how shopper trades are handled and safeguarded is essential. Always request particulars regarding the solution’s security and read the vendor’s privateness protection.</p>
<p>CloudForex is an revolutionary CRM platform with a variety of advanced tools to help expansive operations. This CRM software program unlocks the potential of Forex trading platforms, allowing clients to benefit from their full capabilities with no volume restrictions. Myfxbook is a famend platform for monitoring and analyzing trading efficiency. Its AutoTrade feature allows brokers to offer copy buying and selling providers, enabling traders to observe profitable methods with ease.</p>
<p>In essence, an exhaustive CRM system for foreign exchange brokers ought to enhance operational efficiency but in addition build extra priceless shopper relationships. MT5 integration offers the same seamless connectivity and centralized management as our MT4 integration, with added features and functionality for advanced Forex traders. Our user-friendly trader’s cupboard offers seamless integration and enhanced performance for foreign exchange traders.</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
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			<wfw:commentRss>https://021c.com.br/site/?feed=rss2&#038;p=1008</wfw:commentRss>
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		<title>Synthetic indices trading Derived indices</title>
		<link>https://021c.com.br/site/?p=1041</link>
		<comments>https://021c.com.br/site/?p=1041#comments</comments>
		<pubDate>Mon, 02 Sep 2024 21:02:25 +0000</pubDate>
		<dc:creator><![CDATA[021c]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">https://021c.com.br/site/?p=1041</guid>
		<description><![CDATA[Content What are synthetic indices in forex? Decoding Forex Dynamics: How Reliable Are Bearish Engulfing as Price Reversal Indicators? Synthetic Brokers and Forex Brokers Volatility 75 Index Brokers In Botswana Which Broker Offers Synthetic -Volatility Indices? How To Trade Synthetic Indices with Deriv.com Want to learn more about trading Synthetic indices? Utilizing Trading Central and<p><a href="https://021c.com.br/site/?p=1041" class="more-link themebutton">Read More</a></p>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">What are synthetic indices in forex?</a></li>
<li><a href="#toc-1">Decoding Forex Dynamics: How Reliable Are Bearish Engulfing as Price Reversal Indicators?</a></li>
<li><a href="#toc-2">Synthetic Brokers and Forex Brokers</a></li>
<li><a href="#toc-3">Volatility 75 Index Brokers In Botswana</a></li>
<li><a href="#toc-4">Which Broker Offers Synthetic -Volatility Indices? How To Trade Synthetic Indices with Deriv.com</a></li>
<li><a href="#toc-5">Want to learn more about trading Synthetic indices?</a></li>
<li><a href="#toc-7">Utilizing Trading Central and Other Resources</a></li>
</ul>
</div>
<p>This approach can help traders execute trades more efficiently and take advantage of short-term market fluctuations. Moreover, prop firms often require traders to adhere to strict rules and guidelines. Failure to comply can result in penalties or even termination of <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> the trading agreement. The profits are then split between the firm and the trader according to a pre-agreed profit-sharing arrangement.</p>
<h2 id="toc-0">What are synthetic indices in forex?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="synthetic indices"/></p>
<p>Binary options and forex brokers can sometimes support both asset-based synthetic indices and simulated synthetic indices. The longest trading hours can often be found via forex <a href="https://www.xcritical.com/blog/how-to-trade-synthetic-indices/">synthetic indices</a> brokers with synthetic indices or futures brokers, with trading available up to 11 hours per day. However, even these extended market instruments do not typically trade on weekends. Simulated synthetic index brokers often provide traders with several options for their preferred trading vehicle and simulated market conditions. Understanding these different products can be confusing due to the interchangeability of the synthetic index label.</p>
<h2 id="toc-1">Decoding Forex Dynamics: How Reliable Are Bearish Engulfing as Price Reversal Indicators?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="307px" alt="synthetic indices"/></p>
<p>These indicators can help traders identify potential trading opportunities. They can also provide insights into market volatility and price trends. Their platform is designed to cater to the needs of both novice and experienced synthetic indices traders. It offers a user-friendly interface, advanced trading tools, and a wealth of educational resources.</p>
<h2 id="toc-2">Synthetic Brokers and Forex Brokers</h2>
<ul>
<li>Synthetic Indices Trading is a method of trading that allows traders to simulate real-world market movement without being affected by global events.</li>
<li>Synthetic indices play a significant role in trading by providing market participants with an alternative way to engage in financial markets.</li>
<li>Yes, individual investors can buy and sell synthetic indices through exchange-traded funds (ETFs) or mutual funds that track the index.</li>
<li>CFDs are complex instruments with a high risk of losing money rapidly due to leverage.</li>
<li>Trading any financial instrument carries risks, and Synthetic Indices Trading is no exception.</li>
</ul>
<p>While popular forex brokers like Deriv, Pepperstone, and XM provide synthetic indices, the most popular broker for trading synthetic indices is Deriv. If you want to trade synthetic indices, you need to sign up on Deriv and then open a synthetic indices account with them. The products offered on our website are complex derivative products that carry a significant risk of potential loss. CFDs are complex instruments with a high risk of losing money rapidly due to leverage.</p>
<h2 id="toc-3">Volatility 75 Index Brokers In Botswana</h2>
<p>It is ideal for traders who prefer a calculated approach to forex without the risks of sharp price fluctuations. They also provide traders with a controlled environment in which to trade. This is because algorithms, not external market events, determine their price movements and volatility. Synthetic indices are typically created using derivatives such as futures, options, or swaps.</p>
<h2 id="toc-4">Which Broker Offers Synthetic -Volatility Indices? How To Trade Synthetic Indices with Deriv.com</h2>
<p>Download my free eBook How to Trade Synthetic Indices now to get real-life strategies and examples, and discover the three main tools to trade them. You will also receive a virtual account so you practice trade with no risk. They act like real monetary markets but have been created with the help of numbers that are randomly generated through a computer programme. The number generator is secured cryptographically and is audited by an independent third party to ensure fairness. With this, the broker is unable to predict or influence the generated numbers.</p>
<h2 id="toc-5">Want to learn more about trading Synthetic indices?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="synthetic indices"/></p>
<p>The appeal of synthetic indices lies in their independence from traditional market events. They offer continuous trading opportunities, 24/7, free from market closures or significant news events. Yes, trading synthetic indices is very profitable, especially if you have good technical analysis skills and good market psychology. In traditional forex markets, events such as government announcements or company decisions can cause sudden market movements, leading to high volatility. However, synthetic indices are not influenced by such events and maintain stable volatility due to their programmed nature.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="synthetic indices"/></p>
<p>They’re both important products in their own right, but they also have some similarities. The fees and commissions paid when trading synthetic indices are often dependent on the vehicle and broker rather than the type of index. There are also other types of charges to consider when choosing the best brokers for synthetic indices, which we will get into later on.</p>
<p>This can be useful for traders who want to speculate on the strength or weakness of a particular currency, or who want to hedge against currency risk. Now that you have a solid understanding of Synthetic Indices, let’s explore how you can get started with this exciting form of trading. Like any trading instrument, Synthetic Indices have their own set of advantages and risks. Do you wish to explore further and fully leverage the potential of synthetic indices in your trading?</p>
<p>Understand the concept of leverage and margin requirements set by your broker. Use leverage wisely and consider the risk-reward ratio of each trade before executing it. Familiarize yourself with the platform’s features, order types, and charting tools. Some platforms also offer educational resources and demo accounts to help you practice your trading skills. While you don’t need in-depth knowledge of the mathematical models behind Synthetic Indices, understanding how they work can help you make informed trading decisions.</p>
<p>This will enable you to execute trades effectively and maximize your chances of success. At the core of Synthetic Indices trading is the concept of binary options. Traders predict whether the Synthetic Index will reach a certain level by a specified time. If their prediction is accurate, they make a profit; if not, they incur a loss. The beauty of Synthetic Indices is that these bets can be placed on various timeframes, ranging from seconds to months, allowing for different trading styles and strategies.</p>
<p>Cboe lists tradable VIX futures and options for more sophisticated investors who are seeking expected volatility exposures. The VIX Index Indicates the degree or expected level of uncertainty in the marketplace. Specifically, the VIX index measures the 30-day expected volatility of the S&amp;P 500 Index by using Cboe-listed options on the S&amp;P 500 Index as inputs. The Cboe (Chicago Board Options Exchange) Volatility Index, as it’s officially called is widely reported by financial media as the benchmark of volatility. You’ll also hear financial news outlets refer to it as the “fear gauge” but for our purposes, we’ll refer to it as the VIX Index. Let’s assume you expect a stock to be at one price, but over a short period, it drastically goes up or down.</p>
<p>Synthetic Indices trading is a fascinating and lucrative avenue in the world of finance. With its potential for high returns and availability of various strategies, it has captured the interest of both beginner and seasoned traders. Again, long-term investors can benefit from the stability and growth potential of synthetic indices as part of a diversified investment strategy. Additionally, liquidity maps help traders understand where the market might move next. Kwakol Markets offers 8 synthetic options in 4 groups for clients who want to trade anytime, anywhere. You can choose from a variety of pairs that suit your trading style and preferences.</p>
<p>It means Volatility 75 Index trading can follow trends for a long period and that’s what helps the traders to get the most out of it. For example, if there’s an upward momentum, then this trend is going to continue for a long time and you can open a long position during this trend to get a good profit from it. This liquidity in the market makes it easy for traders to open trades or exit quickly.</p>
]]></content:encoded>
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		<item>
		<title>Cryptocurrency Taps: Novices Information What You Needt To Know</title>
		<link>https://021c.com.br/site/?p=1063</link>
		<comments>https://021c.com.br/site/?p=1063#comments</comments>
		<pubDate>Fri, 29 Mar 2024 17:58:34 +0000</pubDate>
		<dc:creator><![CDATA[021c]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">https://021c.com.br/site/?p=1063</guid>
		<description><![CDATA[Usually, users create an account, join their crypto pockets, complete tasks, and earn. In crypto, these drops manifest as digital cash crypto faucets, providing newcomers with access to cryptocurrencies with out the need for financial investment. Users obtain rewards within the type of Satoshis once they full their tasks. A Satoshi is the smallest measurable<p><a href="https://021c.com.br/site/?p=1063" class="more-link themebutton">Read More</a></p>]]></description>
				<content:encoded><![CDATA[<p>Usually, users create an account, join their crypto pockets, complete tasks, and earn. In crypto, these drops manifest as digital cash <a href="https://www.xcritical.in/blog/what-is-a-crypto-faucet-pros-and-cons-of-crypto-faucets/">crypto faucets</a>, providing newcomers with access to cryptocurrencies with out the need for financial investment. Users obtain rewards within the type of Satoshis once they full their tasks. A Satoshi is the smallest measurable unit of bitcoin, with one bitcoin comprising 100 million Satoshi. Some Bitcoin faucet platforms offer as a lot as 30,000 Satoshis for the completion of activities.</p>
<h2>It’s A Low-risk Method To Earn Cryptocurrency</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/a-book-vs-b-book-brokers-in-forex-trading-img-1-768x513.webp" width="402px" alt="how do crypto faucets work"/></p>
<p>Also, you have to be cautious that you do not fall sufferer to fraudulent web sites posing as legitimate crypto faucets. Although cryptocurrency faucets could be a low-cost, simple method to get cryptocurrencies, this technique has pros and cons. Interest-paying faucets operate like an curiosity savings account and will provide a small passive income stream for you.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2024/04/FIX-API-768x512.webp" width="402px" alt="how do crypto faucets work"/></p>
<h2>Risk And Rewards Of Crypto Taps</h2>
<ul>
<li>One method to categorize crypto taps is by the token paid out as a reward.</li>
<li>For instance, completing one task would possibly get you only one Satoshi, which is the identical as one-hundred-millionth of a BTC.</li>
<li>Ideally, you must find crypto taps with an excellent popularity and which are most likely to generate enough crypto rewards to justify your time and efforts.</li>
</ul>
<p>As a outcome, customers could spend plenty of time completing duties for relatively small rewards. These faucets reward users for solving captchas, which are small puzzles designed to forestall bots from utilizing the faucet. The quantity of cryptocurrency customers can earn from faucets is usually fairly small, with most taps giving out fractions of a penny&#8217;s value of cryptocurrency at a time. However, users can accumulate these small amounts over time to build up a larger quantity of cryptocurrency. Crypto taps usually distribute rewards based on various elements, together with market situations and the platform’s income.</p>
<h2>Understanding Crypto Faucets: A Gateway To Cryptocurrency Ownership</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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mnNgSJwO59Kr4JTbpDW5mJpyeIjirSy0fQrpgXH/AB30+hPcFdxIPof6MfrR6ppWh6TZuX7vWujOMNJKlrbTcrgfRLJNef8Aq8CdbkfSj6Vq2r2MqwTMic01I4NarV02uzsb9SHmrfUmU3Fo68ypDbzRnapKiIzHEz6gVuISR+IV1jlhk5i7PLk0+XE9uSLQwExz3pgHaZBpaIn1pgycYrRxYwc800HuaUmZpgE8CtAMFP370xMDBpYGaMDEGlEY5BHCvpTEgRgmlJnFGn0EfnQnQ9Mj0xRDP70tJzimJJJj1ozSYxPEk0wZIIApaYo05HNUowRRpBOJpY9aMHPFXsDB70fJ9BSwrEx9BRp+tDI1Cu00xJHIM0pJHYTRjmhUwwRM4EUaecUCRkZijGOaFDQR704ERnikpBkCaYJigGA4k0SSCYFAAe2aMAD70Mhg9iRRp+hpYE8UYB7fehUNB+vpUiRgdqFJqQT+dCjR7UQj6UCSfpRA5igGp4xwKMYzS21hIz3ogucmKBDJHEnPriiTjvQAAjk/WpB7ihRgMTRClyZ+1GIiKAZgGZ5qQfU0vtnvRiZmgCOIIEmjHMzQzNECBxWkx2FuMwKYnmTSwTPNGD271GUKTMD7UUTmhzzFFuxQgQ9OfrRRORQA9/WiBkc1egugwe3PrRSIjuaAe2KJM8wKI0EJjPFMHH1pZPAFFJFUBA5FF3NDnEZqRxz3rLQaDBAwBWSeOKGfQ0QogqJ+pqRIqOM1MyO9UhnzEgzjvRzJ4oScQBWCYmaFQYI7VOQZP1NBwMVOTzNUByftUjjFADP0qZE96hVyEkg0ROJoQQBxFTuHBrJGgh2+lGI7Useox2qSYoD840D5d005H7ilogCDTU8wPzrkYqhyDAmnIUTkfalNcmUyB+tNbUATilEasehOcU9I7ExSGzApwHBFEZoegQYOaak5EUpM49aaKMlKxyTBinIicd6Qg9/amtLkxVYo2ECDnM09Bg4pCfrTkxySR9an6KhqYJkppyRMjtFKCjnIwaYkjj9aFociAdtNTnic0pAj5jTmxAxVFUNSe1OREQeDzSUwO9PECKr5InXJyvUPWLXQykMXmhW9xbPZadAVMDlODg5qre8ctBubVy2HTbQQ6Clcbsg88k11fU+is9RaDeaa6kbltktLIyhYEpP518/ad0Z1jcoDzbNslCswtZB/avg6j05Rm3Hpn7XQetOeJKa5XB9rfwzeOXS2uaUz4U3mlNM2wDg09Lx8xAKiVFslfIJUo59Y447fXeivD+7u3W06O5pLySZXYO+WkH//ABmW/wD8M+9fFfSnSvVWg6raai3csNuMOJdCm3FTIPb5ea+z7u5GtdPaT1FIm9Tteg//AFEwFZrz4sc8Mtrf8H0smfFqse5JP7Rztx4UaippVzoOr29+gZDbo8l2JwOSk/mK5G/07UNKfVb6jZP2y04lxB2H6K4P516Mq8etLP8ApOkKISSAe9Zaay6ptTN4Q+hUjasSkT9a90NTlx9u0fKz+maTN0tr/R5oniSTmnA4Imu2X0t01rIUW216c9BVvtlAJJ5ykyk/lVRedB6xboVc6dd22otJJ+QSy9A9AZSs/dNezHroPiao+Tm9Ezx5xVJf8lEkR/8ANMTuOTilqDts4GL22ftHz/8ARuWy2v7A4P2mjA+smvXGcZq4s+Tkw5MT2zVMYBgmmpAIBpaQTgUxAJ4NaMUMBKRz3o0HgiljmPWmpwKE7DAzIo0kgcUtJpgA9aIoYIjNGOfpS0wQJpgBBxVQ7DBxNGn0NLScgGjBwZ+1UyNH4oFGCfSaWgARRpM0NIaATEiiTzzmgHE1IHfNANSSRNMSogZxS0KxTEkEQKEoZ9eaJNADiTRJ9RQjGp5FGDnFKBPrTBQ0uQ05PrRD2oE9s0XHB/WhWGk4zzRg+hFLBI7flRJ/FQg5H4f9aMdhu7VClp8sJoQRjn2FAxhniQKMY94oBA71IgnFCoPtNGk49KAHE0U45oVBg0U9+aWDgUwGDmhGFJiinuKAEGiABNEQPJ44o0k+mKAQftRA+1VsowY4ogeYpQUQY5pgnmaUAogUYIxzNLE+tEDxxShVsLBowYkAUsYwTRpJ5mqVMMZot3pQTkD9qlOZE1OyhpUJAij3GBSxg8GikiKg5C5walJioBziYqRg5oQMn0rJjNDwBJqTirQ6CEAyKkntQp4opFUpOJAIogTE0Hb1qQogZqMBARIPBFTIOBzQz8tTJrRSEL3AiPwmKZu9aj7VAkmRUZBgIxNZJ7UAJ9KkH3ipQPznAJGRTEDbxkClJiADTkkcVyRg2G1SPamiZBjmkNmOcjiachRIE8j9qMlj0AHM5NObJACSaS2R6k09HNDLHIUQYpySCIpSADyRNdX0z4b9bdW2hvunemNQv7dKiguMMFSdw5E+tRtLs3DHObqKs5wCMZrYZSADPpU6pZv6HrFxoOsNKs9RtCEvWr48t1EiRKVQQCCCPUGpQlURGKypxfk08OSPcWNRyCDTUnvGBSkiP+9NRHBNb8HOhqM8QKcmATme1JSO85poyQOKhUPBxTkicTxSUc5poUR2rXQ67HIAGTk00etKQABPNNCZANDPYxMSQOK8T13pjxGteorxOnP6gLQvqU2AiUhBMiCBxmvbUHIqm6g/49tGXb3ofqVbFwBPwb0FtZ77VH8H0OPpXm1KntuCtn0vTXhU3HM6TOT6e6R8QbkIU67eFJ5Cmlc+nFfTHg0jULrozVunNRSou6NqDToSrKglxsE/rXx3rn8RXjz09cr07WdTvbFaRBCmUpkesxBHuJpHR38TfX/TmsHVW9Y80uql5twJAc9QSBmfcGvgajJmTUtvR+20OHSpOKn2fbF+04kONuJMAwJ71ULBCwlAPyggx3wf9q5/oD+IvoPxEZTp+susaTqa0iFFR2KWecHjPua9Ae6fJaFzaLS82rCXWzIgxnHtP51vDqoT4fDNZ9Bki7XK+0Ulo9cIbUpKiSmSZp6L55HlhClJBO0/Tua3hppbt1rUghSlQBHYVp3FsUONtpTtKjA+td01I8mycC+VqzVzai31C1au2lJJUh9AWk/YitN3o7pjUUl22DmmuEboZVLf/wBhwB9IpS2yyWmVDAEn0jmtu23LCUqOVf65rG3bzF0dm1k+OSKa/ZQaj0HrVugv6YtrUkThLZ2OfWDj8jVFc21xZOBu9t3bZYwUuoKc+xODXprAUxJQoyPeP/Oau7XUWbhn4bUrdp9P4T5iQrFdo6zNj7+SPDm9G0ufmPxf/B4wlB5IzRAkkV6re9BdG6mgu2yXtNdUMG2WAkn02KBSPsAa5PVfDrX7FQc0/wArU2YJKmiG3E/+wnP2P2r2YvUcc+JcHx9R6BqMPyx/Jfo5kYNHwJqLhl21dLF2y4w6DBQ8goUPsc1gGIx7e9e6Moy5i7PjzxTxOpqg0zwDTUxPHNKTPtFMQe2fWto5jExHFEkn1pYOeeaZ2Az9aoDTk8U1Kse1JRzTQcYoZGcRFECfWlgj6f70YMUNLkYkzIjmmAkQaSg4Jj7UxI7zQDRBE0wQOKUCIzzRpngH9KBsYKMGeKAGinGCKEQaTxPNMBPelAxlUUYgZ7UKGCJndNECQcUCZBmKJMyaE65GJM9yDRj9aWkxOZo0niM0KhiTIJNEmBkGlSY4pkmB2oEMBxipHNAk+n1owY4NU0g/TipBIMUE0QweTUI+xk8RTAZEUlBJ5j0oxnNBfIxMBXPailM0A5zRDOJqoqJCoM0xJOJpack0aSQBmqxQaTRd/l9aCcVgg96i5I1Q2eAKlPoo0J4EGiSsGrRfIc+gohgUsRIUPrR4/FU6KgpjP+lSImPSo9yJqcDAFVgIFJEAnFEOaFOOTUiTyaligzBOakQRFAI7ipPNWgwwI71OaEcUQxxUfBKJn5eM8VkT6zQ/6UXvzVSCMAgziikRNQDnis96pVwEPU1OO1DUxIwcUKiZjmjSR2/WgHMmsKpyDFQdn5zp55j1p6AmM/akIInJpyRAkHPauPRzHtxEnM05OcxSUEEQBNPQRBmPtShV8DUcjH5U9OSIpKCQINOSe4FKMVRsNHPtX0D4E+JVtoDml9J3Twbbvg55ZPHmk/64FfPqIMEjPr6UnqS+vNNt9E1WyfU0u0ulQpPKSIUP1FeTVtxipLwz7HpKUskovyj1X+OjQWbhjResbO3Si8tfMtLh5KcutHapvce+07gPrXzDoHXN9aEI+NchPbcTX1p426ojxD/h7Z6pZSTvt/NcH+FxIKVD7LBH2r4HsbxCHyjzJzGa+fKG/JJo/QrI4Qime72PiItYAeUhf/UkVd2nW+nO/wDNZRJ7pMV4rZPFSQoVZNuujKVGO2a1HfDqRxnHDk/KK/we2NdRaE4nF0pCgJIUMVu2t9YXQm2vGV+26D+teHtX1yjHmGfetprWLlv8Lhx6Cuy1OZd8nkyen6afKTR7qlCudpI9RkUaR8/Bz614ta9W6ixlm7cSoehxV1ZeJWqsEB54uDg7s/vXRaxr8onln6TB/hP/ACerJEyDTEkiRIgVwll4lW7if6zSDPcCD+9XFr11orwAcK2zXaOsxvvg8uT0nPHmNP8Ag6huBmmpg8VU23UGj3EeVqDWexMVYtXDDglp9tRPooGu0c0JdM8ktJmx8OLA1LSdL1m0VYatYM3bCuW3kbh9vT6ivIusf4c9Oum3Lzoy6Nu/yLZ9Utn2CuQfrivaI4kU5IPqIqzhDIuTeLPlwPh0fFur9N9V9H3YZ1fTrqzUFQhSk/Ioj/CoYP2Nd74d/wARXiF0C+2hjVXLqzBG63fJUkj78V9I3enWGqWrljqNmxdWzghbTyAtKvscV5P1t/DtpF82bzox34K4kk2zzhU0R6IUZUk/UkfSvmaj06M+Uv8A2foNF67LHw3X/R734a/xPeHfiD5Vlrr7ek6h+FCXPlQsx2NetJ0NF6pu9tFNvNRKVoUCD6nFfl/1B0b1N0jcBvV9MuLU/wBqyCUK9woYNdr4Z/xEeI/hpcIRp+tO3FluHmWlwS4hQnMTkV8qWHPp/wAeV/yfpMes0+rXzVP7XR+gz+mEvlamyUhUD6d663SfCfWLyxRfPXdtbuPJ8xLKwZCTxPoa81/hs8eenfGzVUWP8tdt9Q09r4u5bKP6cAiM5wVEYr6fTetne6+4kJSNxJEQK92jUcsHPJwePXN4cihi58ng+uabqPTOoPaXf2aHnUIS4Vs3CNu1RMYWUmccCe1VzWpNNE72Lpsd5YUofmmR+teReL3WevdSdcapq9heLQyt9SbcDgNp+VJj6CuRsup+rbVII1R0jJMd68tylbj0d98IpKfZ9Io12ycU2yzfsqVMlIWJBj059a2U6s6y/t3Ebc/YZr53HiB1U0Nj96p5EQEupC0/kcVsW/ile221Fxp7CuxDJWwI+jakj9KqvyiOcfEj6HudStby2CL9hl9B/tdQFD9a5u90Lpe7uFN2q3rFyJlpW5AP/SrBrzu28WtLdZHxi75h0H5ZCFtj9Ar9TW1ZdcaG64HTrVqpayMGWz+uP1rcJbHabRjKllVSSkjpLvo/XLZSl2iGtQZOUFlUOEe6Tj8jVQpSrd74W5bWw8MeW6koWfWAeftVxadTJWpCrS4CwlIQShwK/Y1dWvUNrfhu21dpm4aKSFIfQFCe3Ir1w12WHfKPmZvRtNm/C4v/AIORBjnEetGDB+tWHULFlbamtnT2wloAEDdIEiarQoEz2r6+LIskFL7PyuowvT5ZY27oclQSsGmJOKSmjHIMzXQ8/Q4EiIqQqgBFEnBk4oORqJ96MUoccmmgpIkUNDEwZkUxPFKSQPWmCaEGJxRZPelgmmCDkUIiQScCmTI55FLovqaFGce9H95paYPejGTmgGDipEpxOaEECaIciKAIHFGlRgfrSwds0aVY4oPI4EHvmpAoE+3NGJODQ0uQoqQRUSIrBE8RQfsMYzFGCJgGlg+omiBxkzQnkaMY5FSkn2FDIAECpmYM0KHIJzE0YOM8UkcmmARia0hYxPNECRilpJTmc0UmYH51EOgxEwOKNMRzmlg5qUyDVJ0Mk0ftSszNGCBzUZQwe1EAScUAUnsakE9qUWw5VMVIJiBQAlM5NEn1mr0AgT3NFwOaGRPMVMg1kUEDmBU4nNCOakjOTVRAwO+amee3egkxzRA/tVboBA4GDWcc5qAR3NSCMRUspMR96kBUVCuDBNYFGIJqjyECaICMzmgmDmc1JEjvQH50IAGeYpyAZ+lKBHanIPcc1xoyOTgVsNxzFa6cj3pyTiMihKHJ9YxT0GRSUECQTNNQYyO5qeTKjSHJOM/SldQW6rvp65bSJU0UvJ9RHMU1J962mkJfQq3Xw6ko59eP1rhqYb8bR7vT8vs6iLfXR3Pg0bvqnws6u6Cu1b12jPnWralYSFpUFEe2+D96+Fri3f03XbmxuCUrYeU2UkQQQYr7S8CddGi9f6dYvnazqKHdPu90AAq/B/8AiArw3+KvwyuegPFO8uk22yz1RxV0wsDBBOf1mvl458r9n6vPie1v6ZyWkfMhKd/pXQMtAjCVVznTa1voSQnOJxXZWtuspG8K+9dG+TzrlGulDafxon7UX9PjyhMY7VufClRkCpFqZkJOKUT+TR8tpXCAD9agoSgYSJ/OrAMEKICMepqQysnbtTNLM8lYEqBITj0intuPJUMmeOa3RbrmIHPoKI2rozNaIm0LZvLlJBBUk/vVhba1fMFPlvLP0PFaQZWnPlipTaKMkJAn3rGxHSM5I6S0601m0I/9Ysp9zXQWHiU9IRcbVzzXnQs3UmQqB6TTU27w+YGPpRJx/Fl3RnxKKZ7LYdcac+AlYKSYq5Z1zTnuH+a8NtjctwQsiru01C5b+YLV+Va/qM0OLs5vQ6XL3Gv4PX7hrSdVtlWt4i3uWViFNugKSfsa8w60/h60bVh8b0i4jT3oJUwuVMuH2PKPtIp1rrN02sEk/Y16P4QaHqniD1lZaJbFaGd3m3TgOG2EmVE/t9TFa/qXP4yjYh6fHE92HI1/PJ6x/BP4M3/hd0PqGudQ2KWtU164+UpUFFNs3hOQYgqKjXqPi/1IjSOlX7Rl/wAt7UT5CSlUEJ5UfymuwuLi2smWrOzYDDDSQ2yhPCEgYFfNXjJ1cjWeo3bZm43M2Y8lG04n+4/nj7V5tZNRSxQPqaODl/rTOC1FDDqlBJBPvWmi0aIygRxxSzc7lyk8mtpBUEhEVwS2qjbe52ad3ZoKZ2gDJ4qtVpTTiipSRj96u3yuIj2FKQ2ANyu2a6JnGUb7OdutK3qUsCIFVrukuqcB2j2xXYOt8RmeaFFtKspGK3fBxcOeDm7W2vbRe9takH2ME1vp6j6js0Q3fvkpMDcrcP1q4NqgpynPrSTZIIHygZqUjonKPTAtuvdbZUVXLKLknmQAfzqxb8T7aB8Rpz7UfiKVBYP51oGyTzA/KtS60pp1BGwVqE5Q/Fs45McMi+cU/wCx1THiX04sAvXBZ7fOgg/6j9auLPq/p28UEsaqwVHhO8E/kJryu40JKkhIAP2qiu+lQt4OMKU2R6E5r1w1WVfs+dk9P08ulTPohm7tXgPKfQokYhWfyp+6T6V89W3/ABBpbPl2l26AeBuMCPat+x666t0sAOFbwBwAqBH2rvHWvyjyS9Kj/ske8pUO1NSRBHpXlem+K7oc23tqtIgdgQD+ldPZ+ImkXSg2VBJI54rrHWYn3wcJel548x5OwSZxNMSqqe26i0p7AuB+eKsGr60c/wCXcNmf81d45YS6Z5MmmzY38os2wZ4FGnFKCgQCKIKnGZrZwaaGg+tEk+9Ak4iKkY9KCxoxRgzQJPc0WAJBoLD9xRAkmaEEEYok9h39KCggRNEFCABQ4miTAHGKAYkzAFGJ49KUlWeaZyRQqDBzRClijSe1Cr9hCiHHFADnmimTAoBszU44FLCiRAFGntFCBjmIiiBxQAkmiHvQoQI5IokA5OaCZ+1ECQecVoP9jMTzRCftS5AxOaMEkRNShX2GlQ4qTnHegAgye1EMmfWrRCUgg0YPBoeDUyPSjNdBjOZqR6zQAkE0XAxyaIBp70QMUsVIPoKjZbGA5ntRTSx70Q+v0qECEds1I3ASYoREjFFzVZGuAgJ5qSZoASMk0YPcUC6CkDHtUAGajtxM1O6fallJM0Q4j0oe3eiBzFAfnO3jFPRIPEUpvsT2pyPmEn7VyM0xyQTwKe3JTEZpCCYp7UEHuaE8jkpOBIpyeNvpWugmaegAGT3qdEu+BqOxMkU9smZHNJSQRFOSM4q99ltp2gHkKtdUF62otl1SbhpacQ4mJz9a9Y/iC6ctfHbwKtOttBQhzVdCbL9whOVABMOpP0jd9Jryu8ZVdaetpH/Nal1sTyQII+4/YV3/APDf1yjp3qR3ozWFINjrqNre4ykPRASe3zCRXwsmN4sjh/g/c6TUR1OCOT+zPkrpVpxt7yXAoe3avRLS3CkABs+0Ve+Nvg5deEXXQFq2peiaqpdxp7sTtRuyyT/iRIz3BB9aRpTAWhKj6Vy9x3z2dvYrhdGqmwXGGzPapGnqByhUmulYsweUj8qM6eEkkAVpTMPBRzB01Z4aVFQdLcBPyEfauqFj6j61PwSO4Ofetb6MPB5OTTpS5JO6CPSp+A2xhX5V1RsgAQlNAbNMQUVreYeKuDlxZq5CO9EbRyMoSPtXRKsYwEA0tdmYnbWtxjYc+GATkZHOKjye22PQirly1UROw/lQG3WkcYqk20VjTakqGB6VZMJnBGD6UAaI/uGO0Vt2yCSAYyM4qG4mzZWD928i2tWXHnXVBCUIElROAAO5r7a8FfDL/wDVR0c85rCW0a7q2127SFBXkNpnYyFdz/cY7keknz3+HLwhc0cN+JXVlqWQ0jzNMt3UwVAj/nkHgQfl9ea9Z6h6stjbr1B1SC0idu5UGY5IP0rSawx9yX9jUYvUTWKP9yk8R+uBoHTlyg3H/qbwFtsg5QkjKh9BMe8V8walqwuXVr3EhZwT6VbeJnXDmvaoshX9ONqQTwmuCN2p1cA/KnA96+fFe5L3JH0M01jj7UfB0dk7vVuIkD96tG1kAEGqKxXDaU+uTVgLkpgSIFdTgujclRUZ7VsJQAiFJGc1pMPAwo8AzWx8UFcc1bDJ8kLM09q0Plkgx9qm3hZSnac81vqCAnaOO31q34Io+SsXbKUYSRx2qHWFAfh4EVbN26SfMJHHEVhtyQTGDxREaKMMuFSjBiOKB1tTTQB5UcVfpttidsT61qP2qXzBRj9hW0Yl0Ua0fJPCj60pLAVnbJ4q5esUHgGeBQt6bKgQZA4nvW1Lg47bZSv2YBEpjEZrWVpiF8NzJ9K6J2xcWqAAaluwUmFFOE4H1q2TZbOYe0ducpAA9q016PklPE119zawmAkycAUprTdxlQEcn2ommuSOLTo5hVlcoXvadWk7eyjU2l1rWnr3NXbpMzKjmuhcsipaoECkOWakc8Dmiin0HKSAY651y0kYWeJCiFfnVhaeL19bvFm805S0JiVxu/WqkWoMgpk96QvTUBSkxAJz7V0i5Q/Fs5ThDIvlFM7yx8XdCuFbXm1NkATmP/Pzq/s+vOmbyNt6ETwFD/aa8cf0UONKBH4j3FaX8hX5nmIWtMf4TFdo6nLHzZ5JaDTy8UfRFtrGl3Bi3v2Fn0Dgn8q3kOJXlKgQfQ18yPW2rsIT5V24fmmFGZqyseoerbFKUs3aoSZEKIrrHWSr5RPNP0uH+2R9GAxj9qIE9yK8UY8VuprIAPtNvoTj5gJJ+tWmneOLTh232jlvbyUqIxXaOrxtc8Hmn6bli+OT1lIxBNGNuK4ex8WukrxYQblxpR7FMgfer+z6r6dvgPI1e3k5hStn7xXWObHLpnmlpc0O4svBt9RiiETWuy80+kOMOJcT/iQQofpTgrvMg966Lno4tNDQQIFEIBxSgRweaPd7GgsYImaIUseoos0KECJox/iBpYxk0Q5oQaCQMc1IiaWOPrRgTQnPQYg9qLjAigSY+1FuNC0FJmaIGZj9aAGcUYjtWrIFmBJohPrxQUQyJoXgMycDFSDmKAetTkZNFQsb9az9aAK/Ki+lChjjIqQcSKAKnM0QM81KASSIoozFAD3rAozjmiA4EcCsmaDMg+lSCaNBhj6frRpCRil0QMmoQNRzUDt9KgkHFSKAI5A7VIgdpoZxUiDzVstn51pnscU9GREikJmMZpyJ71yXROGx6PQfnT0BQE8SfWkJgimoX27RQnTHhBGZpqTjMiloUTimAz8vcVLsjpdDmziDyeKciBjvSAOM05EEgTRP7BsNSlQV6Vzuv29xpmotXFkpSQo+ayuctqBmJ7EH/SuiA28cVl1aI1G0XauEJKhKFkfgV2P09a8mswe5HdHtH1vSdatPkeKf4y/4PcbC70X+J/wqf6a1B1q16k0wIdbWoj5LpKYDkD+xckEdpPpXzta2GqdP6ncdP9Q2LtnqFi4WnWXQQQex9weQe4qg6S8R9f8ACLrn+Ztb0qaWEXbKhh9BOQPY9j9K+suqOm+k/wCJPpi1666F1G3a6ltWg0hTytiLpKRPwzx/sUM7VnA4ODI+ZPF7i3Ls/UYs+x7Z9HiVqlDiRBE/Stk2xVgCaQ3aappGoP6LrunXOnajZr2XFpdNlDrSomCD6jIIwRBBINXNs2FpB3CuMU0z0TfBXizUrO32ij+BjMH8quW7Y90034QHEc10SZy/koFWZBnbP0ofhOxGTxiuh+BxM0CrBWIANaSMMoTapSJGftSl2aTJx+VXyrFQ/t+tLXY44MVUmc3Rz7lkIME+tartoQPlIMdjXRuWYyNppC7JRVhuRBnHHvW0cqt0c0mydWYKRI9q9w8CPAZ3qK7a6v6xtzb6HaqDjLDgKVXyxkAdw36q78DmRbeFngI9qHk9U9dW6rLSAA8zbuEJcuxyDHKUd5MSOMZr0fr/AMQLax05DWnupY062R5Y2QAlAEAIHoB29K6KKit0+jKcpPbDv/osutOvWpU02tKGWR8wiAoeifb0rwXxK8SEO2ibO2BSdpG1RykEzGMdh2qi6q8R7jUG961hLR/5CCn8Q/xx2HpXmOo6k9eO+c4sEk4M814cs3qJW+j6GNLSwpdj7i8XdOlSlSpfPtT7RBkK/Kaq7cZ5knn6VaW9yhBTitJrpHGvLLi2CUpng+1bSS5ISh0+81XtXSO1bSHgBIMk1FE22bnxLwGwbT7xFOt7ncZLasHsa0EL9OTW2zgbuwyatV0RO3yW9teoSjcoKSe0impvULVtS6nHHaqpT6iPl44rEKAypIM84qU+2acjoU3SgBCgTwAM05N3mIwnia51DiE/MJSpWMYimC7cAgPKgdjGTWuTLaOgN6AmFCScYoUvNFWMetUSb25KpJbUPpFOTqOwErZP/tIq2zJbq8pZCQoD0mnIZQEnacDAqjb1FouJSpRTJ/uSf3rea1BlwQ3cIMeigau4ykuzdLJP50zy8QkcZrWRdqAkmfSiF4oCAJUrgUs0EWC4qIwOwHemG2Q21lAlQinWqkEAx9al+5aUv6YE1qyVSsqzZpggYArUuLUpChgzmrlS2oJke9aakBxXPua6Qo4ZL6RVt2C0pLhAM+lAixcccMpyTNW624VsGe9bNpa7Ulw1W6JCNumUlzZjDQJ4zWsuxSJAGOK6NxjeuSmSr2rVft2wASPpUi2zU0kcvcW3zgFPeKMWo2hRRxxVx8Al5zcTIoHLM8JUPattnFR5sonbFDiYIOM4rXOiJDOEwonmunb05aoTsBETg9qNy1IQSWzCR6VnfRv2rVnCuaBLpUE/POFd6w6ZdMLQ4w6tPliBBkcV16LAuHdt5Mwai4sEghCREc1XJN8mVjaRxrdz1FZv+YxdqEZEKIz9qt7HxX8RLBSUv3XnoGdrqErgfUjd+tWTmnJjAmq17T0b4CZJ/ausJV0zhkxp/krOm03x21VISnUtEYcMwShSm/33V0On+OXTdyQi5sbxn1KQlaR+s/pXmz2lpCQlIBJ5rRRoaQSpLMFRAkCui1E15PNLR4Zf7T32y8R+jb5IUjWmmp488Fv96vLXVdMvEpVa6hbPBXGx1J/1r5ruNGdCfkKhtGAK0W7O9t7hNwwtSCnukkH9K6x1UvKOM/Tof7XR9XzAE8VgVkCvm616464sH2W2NZui2lPzhSt6Z5iDV5aeNXVlmkG9tLa4G6PnaKCfuIrqtVF9o80vTsi/F2e8TI4zRhR44ivIbX+IGxQ75OqaA+iBJWw6Ff8A4TH710mneM3Qt+Uld/cWhV//AFFur90bgPua6rNCXTPPPS5Y9o7wYye9EDjiqXTurumtUhNh1Bp9wtXCEXKN5/8AbM/pVwFYjInMkV0TT6OLjKPaGDJ/ajCowRS0nsRUzFDIyScxRZGJoAR35qRM81fAGAzmKmPc0IVmJxWA4wahKD74ogTIpcz3oyY71bNIIKBExUhWZoUmYmsJSDHc1bIMBE1OJmlzxBowTxTothQJ5ohgYoAZqZMRzFTsBjiipW4iIop7moUYCZ9DUg5yPype4e+aIK7TQgwqArN05oB6TUg0J5PzuSec809ImIOK10YNbDZiCM1zRB6AmJM01CQJI70lK4xFOQcnsaEGtyDxxT0jMjmkpJPt9aaJwTQiHJBGTT0CQCBSEGTtmnoUREj6VEUcggn7UxBKcyT/AKUtBiaYk5gzFVmVwc31/wBIHqawF5aBKb+2QQkn/wCogf2H/SuZ8IvGXqTwk6gULZxSrdSwLuxcUQlQ9R6K9/tXqKJj9q4zrzw0t+qUG/0pxFpqKM7ohLsDg+hnvx614c2DndA+7otfa9vL34Z9Y6fq/hd/E1pCNTbulWGv2zYbReoSPPbH9rbyf/qoHbuJwe1ec9e9A9beF1qq/wBX04X2m7ghnUbQlVusk4Cu6Dg4UBxXyJofWnWHhj1MHba7uNPvbRexQQflP17EfvX2B4Pfxm2+p2bei9cMJ3kQt0N72nR6LR+uAfoK8soxfL7PtY8ziqZwtr1pqDwHlsMgdhBNWTPVWozLmntqHsSK9/X0D4DeJQGq6dbr0e6f+c3GkOpbSonuplQKJ+gSfeq3UP4XrpQC+l+v9MuUThu/tXLVQ+qkB0E/lWfakv2dHljL9HjrfWDQ/wCfp7qT/lIIraZ6q0d38anGzE/OjivQ3f4XfFRJAYXoV2D3Zv0//wAwIP6Uxj+FfxNdj4pvQLfHL1+n/wDlhVaSmvD/AMHNtf8A6X+ThGNU0m5jyrxlR4iYNbYYaXJTBB9M16Zp38JjTQC+pus9MtSD8yLBlx8/Yr8sTXQW3hr4HdAD4q/Ve6m8x8++9u4RI/8A7bcT9DNdIwk+0c3OK8nlPTnQut9V3vwOiaY5cuRuUQISlM8lRwBXrGi+FfRfh22jXus7pnUrxqFItolhKvv/AMyPTj61y3Wv8V/TvTzCtL6XtmGWUpAQUthtsA9wlPP51879VfxDa91ZqAsLVVzfXLq4aSgwATxHaKkpwxr7C35XS4PfvEnx/t7hhUXfw7MqQWR+JQBgRHb2FeQ6/wBf3uoWjT+oq2tLB8iz/wAYjC1+g9u9eW3T38suTf65ejUdUkkMpks26vr/AHq+mPrWirXXr94uuqBM5Kjkn0FfPy53lfPR7sWJYF+zo7vVX9RdL7yiocTx9gPSltpUqFESewPaqph5albnEwAMAU83pBhKiDGfQVj3F0jXtvtloCEHjjmKgXCt4gwPT0qje1ZwHahZCfWgTqiidqSDP91ajJGJX0dXbXknaFHFb41JKYO4+n1rj0ap5QA2me+aYnVRMkq/QiuilFnNtnZtXySYJ71ZsXYdTEkJFcLZ6kl6AHfzEVdM6iICUOJgcwaWn0WNnUB4GADn2pqXh3+wrnm9RIxuHvTk6oBkic0NdF8XkYBVmhDiTKdwqjVqe4wkwTyaNN9B2g9vWtJGJSLxLgSmAaWp9ROCTiqhWorSAATTGr4kxgk1ejDbfBbJfUMnJNMQtCjGxMDmtFq4CuRTUvBXypECjSZU2jeTcCZS4tKRxCjW0xcP7t4emBjcJqubQFRuOK2Ekpwis0jom/JanU3W0CEok8wYpA1MbiVtL+XODNVTjpPyTigNwcgcDk1qMTEp2XLupsK/EuPSRFGi7SBKXASR61z5ugPnczPFLXcJWQAkbj+lbUDg8h0zT61uQDgYmrNN2ENgRnv9K5O0e8kbULWn1zW18fcKO1LwPqFJ/wBqzKzpB8HRJukKTJBz+lazrzbpwMcZqpOpuJBCm0n1IUR+kVidTb/5jra04+tVNrkknZbqCAkhB+bED2qG2UrWFf2xxVQjU2HnA2h35lHg4xVlbvhMEEFI5zWpOkSNNm+hkpEEATj/ALULrO4+XBB7mki9MFycD2rYtXlOGXE5OftXNM9DXglu0S2grKRArWctEqXKUAE1YXFyhKfLPHJpJdbIkHmqmR8cIq37VCYMn2960hppW4Vz9BFW75S45AMwYEGhWhLaEwZnGO1dVS6PO02ymdslqV+HHamt2BACimAn271ZtsSvcRgVt+UNoSE4HM+tZcjcIXyzn7m2SEGE5OBSG9KSpQBGImr9Vsl1eQNo9u9ONohtowjJFN7SL7ak7OTd09K1nA+ta72moAJ2/wDzXUGyQZgn3rTubNSUnKT6VuMmcpwSOKd0ZDzhSpPJ+Y0u60kMpCUSK61OmrQkrUgT3itN+zUp0JKfc+1dEzg4UjmtL05bD5eLhwIH510Fr1B1FpqVGx1y8az8qUvKKR/7Tj9K2vgUNswlPJxioRYJUraQOM03V0X27VNFzpPib1vbQm4vGrhMT/VZSf1TFdBaeM2otkJ1HRGnJMbmnCkn7H/euNa05f8AYfYECnCzUkycgCIIotROL4ZP6LFNfKJ6TZ+L/Tj523lvd25Bg/Jv/ar6y696TvSlLessJWY+RwlJn714t/Lm1g7mQST2xFR/JWlq81K1iMDvXRa6ce+TlL0nFL8bR9ENPsupCmnELBzKTI/Sj3RHevm9TGr2ThNhqTzShn5VEftVvadY9d6cEpRqrroSP/qbXAf/ALga6rXx8o8s/Rp/7ZHvgVuyKKRXi1v4y9R2ivLv9MtbgACSEltR+4JH6VdWPjpoazGo6TeMFPJaUlwfrtrtHWYZcXR5J+majH4s9PHv3ohzEVymm+JPRuqLQ0xrKEOL4Q8lTZ/MiP1rpmblh4bmHkOJiQUqCgfvXojOMvxZ5JYpw/JUOBzEUU96D5TBJooBMgzWuzAQVUjiRQYipnuPWnQD5yakVHr7VkioA5xzUgyaADmTmpketUocEf61IxyJoEmQKKQDPNQyfngkSRT0gjikt87q2EyfSuSsyNQfanIiJBpKfrgUxCoxFUGwkR96amcUpAnJgCmI4xSyMcmfvTUkmKU2Ymmgk8iIqDkcDwPWnoOYmkI4we9OQTHFXsg9JJAH7U1HGDSUxH+xprdRF88FL1T0R0/1jb7NTtwLhP8Ay7hsALQf9R9a8f6i8K+rOj3Tf6MpWo2gPLIJWnGdyRkD3r6AHaKcgcGfy9K5ZcEch9DT6/JgpPlHzhoPix1J0y9/Svri3Wkx8qykj616903/ABedX6cwEu6mtewyd8HFdDq/SfTHUIjXNBs70/43EFK//vQQv9a5S+8BfDy8KlMJ1WxUoztYuwtsfZaVK/8Ax145aWcfxPqQ9Twz/Lj+Ts0fxv8AVzb8A2q2YEHgz+ft+tPuf44eoXG1JZcbQocQJx+dedt/w2dFFe//AIw1loERtOnNuR9/OH7Vd6P/AAreGlwrfqPiNqScztNgGv13KrPt5Uqpno/qcMuVJCNd/jI6y1cqaGoOtlQghtURXBXvin151XeRZrvLl5wwFfMozXsY/hy6H0hsOdOpsdVW2qf/AFl2pS3ADiAnalJ+qTVlb+H9tcI+CQ07pz7Y/wDyOzytwHoEiFfbNeLJnliltkq/k9cIY8sbUr/g8Nt+hNbuEouOrtdDaVEqNrbne4M8E8J+lXbT1tpdt8Dodoi0QRtU4MurHuo5r0a+6AuLdtaSklQJmAQRnH+lcbqfTtxbGVGF5EZGfc15pzlPs9GOUYcQ4OadaJlLyy5B7maUpCGlbnBjhNbb1tcISFSkLB+bcT/8fpWpcOZwkx3iufLO8XEJOpBghKlnao8Hn/tWO36v+Zv2pT2Heqp51IVBTA7Ga1n73yk/M4YntVSJKSZar1DckiSM98UP8z8sBSZKiT9qpjctuDd5wBPrQi5SRlY2/rW1x2cHKy/b1fcYA+pNbTOqFaNm3A/UVzCLtK4SE49sGrC2cSByQPQ1CxjfZ09tdFLJhQEn1reRdoQiVGCOa5hN4EIG4A9+agXynSVBxQTxt9awrOqdcHTL1JwH5XFAeoNYrXHm/wAL5n3zXJv6ots7d6QU1oua0pMrCgFe1aUpLoSo73/iF9tIUSD6VB6rKckD868+VrL5YlCXFpmcJJk1qr1TUG0h74C4hf4fkV83r/57VpZGvJxcVdHqDXVe8FYBwJwZqyteqrUJSVOEbhkkV40i76hTAb0u9k/MAGVcflWw9edS2bCHrvRtQabcVtQosqgnsOPSt++l5CwnvGn6/ZPEJS+gkn1ya6C3fbUBBEE8+teC6VpnXt22Lmz6X1BbZG4OFspBHHeu46T0nxTu3wxp+gLeUgKUtKnkDYE5IMnBrk9Suj0R06rs9QRt7d6YUJA7/SuU03WOoGlFOtdP3dqpCy2VhO5EjnIn86v2r5SkJUWzCsgwa6RyqXQljSGraMwCfekLTA9hTDcoVJSoQaFSkrESIr0RkeSeP6NV0FZ4wKxDaUjcQZPan7AvPYUQZKox9q9EZI8koNCUlUYnPApnmLTCUnNM8lRwAZoVoCExBk8mrtsl0LL5HJwP1par1RkkEelA4mciZqENEklQwKqhRjfZtMvBMFQBUe5FbKX04SkRHcYrQCVqUBiPpT20GYBOeTXOcTrCVcFky8pwgIeWEjtM/vW+1fPtJnzEqPYEVTpGxIg0DtwvicntXHYer3Nq5LZepOrVlsKk5hVYrVWwAlSViPaRVILhaMAZNQbkyZ4FbUGcnkReov7cyoupAHAJiKL4lSyAlc7s/audVepUMpn0FMty2hW8J+dWSQYIre1pHPfbo6th8pSTIMU4XhCZIlRwBXON3a5CUvrCQPWf3rZYurgneVoVHYpj9q4t0emHK4Olti2Ugxyal91pavxCBgVUHU3Gkf8AJ5HKV/6Ugao2oyoKQBxuFROzUuFRcK8tKSMYrSU0HF8+5kVrLv2lk/1En6GiTcbU7t8k9ga6xlRwly+R7rYSSgHgT9aUxa7iVKElWOKWLhS1gTMDJrcafhG7EnAre6lRik2KeYQoZSITgVDdikAHaZVzT0vIcVABIB7VvWxSsgnniKjlRuKt2arenwnBqfgV8SPyq3CGwQD6U9i0Qr585rnfk7xj4Kf4ApAO0enFH8KG0gbcfSugFmmJMY9qU7ak+9S7OyjRzZtEqUVlPJoV2aAI2jHOOavV2qUiCjNaT9skynaQfWnZhvac9cWjagYA+9VN3prCwUlpJnNdO9ZgnakkAZNaKrBTi8kEA5rpFHmnO+DmlaG0lPygoIHY1ddEWOs/8QWdrp+ovtBx5O4pURCe/t+dWKbBZUUlEAmK7vw50Ju3de1RaJIHlNmOJ5rphhvyJI4amSxYnJnfAjNECCPSgGe9SFECO3NfbPyTauwxkwakExQBU0U+3FChAk96kEYFDAPsazjjirYGSe9SD64oBB5rB2KqNgMHMflRSY5zQcGp571AfnogwMintFKpI5pKCIExNPQpJPf3rkkZ6HtwR7UxKRJ9KSjmPSnp4gCqiDW4Ig9qYmAcUCcpz2o0ZjFQjVj0H5eM05AG2TSUDbyM00FOcRVCfhjkgAYmnIAnNIaIOZn/AEpyOcUJZsJjgRmmIJHNJQZMU0Y5E0H7HJg5mmIUcdqU3B4jinI9fU1XzwaXI5JjinJAwQa10EczxTkniOPpWSj0QOTThj2Na6QcxTkCACOfej5Zboc2ZJE+leosu6VoXhfZahrVu7cvXjz7dqFIKghZQQ2Z7RBPbNeXsgqUkASSa9t8SbdjSeiumumW2x577DLe0pkkqyf/AMSq+N65k9vTNLs+56DBz1FvokdJ2DnQ3Td3f2vnapc2Db79zBCiXBInmYkDPpXjfiboq9GsH9QtLJp/yNxcKvlEASSM/pX0TdJYurq2YaZX5VlYsNtkkhCAj5QI/wARSZ+iq4PrGwauWFIeRPmb0uBOQSRx+v618yEaxqz7kpXN0fE+qdX6sxdm11DpL4dRJCQm5G5eYACVCuS1bxD0nSNSe02+tdSt1lRjzrVXM8iBkfSvpPqrpa1d1BjUBpzLrsrl5aQFNgSQU/c15RqWhDXb7UtQdskkW7KQzKIG5KvxjHYfvW98E+URRyNXZ5XrPX2loYS6xfNoQ7/etJT+UiuYc69sXlQnV21dh83euy8ZPDHWLnT7HVNHtXrgMoU3cNIBMHuvaT3rxa00HUrq+Z0m0sXQ+8tKQ0EHeVTgR25FfT0+HBkhuZ87PnyY57T0aw1tbtut7epxKQSCATxmmJ1u5U2tbVpcLAMEpQoj84q58Hrc9P3+q9PdQKbb1bb/AEbN5ID5gSQmeQYA/OvT1aCvUrS8tdRZRbMPtBtGz8beQYMdwR9K8OpnHFPalaPThcpxtujxhnqbUklTaLB9JAklSDAA5M11ujo16/slXq0ssICN7aVqlbo/yj0966Znwo0XUNRZu9VdvFM2yPOU0y5sQonI+UZ/t4mDNdKrRXkNMv6HZJVZugOutuifn3Zgn8OOw71xeWEl8TvHdHtnOaH0nrOpW6Lq6cDYc27EbYI5wZn0/amdSdL3GnNsv2d0tTSnxbrU6tLcOGISAY3KmcCvR7e0dNutTluUbUqUnP4pSgJEdozH1NOd0tnVXB51q0tbd0lbC1CC2sGJCiDGRBMVwcmuWdIyvhHMdFeG2m31uVdSpUX3EK2pUYjnMetdlo/hd07ZPlXwTDzaQgJOzJIO4kz2gEVV9J31/eacu51HT3LdSbhbYKjhaZTCxwY57czXYWF28qyLbaocdU4tIIIMfgGee/0rnvb/ACNO/BFrpmnqQA1pCSy02FBDNuCQTkEge0VtaDZWt5pl9rl4shpm285LfkSUkEggJHeJ/KrDRnXW7e9dcSnzCCAR2xAFWujps71DzTjjqdjSWXAFFKVLIXBIHtP5+sGszdwtFg6lyczol5/OGGNUt2UoCnoZZQ4FAtEGFEj9q39Ht2LrqZWnXdsp1DIStbLiYlBJhYJ5HPFdGnS/iEJbsLcNeWWpLaNkxByO/Jn1pKrNnTdWtbptsPXbaFW76Soja0kABX+UZEV82nlk30vB9G1BFB1LqtxatLt7JlalIukW9mlaASd52xj/ADHvHBParfp55vpjR02Oqs3Cbm4AVcPwFhxZGePyxVjpWn2N1dv6i55K3U/KwpSpSEzJgzBPInmovdHZDjjjbKWVpja5bfKFE84HH5V69Li9uG7Jyzzaie+W2HQLVjpt447c6c9bqA3AhSw2raROQoxjFOt9KCADe2aAElOxYQIVIxlJiq+3s7u4ubhLxtnmmloLbxSEr2lAJJg/4ioZ/wANX+m250dxOrPtMtsNLBDZO5Kwf/JrqnTcUqb8nF8fJs0tV8ObB6wRcWTimbpXzED8IkkwR9q4C8s73TbldnfMqacbztPf3HrXq9/qu62VqjGoIXbOpKXdhBLZETGYAEpP0NVDnTjOuM2zVzebg6pSUPKMq3EfKZ4In9xXuwycXtkzm5buTgmSVAKMeselbzKEqEn9qTdaTf6dcFD7ai2T8jnZY9a2GRAjH2FeyL+iUmuRyWEkUt20G04NbjIMQBn6U9FsV5VXSM2jjLGpdFJ/LpgfnUOWJGAk/SuhTbQMjihNqgjiTXT3LOfsUUKLIo5Bo025EwmAO9XnwQKZIx3xQuW6QPwwBwKy5WaWNpclItvanKI9DWqtPzSmTVy9alRjmaSuz2iAmqkjM7ZULQEDnJEmtV2ZxEHtVw9ZkgiJJ/WtcWCyQAmPU10SRwlu8Fc03OY4pqSpRgCBW2q0UlW1IijRa7R+hquixTsSykqwTgVtBxSBHFEGYH4YFC6lIPJFedxtnqjLahTlyqdm6faaEXZyngCllBPyp7nmluJj5ABA71pY7OUsjHG5TlS+OwNAq4CiAFFJOBB4rTc3KxzGYokAp+czNbUK7OTnfRZ276mcJfVHKiTNPOo3S1QlTZHeRVIHHP7VfT3raZUpIA5JqbKNKd8F5a3rpcCPIx3IVV3bXTKACSpJMASk1zlnKBP5zVxaKUqD9h/vXGXZ68S4LthaHlQl1J7kA5q0aUEIEfaqO32DCgDHcitpDzaT8qikf5SRXByZ7McEi482OSmOZ96Wq4AUTPIqpXeLTJD5x2Oa1nNRexlszx2rUXwSbUS2XcpMqJrRcugqRuFVruqlPyKQR/0ma1lai0RuUopHYEV2jyePJLktCd0iM96NthMQQJ74qvYeQoApeBP1qwQ5sTKnDtAkmtOSRiMbfJvWVkbl5LSESpwwB6V6VYWjVlat27IgIEfU1zXR+mKSk6ncNkFY/pT6etdSCRx/4a+lo8Tit78nxPVNSpyWKPSGJOfajkHJMRS0mczminGTivafHfPJI55ovXNAD2TRZKvpQnQU+1SPSh3d/Ss3EnH7ULYXaZM0YOM5oATzWE45oUZPEGayfpQVI+pq0D8+EEEzHvT0EJGJk1ronHHHpWwkyPeuSMrse1ggmnJJHJxNa6FKH3poznjtRi74NlJEYHNMSI7xSEkiBTU5yTUbDoeFkwAacj8PE0hG2BIpqTH0NCdjkAQDMU9G0wZzWuggxHFOb9qdGEPAIV8ppySYyM1rpUKclUxHFOzVUOBxgUxHPPNKQCTzTUg89qF5HAJgwaY2RxkwKSiZEU5JIMUA9CoEEdqYDIpaMjimoiY5ihToeitJOtdUaVpYQSLm6bbUB/h3Cf0mvZ+rAdc8YtD0K2SpbFgoLeTGAUfPHt+GuM/h90r4nrI6y6kfD6TbrfcJGApSSlP+v5Vd+HV8/rXiHrvU7aXFtFp1aVD1UoJH6TX5n1vJvyQw/bR+r9DxOGGWX9Hb/E6f/N7jTV2rzbi5eyiErG8GQR7mP/b7VwvU+mqZUt4qMuEr2zISlMmY+1eo3i2zbuPg7W4JSvjAAODXn3UyFanZ3Nzptw4HCXG21qMhtxORg+/NWapHoi7Z43rek3Dj9pbJKiWHUi4kj5glME4HsDx3rlLXpdGmu6m2yq4eLzoeCHFYG4fhSSOP6ZxXrWpNAXz7SyXVqRKWQACkcHjMT3rkdSYv7Z64U2hpVqywnyQj8YWJBTJ5kLTH0PrXn2K7Ou91RxeoaaC2bcqR5m0KWgp/f/eqZfT1jYufHtWduLlCiW3AyN4AiYPMwMV2zOnvq04G+SFvonfAP1qofYcdR5jSwSlRkdiPr9Ky77JxR8/fxE+HpvF6L19olyv4xIU1dFCtjidmUuHgzBIM11Hh/qVxquk26rx4LV5ILm6Z3CZPvOK6Hri0c1K2TpyXti7kDyyUiAd20qk9hjHeuH6ffuNJ1S9sbOzW6dNX5XlDHmHMKz2Oay8sskVjfSN+3GL3eWenLdstOtbq/dUUoaZbQhO2dylKIE947/WK806c8VrTVF3Fpcec07bBxCGfLIKjOCQeD+ld5e3/AJ9i4q2QV/FW4U5s+bYlC0OEY54//D71wvWaNLuX2NZ6cZQ+8pxIfU1thxJwVfY9vriucag+ezTi5xX0ep6TqLmp6QENKdUpakqUUKA2ISBMn2PI9x6Gt6/1CzLWmWiX0uOOKeLpkTKRODXmXnahcaHeaQm9urN7VbVDYUwdi2Y7gDJBJO6Oc0Hh5p3UdhZOfzWzvrv4a6cUzd3f/NDW2TtnhKoiea7ye6HL5OcIVLjo9Ef1gvpa01DDrK3EhYuEpmABnCpgyTzIIFdHpJZRplk+8XFuvw3uGJBJgfQmDXHWGlagGW3LvUNxcWt5koG1TbKgFJbMc7ZIB9BXVpukWtppDS9qW2GNylk9wlR7+4H515HJM71R0WkKQ5pay+2pJU7J2iCc8e9ben3CrazvnUNlxPxITtQkqUAR2HHKhnjGYqt0u7jQ7dNs6na4/tSqDz6E9sVYWW1jSmiwpyVPLUpTbnzQTH4h2xx2x6VL2qyNc0dNpVxqb6AH7J74dLcrJAS6lXpsnIx/aTnsaU1oFhZqe1CxcSXrhCUuFxe4ECSQCMgz6iKsrFu4YtwztLqEo2b1wJPZQOQY94rZv7QJbb+KSEuBKdiIMAfU5n71fbVXRv3GuCi0NFu35w09tgNiVKSqCFKHotEgD2NXTmj2epvqtHbRHmKhJIV8pGD/AGznHpSrBm30VpxuwsWbdNwfMWSzgrMAxtgyRPaki9uRrrT1rZMM2panzkObiFkkERg4xXoxRiundHHJOTdMfd6Gtpp+4aLa2rVe1KXoUcGTJAB/1zVfp63bpT6r1FvsSRsSgKIEcjJ7iPTvVku8Sht+2W6XHLhYSsL+cKAME5yP+1aaEP2tr/MF2pLLaysrYSVIUgnggie/A9Kw1crXRpdUxiNFtLa4dY01hKbK4UlXlbPlHygRB7cg9vlrcXp161/LmNOt0oSnUGt4Sgr8tvIJhP4RO3MRmrqysdP+BCxdblLWSpIUJAmAI9MmrSwm3dYbabKfLCkuncIUJgCK3hjOLbbuyZJRapHOalpej9QtA27rgFi4UPtCBiSTP3PFchqXTTunOuONoK7VK4SsnIB4n8q9Y121FvY3N7ZNpS48pKnoGSMBWO9VlzpCLm3ft53pdSDHuBiPpB/OvZF0zhuaR5qxbZGJrZUz5YkA59KuU6A82tTa0kqbVBxWwdG8sSpJNfThg3K0eWepSdHPJtX18J2j86e3YhHzKO496t3LFYA2pI+1a6rR0q4o9OVapMrnJAiBSfLLhyJqwXYO7/m/D6URtygQER9qz7LidFqEyrXaJSJiaUu2nhMk/pVsGFq/tkzRqteITxWdjRpZVIov5cTlf51K7MIEJTn1q7NooYilqs1FUkcVmpGrgUKrHMhPPtU/AJBBWmPTHNX3kBIgp/OlONDMJz60+QqPgo3bcJmUkH0rSctVOH8OJq/VbEnIpK2An5YzWkjEuWUC7cp/C2R71pu2iiqE5NdIq2JO1In3pZs20kkia2jjJWc38JMnaQE5z3pTrZVgA/SuheYSoFKExOK10WHzztrRz2+EVLNmswpSPvW/bWQkfKRHtVvbWQVhSBgVYMackR8vNcZzrg9WLE3yisYtYiCIHqOasGbcgAit9uxBM7QAKb8KEgp+9eWUj3whXJqBsjihccKB6+1bS2ykYxWm8FGSSMcUSs1KW1cGq5cGSSYHvVfcXpmSTA4rYuVHiMevrVa6mVEkGCOPSu8cZ4smUBdyuSVKOalDq1fNOOwNKSxuXuJMfvW0zbFRAittJHGLbNm0SFgb0gzniuu6W0Req3aN7ZFs0dyz6+1VnT3T11qdwhtCCEA/MvsBXqtjZMWFqi2tkbUoEfX61102n917n0efWaxaeGyP5M2m0pQkNoEJSIAHajBAPNDEcZrJjEe9fXPzTbfLGEDnFFuPAFLz3rEkzGYoTob6GikDIPNLEDnkVIMifehfAztUg44ilDmaOT9aEoMEkc1kyQPWhnkflU/fihOwhHNSqZwcUMmIyKkQef3oX9H58IxCj2FPQoASO9JbI/OmAehBrkjJsNiTzFOSKQgEZiaaDGZzNVMUPTB+Y05MQe1JQZ701JnArJRoyEme1PSqBBz6YpIHeaYmQYJFVmemOb4k05KjyKQknApySQaEscMe9PQREVrgyf0pyD60uijkxODTUqxxSQAeKa33k1rgqseiZ9aYk5IIzSUT2HFOTn09qy1RXyqGtqiOaelQ49PakIKeJ4prZxxUZUvo9q8Mre+0nws6n1+yB8+7cSw3tSJ2oSSTnkSs/lVl4C6U3pWndQ6gXUvC8vEpZhPzQhr5wJ7bicVWPu6ho3hJas2qmE2zlu4l1S53l9a9yUpAweIVPYiK7fw4aXpHRVizfWjaHVNfEubOxVmfrtivyOeSz65P6v8A9H7jTQ9jRbfui5dvrdi1c3gnCXC2BKgDCfywK4PXbq5b1G9Td3DHwNyhPlIQ2Q418uZPB3EH/vW7fabqautvjU3jrWmCwDMl2P6geMgAjOAkg+9afVtxplmovXd2yw1cq8lK3FBAKlny0pCj3JUQPcivS5bu/Bxca68nk+tWWsWnVjHVGnbnhqqW7QhSflYbSrcTM4mAMD71wHR1v1vZ9fdQ3/Wdw+xpVwQxZMOqPlrd85JSpKc8JCxuHqOYr0/Wk3Wo605YJ0mGLUAN3Dj2xs71JOwgGZiIMdoNc9r/AE7f3XVttqmoPK/ljAQbdsqnddTAkDhKZBHqY+/jk5J/E9EUnHkzU7B9GqvvLLyUOtC3KBJAIP4hmB6VTaswnT9Nu1ocG9O+QkZgCf2Iq9Rfi5JuUb1NvJ+ULSU/MlUHnJ9q4rrnqu3sHmNBDnlXmuNON2zgRISoD5lHvgFOOa6V9nLvoprm903WQq0DEkoSFFxsyAATBB/84rnfDzQ9L1BGrsOHfcN3Llq5JJCY/DIPqnP3rfY0pWh2jYVuUsAo83KlJ3KG5R+3r7Vt6DpbfTiHPKfU4684XFPEfOsqUoncB27D2rzpRjJtnVttJIe107Z6dqhaYb8gIY8oBOAkSDj0wP1rTa0DS0XKXk2qQlCSogCJUBzP61Z3mqIunXFsvDzlEJU1ICiCkkYORIBzVZpOv6M0p/SV3ZDzKPIQp5W0OLKZCAVRuV7DNZ2b+TalS/ZsdOaK8zrCr698u489QLKFtIb8tsAlLaSkSrmZOZNXuq3waswgWq3VLbLTe3+wR+JU4gf+Cqa71W5Q9pltYJm43OK3E7UMrCNoBnJz9fw8UrS9O6kfsLVWtONBQ8xag2skOGOASBPcVqpfkOLpnXW6E/BtBwCBbpKEFWY2J5+1LUhx1emFSPkdSW0IVlJAQYPORiqsi7f121sWbRbKHWgkKUSdiAANyhyJO7145rp7vStSb1Bi9tFMt2OlWi3nErybgJUEgtDMzKQPqZrm/uRvm6RuWz+nabodu08+zi7Wp1W0kN5xjkVZWy7W8stMTYlhFvcPqSVhUJyqcA5j6V5xeXdwm8dvllTD61LZftlAmO3HrxVp0Rqttfa3b6RdKccNrdko2wkr+XbgnB2zMD0pGUJ/FcHNqUez17UdSXojdq4pXlJuU+S0kckpydqhJI55qbLqfT9RFzZWr4S426GHGXAqVKABIg4Pf5hFch4j61aXGtafoNvffBG3WV2vzgB2Bk/euC698Vbbp3qDZqTDdo6yhDZct3QNyUzCiD+JWc57V0bptI14TPeba4TcuN24tVoXM7kOHYAMwUn6Rj1pi7Np0uPrbYUVSZSTOO2eP+9UfR3VDfUmmM3hUzcm4bC2lpQWnNnBO0570+3vL1Fqm2uLFwtjckl9PzjaR3GIg1lS22rFbuaHaLpSTcXR0t123VcCbgElYVtgJICpAITgxEzmSAa2tQRf6X0y5aWt2pd0t+G1JSlorJ9AMEQCecxXMai/q2starY6WpVglDISzeMvhSysmTCf7SITyfUek9lo1veL0vSLbUHV3Ty0lJf2x8yBI3D1Oa3+cdqMv4ytjekWkM6O0zb24Lqw446gI2kOKWVKcjvhRj1roWLK9W35xd8x1cEBXyzAzA7E5P3rR+P+F1FFpbWLy2n4V57YRsQAmSDJBOVAACe9XLVxvAUzblQUjzQU/wBqh2r0YnSSZyyPzQi21F4rUxcjzVIXtl1QRvBjgd+Zj61vXNo24nymYC2wSPlHEcftVfqybNKWnrlCZS6PL3fiJjt9ordtL63eTbvncouJJSf0P6V3jO+zm410cnq2ov2OrpKXC0l9vYVR8u9BA74709nW71KpfDL6eYU2E/8A/MVvdQ2CRZ3CWbUOJdQvY4TP9QjA++PzqgQZFfY9OyOUHB+D4nqUXjmpxfZcDVrJ3/naWE/9Ds/oR/rRB3RVn5kutT6on9iaqUq9BRTOZr6O1M+ctRNFwmz0l4bU3zI9AuU/vRfyBtwf0nGlp/yqBqnTjI5qUqKVAjBHpWXjTOq1co9lmvptQ/sP5Vrr0Naf7I+1C1d3KDuTcOA/9ZrZZ1e/bVuW/wCaPRYBFc3gTO8NcumaCtIWB+CkL01xOduKvhrLizDlqyQf8IIoxqFo5hdspP0INYeA7x10X5OYXYLmSj9KQ5ZqGPLH5V15Xpj396kR/iSf9KE2Vk7+C4aj3IH71zeBneOri/JxLlmocD6zWqbQgkqSDXduaDvy2mU+oFaD/T61EhKax7LR0WaMjjltpAwkk8RWubR53EQPSuoe0F8EwitVemPtDLZrO1o1uTKVOnBAjbM9o4o02G4zt+tWnwyyI2kGthmz2o4B+tYaZ1jSKluyCEmE/lWy0yUpnme1b5YCcJ780otJSd26K4yg3weqOSCXYoQhMAUC3UgSBUPLCQZMVovOKVhE1n+nb7EtWl0xj9yiDVdcXBWccVD2/gZrVWh1RgAiu0cFHllqmwHyOOT6elaxtVLIJ4NbibY4JEmrCz0519YShsqUrgCt7aOaludsrGbFayBtgTXR6J0pc6i4lWzY0DBWRiuh0npIICHr35c/gHP3rpm20NJDbSQhIwAO1dcWmc3c+jy6jXxwrbi5YNhYW+n26be3QEpSI9zW0KBJP+1EDE19BJRVI+HKbnLdJ8hzOKn/AFoZjETUhQqkCBmewFFuTFBIqTBmTFB/AwRisBzigBgVIJP3oBgIxUzA9KUCZ+tGCINAGCOaKR60vdAipnsaEYyZOakRGBSxHrRbiaBP7Pz6Rg8U/wBxxSNwBpiVYxmcVyujL4Htn5eKcgEiIx6Vrtgg09CiSZp2Ue3HBn6TTm1CfWtdKgBMGntmMigNgEcxTRk8VriYzT0q7GfahL+xyBkGcU1MGAKSk8HtTEyKBjk7eQc01CiYkUptUQKYnCqEoeMYpiDmePelQVKHMfSmAEfbtQo9Cs96YiFGT+lJTBHNMbIz2oy2PRtkgVv6XarvL5i0TlTriUD7mK0UbY5iut8M9OXqPVdpABQwfOUTJAgY/WK455+3jlL9Ho02P3csY/bPQvEYNfC9N9KNAtu3l2Q2gqhLq1qSlJIxOBj71392l3TtPWlwiWVK2IOGoSYE/YVwV1pR17xa060aaJb0OzN+tapVtXkIjmPmM/btV74n9FMdUaVf2JvLlhN0hkILLykK2hRknHG45jMV+F0k1LLkyPtuv8H77PHbCMEP6iuHlXbK2r7bYvqC/MVENHaEbST2JE/VVaOoOaXe6i2kWpdW06lxwRJQ4kpKCZ7+h7Glaa+9Zm86aXbfE6fYqQbO7WyR5ja8id2TtCk5GMes0Ns6lFsxqzlwQX3kBfmMluEzsBImSM9/QcV9Jz8vtnhrwef9SDWNMvnWHbg3Ld/fpbsfh7c72flIO9cxtG05gRip17TG3rK1vWr9X/7LEXTPmT5oXEKWn1BTIP19at9bu7terpsbe1eUllsOPXLidraE/hjtuV/lHrQs6Nbtt36lKBurxCEukkQpKUq2CJMRuM/Wo1dlTrs4AX+lXTqtP/mbdw64y46lho8JmCQRxBrmuq9HRd6/Z3aAy8uzbX8qpBhShwfpNdhZ6Fb9OaU5ataewh25ClJeZSSEyVHae8knPAmuEUmwtuptbuG9ecunX3Lfz2lrB+HO3ISMQCMx7GpOtvyLF2/iNuVsLsl24Hl7lhuUxkqHAqkv75rRllu6Stz4hYabKUFWxZSr8R7DHJ9abqt0tm5Yvgym5aThS07lO5kShKcEiZ7yAYE1sm+tb27vG2FkICUeYFp/CYkBQ7eomDBrzXZ127eTnri7YD5uX7li3U04hKy8BMndABPbmInitLTNa0LXtOutWDXwyRseUPl8zeobRuKcjJ707qPRWetNRUlxot22jOypKRJfCwNizHASSqBzHsadpxt9A0vWba2tWHl6shTS0upLYUoDaBxOCJnitboxVPsqjudnM3HiCzYazpXw8izXeKSi4UflWSAEpXPGQozXo7F0jV9EtGEX5U4y9uUA5/TUskEKgGCB7zXhY6eUdCfa1W2SnVEpRDHmJKUIbBCgCVcqURx/gMHMV0/g/ovWNnaXGnur8oLWFWygkKj5vmCgTMAT6V2+MY0mcskW5XR6c109qV7rjGv3LammLW1aMKJ3kqT8yCJyAoSJ4n2rtenNQZ0fS3b7yUusXDblqULBSrcpJVuUk+iTM9yK1HrxnT7q0Zd1Zryba3Ql5kD53yCfnE5AgE4Bx6VqdW63pGs2FxqugOovLdpTTTV0x8zS1rVt8swOQJBBPHpXk1mOUYboPk9GkkpyqaPnHxd8X7/TeqtQuLJpavOdKwhvcoAKzntVj4cdc65rFvYh6xW++8W3rN6VAMKEgiP7pxz3rltd05fWPVN9fWTQaQ48ZHlkgERCI9cxFe4+GPT9uu4sbS6aUhu3eS3vCcbgJzt4BxH616VDEsCSVNeTzresvLtHcO9FXfVVw1qV1bN2lz8qpKYcSEn8IjIBPv3NbqvDhnUdZb1LVNEsilpKUJSW0pdWlJEbicHA7d671+0tim1Fy9bqSpaEoK1KHJ2xvA9SOfzrsbWytbRhGmm1SW2zPlOgK2J9N0n07kVzi21ydHUXwjjtO0y1TqAvUBxAaQGFM3CZbQZJGzAAORxzPtV38AUJQ9Z3CTsO0APBZV7eoH+1XeqXLKdOfbbtfLQpO1O1SSkn0z344riruxKStNutaGnvxpU2UqaJmQnHrnJqTcY/jyWO5vkfqjt6y35bqrZSrhwNS9blwfNwFCc8Ek+wqy028vrBu10+wbRKVArSB8pBmRHYSa4UWN1ofnajc391eW7j25DbqduxII3Ad1RB+m7nArqdJ1VLItr+xU2T/wAtJKo3IMFRIIJmK5Y8m2VWacLid21pQaDiy8440FApR6QnH1iYz/hqlsr7VWrENuWTluG3lpKtphDe7J5xIAzxzWvbeIukfHO2qXVpLgEKUAAVQcQQIBgnk5PtVnY6zp2sEOtNFS0tqbbbXguFQA284njPqK9W+M3cWcqa4aNbqTUL66T/AC+0wHlFSwVZKDnHcCTE+1VHh09rLbDtjrF4l25bv3UspSORA249CmCfqfei0DRr+7Sl1u3T57q0vXCgVCdyYMDO0/KMTGDmaRdPNdJ9QsKSoN/zIoKHCkg+e2SY/KPrnOKY5uM7l0xONxpeD0LVXLc2L6lp+VptTxkcQCZn1/2riQd0HOR3NdaxqbV+8pwyWwkKnZAPqJ4PeuUfcbVcPlvKQ6tIxHCiD+oNff8ATZ/JnwPVofGISTGBM1IBHeaWFY9xRAkyP/DX2D4SGhRmiByJpafw55n0ogRIzVKNSYFSSYmgBjAqQTEUJY5KsT6USfrSkk8UY4IoQZuPrWDB/wC1AFY4nNEDPPNAOSojIMH2pqbq5RxcOH2UZ/etYcc1MxUpG1kkumbydRd/vQhX2g1i3rd1P9S3gn0itIEjvRDjJmo4pnWOoyLpjm2LEklYI+1A5prDgPlvIBPrUAmeMUyZzU9uJtazJ5NJWh3BnatKvoRWs7oN8kTsNXEgkQaah5xBlC1fc09tG1qr7OYd0C5GSk1qOaI+Jkn0ruDdOrgKUD9qBRS4IKE/lWfbRr+qicEvSFyRsP5UxnQH31QhlR+2K7dLbY/sT+VNTAGIA9qe0if1ddI5qz6RmDcrSkRwBJrobLT7WwQEsNJnuo8mnT6ipB9q1HHGPSOM9Rknw3wHuip5gihFTjmtnAIHOKmZFDzU95oQMGDUhQnNBJgfNNElU4mKANJngVJI5oO/FED+VCome5oiJSdpgmg7+xqQRwDQlBjgBRk0SSB2pc4qQZzQoxRVHE1mQQYoZqZ5xQBg4mpB+Wc0O6MVJUCIoQ/P1MEz601KRIgUCQBE01PMgYrkQYIGO9MQM55oEgZNMQDmjAxAg5Jp6V4kiKUICcUxIEZqDoclRBE9qaFilIRHB5pokAHFEyDkzGKcBiKQFGQTTUQfb60KOSIinJBiaQgcgninJJBG4U6J2OQR3pkmfl70pJngDPajAg5mrZEhyFA8imog/NPNa6Rn2p7fcTUNIelUCa9Z8CLJLup3d0pKj5SAVKHcen7V5KiZjvXtXhvs6c6RutUdKLdNwyVuPqc/Bk7ccgfL96+T6xl9rT8vt0fa9ExPJqN30i98NtTe1rrbq7UGWv6C7220tKlI7JQsuGf/APUPvXR+KF25oulKujfpQhMDy1IwBuGSfSuG6Tur7pPom11vSF21xc32oKvnFKUSl1JWE47yUoEehUPpXI+PPjh0zrOhuaW+6qzvnzsftCSXGzAJQkbZUMcgdq/IY+Mbinyfr81uafg7rRb5q/cW6u+bvrd1JKHEKC0ecQk7ULTIJAIBzjI7VOphrVFDR0hxTaWSr5UmUmO575PAzXxl4YdNeO9665c+D2vIV025curDWqlaLZt4Ebi2PxhU4lGOZ719E6Dr3it05aPNdVW2masqICrJ3+qhJSd607gknaRICgmeJ717NzxwjGcrv/Jx9vc20joGrxemW2l6BrzL9xqSrYOOXDYUUrd5XKogfMT6c0d/qbduvdcLDRSCFqBmMY+sZrgevb7r3qyyYe6S1FfTdzbXanbdd0w2/wCe2kxDiUqUEAwCRzkjtNalxa9XPWrL/UOtW1y460G71Fo2W21OT/zGwob0gyBBP0iu6ypR4ZxeN2rN6z8Q+jbxd5ap16wfVbK80pFwnelO6DImcZrldatNLRqN29YBCXn3Ap1YgqcCRtTn6GuQ0bwO6C6a1251mwtnDdPNLU2FrUtJByoqCpMg10GpW3mJttQeS2i4La23UKkFwLgZgjjYCInMcZnGbNF8I1jxbXYu3ZXdJS2SkPbVFJTwT2x+U1zesahdXWrm00zSH2yGUfE3QhCVqCQUlMZMTHpit27U2hxbmjajcqukkFTYWJMGFAFUgYOc/wClToXUjL2tW+lu6cqWGz8Q4pQJIMkA+8FNeVTduju4UrD0d/Unnru0vkBYdtSUBAhSRIgE98ik61qDdnYaSs2r9wbpa2bryyE+UgcqBP7VZo1LTLK6duBeobca/wDTwpIBX80gZ4wVD7iqfXLbR+omUsXVpcK+FuUqLTZUgyRImImeQMg1V9yZlv6Rzg6WOk3up6+08i604f8Ap2GXElS96CoS2PpHPJQfWrF7WdNu2m0KtnQp5LSnyykqbQ6hQUDjgniO9dI4+9dMr0rQLO1S5ZvFNy06op2FRJHBlJyRB4mqZSNI0S2Nhptw9flq6m4JSlSU7fmI3DJUFes5qSypv5HeEeC56NZ1q+0jUrfUX2vinH3VKRbn8KFKJgjJHykfYx2rastO1zTrm6t9C15lu0vHC5d2qkT/AF1thIUCBzsIM1xXRGt9RW/URvtNFw7bJWty4KVAhadxASQRKcR64PJr11ltpfxNx5PluFnYClYIDigAAcA/l2HFdF+VHBy22/BwDHT986UlNu02tV648p1pJUp9A+WZIwkn5oFd305pmnpsba0uHlOPMnznVMn5lgqlKpHBEitXXLi7ttRZYtGkpbtW0tkAhJhXcRxHoR68VddMMpt3UalaustveWpLjLh/EkfhB7iCOe4Fc55G/gVRX5Is7jqJjSbFbCdRf+OSseT8SAnekkDEdh6xGK7rpvqCxs9LaW3qibhTp/qLVgqWeT9K4DX+k/8AiBDGo3F4WLu2Udi0jdLeSWzIyD6fcGugOkeewzqFrpbCEBtDJUy4kNuBPCw3OCciukZySZmUFKi2R1Qx1KVWumrdaPn+S9cIakJIMKSZ4JAx9aVaktJT5F7bm3G5KyrKVAf4T+VVruo/Bl1bZNsyo71FtJSVHbEKIkE/+Zq5Omtan060lFuWyuYUmAUQfpH6Vxm0kmhCMk2pHl3V/iBpzSr2w0+6ZfuUrDQAVuHnAZTHaQk/lXYdLN6jqehsv3gCV3jKVKQ0rAUe/wBRA/OuYv8Awn6T0vXG9Xs03aXdSuoebU+pxN26sKIG0mBwr0xXcWCbi1dRbpt1W6LYFnywkQrGFAj09P8AtXOK/wByOjfFM4LpN7qKx6x+D19hFy1bNny31tkJdRvITJ9RIJHvXr2kP2lpqHxdg8pCSghKEuD5FSDgdyIrn/8A0fmW1peJS88UuONuNtkFRCshM8QScE4ChzWzasqavHEoaCxuS8lK1BJbMZ4Eg8kR716IPak0cnbZ2OmPWltql2hjy94RAS2SAFkzEcDPFUHijpt7f6V8RZXDlpdtb9ijIhY2kKPpH+tcb0rrzFn1Au+ZVc3ls+r4VT0FyFIVtJXJGeZI7165YLZ1llQukouWLneEKUcbdog5j3P2rcMjyrauyzj7b3MrOkrt91C21uBwFKV7t0lWADP3rW1y2Fpqj7aEgAq3Y4k5J/OasrfT1aNfNeTbqLKUFobE5VyQeefrQdWhJu2nB/8AowIjMf8Ak19z0ye3NT8nxvVY78FrwUcZmaNKgeO1AlU8CjBH3NfoqPy6GbhUgjg0GQOxFSDWgHOZpiSQN3pShjP50QM88UA2R29KIGIk0AjtxUpM96E7GDM1IBAzzQAzmjBBwaEDBrOOTUJj3isn0HNAGJiTRDPelAniaMEdu1CDAc0YJ45pYIopHMmhUNFSSeKWDMH0o5NAGn9qOR6GkpJo9xOB2oVDkkSYrN3pFAlRJipnPFCjUqBzUg0AmcCBRg/rQBAjv9qmScmgn1ovvigCqQaFJJ55rMEUAYM8UQgUsY4oo96EoIKzRTgH1pY96kEzE8UFDJEc8UUwOaD17VgVnIxQdDE5ECpP1od2PaskjNChzUTB5qJERWDJnvQdhzjNTukRQiawSTM4oKPgYQTEU1CcRNAkQacDxFcrMr7GJEfemtjMERSkn0pyCSMUu0AwkEbZ5pqR6jigRHM05Oag7JA7CaalJwDQJABHemiJ4mhKCAhUGmpHc0AEnINNA4FP0GNQPaTRiSc9qBIyJmmRkUS+wGkSZ9qamAMgk0sQBTEyM0Yqg0nI9DTUJjMmlpAieaciSBNCoewlTjiW05UsgD6mvT/FnUWujejNN0t1btqLtpti4VtCpUhJ+TbPJkmuQ8P9DVrvU9na7EqbZULh4H/AgifzMD71e/xBao/q5s+mG3WkuXAkL8jcpI3FIKZ/CYjP1r8t/wCQ5cTisWR0fq//AB7FNJ5Yo7/py7tLLS+n9IXp7paRpCXPOKduzfEJIOZkTABiDVVrXR3ST13fak9pbDlxeKDxLiSArsohUYMSQBmkM6jcae3bOWNuh+3TbqKwbglfmRthKTjaEpTgRGeaqrLqG/1K7FveWaktsFSgptyUhU8fWvhRk8apK0j9HW522WGpdeeH3QzaLbT9gDdo0/8AB2VqtxxDbijsWG0JKgkmTJHMzW5a2qPLOtMWCnEXCErMpIISRgkK4wePrVZd29obty4GmNJu3whJfQgFRQnKRuI/CFSdvvxVzaIFvY2rCVOvQ0panFvFRUdwkGSfXEccV7Izjlqzzzi4XRw2oanZ6fqCrR51tkvulLCVOfM4VJ3K2jvyTAmqDqnUNYbDdvprTClNz5yniYLce390wR9Kb1lqOl2muPal1HYPtp0y6AtXXGTs8107Ulv2AUJPrNVXU+o3TGoWblq8y4w7coYuVOElO1QISlIzJUqAPSQe1TLFRVRJDnmRraLr+j6lrA0S51A/EQX0KkJ+UEBSfX6j3o+orJ9D+9DCV+QPMaOQVEGQCD/81RdT6I+pIDGlqa+IdbWt4OFpzbuBUoKHzAiAMc1evate3rB1HUWmHA6tZbLH9oSB+IGJMbsD0HrXLuHHYa2y46KW6Y0l7Vdrzbe5bamgUgphR7j17CuX1bTmdERfanb3KFuvKStDaVytsjBBE5iCY54rpLPU9OU21q6rN1m4Qypxg3JkJUEKghMHMkdu1c5qtmt7THf5S23d3d4U3TpUdyULVu3kCfkiI7elYheR0dLUFZQXPUou1hLbAU8hKitJTkkRmTxieftUXvUL9hZ2l4tAccvFtgKIBBHpPJIBNUl0i809u5TcvsI1FOxSlpIIQgjBkyIjsftFarXSN/1G0w3r2tX10nTyHVWtk55SSVGUnAmY9AD710jgjdydEeSVcI7pDtrrNrcaxo7224bSWbl1Dg3LTAIUZjcpJRHqJrc0joG+PQ971Jbaqm3adecW4VgkgcbvrVZadFqt9BuLiy32La3W3W7crUVsgpIO4TJn8Rnkz3rY0rUdfOh3/SwuV3DTLh8tppSSFFWDIIlSTMxXKcZSffCOkWl12Ven9UjQdbR5FslqyulpO4Af1UDJ2pUZI7TEGvUGdRtbxtjUbgPNtgqvnUtoKilKU/4RkwBwBNeaaloVvpWjaKvViym3tChlt91E3C1ISAkJV2Rnbx2rptAttV1Kx1HV1F+3D7DjFq2pxUJOyPXvHPvFeidKpI80b5UjodPYd6m1gPEOIF4pNwpcbShHYEH2iu2u13WmW6lHT3ntznlr2tjcJ4VHeZ7VT9NaVa2ejW2pXaAyf+XAJSUgYE9oxXY2ltc3zflJBUm8UQw+HSdogzHzex7c1iMVKRpvajWYDZKX3XlbmtobS6kALjvzj70xVypJlRY81UpIQfxQOPyniuj/AJIm3ZQi8vPiMAbS2lUCIieZ+9ctYrQvXntNLSlIbfQkbdgLawVAzjkjbXdQlF0c3JSRo63qluzYLtLK5tG75Lre1Cyog/OCQQc5G4ftXpdmlLVna2rYKBtIM5KTHJEe1cd1bpKv5gzq1pp7jrrCgy5CGwQFSAsk8wCYPMqH1rtbdBU820qUHafmJmMYPvXky8cHaEt3Jo6xp6rZi2bWgLcCt7C4xujgngY49zTb1p3TGm9ReUlx1cFTQEqCe5Hb86stRUm90dl5RbQpkrZdxwuBmfsCPSTXK6DqaNX0leorcU2kLUlDiSSkgGJz2wRXeFOCSObu2zp3FWS7Rt1CEKXEfLg7wcq9iZ++K5u+uXLfqC3tmLR1SbpJbWpRGOOM/iz+9W2g6SjSV3J+OU9ZOkONl7lIUlIwR2kfbgYAqu1m8auHbe3snktLdC//AFKUg+QRifrJkSP7TTJCW3h0ZxupHkmt9W2XQnWF509cb3bPUIumEpO1SFrWor2eua9i8OOq9Nu91gzcunyICW3UwtEyClQPIEdvWvGfGvp3TtQubXU9UUlWr6e0t1t9psgqZUBJ5jnb9JxTfCm817RusbW0u3SoXdopVzvhQO5BKVAngmP09q8kU8OZSj57PW6yYqfg+lLy0uTudTdrShm4C0FBMKTIPMT61WdVOk3TKVI2kNlJzyrcTI7xVwz8df2yWW/KQlSUEgyQE9xzVHr1k98U7dPrXuZCEIHbbtCSSY53hf2iv0Okm454fyfF1kVLTzX6KptYBIzRBZ9sUsEUQE9q/V9n46hw+9GnjNKbMzuUYFEKIIYVA1KSkc0GKKMVQMB9KIHaAKWgCYM4opM5oUaCYqciJie4pY45opjBOaE67GJPaikAUAicnNSDOKECEjmiTzFLVxAokkCMmgGz6c0U5pYPbmaMfXigSDCvrRg9hSifUUWQJiTQcjNwHGaIGcClJMn0owffFC2MSYJ9akE80G7NECDQoyTBE0SSc5pQJ5owZ45NCeRgM5ot5Jg0pKinFEFTQvQwK7cVINLBk1OMxQBjBqZzQTGKIKxQBTiUmimM8UAgdqmTQBjgk5rJIoZipBmP2oA94ii3e1KkHBOKmZMCgG7hWAmKDtFEn1JoQIKP2oioUE5NYDQI+DBBprZiJpSBk7jmnJTtE1x5JTHI+YcU1IjEUlG4CmpznihbHpgJpiQFQY4oAQBmmJE8ClmWNSQOMUYkcUATiQeKYBwYqlCRM5M08Ce9KGCBFNSIMGhBiJpsDGINA2JjNM5NAEkEkelNSkk80KCO9GI/0rIDEjjNNQCOaWiPUU1HbNF0bj2er+Beipub6/1hatvwiUIR6KOVEH2G1P51yXivrTL3i7pWh2ZQ0i4u2UvKbbKl7QoHYCZgRJP1r1PwjsLez6IbuVOJadurtSytStoAkAfoDXjV0u7vPFR3WWklTWki4uIcRIJCCEGTzkj0r8R6tL39Uvq6/wAH730qHs6VX3Vmh40dRW/QDL+maXrL7ytVVdupbKj/AEwFJOxJAwnMA+pNfO/SP8QV90t1yi41/VFuWFw4EXlvv/AgnC055B/MTW/4xdX2WrXLeuXOsK+JSlSEtpSEIaClnduzPf8Aavmi5vbN7X7ra+q8Bu1hpZ/+oncQk/cRXu0ej9xScujhqdTtaSP0x0jxHb6j0yzYYWzc2yrdbrF5aLBZuAVmV5O5JSPlKTwRGeTtr1vybYW9sSl4JUqVOTgEGfpj9a8M/h50DqfpzoF5m+t227R3UzcWwWiFgKaSlRCv8BKUYHeTXpV+khPxK1FSUpCnkJX8wRI3kd+Aa+HqorFm2wfB9PD/AKmPdIvOptSdvdf/AJbri2UTaJWtCiny0kwQSo9hA4k/eq/W9RtVaO+69ZlSrYJdCWG1ODy5wrAExkzM59orZutLPVOrJ1m+s3Gw7apYZZmIZXn50kZURH0mK0tV6ec0jy+lWVON2tjaebattkpbICjOTO5SSAqPQV7IKE05SZwnKUWkkUmp9Y6ZrmlovWdRFqu3AGx1lXJ4JJERPbmua1HXkM2qEpurVtx1IcaW2C4HFn5SdvCRiDMetdJpmlsXrqLS904rFpKmHVmS6jmJHaaVr3SelP6fcotbRry1IQoM7AlJRKQoykA9u3+lRSjsryK+VnmOh9b23UV9dqvELtv5Ync80lQUFYMFvt24n8+K2tQ19F5ZhOkWDh+BSm6fFslINwFmQZmBg5B7mq3UOjLnqbUbXRtHcbsU3ELVcL4ZAVBExM9wK7LQumbLofR75HTSHXtQ2PpQ5eGfNUORtGAk8j61lKFqZ0k2vijW6c6L6X1W7XfPWd58deWyVsOXhCfLRCSUlPG5MxkTBrX6j0rqrpC7+J0yxF23drhV2jaAyNuJiVTmOIxXR2+lI1SxtLYKXZ3Crf4pTgSE7nQkbuMCcREcH3plw64jTzc37y7u1fSlxlplU7SB3Ij867SnFK2jzxUm6TPLOt+obzpC402ztSi5v7q4bQ8hW5fnpWArcDykArIxBmZr0dzpLSl2mnXNrrb7eoOpU8didxG0SAR2kgJkkVPT/SOjs3D93qOlrXfNvB1hdwR8iFAkJJHvMjjPvXX9Rvfy+0T1C4mzafcYUyWoku7BuKR2kSfzrz5ZRcUkujtByUnyeWa5f9KaffHTOo3UWi0NNO/AnzHXFTIPlnaRuK0kROOeCCbvRdRfesHEOaW5ZLD+xTa3VxtGThQ52xxgkVY62npW61G2t3Ldm6ub1bz25UhwbSBKD3mZ/KroWT98nStGurhuzt7TzC3dOJklKhhsqnA3ZHatpQyQWOPDf2ZblCe+XSOlt+mri2VdWwvvi/iPnZZXIabG0bYIE8j9aS3o3WbWssalZ6xZW+lWiZdbLalKW6SCNqiRBBlJEQQZmr7ojUH9bWNB1h9pm405amnVoO7zQOFCT3EH8xVy7ZL811Vsd6I8xJmQSRMxxORMe9ZUfZuVWal8+Fwc7qHVi9QY2OWewFPlqDLhSuR/cZGTMnBqssrlzzm2nbK489CgG1KcAB2kAbjmfrXRf8NKv0XTluCz5A3OpKpKgTCVJT9Zqxa0y31EKCwXHlrMQkSFEmY9vb2Fact1Po5xWy/Jy+vdbrYcZaFoW23FoQ6kOKdStIMKIgAjJHOP3rpdE6uttQU6+0lSfgiUO4gocESDu5GRxzOKfe9A6S9arFyhCghG7zVyQkCcg/cgzPIrl9F024VauReAlbp83cnYUlOQr7/71xniknUjcZRa44Or0zqJdw7eKFu+6y2lKXmdoA+b8KkTAPcH09+1wmwbNqqzQ2lplSS24oN/KlJyCAO881z9qwk6etV3bt/1mXFIKFERGefXE7fc1vdJ317rVy7buuJfRbW6GS0mJWnuSOSePyrcVTpC007DVd2rbqNCCXVFq38wmFFK0qX80EjtKSM+tAm0t2A+iyCFKSruknA/859quhbm2U5ZBreFMFTSlcrbiCM9xVSy24XoWAUo+YECPlAn8+49wRSbkmrLBJrg19f0vTtTtLhN02gqcPl71ndMjAGO8D2rzfSuk7y065utRvbsPW9uwsvLSSClCUqTs2bpM5giRjNei/CuanZ+TqaFMqC1kJZOFDd/TM/Tar868m8SOtGel+qU6Ywsqu1IU8yEq+ZCylIKFH0VGQfSuGVttSO2NLlH0D4f6vd6m24w8kMKAC0ltcg4xVx1HabdOedMb0OJ4nKFAKB/MmvM+hOsdc03TGNZvLJhxpTQbWpCo8opHJn9fSvS9Ru2tW0T4u3eCiWDvg8id4Pv+Mj6CvraDKpyjb5TPna7G4wlS4o5COTMUyV+1LEcUUicZr9ofhqGJKomjCoHHNKB2xPBqdyYgCr4J5HZ3SDTJJEUltUGmzOQKIWFJkE/vRJJ70oGT96YITBFUq5GRPepA7TNLCjkCiBgyaAYOJqQcc0IJByZmsnMUJQzBHIrAfQcUMgd6yanIGBQmj3DOeaUIPNSCIP5UJ0NCvQ0QVPBNKCiBMj6UwHFVCwkkqPpRp/QUAIFEDAxmhaGAkUQV2paTImOKwZoiJjQcRRp4kc0kEz7UaVRQIb7msmMCg3EnFSOcYoasbJ44rIjNCATn05qZBxQWSkn86IGDBoRkxUg9+9AMnFTGJgUEjvUyD3oAgexFTyBmhn0qc4NCUEIGKme47UMx9ayYFChhXf86nnP6UAIIFTuoHyGFGAaMRSgcGpn70B8JIM0wDihQMz70YTBAiuSpdGehjdOAIxzQJHoKbiZoQJMxinNkgxSwnMmKck4GIqMfyMRtkE01KgTgcdzSgCBj60aRJ4qjo2EmDJApiYmSfypSNwkAU1AgVFwOxyAFD0pgEDFJBg/KMCmJWTzmtWBoG3vRp5gjioAGIFEJ9PtWUA0k09tJUoJjnFKb445rcs2luOoQ2JJM+lc8mRQg5vwdsEN81FeT2PSdXZtdFQsrAY0dlphCCnG9SFqW4QT80FAj715p0/rd3e3Ov6lZ2xe26XtCdoO6VJTxjJEmuf8Quv77pfSHNEtdND7eqtlp64VgND5h9jkml+FutXFz0/rzqwHL9TrFk2hkbfMaKFK2/WUpmvwGSfuSUn9ts/oqx+2nFeEkj5r8aPC7X7fT2+obFC7yxvUOfE+U0om2KVkALiRBTEHGQodq4nwI8NWNa6iRruqWgubC0fKAwpKlFxYBOADmK+/tS0y0ctUn4GQ2z5dyltcIzBUFJGCSJ+81zLFp4aeG2jXGrMO6fpjdwpbkoIU4F9z7e4jvmvp4NfP+neOHZ87Jpo+8pS6O71Q2J6Qt2mLQsi2bC/KSgNhOzABOIBAgCOAn6DyHqTVUIurdGl2NxqatQBadRb5LCFcuLXJO1Ik4AOORzXUXXjZ0E7pirC81QhtTTbP/qGyQvcAN8xEZ5qs8O+l12mv3ydQNxb/ABd5utmltjyy0EHatKv8C1EGRgiM14PaSSyS5PZGb5jVFvovT3XDyGtUXrF3foKVLFoLZIUo5OwrknaDGQBWrpvWutapYttdY6amw1dpxbKGCoJllJMFOIkpng5I5r1rppiy0rR0BF35yVtgB1Cp3D6/vXnvizodp1JpHlLZDa/LOy5bSAWloO9KkqGUxt5963sqCf2RTU5tNHNK1a4uOoLdGl7EtMOKLriiQYAEJAGMz7CtrqW+dtNIurpparcvOJLRbd8xQBhMlJA2/TOQa4/p67T8GzZs37b9yAovuJBCCv8AwJV3CePyro9S0HVF2N/a3+54MFt5m5UiGlBRP9MK7lIEn2IrjzfCOjioumb+ldHaULdjV3Wmi9cp89RbcKkKkRH/AJH51QXLn8hvS2yHFWQUkBDiVLW3AAha1KJI94n7VNv1w/0pY22i3Om3N4EufDNLtiXj807ZUJIg4z+1I1S5etNTvl37gat2XYbDijLxKUk845MZ9DXaXCXBxW7c7F9Y34s+pNDYR5lwb9txxlpDgQhkJSZB+p9Z47VPSWluBN1bFFoovtrfaabcKUMgZASFCY/Wq98u6nqib5Fmm5XZNhDFsFpTuQtwArBOPlBn8/augTZ2Ld8lTRDC3EeWhfqBMieDk1znclR0hxyzYZvWrzR9Y+Pt37O4fVtbfQ4E+SSJChgyQZ5xTbIN33TyHdXe863Swy60p1kIfAX8qiMxuOc/apUl5y2fmzU8tTKS0gnC1nv9vekagWWLF+31x5t9288hLflNDajaZGOIETNYdukyxo53p/VOnF9TP9PM3DbWsaLLL7KgCpSitR3wrJ+XbKhgjae9d5qhtb3Q1KbYEqJSlZJI3xIEe8YHqRXjOp+Hr9z1TbdX2F3dW2o6VdLt3otyTdM7UxJwSOROePSKtxqOrX+pvdMa9eOaSQQ5bPM4BATIUfcK59KZscW47JfyWN87j0DSLCz6b1glds20lxlIS5uKQVEcudgJxiYNeoaF1hp3U2jsodsnW7tJ2LtkpA+Uq2+YmD+D17iRivENMf1plNrpWr3yr61/rNvKWQXlYUoNgp7ngGO81b2PUTTOi2mrdJWL9qtgKK2FLHmWaIIMkj+oAUxjMKz3rpHpsxJtSpnu76DZWDhQ2t9x5nyjCvmEZBnsPbP+tB0toSrS1Z1N9V4yHf6oYugPNZ3gHaqOYCiOarfDfrNrqZyytdXtWra7cb8whTo+dYHYcifSvQ3bZaHlL8tRAkhIOP8A4r04tuRb2csicPijzvrfqf4a6ttAbYS4u8UpJfQr+mgDmRBzB7mD7dqfT9HtNSaNuC4zcNkuELdBPumIgo+v70t3S73U9au7vY428hcsKj+nzkEdxFWtjbLYuDqtvYSAhX9RtQUlaeCIPB5xHavHLJvk2dXBRjSNS+1Bot3GlMJ23NqwlsOsqlsTKUhSTzgkA9q1tEQ/oN6jVtJWti62pS4UqKkubcQR7yeKdq+iP6y6NR0tBBfQUAo+X58ltBPpk555rl9b1rU7ewdatmUodNw1bpQJkLyFGRzB7U8qSYiuGj1q11HTeoHkvLun7dYSpwNkfhWBC0nPczkc844FM+y87fqat3wLcJAUsEpUlP8Ai75z+9UHTl9c27jrj/yONqBbXMh1G0EweBkkR7VV9bdVa7pfSt1qnTVom71O4Qptv5wna1BlzODt9DjNbnNS/kiTXXRa3+vIt+oLq0e0u4FuzbIcRdJILaFmRAHtBOf8VfO3jRY9QWPiXadeOaXc3+l3zluyhCEbdq0oSChSoMFRkpJGcjtXv2hOPXfT1pf6i043cuyX0ufMRPr+f6GuL6w0+91TW7jpO51JdrZag3brZ2uD8SVJU2v2hYI99pFeX3lCVvmPTPVCFqvJudA9Ua45p9um809DDZWHVWqgSlaFGCEkDGD39K9Y6LU9b6RdNvXTa94UgJQonO0GSOMpPavNulum723uLTzLtSW20q+KbCMupM7lGe4MxXTanef8N63ozVoFJsVshkomNykp2biOTgJ+wFerRyjjkpL7Rw1ac4uP6Z0EgiZgmiSQc5+9LSfapBM84r+hx6P51JJMYMcmj3YFKnMzRJX2P2q0SxwVAgj6UYUYx+9IC5nNYCQMEmpX0U2Qe1EkzwQK1wok8wKahQogOBHdNEOME0vdxGand7VoDM4j9qKT3P6Urcfep3d4qAaFCMnvmiEgzOaV8p5EijBxxkVQETUpBJmaAAA5qfw8HmhEuQwexpgI4E1rgmYpwmOKgQwZ4/WimBn7UpM8kUYIVg9qoGBQUPSjBxSgcgRRT6CgGAxxRAgd/el7hgxRFUnEig6DJ9+aIK79+1LSSeRRfKTmgD3HgTRb4pYViIxUhWefzoXsaDA9akEjIxSplRIM0W+gGiOSakK5jmk7+9EFZ5oBme01IOfaKDdjtUpJIwRNAGDP/es3YihKqkSRGKAOfSKncTyaWD2/KikRQBk54oqWCSaw96A+GwBxTEATS0GYI705IJ5FcaI+ehgTGRTUEnBTSkGAZpqATmqZGJEyPSmtiaBBAxEmmpHpFC0GieKYgDsKWgAfiJxTURHFQDEyMRimjEcUsZ4poSSZqEDEnmZowlQPHNCkHdPamA5gDvVAwUaUkKnNLQDTk5yoZoWrGJ4q66dfFreF5aLcgoLcv/hG75ZkEZzg1TpGK6Dpjp7Uepn29ItVJFu4+h67lSU/IjIgnvJnHpXz/U5rHppfvg+p6Vj36mL+uTg/4m9T12x1LTuj7B5lmw062S6osD57tx3KyoycDsB6+9W38Pb4X0teXL4la7sAAJ/wojn/AN1cp/Ek48z1xfFF+m6btkhCV7gSiP7McRxmui8KdbselunNItL+4SFam+uCUY3lZAJPphImvxbm5Sb+j9zUVBfbPXltttbyWNzjqQqOdgPB96+c/wCIrStWW3cvvWtuqyQyEoccXtWtwyQAnv8AWvoi+dcbK1PH+k4hEAGVO5Ix7e/Fecde6DpPX2n3fSzeotm8atojzfmaOCnHH3reKaWQ4Ti9tnzD4S2lr1qLjRtaeCzbrU2hLh+ZCDkgT2k/ma+z9IY6e0vSLG0tn3LhbrQtCtyVLLSUEBsk9oEZmvC/B7+Gm26P6iTc9fauw9crtl3PkWL5V5rYV8oJjCiU/X717pqyNL093+beY4z5q0qt2lCAUAQRnj/tXp1GO3PJF/H/APpI5ElGEuwNM6ssGkOaFqzS0K5K2UEJUlRJIBHcEkEjuJFUGp6m5/M1uX53aWpPkeVuSkbSSIBPzAnHrO3im64kBTN7csqCgNy1Lb2pH0PCTPYetVStG0/U+odPZ6s1NTGkXinQ6UvIb3LCCW0IUcndnjsmvLiySk0mztLHFJtHlnSy/lXaaYw98BobrzoZt0qWt1Sp+ZRJmADx95xXd9N6xca7Z3ti4ytVjcCELdO+UmRBRIIiAY/zV3oPSWhpvE6Nptha2xWVpXaNjaorwASDkQeSa881PqC306+QzY2Sn1uhx192IQkIUAAlMhXO0cenvHfMkmvs8+OTyXxwh1vpjHTCLez+GtmWUqhTbLYba2nIUgR8px6nk1z3UmkDqq/btrq4bXaX8vBKEpQXWwBweQZAB49e9T1x1I9qNxpFqzubLT6XbpSwoJDCFBS+AZMTA9RW/Yqb1m3v37ZSleRAZCSN5Csq2xmcDP0rKe1bmaV9eRukW7Ol6Y3a2jinzpyfKW2taSUN5wSAJwRkzWzqNxYP6cp/UlMv2TKpCyAuQMhaRmFA9xkEUb3T2p3emOp0hhVvqF2x5ablCE7oMEfiwSCmCD2OM1yLlpqFvf6NaO6q3ptrZ70XVqYCn3QQVGBIT8244A5qOKfyTKn4Z6L/ADDUEaLaajaM/EJ+GcS8AoFa0jaUqPrjd/4aPT9UYvddOntuM21rbWiHbssKG4OEkp3DumIPNabCrdWn2bVjqyVMh90rCVJUFtnd8sx+ElSYPsfStC56VOptsG2tFNrcQ6y84yQFBKfwpUR2965xyteCygvJs6W9cahfu6wDcNoQPhkIXA3FK1lSjHJJXg+kVodTdGnqPrA9UP7lWtpYLcRaqKgVuttGEN5+UrMAiDMn1rqdI02109DOmCUtBryyMkFQHP51dvssq05q92qQthflS4BGDg47j1roqjcqOLdurPHektRd169avbi6FsltXnIbZCW3GwFqhJIAKiBAk11KL0rCdUsLlCWWrvybhLqDEKB4iJ4k9oBpfWuj6P0/Y6z1SlTSHdQShhlsK2qS6oiIERkyfvQMXa2tS0/SC6r4UtKLjDTe/wCYnaUrWJBPoCZExiTRx2w3S6Ou5TlUTqNQsFvG0u9LvnVlA8xtxK4U0pOSnA49PrXZXnjfqHh9YWNz1um4etbgBpkG3l0kJwSRxIEme4rhdEXb6PuuLVlbjb6vMMIIXvGCCP8AzE1qeKSb/qHQG0HzXHbsoHktyvYk/wBowQIE59q8uLK9+2LOnt8W0e19PXWjdR2bOvaCErNyhb1u66AS3uyoZ/CPWKuXrWxZZuL1sLFiUp3sTuU2o/3AHv7gV89dA9Sap0LpRt2LjzLOycKH2k261NpwDO4wEkAGYMGa9C0jrFnqXT3dSuLi6sGUBQUfKKFt8gSlWZ94A717FKMIuNW2cpwbd3VF7q3lW2mIes7z5Bd5SVKKslULBBkGTx7ziqC5sluWKlWy3V3BcLqj5pClKzyuc/eqpy9Wu9FrblzZ5Zd81+AHRO35lAkSQCccYoOq+r2Oh+n9Q6n1S8txbWduVpbaVvEnCRAyolSh+teXHGU57H2daUI7l0DpDz1z1I/aXVwWnClDi7ZRk25KEAgiY+YAqB96uHHbW8155oWwd01DaWmyUE8j557RIrwXw6f8QurbhnVLlTZv9TS1f3Vz5RbccQJKW25AEBJTnj5iJkV9G6az8GysusoShxkbgkGQCRu+/wCldciWGbUjEVvSaGFz4dpVv8O08SShATBTtmUkxjg1ov6ENUbQ+Sw1e6cqWVlO9K2pSopkR6nBmCJ71aedpbNytCm3VNNJ8yEiAsds8SByJ9KdYPNqunVJu2VWzjQJbI4ByojvO05j0ryuClyzspNHH6d4gtW6tRXeaI3akBwEoO4EhUJwAMFOTWze3Lutt9N37SGX12128FIMJ2QkfMkf9JGOMmuSvLm31q+TY6VburZL61uutwEqSCJhUzxHNepjpL4fQNJurNLx+CWXtiQCVpKQCFdjhI71vSO8ihH9f9mdTWxyYxJz39KMH1pQweOPWimQa/pcekfziXDoOYyKIETilgnijERxVujHkKREdqJJ7Clg+kYo0mOaI0MwRzmiTtB5pW7iDRJ5jmisg8KkRNSFEYkUqPQ0U8UtihwPYUQ/DNLSrFTuAEClgME80YVSQd32ot0d6tgMKIOaLdPNLnBihBM5J9qoNhHOZppMHHFa6SE96YFAjFANCozmpB9KDdiDkUUgxFCBieZo57igHsaL9KBIMGMVgVPNZP6VOMxQpMk+tTI4FCMAAVhOeM0IMmpKk8k9qWCQM5qRuVwk1AkEXMelYFng1iWlk4ST9qMW7xwlpZ+1WxTMCieDFFuJz+tEizujEW6//tNMTpt8vCbZz/7TQ0kxW8dqMKHc/SnJ0bUVcWrn5U9OgamqALRVBtZqSkjFZuHOYqyT05qxIhiB7mmI6W1MzLYH3pTLsl9FUFDmpq7R0lqEQdn501PSN0B8zg/OrtLskUMj1qdwOea6JPSLn97tNR0mgYLxptY9uR+eqAU805syJJzSkxAiKYgDMGuJy6HJgmJ5p6U/LE0hEA+tPSon8MCKgGIxmKakgxzS21YzTRkwOavgiYQGeaamYzQBJkZpiUKnnFQtDkAqHFMSDOKWlJmAaYkQKpBiUqByP0piU5nvNCBme9GkYJAoLQYxzTAkASJ/OlpA5FOT6AVnyVBt+1eg6H0k++/oOoOPuW9rbNi6uNpI83yyt35iMRCmwB9a4OzZW++2whMqWoJAA9a9Y661v/g7w81e6bWhvzNmnWcrkkeWNwSPWSseuPpXwPX8yjCMP7n6X/x/C5TlP6R8xde3Z6h6m1LV3EIcTdvuKSgpG1AJwc10Wk9GMdRdK6EzaXi7fUNMCXHfN/Bk+ahQxwQrmf7a4HVdZtRfo0rzkB3ylLCEyYiB83vn9K+i0uIY0C10fTbJb69MsGbV5Df40rS2lJER9DPoZr8ljjLuj9VkmoqjzC86x61Y6n1TVL/VLe/0PSkpbumLe3haArCAXDgnCzjH6V0FprGm671PpmuWq1p+HQpFqhE7X0uNhUqAPI9TXN6b0C70903rLzYuV6lfvu3bls28oJcgfI24gnaoxJMD+/nFdV4b2tvbaRcvPsourxe7ddhspJR2QgqAwO8ele+bi+UcVFpcllpeqvatrl7ZuWyi7ZpcS2pI/CrBJX7cRWzp7/8AM9Of0d+4W5qSdnmugkJbb3SNvaSJFcZddVX3QfUFvYpeePxjyrq5aTEONr4Oc4Ts9pBq1susUWf8y1Zdh5a75bflbAJgSIgDOM8VnMlDEoXz5Jie+Tklwdq5pzjNopx1przVE/KEz3xKTjgDgRXm+snW7nqK41XU9PuxbaQgu2be8Tc3BPO0TwmY4iRXcadri76385zcFAEEqUJMk89uMjgxGAcVxuq37Dmr3TD+lXDbe5RFw2paZdCCFFKgYMhYj0IJ9J4fGvid4XfJV/DPX/UzbFvcJt7ZPz3TKkgF9B/DEcQY/Kq/XusbK01XT7HTHQynVX12lpcPNkDzkkZUCZyQmPua1rvW2k3zerC6VsWyjznFkBYJylAI5Mn61fPaX07qz9jqNxboeRp7ybspcSkpacRMOA8gmSCfpXSFKScujE010UeuOXWu3TbzllbN70fBKeZXuK1LMLWI9AM/arXpDTtQashpqmrJm1t0OthtlotrU75mFA+6AJmTPeth9djd3Wl6lpDSEWibpTRSlBkOgEFJjBzmeDVjb6s0zcuaY5ZfBIbR5rGoJcQAX9x3IKORjvxWlNyVHN8UzbttYXp2lPB14N3VqorQpZghCR8xn2x+leeeIlzpfw1ne/EMN2d9/wCpT5q9rjlwEyVqIgyFE49DXWGwuWWVahds/wAyWtbq2llCSfnPzJSBIJgD67c1zfXnRGka3bpXqLTTou0pbbbelCGVzBWlPbE8dqQy7ZbJE9pVuRv6DqNpeWumfBOPrcCrdy4UVyAlKVpUhUYUJCYBwJr0SxReaehbiwFobd3BQMFSVYjnnNcF0R0rpdjdX2maBcMqasvKt3WEq3FCggqUFGTMpUgiu5YWpDabFbnmgAlvfkkd0Ge4iij8m2cskuokqbOosru9nzjDgJjzM4+ntVkyWrRldwtptTS2/wCqCBBUODnABgAmqNpNzbspe+KUHmlnaFJA81JVgehIGM8xXSLs/OYcbiE3KVN/KuIlPzIHp/iBrMrqhCrNW+0qz1UWyNQtLd63Q/5iUlCVxAI+VRGFYoOoNJttLtmHdNKdlwSolwFSVpGTAJwRH51paNYfy28XZ3Go721fMw0oYWmfxlX+L19IqzC3xouo6e/bF9TS9qWnEBJblUhxC+/ePXI7iifuRqTOjjsdpHPvqea05KrZW0ubt5M8DjjjFdPoj2n313c21/bIWhA89JKcmJhXrOBXJaXp6bi9VZ+e1AYW35Q+VJB/CZ+ld6vQ2kP2PwDoZYSlSLgqWTKggBIg49T+vvXm9mMHR3U9yK5CLXU207bgkuPp3oWkbQkEhQM+oJye1aV30sbYKstBuEWwYa8t5xr5m1pEwme/I/OuySxbXL6rBFw0h8sHz0pAlRAjdx6EGK1Wf5VoO/TvivnfQp1KnDtkj8RjsOK68LpmCq0vQ7O/6fTpzl26FpJS86nbuB5ASYwJER6e+a5fxv8AD/8A4/6Cc07S7kW1yS15yFpwCiAY/fFdQeqOlr23cs7HUrZu9c+UtKcLW9xQJSQrnJ7Jz7V5R4xdZ9YdO6P8NbPfBuAFx1VstS1JJwS2ogHg54ia3p5SeSzGRcclh4bW6vD3pu7uXFu3LeltM2bSmWtziigBKjjkbifoB7V6eNXubPpFfUrdulx1q1cv22txSDAkz3ABrxvwN1jX+remN75duU2gSW0PDYSzvUVHcPxfMZzmMV0fW3iVpWleG11Z6atV3c6i49ZtJIAW2hU7vljsYA9Zrc63vf2IdfE43pTqTrDr1/U7bWOobS5SbhKfgizthlQmEFOSOIkn9q6Hqp/rnpm5sdMbsrpnSkMpX8S2SShR5Qr/AC5jPY1Y+AfRzOn2j+v3YCtRcQ0FBbeUqSOB6YIH2r1y/wBX0doWydWLAQu5Q0C4rLiVEAoGOYNeZ5YyyOkdG9ipnk/SNvef8TNtLs3UJeMFpswlRMQT6/U+tfSdxZljT27ZAOEFtJnvET/561TWXh/Z2Wp/FMIDRYAKQEhMx3ED6DmM10N24FOLHlqCdqSoGcY549uPp616MbUJ70uWccst6o8/UFpUUOYUCQr61CZmAcV0o6F6lvlG5t9PUWnTvQuRCge9bCPC/qlwybZCfquv6JjTcEfgpwkptV5OVnsKkEn0rtWfCbqJX41sJ/8AdW234P6uTLl6yn863tZj2pPwcAkmYosivSmfB50mXdSSPoittvwgtUx5moKV/wC2P9au1lWGR5WMjHNMG5IE8GvXGfCnSEZddWo/f/ettrwz6fR+JtSj7k/71VBmvZkeNAGi2q9K9ta6B6bbwdPSqtlPRnTrUbdMa+4psbL7DPDEIX3STTfIeVwhUn2r3ZHTWiNcaaz/APbTm9I05PFkyI/yCntl9h/Z4O3ZXasC2cP/ALTTkaTqKsJsnjP+U17wmytUkFNs2B7JFGLZocNIH2q+2X2f2eGI6d1tZhOnvZ/y1sN9J685/wDuDg+or25TaUgQkD7VGwelXYkPYX2eOt9D9QuZFmR9acjw/wCoVHLKR9TXru2BIqDP19KbUX2Y+Tytrw51uP6im0/etprw21Dlb6BXpYJAg/tUACmxD2Ynn6PDh3ldyK2UeHTAjfcEmu3KJmKwZ57VVFIrxxRx6PD6xEb3FH709HQmlJ/ElSvvXUczis21aQUIrwc6Oi9GGSwT96anpLRUmBaJNXkD3qMDgUpGnBfRUJ6a0hGBZI/Kmo0LS08WTc/SrLbUQJpRKSNEaVYji1b/ACo02FoPw26B9q28HgRPrUR7ULwa3wrCeGk/lReQ2MhsCn7R6ZqNo5zQootjsmKzaAO1GRBAArI9aUANvAiKjbTCJ71AiSOTQgBSJnNZt9qI45rKAWUGhPvTZHc0MT6UB+ZiDEDvT0SO8VrpiZGaemCBXlPAh6YJxRpjNKRj5v0pwwJiKhexzYIEGnJMZAz3rXRJzT0pxIqdEX6GhQ5ImmpAAmkIUTiYpyY+pqsnLHt4EiKag5gilJJHBoxnJJoKoennAmiBkxQNxIiaZEcU8gMCO9NSJgwc0tIJ4BmntoVEAHPtUbaKlZe9GNOK123fQgEMStW6YE/LP5qFF/ELqWorstJ6atn2kP27yXwzcNFSglsBsK4/vyZyaufDBplGrFy8UlDTim2iFjkbgogY/wAorzT+K5/qS08UV69066m4Tp2n2zYtVNlxK0lO9RI4wpcCOM+9flPWm8mdR6qkfsvRI+3p7+zzDU+nrzWtbRpy20Levbltn5CQUhSgAAfvX0F09o2n2/Uus9RgKtTqN2pYY81R3gYS4ok5JzjgCK8V8Gk6t1B1do+oakwrz/izevAIgpQ2CvjtlIr6H0To2w0+1cXbvuvuKdUtXmqU4RkqiST649AAO1fE3Tjuij7dQkk2aGtdH6mvqa31BnXHGLVCSXLYJCkPFXuciob0hqyuxcB5xaSsNhpEbGmxzAA+maub920c1M6trzvw7LRYasll+Epd+cKEdpUUg+vrIrV1nULGyLab1LhuVMqcLSRtRCT80KPBAzXVK+UcHJrhnmfXmnJuOprfVLuz8sNKeCHAM7AyAEA9sgmP81WNpd22lN6eXtNZf/nRS3auJZLjrSiIOQJmcYHfmtljUen+qNdvr24tVLQxZONBpQmVKJO5J7KynjsBV5o+q/CaZp7qPiGrZCVtuurO3ZA5B5B7SPeuOSalLdL+DrBOMNkSh1BNv01pzSnW22TenzVKSCUK24SJ9UpgH3muG0681k9Vv2VzYqfYDjrjzzm9IQF/gRyATIPtAOcV6xqGu27WlttJDVyhId//ADaA4sEqIKRxHfMcAVyenNI03TdPe1/pRQ+MdatEt+ah1LiCuN5SZIkEyDkgHmqlV0jqp/Zx+qdNvW1gLDW7y2fuLtHxK/JH4RPygxMRgSOK6f8AktvbPtJ0cpaLsNXLBKh5x95xt2zP0TWn4h9L2+qa0p58Xt4l5vau2buvLQkAzlPHI7UOluXd9pvxLTzmm3oXtcYdtwryk7gNm2cyBOT3rb5hwcZSbkbmn3Fs5rt3p9vbLRa2ICC0ofKkkKUYI/uG2PyrYury0u9PfcN5bukAhtxJCypQxKh2VxVB1s3eaFpZuheP/wAvXcNvLNsBPlA/1EuCcpPaO+361T9LLs+k+mbp1Vo46LpT98y6sBW9LkKSjZu/LIMzRtOCEY82ZqvUvUOnMXFk2wXG20pjyBhRB+YiOCAMeuYyDWdO9c2XUelW7F68shprzWX3W9qlAyPmB4VKSY71tpfY0zRbfWrh1967XbIOofEElTDJjy0JHO4E4mTBV61SdY2OjaPZXl/d3C3EsJRtDRM7VDbvx3BP2reSMVUa+RY/K30j1Do/TPhEu3zLTfmXu1altjC1FIEz3Bj7YrdetHlPPrNw4oOKy2APkI5Ejg1o9Gavbp6Rs23iClxG9knCgqADIPEjaas7V3yH1g3RQ478qErkpeT2ST2I7Gpv45PI427G2TaH2mU3oUv+oWm1FPy7pwD6Ga6NYYSwLZCgXEphbaVQpQElUf5gJj2rn27nar+XoJIX8xnlKk5mfX3rb3JfuXb1l5woXtUpKUmEQI82eJSqccxIokvBYtvllaw9qbq3WtXRaoi4W7buW6Z+Qq/pkhWfmET7k1vXGqXFpdp3bFNKH45+YJIyn6ZP5Vms2Yab+KLLiVIXlYWFATAKTAyg8g9prQvbr4gObENp+II3bUgbF9ox6T96k5KVeDqrXRdaJp1i0+r4ZkILzioVBJEyR9qvbhNzdXAt1pW42ygBKEnbu9VcemKrdPbubFLSG2htR8pUZImMEV2GnFStQLqmhtZaT5K0/hWkjufXFcYxc5bDreyNlbai+Zuk3ytPQwhkysufjWmCCCfoR+VamqaWxrV9b3qEoeYbbUytYRwMEp+5roOpLpSglpHzKjCRBk+8e01SDXWmEpQytp5MFsDaQFbTBn61txUG0mSL3K2cd4i6R0xovTbakuW2majduot9OdU3hdxlSEkDJ/Cc/wCWuX6x8Huseu7XRrO81VJtQwHLy4bSQtZB4T2Mg5+ld31O6rXdLvLF0tW4UwtLakoCi0dp2qAPJB/8zVv05e31tp9po1y44l3Yj520goO1IOInaTx+dbhmj3EzODXZHRHROn9H6Gq1sWkJJbaEpTtlKE4wPtNfOepdV2l/1W5b6kwls3jq0tMuDcpKgoiUnsIz9a+tbl02jJftUD5AtTSSYCtyTj81f+RXxL1Vf2A61Vr2oONWK2VlLbC1D+oqSFFIxOcGuSSyycfNFjLYrPpToG5csum7fkqcPmpCZJcRxHrmO9dedGvNSBHw/lhmHmwsyVI5IH7feuS8NL5vUem7R+3Y+RFsgpK8JVGAfvmu+RcpVahYVBfRvT/hGACP0r5+Pe5U/B2nGNcnYKvkrQi6BSllC20Ab/mUFJ/aMfatxOxbpaMYSVJ9FJ5H6fpFc5b2b2q2dtcWwW2nYGUoTyNsgqJ+361dBbdjZh9KS440gLc3ElQHGCe2CBX1NqdSR5OuD0/pcIPT9iUjHlYn6mrSBPFUvRTouOmbBxJkFvGIMSeavcK+1f0rTfLDB/pH5LNxkkv2BAnisiRR7Z+orImu6RyAII4qfr6UWagjMUoA+x71kACiIj3qCJIogQB2rCJEVOBwKjA5pQMAgVBGZxUyPWsJSO1KBgGKj6iaIFMfhNCVRwKgMMHBxWRgZqCoxJFYVRFOASRFQAOKhS6glRxNATBIqBMR60MmoOe9QgcQOawkRQAEDms+lVFCkVgImZoJx9aycc1CBEgmoCo4qCcVHAirwOydwqJ9KiY71hGc0FGEyZisCx27UMkjNQMGRQJBbz2ih3EzWH3FQYOIoHySSexoSo8Vgnms+1QdkTWE8mIrAD/rUlOOZoT+DJHeoJHaoBH0rDjkVQQSJgCsmTxWYPFRMd6gPzPbQsn8BP0FbLVpdLMNsLPfCTX37Z+CXhzZR5XT1vI9ZNXdt4f9J2cfDaLbtxxCa4+0/s4LA/LPz1ttD1d//laZcr/6WiatLbobrC7jyOnNQWPa3V/tX6ENdP6S0P6Vg0mPQVst2Nq2ISykfate0i+wvs+BrTwk8RbgDyulr6D3U2R+9XVp4CeJ1wBt6ecQD/iWkV9xhhpP4UAUWwDhIiixIqwRPjG0/hq8SHyN9pbt/wDU6MVc2v8ACv1q4ZfvrRuf8xNfWwSD2rAADVWJI0sMUfMNr/ChrBCTca8wn12oNW9t/CmwCPiOoVH2S3FfQ5BJ55qRgxNX20i+1D6PDbX+Frp1uC/q1yuPSBVvb/w2dEMgeYu5c+q69b74rMd60ooqxxXg83tfAToK2/8A4epZnuomrW18JeiLUfJozR/6hNdp8vpUbgASVAACZJo4pGlBeEfP/jBpFnpOr2WnabatWdn5QUp1pQS5vJMwO4CQf1r4q6y8V9T/AOLn9SNuvVLW5c8ovpO0tAKgQO4PPvX2B43dU2+n6fr2qIb+JeLiWWghorgLTtGBmSCeO1fBmuoQ6i6bZaZtQw4kLayVTMgAH7zPpX4DWT/qNTKT6s/WaaPtYVFd0e1+B2otq641C5KSpP8AJbuCIBSVKbTOePxGvcBqqrMLuTZXCFNqTLSEhSlggfME9+ePUGK+fv4dNUtjedROXqFoNmi2bW44naktkqUqPuE/lX0k7dNPLbWhIAW0gQTkpiOORXzdkocfR7nJSo8X/icsusbroVhvo7Tri6cdu2331JIbDHlkKClEkBMFIwe5xXU6H1K31d0NpNpdMvt6lrOloeccSwoNhZhLiS5G1BKpABIJnFd/qNg09YmxuWELs3wUOhWTEfL+teY9ZKHRPSOqaT03beeLG3VeNDYXvLVu3pEHOVSQK9KyLYoVycXD52aVtpVh07brQ8hZvLi9etWWCAHFQshO3MElISZkd+KDTLL+YHWenWbxzyWbsIU2lIKmzyF/NEJ3AZPPvWx0hrPUl/ZNM6m4wLZdkh1avJKSLif6oJP4ATuUE+pOYxVLdWemfFajZqLaXtTLhUsgqO1A/GFcgjgDj5q8U4Jt2eqLaRjfTfx/Vh1q41T40XFuU2rdu8tCkJSOVgYPEQDj9K7Ky0Rbvw9u/pztm0tIuUlavMSUpIBbwTBIJEEggTXPaLo+n9P6VaO290/57KVKy/G7PBTyqAR969E6Zt7hrS0i6uVXD9wfNWopiSYyAOOwqqS/E55HSs8J8QOt1dOdeOG8O347e202kEblJJJEZgkT9Yrn9U6tTdJu3bslNvvUUKAIAISAlSTICiVAiCeQRXW+Pmi3FuhV1cWovGzcN3LS1jd5Kkn5khIyRGTNUOg2XSV9Y6hp9pa24s32jsKGwFtPDapDm0dwofbnMmu0XBRV/wBxHlWalt1bpV7Yqt9Vt79q8+EUAVNJA8pQJ8yJOQclMdhjNUmqatc6faJ0peqpvdSevEO2pS2NjTIAKE45wc+5PEVZanpdqjTrTTFqVfau3bLSHHEjcpASogmMdzFc107aI068+I1K3faetlOMraYBUWwofiA7zWo7ZW10WXFROs1jXtJ02xuWbkPXOpam40kNMypZ2blKdCZ2xgJj/aud6e8QdFvdWVZIcQVKHkrZuIB5yCFHJ9q6a8ubPS0sJvVW710lvy7fY3tWsqE/MewkHvzXz9qnSOs2PU9xqV/p7u25uStslMjzCrncMc9q6aXTwzNubpoznm40o9H1HpWt2iNQHSt07AXbi8ZXtiEqURAPHKTj9+a6ZVkrex/6xC0IhSYUN6QOxE84we1eHeGnUyte1xena64q2utMJYZeJBS4hZBUBiCNyBB969taDdwyLe4dBRuCgZ2qCgoEccHArz5cftOpki1P8eivA1iz6sQ87qb1x59wYQ3bKKW2wRgwCBAj5iRNelWKHLZ42yFFyUuOpRCSTIO4H3zMekVxVncuO3bTF5dOp8pJbaVv+YoAGCe4wffmuzQ3c3tql24eDpsj8jQwCjkEnnvW07jwjm1T5ObDmtalbv6dYsqbLCwl5DrSxiYISSBuAEGRjsc1N0lNxcMWzCvh7kEB/cAQpIyIEc/iq4aQlrUnm0qC0krU2JyoKAlJ9OKBjRLxu7Gq3L63ANzbDwA+cmflJ9hAqvbOq8BNpl7oLqL8LNqCoMlQKQQSYE8T9qsbFsadqLt9dBLYS0Le2h4AFH4oiYKsfXHvWj0u0/ZWl5dagfkS4A0UCSU9hHfvWyzrSLrQ2rx/TLho3KQtLbqQFMmDCljtgxj1rnjqD3Nm53LhI17N+x1W7Q7Z3bzrtm6tClBKghSoOAY2qMcwTxQO6Zev3b+5LYbZRCVKXEgGQqPpPeabounWWnXXwlo0i3UW/PDTKJSpRzH1Oaruql6pfvLZ0EutrvUKYbeUBsbWFfjT39c8YrDV9nVFdrd7aNNtNLSCLjHmLBQhQMiNxAEkpAAmTmnaZrlhaa3YWFxfrS9dS6w2EHZtQIMqAjJI5NNstHe6buGtJ1RL13ZtIbaFy4kkJu1ncoHtBlBHvPqKs7npLTl6jZ6m8htDlupRtikkKSrJI+hkyP8AtVjkxqLSOcoSu2daIft0KbSFSkvJ7SDyPtX5q/xBdRsdR+Mjtpodg8hnS7stJR5Z3FwLlZ2/Wv0kt3VBvalpJSUhSBPaBuBP1rwHxu0nwstuuNPfdtGW+qdQQhxtbSCFOgnagLjByCJOcVv03URw5pScbdcHHPieVRjdLyavhR1q5p/QbemJWpvUnrV24aaeSUeY2FJEknAgmPqam5/iV0rppSNN6w0TULVbaN0MqaWlG5MkyVjnH0rprXw6ttStbQ3Nu3csqQvbvg7UqUSsCMxJ/StDqnwG6C1tLdvd6K2haUbGrhsFLjYB3J2nOQRiQeY4piWHe3kTSO2Vycah2d14beN/RvWTNk5o2q29uXjuFq/coDxB9Mwc8gcV6Zca7Z6jb3ujW92lt9ZUz+BW78AIIPBxHfkEc18sW3hY90JrFouzedQzbla0KWkFQBMkmBCvqI44r03o3VtZutQ0/U2rlxtAU6t50J3JfG5UgmJAyOIiPrUlFQnWN8FjBSjukfU/hRdpe6Qt7ZZ/r2ii07mZI/u+/NdkCfTtXnvhOUeXfBl5a21oZcG8QZ2kH9q9B4OM1/RvT579PB/o/H6qGzNJGSScGsJNQSR9ayK9p5yZMVHvWbfUZqdpqcgjImZqJ755qayjBEn0qDg4oueBWcilAHlXtWET9qIRFQRzQA/TFYAAIogCfwmoKcEigBgng1BGQSZooHPc1gSODUAspnnNZBmIo4/+KjnFOgDjuKwjGO9FCawiRjigBj86zbRBOKggziKAiIoSJpgE1BHpQgJGIoSDEmjgASajHt70CQIMiKgzM0e2Bg1G0/nVYvkGIPFQRJooNZGYAmoUHbBFRtg4ol/tWEesyKEoDaawg+lH9RzUbaCqAycmhiCaYeMDioPrQUBGKyDxFTB5rIqBoE/Soj1pm0DvQGhEWQTI4+9SUmpAPrWZ7CtcGjAOaiO5otqiZjmp2mJiKgAgetZyaMp9awADAFWwADWR9qPaCYOKzYJ5qWAQIqMHiKPYDNTA9KtoC4I7Vm0HNNhMVBA7CpYFxVdrzrjWk3HlQFrSGwfTcYn7c1aCONvFUnVboTYttjlxzIBg4BNeXW5Xi085L6O+lh7maMf2fMfjrbvLF7Yae41ZI8gXDrinVby6ABvSkAynnkg+1fKP/Den2bqr5y+cvnH5dWXGSjco4lUk+h9K+jfGFjUOrLq/vdNv0Wdxaqhp0pKgpCZCkqA5Bzx7V80K10valf6RcW+x61eU0pajAWEQmU9oMT9zX4DJK4fE/UwSU/l/Y9T8JdHevNMvwlrymL66Sy66G0qMADABPoF9jGK9k1m1vLlpDGnag5bXClp3OttFS4kYA47eoHuK4bwbS1a9HsFS0oXcurcUPQyQk/atrrPrBzpfUXdIa6hcRq2usAaS2ln5W1pEGT/mVHsPvXCKvhM9DvydgL63t77SVahq7xN0FW5UVIaYUspJAIUqSr5SAE7jJ4Arm+rOtOm9BL9jrd5ZtXDtwygPQW0uIUZR80ncOcjAxWrcatZahZW+nXlixcavauN3AYdglDu5O5aEg/LtJOfevm7x21C61G6sbvW7NLGo24hxhh4qZ8lCwUQODjk/WumKG9pWccktp9Bawpdvqh0Le5bP6qyFuA2ynWXlcFCVzhROTiY4yMRollpl4+6rppm2vbmyZeZXcrWslTikkLSZB2mQBx25rkHvFH/jdzpWy6JYt3NUutqUOXCT8riUqK4/zCFD7feu86a0rT/Du3u2tMYeurm7vPKuDuKgH1rEqJ7JBVn2rE4uC+XbOilu4XRVadpd00bnUNUcuXXE3DbAtXQgJbIwpSCnMK57A8wK9R0htNsyt3cloEhG0Hcv7enavG+jFeX4k3uh31/cXrjiV3y5clLSpBCSjgc4ia9oW8wgNNNNjdO9Q/xVxyL2522Ry3xqjl+t7C1uW2bq6aShnzd6WivLkc5Oa+fWuk06V1tq13oGtNqSwTcOWPlKQhvcn5Wy6SACdwI+UgfY16V4u+ID2nuC6Zsl3i25btmGkk7lgE/Qcd+Yr5+0zqzUb+3v1auNSs33XVuXASj53QcJTzhJA4BwRVwY8k92SP4vg3FRTSkdLr3VLvT2mNaxqFo1Z6tqSFqaaCg6Eogp29vlyDOO9O6d1K0ftU39nprAvVthDdw4suJU45JMkjlMGATwa8o6n1hjqHqGx0OyulJt/PTasBR3bEkx3ORnmvaOkrZvQ9KGnXTG9tpwBhlCAXVrggqB/uJ7CvbPB7WNLyzHuKeRyXSOS636k0ux8zpgi6Goq8t9+5SgqUkpJUCCO0jIHAn1rpNGcR1RaWunJt0rUSl/4hASoheJIBBAEzn9artf6YTrOpN3lspR+GDpWVfKYXEBU5JABMVHTFncWyl6fot+qxcUghDwSDtIVEAH3mueWPwThw0dMbW93yjlE6naaH1sbO5ZU1aNulpQbWCtCOxkAycCeM+le5dKavb61pqLtd6lq4YTsUVoPzo/t8wf6ivEuounWVa5cvvWzzDoSkL+Uwp9KQVkHiCCg/Umuk6Q6nutGt12zamyw6v+pvTuJBHqTIjkRWs8FkimZhcW0e227NtcsM6jZuBQZVuWlSNq0lScgg547kRXSaPqNhZtKF35ry/LW25CNoWkyEqAznIHNefaZqunanYN6gpDpW+B5YLnKUCE4GIIjHvXVaY1dixTfLSlLajtUScgRIP0iB9RXLHP5bV4Mzh5Z0C2UqSlSWfKdUvaFbDuURhJxjGBH61ep0B2w6eVe310oKCytbK0kJQFd0mef/M1xDWtPW2us2Y1MLRatFXwwSMydpUZzx6V191qb2osIt1LccaDY3W7SZKinvByfp7VprGk/tkju4+iytkttaPuNyFISQ8hW2R8uf8A4zSksO63Zl3+vZXCVFS2krS5wqdp5BSRNbN23/Lbf4Fq3UthlIKkJMkJAEz9qm1C7XTnfJQQ4pwK3uDlMweO8T+dc18moUdOrYOm6dZ2N4b1ouqdRCoTgIEZ5+kUrU7q+d1BWn6TZBi3cZUhu6YVvdbcMbTsUNsCSZnMRWxdOhrTXAt3aGlAJI/EZGJ/871zNvf3tk6pt69CFKlxn5SQpsEcngcivPll7M9h1it0dxoeIrfVGoOdH6Xaa66ykl5erAW8pv1gJAK1SChSSkKAgzJyNoCru6tNXuHbdzSnGmy0QlK7nd5eR8xIBk8Y9J+1QLa3ugm6buHXXUFYBPCSSPw+kZn1xT7m8YZQ5Z6e6HbgILmyYIAj5vYE4rnGLrlmnO6KDRvFbSn+qeoOkFtl5WjnyU3jStjK3DkgTJwZEd4kGKHq3w3tOu9Q0XqjyfKvdKWVIeEStruiSMwcj/vW7fNIQ5cKXZ2ds44UFK/LG5whJkKP1k+uavul9Qv29JabuUNF1W9aFpBCAmYgg9+1erDGO/d1webJfQi4vLHSnG7BlT5LNuFABmf6ZMCFDv7c8mvO+qvEDXrC6e0u2Q1ZvXBYNoi5T/UQRl1OJEwpMHMfevRV6f8AE3fxbUgNQtuRMgCBPsJNcN4l9KXd9d2fU5XLNslSHHG4SG1EgD6zxWoLdOpFbSVlK/1C71EHvMuD8Si1Wy2ECUqVtMncTJM8Y+1d54OXVk6beyavUOBq3XuQpcjJJUQOCJJBInMjtXl2h2Ckau4r4ovW9wXIcACYEeoxHcEV6p4KafoVrq9zbW/lHUWZUfkCUlCoUQPclSifWfejgll4Orl/pJH0D4auNN6jcWyAElbEq53AJVhP0E49jXosZOPyry7w8W811IULRKXGHAlQ5G0pwa9SHbtNfvPRZXpUvqz8j6jHbnYJgZqInijKT7VHFfWPCQBWQOKmTFYcYigI9u1RHPtRVkd/zoCIAAqAk5iprJzA70BEDtWcDip/eoI7igImBArB3Ec1MzismgBjMVJEe1Z7RWetSgDB5rNoJmTiiIxUERNSgDAqM4zR7aiB96rBEYgTWR3kVMGpIAqADPANREcc96PGTUAE8moAYAGaghMUfsBisIBHvVAEd+agj0NGcfWoHaoSgCB2NRwZj8qMcVhHpiqygESM1GTk0QTIImsII4qEAIHrWR+dFEjNZtE81fAsEgDBqIohE1lACR2OKGO1HE1GJ96gIUBz2oflHajIGBWFIPNCUWEzmBUz6cVUpv3kxuINORqZ4UjHqKGixCpwRFYVQeJmtRN+yo5lP2pqHm1jCx9qoHA5yI+lRM0M5kGpCveoDIj3rCe0VJPrWd6AgQO9SSR+HioMDNTIHaZqgwTFZAnIqBIGTU5NQEE49K8z8ZtZTpdggrJ3+VFvCyIdJkTBGIT+1emTEivnX+JVzX9cFvo/Td2li7SVvtLWkFBCAIBnkFU/ma+P65k2aVxvln0fTI7s6f0edtOtBDpFzcJcYBdUvYDnmE7pB/8AnvXyvrDgvNWuNRf2+YorUkgbAEqMxHB45jivqe/s7210B5V5dJcWmzhS+AFBPzfQEivl3X3iUI3W6SlLaEpIHP3r8SuD9E/k+D2a61DVukemujrfp2wRqYvF27VwFuhAAVlW0kZ/PtXYu2atW1BIumGEMWdqta3V7fPB3AhKUkKHuO2K4/p7WLbTukrO21u0uLxnS7dDq0sM+YtST2RnkT+telW2gaZqN0zqdy2VXFsybcL3FMDHyqAPt396wpRXNHSW5OrPL9Rtb9HU+n3unsrbur3UV6Yu6fbS2o2+1vYhs87SFuZgElRBEBIHmX8T2iMWWp6PpOnpeAt7RpltLZn5Z4NfROnP3uoaWp+80pu4u9P1NxtG7J2IdIlJj8QBSB7p5FcB1T0trmq+JCr5Fu1cWTWkOlDSxPmXIICUk9jBn6V2xz2yTOc1aOH8GOh19I9R2rTWnfEtDTDfofU4ovB15G0qQeBBJSIHAJ7122vanrXQXTjmqJ1Pzr18tKe+LZ+cQpQkgRJwPr7VddK+IHS/xNppjF3b2qtKuho7aWQki6a8vc2v5vmSN+5Pf5h71yvjndHV9I1VVktx561fNs4CgJAMbsHuBtH51vLulkub7EZJx+Jo9D6g2ze6l4m6oyo3F3ZN3jTpQPLHyp3oa/vA3HaZ7DvXpFp4gO33RaddtdFWvU7yALda8FChO4K/tQUgmT9O9Uvhr08xrXh1pvTXU79sHbNLLabdLwlkNo+dEwFTzIM9+1a2ndT6RoOs6vpDmlv27N/ZvfAq2E7G2ylOxIPAIWpQE9q56nFGT3V0axPmjjuqtY6TLi9Ma1W5OoXK32UJcCpOxJKkgSkAKjBj6VwfWyOntM0d68bvL4vMoJt0KbSptTgGd6TmOP8Aauh686K6xuerra203YVMvJeubq6SkOJt1SCISCZCZT9YrzrxJ0vWGtHcsbMLummgq5cuB8qUt/hiDJk/6VvBii5QUWdcuWoSbX8HJ+G+mu6/1xapU+QHXd3mbAryUjJVHtE/UCvqi9a03p1dkAHg1cEqBQ2pRA7ODsCQZngeleIeBfQPUCNHudVSplD123NpcebBaQowfMBGBgqgZNfTfh9oTr+jo0fWdVb1C/ZgpfcSEpOOEDkpkH716ddNLOknaR5dNBvDf2cJ1I7b2lsvUl2jF7b2zan7a4LBLzIcSEZBAG6ZmDwR6mfMrTSOr75C9P0B8s3IcCnLlalJShMYEjIj0Fe4eMPS+r6ppVrbMa7/ACi6fuFIXcJa2sKKUGA6oCUCAIPB715p0DZ9U9Ks6wjrS/t7J14vONqEqDrbcBTwkcKkQe9Z3Jxc4/4NRj1B/wCTs2Bp+j6JpP8AxhcDUb15hVut0NANuIT+Oe4G6Y7+orTc8LdD1BBZ0a5eYX5alBClbw3MkGOFQDxg1aXbOndQ6Jp97oupLf01htTqWnShwOJISFrk5O0p7RyZroLS90NbvkaPfMtuvtBCmkLAckd0CZP68V86U6ld8nqS+NJHl2k39yLtPR1nav27qbEMt3CHJB2KIBSpSCASkJwfbM5qwTrfVSnl6bb6guzFqEM+Y6mVBPBiSd3zKmI4EcTXoi3NNaLLHwrTDz6AFXJbGxwpmCr0PE/XtW49orep3DV08lhSt6CHkwUoUCAVbgCPr7TXRZVW5Iw1zQWnoTeWtteqAL1y0kvrUSA4o8kAGARPAxXRWum3tjrL94u9W8xbNJShqPlRkSsEmZ4/19RR2zd15rLYLaUJc4SIT8piPf1nvXV/HKtWm03DyA2gpCgAP7lAc/UA/lWYPdbI1Rcqv3HLZCmG/MecOxIWdgUDzJg9uJFMunkIsvgIKNgW6fLVBP5HAqn1q3vr+2btmnkt5bdZLbkKJCgR9MirS5t0fCC5vCwL1aUNuraEJUe/7kkUjk7ZrbVWcTqNzcfy94M3Lyd4U2svKMiOFfNjHv8AnWaVdOW/RVqm4t2kXXmuIWAtO0tkE7icBOcR6nFW/UPmPOptWm0PlbJVBQCklIMA+vArgSu9091Gl31o9dB9KTet3h3MtN5JKlREiJ4zj615MSjOUpNnqyOSSSXB02l6/dqsIVZqYeKStoqAPyAwRnvxg1uJW8+81aqvGrZanP6gCQS4iJAOTHvVYz8Aq2+KKt9m82Sdi/lgJCZT9QZ+sVVNOPJ1fTUO2vmJcaWsXAQStKUkbZgxEGvVhW60ukeXLJRSb8nX6w6Z+HaUhzzj+Hy/mTtGDPEZ4xxW3pTP9Btbjzjrwb3pTuhKc9xxBzwK1XrM3q2323yjAB7BXp78ACrvTmVJbWyEJl0whQXJS5/t3+1ajRhunYFhcvXD7lvcPLbDoUpAbkJSAcz7nmue64tLHSumH7Rm6fRbKUXiVOfhM7lSZ9RxB+ldVaWEOFd266VgypQgKWQSIKYiK83/AIh7EM2mkavZvPps0tv+elKiG1PAoKELwQM7onnj68U9zpM6XRV6Vqlld3+ms2Vsgs3jnmFTaSkFG3GCMYM8CM12HR+g/DdSWiNJb8lLaAl95GSpIWTEkZPGOIrkuiSNXtGNbdWEvObztSmAyIiD7nmvXvDtm3Rapt/KfNw1/VU7HyuHcQI9x6exr1uLad/oxvV0j1To9YV1NaJTAVsWhcK/F8hIx/7a9NAODBryHpG7Sz1XYMqsYU66uFg/h/pr5+0/nXr/ALRX7L0Fx/pml9n5r1VP3+fowzwaggdgaIzUV9ps+YCRisI/KiPArInFVAGDEQakcTNT9KzIz+dLAMKOcVEQe1FyBWQBVAMVhH2oyIgGoINACYJio7UQFZHagBGTxWKBOYoo9KjIxQA1kxzmsjuKmPSgIMRIqIFTg4ArIxjkUBG0gRWASM1MHvUwagAInFYB296LE+9RBjFRAE7hO01CZ781PeiJk80AOCcg1kYmO1SIImftWAA/X0q+AAIqJBosTkRWY57Co/oAwI4isMEY4oiAInjmgMyYGPeoDI7VAAmant71ncRVBEDkYqIo+3FR2FCdAH2NZzxRR6CoiMgVBZBT3NQZHepicVkRmaqIV5IPPJqY5g0PbFYCeCKhoMT6USVdsge1ANsYJFSDnBFAbCVLTJCyPoaNN1cCIVx60iPlkKrAVTk4oDbTeuE/MhJnnNNTeoxuSRWilR9BU7gTkfegLPz2l43j70W4Ecg/SqvfuEHmplQAhRFAWgEiBWEEY71XJuHUDC6MX6hlRBpdcg1uotSVp9kry3W0urBjeJwOcV4N4gPuL6s8outhgWLJQiJAUd26B2GEmu56r6obvrdzUStTLTlyi0a3QIQFArWDmff6V591re21z1BdXTDiHGEhtKHEZDiQlIiO+ciK/D+r6z+pzPa/iuD9NodOsOJN9s5Tr182vRmoKcZkbEk7FDcoEjg18s3txZrvW9KdSgoU4khM5icHPHNfTnVzDf8Aw5e6q/drLDdo6lDKGztC+AT7578Zr5Q1fRnHLpzWLcJ/mDpRsUgEJAEQImvltRbs9VtKj6S6PavGrFzSjpzb12h/5HkuFQQ1A+cz39hXSW2qXNm66u2aVcoLO1xptJMKSefcwZrmNHXqul6DY6h/M3LZwFtFw2psFKZKdy1HGACYH1zXTnU27VdxpVnetKR5iyXkJAUlKlEgqI/L6RWZbJM6LdX8kaBf3tzZC/vWlMm8dPntkf8ALAUUiP0OPc5mq9/T7Ww1xGsNXKEQXGlpdVKRIEhP+E4k9sU281G80ltm7Wphpl11LSlO3G1sIJgLM9xMj14zivOuoeoQ7pdzoOpXV5aO3Fy9cNvMqJMpMkbhISIHfkVhpquTUebPNfHnopHRG/qbpdjyFPvC5clRUkKOTt9CTn71YXvi7ddReHtm46tj46xcbN42khRcyMx2kEmexFcj1F4i3nVvTtyq81FKmtNuFWwtwQvzkpO2ZEEHJkZBgGBNch0WvQNP6o055y9LSr7+nteQo7gqQE+6o/Djmvoxi549s1yjzxxqGTdF8M+kbrS9COlWNtZXK7q+aQxdNkPbSt1LSUFY9JEk+4nmtC36k1G3vdN0w2zWn2Dbm1toPF0F5DgUPmJJGJVEiI+tcf0beK1X+aWV7ev22qaI+pS7dStu9oJ4AkhIBBTjtHFemPJYcs7L4d9lL2rJS15bOEpUtSW8qAmNrmZOImOSPm5W4S2eD340uyn606sbL1/rWkI88jayVN8JRtOFTzlUwK47WPDzXL3pp/UeqLVbNqhvzxbpdUoXCyVGXFTKUpEDYPTtWdWr1nV+rOntBOpW+mafq76GW3QQsJCSSZII+b5QOxkiYr2fqbSE2aHtPtm1PWF1cOvXDjqwVN7kpCUgz+AwvAHPeumKDwxU/LMTab2+Ecf0baJ1Tp/RxpoattObt1FSUSpBdIIASMYmCD7VaawlNgllpu+FpfvKDVs44swVciR3OD2mrexRbsWYs7ZrY1s2pQlJSEEYIjgDitDU3Ld7W9Psb2xdUbZoKaWU7gDkGVe31r1QhC7q/wCTxynKTq6RTDr3qjSLz4NNlZatrD5aYVtQlO9tEkncADuBWDkEQO1Z1x1Da2GnjV0dMXriiryrxDLAcLRSr5ipJ5Qc+oI7Vz/iFedRaK0r/hrpZy41C+uWmHXNyVBtoqB84Dt8qSmJH4z6Z7TRr6+furIX12wlZbDAW63KHwFSEKjIPae08Gs5sqjTpf5OuLG+eTzHovRl6R1ZZ9RWTihoVwxvtG7lCkNMocUZSBkEAjn3r0VeiWab17U7y3+GetSlS7dzHmxlKkBIAUDMDB9629V8O9S1q4c05NxfsWBcLw8pbaDYgSUtgKUPMbJJEBB4M5yNC4vNDtNRY0rqjVWrm9aQsWKiktPE4BKUmSAB2ntXPUReTG2mbhOp00K1XqLTOotSb0jT9QVbOPtFbduEFH4B8pPaYImKstJf1TS071XjTrgXDgeA2tDYQSB3AwY7zWnbdFpf1T+alYQWEK+HcSZCkkA57p+vf1xVxovT1lc3ab3UPiHXW1l9pLqp3tjungzwDk/rXztkqU/B6FOPKNLo/Tr3S9cuHtQ11dwi6Kn0oeX8yCVf2jiCD9hXpOiW7jrjirlfmtqVuQFLw3MRA+88xivPNWW8jVHrmytXX3ksptrUBO1Pl7iQrZzzuxINdr0pb6sq1L9y8sI8pJU0oSWtwBgdzmM113fT4CjxZ0D1yiyJvba3U66htZbQAkFZI/DPucfeoub/AHW6w8gMqICsiVbjPykj0P71oau2p52yctbl5hLKw6sJSIWCCNqp7SZ+1VnVGsanp1qm607TF31xc7g2EK+VBIOVcznPufSuWRyfwibSS5YlTy7/AKjsdGd1dDLgYecuLdGVPJ2QmCciCe3cCtzqLoS6vb1vUtLJSpK4dEAygdwCMYkVwXSFrrCbxeqdU25/mKCXm3UNFKUEYUAoYJKVK+X9Jr27RtdRqOnuuuvo3oTBJgyCJH09K9WDDFVFs45skn8onjv89fttX1WxcsnhZ2TKVsLgKH/LJcUAMyYAiP7RzRWWs27GpWFm1bBS7+2LxdSn5m21ccjmf9qsEdPW3/Fb2qLQF37rKmmXlCCW1QkpASACoJI+b/IJkmrWw0C5sFs29zYRcwSfNMrDRJJjuQIx9jW3FKLcEY3KTUZF3pOnJs1eesl0qCU/MSQgRIH5/rNbVxeFi8Fq4kjzRuSUiSlYn/b9qKzZZf27mlOhCNu6YQUkCFDvPP5UhYRbOlz+YsqQHFNkLTtUgn8IBP2x/tXGL2xddll3ydJa2xu0h5RUd6gRB+VK/ce9Z1F01pvUGg32i6y207b3KJhQmFjP75+1U2k6i98ei3QhxbbhIWpJEBQPB/SrbULr4oXFstpYbcSpsupJ+VURXONRSa7I0239HnegdPL0bRG/jNIeXYlW8Kt1xKQTKiOORXT6R1DofS/WCNOYdUu2umUu3MrP9JJXtSI7xBMk8VX6P1aiwYf6e11p5lpDISh7zySFbolMZ2Ex8onvXm6NZs+steTqOmN/E3lw4bVx0Pf0kBtaoG2cgz+pzX0oTio72jyyUnPafXWkqtG9c0p2yO5t64TDgUClYMjFepx618zeG/VbGjdR2el6mstW5uWwhaikNsncJ/6QSMntX0yCFAQZnv61+p9AyrJhk19nxvVsbhkV/RPbmomP9aLORGKgAQc194+T5IPvWcGTmpIM8VkQIqDsHP5VIg96wjv2rORg/pVSKREc1h9KyPSs4M07IZEDNRBP1oiZxFZFOhYA5qeO1TiYIrI7VUUHB7TFQQO9EfQGsPrM1QCQr/tWEExRE+/FRQAxWeompPOPvUEZ4H5UBhg1A5oorI9f0oAe8TWc0QArIHYUAJEgn7VED0oj6gxUd6lAgjuKjAERUkZmsIk1OgBtGcY7VMRjmpisjMRjmoATMTWQn1qSIEzUEAzjNAQQD2oY7kfeirImKAjj2oeMzRqA79qgAYNADEzxU9+M1PEgCRUEevNCURtPrUGBwKICawgUFFXPYGp+XkzIoZBqREc0KEAImeKkQTzQiJxWCAYigG8p+Wi+buKUCSeKmVSOaAYkgjvUe3eoC/WpCsiKAIAkR3qQD371Ek4qd1ATHqKquqNSGjdPX+pJSCthlRSCeVHAH5kVbSB71w3jHqJs+jXmEQV3Tgb2nG4AFRH5gV59Zk9rBKX6OuCO/IonmXUuuXesJtQ60w22ypbiPLzuUruK5+6YQ5aqQ684ypTZAlOQsmOPuKYzbXT1mdSfAYZZWUpCwQo57c5FIld62Nm8l47W1AyZVM5HaBzHav5xN26+z9cuv4KDrrW02Hhpqlq/HxD+23QCMglQPP0BrwLQLFJ1/SrRTpXuvWioKM4UoSPpn9q9w8WNMZsej7pTi/Na85oLSvIkHB9Zrw/pK5uHOrtNu7O1beWl+R5h+XYBJP2GRXRw+zju5tH0/q1tYqvBproS0yQEoIGd88xXEWg1FLirp5aGDvQjyUYCtqilRMDMgCKstSvLC5LNzq1wlxpxkhxP4U/MfmJI9UxmfWtd3UBra27i0CPgmmk+WNpMkfiCpmSCDP3rzqW3cdoRto4HrzQOuOruqNO0Jtw2Vi8HUkF2R5aClW8j/McZ9BXoOudIaWvpy/6ZtmiFXiC445Kl7VkCVE/28YrxXV9Y671HxFN/0sLt22aufhnHG1/I22pOxaiDx6yZyBGa9P0/qPX17LazHxF0p5NupTakf1SlJlTioCYIBJjPp6V6ZRkoptkVNtI+VtF6FudV621rp7RluBNo+6Q0lO5S1JneATgQRGa910fw10phjQ7DTbO1uNQa3m7un4ceaUkAyFf2hJn8PHrXVK0fSdPutc1+3bRaXN7ZNs3DtuE+c24SSSQMkhJRnvAkyK4i4e1DpNzRn2dUvb3RDbfAI1BtQN0FPHap0IyN26DkEGPetz1Lz8xZrHh9tUzp9a6L1K96T1lu+0xiyugw78HqLYbU+UEkqyMhKsEJnvFc94T610nrGkt9N6pfvfHaVbfFB5K9pUpG3egTwCE7iO8H0rvutbj4e3b0u7t71m3u23WLdflJVC3MpSNpEHjkEffNfOHTlhofS/iXYaPqt2q7cvLgWV35k7W1O/03B8pGIUYPYisQSmmn4Nu0z0Txq6XcXf8AT1laXS3FsPNONKtUJ81bhUDuSkcnE+9ei9Wspc6f+FsQ/alAbS6WnipSFKO5aZJyeFD0mO1R/JHHdZS+nSU3TtrZG30hJc8wNqSSncEkmDsj5pBrodV6YtNN0HUBYl5AWULMr3AuiJVBnkTIGMSM1w33FR+jpOoqznrbWErsWtMt1OJDaA2lx07lrE/iM96lVyGLhhVw1KmQHPM3glSZhQ/Wq+2UW7kOXLCUuoQASE4Pf96fq+66t24cShD7vzupwQO5xBnivRp5ybZ5MsUuUb+v6Y3qrTabNAW/aKDrEOQlxKolKx/lEkD1+tNtLBFtYvF3blW9JcTuCR6gx9K5zRLPUtJ1e536yq5066kFt1tPmIXA2jdGO/p966ptgsWzdrektNuKASWDG1RMccbe/FcNRBwmd8U1OBSv3Gr6hbrdsL0rubdbaAp5BhHzKPlyexSZn1n1rT1nwyt+p+qbHrDV9XuWX7VuU26R/SUoJ/EfTGD6xXo1pbm3Z239uAhza28DkqAnaUgYT6n3qi6w07UUA2NtYtvofYdXbuqMeWrbEg+/OTyMRUTlH5ItKXA9GmC36aXqGiOhLr4De8ZRtIj8jFVPUl85ZdOW7D2q21tqlqhK1LKkolxP9wBxBAgjuCapntB1DQvLY0dLwDIZU8pTgCAF7t+AIUSROMjPrXGeJlzaJuL3SndVS6+i3JL70bAe6UCJKQZAKpM1cc1P/Sh0V4nF75M7+z1a81X4TWrZCg241Nw22hQPmJwUEkDg13tjrFg5aOi3eUl12CdqzKe/4j6GQRXmPhV1Pplz0WjQ77VUvqtChxxaFSUIUAJPqZPGa9Iu7W2YW58S+HGFHc2mByB/0yZ5ryZotZOPB6IS+FMsUh51BbutyQ63Owp+dJKZAx71sWyNM0HpZxuyQ+pwXinFF5RcWouHcoCZO3Jx9qrNC0+5uddskXTjsqUS4lTpAUnChHrR+JSLaw6heaslss26bdMIMTvVKkhU8giffGK9OG1CWT9nCb3TUCs6m6j0fV9LGm6bZJat2nDdXiojIB4Hcd8cVXaprOray2myaasUOaejb5jKw08sKB2qVt7D8jVXaaZa3d43ctagpVokKbdaQpQUhShgqPHMYjAMyK2rXprT09So16ykupZ+EWEL2oU0cwU8HPrmm6UpWzW2CjSNvRX9Udetmtqrpq1QAp9eC2dwSuPXEkfT3q1Sl27t0X13eOquE7mkuIc2r8icAe81oahqdv06u0YtEr8y9e8hSWUlwNpK0phY9ys8D9BV4hOqNsuEOWq1NhCmVNslJ8oHIVJIKvf6VJSySqMfJhqEPk10Szp+ofF2l3obrhS+kKuUrVtRABghJzJ8wntmKvHjpWn27l7dt2jKV7g8taQNysZJPrHPtW/aoDewlUF2HEFRMFsnHOAY7VzHiJ0krrDS77QHbpVtY37TjTqm1f1EqUBCkkyExmB71MfEtrMymmrQgi7ebZe0a7IafUSfM/BsgfLg4yIkenvVk/qrfltpVclpSFoS+4lO4Jg5+sgQarekNIY6M6cY6Yur165XaIDSXbkha3AB6gf+RW1aWqdz7jjWxi6SEvF07syYgTgQFE+prCyJ5Nq5RXF1Zzdzoy+pNRRqdssfCXCkpU08khxpEELJBmFAx+ddP030dpeiurbtrEBTKw62qACmUzMDBOefereyZtrNjewlBUoFawlM+Zu7+3atlS3XEBKHlIdSuNvqmAY/PH2rpSX9wrfZXr0u0ub5d3dJWy0ogrWDyUg4A7HNem+Gvis6i80novV7RJQ4lVvb3Qd3OApnaFg9oxPsK4C6WEpaN2lBS4FQAcrKRx9aLpCzW91C3qSSlQSXFkiSQVRnOYr2+narJo8y9vz3/Bx1unhqMT3+Oj6jArAAO9KsnQ7aNOTO5AMzzinQMRX9Hi7SZ+N8kR6moI5osGsMZoAY9qjAxRdpFZBpyASJ4qDU8c1nIwIoSiBWGYx61gAAkipwRIoKBrKmY+tQIPBoPJO3071Eevask/esImDn3oikYPFYBiKkSZqDxVBnHA4qOayPzqFAg880tgw1gEDPep+s1ntNUGY7VH2qYJ44rKAEn1is96kgHJqIxxQEVhMe9TBBiKiCDFRgwetRH1qayoASBiDWYiZ+1SQcYqDPAoCMHIqNp/Kiye2fWshVACOSSKzb64qScGKgk4oDCB60ME/ai7gxismMCoAYFQR2mj455oY9cVQU4k5nntU7ogRUQJBScVhjE1AGkj6VJVjBpaZ7mpEwZNEBgV3NTuHMxS+RFSOfpQDAqRFYCeY4qCrGIrJO3B5oBgVJ5o0+tJ3QZEVBWRkUA+VeteX+M9+352lWBWPMAddyJSmYSFH6Qr9K9IC1TE1474s3Cl9X2aDsQhu2CFrOTtKiZA9s/nXy/WZbdJL9nt0Ed2dHOuLU603aXjShtcUlDSRJJMSfypbfwmjhx0utttpHlIanccgkfeSK0Fa1ZWCwFNoU0WztdScNq7kj/Wa47UvEPplq5VpQvEvPhK3wFBJSQgEr2jvABn71+HTTlaP0bjtjRUePmuaHZ9F3rDeostXbz6VkuuCEACYIJx9K+cel+tl6BdaZ1NqKQ9Ztgpd2kn+pkBQjkcHFB459VtXHUa77S0mzTdIQVp8pKBtAEK4g8iua6cvj1NrNt0XoTaX3C1vCtgDe5UEr9u9e7Dgax72uDzvJ8tvk9VvPEjXtWCtEIbvUamUusFHzEojIVjCT2PvFej9Q9S2/T3SunMMOpU2/auNrS2QoouZhSVEcHM55BBrgE3fSfgidO0zXLrzkhe69vGQQtQUMNgpylAVBIBElIPNU2qNavrq71XTutm7tb+6CrEm7KyvkbwpRkDvzXCWGEqkuvs7xySXHk6D+G/qa4641PWOm7plSkaepD63tqUhKSohSDPMkCD9faul6k1nXuj9Rf6e6esLRSr1RXZOZ3qWmSUEBOMbjzwDXWeEXh6norpdnpy5vWE6mQt69um0/O8pSiUp3c/KCQM98VvXmkM3nWDDep6WzdKQHC065apWWABlO9Q3AmfX3FZk4LK3FfEttRSb5PHNE0brO11m813U7pDbt7pbjXwhXm4cQsKCkg4IM47lJkAgg1a6y5c6N0zo2t6jcLWs/DvKQ4NpK0LCtnvkJFeh+IyfhdIVesBjbarK1FSB8oEgOcSDEZHcV8+aj4lWOp9TaZ0rcssB3T2lpSi7SXEB1KZS7mArgEYqrE87+C6Cye0vk+z6hUHGgtd858RZKIi2OVBc8+sgivmfxztLC91Y6jpgbZcae275SlW+SZ9/+1WNx4n6t1A2/araD9uX/AC7h1VyUFhYJhzHJBHGRXnXV2t67c6u+lepO3YZJaQpSwlESMlKflVx+1Zx4MmPIr4OvuwyK1yfTPRnVnT2r9H6TqPmJS/aNotLt+4kvNLASkKlPYnOexr0G6cbXpDqUt7w4ySgBKgNswDBE96+b/Bm+e0ltzqi7W6q3SopdZaXsLyk52xwB6V7xquv2DWnIft7xtIdbVDBSApGQQkznsK8eoSc6O8V8UzmrZdkoPuvwCsDeAYOI9YiuYu+oxqV+uzsXLsIbcDSW0wEujbgpnngz6YFUWrOvX94qy1Nxw2oUHEI3kpcB5CvaJq86TsmrWytkBXnKQVyp0H5kBR2pPMwmBJ5ivXiSxK7PPOO8l5rUrt99u8fCEOBBQ4pRCRtyNwH3E+/tXqOnaozq2jW9u22GHklIbKhuBSMFO7jBn9K8xvh8Yl4NLUhVuCGAlcNEpJiU+pn9MV1XSd4zbaS7baq1bJddJSlJI3LKgDjGQK5ZG8jts3FKMeDvLh64u9Nu7dspF4GCEHMOIjBEe8j7U1KWD0ppb10rY6sJQVBW7asRAM+pxHeqpDyHbO2RaMhhTZShBbUWy2rIiUmYEYHv710mu/Bny2GGAW0Mb3oMlDkzug8mfzrEZxljbsjT3JHlV1qP/Cj18xrepIdTqGpP3TIcJhDO7clMnCQNykjP9sV4D4jdajxA6luWtHuWXWXrhW7yiCQEj5kwMiIJ/OvevErXulwHdPcanUriyXtZBJccb25cSe0yo/UGvn7wg8KdMZ1V6+/mTm83CHGFr+RRUFSBg9+D7E120kMcIzyzfPj9ky5HJxhHrz+j3Xwn07pjStKs0s2zb1yWkOPvttT5yudvrI9K9EvH7jWdU8pvazahMStJDg4KSCRHAVI/7V5x1hoHWWmaBZaF0bbvtaoi4NzcahbOqDRQcBlEkghIIEREJNHqWqddaX4TLYuru4PULDNwjzWWEhSlJSsJKhETCU8YzWJadzSm32dfdS4Xg9EWq507VbG5t7xKEsOpW5kKkpJC0wcgEGrjqbRbcdbp1lxxS7Z/S0oUkkFJcSqEGImYURzwK+e/CLq/VOpbYv6zqVyLxncy2XFLIeMSQrIBEHucYre6rb8QrvrO06iskXLiDaN29qhxJ3NplXY+xEjgkVHHbGWGwkpOORHZ212wet73TrTU2ytFokv2qSNoJJgqHZUR9ort3G3XLJpu2baaccSfOcQAACjOB2JxVBpNqxZ2Bv3dEbe1F5CXH320QXCYSJPryPyrY03Uy42hgNOtuIlTrjhBCSOR905FcklF8Pwatt00UlxdXF/r1oW3Phy808XysZ2QgiOIPynJyJPrXcaa+kJPkXSHLZlsBTu7DoB5SeCDPr2rjdcduGdS0hdmVLQVO3C0pTMTtCp9imZH+aa6xDVrc2jbL64LbYKAl1STt9iDMdorcMijX6JlxuUf5L53VWFh9hu5bV8MoFLMwUNrAUBHP9wOexrXXrCWErtnnUpbe+Td7n8J/WK5ovo0/Vkhsth1RUtHclEfhJORIzAwKumrI32nF7y/6japCQZJb5rz55c7oGMcWltkKv7VS0JQ+4v4puQsRG8D/X25qhY8SOkT1EOmG7xI1MsbnrfJcQgEhJPYczEzGYroNZ1BthhV886041bISHgTO4iCJHYkffFeP9R9M3PUPTusdXdFaPbp128aXbBzyy045bK+VwgyASE/hnMV008MUf8A7HVjI518T6AbtGUNpU3ctgspQpJ2qUV7yBEekqH70tDyrNLjvwpcWgYTPC5EZP3/AFrmvDNy80jw3sG9XW6u5ZbS4886pS1/KIVMyT6V0R1WwvDttiEJUPk+XPoB9DE/Wu85xSTj2YjF276Jv3nru5dvHH0qYbQVFG4JDalCIjtP71ZdNBWm3DyEtKLiyj+oFCECJhQP5Vz2qpvS01/L32myXGm7gOAfMgLTJ45IBFXg6gsLRLinLxlx9z5QtJ/H33Seckz3q43UlksZVcdh9G9LXaL/AKe067bI/qMJkehGD+tWoGcmuW8M4/4Rs2UqUQ1uQAoQQJmP1rqYM4EV/SdNLfijL9H47LHbNowxMVhqSO5IrMQcYrucyIHaoAzNSRP0qAPSgIjEVm30zRDvWRUoAcYqI9MUcYmKgelQAGD9qgiTHpRkAk4xQlMEnvSgYEgn2/asBAkfkajjM1IIzNBZhkHvWR696mVe4rMkzS7J/JBGOM0MEgCJo/mGYqJJE0HQO0jAioAzmjP51Bzk9qIWREVkAyDU4NCU1SmYioxU4is571QCTI96zJqSO+Kg8/SgI+tZHrU95rOTFRgz6GoVnJxWTWAZAzFAZjtWVKsVET9qIEH2GKEiYooMYGKgSDx2qAjMYNZH0qeOR9KzgTE1ARtMZrMdqnvxUZjmqCiTj8NYcn7VO2OKzEyQaykCAkDM5qYk81IAPIis96eQT96kGhwaKPQYNUEjvis75ms4qYoDBmMVmI+tYARBAqR9OKAiDgYrxvxStUWvVYvHrtO64abU2hSuEiRAH1mvZiZMADNfOni5qT2rdTXmpNOOhrSmPLQ0EyFbVbiQfUiR96+N65kjDTU+2+D6HpsXLOmjxHxl8XrTpW+d0m3aDq0vS+kHatSYBmO6Z9PQ15R0j1padUdYMaxYqT5ZeLfkrSOHtwWgkidvzn0mEkxBmfFYvalrKdcOwuqV5bTL69pdkQQJ96u/CTRrrT9JZu7V6yavDeh3yoKSmDJTI5ChAn1mvxUckPY31yz9MoSWSn0jlv4jOhnFa0i4tLQWNglCEOhSdrbhjgK4IBxiqX+GXplq08Qb64dWktr0lxQIjaiHEDuK7Lxbv9U61u3NLvnULtrF7y1eUohQIwftP7VoeHenu9H667faXeIt7dTGy6LyFOYK0EABORKgkTXvhqZPA8SfZ4nhisqlRy38S6dZ6ivxZ9P6e7csOD5ltoJPyAg/MBHofyr2Pws6bT0N4ZdOXNrYMr1Ju0Dqw8EKT5rg8zKplP4gIgnP1roHtQ6f0t5vrjUdPZsbNTPlltKtn9ZUhSFIAAzlRnnFea+KHiTZ6lpNtfaVZXFow4lxwqDYbCXEuRtWRG8Ep5HM1mOWeXCtPFcJm/bjDI8rfZ7npup6p15pSHrYs2iUBD14pLy0kupUoeWAEFRgojIEgiO9W799d3CnNQtHyEpvS7c7m1AhtQgpG6ClQkKg9hFD0CzYudN6Y7pFxbLYvbdLrhackF1yFmY/6hHfEVt9U6G2dHeSpKbgBuHWVxCv8pkZxXmUadPo3kvtFCLmy1QPvPpLibi38htKESuQpQ5mFJOCMV551t4PaBeaSOqE31m1quloceu3HWSoKGEpLmz5pCZiO447V3PVp0/T+j3dZ0oKSxpmkj4RtKSnyoSog5yTBivEP4furuqurupL1F/5b+i/CujVV3CUllDCwfxFXGR+k120inHdkj0jGeUW1jfYhrwe0/Reh2er7PrM6x/OvntxasBtorKvxbiomAZHAMjtXC6noXUKLY3Fw0w0j/l7FO/MZMFW2JjEzX054v6Vb9K9D9PWml27Foi1u1ti2aA27fmMY4NfKl91HfdOXtnaOOm8W9ercUt1IV/SPzeWSecgfrWsc56jK/8Ag1HZihZ6P0HpF9pds/a/Dv3arhLbvlsILi0AqSCUpHKoJxXbeINlreoLbtdQ123C7dK2nX1tlpaSn/luBIkjdI5/TiqDwu1a7bvl9ZXLK2dEASypcwCojYQPYSZr1TXemdJvrNvVbW2bLtulZUy7yUgSCfXBVj0j0r5s7WS5+GfQi47Ul5PA9LvdUtmFG91e3u0srCNrzkLWOczyMcjirNXVXwjrFwu9baQHFJQylYUlfaCBwPfj9Ku9Q6F0Zy9Teqtl21ylsOJbY+RKR2McAwKpmumdHtbxxaL50uvDh9yVQSICQfau7zYW+Xyc/bml1wMX1bfac4VrtHlNLhSCFgpO47ZIJGBg4q60rrIagG2VN3aFIhCCkCN0xgJlX6RXP6509f3eoWGkMXLzaLJp0MSflWhSkkyk4wRAP+YCtnTOldQYU3f6xcfC29mohfltSkSRB3d/9KmSOPb2SDlfR9DnVNB0y1sdTudRt2mb1TaEqcJKXPlJUFehEZ9JHrWam+1p7geQEf1JU2+HwAsDhAk143rN/btqtNKCnFWKboutLWoAqcAhYSn0IUkzXrln0ho7OnMdQoKL9HkpBl/ciE8D2j1rySVqkuDa45PmHULfxLufEXVdeuul9YeVdXN02jzkb/LZUTsQlaCUEJSoAFKiMc16n4KdA6qxdoutaeUi4MOMWzqI2IBGR6k8fevUbbrnplqxuHWrVFndtXHwnl3DaQlxRKgkk8ZAnHIpHhAw9qN9qGpv26GkWTqmGgEYwQolB5jMfY19eWd6hxxpJcLo+WtH7cnlbZ6Dp97pqtVb0pt1Cn0N71tpypA4BPpOaR1P09Z3rLttcsgN3CZhIyCcHj0P7CotOnBpGu33UIuHFJu1AeUtZUlMAAFIP4cRV86+nULJFwtO2CYV3IPJz7iu8EtrjLs229yaPI9P8KtF0a8tblp9xhlKFKU2FgNrlJTuUIjdJGasnNaTb39npyrdhx5coDq9oUS2k/MnOSqQeOBXbanb2j1vcPXYQA20s8SQkoJkfQia4y20N1/U2dbudQF35Fn/AE2lZKXFH58/+0Ae1fJ1DbycHvxVGPJZsWQU6XVKQ0kbXYSDtAJEYj/F7UN3o6UaKbdHmhK9h3qgK2yDkjkwCJqxask2zqAt8KCQNxgA7FciPqAPvXC+IXWnUdt1doPSOhaQ49baily4uXxOxpCYG0K/tVJBpDHcWkuaMb2mnZXeJGvt9I2LfVDDSbvyHUW7QVOw71GAYGDnaT9PrV+y6HdJsdSeLbarloLWWydqCrsREyDVJ4n9LXmudO/B27bTLSGELShKglxLyVbgonvkJBPpWroD9xp+laCxcOOvMssJede8yFKP4dmeYMGpshS+zrKcmv0bOm3z3U+oXOofA3NldsNhllu4TsUkJP8AzTG7clW4xxgV3WlXQZQq381S1NMlRWhJ+ZBifxRwTXO9O6Ut7qXUdXuHkm3dbYbZUeAoAyfTaSQPqK7d+3AYDqpW4zKwJgnEEEntkYrKxxk7SOUp+Gc1qDWoHUnLO1tWHLB9jePMAJkmNnpMdq2tE0tWl2rWmLacLja4AIAJB7emBFaOu6w4xYKc0iz+I8pCVNkkpAHBn6QcVdWaxe6O095zJUUJWktCAomAYB+n715dTFuK/lHeDpllZ6bdoYWlS4lCvhtoiZzCgcTM59K07Owd023fu0sJWQ4dqFkbVExmQeJNb95Y3LlpcXDa1uKDY2+WOVJTiCeT2j39q4e16uuX3F6MzoGoMt26nC58U0dm3dCVbvWcx6V7vbW1ORwtuTovtTCdWv0aQq2ukwU3LiwragBJEJJB4J7fSkXXSFnrF21fXC3E/COH4VpEISOygpOTMzWx0xp5TqdwwXrh19ai+sOAhBgg7U+oxWxqGv2tspam2nblTi0srZYE7CvgqjAx3quHsT2pmd3uKz6A8GLtN10glsLKlsu+W4SZIUEpmu+j3ryHwBurdH8605tZQuWbgNE/2kKSSB9kg/UV6+OTX9C9Lye5pYNfR+U1sXDPJMisgzNSRkio9c19A8pnP1rAR9Kw1nFTkGfnWEfLIrBWQexqgjIEQajnvRc5gVBgdqgIicmoIohFQeKooCc+tYBM0YTjioxk9qzRKBAMfi4rJMdqmARNYBFGCDMZP2qBzyanvxxUEcULRHJxWAVMiayhlcEA4gdqgkkcAVIn86kgRx+dWy2BB9KyJqSJNYcGZNUoJHaoiZojHpWAZ+tAR6YqCKIRwajPYUBEiO1QCR+dFHaKjsKAg55rJMRFEADMio94rPIBBMxFZ3mpE1OKAAiayI/2oyZ4qOOaMEAYmKgiMQTRAk/SsMkzNH+gUe2BWFI5ppTnNZtiTFQCtvtUACIim7TPrUbVClAXHpUweDR7MSTFYBFADHt9aknNSU96jAzSgYCDg9qMDGRzQiJmJrAoJMnigGbdpyK+M/FRjq3pHrPqXSA0ydP1C2UEKCnEukOnKgoygxKSBg4MV9k+cATP2rlOu/D/AKT69tQjXLUJfaH9G6bMONc/YjJwa+V6popa3Fti/kuj2aLUrT5Ll0z80taes9U6mZu9Wv13jGmJPwzarcNrU5OSqD7Y+VPPfmvTOknNMeXZNO3yFXTzBuCCRtAJQrbtEnCVp7/211ni/wDw6ab0hqjOv9Hav/NWXHQu8t33Uh5MGYHAUgn0yK2/C7wL1BzrR/rXXWmBoptgyi2Dkq3ECEAD02zM9xX43Wen5tywtU/+D9Lg1mKUfcXR5v4itNudRqet2gpLtuyQptO1BTB/PMmm9AaU8RrN2halXSbcNsI4SRuBJUT6GIGZrtfH3SLXSusmntPZDNu5ZtJQykzt2yP9aPwStrfV9E1+3cCFJW8hsqTG9C0oJ/ZU/lXGWOWJuEnyZxyU/mjVsXej9d6C+H60btr9Vhcqfds0XJUohCQBO0BRV+IwTGea5vx36W6XtrNm8sdIunBcMea0zbEoQhGwJGIMD8OBGfvW7eaX0z094iuWTFztF2hDTbxcKj5hI3NrSnKQonCiI966LxF13Q9f6futEtmVK1G2SpTbaUkJcSY3AevP611TqnF8Du1IrvBC0Z6d0qz0F95ds89aQopeCkNKQtWwJ3QoqVu5yMcevedT3DmqaU9bXMee4S0tH9vH4twJ57TXi/gb1ez1PqOudL66gW9yp0PWynIlosKkRMyElSJ4HrXsfVL1jd6fqNla7nTa7G3VMHepBETgd4nitStNr7EqdM5hHxuqMaj09cPm5s76zhtawkEDygMwBBMkkRg+2K53+Gbwp6l8MXeoL7qS1ZbsdTU0LVfmoVvQkr+YgH5eeFCDVxe2eu9EoGtN6dvZuHVoZaCSpTiC2BvUf7SYUc+ldtoTTvUukdM2eqG5aeu1m6W2D8h8tJIQv24+8VmOV44OK6ZJwUpqT8HmPjPeWibG4a03TtS+LN18bKVbzcoCdsoCiYxHbPOea+e9bc0S3WlpentruWkBxuCpSkOKIKytSsSBMQBzxXs3iUxeXV0+brQ9R0+10hxVtbG6YWhJbbBS3BHykbUzukjsYJr5qtnzqXUjzCX1hy5cUklJC9snMCu+ng5W34DagklyfR3XDLupeHOg/ArcRajTbdtxSgEgOBI7Dk5+teg3Lz2maBcajqXmXTrDfk2vIU6jykElQHPzFYk+gFczp3TXUN54d6ZoL7jF95dy08+64ojymgkFSIP4lDgQe1bnWHUzKbZtxJSllCVMJQSCVOHEwDMDH5CvlZZb3KUfs+hjSilB+TmtZ1e5ttHb6jcYSr5koNqpI2iAFbVGQZAntXEOuMapr6tY1C1KbVa23gyw5GyAmYMcQBiOZ5rpuqV3l5o1tbO2ri7hgquG1tr2GThRKe4CZ/OuPudRRY6K5bracWsAICUNFZETjPcgimFR+Lx9mpN8qR6xa6/pfWZWq1tLhCNxU48he0rQFShtIMwQEkmRzHtW3d22oXXS67ZA8kBtwB5xuQAfxbvvgxBzivOPC+61ILatfg7hoaelT7xcSEtSpBgA8T6+n2r2npzXdDvk+TqyGbiwu2E3jLrToWAskxMcZrjmi45eer/sFxHg82vA68q20HUglLiVtP2zVqgwgHdLm8nOUqEehGK9S6UvbLUNPPSGr26UXLS1/CPmUtpSpPJTICpiTmue1VNkm9TdO2xL7DX/AKVaUHy1J3mRPA7yPU0m5vnHbUu6a42HLVxI89CSttB/EPmA57ZrpHIsjSRlxcVbPQNXtLC7tLnTGtKF1ept0XFyylsgpBmHOMfMFEd8V1Ph508/oeiWVo+4VutNgPOEYWVQTzxzzXJaTq3UWoalZaWl9hbam1F51oBQU4DG2RkQAMGvWdIQbm1bsnDCkJT5zkQmJmUn9K+hp9iTkmeTKpN7fBpuWKnXhcpukylG1XJBI7j0MxXK9deIfT3Q2kKv9XYuX0vrLLTDDcr37sqj/CIJn3q464udP6f0+51hV43bNWTZWtW+BHGfX/evlzV/EdzxE6vXY2GoMptmD5Vsl5RC7gfLulH/AEoWeMEj1rfuXbiahjV1I9c0zqljqe/1DVVaRc2RZaQUuFf9pThO04UTIzFb2ndXODoLUdQLzLmq2BcDqGlpcLDogeWPlEkfTBBya8TufEbqe66yf0jpkKsLe0bVZMsuphCC2MOFPcGIH2r1DWPC17Uls6zqOoOG4uEJ8xIcCEpV8xKR6/ixXmeN4nufk6SlGapcUHpGu6Zp/T97r2vdULfcbeSbpskSxblJC5gSREqBgwfXirHpfXv+PH3dV6fvHbltSy15bwCPLQkAFaUxwTB9a4pmz6Y0pTvS2tWL3xXwrt6hKG1OG5Zak7YEie0Hkma1ui3tYsLNm/0ttVndPO3DSSFBUI27hkDuMJ7TFblkTaltp/8AZiOGk0n2el63c3VzqzN6q4VFi2+26kohCzCEr+sFKCI9VfUaTCkaqXvjNNQlDa5aSDCFpgYzwfccx61UaAn+X6C8XLpxT948p3yFL3vJUvJ3DnPzyIxVzplsnVG2UeWoC0A3k9yD8vPeuMvlya64LwW69P2WXmtpLRASESA42oBY+4K/zq18159sM26mnm3SU7zA+YDImZJx+9Vdzbm2W3qa2FOkvJVuH/6NXyx9AQP0rLzqDSNK1EWeoakw2bpwfCI3AHcQCFD3nmukaUeVwcablwavUFq4yuzs1z5aiuDuxsIyCI7Gt3TdX0O20PylXoAtipCXJAyCYSR2wAD+feldTXiGWmUPJDd0tZQzAlJ4P+lUWh6Ax1Uy/ozupotQm4D1wlDRBCpOCVDk7SJBzBqe1DJipG98oZOej0nRru5e0fYpam1upCi3tC0oMTEjn681UdSXOmspAuHlN/BMebcPBPyLbTkp9ZIE8Ve6LpaVWqrf4tCSyAHQnAM/3R6dq4zxU6T1JzptWndPqL7moJdtfPdWQlALagCQAZ4A+9dMHDW8xkaaaiWfRvUel9Q2TXUWkXi/h3GFvtpLiSFJBmMCR/8AFV9z1cwmwt7a1ZVb2DaPn2CFeYonuRlKfzrjPB/oi86L6RXo2qamt920S46ttppSkNbjgbo/CePaa7RvRrvqiwUllxvy7dSQ+gDbtAEBP3g59q9U4QWa5NHCEm8dJHf/AMP5vbrr64uGS67bs2LnnOlQKShRTA47qCSB/lNfR5x714l/Dnpt9ozeutXTbKGg4w20pKtylJAUQSr7nFe0/EAiSa/X+kwWPTKunbPga+TlmdjB71mBSw8nmPapDqT3r6dnjDzg96ggkyajzAQcislHrS7BPHNZ3mKwRn2qR61QQR6VhHGBU1BnuKgIj/D+9Z2jk1g5qRz9KAjFRgYqYMTUVQQRFZB5BqYHesOTFADGfeo9aI+tQQe/2rNAER3rJzmpIHE8VkYzREZFRzWGI4qCkx8powieTIMVBBIkE1EKHBqQexq2UwTEGsxRR70P2pYI5rDiKnHapzExmgBUM81hHbmp+tQJBqgz7VAGYmiMVESagBwTipgcVJ9hxUCTOKoBiODUkGs78VMkGMVkAkcQKyDJNSfeoMKHpVoFZtHfmojkHij9qg+tZAMcRWbVTxR7ZyDArAn3p0ACioIHB5phz3qNoNTkCtoJmKgpGZNO2n0odnrVAkp7TQETya2Q3Kc0Ja7gYNAa6kz2pTrDa0qSoSD61u+XJxBikONK2nFYkVI4/WuiND10FN3ZoJOMiuf1boHqTSNJVa9OMfG2ioX5PnBtbagREE4IIBkT3r0VLW1YPvVvZlL7RbI/Ca8+XBDN+SOsMksf4nw5/EDZ9av3tq8joLWiGGQ2pbdvuQn6EYNVngneX/TnTd9e6npqrR27v3HCw+2UuFKGkjdGPQj7CvufVbBl90hTaVDiCJrm9Y8OOm+obJbWoaYj5twJR8pyIOU18bVejRyW4Pk9+D1CUOJLg/NXxPvrXXupbjqK0vLnT3nnC4XLd0phKTxA/wC+RW/054hP6wi3Z1JZcvm1AMXs7fNdBwSAY3kATgA5+lfUPVv8Enh1rjrj1rqOr2JVIKWrgFIn/qBrg3f4E3dLcS7oPXF0NjgdbTcMJUAscHEV4pekZ1CmeuHqGJSto3rTpTQLm2VqFjplrZag+2fMvLRKW30bgkrSFeqlbvtFbVsdSudEbcO9shKkKSN0rSFFJJVPJgHdM1Gq+G3iT0wxb3epIt7hi0UFXL9j8pWgKkHyyeYJB57ERFbdrqumMaGq4RfrLaEFaA4Jhsq3ZIHKfSJr5OTBmwusqPcsuPKrxsqfEvWFWWlaXpKHRct27ZtipagOEwVLjKsE47zPatfw+8RtMe6ttOnWFONsJQlhlc7my64J2gkbhlJAzHzAV4B1p4gq1fqe8fSp/wCVJDaVfKlvMg9ycH8jHarTwh8RrB/qp1erWTi3bBg3LqSpKkKS0JQtAkEFJyfsfakcbncq6ClGkr5Z7z17o2t9Y/GaBfPWybW9JcZu7VBQplgqgBQUoBaiTyPyr5t0zpTo3obrtelWmmrevniq0cuL17zG2lAxvSAkcq2giSQkmD3r6sVqjesOsaMNNQLm+tUXLT+87ChO1YBxuTIyMT7V4T/EYxpWiaq5qrdyVXDSg5DYEAhSVdhOAOT71yx5Zcxi+zrsSptdHc69aOHStDvbTUS238SPPUn5dwJ28Dv+1a3i3oVhcBWraEWfhGyhwNNDAUmPMV9f9a0ug9QZ8RukGrdq5dbubZRfbXjaSBIM+nNd31A504z4fIbt7VSDqqColUShRhJT3Pvj1r4scjxyakuVwfRmunE880i2+PZunFyVWqCJmF/POR3niuK6jRb6XaWltp6Grt90tqUtYhxYjAUAImRk98V1PTH8w0TULLp9LblyvWHyhxL7oSoNpQVHYqDJ2pODE+o5q80yw1u31FxXUGmaa8WWQ2FsOJSthjcopBSTKjBTxXrhcbb6I3udrs5ix0LVLpxlNtes27amizckHEcFI47LIBqzZt3tHdVbabZBdsyy0w8vulIThPsYMmPWq3X+oE6OpuztXtodvBtXtU06ER+AIKfmzmZ4B5mBfaTaXdtZakq4vm1pdaL4CSpJWCM/iAIPHYVyz8x2rplje5SY3U9WaVbpsrZaClbW5sqO0BRAkKngGQT7/pt9MdTaRbdNf8NXrts5fPShFtbtmFyrKpAyRzn0rznrW01696Ub0u1cbZ1B5xNwhSlBKV24BC44UTJT+XrND0Nql1qN9p+nOP8AnPs/OpYT5Y+UZEGCTjtmu+jxrFi3vtnLUPfJQ8H0Z0pq6tE00i9tPjXTcKQp9hnbCApW0Rk7o5OJrtNC6lsLqyXdsOueShw2yi4NoSrn37yJ968yRrIbtbh67YuGby8YcdURtNvKfwkCZyCkHA4P1rzPoTxQ1TWNHuNIW9G24dFyUpO5Tm8qATBMgIHIE/L611jKag/KX/ZFFOa+x3j51h1Br2rK0ppNxb6F5ihvZlKrgBIwrPzJk4H3ryXpDRnNN1RHVOlN3CnrcIhtslSm55C/rEfeu4u+qX9fvls3DPm2Fg87ZW6Z3jcklJkzKvw//Fdr4IdFX1pqWp9Wa1pxa0t8JRZp8xI8yCqcE/5TE/avbhk8eKpd+TlmUXO0Vlj4Pu3WhX3VOs37yry6tTcN+XKEpxuSncCDMfrXV9Nq6t6kuLfWXb+6XpjbTbDjLityErEQ6AZyQfxZmus1K2Z6guw9sdaYtwhtsNmMJKTtg4JIAERxOauundLTpfR11b2BcU61bpYClJ+bclogGCYmRWd3Cl2jg3fC7OB6VsAnqPXbrWdQF23pLq0NOqSN4bWnCR+o+1ctp2nW/T+otLQ7ev2d647dhgKIDG9XyobMmB8pEe9c/wCH/iNYadouotam09e6qLtFqllxWxx13zBG45SIUMZ59Jr27R7K2YJ15WlrabvtrlrbhveUJ4xj1zGK5ZIzcmmuD0RlFJOzUKE3LFpdNWS22ndobUUJKiuQU7iACY4J9xXS6Pp9202VPsoTaLR843QpGeY7/T3rzvU7/rdvxCQzbWif5a00i5sUIdAStZBLiH0wSmSBtICgCk5ExXqvTPUNv1L07Z68xYuNpu2Spy3UIUk/hWiTHfg4mK7R0klHdI80tQt1IovELUGelmBcP2zV2+w6lLDAUoIUspgJUO8CSfpXz4y31dedaWi7uzffLFwHF3Tx3NuDG1KRwlIK4HfGa9i8RtFvNV1KxW84pCrGPLcQSW3EKSQFKT/igAR7mtEpe0C1tbjT9IXqaU3SF3Dlskea20T8yilShwR2nkVqKSxPcrCk1NbTqWem7S/0BnTOsn03bwCyl47kKROOUkGQODW107p1zoHnsCzeuWitLdu8VAuOEIMKcMAmSYHrGeabZXdpf6k4ptLjrBbDglBIBkDaCRM4BroHbu9Y8ly2tkPILmxzeQChOPn28nv27V5Mb3cPo9GTjrsZplyW02V+8y5b/wAwb+dC/l3YnYpP+ITip6rvlOKaFqobrJPn7J+VSCmEn0/F+UVR9QdR3+sXirFw2SGrfYlnao7yQcrIMbTHf0qi6dYTqelu6q9qT9yXlLa2NkAJM/gM/wCbHMSDXR7YZOOjlslKNvs22uobKHbZy3W4LhKg60khCNowNxIymYmi0HWdUu7xzpfQ3ra1udi/NuXUJKnA3OJ7kx3k8manUNM01jp64vnkHYpsrKN4PlLjEbeATk88VSdMac/ZtuHUbBLb/kgJWtR3uNr/ALkiQIg+s+1c1umlCufL/k6NRhcmfT3hq2dG6Yt2bh0O3DpLjrkAFSuO3tXWp1EGM1wGmXSbSyt7VlR2NNpSn6AVYt6oomN1f0fTQ9rDGH0kfjM8/cySl+zs036YPemJvh61yDeqK9aenUSeFV6EzkdULxPqKMXQ/P0rlhqSuxM05GpnkmK0DpRdjjdRi7PE1zidSJPNNGpcDFUHQC7k0fxYPIrnxqHac0ab/wB4pYL8XDZEkwaIOIUYChVCm9AHNEm9g85pYL8xyKwjvVGL9wRtX+tOTqixEqB9qtgtRUQYrQRqoH4kfkaanUrdXKiKWgbWcyBUc+9Ai5ZX+F1JP1pmCJn9aAwR6GoEc/pWGYBFSBFAAQftUY57UyD60IGIqEaBHeoIzxRbRBM8VEZnFQWR3rKme8VFUdmVhJmsz6VmYiqh0RBjFZwmPWi+1Qke1SxZHBzUwTgDisgGcVg4JHFWy2R2qIxIoqjtIpyCB2xNZAzxUz61B45oCCB64qOMR+tF7EVEUbBVbu01IHfdQfpNZj61kDN2ZrJzQA/pRA0ARIGIqeO9D2Bqe08UBm725rPeKj7zUg4oCeeO1ZGOaETFER3FAYkCcCsdbASZFSkgnNE4Pl4rMiory2nfW3apCCSO9JUlO8nM05s7QSPSsGkA+ZcJwc023aHk/U1rLUdxn1zWy0uGkiajVizQetCXDtT3oPgEJP4BNWSANxxzUOhKFAnNTb4NJmg/prT6fKcaSUr/ABAiQa4nqnwQ6J6kaecudLDC3WyhTlsrylEHnjB/KvSkKStMxBphSgo21xngjPiSs2srj0z4q6q/gM6Q1S5eu9L6q1q0cVMblJcA/QV5y1/AbrvSnU1p1XonWKrp+yeDmx5uA6nhSFR2UJBHvX6EP2iN6gBS2tMZWolaQY9q5vS4kmkgs07uz4f6h1vrfo/qBd3rbCLW1Swm2YLbMpbSkQPmjA24r5+8ZOqWeqvPceumkrC1b1oIhSYgDHev1bvel9NvStu6tGnUHlKkAivOeqP4d/CfqbedW6J0txSuVpYCVfmmvkS9EgsinjdH0o+pzUNs1Z8KfwvatZI0XXrX4hDjlm2hLDZVBCVSJP3xXq+uNOazbNuWjTTKbBCHEMpTuG4RvTHrkEfQ17Da/wAHXhpplw/f9L2j+kXDjamlLYfXBB7EEwe1cc5/DR4m9K37t5091Fa6zZOmV2t8lSVpjgpcAOfsfSvi+o+g53l97ErPoaX1SDgoz4POGtLu7vqG11Vq1WynSWhcbnmCNz6gUtpSeIkwT6E1bN6Mw5d3F91Ay2px1ckpVtQ2ifb9qZ1zo/j5olqGLHpdCgx8ra0nzRt5z8gJz3rxzVNe8frO5cVe6UW2lkBbCWNqVe+4pKp+9eWXpuqydLj9npjrsEO2df4g2WkN9QNX9zqFupNiU+S20oQhK0wE8k8HE+taHWfVjCm2dMRZWzoum2mjdXH4mQkASEcgn1mvJtdR1leairWLjpt/4tadqlA7jA49PT0qkutc6zduFfzfQtSLcpCS2mTM8k+3oIFdcfo+WKt8mX6pibo7PqvULu21m0tNP15JUlgeeHf7EfLtSkmQJEcegox1GjSL5LjDq7lbyCEOoMwYgEH1Brzl/WroqcRqgullcJ3vJIUlIiIHaI+lb+laTf66CvS78NJZWdiYkkRmEn2Nd1oljglLwZWtjkm3Hs98a8R33dEZ0cWbakvsKaNyPxJJWohO6Ocq+gik34vuk+mrPWNL6bunEW5+I85DYdDcoWncNv8AmUJjMCvHA9cdHPaZqusl8Mqt1w8tyUBJVMERnnAHGfWvfOgv4lfC/W29P6QeW62VqTaNuPhKB/1GSIEn3rH9G8bUoq12zT1cZNpumcF4W6joGjaC09qpF98S62CEgyhR+VBWj+0gjKvzr3HTNW1ZLCdDQxZr0talKbdWCdu2ZSlP/Vx7fSvLn3NDs/EJ7z7xlNlevrHkIJDbbaCClagMZzkRV/qfibot3qemfy+78pdk8sXSVIlp1BgDaZMkCeByaZcbySuK7LHLGKqTPUH3L61ebQW2gy20ErRndIiBH0OatGeobTS7BxTtwEIuG/Lla8BYPykT968xvurdOVf/APoeqXQ3CnJYtiZWePmOU49K5/qLU09UG1t71vWXjYXDdwgMsqS26ojO4YlI7isRwZGqrgks2Puy/wCp9S8NenPEDQtK1/SELd1wovfNQx/9VonatREeqxjjk13HXniMnpi/tenumdNdv9TctVXFugQG0NKITJUfTn7V5drdlqOt3ts9cdPqefs5XZPrhsskxKN5SogKyCQJE4zmi6X0rrey1B+9u7FLivL2Nb79ThAzyVNj17AcZr1rDP206PP78FNqz0jo6yYf06516/fcfug4sFQkSgwFD98j1q36S1FD1/daEyy6lDRU4y4ofI5PzQPXE/lXJ6Wz1o15Fmm109u08pXmJLziiVciPlEZM/eMRW2vQ+pbh63cRqbVo60rchVs2ofmSePtXKODUJ8o1LJifR6DcNWet2Sv6e5t87PmEZBwR9wT965TR+i0dOX2p3bGpLff1BtbikKWTsAxgfp+VbdtpfUwtEsjqENN8hKLVAI98zH0+tE3ol4Lpy5e1y6WpTeydjaBHfhM1uWmyyTX2YjmhHkToer2bNubFCnfOYSELCxJBAAMHvmc03WOudJ0jTnr+/FyUNt7SGmitZPACQOcmqa18OtH89b6hdblKUsk3C8k8nmrpPSmnN2oYbZCQiSDzn71IemtPl8HSWttcI8Q0vra51XVtZ1y8s72yt1trQ0ryFeYtGYQoRMRjHrXQ+FvVB0pp7S9Ua1BFrdEqQlppRAWTIJkYGciu9tdFs2g9vtkH6jH5VZ6To1ihv4hxkEj8HtXo/8AjsddnH+syPsodT1qyv3E6LbWOolO5JdV5HltKjv+eeK7XpPQG0MfE6tcp1BQVLIUJDSedo+9LuWWglCw2AZia2tLcNsUttrG0qz969ug0mHBJt8nk1efJkjSO5t72IAIHbNbHxkZmqRKiEpjNHvVGFHmv0UWfELxvUDmFcU5OpGOZrnA4oYBIpqblY5zWgdEnUFH5icmmjUDH4q51N36nNNTeT/dW/IOjRqEcmmp1A4+audTdTkmmJu+8/ar2Do06hP91NTqGcqrnEXZ5BpqbskcwaWDok36vXvTBqB7mudTdnHzUwXZ7GqDoRfkjmPajTfmc4rnhe9yaYLwnvQHQC9MySaIXo4mqD4wgCFUYuieVTQF8L3jNNRqK0GEuqH3rnxckZGKJN137k0B0zetXKeHNw962Ua+sf8AMbSr6VyQupnOKIXZ9TQHZo161UPnQpP61st39m7CkPpE9jiuGF0eyqJN0qTn3q2DvUqSv5kER7GpxXCovnUCUOEH2NbLevX7cRcKP1z+9CUdfgiRWH61zbXU9wkDzWm1/TBNbbXU9qr/AJrDqf8ApIP+1BRc4ms9q02tW054DbdJBPZRg/rW0lbaxKHEq+hoOgj2qCB2NSfY1gHcUQoiBE9/3rIkc1mBgVgn/wCKfwCYqPaOKyR2rPtFExZBHaoiiGcTUTP1q9BOyDIx61Bgc0UEdqg57AVKKUwUIAkVkg96HMxUndzFQEpAPbFTkHFQEmOKkJUe9AHWAk9qiFCsHtQBkkdqETBionsOKnjFASOM1M/nQ+9FyZoAkkbhM0xW1QxxSRz708DFRg13EAetQEwgk8RTliaUsQmBUKjVUfnkGntH5QPStZf4ua2W8IBrNBD0qTuxSXVFTgE1CTOQagElwT2o0U22UwkA0RMEGfrUoHyDIpbhz2qABwBTnr2ordACjQZ3fetgfKg9qFMgbifWq65AW4QK2vP2H5jikQhx0RH5VlRoWGw0A0UhPNF5SUjIimpgEJAxUPiF44NYcbZu6XBp3Ng1cpIUkEelU950jpN4CLnT2XR/mbBroWzKieBWZIyJFRxJdnm+peE/R96s+bolvzyEAVzd/wCAPRTpJb0xsE+gr2dTKCqSM0ly3EkqTTZF+C2z57v/AOG/pN4qAs0gH/KDVE5/DN0ywouMae0FZIIbAP6V9MKtmwonbSl2aFmNoqPBCS5RFOS6Z8sal/DXot20lhWmtuBMkbmwqCeearbf+FLp74gOr0G3kHnyU47zX10rSW24WUJEisubZHl7UpjHpXN4IpbUuDam27Z8sHwSslXwWvT2iUp2bvJEwPethHg/bWzzaU2LcEyf6QEV9HjSG5kNiZmYpv8AJmlEFTQri9NFdHVZfs+eh4fBlcNWaEiI/DxWOdFPtrQUtAgmT8te/OaEwZPlD8qTdaCwljeWxJ9qw8BtZTwRfSNyq9SylB2RJMU1fSj9i8oNtnaQO1exI0NAeC/Lj7Ux/Q217iUSPpUeDwaWXyeT2+iLTap3JMj2rYs9CcbKlqCju4ntXoLfT4UooCCBPoK2ToaW04bGMcVl6ZI0szkebXFk6y2EIGRxWo3Y3CkFDhJUf2rvLvRodMIpbOkDdIb5FR6eoiOXk5NjT3CnaUqEYp509Z+UJMGusGlBMko7+lSjTTIPl96ysFG/eOCXo5G8bSN1GixLbIREEdq7w6QhRKikT9K0H9NTujaOfSqsVkeSjknrZxTUR9KOwsikglJAChFdM5padohGTUt6YlEHbB5rtHDRzlksBtpRGKP4dRmRVuzYQgGM96YbLvFfRjdHzn2UnkKPOawMLnjFXBsyO1Z8HxKTWiFP5KuBUeUqYzVwq1zxQG07xWkgVqfMBow64MEVvm1HpUG1irQNVLij/bTAs+uab8PHaoDCpx+tECA6s4piXSIBxUBogRFSGxHBmrXAGBwzRB5XtQBOMA1ISB3NANDxiAaIPqFK25mij6n3qgem4Mc0YeVjNaw54ogknvNKIzZD6o5ohcHma1gD7zUieaFNrzj9qIPqnmtUTzPNFkfWgNoPkd596kXCieftWruORNECQJoDaS+Zkn2ohcnvWok4nmiCjOQKA203BmjTeOIIKHFJI9DFaYNZPIogW7Ot6g3xdrxxJmt1jqm+QP6gbXHqI/audBPY1OQe9Adcz1Y2SA/bEe6VVvM69pjwA+ICT6KEVwoVPrRJWoASe/NCHorVzbvAFp9tf/SoGmH8vavOfM9JmtlnVNQZMs3byRPG4kfkZqjo7yQOfpWECuSZ6l1JH41Nuf8AUmD+lbrXVUwLi0+pSqf0pdFOiqKrGeoNNc5eKP8AqTFbbd7avCW7ltX0VVsFSJJgGjz3NDIHYVJOZArIGCYip7Uuc80Qgc80sBR6VmBxxQb4OTWE+oxQE5HbvU5NQmYyKIGgMQCSQakAcEmoJzFTxQEiJxT0GRE5FIAzJp6JNRgxUD6Up4BQpqk0tz8MxWUDQUgBVOSQURNKUPmyaakbU1WkLMbBnBwKYhMLJ9aEYMTFG2T61GVGwJigX+LBopwJoDzPFKKLWvaoAc05R+TJrWc/HIFP3SiCKjF8mo8cTFDbmHJzNY6ZURFSwAFZ5oTybbZlfcRQurkiiaMKJ9aW5+MwOO1Z8mjASPvRJV8pJ70pSu26oCjVJ0GD8+e9Eon0oTGINSSOIqUWxKwmZ9aJtCVZ/WpIlVNbSBSgC838o2maW4ySk4mRW5t3QCKJxnEjiKlcFsqlJ24piEE5ImjcahXoaxMgUaInQKkJBAigumJbAp4SVEGOKxbe5MGs7PJrcV5tQkCU/pQeQIwkelb7iQUhJqA2mBio4FUiuTagGdlMNsnaZTW35Y3yJoi0Cn0rOw0pFDc6clxW4Ig0prTUjJR3ziugUwPTmlm3A4ERTYFLyUDtnKo2gD0o02CSOBVsq3kyR+lE3bAK4rLgVSKhyzQkRsE1UvWCi8E7PeusdtwQcCtRVokmYM1YwSEm2UDlgIA25FKTYKKpIiulXap7jtQt2YKgAmtRjySUuDQasfkEipVZCI21dptgBG3EVCrf/KK9CR5yiNmO4oFWg525q9Va+ooDax2qgoVWg/w80Pwkzirw2gzilm1242zWgUirSO1QbUelXarTMgUtVscynFAUxtRyKhVt/l5q3+FnhP50JtT/AIRQFObc+lR8OZ4q3Nt/loTbkYAoCpLBPCR7Vnw8VaKtie1QbaO1AVnlHuKnyiasDbn0ofhiBxQGkGu1T5cHitz4dXIFYGSCKA1Nh9KkJzxitktHsPrUho/3CgNbYeM0WwDkmneX3zU+XMmOaA1wjMgVMU/yvaiDRIwKAQE+1TtPen+We6ajyz6UJaFAdjii2jt3pobJ7TU+WaFFgQOKkAwKYGyBisLaiQaEsADjvWBOcA/nRlCuIipCFAcc0BAB9OKLaZGMUQGB8omiAigqwAMe1EBHHai2A9uKmOMc0FEQfzqUgzRQO9FtITzigL3b3ipBEgRUGEnmpBHehScgYisBPp7VAB5rCRPpQEmZ4rBk55+tEIE+lZ3oDAVDtUkk5AqYEZFCfYfagDz2GagTOfWokg1IkGTQBp+tOSTEA0gEcUxskEGjAe0pHMiluTtM01YmlLwkg1kGpyoTT9oIkUlH462QDwaMAEQIiaxBO4YyaPHehTG7IoBiiffFQTI5moUT60JM8VACoifpRBRzkcUtUVEkT2pXgtilkkzRNmDnFQqD2qUJyDiqEPQe1AowqjEjNAtJUCr0qUUWT3nmoBkxWFJNSlGM1KY7GpNGYAOMUscgRxRgnvSikADdPpTBzIxFCCCZijSBGaUB6D6CaYrKaSgjse9MJ7GlEs1nkSZAFL2GIitpQB70spyAD96gFpSQY4qCCTTduawJ7gihRBQcY780RQAB7UxaSOKhURzQgkg7p5qRxEUaREmKwD3oLICQRxS1pjhFP2xxQqCuIqUjSZrob5OIoktgRgU0JAEDiaIJEUot10arjO4mkhn5oKfpW8UiZoVNz9qUSzULJJ4pjLHzSBgU7YTFObbEelaUTMnYotSZqC17VteXUFGa6UZNMs845oVM/lW7soS3PaiQNEsiKDycxVh5YjigLU9qoNDyCRxEUCmCcVYloxQln2qArvI7xQlkHATVh5UYihLUdhQFcWO/tQlgZMVZFkcxQFk8AUBXKt/Qc0Jt57irLyfahLI9KArfh4ORzQlgjEVZeRih8mgK4Me1QGJMwasvKxkGhLBjigK5THaINAbf2NWflGcih8n2oCvLOPw1Ba4xVh5QPasLHpFAV3lkcCiDIJkc1vFj2qAxHAoDU8oek/Wh8vMRFbvknAioLM8AigNTyo5rPLxBPFbnknj2qC1ntmgNQN+0ipLfYYrc8mBkVnljNAanl4jvWBrHvW35R71nlyICaA1fL+bii8nIOK2Q3IPap8uTx9qESNbyjM1IaAEVs+WR2mKzZPAoKNcNjkjNEUQOK2PL7GoKDAmgLH5R9qiQeKiB2NSIPBoUwVke2akQDnmpBE0BnI+lQFYqcgT+tQSCYFAECZ5qeTg1kA1gA9KAkgjM/pUgmZFZPY1gjBmgJ+9GkgE0IHesiTQDdxPGYxSnOO9MJA4BzSnSSCAKyDXEbgB61tJMjNayE/NzWwgTRgL6UBBK8CKZHtxQzmYoCD9KAmKYTjj70o8ZPegBj5c0RT3qMnipV6kUAhWVTFG0BM0KjnFMbEECqwMORQTAjcaNWBgUpWORxUXIBJ+1Tz7Vme1ZEzFKLYYxRCTyKASBnvTUgR71AmEgR2rD3BqQMY5oSqDmpyWw2zH3pxIOJ4rWQoE4NOBzM1ocBHjmgOBRFXy0vcJqUEZmeakHMkUJMVIilFJJmAc0CsCijmKFQMxSiGDiPSpSDI96kABOakClCiU4ERxQqJNHBHAoVClFAkgRUpB25GKwIyZpgA4FKAG3FQUyIFN21kAHNKJ0ClGZNOSkJTEViBTAmtRRlgbBWFBFNgHmhKa1QFFBnFQW55MU6KjbSgIKDEVBRNP257e9YRFKBr7YoSgkVsbM8VBTmBQGvsFQWpzGaftxisKMzUBrFselCUYg1slHtUeXJOKoNYt+tQWgRitry4zFRsBzQGp5OYioLRBxW2U4jmo2A9qdA1PKM1BbV2GK3C3io2TiM0BpeUZmsLMgzitzyvao8v70oGp5QAwBNR5WOK3A3mo8oTmlA1PK9BQ+V7Ctwt54qC33ioDULQJJH7VHknitwtA/X1qAyAJFAaZb7QKgteorcLWeKwt+3NAaflg4NSW+wAraLU8VnlCYoDV8uOwqQ0J4rZ8jM1gaoDV8ucVmyOefpW15XE1hboQ1thkwKwJHpWzs+1R5ecVQjX2dqnZjBitnywTQlucwYqFBJ9KyYHFZIA4rJ+gmgMBPEUQJFDJ5jvU/rQGBUpmsnjuaz2isAx2xQDBJFSDSxu4qZMx2oAgSTmKIZHpQwY96L2igCz6zWJJ7mhgYA71ISBiKAZMClurATwc0wkbeKQ8RtwalcgFvKuK2ETFazUyPWthJJzUYD4ExUE4xWEmIFQYj6UABJgiaSpSpinEgDApJmZ4miASMGf3qVEgE0AH3NGRI4owK/EaYjvnNQEAH6+lSmAYn60dMDColMGlKxMcUwkERwKDgiiBgkZEVGCZjmo7zzUiTVaAwCYmjAHagGBFGDHvUARxSlmDM0yZ5xS1AFJoDEkTup24GtdMJJEd6ckk1AEqSKFMelEZ9awCfatIERNYMYrDwcVn3/SoWySY7jFRk5NST96gc8UIGDPb6UQScTQjGRn29KMKJiKFtmfQ1CkmJJrCDMxUmDAoLYB9aIRmszBn7VCSCIBzQlhCfWpKSo5rABwe1GBJk1oEpBxTQBzQgUYH5VpAiJrIJxRAetZtk4o2AYIkVEZo4zxxUdhkYoAY5xUQPSmFM4P5ioIzTsC+KyM5H/amFPEDmoAj1q0Be0YrCnJFMj2qNpNAL2gD3qNkZAxTSjEmojEdqjArbIqAgAe9OiDPrUQKAUUz6ZqPLJp20cVm2lARsPBFYG4NOCfXmsiT60SAkoPHao2U6MzFYGxknvU7AjZxFZtgwBTynisKRMVaBr7IzWFIrY8uoKAcDvSwI2Zj9KjZHYU/y4rNlQGvs9QazZ60/Z2rNuBNEDX2etYW+8ZFbGz1NRsg4z60YEFGMVnlzg0/Z/lrCiBigEbJodh4rYCczWFsdjQCAgA/Nms8ucgCnBE9s1mwyB+1AJLZJmsCcxBp23uazaO4q0Csip9oqDWHgVkE4jE1IrOx+tYn8JNAZmcdqySDM1J4H0rB+EmgJFZHczWGp7UBk54qQTPJqBz9jWHigDB9qIETzigHI+lSrAMUAycETSXCAYninDk1rr5P3oCWx8008ADvWujkDtT01lgKRyZzUHAkcVhoT+E/+dqgBKh6x6UIEmsHei7GqAASDAAxRTgYrEgTxUnBEd4oASIyKhKipWRUf71KOT9f9qAPcY4oZEZ5qaHv+dFyDDByDRJB/WgP4hRJ4q+ANB7c1k+uKgfh/OsJPrUAU4xQHvHasPah7VLBgkGmo/KlHBEegpqOKoDzPGKng470J5+1SPxD70BBMYqEqB71iuaEc0XID4NZIJrDxWI/0qoBBQ4owSBxS0fi+9OHH3qMAyfSpnHFQefuaxZMkUBBJOKmIAxGc0B5ov7atAMAH1pqYxQJ/CaYOKJgMYipkAQag8iproCZFSDzFCcVg5/KoAprJrP7jUUYJPPNR2FT/AGj6UKeBRAnkekVmO5qBwak8feqDPtWRzis71g4FAYBmDUYowBtJioIEcUAMCBjFZtAqR/pWHg0BEAYrCCCQawf6VI7UAIEjFRHBjNGOTWDkj2NADtFZHaaMAFNCnmoCNpHao2nuDRjmoHFUAwD61BAB7mmdx9aA/hNAYUg/vUEQJqU/6VIAz7GpQAgEY5FZtou5rDiqAQmDmsKQKM8ms/uFALCR71m0d6YsD0oO4qUCNnHesgc0SeB71MCBirQFhOfrWBEUaMjPvUHmpXAA2+3FZtAyc0dSQJOKIH//2Q==" width="401px" alt="how do crypto faucets work"/></p>
<p>A Bitcoin Faucet is a web site or app that gives free Bitcoins to customers in change for finishing a task. One of the oldest Bitcoin faucets on the web is FreeBitco.io, established in 2013. This weblog traces the historical past of crypto faucets, explains their position in the crypto world, and differentiates them from crypto airdrops. If you’re thinking about gaining cryptocurrency at no cost the tap is the means in which to go. Just don’t count on to get wealthy, and even make sufficient to fill your gas tank unless the prices of cryptocurrencies improve dramatically. That said, it’s a good way to study cryptocurrencies, and is both risk-free and stress free.</p>
<h2>Full Faucet Duties And Captchas</h2>
<p>Given the bitcoin got here free of charge you might not see any concern with this, but the concept is to habituate the playing on games such that you simply end depositing your own bitcoin. The faucet funds are the proxy free of charge spins at a regular on-line casino. However, there&#8217;s nothing to cease you from signing up for various taps, and dealing your method around them, claiming coins from every website as you go. While laborious, this will provide a system for accruing a really modest quantity of cryptocurrency. Each bitcoin faucet will limit the quantity you&#8217;ll find a way to declare per account and infrequently by IP tackle too, to forestall people from creating duplicate accounts. The highest paying faucet can differ over time, as taps typically modify their reward rates.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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cZdg3tLe98lQ4xUNVqoSSUzHTeylqNRZ1ke8+Ts37xc+H009ultcTcR4JKcVz57bc3XcYOlYsqeGGvkYjL5Ts78PXbkVu2LeE2GuJL4NflohZnGrmWs8cibjcbXtfkV5vegTGpCY8tviqlqy5n+QlO2xmZnzC2MF4bw/R4/HJkyOtfkqUV1GXOpPR0EDSEzT6w5Lbb1S8jPwmw++pI7KI+ktheYV1TsbOU+ltQ3IaFraTlS449bZvTySSZ7rF5gVbFNTxVlk4DCBzDbm58fDwUmEeF2GeF+erT8wC/k+JlblFtm3Nsx1udyNAFdMvF1Pb/uba5C/UL6dv0Dlq/jDVt/2pMQ0hfgx296+xJbVfUKvqGPaxI71HcQyn/LTkzFbnO5mR9ZGQ5mTUJD+dbri1Z/C/WtuzH4x9omp3D2oTXvTbhDb6n0Gn5qpXuP2G6Xmh0xjph/h7rfUi/oD5reYuxU7XMkdrkR0+C3mv51GWwz+r0jlXHDPklYZWs7W6QwpWUx1ulUuBR5ZsrL7N9Seq8n4qxNO4xqr6pPWzO2A2AGwHl+ZuUlagwtQUtQYWoXHOWCa1JWoMmoLWoMLUIXOVhjUhag0tQUag0tQgc5WmtUBKucgtO8MEoOp3Cm1XHBPpMOoDCFB1O8StcoHNT5KD5KEZCg6lQna5QOapKFB1KhFJQdQoStcoHNUpKg6hQipUHUqErXKBzVLJQfQoQkOB5ChK1ygc1TkOB5DghIUH0KErXKq9imocD6HBBQoOk4J2uVV7FPQoOoUIROB1Dge1yruYp6HA6hwQkOB5DgkzKs5inIcDqXBBS4HUuB7XKAsU5LgWlwQkuB1LgcoXQ1NS4Fk4IROB0nAKBzFNS4HCeEFLgUTgFE5inpcCicEEnAonAKIwlN1xhWsELWA14EnZKWpwY1naIusCc/UBO7JSjeCDeEbWdowpwCf2SfU8EqcEZTgQpwCe2EpJuBtTgjqcDZuAT2wk+pwNKcDSnAybgFO2EpBuGZGZ7SEdblvOErcTayS7RYWCdH8eZ+WVTl5bZk+Tfxduwz6TP8A8jAV3EEpQIHbTH4tgNz++a37A3D+qY8nTK00ANbq5ztGtHK9rm55ADVcFGhzag5q4cN51fg8lN//AMDqqToqxJUcjlQyQmv8zav0FuFvQKXT6W3q4cNDXJy8lO23b0DVVnEjcfPHp7md3xnOZHZ0mOUVPiVPTPuyTAwddz/b8ivVGGvs4USRc2JV4ro7ug91v5Ek+o8lx3vRp+F5mrjzFyJGr1bilXskr5iK17GfmDUOoQ6g2txtxpeRxbauUXimZX7Ng5vE+MG+XDp7mfW/CPZvDvvJJ9HSr0dJcCttzluNyF5NqkpVY9nRcxpc9JzzmCemf+rcgnc2tc+Wui7hRKvQoMR9Aprh/wCGDQQ3UNvezb9RY3HLnqraZq0OZVJFH1jS8jJKTyiMl3zEtJ9ZFl2dY3cbRzgvEkPWcX4vIQnK4luyMp9JEm1yHn+iVaZxiRI1nLaU3q1J2GnwjMyPmMWhhXSF3xHHJCWpCOSmQnYhXUsvFM/QLEORqdNlm1KXJDHc2k6WNrG3+yxs3WsM4nqEXDs6GuissQyIAc12g3be97c7ai2ym1bQQ58LR6vn/VcSV/5W+kcFWNHWK6Od5NO1xf5Fz9CTIjV5iMei6PiKPUMjbmRqR5PMv9k/5DbOttuN6txtC0eSpNy9BjLyWPKtLf8AMcHjxH9Rb87rTKzwNwrUr9jCdAf1YTb0Nx6WXjN0nWlraWhaFJ5K0qTY09pCOpRX/mPTGkDRzh+sU9czi+qdRbvid6L7CMj5yufgns7B5urdNfoc6TSpnwzKsubmUneSi6jKx+cdKoGKIFdaWtbleNx/UHmF5vx9wzn8CxGxHO7SA82DwLa9HDWxttrqoC1BpagKUGjUNic5c7DUk1Bhagpag0pQhc5WWtQtQYVvClqCDUIHOUwaoBbwttQZIusT6Mqj92YJYjkS2aPxprug5FSRvIjZ061TZGRkayRmMiMj2kW8VQ6yvhuf3UhJXMOErmHsbhncBHCnBs0WUrSlgTGVexDT5FTbiVDuhqFIZZdaWpt9KmkJ5JrQlG2+11A7bEvuYdPw3wbJek/314jXjqn4WKuyqJq2FxkyUME8/FQSW9YoyInEJ5VzURdgrtqMHK12bdWXUyOSR0Xgkj22DqT22Hrvg48CTAekvg21jhF6V8b1+gUqnqqUxhNLJg0OU+EgycdVrW1Hn1rchFi8guc7DYFwFMBt8DVHCXXjjESa171kV5VN/J+JpeMiM276vPl2+VcSiowWuy+NvqoTSY7m5vC68bpMjIOpUPX3Ap4EWA+FDovrWO8T42xDSJNLxC9RW2abxc2ltoiRXyWesQo82aQot9rEQ8/cHPRJUNP2lvDGjSE46w1V3tdUJTKbnEhNpNx93dYjykaUmrZrFoLnFhs9C9//AE7qq+nRm5P9ey4YlFltcOpUWWw9kcL/AIAVI4POi9rSZgTFddrkeLUGotYbqSWCKOy9yG3km2hOzXG02ZHf4VO6xjHBd4GegzTnoxoWJsV6apdFxRWJMtjuJGnQUr73IcbbyNOJNwzUlCVdd9mwIKnL9l23LZI6kx+27HnuvHhKLmDyVbh9GMRe5o8HHB7jMfE/CArNHdkpNTLdQnU6ObpJsRmkltlciMy3dI+bjD+sbQ45yVKSSlJ8m5bhYk5+HOZhDVSdpsWSt2i2KFGWwOJUPVfA24EkDhH4QrWOcZ4irFDpUWcin0tVPJslSXEIzPrVrUGRoTnbSRp8YnC8UVJwodCEjg66W6no/wCNyJlN4szPpUuTlJyTFcSZZlEgiIjS6h1s7EXgX5xJCqEGJGdLh3vNUEWlx4cATDh7pVbIcLoDxOF0D6Dxvc2tCMPCFNxZijTLiCix5sWO8t6Y/CYYQ46hJkklrbIt52IjO4qDhR8BSoaC8DO6VcCYz98+GI+q443IZSiTGbcUlDbyVoM0PNmpaSMyJJpzEfKK5pjhVuVfEEMO/JSRsPTbGdpl/NeW0uc4fJ24+gtX9zh0CYWocSt4v03VuhxJGRtMioSoEZo3VJNRIJTjZEZ2JR2veyT6B5x4T2g/Q1odg4ekaKNLrWM3ao9JbnJTUIcniyUJQaTtH2lmNRlyugTS9al5iK2FDv6KrN0CZlYZiRLaeKo1LgdQ4IBOB1LgzLXLAOYtgh4OpcGvS4HScEmZV3QlPS4HScGuQ8HSeDsyidCU9LgWl4QicC0uBbqB0JTkuBaXBCJwZS4HZlE6Ep2uGdYImsMZ1nYDMmdkpmsMGsMQ9Z2A1nYFzJvZKVrwawRNYYNcQMyd2SlG8E6ztEXWDBuBMyXslJU4EKcEc3AlTgMykbCT6nA2pwMqcDanA26lbCTqnA0bgaW4GTcCZlM2EpbTx8aaud+UX1i1MGYw/I9Y22ha1pJMhlSrGhwthn1EKdU6ZntMBS3G++NHlV8YlRkq3mHPcbYama62FElXC7L6HTe23ovQXBTiPSsDGYlqsw5IuUhzRexbfQjTQ30tseSurEeOOLx/7QmIjtL/AMFvw1/zP6CFY1/F0yoZ4/8Ad4/xPOrrcP8A2+nr1dKg4gxJUEUvD9Hm1Opup5LMOO5JkLtzklJGr0FziyKNwXdOEiZEkVDR+7Hia5tUjjU6K2tLeYjVdCnM97X2ZbjA0PAkOTiNjVRwPRo2+vXy2W84647xKnLukMLQ3Na7QxSLO/8AqBe3mTfwVW4kjzMPzEQ5H94XHRIczX5BquZJ6zIiK59Ny5rm2tX5Ov8AZP6h6v0qcHml48mLrFLmIgzV3Vyt20zUZbC2lczPKZbDM7GV7Cmp/Bf0qQ88eHxKRH8HNrrZi7CJRkXUNkxNQhXocISzw0svofG36W6LR+GmOZfBUWYM5Dc8RcurbXu2/Ui979VSlOk6uQ+3q86VavMnNY9hHuPm39Bjpa/RJFBdiTI8lbsKoMlIivZbGpBkSjStPSRKK/Md/MVq4e4JuLJDmsrEiPHa8JTbaklnPoJVzMr7vB85DfydC+INLDaMH4XcplPl0pPGPy5xxttDSO9G2RoQs75lo2WtyT2jKUmmQ6ZTmykUh1r36alazjDEZxDXX1aUBhuNsv8AEMoFjcc9L6bKn8L41kQjTGc77HL/AJdStpdbZn/CftMW7QMbOSI6JEOQiXH8HK54aOoz3kfbccBj/gwaZNH8J2qVHDaKrT2k5npVJe4yloi3mpGUnCIi2mrJYrbTIVxTMV1CluaxqQv9ptzIZl0HsMlFv3lzjntcwP2rvaKXa38P9j/QruWBeOTYMFshippu3aKBe/8A3Aa38Re/RekqviRyoR+L8X1SPCc75c1W223FYrjz1pKqMeoYkW5DczoaZQ3m7DM79Zbd/QZBFTx/WahH4vxh3IrxVOEZehKUkfnuQ5Rxxxxa3XDzLXylGrxj6RZwnhibpcw6amtNLAXvv1tosZxa4nUfE1PbSaPdwzBxcQQNL2AB1vrqSAsLUGjUA1Bo1DoJcvO7WoNQaWoClBo1CBzlO1qwrcG1KAtwNKdR5afWDHOVhrVFJQWkMJUHS3CorRbZfaDgkycL8K7gVYVwrjttNQRRXIlDqzJuaxSnaVKZdj6xR7TU4yzFcVffrT33udpUjT5QMQcJ7FXBsPijr1EwpCrSuczfcdWUlhwt1iZfp6yLfZ1W8h8a9CnCp06cH6j1KhaKMXtUqn1WUUyUy5T48kjfJBIzlrUKymaUoI7b8pdAhUbhH6ZKHpjm6eqZi00Y3qCnVSqgqMytLpONE0pCmTTqzSSUoIk5bFkSZbiGGdTHuc623JZxtUhta3rzX0b4fE7D/Bt4F1A0CYHcdjtVhyHhuL3wieOFHLXyXVn42c20oc6eMH0izNCuN8O6OOADhPHeLqI7WaPRMGMTJkBtptxchtKdqCQ6ZIM+pRkQ+TemjhFaXOELMo8vSvihNYdoTb7UDVwmIyGSeNBuclpKSM1G23tPySG7Phdae/wQ/gKPF8f3l9zCo/Ee5cXPxUisSNbk1l/1r36xN3dEdBazne5UXebO2c7lawX154KGnPRxp/0f1bFujDA8rCtMp9cdpb8SRFjR1uyURo7qncrClJMjQ82m5nfk9RDzJ7kzodj4d0cVrhBYgbaZcxAlVKpT7uVJN06Oq8hwlHuSt9GU7/opHzjxFoa4WenPQDhmbhPRZiyPSqZUKguqSGXKbGkmuStpppSszqFGRZGWysR25N+cw5L4WenObodRoG99kdrBDVLYo/c+PTIzRnDbykTanUo1h5iSWczVdeZV75jud2x2h8OH8LiPQI7yl3ZIkS9239V9gaBo299ejTG+izSNpOgY8j4qmVd0nosUozlPgTlqWiMRa901GwpaybcumxJbKxGi5/Kvg34Ormjvhs4QwJidjJVsP4tVTZXJMiWtrWFnRfaaFERLSfOlST5xVeh7TNpB0CYnkYv0V1xFIq0qCunvOcVafS5HWtCzSaHEqT4TaDI7XK3WY2lV4Qek+uaX4mneo1iF79YjjDyag3TY7ZLcab1ba1tJSSFmSCSm5luSnoIWpeQjQM7AbtcPLVUpqowpgsiWIc0/kvYXuulzxno1vv7l1P8A+VgeE6JSqpiCrwMPUSGuXU6rKagwY6bXekOrJDbZX2XUpSS8463TFwhNKmn+bSp+lLEDVVkURt5qGpuCxGyIcNKlkZNJTe5oTvvuHPaP8d4k0a4wpuPMISY8esUdxb0N56K3IQ04pCkZsjiTSoyJZmVy2GRGW0iGSkoUSXlRD/ELrGz0Zk1M9p+HTzX2gRodkaOODxhzQro/0n07A1TpLcJbdbfhlIS8+zJbkyl6k3msxPukrPytiXlFzkKd90y0TNaQNCcLS7h0kSp2CHFuPOR+Xrqa+aUPWNO/I4lly5+ClLvSY+cml/TrpO0+1en1rSliFNYlUmOuLDyxGY6Wm1qzLsltKSuo8tztc8qegh0WDeFfpuwRoxXodw/iiIWD3o8qGqlyqTGkIUzJNan2jU4g1GlRuL2X8Yxi4VKmILhHa4Zr3P131WTi1iWitMFzDktb+2i+r+lDB2ijH+gDDmE9MtbVS8PVBNGZS8Uoo15SibSwjWGRkWZZkW3pFN8P3E9P0EcFam6FMH4XqHcquRWcOw5ylayPAjRUoXq3HFGalPONtmSCMtpJdVfkWPwRj/hX6cdKeAUaMcc4tjz8Oo4vlippcZo+821fLQglbLFz7ecSMX8LfTtj/R4rRbjfGDFbw6phmMpmZTIy31E1bIs38msNwjSk9ZmzGd7mdzuQKPMMcxzjcA3tf8/NEaty8RrmtBBIte35L65aW1tN6PaUbug9WlJHGI/9jJaiL1Pel/lNpRkjk+Ds5XfO0fOHhvUepLquGsVt8HF7RTStS5TzbUiAgpknMbl8sRRkZkkj2qHOx/dCuFey0lhvSJEShCSSn+w4O4thf4Q4fS3wnNMenOmQKPpMxRHqsSmyDlRW24EeOaHDQaTO7SEmfJM9hixTqZMykcRHWt5n/ZU6pVZWdlzCbe/kP13VeIcDhOCCTgdJ4bU1y010NTkuBaXBDS4HCcD86gcxTScC0uCElwOpcD8ygdDUwnA6lwQCcC9Z2h2ZMcxTyeC0uDXk8Fk8HZlE6Ep5OBWsEHXF0A13UHZk3s1O1gNYIOuLoCs/UHZk3slM1gTrOwRNYMa4ugNzI7JSlODCnBF1xhOuINundkpSnAg3hG14QbgLp7YSlKeCFPCMpwINwNzKRsNPm8GzcDKnB1GBtGeNNIkjV4bpeeOhWVydIVq4zR9BrMuUf6qSM9u4MdFyKzDgOfo1c1nJW8xavB60FyNM+JHe6dQkUzDVMUXdCcy3dxaz2pYZuRlrDLaZnckltMjuklWNhrgnYbiNocxbiCbU3fCUzDSUdrsMzJSlF1kaewXdg2k0/R/Q2sN4TbXCp8dxbiWdYpzlrVmWalqM1GZ9vRawx8eaztyw91lJWRyHNG26K4cAYb0V4Dw+vDeA6PEo8Jfe3tW2onXlkWU1Ouq5S19ajMxKqmH3IbfGIbnGI/hdJpLzby6yFWqr1c1fe6hy/KU2kyvY7HY/qvzDbYJ0pSI9U979cbaiTc3JS2o+Lyv2L+CrZ17vMMI+WiNvEbqtjgzUNwbDOi1NVpMilyF97XxfN3tzmtzEZ8xiCLvk4fh1iOioUtxDWt5WrUnkdZWLwTuNC/gtxtzvlHju/rJSg/8AyFZNt/ElfKO/Cqmn1CPS465EjPyPBbSm63V8yEJLapR8xEH9DmCapQ26nijEEfilQrCsyY6vDZazGo83QalGWzmJJc9yK0GsPzI/93o60L/y2bfUQdKj1T5PkfNmJHTfu5WpGSuV2Zyhjzlpp4LujeoVCRjyHQ3Y65DhKqEeK8bTSlqP4ZKE7EmZny7WuZ335jP033DrHyetH7Vi+sxBqFP1kd2n1BtC2pDZtuN5kndCisZHY9mwxFAi9m67VLFhdo3K5eU6NwbtBk+nomNYXdkL8FTLlYkpXnsd7WVuI7Hu3GXSNu3wZ9BaPhMDso8pTlSmGV7br63nPYXaQ6SicYoeIHcPyJGdHfG0p8lba1EVy5rkk1diiHVZewZV/u6LCAWc52bXbw/3VctcHjQpH723o7p/I+MceX6TUs7iUjQRobb/AP04oX70fP8AXuHeqT3vWavIhajy8ojPZbo7S22GP6zb+jZbm5+nzCLKpGxPdzNXGJ0M6If/ANtcK5/J7mMH/wBpp2CSxok0YN/lEfRZhVOptmcTQ43JvuurJsvY/QOpGXW3NZ3xtaF+MnlFv27jPdt2XuCzUZ4g91v7/YWkZwPgeO3q4+C8PtIzZsqaaygr9J8mxH1iU1h/D7f93w/TEfrNxWrK9CfpGx/rwv6sMp8fx/Tu3eYvaFRmcvkWHCUGEqDiO+fB8rN4oxQdYXKzrYZe4NG5W0pFJqFckFDpzGsX4x7ktl0qPmId5TdGtPYQlyqTHZC/GS3yEdnSfbsG9wxQm8P0pqHbvy0kqQrylnv29BbiEqq1eHR4aplQcyITyU9Kj5kpLnMcgrGLp+fmvZKa4gXsLbn9+C9wYD4H4dw1SG1jFQD4tszs5syGN7EaAkcyb67LV+8XC+/uev55ftGpqWjlsm9ZR5i8+3vb20j27iURbNl95GAtKFP4x/wuRqvKzJv6v/kdB76aH3L7sccRxfNl/Wz+RlPbm6ujbu2iETGKKVEY6JmNzYA+8D4c/wC6ykSn8IMZS8aDLiC3ICSWjs3ADdwNhcD6hVixTnDq7NKqDS2VqeQy4nnK5kWzzHvHcp0d0f8ATJ3ziPsDl3q65iDE8GS42hlCZDbbaee2cj2nzntFplsIjGZxbW6pJez5Xdm8g3AOl1onBPAWEq8+pMiQhMwYcUCG94sctjyvz/Pey5b8HtI/TJ3ziPsgc0f0w216uZLSvxc2Uy9BEVxPr2J4eH3Gm5Ed1euvl1dua2+59YcoeJqfXMzbGdDrXKU25a9ukrHtIYFtTxOyW7wzu7ProR02/wALpMTCnCaPVnYddAhCa2yatO17A6a210N1xlYw1UKL+UW1sfNl1ifF/aLmE7DNBpFYhrcXIkIkNK74lKk2sfgmV0n/AEQ7h1puQ0ttxvOhSTSpKucj3itI0pzC+IF+GtDLhtqTsutu/wBdrGNrpOIJ/ElOiy7H5ZhmoI0v4H9Oi47jHhxh7hdiaUqceD2tNmCWPY+5LD1B3IG452B1XVLwNA1azbmS8+XkqUpJlfmuRJK5DkZDTsSStiS3lW0rKrzCzmnG5DaHG3M6FpJSVdJHuHOYqoLktxqZDb76tRNuefYSjt0bj6uwU8J4xmYU26Vqr7g7E8iOX1/VbFxl4KUyaokOrYQlw18O12suc7HW1G9y3fTlda3DtDOsa1yQ4tDKOTmSormvfzlut9ZDcLwjS2m1uuSZCEI5SlKUmyS9UbiBDap8JqGwXIaTv6T5z9I0OMKzxdtFLjuct3lOdRcxef8Al1iGHiGrYjrfs9PiFkMnlyaNyfE/qbK5H4b4P4ZYE7wxDKsjTIZre/vRHbNFjsDpccgSmqPRKfVG3ZGskIQh4208pN7ERbT5O/aNgWEqf+kSPWT9kNYK/wCFvf6x/wAKR0CthiliLEVXlKtFlJeM4BpsB9As/wANeGuDq1hGVq1SkIZe9pc42PU9CtN71qfu4xI9ZP2Q1Jwz+hyP3XPaXsAjGFMNw0aqQkvKyl7RvUKbdbQ43y0K5SVdJBsxXcVUGI1828jN/FYg/v1S0zh/wj4hwIsvRoTHOZuWFzXNvsbG35ghca0wvugiG/nQvWJbUnn2mN/73of6TI9ZPsCK+021xep6v+7vIzZbeBe/1/WE++qBb4OR6pe0bRUKxXsQycvOUe40IcARuD4+oXLsO4K4f8OavUKLjZzH2LXQXPBuWOB6DcHQ+SfOgQy/xHvWL2DPcOP8Y76xewS4UpuZHRJbJeRd/C37DMv5Bb77cdtchzwUJzKyjRvvLiNsz7J2zu0vltpve1vVd4HDDhoaZ3yJGH2GTtM1jbJbNfra2u11B7ix/jHfWL2DUuL1Ti2z2khRp9BjY++Snn/hSPVL2iPR2W5kx6Zy8iHDUn9YzMzK/YX8h0Wg1Kt0WDMTlezZGgWuRvfYW5leauIOGsC45nKdQ+HzYYjxIhDy0OFm2uXOuBoLEp+JS3HT1kjkI8nnP2Ceinw2y+Az/rKUd/oMSNvMIEqtRI7q2y5a0eFl3JPoM+kac7EuJMUTLocgSPBmlh4nT8yu2QuF/DDhPS2R6+xjjsXxhnLj/pZYj6AXA3T66dDc2avJ+yrf6bjXy4jsblm5nR/45y6N4mwqrHmd7QS0q8lX8hKUnZYSSmLsQYZm+wqN3Dm12pt1B/yQq9X4NcOuKNGM9hprIbjfLEhaAEcnM0HS4IBtzWgz3Re+7mGCdsRl0gqLPEpGrbPkq5SeV9AiazxjI9o77Iz8KoS7JqDqxwuPqvnfXqBNYdqUelTotEhOLSPEHl4HcHopWsGFOCLrO0J1gt51iOyUpTgTrOwRdcBTwbnTuyUnWGG1OCOp4J1xBM6e2EpJuBBuCObm0d7oS0c/hMxw1S5ja+5MJPGqkpNyu2R2S2RluNarF02JRluEbn5feU0OBmdlXfcH3g7TNJMiPiDEkd1mjuq/JY+Y0Lm23rNRbUslY9pbVW2dJ+8cP4Hw/huHCp9LpcLVR06v4MiQ0giOxNoIsqSzWK2zZfaY5/R13Pp8h2G221H/ACdDMVtKSQhKC8RBbCIrEmxFzEO7kyI9PjrkOchCFZeYi5R3Mz6CudzMYKajRIkTKtjlZeHBh5lq65Dpcijy3JFPQhCG15VJZyOJsR7U8/MZ9ZCtFKcccW445y1qNSuSki233JIrERX6OYdXifFjdQhrj0vOiPsS844rJmuexJJvzmW8copTnxni5UpykWXf0F184fAa5rfeTIrmxHe7ry/f5LKE6xxDfjrUSU8287bz3Dm8YR23IcSoNuZFtOElLje+xkZkZHz2Mi5+cdIhOsc1bba+WokpTm2qudiLtHM42mR+Jx4es5brmsUlO/Ikj2n2mq37otwhqq732V46IsUOVjC/GJHLW03rHP20lZf1EJi8RVhz/nMn6qUpL+VxXmgqZI7l1htzP31l9XQW3aZkX7Wb0DshiI0JrYzlm4EVzoLVKOrVRz84SPnDL6g0uVMc+EkOr/acM/5hoAZlan3QfOAAAqRU1i+PxfShrG2/hVMPZdxbWyI93WRmN9/Xgmf1bRp8c6tzSQ03q150JjZVJtZJlyjuRlt5J9JWvfbuG4NPxjfR9JXL6Blr/wDDb5LDvH/EcFlDbbji3G20IWhvlKU4kjVa57LkXmLaYwW8JWltzvbjaF5FZuVtO+y2/ot9IUXfHO9t51eDlUnwjPZssf8AX0BFG3M34v3/AEQtTjji3HPDWrMrkkRX7C2EEoT9rlKue/pUdz37vYFeujxecujYfSVyL0AUn9v95O30cwS6UDL8P7CylP8AmIRv5SnCIk2K+0zPYMf10ekhlOr/AMNxpaEcpSkuFyukiM+e+zZz9IC/g5SeVz7Nxc5+wOtlSB4d0P7/ANrL5CoXbzDZ4d75iCmo8uYwn9q60jUEJUOU5EltS2/DjuE6ntSZGX1DXJgOiQHNb+IFbpSI0OVqEGPF+Fr2k+QIJXoMhXmlR5zjFPj+JlcV1KO5F6faO9gzGKjDZmR3M7UhsnE+f+Y02MML++SGjVOJRLjKNTKlblXtdJ26bFt6hw/Ds1CplXZEmtA24PhoQvorxQpM1i7BEeWo/vPe1rmgH4gCHWHmBp4qokKSRbU3DhHYrmm5DbFgPFms1fcv97XIt23zbh034M2+4+r47/aXhZtur3eB2dY7BNYmpUrlzRQc3Q3+ptsF4YpPCXGNXEXsZN7MgJOcFt7fhbe1z4BcjRFEVZp5Ed/ypr+IhdW0UvTo78PEcSJLjrZeamNJWlW9KsxfRYXRtMaFxDiNjRYD2bWP9F6S+y/LRZSSqEGK0tc17QQdCCAbgjkVzOMcNVDEDsVyGuOnUpXm1ijLfbdYj6ArCWE3KG47MmyELkKb1aUt3ypTcjPae89hc3MN3LqsCnuNRpkxDS3fg0q8bbb+ZCTvuY1t1cqUOmNp7tIJ203F+vn0XWoXDzC01ih+JGHPOMIJGe4acthdo2Ntro6yFTVqZ3QrEt9vwFuHlNPjEWwj9BEOsx9VapT46I0dvJHkJNLj3PfyOq5enb0CvyWdrjf+HtJMvCdUHH49B5A63+q81faZxqypz0LDkFhHYnM4kWu4j3cvUAE67G673AtbzoXRpLnLRyo+bxi50l2b/T0DsDFP0h11qqRHELyLN5HKT2kLg6BrWPqXDkp4TEP/AKlyR4jc/X+66x9m/F0ziHDr6dN6uliGhx5tI0H0sR5WUeozmqfDdmP+A0n0nzF6RWMiZIlyVSJDmdTqsyvYV+YdLpFecQiFH1nIUpxSk9ZZSI/+4/SOOJZ7hu3DulwpSn+3fjiX+gBIt6i64T9pfF81VcR9wjSDLAadXOaHF30BAH1Xf4GV/Zb3/UH/AApHQufBjnMBnejul/8AyD/hSOlPeOaYre5lcjPZvf8AoF6r4Pw2ROH8kyL8Jhm/lcrjWsG1DOZOSI6EH4Sk3M/RYrjr47CGI6I7XgNJJtPYRWIRe7lH+U4/zhCBMxjR47f5M4uQryUpMi85nzdlxeqD8RYnMODHhE5dvdsNep/uVruHZbhrwqbHnZKbY1zx7xMQPcQOTWgk+gulYslcXgIjl4chRJ8xbTMvPb0jkEuXMJqNVkVORxmTv8FKeZJdBBo3C3EOyYUpLqFT2ysQ3fqT5n+y8Q8XMaQ8f4ni1SXBEGwYy++VvM+ZJNuV13uG/wDg8f8Af/jMSKp/w+R/pn9QiYX/AOBx/wD3P4zEit/8Ll/6ZjiMT/zSf/f/AP2ve8r/AOkrP/gj/wDiuNSu1spbR1eGf7he3huH/IcWlxOW/jFuHTYQmN6t2H4+bWJ/W3Ef1F6R17H8GJM0N/ZfhIJ8v3qvF/2cp+VpmPIJmdM7XsBP8RFx62sPNdA8o221OI8RJq9A4nPsI0mdx3NiHKzcPTG5H5G2h1pd8vKIjT1HcxpfDWsSVPdGl5p4YXWIJ0BtfS/1XdvtRYJruI4clP0qE6MyHmDmtBcRmtZ2UXJvaxIGiZprh8fjm2W9wk+YzsY7A9xWHP0agyG5CJFQyIJHgt5iPb0nYdAewrChxGq8pVJyG2VcHZAbkbana/O39VsH2ZsH1nCtDmYlYhmEIrwWscLOAAsXEHUZttei0eJl/wB3L9v/AGjR6zqE7Es5DkxEdtzkR/4z3/y9A1GsTYt/WOr4MgxJSiS8OJvYn1JI/IryBxvn5WrY9qEzKaszBunVrQ135gqRn6gnWdoj6wwnWDaMy5NkUjWA1gj6wYz9QMydkUhTgSbgj6z+rjClhuZO7NPqc27B7W4MWHo9I0WU+q9z48eXWFOyHnEtq1r6CeWlo3FmdtiSOyU2Kyr7zMz8PKeyNntH0kwdSW8P4PolDbz/ANn02NF9RtKTP03MQRX+7lVmDB1zdFufLc8Pk+Mo+ixb+bdsAf7/AO0rp6rH0WB/X1c/9bgZnOR+p4PK5+cy6NxegQKzb+FBp+Mb8D0pB/XJse65bD6Np7th7OoaHEOJG6O5xOH32Qu6lKcVfIR3sZ7T2nvtfYOOrGMKg3D1dQmcjWaxKW8ra1mRbUkotlufbz9u2RsFzk0vs39/v8l21XxNT6fnbbySJGXLq0+Ak9vhKuK8rGJI7bi3Kg5nl5sydXa5fq2tsIrFbaVtu+45SZXKhM7224uOh3kpZZ8bbuM957fTYbrDOj+uVyoJkVinrhU9bmseUpsmjWV75UNkRZSPdsIiIt3MQtNY2H8SZ70RyvrQWlxvDbtQmN6pc2Oakp/1DUaC7cmQ/OO6Gtw5Dbh0eO3HyZFp1nJ3bSLYXYREXmGyGAjnNEc5Z2EMsNrUAAARp6AiRIbjx1yHOQhCcygmRKjw29ZIcQ0jylfy6RQPCW4RVL0Z4f4vDySKxN5MGDrLLUV7Kfc2HlbSV7bNqrF05ZGMzJjjlWybmN1jHkuqSHEI744pOZW/KRISRdOz6h1Raz4xbq9qlKUo1mrnO5n1DwP+NFib5EY+fv8A7BMY4YOO6fIXIp1EpsdC0ozR7GbCsqSTc0kRHfZczIyO5ntGRfFh5fdKxfYOLs1teq915v8AD5f0W+jefWfUM5XNXrOXkzEnNt5Jncy2luPYfoHjVvh4YrbjpbkaP6Kt3xlJlOoJXYkyMyLziM9w68b/APL4IoSP2pEhZeglkRmIe3apfZ4mVe0y3gy/5fIHh2Rw6NLDnwGGsINf6kWUo/okEIS+HFpj/wAOlYTR+zAkfzfMJ27U8Sjj0Xu894PT9I8Cu8NjTW5uLDrX7NOV/ucMRHuGdp0c+Dq9IZ/06W3/ALrhPaWp3sTuqoXN1DKVBrN2BRKGHWXsuvwZjdzDbnE5hLdp61ZsqfDaPpT0l0l5+m9q02t0qsN6ynVBqR42VKuWXak9pecef+Ue2+zpASiP+t41Ws4QlKs/tmHI/mRqD5jr9V3DAHHKtYKlmyEdgmIA2BJDm+AdY6eBB8F6NIhrKziejUNtfHJaNaj/AAW1Ebiujk827ediFHHPmONZHJkhaPJU4dvRcIQeY8pERdYw8rw9htiZpiNcdALfnc/ot+q32oZqNLuZTZEQ3/xOfmA+gAv6/RdTIxI5iDFlPmONoaaRIaS2nnSjOW8+cxbeub+MR6xDz8kyI9pX6gslEZjN1jCECqNhQ4b8gYLAWv8A1XPsC8b53CESbmJmB28SYcHucXZdQLbBp+nJd/pPW2cin6tzxXD+lI3GBsTt1Sn8SmOflUVJJzKVtdRuJW3n5j83SKqStNjK1jCkLIt5XE8bCsCYpbKdEd7zNnW8en+VRkeM1Rp2L4+KJeDZsawdCzaEBoA1tuCLg28FeFUiQ6rDdp8hxGV1PhZiuk+Yy6yMVBPhu0uY9T5HhMqy8ncrnIy6jKx+cQDUZbbHYZJXWLWHaDEoLTDEXOx3K1rHruViuJ3EmX4juhTDpIQYzNMwfe7f4SMo2OoN9NVs6WtR1OJfdrm/4iFy61v4xPrCjEmZlYKJW2wZiPDLcQuY50XLlvyvvbxCn4W8XInDSDMQWSwjdqWn4stst/A3vdd3pHWRnTy1nxv+0caSukMqUnxb9YySrmeXcM5RKe2kyTJJrr5b67bkn+q0bHuKXY2r0auOhdn2uX3b3tlaG72G9r7KxdHyv7He/wCoP+FI6V5xvVr74jwT+oUvcyOx7wsnblzegarUMDMqM+6d7a1ze2X/ACuw4Z+0LHw1h2FQBIh4YwtzZyL3vrbKevVSc3aFZuoR83UMpUOhtIaAF5piExHFx5qUSgrN1CMSgrP2h+ZQOYrKwmr/ANPxP/c/jUJFdV/Y8r/TMVgTl99hnWGOenAjHVPvDtvx57ZfG9r3XpeH9oiNDwqMM+wiwgdjmzn+HJmtl+tr/VS0r2XM94fYlOxnEPMu5Ft8pKv65hAJdiLrC9YVt1x0R7WxmZH6tXmuBGiykVsxAcWuabgjQgjYg9Qu+pWJ4cxtDclxLEjxs2xCusjP6vrG6K19hCqM52vzB1qXIj7Y8haP2VGX1DmtS4ayk1E7STilngRcfTUH9V6mwr9qSrUyVbLVmVEwW6Zw7K4/9wsQT5WVoLcabbW464hCEeEpWwk+cc/V8VMMZmKf3134zxC7Ok/oHHLkOOFrHHFrX5SlXCSdK1jIz84mpHDqTkYzY80/tLcrWH11N/0VDGf2m61XpN0lR5cSzXaF2bM+3gbADzsSOqkm9rO+OeGMazrEbP8A1cGs7R0oOAFgvL0S8Rxc7cqRrAZuoR9Z2g1naDOmZE9mIY1hhjMQNYFzJ2RPqcCdYGM/UMawNzJezVj6D9D9Y0749RgOj1RqnrVBkTnpTjJu5Gm0luQRlmM1KQm1y8K/NYe/MsynyO49cj8Xmo5Kfi5BF4zZ8/WneXQPL/ueiZDeljEdYj8ji+G3I6Vc6TclR1XLzNqLzj3rUVU+uR1w8QUtqahf+JlIl3LcZlaxmXTYj6xQixnNieCycGXa6H4qsAiZIjw465EhxHISasubl2Ir3t0c3aOsl6P6X+Z8SS4iPFblM61Cew9qj9YcxX9HOJJEdbbeJIjrSOVq24qm89tu26jPzdglZFhu/Eony8ZvwqsXpzkzXOSM+dalvN5VbEuGab5iMjuRJSZW2cwrHGuOnMJ0+q1yRHZdQuOcNtlxtK7ks0mkkGZHlUZkR5i2kVxdMjAciRHej92MiFpPL3kzymorXtm37vQPPOnXCMONgOpuSJDqJFKkNuJy2yKc1hNGRlbaVnFeewyHatynKqggW+Lmq0wrwjdJmD6pIqFPkU2QiQrlRZUNKm09SVJMnElbmz9txaVN4ccjkN1jRu0tfjORaoaNvUhTR2L94eWDUEKUMe5yutu1ewGuHZS4/wDd8CVVH7NUQX1IDUn3QCY3/c8Bzl/61ct9TJjyEaghShG4qRrnL1VM4f2NHP7nguI1/qVR1z+FKRzdQ4c2miZm4vHoURP6rMhxfpU8ZH6B53zEMZ+sRuKfmcrXrHCm051dxesxwqKhfixYcdvL2LyGv/uFY1OqVCsVB2qVioSps2QrM9IlPKddWe66lqMzVs+oQjUEGoR5k4BLNQQagnN2hBqCOcnNalqUEGoJUoJEeZSNasmoJVuGM3YEmoMc5Psg1BKlBKlDGYgzMnhqijJKCCUFCudldY27gCrSoujGj1Cjwqg5NmoVIZQ4pKVIy3URGdrp3Cb+CXD/AMoVD1kfZHRYU24YpR8/E2v4SGhxtiXE9HqTMWhwNcwtgnFq4upfKzqK10n0EQ5Cyq1ecn3ysvGtqd7AaHyXuuPgzAmH8Ny9YqNPzhzWXyhxcS4DW1x9U3+Cagfp9Q9ZH2BWtRYRCny4bbisjDzjaVK3qJKjIr9ewdYvSDj1tpbjlLShCE5lKVFWRJIt5md9hDi5UpyZIdmOeG64bisu66jufm2jecPwqnCe99QihzdLWN/6BedOKM5g+dgy8HDMm6BEBObM0tuLC25PNdTgjCTeJXZDsxx1mPHSSczdrqWfNcyMrERfSQ6l7RVSNWs48+Xrcp6vMpJpvbZciTtK43+EaKVDoceGbeR5adY9/qK337NhfujYxJsSZrSjuJVqHlx3MvM4m1y7do0iq4pqD5x8SUeRDabDp5/VeicGcG8My1AlpetQGumorCTckOudbDX8IIBt0uqEdbXHcVHfbyLaUaVJ8lRHYyG/wXh+HiSoPQ5jjqENM6xOrte+Yi5yPpEvSZR+59Y4+38FUE5uxwrEovPsPtMxI0Vf8Ylf9L/vSN+nKs6PQjPS7rOtfyPP0XmmgYKh07iLDw3U2Z2CIWkH8TbEtP1FitpV9HdIp9LlzW5kta47K3EpUpNrkV9tkjhacyiZPjw3CXkdeQ2rLvsZkWwXFii/vbqd/wBFc/hMU9Q1f2xT/wDqmv4iGOwlVpudp8aLMPu5p09FtfGzCFFw9iaQkqZLiHDe0FwF9fftzPRWN+DSifpk71kfZFfVOO3T6pLht51ojyHGUqVvUSVGkr9ewXhzbhXOHKW3UMeVV+Q3nahSn3OpS9Yok3+k/wB0hi8NYkmbTMxOvLgxt7fX+q3fixwoo4fS6dQZdsKJMRMpIvta5J12AuUUHR7JmoRMq7i4iV8pLKU98t138Hm6fMOhLR/h/Jqz4wpflazb9BW+gb+bMj06G9NkfBR2zcV07OYusVy7pMrLkjWRo8VCPFbUk1+k7lf6BTlZ3EWJYj40o/KxvQ2Hl1P1WarOH+F/CiXgSVYl+1jPG5bncRsXG5sBfpbwWxq+jt1pvWUeSt7J/gvWzq37lFsM92yxdo12EsNw665ObqDkhlcXInKmxHc81yMjI/JGwn6S23KWgoEdbVQdulWbahr9YvKPoL09atGTzkhyquOuZ1r1SlKVvUZ57mYzZnq7JUWYiTzrPbbKdM3xAHbS3Q7rRIVB4dV3H1Ok8Pw88KKHmI3Xs/gLm2ubhwIuRsNAtj+Dukfpk71k/ZGfwe0f9Mm+sn7I3dZcqjdPeXR4yXZWzVpVaytpX3mXNfnHO8e0k/I8T5xv7Y1uRq9anYfa+2tbys5wB9LbLq2IsG4Cw9MCWdQ4sXQG8KG97dSdLg76ajoUzIwXS26rEp/GJeSQ24pXKTfk5bW5PWJ34PqR+kTfWT9kc3PxViGHWEO1CPHRLiJNvV5blZZEe3Krbstzja4extVKnV41PkIiJQ9nzZUqvsSZ7Lq6hsU/DxKyUZMw4wytbckEa6k3GmullzHD85wqmaxFpc1T3CJFjhjGuYQW3DW5Xa6Wde4OoWw94NIP/mJfrJ+yM+8Okb9fL9ZP2R0itlrCuvwiVj9HhfNq+0MHRp/ElcL/AGaN8Nr3sN/p4Lf8eYf4W8P2wRVpAAxc2XKCfhte+viEUzDUmqzJDcdzVR47im1OK27txEXOe7o3jp2cE0hv4Q5Dt/Kct6LEQmYZcbcoceQ3/jJNxWXyzUZq+m4ZxC3iTkuUN1pJITyk5U5zPqzFa3oD6jiSqz1RMkyMILWkjU2GnMm19fRV8M8LcIYdwzDrseQdOxIjQ+zW53WfqA1hIFmg+aiv4GpjhLOPIkMq8XlEZF5jK5+kc2zQJEmqPUuG4l1MdWVx7xC7eu+y3V5xs14kxZR21d1KXnRl+Ey2yme4zUm6fMNHSMS1CjuKNtxDqFqzOJc23M7XO++42uijEDJaM4RmxXWGTUEX5m4F9BsDouQY6icNI1TkWCSiSrcxMcZHMcGgaNyk2sTuW3IAXXxsE0tv+8OOuqy8rlWK/URbS9IJWCKYv+7uOtL8XlZy9B7fpGnnY9mSdU3S4+qWu2bMnOaln4qS5y81zHaxFyOLsnNbSl7VlrEp3EdtpDUanO4ko4ZMTUxZzr+7cX08LWsu1YToPCzGxjUyj08PhwwLxMpAN+QeTmv52VZVCDJpkxcGQdlJ8ZPgqLpLqEXPYtlr843WOpMd2sJQ3lUplkkuK67mdvMR/SOduVrjr1FnY07IQpiM2z3AE/vx3XibHdEkqBiKbp1Ofmgw3loO+3K/MjY+Sd1hg1hiPn6gZ+oZfOtRyJ/N1AzdQYz9Qxm6gmdLkT2fqBn6hGzEM6zsCdon5F6W4E2JpmH9IFQ4vH1sSXTzbmcq1iJaTRYz2XzXsXPt6DHv+n1an1RvWU+Qh3J4Te5aOpST2pPtHz20UU/3j4fa8SoTVFIldKTtyEfukfpNQuCk6VpEfI3Mb1uTwXNziP2VFtIY6LFzuWShwskNetA1Le4vHdkOeI2avQQomBpSxQ3Cakx6ouRHdTmbU5ZZ7DMjIzUR7SMrB+TpIxpWG+JtzGmmvCcUplG4tu07FYhn24ZnnQxHaAWHW9xstRdjmkQ3mFGeWvBIIIOhGltAQupLcPLnCXqDfvHrbms5E2oNpb/W78Sy+hFxac7HV21tyMSSHfFyx2UNF5lWuPLfCXqMyTVKVxaQ6imOx1pbj5jNCX0K5Su00rR6DGO9phszQ26n8lsTYTo0NsUaDfXQ+m4+qplSgk1BpTgQpQgzqTIncxlzhJqDWbqCVKEbnJQxOmoIU4EZjCcxBmZSZUvN2jBqDalBBqDHOT8qdNQQag2pQxm6g3MntalZuwJNQSpQQagzMntasmoYzEE5+sYzdQbmUmVZCTUMGoN5uoMzJ2VMpUF5jDBKCs3UK5dorTB7wXojCf8A9LUr/o2v4SEuZWaRT1kzUKlFjrWm6SedSg1FcyvYz6SP0CHhL/6XpX/RtfwkK50wWPEUNKlWIoKT/wD9HBxmQpbarVYkCIbauP5r6E4lxo/BeCZapy7WxHBsMZTtq0dF3WIcSYekUCpMMVunqUuE+lKUyEGajNtRERER7TMxW2jyi92MQMuON/k8L8oc6LkfIL1rbOgjHJkrZa2wXVozofcfD6Jjjf5RULPK6cniF2WO/wC8Y2+dlm4WpcVsF5c5+gv+f5fmuE4erMfjPjGUj1CCyFClgXOtsQDcA36mwt0uusXrNWrV8hfiq37eznHP4VwtJw05L1tY46mWonFJUzksvbdV8x3vf6CGux7jiRheTFh09uO7IdSbjmuSo0pTeybWMtpmSvQOYRpcxBfvkKm5PG5DhbO3PsGrU+hVaYknGAB2cTra5sfHULs+KOJmCaXX4cOoueZiWuGlubKM4F9iGnTQ3Bsu7xtRe7mH32Gm88hrvzP7ab7POm5eccRomd/tyU35UM/oWn2/QLQiSmpkZqZHcztPNk42rpJRXIVNW0yMB447oQ2/ydatc2ncSm13JaNm6x5iLsIxew7FizMlMUd41IJb58x+i1vinKyVIxDSsdwSDDa5rYhGvun4XaeBI9FZ2I2XZOH6hHjozrXFcSlKd5nlPYXWKaw2w5Ir9PQ2jOvjTauT0EojM+wiIz8wuaj12l1yPxylyUuo8ZO5aOpSeYSWoMOPIXIjw2kOu+E4lsiWrtMi2ilSq5GoUCPJRIWrvpY2tqtjxrw9k+JVRkK9JzjRDh2vb3g5ubNob6Hcf7J7msRjhcEzG/fZiCP48h5x5PYl1V/4yG0xfjOHQIy40dxDtQWnK22lRHqv1l9BF0c/pMqqpdWfo9QZqkZzvrSs37Rc5H1GVyGTw5QZicp8wX6ZwA2/Oxv6XstT4q8SqXQ8T0qHAd2hlnF0S2uUOGW3nYk25aK58UU9yqYfmwo/wqm8yU+UaTJRF57W84pVWtbcW2tvItKsqkq3pMt5H1i56BimlYgjo4m+hEjL3yOpRaxPTs8YushsVwYTj6JDkOOt5HguKbI1p7DtcVqJXo+GM8nMwjvfob7ehsstxD4bU7jA6XrlLnmts3Lf4gW3JGxBBBJuCqVeotUj09qqSIakR3vBUr6DMuYj5r7x2Oivb3S/9r/eOsr9Yo1Lhr7ruNLQtJ/k+w1u9RJ5/qHKaL3G3JFYcjt6ppamlJbzXyEZrsm577FsuM5O1uZrVDmHxoWUaWPI+8NPMc+S0Cg8P6Vw/wCItLgyM4IpcH5mndpEN2ptoAeQOo8V2VYqkejU92oSG3VtM2zJbsZ7TIucy6Rzn4TqH+hVD5tH2x1jrLUhvVvtodR5KkkZegwx3LpXyXE+ZT7BoshFp8OFlnILnOvuDbReiMSyuJpyaEShz8KDDsNHNDje5ub3GlraeCqPEVUj1isSKhHbWhp7JlS5Yj2JSnbYz5yE3BSr4ngqv8Z/8ahuNJsWFDbp/F47TWdTmbVtkWbwegaLAyv/AFRC/wDc/wDjUOuwZpk7h1z4LbDI4AE30aCP6LxHOUeYoXFGDLzsYRIvtEN7ngWBL3NcbDW26txfwYo5KheKuYUOlQ1zhtdvtFx/D/VdW+1Y5kXuzIQf+b/+F1OHMTVSjsO6qGuXBQrM4nbZBnu5RFyb9fQOsiaQcPyP7w49H/1G7+jLcJwH3LboaY8OY07IVdyQlKtpGeyxpPaREREXRsMbpyh0ZxZuOUuKpa/CVqU3V27Bi69O0uPPRWzMs4FptmabE+JBFvr0W38NqBi+m4elItIqkJ8NzQeziDM1t9bNc05tBpa9gbqU041IaQ424hbS05kqTtIyMVljKmx6VWNXDbytOtk9l5kmZmRkXQWy/nFjyZdPo8PWSHGmI7ScqeYkkRbCSRfUQqvE9cOu1RUxrkNJSTbfTkK57eu5mfnFjAEKaE++LCuINje+x6fVYz7SU/SHYegys05jp3M0gN3At7x6hp213NlscHz4UOordXTpUqRl7ymO2SzRfYozuZW5iv1mN7iLGUiPH4vHp82LIX40hsiK3OabGdz3BrRtIh8Tlx+TxvWZldKm7ESe0iPN2X6xOx/IhN0TVyMmvW4ji6ee5GWYy6st9vX1i3UY8vN4mbCmIBdqBqT622tzKwmFpKoUbhRFn6bUGQrte+waL3uQW5r5s5tYHkdAFXS3Dcc1jjmda+UpSt4LmGMxAzEOrggCwXjh5MRxc46p/N2BObqDOfrBn6wudNyJ3P1DGbtDObqBm6gmdOyp3MY6fR/RW6pXEzJDeaJBs8roWvxE+kr/ALvWOTSrWd7b8NfgizsPMt0OltQ/H+EeV5Sz3+YtheYRPepWQ/eVhpqQfbqDjjmrbbWte3kp2nYtp7C6hxaqg425q3PDR4QsnQfhWRizEiKo42tdPpSiUr/NftdCOwvCPqIiPwhFDYIhs45R1OwHMnoANSmz062nwHR3XJHIakk6AAcyTYW8VbtPpTlIwnS6dI/vGQ3HOpa7qUXmzEXmEbFjzlNwBUJbHJW6pCVK/UU6lJl2WuX7wsdzRZjPEBplx4GRjL3vNcr85ntKx+Yz3DWVjAFTZocigYiiKSiQ240pSEnySVtzJzEVzIzvfqG0y/ELCM/L9xSFShujWygBw1NraHYk+BK4dMYOxTJzja/UJF4hmIIj/dvlGa5uNwB4geK81d1v8wcZpbZKsYUXIRynae8iQn9g+SrzWVf90bOvPVSl1iRR644tcunq4qrMoz5CNiMt/Fy2MuoyGrmSG6hDkU+R8FIbWyrsURkf1jUHNdCd72677CiQ48Jr4Zu12x81RilAzdow8lyO4uO54bSjbV2kdj+kN5+sTZlFlThqDefrCDUMZuwJdLlSzUE5gjN1ANQY5ydZGbqBm6g2pQxmINzJ4alZjCTUEjGbqDcykyrIxm6gjMQwpQZmTrJRqDZqAahgNzJ+VAxm7Rg1BClAT8qZGc3YEBQq3UycJxz4xYVn6gyAOa0A3AT3RYrhlc4280/mIOaxz41frCMSgu/UFIB3TGPfC+E2TubtGUqDWfrGcxB4NtlE+7jclPk458YFG4GMxhWcODQNQE58WK4ZXONvNSY7zjK0ux3FsrR4KkqsZdhkJZ16uOI1btYnLR5KpC7ei41lzLcYVnNO8rhjoUJ3vObdTwKjOSzDCgxXBp5AkJ0GfrDSVDOYhYFhsqDiXG7jqpCV3IxPTiCuavV92J2TyeML+q41eawVu5xFEhQopu9t1Zl56akwRAiOaD0JH6J5TzjjmsccUtavCUraZhROWEa9gsl33ifS1raKq6LFz9oSb9U/rHPjAonnPjF+sI5KIxnN2gyN6I9pmP4z6lP6xwZS4Gc3UFZuwTNsBZRF7i7MTqnkvOfGLCsxiPm7BnMFFm7BJEiRI3xklSSWZntE1FcrDfwdYnJ//sK9o1ZKCtYZc4jiQoUX4m3U0tPzcmLS8VzfIkfopL8qRIc1kiQt1flOKMz9JhJrvzBq9wEsi5hIwMh+6wKtFiRJh2eKS4+KfbecQ6l1Dq0LT4KkqsZBb0qQ+7rX3VvK8pSrn6TETNfeDNbcDKzNnsndtF7Lsc5y9OSfzdgM3YGsxgzGH5lWyp3WGE5uoNZiBmIGZGVO5uoJzdoaz9YyV18hAMyflW8w7H1kzjjngNeD+sv/AMewdUmcOYjOcXjojt+J/wBx85ifAep7nGO6lQkR8kdxyPqY5O618rattV1JyJPbdfKtbwTERcpg1bk6hq++eQPpXwYNF1Ow3gSmKmR0rdQwhxzMm5KkuES1qO+/LmIi7P1SHzAo6eOTO+eAhOZX8i9P8x9e9Clch4gwBTahAcQpuQ029dPQ4glF9Zl5jHD+PNWnKdhtsKVcQIjw1xHSxOXyJAK2jCUnBj1DtYupY0keBJAuPEAkfVRqrirGEuuP0ekUqTGlNQyUqPr2FGStYhWszbjI0mact/G6hv6ZWKTjejSm5MNxoo7hsvMvJLM2vmNJlz9fUY4qZWsOVLHU+e7iKTDhKhJQmVEWtCjUWQjRsIz5lHu5iEzRutzW1JiLrXaYl0nIzy2ySp0zMyMzO207EV+jquPKMeAIcuI0NvZuaGnYjU7i/Py3C7tNSDDKFxZlIDTsdzuLnfy5Lx7wwcCuYYr9PxLHayNS1LgvKy2Ja0Eam1F0mac/qpLmFB06RT5EjV1SoOxGtS6pLjcfWnrCQo20ZcybEpRJSar8klGdjtY/V3D4xFGPD0CmOSczqqqgo7ea+QkMqzqSR7izbDtzn1jxIVQHvLBc/M1XDslNzhJiPhi5O5IuLnxIAN+d7rzbPSsKSn5iWlxaGxxsBsLgOIHQAkgDlZaHFbOrrDrniSLPec9h/wDcR+kabN1DfYnVxiO1I8hRp8x7frL6RzhLsNpzKqWp3N1Bs1BGfrGM3UG5kuVLzEDMQRm6gk1BLp9kvP1hJqCFKCA3MnZU5mIYzdgQE5jDcydlSzUE5u0JGMxBt06yVmMJzEMKUG8xBMyfZOKUGzUMZuwYEeZLlUfP1hwlBrN1DIhzKwnc3aFZuoNEoKzGHJuVLzdQyEhQW6bZZzdgUG83UMh+ZNypzN1BSVBrN2DKdwdmTcqeJRdIzmMMhYdmTS1OZu0ZSoIAFum2TmbqCs3YGsxjObtBdNyp3MQXm6gzm6gZuoSZk3Kns3UM5+sNZuwZzEHXSWT2YgZiCM3UDN1BcyblTuYxnN2hoAdmTcqdz9QVm6g1mIGYgZklk/m7AZuwMZiCsxgzJLJ3N2AzdgazGDMYdmSZU9mIGYgzmMGYwmZGVPZiGM3YGrmE5iC5kZU/m7BIhKbbc1jmfL+rvtz267CAa78wdS8G5koatq7Kb1i+L5tVmPLm32vsvbnsMca6hq9YHoytY4hvxPG7A1Oyrr6Q5xOP3zkLd5SuY+ovR9Y9fcCfTlX6fPXo37kVCpNNNuTI6o8db5MsZiNxDhJIzQklLuldrEazI95DxfJq0yZI4xMkLkOrSSVOOKMzskiSkrnzEkiLsIh1WjHSdjzRviju5o3qDseqyI7kVTbcVMnjDR2UpBtqSrNY2yVciuWXouMRWqLI4hk30+oszQ379R0IPIjkrcCamJKJ20qbPb6eRHMHn6r6vzKxg7FGaa/IdZNTGoypSfg6wl70pMjO6S8w0ukLTVg7AtGdqc6rx4LKOTxiRsymfMhHhKV1W9O4fPjF+nTEktmj6W8D4mOlVSpIcg4ogMIQ5DRUUERollHeJbRJksnmuSTs6y/tvtPb4Z0r4c0N1CFibHmFE6SNIVTbOdKbqs3Ixh5h0szTCEqbcLjSiUS3CylqiNLZWPOOTSfAahwJpsWYmHxIbdmGwHkXDU+NgPNbHM47q8WXEGHDa13W5PnZpsB4XLvELgNPulGo6TMbrqzjn9nRSUxTW0quRN5jzLvzqXYjP90ttrnW3GesbHHuI/fTiCp4oKnxKf3TqD8zicNORiOTqzXq2y5klci8w5njA7TDhw4DGwoQs1tgANgBoAByAGgWrNaRqd9zfUknUknmSdT4rYS3OMR3W/1fpLaQ0WbqE3jA1znwqhJmRlWcxDGbsCABuZOyrObqGAnMYwG3TrJWbtGMxhJqCM3UEzJcqcGDUGsxAzEG5k6yUagnMQSANzJ1lnN2DAxm6gGoIn5UZuoGbqCMxhJqDE7KmxlO8YAGJyUDP1jCd4yBCVmIKzGGwpO4PQl5u0KJQbCw9MSgDCRkCalZiCs3UGwsOTEvP1jOYg2FgQlACS5goPTFlO8KCU7woLZNQM5uoYGcvWHISs3YDN2Ay9gMvYHJiM3YM5iAncMgQlZuoGbqBl6wZesCYgjvsItozc72VsASDts5heegLglY802aqsOZ6Ph9fKblKZ1j8sknZWobuV07y1ijJJHuzWMix1VrMlQ5czM88MaOZ/QcyfALISNPj1GJ2Us25/TxJ2A81RmYztbeDMfhD6d4W9zo0Lx4DTdcp02oSEclTkyqSCcv+sUZbSC7CuIOJeAHoPgVmltQKVNQtUhLnEY9SfWiURH4DpPGtRNme80qSew9u8c0HGvDUSaMmzPmuRewy6eN9vFbMzBM3EZmEVm17e9e255cl4c0VcHvSZpg/LMMUdMelaw21VaoKNqLcjsaUGRGp0yO5WQkyIysZkPTWHfc05EiPrK5jSrSHV8r8jp7cZCeojeWo1dti7B7uwfg2h4Vp8eHAp7SVRG0R0pbbShEdBJKzaEFsQkkmWwv/Adxrib3rUVUpkkrlPKyMIVuNR7TM+oiufoLnHGcQcbcQz88ZalNENl7AWBPmSfW4sLLaqZhmmMc2CyH2z3c3XA+gBFh53K+fWMfc363T463sMY2kIWlJ5WKpT7tqPmzPsqPIX7h7x5a0jaKceaJ6oil44w+7C1yj4vKb75GlWv8G6nYo7FfKdlERlciuPt5RavGrtMYqcNfJfTcv1D3Gk+sjIy8wrjTLo5wVjikLwnW6JHnd2LpehpTsWgiMydK21taVbSWVjIyM77BfwlxqrbJz2WrtERvPZrhbe2wNuh3UU/hinTWaHDYYMTwuW3/ANQ1IHiDovi0t1DfwjqEftbA4+2uO2hyQ2tpDvwanEmRL7L7x9idF3Ba0VaK6YhdKocOO60zmemZSXIWRXMzXJWRrMt52I0pK+wiIWCrCeCKo2mGg2pCZTd0pTL1msb28okqUZKK5dBjbZ37QMhBjuZLyjnMbzLg38rH9ViYWB4WS8SY1/0tuPUkfovhmazPaZCY3HksQ+6jkZ5MV1zUpkKbMmlOeQSzKxn1XuPpdwgOAho/xfT5FYwhDZw/WE3cTIhxybaWdjPv7CeSojO5m4gkuFvPMRWPitEeK+E9ow0ZR9GmOeDKrG+FqUl+Gy/BqcRS1xMyroOLy+MlczIjyoNRWuRncz6rgvHVKxrCLpNxDwLlp3HjpuPHktYrlDmKM0RNHMJsCDb6a7Hw58rrypwctFFO04aTmMC1TELtKiqiPTHFx8mvkZDQlLLRrI0pWpSyVcyVZKFnYx9LdHmgTQXoAXCco1Ljx6q0ybPdp5TjlQUtRJzmbifBSotppIiTu2WMiHz6m400W6MNO+H9LejSgV2ht0epZ6zgytxTjzaabiFId4vdRpU0ptxZpbUolIVYrElRZPonhyu6K9JeG0Y4w/ixmoUqW4crWKkEkmlESc6F5iJSDIkpJaFeCSS2FYcz4wzdal5uXZLPiNlyCCWX+MnmRqLCxH1W0YOlqfFgvdM/Hfawva3K/XW/LbwXivhz6Ffe5pEo2O8AMFKp+kCUUdMaO2lCXqvmypNKSMkXezcxEWZKzPwzFqVrQJo3wRoVq+ifDmH6DjrTDWopJkPKcYfqjcx00qXJJTis0OO1mzktWUjsi5qW5ym+Enp9wnizSRo0p2j+PHxEWHJz9WpKWVIcgzqihqRHYQTyVZW0x30tOu5spJZMnCO1hZ/BRh4QrGHK7VMOViXX5D9UcXijF7zaWl4jqBESlrjmRkaYiFKW23sQRJbOxWPOrbqDimPh3BjKriNrs7RsfjNyQy/+oi1yeW61+qUkT9X9mp9g3c9B126dBuT4aeF9KfBJ036LsPorlapFNq0RdkvdxJapjsUzPZrGsiVWvszJJSS5zK5Ch9aVjI+fk36y3j7dQMZULVtIRhhaac7KbY16WE6pKVpLwjMtqiWZkq1y2HYzuPM/Dp4M+E8SYDqelvCdLjwq7QmVzpjjKbFNiILM5rLeEpKCNSVb+SSdx7NaoHGaHUKjCk5+W7JsU2acwdre1naC2tlmp3BUWUglzSS4dRa9tdNTr4ar5t6zsDbihgJVvHcd1ouxRmMJzEBW4IVvDdk8C6Uaj5hjMfOLI0D6A8acIPFsjC2D3YURFPi8eqVQnKUTERjMREZ5SM1KUZ2JJb7HtIiMw/p/4PeMOD5iSDR8QVWmViDWGVyKbVKa4amJJNmknE2PalaDWi6dpWWmxnttiDW5DvDuvtR29r5edt/01tvbXZXu75jsPacvudVVuYgkZMYGUVNABhQSe4NTgErN1BObtGMxjB7gmykWcxhOYgnN1gDUtkAAMGoNzJVgAABE9ZTvGQAAmICk7glKQ4SQ9IVgLGEpDiUh+VMusACspBRJC5Uy6RlMLy9YWSQokiTKm3SMnUMkkOkkKS2HtYmZk1lMKSkOk2FpbC5FHnTGXrCtWYkJZCtSYkaxNzqPq+wKyGJCWQso4k7JMMVRSSM6sTSYMxko4OyUfaqIbe3nBqjsJqY3SLI0L8H3SBp1rcilYPhMojQUk5OqEpSiYjIPcR5SM1KMiOySLbbm3irPzcrSpczU48NY3cnQfvp1U8uyJNvEGCLlVXqRk2egx600ie55aUcH4XdxPhvEFMxUiO2bz0WKyth/VkVzNtKjPWGXRsPZsueweXERjTykmQoUSvUzEkN0SmRQ8NNja4IPQg2I+oU89IzNNt7Q219tQQfqNF3/AAc9EZ6YNKFPw3NbWulREnOqWruSlsIUlJNEZbjcWttG8jspRltIfYGg4NplDw+1QGIbTTRtttuJZSSEpSkiyoSRFYkJIiIk7rdpjwZ7m5S454oxRMdyLdS5Tm09KSIpSvpUlPqj6EO1Sn62RD7oIRLaZN5TabG6hG7Pk2mZbubnLpHlXjfWKjNYkFPlb5YAaRa+hNjm013IH0XSsPQoEtR4Zdb/AI1yfGxIDfLQm3iq/rWPJOG8Zy46W1SICNU24ydrkom0ma0mZ+Fyrbdh285bOkMsYsn1esKfdQxkQ1GUlJ3y7z2b9pJ2lvstQrKvvHVK5UphuNcuQ6pOZRIPIS1ERdZ2ts3i0NFjrblJkp8dK0K8ykERfwmOeVeVfS5eHUIYs+zddNbEa2N9bjmNV0WdlJSFTnCF8dg12/O2nLl05FdbxeQ3xdtuQvVISSXN2dZlYiM1GfVt6biksfYmPEmIFuMOZoUW7MfoMr8pf7xl6CSLqqsdyZDdj6t1bS2z1mpcyOq3clPNtK5bTIUrUMHNFnm0CY/UoWU1ZW46jfQd7ZHEkXJMiuZ3It5bBDhmXdPxDHikZwHG+g6kknqbGwPLZVMOTMlTozokxe/utboTqdPpy123U3AFSjLkJw5MmLjtOuFKZVmO2vSR3ta2W6S2bd6S33Mh3mGqeVYkLxXMz6195fF07LIaTdJFt29JbOjrMV3DwgUFDTlekqalSE5osBna8tZEZpUq3gkW8+q+0hbGEFIdw5A1e7V5fOSjI/puH4gq0Yhr5c2Oo0AA94EG1rbgC/LRPrVPkoXax4NznLbkkna5FifEfluuX0jzcT0mG/IaqjC6ZOVxTi/FyzpzIVeyrdBHz8w0EJOLsPw6djBcOG7EYgoYZss+Q0vak1lsO/KK5lf+Y3GldyP3HiN8Yzq4935zKZZjQ2ZbC3bCWW4Q8R4cxMzhQj99fGIUVhtTkNTaWlpSREZFdO8y2HY+gWZKF2MtCjxMlnHKQW2JFrXygaeBNr72T5CLCjS0KVeMucnWx1ANrZhueR/VdrgusOVnDbVUkvrWtSlpc1mW6TJRla6SIrdHUZDz/wAIzCOPJjlIpWC9M69HlHfqDiqxUOMNxG0RVtqPMlwzJaVpWhCEpS4gj1tzPYVrg0f1diZhtuG3Hai8VcW1lSo7OrtmNRXO5mdzO3NboFL8PB2P+AevR5CELzJiJbTm2qM50c0n5jSo/wB0ZnAFSnKdjKEYAytixACAABZxtoABYanQadVr1apUuyWmZZ97Ma61yTbKMzSdTc6DfqvCXCDr+jyTWfe3gTEWK8bnTFat/FeJK69NVJXc86YjfJQlkj2axRKz82yy19Doc4Z+k/Qro/LR5QMPYdmwo/GTiPS2Xta2p9anF58iyS6nMozymRHzXMrWo7iliurzCw6DwbtOeKKIjElD0X12XTFp1jb2pJvOjykpWolKIy3GRbeYe3J6ck6cA6bitYHaXcQ0eWq4jBhR573YLC+3QE/ooUDBuBcSQ2aRo50kSqTUlx6fAbpeKG0RinTpKzamKaktGbDEVCEtKu8olrIlJsZkklfSbgo4m0J1fDc7Rxo0YZjtYXSiDUqa44Tv5SWYnnDXmUmQla0LUTqDNKuUZD5TTKTLp0t6BUIciJJjqNt6PIbU240st6VoURGk+oxv9G+kXGmiPFEfFuB6wqFUGeSpKk3afbuRm24i/KSZkXQZWuRke0apjvCzsXUN8jKPyxNHNPK4v05EEj81l6NVWU6bzTFwNj13B/Ij9V9aa9To1HxDLgtU5VShyEG6zE1iksRZTliTm2kkjMt37ViLnEbGlBku6G6thOBLj90KrRZbMdyddppC1NLWWsuV0tpNVjuWzzjyVT/dLcSx6e63UNFkKRNWlGZxuqG20twt68ptGaeY7crdzbTPzjpx0+aQdPdUZk4zkMtU+Eo1Q6XHSZR2T2kSzvtW5lO2Y91zyknMd+JULhNXolTgGoMDIEItJNxd1tSAAT+K+p5ei6DP42kzIZYb80TludRoCbgAaakDc7qpGyzoSvlcpJHyt+0hnL1iUbYQbfUPTnZhosuTmJmN1iDT6hVZjVPpVPkTZchWVmPFZU666djOyEJIzUdiPYRcw+lHBw4KGi9rQth1zGmh+n1uu4iiuSq1MrOVDsFbhqNtlu552DSgiI8pJUSr35VyL51YbxFiTB9aj4kwliCfRarCUao86nylx32rkaVZVpMjIjSZkZbjIzI7kY9Z4P8AdKNJ0ekrj6SKU1WahTI7fcyVT48eNxx5JKJRVA3UOXQo9Wd4pMGRpV07NUxdh+cxBJtlpKYMBzXA3F9RYixsQedxra41WZpNSh06K6I+EH6bFepdE2gHRxwc6PIj4ew/NmvVpxxUupSpSykOpbfUpqOlJGSbtI3EZEa1Ee87kHtO2gnRxpooXvfxpT5EdeGqXNeptaZlG13KWvKrMbaTJC0nqyNWcjvkPdbZ5Sx17pjpCxDDZbwlo0oFCkaw3HpE2U5UyO6bXQ2aGiQq9juebdu5x5zxFp5024opFSw/iDShiKbTKw85InQ1zlJZeNw7rTkTYiQZ/wCGmyOocjg8LcSGrmovnQHtdcRLuzHltys3TLe2ttluRxVTfYhLuhdfd5D+np9VW7StahLl/CSSgWPcQeUjbYhu8E4HxJpCxZTMFYOpqptWqr2pjs7i3XUtSuZKUkZmfQXOdiHeo0SHKQjGiusG6knYAcytBhMdHiBkMXJ2C54iSe01BOUr2Me/KD7l5DcpiPfZpTkprGrzONwYaCYaM9xGS7qUV78q6b23EPMWnrgx6RNAmKIVAqbfduJWHCZpNQgx1WmumZJJnVlc0vXMrIud77DMyUSdSpWPKBW5oyclMAxN7WIuPC4F+vlrsszMUCflYQjPbp4EG3ooHBv0CVjhB6S4mB4cxcKnstnMqk5Kb8XjJMiMk32axRmRFf8AWOx5bH9JqVwG+CxQ6eWF6ngOFIU63yZ0yoLOU8e5RpUasyDK5HyTIizbLCv+AnwZdKehNmt40xZGprEjEkWM2zBOQZuR0INarrWkjIzPPbKm5bC5R8181vCtVmTY7eJJmRxbhqckJ5bbhLWoztsuhREeUiPYZJTutt4Rj7HM1U62+Sps3aBDAALCbl25NwRex93W43st7w/QYLJZrpohr9SbgE89LanQa2Fjc66L5x8NHgmxODxWKfiDB8yRKwlWpBx2UyFGbkKTlNZNZz8NCkpWZHtPkncz2DzNuTa9j6LD698LvQ3iPTRobh4A0XQICOL1FqUUie6qO1kRmO7aiSo3FqVYtxEeYzvzH8sdJminH2iHECsMaRMOSKPOymps3LLbkII7Z21p2KLd1lcrkQ6twzxa2vUiHDnYt47bixIzkD8RA59f8rVMQUv2WP2kJvuc7DY3O41tdcgMZesZCR0taygZTvGBlO8KE9ZGSK4wFJ3ByjKUSQskhJbg4W8SBRlZJIUSRgLLmEgamuWUthxKRgtwcLeJWtULnISkLS2BO8PJ3iVrVE5ySlsLJsLQHCSJWsULnpsmQ6TIcJIdSkPaxROiJpLIWUcPoSFpSJWsUJiphLIcTHEhLYWlIlaxqhdFSG4zi3EtNt5lL5KUJTc1HzERc5j0PhPgHadMT0JquSI9Ho/GG9YzDqEpaJG3aWdKUKJFytvO+3aRDm+ChhpvEun/AAjHkU/j0OnSHKlMTycrbTDal60yUe0kqJs9m3YPppXHsaTcRtcTpbsenrSbaXG8hqWXhZjPxT32SorX2He44jxUx/VMKTcKn0trQXNLy5225AaNRroSd+S3/B+HZStQXR5p3O1r22tr1ub6fVfJjGOiTHmA8X+8bEuGpbVYWokx47KTd4ySjMkKay3zkoy2W28xkR7B9DOCTo9x5ok0Lu0eoYMdhVupznJj3KbNeRRJShR2Ud1EhJERbdpELWVgymScYYfxBiWnQqlXqFAlLZeS3ta1im0qJBc20rX2bj3EZkIy8QYtjVaQ26/K45Hkoecp2RBtripTmNZuqMiI8pWsixXIzsdzHHsYcTZzHFLhUxsJrQPeedbFzSfhA1y2sTe+pW7UHCUCkTcSYhPDtNATpYkeV9RvoLbp/Cyqq5VJsyu15fc9LylNw3FZjW4ozPKaVXUk028Etty2XLafzO08aI8b4PxxiLEFUwPVaVQqhWJb0GQ8zdrVOPqNu6k3JFyUVkqsfNbYPqC3Wo+SJiiHHQjjUdxPfrI2atSyzK25SI0WzbrGfMNXTmXMaYaxFQMf0zjESp521MvM2bJCkGRpJJ7SIrEe3p6xisA46mcHT0ScEIOhxMoc29jvqWgWFxqTcK5ibDza5LkO9wttt1+G1ueu+q8DcCnHTeC9Kq6PIc1TVdZQltXlSGVGptNz2FmSp5O3nNJc4+lVHp7bjndjvS+MKNxvV7UWVzlcrkZla/n2EPjrU4vvfxJLj0ua7/Zk5xuPKbVZfenDJDhKTuPkkdyHtzg78MajS4jGGcfy2YNRTZOseUTbEo/LQs+S2s+dCrJMz5J7TIus8aMFVWcYcQUFpPasDYgF81hz03BFgRystCwlVZSOwUqecBEhE5L2sb7i50BB1HW69KY0pNYWhc2HTIFZZ/xIcmKlTqC6W1lYz7Np9F9w5XB+K48Wtur4omnRHUlHcaRcyZsREle3nJRHe/SY7trGdAmMJKHPShTqeSlxJke0ubmV5jDrNHoFQRI1lHUh2WkkyHlMkWtIr5TSo7GRl2ec9xcLwJhOo4vmH0osy5Wk3dcDQjS1iLnl4A3XSahiKXoUg726ETmsNND5nYacjvy5qJRZlUrkh3uw3E1TTjbzLfF1trjrJRGlC1Gs0rPrK20r2Mj2clpBp0zDdY98+H5C4/G+TK1e5Lh86knsMldBlv7SHQMx8QYPzttx11Wn7dWpu5usls3pLqIua2zm2hp3E2G6nHVHmPp1TqcrjLzatu0t5lcg3FdNn6DWex9mMOG0Wy2OU6C5F77kbjQqLCT+zh+1w3dsHb2sbjo4ciOhWt0f0FxDS8SVTOuXLT3nWbTS107edRfQRdIdKO7Hf967rikNLka6H3xxvOhR+Dnb5STSqx9F77thlsXsXUhvK3CW7Le8FLLLJ3V0EV7fRcP0/BdcxRkkYgcdpkRq6mWd76jPcZmZcnm39G4t4kwhSa3WKp28nBLj+Q0NrkggW8RrdWcQzcF8u/vJ4hw39d9Ng1oIJ6aeN1zuPMEm3AerDdQqUuU68WWO5yy5R2UZJIrpKwhRsK1atz6jSJ2JaicWAbaU63OpLuYjPYRqsVspdO8dxIo2OKMerJhmux/FcbcJt636xK3+a/aI7kzEGr1fvPqGf/McJBX/AGj3hk5hnFcnEMvGlHl9zYhlxuNrCx2I0VySxFAEo1sGYY4N2OZottuHajbnrqsUyi0vD9PQw38FHUbynHFbc5lY1Kts3WLqIh4b4deliPiCoQdG9HkZ+LuImVDKr4IkpMmWVW5zJanDI912x7DxxgnShijDcuPhjEFHw/U5Hwano6pDbWzwzJJ2U5usZ5iK17HuHhDSTwLuEBg5ibiWZT4mKmkKclTJVKmKkP8AOpbi23UodWo9pnlJZ7T7R27hNwunZKfFdrtw5vwNO9zzI5WubDe/Jc1xhi+B2D5OTcHxH/E4bW6A8ydLkaAaLiuCxgjD+NtPeFMPYkbaehFIckqjubpC2m1LQjrLMkjMttySZc4+meLK9X6fJRh+ht65rMTLzyYudbWbKoiIkpypIkrTY7cx9Fx8k8M4krGEMQ0/FOHpfFp9MkIkR3k+KsuYy50mVyMucjMex6B7oHgtFP7oYk0Z1D3wLbyvPQXGVtOqIiSRktaiWkjIi2ER2vz7xlOMOCq9W6lBnadD7aEG2y6Xa6597W2hB5cxqFSwJXaXIwHQ51wD7k67G9t+WltvFc/7pHg7DEauYVxxSG47VQqzL8WZq0kXGEN5FIcO280koyv+sXQQ8WqYK1rbekWppy014k064s98lcjohRYjZs0+C24a0RmzO6uUZFmUo7XVYvBLoFam2bijbbLMtXJSlO+58xDp+AqFO0DD0vIVF14rAb63tckht+dgQOmmi1LEE/An6g+NLfDprtewAvbxWvUyGlMjs8UaNtIGCoceoY0wHiKhRJtkx3qlS34zbpmRqypU4kiNViM8u+xbhyykjbTDaBdYlrnE2Vp8HXg0Yj4QFfXHhvrp9ChOEmdOy3PNsVqmr7M+UyMzO5JJRGZGZpSr33hLgPcHWgw1UxWFIdUlNJLjDksykOXMthq1ubLe3ikkughK4ItBh4L4PmGpFLp6JEiqwUTFJS4SFvPvIS9lzGWwz1iiuZ7CSkugbcmk66pRMRS6jHqUVpLUSGwo1KkFtNtKlEV3MuYtqrbOfo8Y48xxXK5WI8tKR3QZeG7K0N3NjYuNjc6/QLvOG8OSkKVJbYxAASSATc20AOwFwL6dSeSp/TT7n1ozxBT3aho4QrD9W1ZuN6lRrjLMiKyVtGdiIy52ySZb7K3H86sU4VrOEK/UMMYhhqiVOmPGzIZVtsdiMjI/GSaTJRGW8jI+cfZrCeI5h5MMVeBIaqEKLmTrFFd0r3tbmOyittO+UeE/dHcJ0uj6RMNYkhx0JkViHJZey+NqFNKSZ9f5Qor9BEXMQ2zhLjeqxat3BU3mKxwdkcdXe7c3JudCPSyw+LsPw4Eq6aADYjLE2tYgkDS1hub33XjlTYbU2JSkhB7h6WyLl7XKMpJmVyIex/cycPtlpQxLi+RR3nY9MpaILczL3tp19Sl6u5+MpMczL9nmuV6H0DV/QXhbGK6np7wRXcT0fVoTFjU2QlCGnc11OvNmtBvEREREjORbTuSthF9TeD5h3gq4jocjHegaiUiLFmpKHMepiXYakOI5SW5Me5ZHUGeZJrTcr5kGZHc9cxTRXV+jzFNhOs57SB++h2PhyWTp9RbTZlkdzbj++nXcclsaivHtRxMjjdNlxIbuZtCI67llSRqvnSdiWZJOxnsvstYzI5s3B7E+RhVrGDcWq1CBMcqDRuNp726hhaVGkiLeRLNGbnJR9I6muJcpZwolQxLTWl1CQTNNXKeKM9JfsdkNoNRE+u1+SgtvQHZNGvGOY05xisNuJebeVyEKykojZSReAk0rWXPtO5mdh5YhcK8WxGOeIAhdk12gcDmIBsGkEn3gbcttV09+NaaSyHnaA6wFgRa+lySBYDc63K4nEFVqjeIFOVCXPpcV5h1UFTKScce2JI0Fbwb5UrsZXK57U3MimUGrSKrHewviSJITNiMIbf1iiPOhW5V77yI0/X2TsUJYxZAiw4khEd1qUhT2uT3+Idj2kjMV1XMi6LGZ7RwGO9JeDNAeDKnizHGIY/Gn+WltLhKkSZBIKzTe43DMyMyTYrEZ32Eai0GHT4s3BhyrIJ7UmwYN7tNuWt9TcHz2Wzw5qXiwCXWDmAa2ItzuDtYjfU6jdbvFeI8VPUyJSaXrTzM5X1x0qU64tNysdi2EZFe/PtLmUQp73RTDtAxXwb5WJ5sNDVTw/LhyIjrici0KceQ0tu/ORpcUVt1zLnLZCwpw2uC/XoEXEFcxLMpE+HDbQ5AqEJ0zRlNR3LIk0OqzGrwTVa5c48wcMvhiwdOcePo/wAxIj4VivFKlSpCTbcqDqdrZJbPaltJ8rlco1EWwiTyuhYNwbW2V6WPszoLYLsznEFotfUa6OzDTT9Fha5VaeZIthuB0dtYkl22xvYb67LyafOMZesOBA9YLkwSMxBSd4azdQylQhzJ9k7n6wpO4NEoKzdQkzJhCdJVwslBhKgrMQe1yZlUjMQUShHJYXrBK1yjLVIJQdJQiJcC0uCVr0xzFMJQdS4IJPBwnhK16icxTUqDpOCATwWTwla9QOhXWxS4FpcGvKQFFI2XD2xVE6Ctmh4OE8NWUgLKQJGxVE6AtsTwmU2dHh1CJMmU5qdHjyG3norylobkISojU0pSDJSSURGkzSZHY9hke0aBMgOlKEjYqjMFfR/g28JPgwYzqELD+JdDmCNH9ehOE9TXnYcTiS3S2EbMpSEmy9t3L2nfY4ozsPQOKNKeieiEuHHxw7UGozjZym6PDcrKKUR7UuSHIiHCiIItuZ5RWItmwtnxkKXfmFm6K+Etpl0L0iZh/RrjPuPTp8g5jzKqbEkp4waEoN1JvNLNJ5W0Fs2cktgwNaw5SsQ5O8IIfkNwTuD4EajxV2SnZmn37B1r7jQg/Q3X1/bZhzaXCrGHpDU1btpkeYl4nG5zTiSvZabpUlScppUnkllTbYOG0jVPB9PmNVDHGJGcNNLhmlKagoo2tbSvvhGtRlrE2NNjSo0pMtt9x/KKNpu0uQpE6RA0pYtgKqcx+oTE0+tSYrb0l5xTjrpttLSi6lrUo7FvMxoK1iit4kqC6riSuVCsTVpJKpVQlOSHzIr2I1uKNRltPZfnGi4h4RUWtTLJqVPs7w3J7oFso205HkCOW4Wx0rGM9TP8AmXfrcG9j5X108LL3vpC4dOA6JiuJQsOUN3E1Cjx3Y06Y25qLqUkk95LLZZWzFfYXK2GOP0kcPCJUMKO4X0V4Pl0Rcls2VTJ6m7x0nvNtCDMjVtPlGew9u0eLUTbbecBTb7zGQp3CHClPdBd2Jc6FbVzibkG93DY+VgPBV5vG1Zmmvhghod0G3l/c3PRbtL7Zbh6C4HmCNCGkTGdSpemOpoaeaZjqosGRMVGjznDUvWktSDJalJJLdkkZEZKXe5Fs8yFLsFFMuOruisczsxstHEAtOfmvt/hXAuGsH0tFLwPhylU+nourV0plpLdz3qVqt5nzme0bIfGDCmm3Spghxr3qY/rlOQzyW2Uy1ONItus2szQXoHrPQh7o842SMP6foCprSbJZrsBnvybFufbSR5u1BHvIiSnaYpCCIWrAPpp+/wAlO7tInxH+v7/Ne/okqP4DbeqV/XOMTafR5HfKhT4jy/KeZSs/pIeZqp7oFwWqZHXIh4krlTWlObUtUt9lXZmcbJJekho4fugNDqmSZQ+D1pEqFPVZSZTME3DUjmMjQs0mVusVY8jCmdIrMw8bH9VNLxY8uLwnEH6het4DNMj5+58eO15SW2yR9BEJW4eZMO8Ozg9VeeikYjmVzBVStfitagqQaC6VqsSUl2qPdzi06Xpq0OV9jX0TTHhiW15TdQz+nLcr+cJDk4cAZYTMo6Af20RFjxohzRfU/wCV301lxzvjbmT9XNYaGs1qkYfpkqt4jq8em02E2b0qZKcs2y2krmpSj3EOSrunvQNh2/d7TLhZhZf4fHkqcP8AZSo0mZ9g886cPdAdDMfCdYwpo9pkrFlQqcORT9fMj6qE0TiDQpS0rLvhWUZkREtKrWuW8WWNI0/x+qgAc537P6LtsW8Prg7YY1rdIk1nE8hrk5YMXVNqPqUuyVF1kv2ChdJvujmMMQUubQ9HeDIWHWpTK46p0hzXyciyNJmlO5KrHvzKLqHivjX+Z9ASqb1ixaG3fVJ2b1stc38GEKeGtOX2DttF+h3SnponyKfo4whNq/FFNpmSsyGo0bN4OsecUlCTMiUZJuajJJ2I7CR0dqVssVbfA70B4G0/4mr8TGmIJsVqhMRpDNPguIbenaxThLPOpKjJDeRFySVz1qdpW22HwseCzof0E4I/CFgvG9So9eiSo3EaRMnNPqmnrUkpbJZUuoU2RqdNV1Js1axGZGFYD9za0jFIYqmL9LFKw7IaVmJNDZelPpI9hkTqlMkhRlsuRKLtFu0r3OvQu3MVVMX4mxpiqW6kkuKnVJttCrdbbZOc/OsxC5xenjs2O1cqxxlweuHdp0w3T4elDGOHGoTKm5jdMnyW45odyGkluJhxlJU5lUotqjtmO1rmOKp/ubenaRUGo9QxDguFFUotbIbmyXloRzmhGoTmPqM0l1kPolgjBVDwJQIWFaA/UkU2E3q46Z9TkzTaQRWJKVSFrUlJERESSMiIiIiIdS3TvAc4x6qf53EZc1osUCLr7jVWGirBv4IsN0fRhIqj1QZhQWmYc55kmjkG2hKVpykZkkyJKTJNz2c5mVzVj6BIk1umyaFDddqSW1qzbENKaLblWdyO57bF0X6NloVOl0+sQ1Q6hH1rS+VzkpJluUky2pMukhzj+DauS0FCxJmQzfV8ci6xxNyttWlScxdpcxDyvivhJU4Ffi1ijN7RkXMcocGua4g9bAtzWOhBXWaJjGAIDGzLgyI2wOYEtc3Y7a3Ld76X1XGYWhyW3ZuJK7yn5baXEynu95UGkjUjIfgZTK3XssK5028E7D/CPhxcUYsxXXcOyKa3I7nqZSxxZDThI76+hxNzuTSVbHEFb0i7K1o3jVujyqfiOrzZbUplbKkxZC4OQlEZGpC2VE4lZcyiVcuYU/XuBVomxJTio1YxRpGfppJy8RdxhMkMW8nI6a026htPC/hlP0OddW6xYRbWawG9tLEkjTbSw05qpjDGUrUmeyyjtHWubWFhsADbwJ05aL5N4jgx6NiGrUOHVY9Vj0+dIhs1CL8BLQ26pCX29p8hZJJZdSiGqU4PqZVfc4uDHT6e7UKpUMS0eEhs3FTH62htCEFvUWds81uojHzb0y0TR9hLSZX8N6K8VyMSYVp8htunVV5SFLkp1SDcM1NpShRE6biSUkiIySR847i8lvxLRoWWLq1cmpwb7BWkXHmjepLrWj/Glaw7Meb1bz1LmuRzdTtslZJMiWRGZmRKvY9pbRzKngjP1CFz1Zayy9WaMuFnocgYLl0zT9oMm6TsWynXlPYlqVURJlvtKXmbQl6ShTsUmyskiYURcnNYlGYkUP3SzTrhzjdPhULDdSpXGHVU1quJlTJkKMazNmOuWh5tck20ZUa10jdXluo7mY8kqc6gjP2CLtXfhTjCa/4mr0fpW4e/CB0r0dFDlzKFheOhxDinMNQXYsleU7pSchx1x1Kb7yQpN9x3K5HQFdxHiDEs3uhiSu1KsS8uXjFQluSXbb7ZnFGduq41ubqCFGW64piXgB/ahoz9ba+quCNFDOyzG3Tl6LKlDBqCTUEiRzlGGoUoAwagnMQTMpGtTOYxka/j6/IR9PtGe6Dvkp+n2jH9q1W+wK2ObqCs3YNZ3Qd8lP0+0HdB7yU/T7Q7t2pOwK2mYgZiGr7ou+Sn6faM90n/ACE/T7Q7twk9nctrm6hlKhqe6T/kJ+n2g7qPeSn6faH+0tTfZnLcZiASi5hqO6j/AMWn6faM91n/AIpr1T9od7U1J7K5blLgVrBpO6z/AMU16p+0HdV/4tv6faF9sam+xuW91xBWuMaDus98W16D9oV3Xe+La9U/aJPbmpPY3LoCeGdcfQOe7rvfFt/T7RnuzJ+Lb9U/aD21qb7C5dEl4Z4wfSOc7tSvimvVP2jPduX8W16D9oX29iT2B66UpBBZSBy/dyV8W36D9oz3flfFteqftDvb2Jvd711XGCGeMDlCr0r4tv1T9oz74JXxbXqn7Q7vBiZ3a9daUoukZKV1jkffBK+La9U/aM++GV8W36D9od3hDTe7HrreNEFcZ6xyHvhlfFt+g/aD3wyvi2/QftC95Q0d2RF2PGgcb6xx3vhlfFt+g/aD3wyvi2/QftB3lDTe6nrsuNhXHBxnvin/ABbfqn7Rn3yTvi2/QftDu9GI7qer30AaYKVoX0lwMd1jBkTFEeK24zxOQpJG0a7Fr2lKSokupIjsdtxqK5XuPdNP90+0HyI+sn4NxzDd8ZsmYrqT/ZUT+7tIh8n/AHyTfi2/QftB7453kNeg/aHCrQwmPo7onxL37wm+Hlo+0z6O5uAMMaK5huzVN6uqV845uQcq0qNyOhs12cMkmi+YrEo9+4/GK5X7I5D3xSy/w2vVP2g98Mv4pv0H7QhqrAnNpT2/CuvKV1g42XSOP98cr4pv0H7Rj3wzfi2vVP2hO9GJe6nrr+OdYTxohyXvgmfFteg/aD3wTPi2vQftB3oxO7reus4yXSYsXRJwjtL2gxc0tGmK3aUzU1IcmR9Shxt5SSMkqPMWYjIjMthlv232Cju78r4pr1T9ox3el+Q16D9oYanDO6UUt3Newk+6O8KNv/7upq/2oBH/ALhfXB+90uoc6mVCmcJCSiHLaUSoNRplOdUTqD3pUltLiiURltvyTIytYyO/zCOuyy/w2vVP2g7vS72Ntr1T9oBU2JHUkOFivrLX/dQeD/TJhxqJhPGdca8aQhtlhsy6kuqSu/mF0aF+FboN05EhGCcXogVnLmco1VUTEm2y+W9iWRXK6k3SV/CMx8Mu7kr4pr0H7QJrkolpc1bedJkpKttyMtxkfMfWHd6s/d/8qJ1EGWzV+jYn5mrz8QdX+s3tSfYZEZBtxc9xtf5A7l/VbVs84+BVB4TGnzDKNXRNLWKIqCLKls6m86hJFzElxSiLzEHa1woeEJiFvUVfS/il5ryW6m8ySubbq1JuXUYd3nBHX0/yq/cce/xD1/wvqXwsuGWrgyVukUCDgGBiaZWIbkrWLrqWUxTSskmhbLaVuXMlIMjM0kdztfKY8h4w9064RlfJ6PhdrDOE2lpytqgQDektX5ydeUZGf7g8YP1+fJkuy5DpvPuqzOOuKUpaz6TMzuZ9Zhsqu98U36P/ACIX1PM5XYVJbDb8NyrJx9pf0maUJC5GkLHdarylKJWrlylGyky3GlkrNpPrJJDkNYY0fdh/4pr1T9owVVf8hP0+0QOnWuVoSTm/Ct2pwI1naNP3Ve8lH0+0HdZ74tr1T9ob7Y1O9kcttrC6QZiGo7qv+Qn6faMd1HvJT9PtCe1NS+yuW2z9Yxm6hqu6j3kp+n2g7qPeSn6faG+0tS+zOW1NQTmIazuk/wDFo+n2g7pP/Fo+n2hO3anezOWxUoYzdQ13dB3yE/T7Qd0HfIT9PtDe3al7ByiAAAU1cQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIQAAAIX/2Q==" width="405px" alt="how do crypto faucets work"/></p>
<h2>Benefits And Drawbacks Of Bitcoin Faucets</h2>
<p>Crypto taps work by rewarding users with small amounts of cryptocurrency for finishing simple tasks or actions. These duties can vary from watching advertisements to answering surveys or enjoying video games. When a user completes a task, the tap pays out a small amount of cryptocurrency to their wallet.</p>
<h2>It Might Possibly Help Users Construct Their Cryptocurrency Holdings Over Time</h2>
<p>Using a micro-wallet permits you to accumulate a bigger quantity of cryptocurrency before transferring to your personal pockets so the charges don’t eat up the entire transfer. The first cryptocurrency faucets had been Bitcoin faucets, they usually have been created to unfold the word about Bitcoin when it was still very new. The idea was that if folks got Bitcoin they&#8217;d take the time to study what it is, and hopefully invest more in the new decentralized forex.</p>
<h2>Which Is The Most Secure Pockets To Maintain Crypto?</h2>
<p>It was a risk-free method to get Bitcoin into the palms of the general inhabitants. Most merely said, a cryptocurrency faucet is a website that gives out small amounts of cryptocurrencies as a reward for doing small duties. Ethereum faucets specifically distribute Ethereum (ETH) cryptocurrency to users who full duties or activities. While the first motive could additionally be to build up and spend money on ETH taps, extra savvy users use them to test good contracts. To reward you in your time, some survey web sites and platforms reward you with cryptocurrencies.</p>
<p>This introduces a component of unpredictability, making it challenging for users to gauge the potential returns on their funding of time and effort. The inconsistency in rewards may go away customers feeling unsure in regards to the total worth of faucet participation. Crypto Faucets are often applied as a software for marketing and advertising. Advertisers and sponsors can make the most of faucet platforms to immediately showcase their services or products to a specific and engaged audience.</p>
<p>As a general rule, refrain from using unverified crypto taps and phishing website hyperlinks that ask you to make deposits for availing companies. However, customers should be watchful about which crypto faucet platforms they use. Crypto taps aren&#8217;t run by crypto projects, and anyone can open a crypto faucet. Conversely, crypto airdrops are initiated by crypto projects themselves by monitoring the pockets addresses of the customers. In some instances this might take just days, but usually it might possibly take every week or longer to fulfill the minimal payout.</p>
<p>Crypto Faucets offer a practical setting for testing and prototyping new features. Developers can utilize faucets to distribute test tokens, permitting customers to experiment with upcoming functionalities earlier than they are applied on the main network. Testnet faucets cater to builders and cryptocurrency lovers looking for a risk-free surroundings to experiment with blockchains. In distinction to the mainnet, the place transactions contain precise listed cryptocurrencies, the testnet is a simulated blockchain environment. Not all taps work the identical, nonetheless, and you could find some that present a fairer deal by way of what they demand of you and reward you.</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
]]></content:encoded>
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		<item>
		<title>Buy-Side vs  Sell-Side Analysts: Whats the Difference?</title>
		<link>https://021c.com.br/site/?p=979</link>
		<comments>https://021c.com.br/site/?p=979#comments</comments>
		<pubDate>Thu, 31 Aug 2023 20:49:44 +0000</pubDate>
		<dc:creator><![CDATA[021c]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://021c.com.br/site/?p=979</guid>
		<description><![CDATA[Content The #1 Online Course for Growth Investing Interviews Case Studies of Successful Sell Side and Buy Side M&#038;A Deals Navigating the Sell-Side M&#038;A Process Buy-side and sell-side: understanding the differences What are Examples of Buy Side Firms? What Other Roles Do Financial Analysts Typically Perform Beyond Issuing Recommendations? The bottom line is that if<p><a href="https://021c.com.br/site/?p=979" class="more-link themebutton">Read More</a></p>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">The #1 Online Course for Growth Investing Interviews</a></li>
<li><a href="#toc-1">Case Studies of Successful Sell Side and Buy Side M&#038;A Deals</a></li>
<li><a href="#toc-2">Navigating the Sell-Side M&#038;A Process</a></li>
<li><a href="#toc-3">Buy-side and sell-side: understanding the differences</a></li>
<li><a href="#toc-4">What are Examples of Buy Side Firms?</a></li>
<li><a href="#toc-5">What Other Roles Do Financial Analysts Typically Perform Beyond Issuing Recommendations?</a></li>
</ul>
</div>
<p>The bottom line is that if the exit opportunities are your top concern, you should try to start in a “Deals” role. Also, the standards for advancing are higher because you must make money or have the potential to do so. On average, though, it is a bit more “straightforward” to advance in <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> sell-side roles.</p>
<h2 id="toc-0">The #1 Online Course for Growth Investing Interviews</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="sellside vs buyside"/></p>
<p>For instance, a buy-side analyst who is monitoring the price of a technology stock observes a drop in the price, as compared to other stocks, yet the tech company’s performance is still high. The analyst may then make an assumption that the tech stock’s <a href="https://www.xcritical.com/blog/buy-side-vs-sell-side-liquidity-in-ict-trading/">sellside vs buyside</a> price will increase in the near future. Based on the analyst’s research, the buy-side firm will make a buy recommendation to its clients. Venture capital roles involve investing in early-stage companies with high growth potential in exchange for an equity stake. Venture capitalists provide capital to startups with long-term growth potential, aiming for substantial returns on their investments. As an integral part of the investment banking industry, mergers and acquisitions always involve two sides in every transaction—buy-side and sell-side.</p>
<h2 id="toc-1">Case Studies of Successful Sell Side and Buy Side M&amp;A Deals</h2>
<p>The Investment Banking Council of America is not a training organization and has no linkages whatsoever with organizations or individuals offering training or examination preparation services. All training, education, content, marketing, and programs related to IBCA&#8217;s credentialing process are designed and executed by third-party entities. However, IBCA prohibits any of these entities from affecting, influencing, or compromising its credentialing policy or process&#8217;s ethical, rigorous, and sacred nature.</p>
<h2 id="toc-2">Navigating the Sell-Side M&amp;A Process</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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+6ty8Pq/PvVk9h9nqGj6ont7h1NX8jOxjHaom4a7soXZ3RuDgdPRvxuwBWzbv3VuXh9X596k41TOp6CCJ1rgu1atqhZN1jKvFqmZgIDmt0HQRqBB4ELDLtpaaWXPJRyS45+TY5+Ph0g4Ul8DXB7FXtNwr2k0jXObDDktE7mHD5JCP/Ra4EYB7ItdncMO2e8cL9uoXGmt1H1RHF2AdGWU1N2O77DpYS9vf0gHoyN6rqfCGciJ6mQMa7Vou49Nt3ariryhf+odTUUJle3yjfNaDuudvZ16bQXPC+N2mRjo3fiva5jv1OGV8KwNg4QLTfnCgrqQRSS9jHHUaJYpHHmbFOAHRzdrc09o53KMuFjYk2epaYi59HUajA5290bm41wPd0kAgg9I74JXmswkRxcvA8Pj1E2sRxH5wWTD8fMtR+lqojFLa4BNw4dB/NR0rS0RFSrY1dFERdtX5qRERERERERERERF475daahppqurmjp6anjdLPPK4MjjjaMlznH+7nJICrNNwp7Xbb1M1LsXTi02aGQxTbQ17MPmwd/U4exzY3EZ+xsa+QAsLnRasAitI5wAySAO2ThcMeDzEH4CD/cq1QcUqCsaH7Q7TX671JOXvE7Y4t+/SG1fVDzjdv1DOOYcy5m4o1FSAvsW0d/tNSN7JRUMkY0jpLaVsEnzh6IrLIqs9cTbPYWaOPa2EX6wPe2Nt8omjqim1O0sE4DW6nc3YSgFxd2MryMKymzN9pLnSQV1BPHU0lTGJIZojlr2nd072vBBBacFpBBAIIRFkkRERERERERERERERERERRHxmfalB4TJ5kqClOvGZ9qUHhMnmSoKXMspvTncG9y7VkX6rZ7zv5FFJfFx91pvAJfP0yjRSZxcPdabwCXz9MoeCemxe8p+Uvqyf3PqFvPCLwnvtFb1I2iZOORjl5Q1BiP2QvGnSInc2nnz0rXOvtL72R+WO/2FgOMKf46PgdP+9Ko7yrTEscrIaqSNj7AOIAsPsqTBsmMNnoopZIrucwEnOcNPU4BTtYuG2lle2OspH0rHnSZo5ROxuemRuhrg3vtDvgWG4ZeDyCngN0t40xamuqYQ4vZiVwAqInEkga3jUMkYcCMYOYooaWWokbDBG+aWQ4ZHG0ue4ntAdHf5grHbbRdQ7LyU87gXxW6npCc51z8nFANOd57Pf8ylUdRJiVLKKoXzG3DrWINjutuUHEKSLBq6ndREgyPDXMvcFtwNtztNr7dWoqFuCL3ct3xz/MSrduM593tvxVV+/Ao94Oq9lNdrfNIQGNqWNc47g1smYi4ntDXn5lLPGOsU09PS1kTHPFIZWThoLi2KbQRKQN+hro8E9GvPMCVFoWmTCZ2t0kOBt0eL9j2KficjYsfpnv0NLHNvsv44t2kdqghSfxbfdWp+T5PpNMov1DthTpxd9mZoGVFwnY6PqhjYadrwWvdEHa5JdJ3hjnBgHb0E8xBMHJ+F0lawtGgG54WVllZUMiw2QOOlwAA3m4/54LRuHn3cqfiqbzDFnOLptByNXNbpHdhVjloc8wqIm9m0d98Qz/0B21g+Hn3cqfiqbzDFptsrZKaeGoiOmWCVkrD/ACmODgD22nGCOkErJLVmlxR8o2SG/C+n5LHDh7a7BI4DtibboIAIPb8rrbuGrZ/qC6yuY3EFZmqiwNwc8/Z2fCJcux0CRq23i42EZqbpKMNYDTQF24Dc19RJv6AOTbn4wLY+E22C/WSnrKNnKTNDKmnY3Be5sgDJ6fvOHOR+NCAvNwiTssOzsNuhcBNPH1KHDcXahrrZ8c+/U8Z6DM1XQw9lNWPqz5treUG4l2oDrvb/APK1k4tJW4dFh4885/JO3hrbXJ6rX32coh4Qr+bncqmqzmMu5On71PFlsW7o1DLyO3IVgFwFytMnldK8vdrJuetdHpoGQRNiZqaABwCLI7PXyrt8vL0c74JCAHacFr2g50yMcC17efnG7O7CxpWzXXYW509LT1jqZ8kE8LZsxNc98AeNQbURgaozpIOcYGcEg7lkp45iS+IG7dNxrHYsVXLTgCKcts/QA7Ueix0FbvY+HCoZhtbRRTduSne6F3w8nJqa4/pNC3C27abP3wspqiNnKyYayGugaHFx5mxTDUwPzzAODj0KuQI7a9FtoZqmVkFNG+WeQhsbIwS7Pb3fatHOXHcAMnGFc02UVWCGPs8HRYjSez63Wu1uSGHuBkjvE4ac5rrAdNjs4W4qQuGHg7ZbA2soy40b3iOSJ5LnU8js6NLzvdC7GOy3g43nO7y8X/3bj8Gqf7mqTeG2cQ7PvimcHzSmkhaSfukrJI5HuH6MUjvmUZcX/wB24/Bqn+5qm1VJFT4tEIhYEtNtxuVW0NdPV4DO6Y3LQ9odvAA09Ou1+jevVxjfdiP5Pp/P1a3/AIv1OyKymYDspqiokeek8niJo+DEX7So/wCMb7sR/J9P5+rW3cXG9MkpKi3uI5SCUzsafwoJgA7A6dMgdn4xvbWehe0Y1IDrOcBx0fS6i4nG92TkJbqGYTw0jvIUIXKukqppamUl0k8j5Xk9t5LsDvDOAOgALoWy8I2yc1prJI3Md1M97nUs2Dyb43ElsermErR2Jbz9jnmIWtxMc9zWMa573ENaxgLnuJ5mta3e5x7QWo1EMkcpZIPGvp4/5W/0dRDLA2SEjMzRa2q1tXRb5Ke+LbcHyUFVTuJLaaoBiz+C2dupzB3tbXu/TKhzbw/xpc/Dqvz8isBwMbLyWy34nGmpqZOXlZzmIFobHESOdwa3J7Re4dCr/t57qXLw+r8/ItkxiN8eHU7ZNY+2gdQWm5OzRS4xVvi8kjZqOkXPWblWJdYJJbBFbqSVtO+Shp4RK5pcA1zY+XJDSCS9nKDPbflRx1jKr3wp/Ey/+S3PZuRt+2bFOyXk5xTspnuDiHRVVLoMbnaTkNcWRv77XqBLxFX0cz6eqdUwzMOCx8kgyM41MOcPYehw3FTsYlpgyKWSIvaWCxDiAOiw2/mxV2T0NaZJ4YpxG8SEuaWBxP8Adc6bd2vapJbwHVYIIuMDSCCHCKUEEbwQQ7IIO/K2/hxoi7Z97pi181M+jkLwMAyuljp5HNB+1BEz93fUAUtRVSvbFFJUyyPOlkcb5XveT0NY05cV6dpKCvopTS1vLMk0seY3yOe1zXb2uadRa8ZBGRnBaRzhVbMSp46eRsMBAcM0nOJF7G2sa1dyYNVS1cLqiqa50bs8NzA1xAIztRvY6BtCxSIi1lbmrooiLtq/NSIiIiIiIiIi+KiURse93Mxrnn4Ggk/sCIqvcNs9TtttbBsVSyyQ2a0hldtBNESOWe3k3inyBgloliY0Hmkle4g8iFZbZ+z0tvpYKKigjpqWmjbFBBENLI2N5gB0nnJJySSSSSVXniG0xqqK/wC0U7f4Ver3UOc87yYogJwM9A5arnGP5IVlEREWjcNvCZRbKWwXOthqJ43VEVLHDTNaZHyyte8ZMjg1jAyKQ5J6AOcrZtlL3BcqGjuNNr6nrqWCrg5Ruh/JVEbZWa2/gu0uGQiL03i2wVkE1LVQx1FPURuimhlaHxyxvGHMex24tIKq/wAG/K8H+2X1sSSvds3tG4z2V0ry7qStcdDafW8/bF+mAjeXcpSO3EuUr8YHhnp9kBbDPQVVd9UaiSL+DlrORjhEZkdlzSJJvsrdMXY6sO7IYWjcfW2atnaG8Q9hV2a6UlTBLpw+Ns55NzRne3MwpXEduEIisYi8VhrhVUlLUjmqKeGcfBNG2QfvL2oiIiIiIiIiIiIiIiIiiPjM+1KDwmTzJUFKdeMz7UoPCpPMlQUuZZTenO4N7l2rIv1Wz3nfyKLcuCDaWmtVfJUVXKcm+lkhHJs1u1ulheN2RuxG7f8AAtNXCpqaodBK2VmsG+nUthraRlXC6CS+a4WNtB+qnyv4Sdmah/KT0hmkwG65qCGR+kZwNTyTgZO7vro+vzZP3uj/AKMp1BSK7OUtSTctZ8P+VrQyLowLB8nx/wDqp367dkpWkUVBNk9EVPTU0Z7znB+r9TSoz4QNuqu8OaJQ2GmjcXRU0ZLmhxBGuR5AMsmCQDgAAnAGTnVUUOsxuqqWcm4gN3AWH36lYYfk1RUcnKsaS/8Ac45xHDZfptdcEKXthOGLkIWU1zilmEYDG1UOl0jmDcBPG8jUQMdmDk9IJyTESKNRYhNRvz4ja+sbDxU3E8JpsQjzJ23tqOojgfwdCnyXhE2XYeXZTNfP9tmO3MbMXfGSNaNXf1LEW3hkbJcTJUMkp7cynlZHDGBLK+dz4dEkxyBuY2QAN3DUefnEMrlWb8pKokEZosb2AsDx03VMzI6gaCHZziRa7nXI4aLA9RWz8KF8guNzmq6bXyT2QtbyjdDssiax2W5PSFq69+z9JFPVU8M8zaeCSVjZZ3nDY489kc8zTjcCdwJGcDKma5cClFNJytJWyQwPOoRljaload+IpdYOntatXwlR4qCpxFz52AE52kXtr07dilVGK0WDtjppSQMzQbEiw0WJA1nhxtov2cWyvmkoqqne0mCnnaYZN2AZgXywj4HAP/6yj3hr2g6vusrWOzBR5pYsHcXNOZ5B3zJluekRNUl7T3mh2Ytf1Ponh1Y5rhG0uD5hJIOzrKjSMNx0A4zpaAMA4r7+3vneT8J6SrLGKgwUsdFnXcBd30b1fQKmydpG1VdNieZmscbMuLXv5Tuu3a5w2LlERaqt6XBUq7H8MtTTsbDXw9VsaA0TxFsdRpG4B7SNEpx05ae3k71FaKZR181I7OhdbfuPEKvxHC6avZmVDL21bCOBGkKfH7f7K1f2SppmB55+qLc2WT53xNeD+tfMnClYKFhFvpHOcRubT0rKVhP8t7w0gd8Nd8CgRcq2OUtTrDWA783T3qgGRdFqL5C39pf4vcD81sW3e2FVeJ2yz6Y448iCnjJMcQdjUcne+Q4GXHtDAA3L0cFV/p7ZcmVVTr5IQzRnk263anhundkbty1VFUNrZROKgm7wb3O9X78MgNKaRozYy0tsNGg9unp3rcOF7aOmulwZU0vKck2kihPKM0O1slned2TuxI3f8K1ux3WooqiOpppDFNEctcN4IO5zHtO5zCNxBXjReZqqSWYzHQ4m+jRp6FkpqGKGnFMBdgbm2Om46VOVm4Y7fURcldKR7HEYk0RtqaZ+OnQ4625/F0ux213O4StnKIF9DR6piN3U9FHTE950jw0hvwA/AoGXKtxlLV5tjmkj+ot8b7fJa+7IygLiRnhp/pDvF7ifmpm2Q4YGcvWzXPlGMl6nbSQU7OUZCyPljICSQXPJezLjz45gAAIq2nrGVNdWVEeeTnqp5mahh2iSVz26h0HBG5Y5FAqsTnqY2xym9iTfbp/NHQrWhwSlopnTQAguAFv6bC2rbfRpuTc3KzuxW1dXaZzNTOBa/AmgfkxTNHMHAb2uGThw3jPSCQZbp+FiyVsYbcaN7COdk1PHVwgnn0OGXH52NUDrhZKLGKilbmMILf2kXCw4lk7R1z+UkBD/ANzTmu+oPWLqeXcJ+z1C1xoKMl56KekjpWn897w04+AO+BRRt5tdU3iobNOGRsjBbBCze2JriC7LyNUjyQMk9oYAWurlK3GaiqZybrBu5osF8w3J2koZOVYCX/ucc49WofK6IiKqV8rooiLtq/NSIiIiIiIiLouEJkhljHPJG9g+FzS3/Nd6Iirl/wAPyqA2braF40VFvvNXDPGftml8cDwSOcDUJG/DGVY1VUrK3rf7e1VRUgxbNbXnlHVOMQ0dx1l73Sn8ENmllceYCOsB38kQrVRvDgHNIIIBBBBBB3ggjnGEReK+Wekr4HU1dS09ZTP0l9PVQRVEDy0hzS6KZpY4ggEZG4hfVVW0tIxjZZqemYAGxiSSOFga0YDWBxAwBgYC9hUAji0xy1E9XX3+suNVUSOe+orbXYq2UBxOmNr7jRTmKNoOAyPQwDma0bkRTo+KnqWxvc2GoY1wlicQyVoe3OmSMnIDhk4cFBnH3uTIdjaiFxGutrqCnib0ueybqoho6TopnrP8FvAq/Z65mtpb5Vuo5IntqLUKKgpKKeQghk7oqKKOGOVhIOuONrjoALsZBi/aa4DhC23oLdREy7ObKTCsuFS05gq6wPBbGw7xLG+SAQtO7LG1bmnBBJFZbYehdTWu20z/ALenoKOB350VPHG79rSswiIiIiIiIiIiIiIiIiIiiPjMe1KDwqTzJUFKdeMx7UoPCpPMlQUuZZTenO4N7l2rIv1Wzi7+RRERa+trRERERERERERERERERd9NWzRjTHNLG087Y5Xsac8+5pAXQi9NcW6QV5c0OFiLoTkkneScknnJPOSekoiLyvqIiIvqIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiuiiIu2r81IiIiIiIiIiIiLW+ErYi3bQ26a2XOHlaebBa5pDZYJWgiOop5CDyczcnBwQQXAggkGu9uG3XB7/BWUj9rtmIj/BnQ6/qjQwZAEehgfJG1oJ7HTLGA0YdHkgWsWl8NHCFR7MWepulWQSwcnSQag19XWPa7kKePp3lpc4gHSxj3YOlEUY2TjebIzN/hTrjbpWktkhqaGSRzHtOHDNIZAd46cHtgcy5vfG82QhZmmkuFwlJAZDTUMkbnOJwBmrMYG89GT3jzLUOIbQWm72u91NdT0tfdp7u6e4Gsp6ed2iePlKd7RIHERvkdWHJxlwk7Ss5atm7dSHVS0FFTHt09LBCf1xsCIqV8LnCxtntVVUGz1HbJdnqa+OLKaKZ0kVZW04e4SS1NQ9rXx0Whpc5scY1BkgzKDhblwHG68H1/otkbqaKotd+L5rfcKaIRPFeWtYWSvIa+TL2si0yaiOVpy1wGWrZ+OHbqu2Vuz221FEZ/qBU8lcIWjsjQ1DwNerPYsy6aInBwath5mla3xjtqLfe7vwX11rnZUtqb0JYHRkFzGGus2tkzAcxStkbpLXb2mN46CiK2aIiIiIiIiIiIiIiIiIiIoj4zHtSg8Kk8yVBSnXjMe1KDwqTzJUFLmWU3pzuDe5dqyL9Vs4u/kUREWvra0RERERERERERERERERFwSiLlFw1wPMQVyiIiL5DwdwI/WiL6RcEr6awkagCW/jAEt/XzL6BdfCQNa4RcAg8xz8C5XxfURERERERERERERERERERERERERERFdFERdtX5qRERERY3ai9QW2hq7hVFzaaippqqdzWl7hFBG6V+lo3udpacDpOFklpXD1Hr2V2kaN5Niu2B3xQzkftCIsfTcIF2kaHt2Vrw1wyA+5WZrwCAQHNFWdLt+8ZK7Pr5vH5LVv9KWb0pZHZ2TVTRO/GYx385jT/AJrIL403C+la99fN4/Jat/pSzelKknGc29uG2ElVcooJILDYnw0ELTNBLE+vqnu5SYSRu0VD3tifgxl4bHFEd3KEmznG322ltGz0kFJrNxvEotdG2LUZRy4PVMkYYQ7WIssaW7w+eI4UScPuwcdh2L2asEYAmqb7SOr3sx/CKyWlqBUOLh9sA+SNjT+LDH2l9XxeDYOprdgNo7RMbVURW/aG2UNukpXVdCRPcoYqWF1UyVspihzUvjkPKubgVk3QMK2+y23MlTXi21trqrXVyUs1ZTCaajqYqmCmlghqdEtHM/RJG+qp8seG5EwIzh2ND4zfB+b9s7VUsDc1tFiut+PtjPStdmFu8dlLCZIxvwHOYeha9xf9uhtFUbK3F7wayK17Q22vA5xVxOskjnkdHKxxRzf9QjoRFYm40UNTDLT1EUc0E0b4poZWh8csUjS18cjHDDmFpIIPbVRtgODa0WThX6hpqYilZaH3G3xSSySimqXtaxzmOedT2taKgNDy7GoHnAIuAq17WP5LhisfQKjZ2Vp/lEMu5x/9TURWURERERERERERERERERERFEfGY9qUHhUnmSoKU68Zn2pQeFSeZKgpcyym9Odwb3LtWRfqtnF38iiIi19bWiIiIiIiIiIiIiIiIi77dWSU80U8RxJDIyVh6NUbg4ZHS3IwR0gldCL01xabheXNDgWnUVYThOoIr1YGV9M3s4o210QA7LQGkVMJx0hurd+NC1V6U28XG/h8VTa5SDozUwA7wYpCG1EYHaDy12P/AJXdpRjwg2E2y41NIARG1/KU57dPL2UWD04GWHvxlbHjTRUwRVrdozXe8Pw9VlpuTbjR1M2GvPknPZ0tP4Osu3Lr2FsTrlcKakGdEkgdMR+DBH2cxyOYloLQe25qk7jGXtkUVNa4dLcgVE4aAMRR5ZBHu6C4Odj/AOJvbXo4vdkbT0lVdp8MEodHG924MpoCXTyZ6Gukbg/EDtqI9sby641tVVuyOXkJYDzshaAyFmOgiNrc9/PbQj9Fhtv65j/4D7/7l9b/APJYzf8A+unHUZD9u9qmjZPZK2WK3NuVzYyWo5OOSR8jOV5F0mNEFPERjlMuA1YyTk5A5vO7hwogcNoKrk+YEuga7H5gcQPgys/QVVBtRaRTul0yFkRmjY5onp6iPB1Bjvto9QODjDgTzHONBuvAjXMyaarppx0CVslO7HQNwe0n5wruo/VQxs8HNBjzRpABJO29/wDnWtZo/wBBUSyeGHuE2eRYkhoGy1tA269FrWXt252v2duNtqJW0rer8BkLJYRDUskecCXloTiSNm9xGog4AI3qHVnNp9kLlbRqrKV8cZOkTNLJYSTzDlIyQwnoDsHvLBrUcUqZppByzA1wFj4uaT0ldAwSjpqaEimkL2E3Bzs4DoGy3z3oiIq1XKIiIiIiIiIiIiIiIiIiIiIiIiuiiIu2r81IiIiIte4TIeUsl4j/APctdwZ/OpJm/wCa2FddVAyVj4pGh0cjHMe08zmPBa5p7xBI+dEWjbAy67bRP59VJSuz+dTRH/NZ1QRwm2+6bOVlntts2husdvqaOvLI5oLNUvphb32+OngjnmtxkkjENU8Zlc955JuXc+ctwTU14u9RdYKjai7xmhfRGLkaTZ4F0VVA9xMmu0uy7lYpQMY3AfCsIlaH8nttdZTE7M5TZey1jhEg+rHCbs/b5A11LZLc+6uY7f8AwhzpJWux8ZHbz+gV28cs5fsfH0P2kgz8xhH/AO5Wt8O9guGye1Fr2llu13ntlZT/AFNuV1ipbQ+upD2QbHyTaAUnJFvIOGYS93IzAHOlYbjFXa31jNmKih2xmvbfq5T6uUNkZLb2u0O6pMNLb4ZInjT/AP6Gubu3t51mWJXBcd5+FVZjtcWxfCTSVUhfDY9oXVPU5aSKamuFW1scrHtLtLQKhzDnADY6pvQwr4v/AAm1NJcrrSS7byino6sRUsoi2dldPA6kpKgSfYrYRK7lJpWEsAGY8YyCoz4RNt49q6Gx2dlyrbvfKx8AmkuPUFstVqrH8mJjTdTUsBqHOw9mqYyNawu0hz3Ajw14JI3dC9ujLQDv6V+iirRwmb+F3ZHHOLRUl35vIXrGV10PFv2hq42yXnbq7uq2xsaxlDJUCmp3MaANLpJmmUDH2wZGTzneVonAjY7zHwoNoL1cXXap2etdTHHWuOp76F8GaXlHO+yGT+NATyjnOBeRqcACva8K6yJlMoiImUyiIiZTKIiJlMoiIiIiiPjM+1KDwmTzJUFKdeMz7UoPCpPMlQUuZZTenO4N7l2rIv1Wz3nfyKIiLX1taIiIiIiIiIiIiIiIiIiIiy2x17dbq6mrG5IhkBkaOd8LssmZ3yYy7Hfwpo4bNlHXSOgq6MCSQyRU5e0ZDqaqc3k5SR+AyRwPeErioBU08FfCdQ0tujpLhLJHLTOdHERDLKH04w6PfG06S3JZg9DGrY8EqIXxyUlQbMdpBJsAR9/otPylpKiOWKvpGl0jCWkAXJab7BsGnt6FkeGe4R2qzU9qpjpNQxtM38YUsDW8u53bLyWNOeflXqBFtPChtKLpcZaiMuNOxrYaYOBaeSZkl5ad4Lnue7fvwWg8y1iNwDmkta8Aglr8lrgCDpcAQdJ5jgjnKh4zWNqak5vkN8Vu6w+/dZWGTmHOoqIB4/1HXe7fnHYekCwPTdemppamldE+SOandIxssL3NfEXseA5r4n7sggjeCszbNvLzTY5O41JA/BmeKgfB/CA7A+BSjauF21VUQhuVG6IYAc3kmVdKcbtzcax8Gg47a+jfNiB9k5GkJ59It85/7OR0qwjw+JvjU9W0DpOYe9VM2LzO8SsoHOPQ0SNPXY/K62Xg6uz75aC+4QxkSump5MNIinjbhpka12dO8kHB+2jOMcwrIQBuB1AZAd+MAdx+f/NS7t1wtRyU76K0wvhjcwxGoe1sWiMjBbTQsJ0ZBxqOCN+BzERCsWP1kcwijY7PLAQXbzo+3z1rPkrh01OZpZGcm2RwLWXvYC/ZrA2atWpcoiLXVt6IiIiIiIiIiIiIiIiIiIiIiIiuioD4y+1N0pLpaaKhulTbYZqCvqZepRScpNNFUUMUQc6qgk7ENmk7FoG93eU+KIeNvaqabZuaolp4JKilrbP1LUPijfPTGe9W2KY08rml0LnxktJaRkHByu1PBLSAbL82xkBwuLqGvrm2h/Ka8/qtXq9Prm2h/Ka8/qtXq9avc3RQODXR3GXUMg0tJVVTRvxhzqeJwa7vHevq2wS1MTJ6e2bR1EMgzHNDZLtLE8AkEskjpS1wyCNx6CqhskztRKunRQN1gBbN9c20P5TXn9Vq9Xp9c20P5TXn9Vq9XrA/Uqs95tqP6AvPoifUqs95tqP6AvPoi9XqOnsXnNpujtXdtC243B8ElbfbtUPpeV6nc420GLlwwS6dFCM6hGznz9qEsLblQSzz0l9u0E1UyCOokabcTKymMxga4PoSBo6om5gPtznOBjHXRjqVjZKq3bQU0bntja+ost1hY6R+5kbXSUoBe7G5o3ldFJOyeVsENFfJp3RvmbDHaLnJK6GN0bZJWxtpi4xtdLEC4DAMjM84Xi82dfTfhpXq0GbbRbjoW4SXO9VkctPU7Q3WeCWNzJYZY7PLFIx2A5kkcltLXtIPMQtAl4DrO5xcZa7LiSdMtMxuTz4YymDWjvAALP2umjkc4aauF8UxhmhqYpaWoikbpLmSwTsbIw4c04I5iF2bU3S32wNNXLUsDmPlzHFNMGRskhidJIYoyImcpUQsy7GXStHOVhfNPn5ocb7rLK2CDNzi0W33Wuw8B9nY4OEtdkbxqlpnt+dr6YtPzhZS5cGNHU0lPQTVVa6kpHySU8TW22IxPlJMhE0NC2V+c8znEbm/ijHpkvFI10bXU96a6WGOpiabTcg6WnlJEU8YNNl8Ly1wDxuODgr12yVtU17qa37Q1DY5DFI6Cx3aUMla1rjG8x0pDZA17DpO/Dm9tfM+qva7uxfMylteze1fNi2SnoIhBRbQbS0sAaGNhguz44mtG4NZGItLN34oC52Q2QfaKmprbdd7vTVdYNNVU8rRVE84L+UPKSVVG9xJfhxI3kgZzhezqOf3o2p/q/evQ06jn96Nqf6v3r0Res6r/u7F8zaT+3tWe+q1+/Ke9/2T6tT6rX78p73/AGT6tWB6jn96Nqf6v3r0ReC618NI6NlVSX+mfMHmJlRZ7rC6URaOUMbZKYF4byjM45tbc84Xwuqhtd2IGUp2N7Vtv1Wv35T3v+yfVqfVa/flPe/7J9WrSJNoKJrdTory1u4anWu5BuXENaMmnxkuIA75CzPUc/vRtT/V+9ehr4H1R1F3YvpjpRrDe1Z76rX78p73/ZPq1Pqtfvynvf8AZPq1YHqOf3o2p/q/evRE6jn96Nqf6v3r0Res6r/u7F8zaT+3tWe+q1+/Ke9/2T6tT6rX78p73/ZPq1YHqOf3o2p/q/evRFjrnc4KWRsVTS36nlex0jI57RdIZHxtc1rpGskpg5zA5zQSNwLh218LqobXdiBlKdje1bc68X0b3bUXsDpJNoAHzm3KfuA+81Fw2dtNZVzdUVE9Ix0s+GNMzg5zOUIjAZqcGgnSAMk4AVWpaGmq22wvjklp6i9WGOSnrYXNEkUl6oo5I56aoYCWOaXDS4YId0gq6VFSxQRxwwxxwwxMbHFFExscccbBpayNjAGsYAAAAMDCscPc97S5zr6bKvxBrGODWttouop4zHtSg8Kk8yVBSnXjMe1KDwqTzJUFLQspvTncG9y61kX6rZxd/IoiItfW1oiIiIiIiIiIiIiIiIiIiIiIiIiIiLhcoiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIroqLeNV961Z4bYv8AHrYpSUW8av71a3w2x/49bV2w6l+a26woStH4X5w/uU+8XL717P4PJ9JmVfbO/c784f3KwXFx+9az+DyfSZlUYZ5b+r6q4xTyWdf0UhIiK4VMoq407P8Al7lQcchdrHIT2g+7UkDv+2Yj51oPBQ7RtNZn8wkt15pfhLvqfUDf8FG7cpN4zEIfsrdyf/Sjpqkfn0lbTVTP++FqrnRQwRVNVLXWZt5L5mvop3XF9K+jg6njifSshI0s+yNlk1sOXcuQftQoNRYTMeTawP2+qn0+c6B7QL3I/PksltR7vX/5bl+j0i1XhNtXVkF1j6Y9lbpVDvdR3jZ2qP8A2wn9a+9nJWOnrzHTdRxm6TFtNyvL8iNFP2HLH7p0nPfXpvD6f6sUQqba26xOtl0YaV1T1M3sqi2gvc/me3TqboPPyneUFrgKrO2ae5TnsJpM0a9HeFgTww2V0ezRdUy8pQbNUtrr8085LKmjkg5Nodp+yAs5c6m5G7fzqR+AnjB7K2tt5ZW3GSFtXdm1lMeoq6TVE6122nkOIoXaMT00owcHdnmIKw0VssDjpGwlFk//AJGL4fxV7xaNn/yAof6Si/8ABThLAJDJnC9ra1BMVQYxHmmwN9Sl6h4zWw8xw2+MYf8A5aO4wj9clMAtqsvC7svWuaym2gtMj3faxmugjkPwRyuDifmVX7/sRs5WA/8AJTqV5BAkor/yLm56QxzHRZ+FhUP7TcEVTRTOrKW3yVlvhAkkoaqsZJVvYCTI0SUIjLyG7wWAHd9q7mOYVcJ0Bw7VgNJMBcsPYv00hka9ocxwc1wy1zSHNcO2CNxCgHjWe6Oz3g17/etKqrsbs1W3OppZNh5bnRzBlbWMo6q6wOdFJQGndJHHJFHE3W41MIa2VuHB/ZO+2Uq7RcLrNqZLMJ6Z1BeLYy80t1oHB7eSlLrYGyxNk7NsbnRStLH9mx0T2nOGud9qDeN3Ar5Ti0reIXo2g9oj4yj+mQK5ypbfnfwEfGUf0yBXSUPC/Id7ym4r5bfdRERWaq0VcOM598Fr+Rq36dRqx6rdxoHYv9r+Rq36dRqPVeacpNJ55q02o+3tHy5s3/jVvVw1TiV3Z2j5c2c/xq3q46i4Z5s+8fopOKedHuj6qI+Mx7UoPCpPMlQUp14zHtSg8Kk8yVBS0TKb053BvcusZF+q2cXfyKIiLX1taIgGSAN5JwAN5JPMABzlZ6j2Mu0zQ6O3VhaeYuhdHn4OUxkLLHBJJ5DSeAusM1TFDpkcG8SB3rAosrc9mbjSguqKGqiaN5e6CTQB35AC0frWJC+SRPjNngg9IsvsU0covG4Ebwbj5LlERY1lRERERF7LHb3VdTT0rHNa6omjha52dLTI4NBON+N62HhB2Enszad008M3VDpGt5IPGnkwwnOsdOsfqUllJK+J0zR4rdZ3KJJXQRzNgc6z3C4G+3y2LUkWQ2atL66rgo43NY+ofoa9+S1p0udkgb8disxwg7FT2Z1O2aaKbqhsrm8k1408kYwdWvt8oP1FG0krojMB4gNienR9wj6+Bk7adzv9RwuG7wL9Ww9i1dERRlLREXvtNkrav2rSVFQOYuihe9gI6C8DSD8JXtkbnmzQSejSsckrIxnPIA3k2C8CLYJ9h7wwanW2rwPxYi8/zWZKwVRC+NxZIx8b2/bMka5jx8LXAEL3JTyR+W0jiLLHDVQzebe13Ag9y+EXfbqR9RNDTx4Mk8sUMeo4GuV7Y2ZPQNThvUg7d8FMtsoXVrattQItHLx8kYtIe9sYdG7W7UA9zdxA3HPRhZYKGaaN0kbbtbrP59FgqsTpqaVkMrrOebNGnTs4DTvso3REURT0RFlNkrI+41sFFG9sb5zIGveCWt5OGSY5Dd+8RkfOF7jjdI4MaLkmw4lY5pWxMdI82a0Ek9A0krFotk2/2Pms80MM00UzpozIDEHAAB2nB1dOVra9TwPheY5BZw1heKapjqIxLEbtOooiIsSzoiIiIiIiK6KizjWferW+GWP/AB22qU1FnGu+9Su8Msn+O21dsdqX5rbrCge0O3O/OCsTxcPvWs3g8n0iZVws79zvzm/5qx3Fv+9azeDyfSJlU4b5b+pXOK+Qzr+ikNERW6pVHvGS+9S+eBO84xVk2vt+aOsq21VbDLDA8xtgqXRxamNJDjGBgnJ5/gVmuMn96d98Bd++xVu2nd/FVx+Im/cVXXkh7Lb/AKhW+HNBjk4fQrqqrVFb7pd6KF0r4qa7yxsdPIZZiDDTPzJI7e85cd/wLO7EbJ0162kpKSqkqo42Wa6zh1JUOp5dbKu0MAL2byzEjt3bA7Sxu2Tv+YL/APLUn0ekW4cBB/5up/kC7/TrKsLAP1duPcVmeT+jvw7wtYs1P1PWXGkEk0sdHdrpSQvnkMsvI09TJHE18h3vIaAMntLfeCPg5pL3S1lZWVl1bI26VtMxlNXyQQsigcxsbWxtGBuJWi6v43vny/evpkqm3iwn+Kq75bufnGL3Tsaal4I2fVeKp7hSxkE7O5OsVau7r5/Ss3+iiXhv2IitFytFNR3C7tirKS7TTiS4SSOL6SW1th0ucOxAFVNkDnyO0rXqvHGpOLzs78n3/wA/Y1NqImCNxAGrcoNNI90rQSbX3qJOAOhgsPCNTQjX1PeLdUsp3Pdq01EjBNLqcftnOko3c2Pu7B0LJcbmwR2fbKz3iANjjv0MlLVta3AfVQGOF0zjzAuZPR7sDfA45OorW+EOs6l2g2MrWnS6K7xNce3Eamh1g97SXj9Ird/+I9PyX1rSDcY6m4PH6H1Pd/kvNM7lYBnbQR9F9qm8jUHN2EH6rCXx38Cb8bSfTIFdhUivT80bcdMtH9MgV3VhwzyHe8s+K+W33UREVkqtFWvjSnF/tXyNW/TqNWUVaONScX+1fI9d9OpFHqvNFSaPzzVpRd9ls/y5s5/jNvVzFS5jvstn+XNnP8aoFdFRsM82feP0UrFfOj3R3lRHxmPalB4VJ5kqClOvGY9qUHhUnmSoKWh5TenO4N7l1fIv1Wzi7+RRcE4XK4ctfW1qwuwuzlDs/bPqlWtb1TyLZZpXNDnw8pjRS04PM7Lms3b3O6cYxrNx4cpy89T0ETY89iZ5XveR23CMNDT3gT8JW/bV28X+xhtJI0GoigngLjhhfGWv5KTTkt3hzDu7E9G7Crtftnq6gcW1dLNAAca3MJiP5szcxu+Yrd8WnqKFjGUgtFmg5wF7npOnj03XM8ApaPE5JZK850+eRmucRYdAuNtxttYaFK1l4cQXBtbQ6WHnkppdZH/RlAyP0/mWicLN2oKyv5W3Rxsh5FmuSOMxGeZ+Xve9hA7IBzWkkZy12c7lqAK5Wu1OM1NTDyUpBF73tp+S2+iydo6Oo5eAFpsRa5zdO2xv9uhFwSBzlbTwbbGy3iqMYcYqeIB9TMBktaSQ2OMHcZXYdjO4Bric4AMtXK7bN7NkUzKYSVLQNbYYmT1IyMgzzzOAYTz6dWcEYbjC90WEOmj5aR4ZHqudp6BtWPEcoGU036aGN0ktr5rdg6Tpt2cbaFXsOB5iD86+lPtDt5s7d3Clq6QRGQhjDWQQ6C524Bs8bnGJ3fOnnGCtF4XuD36lFtVSl76GV+gtcS59NIQS1rnc7onYOHHfkYOSQT7qcGzIjNBIJGDXbQRxGnR+aljosohJOKapidFI7yQdLTwdo0/8XvoWs8HvutbfDqbzrVKHGc+52z4yq/dgUX8HvutbfDqbzrVKHGc+5234yq/dgUug9U1HvN72qDinr6k913c5R1wTe7dt+PPmpFvXGc+62z4us/eplovBN7t2348+akW9cZz7rbPi6z96mSl9Tze+O9i+V3/UNN/2nd0ih1ERayt0UhcCWxkVzqJZ6puulpNGYj9rPM/Jax/bja0aiOnLRzEhb3ttwrU9sldQ0NKyd1P9ikOoQ08Lm7jExrGkvLeYgaQCMZOCBjuLRcY+SrqQuAm5VlS1p53xljYnEdsNcxue1yg7a1ThN4PrjTVlVUwwSVVLPPLUNkgaZXx8s90jmSxty8FpcRqAIIAOQcgblE6Wlw1klIPGcTnOAuRr46O7rXOqhsFbjUkOIO8RgGY0nNabgdI0nX06tllmafhyqw7MlBTPb0hkssTv5zg8fsXdt9whWq6WqYdTYr8sZDHURhz4S5w1zQzs3YDQ7pBJIyMFQ+7cS07nA4LTuIPaIO8FFTnHqwsdHI4OBBGkDt1DSthGSuHtkZLE0tc0gjNcdNthuToPRbivqCV8b2SMcWPje17HtOHMewhzXNPQQ4A/Mto2n4RLncqcUtTLFyOWmQRRiN0xYQW8qQ45AcAcNDRkDduC1iD7dn57f3gp84wdFDHaWOjhiY7qyAZZG1pwY5t2QM4XzD6eWSmmeyQtDQLj92vpXrFqqnirKaOSIOc9xDXHW21tOo7+jUoAXC76CkkqJY4IWF8sz2xxsHO57jgDvDv8wGVPlh2Es9jpeq7oYZ5mgGSaduuFjzvEVNAQdbsjcdJecE7uYYcOwuSsuQQGt1uOoKRi+OQ4eGhwLnu8ljdLj/j8AKr3rHbH6wtz4E/d+3fnVX0GqUkycLdhJ5E0dS6Lm1mkpjFjt6DLr0/o57yyezey1oqa2ivVofHG2F83LRQgiJ/KU00OkwnBppmmVhxgAjO7eCrijwZnLsfBM1+a9pI1GwIuRpN1r2I5RSfpZY6qnfGHxva1x8YXLTYHQLErSuMv7dofBX+eKidSxxl/btD4K/zxWg7E7Nz3WsZSQ4bkF8srhlsMTSA6Qj8I5IAHSXDmGSIGMxOlxF7GC5JAA6grXJ2dkGDxSSGzQ0knozisISuA8HmI/WrCVbNnNmGMZJCJqtzdQzGyprZBzF+ZCGQMJB3ZY04OM4K81NwnbP1zup6ujdFG/sddXTU8kAzuGoxucY/zsYHbCzHAoozmS1DGv3a+03FlGblRNKOUgpHuj/dqJG8Nsb9qgZFKnC3wbxUkJuNtyaXc6aDUZBE1+NM0LySXQ5IyCTjII3c0VqprqGSkk5OTXv2Ebwr/AAzE4a+ETQnRqIOgg7j0oiIoasFdFRXxr/vUrvC7J/jttUqKK+Nh96df4XZf8ctq7Y7UvzW3WFXuzu3O/OCsrxbfvVs3gz/pEyrHaHfbfnD/ADVm+LZ96tm8Gf8ASJlU4d5b+pXWLeQzr+ikRERW6pFHnGU+9O++Av8A32KtG0jv4ruHxMv7istxlvvSv3gD/wB9irHtC7+K6/4mX90KrxHy4+P1CucL83Jw+hXt23d/zDf/AJak+j0i3HgDOdrqf5Au306zLStu3f8AMV/+WpPo9Ity4vp/5ug+QLt9Osyxs9L7fqsknoPU3vC1yR38cXz5fvX0yVTjxXj/ABTW/Ldz84xQVUOxeb58vXr6XKp04rZ/iit+W7n5xiyU3pT+H1WOs9Ej6u5Swq68a8/xxs78n37z1kVilXPjaH+N9nfAL956yKbU+adwVfR+ebxCr1xgajk5tn5f/brXP/mPpHf5KTP+Jf8Acdm/jLp+7QqI+Mw/DLQe1LUH9Qpypc/4l/3HZv4y6fu0Kw4d5hvX3lZ8U9Id1dwWv3F2aKP4yi+lwK8qopXO/gcXxlF9LgV61jw3yXe8suLeW33UREViqpFWXjXnF+tPyPXfTaNWaVYuNocX60/I9d9No1gqfNFSaPzzfzYtGhP2azfLmzv+M0CusqSUjvs9m+XNnf8AGaBXbUXDfNn3j9FLxbzo90d5UR8Zj2pQeFSeZKgpTrxmfalB4TJ5kqCloeU3pzuDe5dWyL9Vs4u/kURFwVr62tbLsVtvX2kkUz2uhc7U+mmBfC47suaAQ6N+OlpGd2QcBSjZeG6jkAbWUc8BIwXQltRF84Ol4HeAKh7aHZ2tt5Z1XTyQiVjHxvIzG7W0O0B47HlBnBZzgjtYJxauKfFq2i/0wTYf0uF+/SOpa7V4DhuJ/wCsWgk/1tNiesaCeIKsbHbtmL+Hcg2mdNjJMANJVt/llmGucAelzXNUQcJmxEtmnYNZmpZ9XITEYdluNUUoG4SAEHIwHDJAGCBhdkG1DrhRCk1dU9UxGLRnUCHDUTj8AM1aujTqzuypr4yUsYtlMw45R1ax0Y6cNhm1kdOOyaP0graR8WI0Uk74w17LeMNAPR+X1hUMTJsHxKGljlc+KT+lxuW9PRxFr2OjavZwFURhsTJYmt5apkqpuy3B0kcj6eIOI3huIW/rKj6o4Hr5K98sstE+SR7pJHuqJSXveS5zj9g5ySSt44Abkyps76LWWSUr5ozodpkbHUufKyVhG8HVJKAegxqKNpblfbdUyUlTcbi2SMnDurKkNlZnsZYyZOyY4fq3g7wQs9Y6m/Q07pGOc3Nt4psA6wvfpvf5qNhzazwnVshexry+/jC5Lbm1ugAi/ELNngXvP41D5RL/ALClSSyVLtm5qG4mOSojop2F7HGRpMOt1K/U9oJeAyIkkc7Sq+na66++lw8tqP8AcXpuF6vcccZqKy6Miqo3Pi5WpqQyeLJY4tDn4c3/ACcDzEZg0mJUdOHmKJ+ltjd1xY7/AM2qzr8HxGrMYnmju14c2zSHXG7v6r7F1cHZ/ja2eG03nWqUeM59ztvxlV+7Aov4PPda2eHU3nWqUOM59ztvxlV+7AvlB6pqPeb3tXvFPX1J7ru5yjrgm927b8efNSLeuM591tnxdZ+9TLReCb3btvx581It64zn3W2fF1n71MlL6nm98d7F8rv+oab/ALTu6RQ6iItZW6L0W2umppWT08j4pojqjkYcOacYPeIIJBB3EEgqVNneG6dgDK+kZNjcZqd3JPPfMT8sc74C0d4KN7Vs7W1VPPVU1PJNDTOa2UxjU4FwLuxYOyeAACcZwHtPNzYr/Lcfh7SsqWtqqIB0ZIDtOrQenToVPW4bQYkS2Voc5ug2NnDba40jfY6OhWJi272auwEdWImuOMNuFO1un4J8OjYc/wAsLAcInBJAIH1lp1AsaZHUheZGSRgaiad7suD8bw0kh2MDHTCpVkOAYVDLKw1JIj5WZ1NymRppMMwey5o9YmI6NJGN2FsWH1jcWcYKmMXzSc8CxH52dC0/FsPfgDG1NHM7NzgDG43Bv2bt19oKrnTHs2fnt/eCsJxi/cdnhsHm51AEjmunLmbmOnLmdHYGTLf2YU/8Yv3IZ4bB5udQsIFqKqH9o/3KzygN8SoD/ef9i0Di7UDZbs+Vwz1NSyPZ3pJHMhDh3+TfIP0k4wt2kmugpdR5Kjhj0s6OVnaJXyHtnQ6Nve0ntlebgDurKa7tZIdLauF9M0ncOVyyWPPwmMtHfeFmOMRs5LHVsuTGF0E8bIpnAZEU0fYsLz0NezQAe2wjpGfTQXYMRHsf43D7eSvEhazKMGbbFZl9/R0+V2qJ1InF/u0kF3ZTAnkq2OWN7PwdcMUlRHJjtgRvb/1Co7UpcXrZyWWt+qT2ltPStkZE8jAknkY6Ihh/CDY3yZPbc0dvFXgjZHVsfJ684E8NvyurvKR8TcOm5XUWED3v6eu9l3cZf27Q+Cv88VsPFqoGtoqupwNc1UIdXTycMTHAfz5X/sWv8Zf27Q+Cv88VluLVd2clWUDnASNlFXGCRl0b2sik0jtNcxmfjQtigLRjjs7ptxzR/lajVNecmGZnRfhnn62WH2k4K75W1dTVSSURdPM9++ol7FmcRs+4bg1ga39FeDrL3n8ah8ol/wBheThGqL3a6+aF9wuQhfI+Slk6rqdEkLnEta12vGtgIaR0Y7RGdc+u27e+lx8tqf8AcVVVSUDJXCSJ+dc38bb2K8oY8VkgY6GaLMzRazDqtq17NSsLwdbO1dNan225GKQfZoWclI6RppZW/c3F7GkYLpABjAGn4FWOWMsc5h3ljnMJ7ZaS0/tC2CW/X1kMdS+uuraeZ7o4pnVVUI5HsGXNY7Xg4/bpd+Kca65xJJJJJJJJ3kk7ySTznKwYtXx1DI2MY4Zgt4xubG1u5ScAwuaklmlkka7lHAkNFgHAm/fp6UREVItmVz5HhvOon42NS360rgScAVNmJJwAAL3bskkncFLEjA7nXmrLbDMx0UzGyxuwHRysZJG7BBGpjwQ7eAd/aC7YdK/NYNjdUatF2phqzU0/2w/9aLv/AMpWm4tlQ361LIR2QNK4ggggg1E28HO8LbPrNtPvbQeRUv8AtrKUtviiY2OJjY42DSyONrWMYB0NY0ANHeCjU9MIiTe91Mqq0ztaCLWv8199UjtFOqR2iuepm9s/s/0TqZvbP7P9FKUJR3xlJwdkr9ncBQPOSdw7NnOqsXu6UzrbXNFRAXOikDWiaMlxLRgAB2SVeept8UrHRyNEkbxpfHI1j2PaedrmOBDh3isY3Y61Agi3UIIOQRR0uQRzEHk+dRqimEpab2sVMpawwtc2184WVOeESvhZtJtAHzRMP1ZedL5GNOOp6TfgnK3Pi610Um1sRjkjl02G655N7XYzXWfGdJOOY/qVl6vZW2zPdJLQ0csjzl8klLTyPecAZc90ZLjgAb+0uy3bO0NM4vp6Smp3lukvgp4IXFpIJaXRsBLcgHHeC8ilAl5S+/RxXp1aTByNt2ngqc3K4wMvd9a+eFjhfrzlr5Y2uGauXGQ47lPXFYq2us1W5ha9rr1dMOa4OafsjOYjIKkep2Ttsr3SSUFHJI8lz3yUlM973Hnc5zo8uce2V7aC1U9OwRwRRwRgkiOGOOJgJOSQxjQASV6jpgyUyX1rzNWGSFsVvJ29Vl29U979v/8AFXHjd1jG3XZ10j2RjqK+jL3taCTLZSBl2Bncf1KyHUze2f2f6Lx3KxUlTp6pp4KjRnRy8MU2jVjVo5Rh050tzjnwO0s0jM9pbvUeGTk3h+4r84+MhWxSxWwRSxSOD6gkRyMkIy2nxkNJ6VM3/Eok1RbNjm+y3PnP8mg3q10GydtjOqOgo43buyZSUzT2Lg5u8R53Oa0/C0HoXpuVjpKnSKmnhqAzJYJ4YpgwuxqLeUYdOcDm7QXinhETAwHUslTPy0heRa/2VF6y505pomtngc7lqMBoljLierINwAdklXyNRgnd09tYlmx9qaQ5tuoQ5pBBFHTAgg5BBEeQQVl+px2z+z/Reaen5EEXvc3XqrqjOQbWsLLjqnvftTqkdpc9TN7Z/Z/onUze2f2f6KQoq46pHaKq/wAbyrjZfbQ572Rg2iuAL3NaM9W0m7Lj3laHqZvbP7P9F4rlYKOpLTU00FQWAhhnghmLQcEhpkYdIJA5u0vEjM9paskMnJvDtypTbLjA+psrWTwvd9XNnsNbKxzji8UJOGg5O4H9SvH1Q3vrFQbJWyNzXx0FEx7HBzHspKZr2Oactc1zY8tcCAQQsqKZvbP7P9Fjp4BC3NBvpus1XUmd4da2iyifjLPDqOgI7qk8yVBinPjKsDaOgA7qk8yVBi5zlN6c7g3uXYMi/VbPed/IovunmdG9kjMB0b2vbkBw1McHNy1wIcMgbiCCvhFQA2NwtqIBFipv2e4ZKSePkbtSlpcA18kcYnppB0l8LjrZntAPXrd9ZFR9kPULM78Dl6X/AOsaMfqUCor9mUUxaGzMY+21zdK1R+SFMHF1PJJHfY11h9/mp+btrsvaGu6gjjklIxijgJe8dAdUSgDT+kfgKiLb7a2ovFSJ5gI44wWU8DSS2JhIJ7Iga5HEDLsDOkbgAAteRRa7GJqlnJ2DWftaLD8+Sm4bk7TUUnLXc+T9zznHq1ffpsstsntDU2ypbVUrgHgaXsdvjmjJBdHIBzt3A5G8EAhTLTcJGz91ibHdIBE8fgVMJnja7G8wzxtJaO+Qw7lAi4XmhxeekaWNsWn+ki4XvFMn6avcJH3a8antNnfW/wCaVPcdfsXRkTRije9p1NDYp6lwcN40teHBru/uwtF4V+EJt3EdPBBydLFJygkma01D36S3djIhjwTuBJO7OMYUfLlZqrHJZozE1rWNOsNFrqPQ5MwU8wne98j26i917cNXzustsbVx09xoZ5naIoaqCSR+CdLGSNLnYaCTgDoC3zh22rt9yZQiiqBOYX1BkAjlZpD2xBv3Vjc50nm7Si1cKJDiD46Z9OALPIJO3Rb7KwqMJjmrI6txOdGCANmm+vRfbvWf4PLhDS3WiqKh/JwxTF0j9LnaW8m8Z0sBcd5HMFtnDttNQ3KSgdRTicQsqRIRHKzSZHQFn3Vjc50O5u0o1XCR4g9lM6mAGa43J26LfZfJsJjkrWVpJzmNLQNljfXovfxt65REUBWq37gy4SZLQw00lO2ekdI6T7HpZPG9wAcWu+1lHYjc7B/lAABSBLtPsjdOzqmQMlcOyNTTPhm+B08QwfmeVAKK6pcdnhjETg1zRqDhf867rW67JelqJTO0uY863Mda/HX8rKe2TbE0n2VvUL3DeBiesORvBDHa8H5lrPCVwr9WQvordG+GCQFk1RIA2SSPmdHFGCeTY4biSckEjAUVIvc+PzPYY42tYDrzRYrHTZK08comme+Rw1Z7rgdX30dC+oThzSeYOaT3gCFMnDTtrbLhbWQUdUJpRVRSFginZhjWShxzJGBzuHT0qGUUGmxB8EUkTQLPFjv26tPSrOtwmOqnhneSDESRbUb216OjZZcscWkOaS1zSHNc0kOa4HIc0jeCCAcqadjOGCB8IprzGdWnQ6pZHysUzcYJnhaNTXkc+kOad+5vMoVRKDEpqNxdEdesHSCmKYPTYiwNmGkaiNDhwP0Nwp6kn2IB5cihJ59DY5yPg6ma3HzaV5X8LlJ1bR09KzqW2xvPVE74i3MbYpNDIYIwXRxcpo34zuxgDOYORWRyimHmmMZpBOaLXtsPQfwqnbkfTG/LSSP0EDOdcC4tcC2sbNl9ikPhy2io7lVUslFMJ2R07mPIZIzS4yFwGJWgnd2lpNkuk9FUR1NNIY5onZa4bwcjDmubzOYRkEHoK8S5VVU1sk05nOhxIOjZbcr2iw6KmpRSjxmAEadNwb3vs2qd7VwqWi4wCC707Yica2yQmppXOH4TC0Oew9PZN3Z+2K+xPsRAeWAonEbw3RUT7+9CQ4fsUCLlWrco5iByjGOI2lun87FQuyPp2k8jLIxp1ta/R3H53Un8KXCXDX05oKGn00xLNU0zGBxEZBaKeIZ5Ibh2R34yMDnUYIiqa2tlq5OUlOnVuAG5X+G4bBQRclCLC9zc3JO89KIiKIp6uiiIu2r81IiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiKI+Mz7UoPCZPMlQUp14zPtSg8Jk8yVBS5llN6c7g3uXasi/VbPed/IoiItfW1oiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiK6KIi7avzUiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIoj4zPtSg8Jk8yVBSnXjM+1KDwmTzJUFLmWU3pzuDe5dqyL9Vs9538iiIi19bWiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIrooqAezV2q979n/ACW4+sU9mrtV737P+S3H1iu2r81K/wCioB7NXar3v2f8luPrFPZq7Ve9+z/ktx9Yoiv+ioB7NXar3v2f8luPrFPZq7Ve9+z/AJLcfWKIr/oqAezV2q979n/Jbj6xT2au1Xvfs/5LcfWKIr/oqAezV2q979n/ACW4+sU9mrtV737P+S3H1iiK/wCioB7NXar3v2f8luPrFPZq7Ve9+z/ktx9Yoiv+ioB7NXar3v2f8luPrFPZq7Ve9+z/AJLcfWKIr/oqAezV2q979n/Jbj6xT2au1Xvfs/5LcfWKIr/oqAezV2q979n/ACW4+sU9mrtV737P+S3H1iiK/wCioB7NXar3v2f8luPrFPZq7Ve9+z/ktx9Yoiv+ioB7NXar3v2f8luPrFPZq7Ve9+z/AJLcfWKIr/oqAezV2q979n/Jbj6xT2au1Xvfs/5LcfWKIrR8Zn2pQeEyeZKgpRftzxpdoLxHDFU0dmY2GQyNMFPWtJc5ukh3KVrgRjtYWp9ei6dz0Hiqj0haVjWB1NVVGWMCxA221BdJybynoqGibDMTnAu1C+s3U+IoD69F07noPFVHpCdei6dz0Hiqj0hVPNet3DtV7z3w3e74VPiKA+vRdO56DxVR6QnXounc9B4qo9ITmvW7h2pz3w3e74VPiKA+vRdO56DxVR6QnXounc9B4qo9ITmvW7h2pz3w3e74VPiKA+vRdO56DxVR6QnXounc9B4qo9ITmvW7h2pz3w3e74VPiKA+vRdO56DxVR6QnXounc9B4qo9ITmvW7h2pz3w3e74VPiKA+vRdO56DxVR6QnXounc9B4qo9ITmvW7h2pz3w3e74VPiKA+vRdO56DxVR6QnXounc9B4qo9ITmvW7h2pz3w3e74VPiKA+vRdO56DxVR6QnXounc9B4qo9ITmvW7h2pz3w3e74VPiKA+vRdO56DxVR6QnXounc9B4qo9ITmvW7h2pz3w3e74VPiKA+vRdO56DxVR6QnXounc9B4qo9ITmvW7h2pz3w3e74VPiKA+vRdO56DxVR6QnXounc9B4qo9ITmvW7h2pz3w3e74VPiKA+vRdO56DxVR6QnXounc9B4qo9ITmvW7h2pz3w3e74VPiKA+vRdO56DxVR6QnXounc9B4qo9ITmvW7h2pz3w3e74VPiKA+vRdO56DxVR6QnXounc9B4qo9ITmvW7h2pz3w3e74VPiKA+vRdO56DxVR6QnXounc9B4qo9ITmvW7h2pz3w3e74VPiKA+vRdO56DxVR6QnXounc9B4qo9ITmvW7h2pz3w3e74VPiKA+vRdO56DxVR6QnXounc9B4qo9ITmvW7h2pz3w3e74VGiIi6WuMoiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiL//2Q==" width="309px" alt="sellside vs buyside"/></p>
<p>Buyers and sellers are rarely the only two parties involved—investment banks also play an important role in the M&amp;A process, and can advise on either the buy-side or sell-side. Instead of looking for a company to buy, the investment bank is looking for an investor on behalf of a company that they are representing. Often, companies look for funding because they are trying to spur the future growth of the business. Or, perhaps they wish to merge with a larger business to immediately gain access to more resources. 2 in 3 startups never see a positive return, and being acquired often gives founders and operators a much needed advantage, especially during a recession. The sell-side M&amp;A team performs research, identifies a selling company’s investment potential, and provides insights into current financial projections and trends.</p>
<h2 id="toc-3">Buy-side and sell-side: understanding the differences</h2>
<p>Sales and trading jobs are intensely involved in making the stock market move every day. Sales and trading groups in financial markets offer long-term equity capital for investors in public markets such as venture capital funds, mutual funds, exchange-traded funds (ETFs), and other banks at a low price. Analysts behind the scenes often play a critical role when a company&#8217;s stock soars or plummets. Buy-side and sell-side analysts share the goal of analyzing securities and markets, but their incentives and audience mean that their results will often differ. A sell-side analyst is employed by a brokerage or firm that handles individual accounts, providing recommendations to the firm&#8217;s clients. Meanwhile, a buy-side analyst typically works for institutional investors like hedge funds, pension funds, or mutual funds.</p>
<h2 id="toc-4">What are Examples of Buy Side Firms?</h2>
<p>As it sounds the buy side refers to investment companies (including pension funds, hedge funds, money managers) that buy securities for their clients. The sell side is involved in the creation, selling, or issuing of the securities that the buy side then purchases. Buy-side analysts usually work for hedge funds, pension funds, or private equity groups and receive compensation based on the accuracy of their investment recommendations. In contrast, sell-side analysts typically work for investment banks or brokerages and are compensated on the quality of their research and how much revenue it generates.</p>
<ul>
<li>Contracts 365 is the leading contract management software for Microsoft customers.</li>
<li>That’s because asset management firms like Blackrock tend to have somewhat different operations and roles than does Blackstone’s private equity fund.</li>
<li>Although the difference between the sell-side and buy-side might be obvious on the surface, there’s still no strict borderline between both sides.</li>
<li>Above, we covered that the terms refer to different types of financial firms (e.g. investors vs. security issuers).</li>
<li>Buy-side analysts can take on the role of asset allocators, who are responsible for determining the optimal mix of asset classes within investment portfolios.</li>
<li>As of 2014, there were $227 trillion in global assets (cash, equity, debt, etc) owned by investors.</li>
</ul>
<h2 id="toc-5">What Other Roles Do Financial Analysts Typically Perform Beyond Issuing Recommendations?</h2>
<p>This segment includes firms/individuals that purchase stocks, bonds or other financial instruments for their own or for investors with the goal of generating returns. The buy-side can include financial institutions such as trusts, equity funds , foundations, endowments, hedge funds, mutual funds, private equity and so on (refer to the previous blog for definitions of these funds). Professionals on the buy side typically work in portfolio management, wealth management, private equity, hedge funds and sometimes venture capital. Buy-side companies work to identify and buy underpriced, undervalued, or high-potential securities for clients in order to make the highest profit on their trades. Understanding the intricacies of the hierarchy among the buy side and sell side investment banking is vital for industry practitioners and investors. However, on the other hand, the sell side is very efficient in transactions and advisory services.</p>
<h2 id="toc-6">Understanding the Differences Between Sell Side and Buy Side in M&amp;A Markets</h2>
<p>As of 2014, there were $227&nbsp;trillion in global assets (cash, equity, debt, etc) owned by investors. Many equity research professionals can win other research roles or join long/short equity hedge funds, but it’s much rarer to go into IB or PE roles. Something like private banking is also in this “Grey Zone” because private bankers invest on their clients’ behalf, but they typically charge fees based on AUM – and most people do not consider PB a traditional buy-side role. They all raise money from Limited Partners (LPs), such as pension funds, sovereign wealth funds, endowments, and insurers, and invest in companies and securities. Sell-side&nbsp;analysts convince institutional accounts to direct their trading through the trading desk of the analyst’s firm, which adds marketing to their responsibilities.</p>
<p>Sell-Side Quants create tailor-made securities and hedge complex portfolios for their clients. The math required for these types of positions usually is the one to be found in the curriculum of a Masters’s in Financial Engineering. These programs cover Ordinary Differential Equations, Partial Differential Equations, Stochastic Calculus, and continuous-time modeling. As with all quantitative positions, quantitative traders can expect to earn high salaries, with great upside potential due to the high correlation between bonuses and their performance. It would be too simplistic to assume that all roles within buy-side shops were the same.</p>
<p>Sell-side analysts are those who issue the often-heard recommendations of &#8220;strong buy,&#8221; &#8220;outperform,&#8221; &#8220;neutral,&#8221; or &#8220;sell.&#8221; These recommendations help clients make decisions to buy or sell certain stocks. This is beneficial for the brokerage because every time a client makes a decision to trade stock, the brokerage gets a commission on the transactions. You see this especially with the large, multi-manager hedge funds and private equity mega-funds, but it happens even at smaller/newer places. Sell-side analysts produce research reports, market insights, and trade recommendations that buy-side analysts use to inform their own research and investment decisions. These decisions will in turn influence future sell-side research and create a synergistic relationship defined by efficient information sharing as well as informed investment and trading activities.</p>
<p>Once again, this point depends more on the specific industry and firm type and less on the buy-side vs. sell-side distinction. The Deals vs. Public Markets vs. Support distinction makes little difference in this category other than the fact that “Support” roles tend to pay much less because they’re not directly linked to revenue generated. In short, the stress in sell-side roles has a higher frequency, but the stress in buy-side roles has a higher amplitude. You will be busy following companies, updating your models and analysis, reading the news, and generating new ideas constantly. Fueled by empathy-driven storytelling and good coffee, Nicole is a content marketing specialist at AlphaSense.</p>
<p>In contrast, sell-side analysts work for institutions that sell financial products, such as investment banks and brokerages. Over their careers, financial analysts may switch between the buy and sell sides as they develop contacts and areas of expertise. The sell-side is usually represented by investment banks, commercial banking institutions, advisory firms, and stock market brokerage firms. Sell-side analysts, investment bankers, and stockbrokers assist their clients in raising capital by selling securities.</p>
<p>The sell-side firms are considered ‘market-makers’, and they provide liquidity for the capital market. Buy-side analysts often work closely with portfolio managers and traders to align their research with their fund&#8217;s investment strategies. Sell-side analysts, meanwhile, might collaborate with investment bankers, sales teams, and brokers. Analysts may also work with corporate executives, industry experts, and economists to gather diverse kinds of information and data. Equity research analysts are responsible for analyzing publicly-traded equities to publish reports containing company and industry-specific insights to support a formal recommendation. They closely analyze small groups of stocks to provide investment ideas and recommendations to the firm&#8217;s salesforce and traders, as well as to institutional investors and the general investing public.</p>
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		<title>Answering All Of The Questions Associated To Web3 Wallets And Managing Digital Assets Through Them</title>
		<link>https://021c.com.br/site/?p=578</link>
		<comments>https://021c.com.br/site/?p=578#comments</comments>
		<pubDate>Thu, 23 Jun 2022 23:25:57 +0000</pubDate>
		<dc:creator><![CDATA[021c]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

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		<description><![CDATA[Crypto wallets enable users to send, receive and store crypto tokens. To ship tokens to a different wallet you should know the common public key of that wallet. To obtain tokens, your public key needs to be shared with the sender. To be exact, a cryptocurrency wallet doesn&#8217;t retailer any coin or token. Instead, it<p><a href="https://021c.com.br/site/?p=578" class="more-link themebutton">Read More</a></p>]]></description>
				<content:encoded><![CDATA[<p>Crypto wallets enable users to send, receive and store crypto tokens. To ship tokens to a different wallet you should know the common public key of that wallet. To obtain tokens, your public key needs to be shared with the sender. To be exact, a cryptocurrency wallet doesn&#8217;t retailer any coin or token. Instead, it shops the personal and public keys and the small print of all transactions on that Blockchain. The consumer receives an ID, which is the handle of the particular blockchain pockets.</p>
<div style='text-align:center'><iframe width='563' height='310' src='https://www.youtube.com/embed/ZMfnwsZFmmY' frameborder='0' alt='All About Paper Wallets' allowfullscreen></iframe></div>
<p>Enter  a string of alphanumeric characters which are chosen at random into a safe wallet key generator to create your non-public key. It is also important to look into the safety features of your pockets provider should you go for a web-based pockets.</p>
<h2>What Are Web3 Wallets?</h2>
<p>Crypto wallets, similar to financial institution accounts that carry fiat money (essentially any paper forex such because the Indian Rupee), store digital currencies corresponding to Bitcoin and Ethereum. However, unlike typical bank accounts, not all crypto wallets are custodial. As a result, you could handle who has access to the funds by controlling who owns your non-public key.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/chatbots-in-the-online-trading-industry-768x512.webp" width="305px" alt="All About Paper Wallets"/></p>
<p>Cold Wallet- A pockets for cryptocurrency that is not connected to the internet. Webacy presents an array of solutions to make self-custody secure and simple, no keys or seed phrases needed. Lastly, from the above content material, you will get an thought about the crypto wallet and how it has flourished through the years.</p>
<h2>Schedule Your Blockchain Consultation</h2>
<p>cryptocurrency sector. Crypto wallets usually are not universally suitable with all crypto belongings. Different crypto belongings and tokens function on varied blockchain networks, every with its own unique tackle format and technical specifications.</p>
<p><a href="https://www.xcritical.in/blog/all-about-paper-wallets/"><br />
<figure><img src='https://www.xcritical.in/wp-content/uploads/2022/12/trade-without-borders-with-xcritical-terminal-768x416.webp' alt='paper wallets crypto' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='407px'/></figure>
<p></a></p>
<p>Wallets are put in on a laptop computer or a PC, and they&#8217;re solely accessible from the one laptop the place it is downloaded. Desktop wallets provide the best ranges of safety, and in case your laptop is hacked, then there is a probability that you could be lose all your funds. Unless you are residing under a rock, you must have heard about bitcoins. This cryptocurrency has become essentially the most acknowledged and efficient useful resource for investments.</p>
<h2>What Is A Crypto Wallet: Defined</h2>
<p>printed on a sheet of paper, so anyone with entry to it or the power to take a photograph of it can steal your money. To make a</p>
<p>Download Black by ClearTax App to file returns out of your cell phone. CAs, experts and businesses can get GST prepared with Clear GST software <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> program &amp; certification course.  Our GST Software helps CAs, tax experts &amp; business to handle returns &amp; invoices in a straightforward manner.</p>
<p>In paper wallets, keys was once written as a hard copy, like on a paper or doc and then saved in a particular place. This is as a end result of all of your crypto assets are lost if you lose these paperwork. Moreover, the nature of transactions happening in paper wallets could be very time-consuming. The pieces of software that may be put in on a pc and used to store digital currency on the device’s onerous drive. Compared to online and mobile functions, this provides further protection as a end result of you aren&#8217;t dependent on third-party services to retain your coins. However, as a end result of your computer is linked to the internet, hacking remains to be a possibility.</p>
<p>They preserve track of the cryptocurrencies you possess and save the knowledge demonstrating possession of any tokens you retain in the pockets. It varies according to numerous factors like web visitors, the volume of transactions, etc. Notably, a non-public key is a secret code that enables entry to the consumer&#8217;s funds at a sure address. When a user commits a blockchain transaction, a signature is generated. An necessary point to remember is that crypto lives on its blockchain.</p>
<p>In this part, we’ll delve into the concept of Web3 wallets, explore how they differ from conventional wallets, and highlight their key features and benefits. In a custodial cryptocurrency pockets, your property are saved protected and safe in your behalf. This implies that your non-public keys shall be held and managed in your behalf by a third celebration. In other words, you won&#8217;t be able to sign transactions or have complete control over your money. However, employing a custodial cryptocurrency pockets service isn&#8217;t always a bad idea. In less complicated words, a crypto pockets is a form of digital or bodily storage to secure access to your crypto.</p>
<ul>
<li>Cryptocurrencies in current instances have taken a major place within the financial market.</li>
<li>If you like crypto’s lack of centralization, use a pockets where you management your key and cash.</li>
<li>When it involves digital money, another technique of possession is required.</li>
<li>so as to access these keys.</li>
<li>Like managing other property, you should maintain your crypto assets properly.</li>
</ul>
<p>Using a non-public key generator is a less complicated option, ideally one that isn&#8217;t web-based. Crypto can simplify our lives and funds via its revolutionary methods.</p>
<h2>Working Of A Blockchain Pockets</h2>
<p>pockets or hardware wallet, to store your property offline helps hold your cryptocurrency secure. If you want the best of each worlds, you</p>
<p>But to maintain it safe, it is very important select the right pockets on your wants. From long-term storage away from the web to daily utilization, there’s an choice for each want. Remember to do your analysis and look into reviews by different users to make your last determination. Mobile wallets run in your telephone, and they are useful as a outcome of they can be utilized wherever together with retail shops.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/crypto-matching-engine-what-is-and-how-does-it-work-img-2-img-1-768x510.webp" width="300px" alt="All About Paper Wallets"/></p>
<p>You require a crypto wallet to conduct transactions and maintain observe of your belongings to be able to entry these keys. With utilizing it, you&#8217;re in full control of these keys while not having to make use of the web.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/2d2444f5-e85e-4c49-882a-1518db53e6bc-768x512.webp" width="307px" alt="All About Paper Wallets"/></p>
<p>this wallet, all you need is a pen and some paper (or access to a key generator, and then you print the addresses generated). Save taxes with Clear by investing in tax saving mutual funds (ELSS) on-line. Our consultants suggest the most effective funds and you can get high returns by investing instantly or via SIP.</p>
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