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	<title>Corte Dei Fornai &#187; FinTech</title>
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		<title>Alternative Trading Systems: Characteristics, Impact, And Future Prospects</title>
		<link>http://www.cortedeifornai.it/alternative-trading-systems-characteristics-impact/</link>
		<comments>http://www.cortedeifornai.it/alternative-trading-systems-characteristics-impact/#comments</comments>
		<pubDate>Wed, 28 May 2025 20:45:13 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.cortedeifornai.it/?p=50454</guid>
		<description><![CDATA[<p>They supply specialised platforms and order sorts that cater to specific buying and selling methods. Various Buying And Selling Techniques (ATS) are reshaping fashionable financial trading by offering aggressive benefits over conventional exchanges. A wide selection of securities could be traded on an ATS, from conventional stocks to tokenized belongings and unique monetary devices. ATS [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/alternative-trading-systems-characteristics-impact/">Alternative Trading Systems: Characteristics, Impact, And Future Prospects</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>They supply specialised platforms and order sorts that cater to specific buying and selling methods. Various Buying And Selling Techniques (ATS) are reshaping fashionable financial trading by offering aggressive benefits over conventional exchanges. A wide selection of securities could be traded on an ATS, from conventional stocks to tokenized belongings and unique monetary devices. ATS buying and selling presents a special avenue for buying and selling securities and could be a useful part of a diversified buying and selling strategy. However, they arrive with their very own set of risks and rules, so it’s essential to do your research earlier than diving in. In call markets, trading is conducted at particular times and not continuously.</p>
<h2>Day Buying And Selling</h2>
<p>It is registered as a broker-dealer, allowing it to trade exchange-listed shares (i.e., publicly listed stocks). The SEC regulates ATSs but not as heavily as nationwide exchanges such because the NYSE or NASDAQ. Traditional exchanges are open to the public, while some ATSs cater to particular types of traders/investors or require excessive minimums.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="359px" alt="alternative trading systems" src="https://www.xcritical.com/wp-content/uploads/feed_images/etf-liquidity-provider-why-it-matters-and-how-to-choose-one--img-1-768x512.webp"/></p>
<p>Nonetheless, in a crossing community, the shares and securities are traded solely through ATS and never through an trade. Trading <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> securities exclusively in an ATS is known as crossing networks. The key difference between a conventional change and an ATS lies of their construction and regulation.</p>
<h2>Broker-dealer Crossing Networks</h2>
<p>This is because they’re not sure by the identical regulations, so they can experiment with totally different payment structures and pricing fashions. Before you start ATS buying and selling on a crypto change, it is necessary to do your analysis and select an trade that&#8217;s best for you. According to the ATS record revealed by the SEC, there are 68 ATS legally acknowledged by the SEC. In addition, information concerning the ATS that has ceased operations is published too.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="351px" alt="alternative trading systems" src="https://www.xcritical.com/wp-content/uploads/feed_images/etf-liquidity-provider-why-it-matters-and-how-to-choose-one-img-2-img-1-768x518.webp"/></p>
<p>The&nbsp;darkish pool alternative transaction system&nbsp;is essentially the most distinguished ATS type. Traders prefer the&nbsp;darkish pool alternative transaction system&nbsp;because of the lack of regulations, which give them absolute freedom in the trading venue. Darkish pools are additionally utilized by buyers who do not want their shopping for or selling selections to affect the stock or the market. An different buying and selling system (ATS) is a buying and selling platform or venue resembling a inventory exchange the place orders are matched for patrons and sellers. Nevertheless, an ATS is much less regulated by the Securities and Exchange Fee (SEC) than an trade. Most ATSs convey together patrons and sellers of securities by way of an electronic medium.</p>
<p><a href="https://www.xcritical.com/blog/alternative-trading-system-ats-definition-and-regulation/"><br />
<figure><img src='https://www.xcritical.com/wp-content/uploads/feed_images/multi-asset-broker-key-reasons-to-start-multi-asset-brokerage-img-1-768x512.webp' alt='ats finance' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='406px'/></figure>
<p></a></p>
<p>Realized1031.com is a internet site operated by Realized Technologies, LLC, an entirely owned subsidiary of Realized Holdings, Inc. (“Realized Holdings”). Realized is a subsidiary of Realized Holdings, Inc. (&#8220;Realized Holdings&#8221;). ATSs can typically provide decrease fees due to their much less stringent regulations and operational efficiencies. This can make it tougher to search out the best costs for your trades, particularly for less liquid securities. So, if you’re in search of better prices, flexibility, speed, anonymity, and unique liquidity, an ATS could be just what you want.</p>
<ul>
<li>ATSs should register as broker-dealers with the SEC and become members of an SRO, similar to FINRA.</li>
<li>They are usually more cost-efficient, with decrease transaction fees benefiting high-volume traders.</li>
<li>The clearinghouse verifies the transaction particulars and oversees the switch of securities and fee whereas dealing with the related counterparty threat.</li>
<li>The importance of understanding ATS lies of their potential to affect buying and selling methods, regulatory frameworks, and overall market efficiency.</li>
<li>Critics argue that they can be utilized for market manipulation and may contribute to market instability.</li>
</ul>
<p>These platforms, like Digital Communication Networks (ECNs), offer a special approach to trading, usually providing a easy and easy <a href="https://en.wikipedia.org/wiki/Decentralized_finance">Yield Farming </a> step-by-step guide for users. Nonetheless, it’s crucial to understand that ATS platforms operate under a different regulatory framework. They’re overseen by the Financial Trade Regulatory Authority (FINRA) and the Securities and Exchange Commission (SEC), however they’re not topic to the identical necessities as conventional exchanges. Nevertheless, this innovation comes with a posh net of regulatory challenges that market participants should skillfully navigate. Various Buying And Selling Methods (ATS) operate as non-public trading venues that match patrons and sellers.</p>
<p>Total, ATS offer benefits like innovation and confidentiality whereas also going through challenges like lower liquidity and restricted entry. Traditional exchanges are heavily regulated, whereas ATSs have extra flexibility. They can offer customized order sorts and trading algorithms that cater to your particular wants. At the identical time, ATSs additionally introduce challenges such as market fragmentation and regulatory complexities.</p>
<p>Although under the regulation of the SEC, an ATS maintains its distinctive identification by operating beneath its personal algorithm, creating a niche market for certain forms of securities. It is noteworthy, nonetheless, that an ATS can apply to the SEC to upgrade its standing to a national securities change if it wishes to stick to more formal constructions. The emergence of Different Buying And Selling Techniques (ATS) has introduced a new dimension to the financial markets, making a dynamic interaction with conventional exchanges. One of essentially the most hanging variations between the 2 lies in their regulatory environments. Conventional exchanges are subject to rigorous oversight and must adhere to stringent rules designed to make sure market integrity and investor protection. In contrast, ATS platforms function underneath a extra versatile regulatory framework, allowing them to innovate and adapt more rapidly to market needs.</p>
<p>Registered representatives can fulfill Persevering With Training requirements, view their business CRD record and carry out different compliance duties. Darkish swimming pools are another sort of Various Buying And Selling Systems which may be thought of controversial because the trades are accomplished out of the basic public eye, clouding the transactions. There are several kinds of ATSs, every with its own unique characteristics and advantages. The most common types embody Electronic Communication Networks (ECNs), Dark Pools, and Crossing Networks.</p>
<p>Firstly, merchants put their order data into the system (ie. what they need to buy, how a lot and what they’re keen to spend or price). Secondly, the ATS connects the orders and mechanically carries out the commerce after finding an identical commerce. The mostly used type of ATS in the Usa is an electronic communication community (ECN). This computerized system mechanically matches buy and sell orders for securities available in the market. The advantage of utilizing an ATS to hold out such transactions is that it diminishes the potential impression that enormous trades could have on the worth of a inventory.</p>
<p>ATS operators should maintain detailed records of buying and selling activities to comply with laws. Investing in advanced data administration techniques that automate collection and reporting can reduce errors and facilitate well timed submissions. Operating an Various Buying And Selling System entails adhering to strict compliance mandates to uphold fair practices and protect traders. These mandates are set by regulatory bodies just like the SEC under Regulation ATS. These regulatory bodies collaborate to create a coherent and consistent framework that upholds market integrity whereas allowing ATS to innovate and compete effectively inside the monetary ecosystem.</p>
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<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/alternative-trading-systems-characteristics-impact/">Alternative Trading Systems: Characteristics, Impact, And Future Prospects</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
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		<title>Social Dealer Tools Evaluation: Features, User Experience, Pricing, And Buyer Support</title>
		<link>http://www.cortedeifornai.it/social-dealer-tools-evaluation-features-user/</link>
		<comments>http://www.cortedeifornai.it/social-dealer-tools-evaluation-features-user/#comments</comments>
		<pubDate>Wed, 21 May 2025 00:52:40 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.cortedeifornai.it/?p=51266</guid>
		<description><![CDATA[<p>This contains metrics on total income and losses, win fee, common revenue and loss per trade, and extra. The trading indicators function may be significantly useful for merchants who aren&#8217;t capable of continuously monitor the market themselves. By receiving alerts every time a possible buying and selling alternative arises, customers can act rapidly and take [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/social-dealer-tools-evaluation-features-user/">Social Dealer Tools Evaluation: Features, User Experience, Pricing, And Buyer Support</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>This contains metrics on total income and losses, win fee, common revenue and loss per trade, and extra. The trading indicators function may be significantly useful for merchants who aren&#8217;t capable of continuously monitor the market themselves. By receiving alerts every time a possible buying and selling alternative arises, customers can act rapidly and take advantage of these alternatives earlier than they disappear. For instance, customers can analyze which currency pairs perform finest for them, which indicators are best, and which timeframes generate one of the best outcomes. They can then modify their trading strategy accordingly based mostly on these insights. Social buying and selling and copy trading, like all day buying and selling methods, carry a excessive degree of inherent danger.</p>
<p>This function can be significantly helpful for novice traders who may be uncertain of their buying and selling strategies or lack experience available in the market. To find good merchants to copy, explore social trading platforms for traders with constant and transparent buying and selling performance numbers. We ranked Darwinex among the prime social trading brokers for its innovative method to combining skilled buying and selling with social investing.</p>
<div style='text-align:center'><iframe width='562' height='317' src='https://www.youtube.com/embed/aOylP0Ecnu8' frameborder='0' alt='socialtrader tools' allowfullscreen></iframe></div>
<h2>Elevate Your Brokerage With Social Copier!</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="351px" alt="socialtrader tools" src="https://www.xcritical.com/wp-content/uploads/2022/08/metaverse-stocks-cryptocurrencies-2-768x512.webp"/></p>
<p>Last but not least, the platform’s user-friendly interface makes selecting, adjusting or removing strategies simple. We’ve been fairly taken with Fusion Markets, particularly when it comes to speed of execution and razor-tight spreads for any dealer appropriate with DupliTrade. While the popular automated trading software program DupliTrade focuses on copy trading over the social facet, it pairs brilliantly with the offerings of Fusion Markets.</p>
<ul>
<li>Social trading generally works for any asset class, including crypto, foreign exchange, shares and futures.</li>
<li>The broker’s social buying and selling platform allows you to replicate the trading activity of different account holders with a proven observe record of excellence.</li>
<li>With copy buying and selling, customers can browse and choose successful merchants on the platform, known as sign providers, and mechanically replicate their trades based mostly on pre-set parameters.</li>
<li>We appreciated exploring BlackBull Markets for its speedy execution and numerous social trading instruments, and it’s a top decide for seasoned MT5 traders.</li>
<li>Navigating the waters of FP Markets, we realised its power in facilitating a broad vary of buying and selling techniques to be copied immediately into your account via AutoTrade, courtesy of Myfxbook.com.</li>
</ul>
<p>From our expertise, we consider it’s the top foreign exchange dealer compatible with the social trading software program ZuluTrade. We recommended Pepperstone based mostly on the copy buying and selling and social networks available when buying and selling with MT4 (the hottest forex platform). We also rated Pepperstone the Finest Foreign Exchange Brokers In Australia for 2025 based on execution speeds, trading prices, customer support, and belief. Chris created his personal social monetary evaluation technology referred to as TickerTags, which he later sold to a division of Jeffries Financial Group.</p>
<h2>Sign Provider Administration</h2>
<p>Social Trader Instruments is a platform that gives traders with a collection of instruments to help them analyze the market, manage their trades, and join with other merchants. The platform is designed to be user-friendly, and it provides a range of options that make it easy <a href="https://www.xcritical.in/">turnkey forex solutions</a> for traders to stay on prime of their buying and selling actions. In this review, we’ll take a more in-depth look at Social Trader Tools and see what it has to supply. As part of that development, it has embraced the social trading phenomenon by creating group profiles, chats, and social feeds for its users. WeBull merchants can share concepts, be part of and observe communities, and hold abreast of social sentiment on any variety of ticker symbols. You may even share your trades to the WeBull feed or outside apps like X (formerly Twitter).</p>
<p>Nonetheless, that’s impressive and places IC Markets in the top five of our tested brokers. The common examined spread cost for an IC Markets Normal account is simply US $9.sixty three. That means you only want the market to maneuver US $10 to begin producing income. We did note that CopyPortfolios require longer investment intervals and are designed to minimise long-term risk. On the one hand, meaning you can generate up to double-digit annual returns.</p>
<p>With this in mind, let’s take a extra in-depth have a look at a few of the finest social trading platforms available <a href="https://en.wikipedia.org/wiki/List_of_cryptocurrencies">List of cryptocurrencies</a> right now. We are a group of traders enthusiastic about opening the world of day buying and selling to newcomers by offering unbiased evaluations of on-line buying and selling brokerages. We are not investment advisors or monetary advisors, and nothing on this web site should be construed as investment recommendation.</p>
<p>For merchants aware of bills, this platform provides a mix of reliability and affordability in social trading. We appreciated exploring BlackBull Markets for its rapid execution and numerous social trading tools, and it’s a prime choose for seasoned MT5 merchants. While its regulatory framework may differ from some, the high leverage it offers remains a big drawcard. You will be capable of create an energetic and energetic trading platform mt5 using SOCIAL COPIER that can each attract and retain clients. Through our solution, social trader instruments come to be taught from their profitable friends whereas offering you a strong instrument for stimulating the growth and profit of traders. Social Trader Instruments additionally has an lively group discussion board where customers can connect with other traders, share insights, and get support from the community.</p>
<h2>Fee Administration</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="352px" alt="socialtrader tools" src="https://www.xcritical.com/wp-content/uploads/2022/08/know-about-ssw-1-768x432.webp"/></p>
<p>That being stated, use proper danger management instruments like stop-losses to maintain your account from blowing up. To handle your risk, it might be finest to solely allocate a certain quantity of your portfolio to each dealer you’re copying. You may additionally consider how consistently they’ve been on the leaderboard, and for how lengthy.</p>
<p>Remember, social buying and selling depends on exploiting the knowledge of crowds to develop a strategy and doesn’t essentially involve copying another dealer immediately. If you like the idea of day buying and selling but just don’t have the time to devote to studying technical analysis or want to decide up some passive income, copy trading is for you. One of the biggest advantages of taking part in a trading neighborhood like a Discord room or chat room is the quantity of shared data you receive.</p>
<p>Navigating through the varied features is easy and intuitive, with clear instructions and helpful tooltips provided the place essential. Having traded since 1998, Justin is the CEO and Co-Founded CompareForexBrokers in 2004. Justin has printed over one hundred finance articles from Forbes, Kiplinger to Finance Magnates. He has a Masters and Commerce diploma and has an energetic role within the fintech community. Spreads for the RAW account can dip as little as zero.0 pips, but our exams found they hovered nearer to 0.3 pips.</p>
<p>Trading via a Tier 1 regulated broker minimises the risk <a href="https://www.xcritical.in/blog/what-is-social-trading-and-how-it-works/">social trade</a> of fraud or unethical accounting. Pepperstone additionally saves you money on buying and selling commissions – you’ll pay US $3.5 per a hundred,000 models traded per side. The low buying and selling prices open the door for short-term buying and selling systems like scalping, which are cost-sensitive. We appreciated Pepperstone, hailing from Melbourne, for its top-notch number of social and duplicate buying and selling integrations on MetaTrader 4. Its swift execution times and cheap buying and selling fees consistently stand out in our reviews.</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/social-dealer-tools-evaluation-features-user/">Social Dealer Tools Evaluation: Features, User Experience, Pricing, And Buyer Support</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
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		<title>What&#8217;s Algo Buying And Selling And The Way Does It Work?</title>
		<link>http://www.cortedeifornai.it/what-s-algo-buying-and-selling-and-the-way-does-it/</link>
		<comments>http://www.cortedeifornai.it/what-s-algo-buying-and-selling-and-the-way-does-it/#comments</comments>
		<pubDate>Tue, 13 May 2025 00:14:42 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.cortedeifornai.it/?p=48761</guid>
		<description><![CDATA[<p>The primary forms of algorithmic buying and selling methods embrace pattern following, arbitrage, market making, and mean reversion. Each technique has its unique approach to capturing market alternatives and managing danger. Black box algorithms are proprietary buying and selling techniques developed by financial establishments or individual merchants. Algorithmic buying and selling includes mechanically executing trades [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/what-s-algo-buying-and-selling-and-the-way-does-it/">What&#8217;s Algo Buying And Selling And The Way Does It Work?</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>The primary forms of algorithmic buying and selling methods embrace pattern following, arbitrage, market making, and mean reversion. Each technique has its unique approach to capturing market alternatives and managing danger. Black box algorithms are proprietary buying and selling techniques developed by financial establishments or individual merchants.</p>
<p>Algorithmic buying and selling includes mechanically executing trades based on predefined rules and standards – similar to asset value, volume and the differentials between correlated markets. These algorithms use technical evaluation and statistical models to make knowledgeable trading selections. To begin algorithmic trading, you should learn programming (C++, Java, and Python are commonly used), understand financial markets, and create or select a buying and selling strategy.</p>
<ul>
<li>Many brokerages and financial information suppliers offer APIs for algorithmic buying and selling which you should use to mechanically retrieve knowledge in your algorithm to course of.</li>
<li>They over-optimize their methods and subsequently curve match their strategy to past history, which means it’s not a technique that can work reside.</li>
<li>Typical buying and selling was what existed earlier than algorithmic buying and selling came into being.</li>
<li>The first strategy on the list that drives algo trading is pattern identification.</li>
</ul>
<h2>Circumstances For Arbitrage</h2>
<p>It Is recommended to start out with a significant amount of capital to cover these expenses and manage risks. Although algo buying and selling has revolutionised the method in which monetary markets operate, like another buying and selling strategy, it has its advantages and downsides. Understanding these may help you determine whether or not it&#8217;s the best approach for you. Make sure you understand the process involved in algorithmic trading &#8211; from writing a buying and selling technique, coding it and performing trades by way of the API. You don&#8217;t essentially need to be an skilled programmer, however a fundamental understanding of trade logic, market information and automation will help so much. Once these circumstances are met, the algorithm mechanically executes one or more trades till its aim is reached.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="353px" alt="What is Algorithmic Trading" 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"/></p>
<h2>Technical Requirements For Algorithmic Trading</h2>
<p>As with any form of investing, it is essential to rigorously analysis and understand the potential risks and rewards earlier than making any decisions. TEJ’s system, constructed on Quantopian’s Pipeline toolkit, offers a versatile method to developing investment elements. It filters and retrieves specific financial knowledge, allowing users to design unique funding strategies. The system mechanically shifts information by one period to prevent look-ahead bias.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="359px" alt="What is Algorithmic Trading" 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"/></p>
<p>POV includes executing trades primarily based on a predefined percentage of the market quantity. For instance, an algorithm may goal to execute trades that represent 10% of the whole market quantity during a particular time frame. This strategy adjusts the execution fee primarily based on market exercise to reduce market influence.</p>
<h2>Are You Capable To Make Money With Algorithmic Trading?</h2>
<p>Once glad, implement it by way of a brokerage that supports algorithmic trading. There are also open-source platforms the place merchants and programmers share software and have discussions and advice for novices. Signorelli said the software program offers a variety of useful instruments firms need whereas preserving their proprietary code as a separate component that may leverage TT Strategy Studio from within their very own server. Customers can integrate historic information for working their strategies for historic full-depth backtesting and may compare backtesting to simulation to stay trading.</p>
<p>Apart From inventory markets, algo buying and selling dominates currency trading as&nbsp;foreign exchange algorithmic buying and selling&nbsp;and&nbsp;crypto algorithmic trading. C++ loaded with the Normal Template Library, whereas Python comes with NumPy/SciPy and pandas. When it involves algorithmic buying and selling, the software you employ plays a vital role in executing your buying and selling methods effectively. Quite A Few algorithmic trading software options can be found out there, each with unique features and capabilities.</p>
<p>This refers back to the rapid and unpredictable adjustments in market costs and the power to execute trades shortly and, extra importantly, at desired prices. Merchants must collect and analyze huge amounts of economic data to determine worthwhile trading alternatives. This involves studying historic price tendencies, market indicators, and economic data to make knowledgeable buying and selling selections. The technical advancement of algorithmic buying and selling comes with profound moral challenges regarding equity and market fairness <a href="https://www.youtube.com/watch?v=Vno-pKdNUuo">Initial exchange offering</a>.</p>
<p>Understanding both the advantages and disadvantages helps set sensible expectations. Now, in the fourth step, Testing phase 1 is finished through backtesting, in which historical price data is considered. In this, the strategy is tested utilizing historic information to understand how well the logic would have labored if you used this prior to now. Also, depending on the results you get the chance to optimise the strategy and its parameters.</p>
<p><a href="https://www.xcritical.com/blog/algorithmic-trading-what-is-algo-trading-examples/"><br />
<figure><img 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' alt='trading algorithms examples' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='409px'/></figure>
<p></a></p>
<p>Whether Or Not you depend on fundamental analysis, market sentiment, or technical analysis, you must have a glance at various “data” such as monetary statements, institutional buying and selling activity, or technical indicators. Algorithmic trading permits for real-time monitoring of those information factors, enabling you to monitor market situations 24/7 and by no means miss any market changes. Algorithmic trading is using computers to determine and execute trades based mostly on a predefined mixture of mathematical formulation, chart patterns and indicators, value action, volume, and different market data. Algo trading has remodeled financial markets, providing pace, accuracy, and effectivity.</p>
<p>This consists of monitoring essential factors similar to order fill rates and slippage. Embracing a mindset of continuous learning and adaptation ensures that you just keep ahead of the curve in algorithmic buying and selling and maximize your potential for profitability. You can management the potential draw back by figuring out <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> the suitable allocation of capital for every commerce based mostly on factors similar to danger tolerance, volatility and market conditions. newlineAt tradewithcode, we go deep into understanding and studying extra in regards to the totally different buying and selling strategies with code examples and backtesting outcomes – a advantage of joining the tradewithcode group. First, we should always determine what edge (advantage) a buying and selling instrument has and then choose a trading strategy that appears to reap the benefits of that edge. There are numerous buying and selling strategies obtainable, ranging from simple to complicated. It ought to provide the necessary instruments and features to test and execute your trading strategies successfully.</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/what-s-algo-buying-and-selling-and-the-way-does-it/">What&#8217;s Algo Buying And Selling And The Way Does It Work?</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
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		<title>Single-asset Vs Multi-asset: How To Create A Aggressive Brokerage Firm</title>
		<link>http://www.cortedeifornai.it/single-asset-vs-multi-asset-how-to-create-a/</link>
		<comments>http://www.cortedeifornai.it/single-asset-vs-multi-asset-how-to-create-a/#comments</comments>
		<pubDate>Mon, 12 May 2025 19:07:27 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.cortedeifornai.it/?p=48488</guid>
		<description><![CDATA[<p>These firms are sometimes affiliated with mutual funds or insurance firms and are employed to promote the range of products they offer. Independent isn&#8217;t affiliated with any institution and may sell a fuller vary of products. Brokerage companies are the middlemen for monetary asset transactions, and so they exist to help match two sides of [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/single-asset-vs-multi-asset-how-to-create-a/">Single-asset Vs Multi-asset: How To Create A Aggressive Brokerage Firm</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>These firms are sometimes affiliated with mutual funds or insurance firms and are employed to promote the range of products they offer. Independent isn&#8217;t affiliated with any institution and may sell a fuller vary of products. Brokerage companies are the middlemen for monetary asset transactions, and so they exist to help match two sides of the commerce. That is, connecting the patrons to the sellers and doing so at the price greatest suited to both events.</p>
<p>By understanding the advantages of multi-asset buying and selling and punctiliously following the steps outlined on this guide, entrepreneurs can place themselves competitively in the financial services industry. Session with authorized consultants, accountants, and different professionals is important to make sure adherence to regulatory frameworks. Stay informed about adjustments in financial rules and modify your operations accordingly. Diversification thus goals to include belongings that aren&#8217;t extremely correlated with one another. Most investment professionals agree that, although it does not assure in opposition to loss, diversification is the most important element of reaching long-range monetary objectives while minimizing danger. It may lead to higher opportunities, enjoyment in researching new assets, and higher risk-adjusted returns.</p>
<p>Decide which financial devices you want to offer to your purchasers (FX, Commodities, Indexes, Stocks, Cash Equities, Futures, Choices, Bonds, and so forth.) after which choose a liquidity provider to work with. The popularity of multi-asset brokers increases as they provide traders a diverse alternative of different investments, permitting them to revenue from rising, declining, and even sideways markets. Let your purchasers maintain long-term stocks in addition to day commerce futures to benefit from short-term market fluctuations. Launching a multi-asset brokerage presents both challenges and thrilling possibilities. Careful planning, a well-defined target market, a robust monetary strategy, and a proficient group are the cornerstones of success in this aggressive market. Keep In Mind, building belief <a href="https://www.xcritical.in/blog/multi-asset-broker-key-reasons-to-start-multi-asset-brokerage/">multi asset broker</a> and fostering long-term client relationships are the hallmarks of success in this dynamic business.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="354px" alt="how to start your own multi-asset brokerage firm" 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"/></p>
<h2>Type A Legal Enterprise Entity</h2>
<p>The provider then processes the request and transfers the funds to the consumer, again minus charges or charges. An early utility to open a checking account is very recommended&nbsp;to keep away from any possible delays in launching your brokerage business. Assure a sturdy compliance framework that aligns with evolving authorized mandates.</p>
<h2>Why Should You Provide A Quantity Of Asset Classes?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="355px" alt="how to start your own multi-asset brokerage firm" 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"/></p>
<p>Quite A Few Foreign Exchange brokers make the most of this service efficiently, and you&#8217;ll need to dedicate a good portion of your promotional budget to those advertisements as a outcome of they could be pricey. As a outcome, it&#8217;s essential to hunt alternative, less expensive methods of promoting your brokerage and generating extra gross sales. Hedging is done to counteract a trader’s potential loss of a current asset by making another related funding quite than investing in various and unrelated assets suddenly.</p>
<ul>
<li>Full-service brokerage providers offer complete services that stretch beyond connecting consumers to sellers.</li>
<li>This strategy is finest for brokers who need to be highly involved in their local market.</li>
<li>That’s because most merchants now use on-the-go buying and selling, and many commerce completely by way of cellular apps.</li>
<li>Crafting a particular model character broadcasts quality and trustworthiness amid a crowded monetary providers panorama.</li>
<li>It must be strong, user-friendly, and secure to inspire confidence in your purchasers.</li>
</ul>
<h2>Compliance And Danger Management</h2>
<p>A cryptocurrency dealer turnkey is one which facilitates trading and trade of cryptocurrencies for fiat currencies and vice versa, and supplies a platform for shoppers to store their cryptos. To be best placed to set up a successful business, the main problem is to supply a better service than different gamers out there which will attract extra purchasers. Typically talking, an change and cryptocurrency trading platform ought to be user pleasant with a safe payment portal for crypto payments and a easy withdrawal course of for clients. All this requires an excellent understanding of how cryptocurrencies and digital funds work on a world platform. Shoppers are delivered a viable business comprising a complicated trading resolution with an attractive vary of offerings and tons of features over and above what crypto exchanges can provide.</p>
<p>Whether Or Not you use on an STP/ECN (direct market access) or market maker mannequin, select suppliers aligned with your business construction. If they can shift their attention to a more unstable asset class with out altering brokerages, this can improve the number of potential buying and selling alternatives. Every serious broker who wants to succeed in this trade must offer those most in-demand property.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="352px" alt="how to start your own multi-asset brokerage firm" 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QhCABCEIQEU36lq+P6wOWzy3sVrO0HxLldDuUz7HEdr7ecu8VNscLzNCh2u/lLvYptjtJQVv/oOcvrO0YFYRMC2aH0FrGBawsWzw+jZc3J3OnD6SZCEKBYCEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQCA7lWqPRVg7lWqNxTQpdzU9pPiXLh+1gvVO/rLuG0esTvArh+1Y/jLvWuhpuxz9SX9iR8PH4rt2A/Et8FxTYr45viF2vAfiGeAUNT3HpvpNlh3NUh3qOHc1SHesJvQIQhC4BghCE0xUCEITECEIUSVAhCEDBCEIAEIQpEGFtbpH7ilSO9EoGipUC5CEVBN/WhAi4hCFEmCEIQAIQhAAhCEACEIQAIQhAAhCEACDuQg7igCKX0fUtXx8/AvW0Smzbdy1baD4lx7lOHcqyfScU2v8A5Q/xUux/xzBzUW1+s7vFTbID4Zo5Lo/0HMX1nZ8BHwLe5bLDu9S1rASeqatlh3LnZO51IfSToQhQLAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCAEO5V6ggt0PFWHblVm9H1/WgizVdovij61xDaz+UO8Su3bQ/En1riW1f8pI710NN2Ofqu5e2L+Oau2YF8W3wXE9i/j2DwXbsBHwLfBQ1P1E9P2Njh3DwUiih3KVYmbkCEIQMEIQgAQhCABCEIAEIQgAQhCABCEJoiwSO3JUx5TBFWc6+tCjqJO1vQgRkUIQokwQhCABCEIAEIQgAQhCABCEIAEIQgAQdyEIAgl3epazj1upkHctml3LWcfFoXkDgp4+5VPscU2t/lD/FTbIayNNlFtdrUP8VLsffrmro/0HNX1nZcD+Jatni9FazgXxLVssJ7K52TudPH2J0IQoFgIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAhCEACEIQAIQhACOVWcdlWXb1XqNyF3Is1PaH4ly4jtT/KXLt20XxTlxPaoXqHeK6OmMGp7F/YsfCt8V23AvimriWxnxrPUu2YH8U3wUNT9RLT9jYot2ilUMR0U3C6wm5AhCEDBCEIAEIQgAQhCABCEIAEIQgAQhMLkCHEqKR2hQ6Q215KvNJYbwppMi2VKqUB3rQqtVL2t/FCmkRs2LMEmYpLjmi45qknYuYpcwTUICx2YIzBNQgLHZgjME1CAsdmCW45piEBY+45ouOaYhAWPuOaLjmmIQFj7jmi45plzzKLnmUBuI5dy1rHviX+C2SfUFa1j5+AcFZjK59jiu12lS7xU2yHx4UO11/OJCptkj8M3xXQ/oOdH6zsmBW6loutmg9AarWcCHwTStkhIsNVz59zpQ7FlCYCluVWTsci4TcxQTdAWOuOaLjmmIQFj7jmi45piEBY+45oTEICx6E25RmKB2OQm5j3ozFA7Q5CTNzRmCBCoSZuSTMUAOQm5ijMUCschNzFGYoHY5CS4CMwQAqEmbkkzFA7HISZjxujMgLQqEmbRJcoEOQm5ijMUBY5CTMkJQKxSdEZu5NJsmhxRQWSApUwG6W5CKCxyE25RcoCx1xzRcc0xCAsfcc0XHNMQgLH3HNFxzTEICxXc1Xn1apydLKtOdOKF3EartH8S7wK4ptV/KHetdq2iPwT/DRcU2oP8AGSO9dHTGDVdzIbGfHM8V2vAz8E1cU2MsJ2a8V2nAtYmnuCr1Ktk9P9JsUW4KUEqBhOgUmY8Vjo2EtwhMBB3FLcpUST8jkJM3cjMEDtMVCTMEZggQqEmYIzBACoSZgjMgdpCoTC7Tgml9txRQm0Oc5Qufre6RzxzUD5RzU0ityHvkNr+5VZ5TYpXSkiyrzG+8KxIrcrMfVydob0KGrd2r7tUKyiLZuF3c0XdzTc/eEmc8gs5oH3d3JcxTMxRm8EAPzFGYpmYBIXd6AskzFGYqPPpfRLmBS2gOzHklzDvTMwS3CKAdmHejMO9NzN5ozA8UUA7MO9GYd6YXDgQgOHEooB+ZIXaJMzeaMw5ooCOU6ELW8f8AiHLY5T2SVrWPuPUuHcpw7kMnY4ztZfr3+Kfsl8c3xUO1hJqHW5qbZIgytK3tfIc1fWdkwE/BNutkhO5a1gZHVNWxxHsrBPudOHYsA23pcwTARuS3HNQJDswRmHIpuZvNGZvNADs3cjN3JuZvNGZvNADsw70BwKbmHNFxzRQD7jmi45plxzRcc0UA+45oLgEy45pC5qKAfm5BJmPJNzdyMxRQDw7mEZhzTM1t6A5qKAkuOaEwWO5LbvSoByEyw5lFrbiUUA9F7Jt3D5SMzjx9yKAdcIvdNu7mi7uaKAci4HFMPe5JceKKAkzN5ozN5qMutuCM3cigH5m80tweKjDm9yMzeCKAeXAIzckzMEZ06Afm5ozDgmZkuYc0UAqE0uHBAddAC/oS5im5ktwgBcx5IzHkkzDmjM3migFzHkjMeSTM3mi45ooB2Yd6MwTbjmi45ooB9wkLgOBSJLjmirAUm6gqDdpUzjZQT+igDVNo/inW32K4ptTfzlxO+67VtGfgnWPBcV2psalxvuJW/Tdjn6gyGxnxzPFdqwQfANK4tsaO2yy7TgjvgWW7lDP3LNP2M/Hw5qQblGzcCpMyxmwEufuSZgmufbcU6sB+fuKXMFCJOaeHAhJxAkzBFxzTBuS2/e6VAOuOaTM3mm3A3pM4RQEmYc00uvuTM4O8JC6w0TSCxXPA4qGSW3FJK8gKnLKTfVWRjZXKVEsk19xULpbm11E6QncmknmrNpQ5E+YqKUmxTxuUch0KdUSRiq650Avr9aElaHF1geKFITNpzC3BKHdyhJJ3WTg48VnLbJrjmUZmjc4qPMUpd3IHY5zgozLbimvdfvUL323Joi2WRLfeSnCQcCqbZOacJEUJTLZfrvTs/wBJVRIDvKM44J7RqZZzG17hAdfkVCHncnAjmlSJbia55ouVGDp6SS5+cVGg3EubuRnvuCjBJ+UjMe9FD3CSu013rWtoH/BO8FsU3G/Bavj5+CcrILkryPg47tS7+MO8Sptk3fCNVfag3qHeKl2UPwrfFbnxA56+s7NgTvg2i62OFwstYwInq2rZITosE+50oPgs3RmPJR5rbijO88VCidslz/RRm+iowXcUZiig3Mfm7kB3MJmc8AjM7iigskuEnZ5JmYozO5Iodj9O9HZ5JmZ3JGZ3JFBY824BGnC6ZmPJKHX3hFBY4ucdEl3c0XCQuA70UKxwJ4ovfemZ+5GfuRQWP05pdPnJgdfgUFwRQ7H2Hzj7UWHzj7VHdH77kUFklh84+1GnNMBA4o0PFFBY+w+d70W+l700WHEIRQWO/tJM1twSIRQrDU7yi7uaEIoAJJRcjcEJCbJ0Fi5jxRcc025O9CEIcDe1inZgor2Kem6GuB2YJM3JIhRoLFzFLm5pqaXdyKCyTMEZgmB3clCKHY7MEZgmoRQWL2UtmpqEUFjtOaLNA4JqEUFjswG5Vqh9m6blK820uqVXIQ2ydEXI1raJ/wAG/XguM7TG9S7vK61tFNaJ1zwXINoX5qg+K34FSMGokZjY0/Ct8V2fAz8E3wC4tscfhW+K7PgZHVtPcFVqVbJ6Z8GxRnSyedBdRRnshPLtFkSN1jXvtvVeSc8SlmeVSllN96nGNlM50WmzeKsRPzLFskN96vU79RqnKIoTsuDmjNfRI1KbKr3NAjnWG9V5JrHepJHaHVUZpCCpxjZVORP154J3W3G9Y4yG6lZLpvU3EqUyxI+6qSnkpS+/FRncmlQSdkRFk4C6XKfBPa229SbIJAN27emSDepQDy36KOT0b9yRYjE1Zs/RCSr9L1oUhM2G7t90rXKMk3unDTcqiyPcmadNUPdZNBB4pHFQGDjvVeQ66FSOd71C8i5srEVyY0vRnA1TbhNebKdFd0SdZqntkKqXdfUqVjyQigjPkuMcSNVIHaKtG64UgdpoQq2i1MlLraAhGbwUOfXejN3hLaFkwcRvTwdN6rBxtfRODuCVDsklItqtZx/4p3gtilPZWt4+fgXKUO4p9jjm0wPnDj3qXZT41o71FtOfhnHvUmyx+Fat/wDQYY/WdhwN1om+pbJEez71q+BuPVt8Fscb+zZYJLk3wfBaDncLJwfrYiygz2Gu9OD78fUoErJrg8UqiBaflWS3sdHBA0x9xzSqO/MhGY8EBY+9kXBTQ53FKH3KA5HISZhzRmHBAuQvZFwUmbuSFw+agdsekPfuTc1twKLkoFYvZTkxJmLdN6A5H34JbXTM9+CMyAsehIHAouEDTFRa+9CEDEsEoJCEIAdcc0JqNRwQA8W4oOVMv3ILiOKAHEqNx5lNc8DioXTgHf7E6BssBycqYqATvUrZgeKKFZMdyeNyja4HinA28EhjkJMzeaUEHcgATXMvuTiQN5Rcc0AIG24pUXCEACWxQDYpbhJ8DXI1CU79EiYgS2O+yS/IpwdxtuQNEcg49yxtZfUlZJ9rW8Vj60AtLuRTTISRpO0ZPVvHcuS46Sap2ml11zaNvYfpwXJMeF6g333K6GB8HPzrkzGyA+FZ4rsuBn4Nt+QXGdkHWkbrxXYcFf8ABtseAVOfuW6d8GyxmzQboe/S6gbLcapHSG1llo1tjZnm1rqnJqbqd7rhV3Akq2CpGebsGekrkLiNOSpNaQbqeN5CcuRQdGTY+9tU8vACotm43TzOVQ0aVLgllcNe9UJTvU7pLqB4zXKnEjLkrmx1T27k7q+73ILSOCtKdtCiyVI0G+oTgOAUWqJJMWwS70WPJK0e5IYqglIymxU6rzaNPgookYmrPb05oTKokPshWoizYb3ThfQ8lHfknsN1V2Jx7km/cUjr3TQ47kpN0V7khjwVG4aqY6pLHgUJlbiys5tjYbk1wurDmi9lC9vJWJlbREGuvu3p7G20slA5qVjOKbYkuRzBYWS6jklA5IPJV7i1WhhvdKiyEyIbtycOd01K3ck/JJDnns3utbx4nqX+tbDIbCy17HSOof4Jw7hJ8HHdqL9c4d6fsyfhWeKbtL8eb80uzZvI2y3L6DAvqOt4I89W3wWxRuNlq+CvPVNtbcFscL7iyxyXJsi+C1mTs3eogeyCngFQonY/OUdYeZ9iY6/BN7XNG0aZP1gtqUB/JQdrndKDrrdLaOywH96cH2FyVVvbmlEneUtoWWs43oz96rh5ShyNrHdk3WD5wRmvxBUN+OnsS3PABKgJs2qUOF7KHPY2O9PDuBSGPLhzUZeTuQ4iyYTxPBNCY7ORxSiQ7woHOO9PY7S6bRGycOBHeU4Gw1KjYLOCkaL71EsQ4IJtwSoQMbn7kZjwalsBwSgk7moAZd3G4Re3FPynkkLRxCBjcx7k3WxUmVvJMc3Q2QJlaV9lSknykjVWpzrZYyc2JstEFZRklRKKg33KeOe+5YvOcynheb71Nx4KozdmXjlJ1urLX6KhBc8VdaDqs0lTNMeSQOvuRdpQB7EFrRrrdRJciacQUX5iyLFABvqEByOHcUtz6kgFtE4DRF0SQoNwlRYlGUlKx0NJISaHenlmiblIRYUJu3JWk8SixS2AG/ghsEhjzpdUawdh3ePrVx/o3VCrfcHVCYM0/aT4t/rXIsd/lJ8V1vaJwLH681yPHzecnvK34DnahGU2TIbI09667gr7xM8Fx3Zh9pWi66vg1QGxt13IzK2RwSNnY/SydnVBtSLauspWVLT8r3rPsNTkWDqEyyA/MLgpbXF1Ii1YgHcEl7FKmnQ6oRCqFz66FPEp4qLRKNUnRJWTB9xonJjAnqPBYhL8EFp70oGt05F+B1YgbzKcG23BOAA370KLbJUNynmEBp4lOQkRGnTeq03oqy7WyrT7k0BhK11n3KEmIC5s0cR+tCvRFmwBwTg5QdZ9L3I6wc1XtsdlkOF7b/FKHDcd6rCTXU3Tmy62BultDeWQTaxCFCJL8SlL7b/0qFcjse4C91A8/pTnvvyVeR+qsjFkJMkuFKxwta6pZwOKkEh4FScWQUuS4HW3JHO4qBshtqUplFt6golm4kLrXN0geCoHSeu6A7juUqI2ixdObuULHZgpA/gosmhJQd3ctdx4/BvHcthkNxda3jzrRv8AWjH3HPscj2mI653ik2bNpQE3aZw693iUuzh+EHiugl8tHNb+Y6pgj/g2i62OBxC1jBiQxpstigfe1yss48mhS4Mgw6etSgjRVWPvuKma4W5Klovg7RIdyahrxuuEEi+8JImCE0u5WKTM7iEWwYPNkzMbpXFNFwdFNIg2SNceNk654WUTf0lSjQaqL5JocCON04GyZYpwFyAk1QDgbjx0unNIt4JuXS3JSNZoL6WUbJiEXF00i+ilNhvTSzikuBNEJbc7k4Cw7ylLddClAA3lSuxbR7dD4KVp96hB11Tsw01UWSXBMhRhw5lLm70iSZILJbKLOeJHtQXnklQ7RKhQ9YjrEUOyYhRuFim5zy96R7kUK0U6jeVjZhqVkJjqbqjLYlacboy5Cs1tzuU8LTmGia1oU8TeY1VkmVxXJcphuV9g0BVGA2KuRu036rLPlmuFJEwabpSwpmfmjrLqFMnaHFvMlAaL8U0vG4ozjmEUwJQ2x1CW3Gyja8cCn5glTGmhRc8EJL95SF4HFAxyLBM6wcwgyDgUAPTXW3jkmCS/FRvkIB1QkFjZXZRa+5YitlsCrs8vZOqw1a8uB1U4xK5M1vaCW8btd65Rjzvhj4ldOx5xDCOQXLcdN5j4lb8ETn52W9np8krTddHw2uyxjXguYYFfrAVvdIHdWDqr5xTZng2lSNidjAZYFysUuLCRwGbetOq5pGEaqbC6p5kAJUnhTjZDryUqZ0ikqRJxV5pWBwqQuaD3LORjRYJradDHLch5aQU2wKksSky81CyyhoZfcnBgG9OAuLBPawnUqMmSSGgX3BODOacAAlUWyaXkblHMpeGgTg3mj1BR7j/Ybc8kqdYFNOm9AAhCO5SAa8EKtOQG71bPeqs7dDohEWjCVnplCWtaQ7dxQr00QMgXnhdMdLl4pCc3coZL39SaRQ2yXrj+5T2zaqm95BtcpWSFT2layOzJMk5lPzE8QqcbyVMHEjRVSjRojKx7n96ge/XenOcLnXcqz3671JIhOQ8v13oEpG9Vy4k8/FLmsp7SlTLgl01KDIOH6VWDtyXMOfuS2k97Jw++8pweVW3G909ryotEk7LTH24p4eVWDk4PIUWixSJZXmxstbx59onXPBZ2R7rLWcfkJjdfknCPITnwcs2jOaoKk2c+NHiq20D/AIcqxs18aNVuaqJh7yOoYMT1bfUthgFmi6wOCtvE1bFEBYaLG3yaYolaSO5Sh+l0xo08U624BVSLocDg7inZtL6JljfcjJxuolgpdfigeKQMJ3EJbW32TFTFSWsEqEWRHNGvcpRa2qia4qTcL8lFkkBd3pWv7Q1ULifG+qVp1simFllupupeAVZjipQ48FBk/wAkhtbVML7cUwvKYX+pFA2PL7a3CTO08j61CX2OpTesI3k+xSSI2T528h7Uof3e9Vwb65k4E802g3MsB5A3p2clVg8jen5ydyjRK+CXrLb00ym2hUZJKa4kaAISFbH9Yjre9RC/el7R3D2ptILZMJTxSl5KiaCBZPS4CyGXW6qPYbnxVuSyhI15Eq2LorkrYxsae1vIJzW8x4Jx1CUpjikxQ7KpGVBG8qs5xUTpC0ElJR3Em9pf87A3lArBf0gsFPX9XfVVHY01p1cprC2R6yRtPnQPykvnTea1VuOMO9/qSjHGAendP4dsi86NqFU1PFUDucAtT+7jfnAJ7cdYN7gh6aQLUI2zzocHBMNU3mFq/wB3WfPUTseYN70lppA9RHybV503uS+ctt+1am3HGX9NXIMTEltUPA49wjnUuxnxUDmmuluOapRTZ9QdFYBuFBxotUhkuqx9VHdpKyhaCO9VKmPslRToZpOPssw+BXK8dAM1gut7RNAjcuTY6B15tzW7AzBqOCfZ6PNM3kujYfSF0LdBZaBsy0GQHkuqYTEHQtsnmlTI4YbkYSvw4G5yqrRUpjmFgtrrKQEHRYoQBkisx5W40Qy4lusz2EtIa23JZ6LVgWCw02DddFnYnd6x5eGa8NUT25ItzQHIzN4qmzRtHNAJ3p6jDrbj7k4PSBcDkIQkyQ66c3kmDQpzSEvYBXA8AmO1FxwUiadUewDEptmukQmuUArrEKCYdnepDa2ijlIINzvTXCoEYWuBz+tCdWEF6FIROW8QoZd91ZMfzUxzAVcnyZZR4Kb2a+1Kxut1OYbm6fHDzVm/gq6bsSFhPDVWAwgbk+OIDcFKGaKiTNUIcFV8Z32VWQWKyDwOKqysF9E4SshkhZSINxv0S+AU/UuJ1TmwFW7zP0nZAAbWS68QpzFbhomOboRYWRuTDa0MDteaVp1sktbwTha6TJRJWp6jYQfUpFEsIpycq1jHbiN3gVtE1suq1jHh2HDuUodyM06OUY/czE+Kn2bdaRtyocfbaZ3ijAHEStWyXMTJHudawOS8TQDwWywO0C1DA5Dkbbgtop3kgLFKPJtjJUX2lPFt6rNfbiniTTU8VW0WKSLA1Tw0clXY/Xep2vHNQfBZGmOyjkkyApb3QUrZPgY4BuiaSLhOcdVE5wJ3pkGiRoN+66ksSO7imRkX1U4ISY0iBzT9SRrbcVO4NJTMoBshMTiDTa3gnZidE3cjuHFIf4AuHikJJRlPJAHNPgVEbwTrZGXNxTyLG6LHlvRYUIGngEtncQpmN7OqdkS3D2ldKFJ1YQGW0Q3aHtGdrkl7XJSZWoyhRsEhgjO8hODAL7k7igkcACix0gDEhZYFKHEb0t78LJBtK0g1soyBxVl7VCWneppkGho1S5eJ0Tg240Tg2++2irySplmOJC5osbqlUghhKyZjvwVOqi7B0U8UwyQNRxeodGHWJWp1eLSNce0Vt2NwZg6wWlV9C7MbBdXDKNcnLywlfBH93JBpmsmnHJB8v3qhLRvbcqnLE9twtsFCRjnviZk4/IP5wpRtA86h59q15zXjim5X8FesMGZnlmbH98D/AJx9qjdtBJ84rBBkhTHMk1T6MCDyTZscO0EhcLuWy4PizpXNBcTdc5gZJmGq2zAS4OaSVnz44pcGnTTm2dQw6fOwBZeLVoWs4VUANFys9BUC28LhZe53sfKLbrDUclSq32aVK+YEbwsZXVADDqq1Fsm3RrW0co6t2q5PjTs1Qe4rom0dXdrhfguZ4rLmmOq6GGO1HPzyTM3sv8Z7F1jBgOqb4Lk2zHxgPcF1jBj8E0KrP3JYHwX6pl2rESts8WCzFQdPUsVIDnSxPgllVlyhdbKs1A++4rCUjTcLLwAgKOQliXBda7epAARdRMB4qUclnbVmtLgaQb31TgShJa2oTtURaJmG40T2gW1UDXAHfopA7kVFqxiuFtyVpF96RJYckqZJEiE1pS3ugYjkx5I0UjgTuUbgCmRoZrwNlHL6NlLYc1FKLi3dvTAxFX6XrQnVQ7aFIC+QByCjdZOe6x/Wqz5Dfepx5KW1HuSi3FSsAB8VTEtip4pL8U2nQk0XGBPUDHkbypDJpoVU0y2PYa+25ROYCnOcE3MeSa4ItWI1l+AUgbpYhR5yO5L1l+KdsKQOYLaKF7LnVS5+9NeRvupJkJxT7FdzSUgAAUhtfTcmbyrLK1EVuYa80/NayQaKN5ACT5JtUgmdpqtbxw3Y7wWdnk0IutbxuTsO8FPGuSmbtHMdofjneN0zAj8MD3ox915im4FrMPG62exlX1HUcC1a23ILaYAcoWr7Pi7Grbqdl2jTuWKb5NkI8C/pTHSOHFTPjP1Ku9tklTIzTJY5eCtxuJAVGJp0VyLQDxUclIuxJsnBI1KM3FLwSOFgTZUsvadEb396hL+9Pk5qu7epRRBssRSHmrTH3boqEdwbK1GQWgJSVDTJy7xuk3pock3qJMel0tfX1JgdbeU7SyQBx04pQ0HeU3cR4qRoB1RY6GlovuulDQeCkA09H2pLZd4SsKDwThqFG5wHqUZm4XUWySROQEhsNSoDOPnKKSqAB1RY+Cw54BQJRzWKmxFrDq5QtxVrnWDkyDaM7nG8ILr6hUaep6zcVaDtB3oC0+w7MSnNPNR6ncE9vC6AoemuYDqAnIs5F0G2xuQ8U4NulylOFr2Web5LoIaW21VSpaMpV5wuFVqRoU8b5Bo1bFIWm9wVrdVSNJJsttxFoJ9awFRGNdFujNpFDxpmu1VK0AkBYipphc2Fls9UwW0CxFTF6Vwt+DIzFqMSMC6nAJFk1sAvuV+SIclDk9S6UZto5M8aRD1DQdya+FtrWVrQcLKN5B14KVtlbSIoYWhyzuF2jssPHYuuAstRG1jyVOW6NGnSNqoKuzRqs3T11wAXLT4Ji0Cytx1+Xe5cnJivk7ON0jbJK4BvpLDYjX9k9rVY2TFbNsXrF1uJB1+0nDCQyzMdj1YXBwvvC0KukJmJ71s2LVJdc3Wp1Ds0nitkIUjnTfJtmy2sg9S6xgw+Db4Lk2yhu9tu5dawYgxt8LLFqHTNumVoycjLt3Km+nu7csoIw4BRujbe1lljko0yx2QU0OW2iycLNByVeNoFiFZjciU7JQhXBZa29inWA1TBIBxTXSd6qbLUiRMLt4UZktxTes1UkxUS5yOIR1ttFCXkptzfRTSsrfBba6/FShVI33O9WWu0CTVDXJI1PaAow4cCnB11EmOI5Jpbf9ifmCTTkogRZT8rVRSN0srJsBqq8pFvBS5AxNWBm9aEVfp+tClyJk8rtdFTlJ1T3TXN73Ub7uCvgZshHc3urMLjfVVw0qeJpU5VRXC7LQcSlLyBvTGg38EpjO8Kj3NA3PfekzeCdkJShhHBS4CmMLim5zwcU5zSmEEJqiPI8PO7mnO1HDRMboAE+2iG+RkLn20SX18EsjUxrTe6ZVTTJA64UbzcKVjDqTuSOjugbTaKE/HVa3jdxG7wW1Twmx0Wt43EQx1+Sug0USizlePH4UowE/CgqTaGMiV2iiwIWmGi0v6TNFfMdX2dAytPcFt9MLtFlp+zzrRtPgtxpdGDmufkfJ08a4J8un6lE6IEqwALapC0FVqbRNwK7WAcFYjboNEgZqsbtPthspsPhpxfa7aChwmkbf4WqmDAe4X1J7gm7lwhxSh3MyGkXJ4prrLi1R5Z3k3U0hj/AIR4ZLfKjp5HNPgbKu/y1PJuI/8AxCb/AHST6kunLwDyR8nbHMvvURYL6hcXHlpeTbf/APENn90k+pL+Gl5Nm/8AhCZ/dJPqTUZL2IuUX7naGtHAe5SsGUDguIny0/Jr/wC0KMf+Ek+pJ+Gp5Nn/AGiM/usn1JuMn7DUor3O53FkLhv4a3k2f9ojP7rJ9ScPLX8msC38IjP7rJ9Sjsl4Hvj5O4gJCDey4gPLX8mgC38Isf8AdZfqTXeWt5NW/wDhFjP/AIWT6ktsvAb4+TuIO5Ts1AXBR5a3k1j/APqLHv8A9lk+pSt8tryaBa/SLGP/AAsn1JvHLwNTj5O82ACa/cFwz8N3yZxp/CNF/dZPqTHeW35NB3dI0R/8LJ9STxy8EnOPk7bM+wvdUZZ7HeuLzeWt5NhFh0iRa/8Ay0n1KjN5Zvk5uN29IkPrp5PqS6c/BFzj5O3uqTrYqlU1ha06rip8snydToOkOD+7yfUqtT5YHk9SXy9IVP8AmJPqTWOXghvXk6jiWKvaTlKgoMTlkkDSeK47VeVX0AzHTpAprH/cP+pPoPKq8n2B4c/pBphY62gf9SbhL2RFSt9z0jhT3Pa251WbjHZF157ofLK8m2maM/SNALcqeT6lk2+Wz5M4AB6R4f7tJ9Sj05+C1Sijutrb3IFrrhZ8tvyZhv6R4T/4aT6kfht+TN/2jw/3eT6kdOXge+Pk7vfilzW3rg/4b3kz8OkiH+7yfUkPlu+TR/2kQ/3aT6lF45P2JKcfJ3gyDmkEgvvXA3eW35Nm8dI8P93k+pIPLb8mwanpHgH/AIeT6lVLBPwSU4r3PQOe4Vecgt3rhTfLd8mr/tHg/u8n1Jr/AC2vJpc2w6SIP7vJ9SUcE17EupB+51rEANTyWv1RsSOK5nV+Wd5N8wPV9I9Ob/7iT6lhqnyuvJ6lN2dIdMf+6f8AUtWPHL3K3kj5Oo1Drgg23LG1NjfXeuYTeVf0BvPZ6QaT80/6lUk8qboIdu6QKT82/wCpbcUdvczZZKXY6VKBqqrxZc1k8p/oLdoNv6PX6D/qUDvKa6Dzp9/9F+Q/6lvhKNVZzJwl7I6aXa2UT3ELmTvKW6ECdNvqL8h/1JjvKT6E3Ef/AG+oR3lr/qV6lDyZ5Y5+DqURu6yy9FuBWi7JdIOxW2euy209BiTgL5IZQX/k7/ct2pHWUMlNDw2nyZJriGKvNUZL6qQvABN1QqnXB9qyKNs6sZUiKetcLjMVUlqnOBUU7t+qruebK1QRVklZWxCUlt1r0j/hrXWXr5Dl3rASPPW3vopVRjk+Tc9lpLPbqusYLOOrb4Bcb2dmyuaF07BarsN14Lm6mB0NNLg3RkwtvQZRwssdFPmF1IJjzXO2tHQTT7l0Skck9k3eqBlPEoEo4FJ2S49jJ9eOJQZwRvWN68hHWuKhyBfdNfcUrZSdbqg2QkqxGSpqxMtNf3JbkusExouNE8elorolUiVmh9ama4kKFu7XepAdE2CJQ4hOa9Rgg8UZrbiotEkyYPAQX94UOe28hJnPNFA3RKXqCaQWIule8hVZnlNIW4p1UpD+AQoKnMTfTehToW4p0dX1tu1vWUiAeFqWD1Rfl71t1Fq0d3FJSaLJ40TCAX0CkbF3KwxoKkbGE97KlBIhZFbepA0EWspcnckvbfqq3ImokJZY7yly34KU2KadEbgogkYLXHBQvYd4VpwtcFRFqmmQcbImtUzWAjkk03KQEWtdDYJET4blMMQBVnRJdqSkwcbIRGTwTjETyUmYXslBCLYbUVpYbgrXccgBjcbcFtbx2VruONAicFOM3ZGcVRx7aRlpT42VPBB8N4LJbTtAkdbmsfgYvOAt6dwOc1UzqWz3xbVt1OTl3LVNnm/Bt05LbIB2RrwXPyPk6GLsWc//ALJQ4kjvTLp7RcaqpMuXPBjNrdpsN2L2VxXa7GH5KLCKSWsnP0GNLj7bL5N9JnSbtV0z7Uz7ZbY1ckomcTQ0BcTDRQX7DGt3ZgLXO8kr6J+WVUSU3kzbdOieWmSgbESDwdIwH3FfMVrcgAG61gFr06W22Zc7e7gaGMA0a23c1BawaZR7FntmdlKnajzgwVkcAgy3zsve9+8clmx0T15OX7s0+8A3j5/2l1MWhz5YqWOPBys3qWnwTcMs6aNDc1l/RH5KTI0C4YPYt+HRFiDo3PGM03Z/3W//ABKL+CfEAdcZptRf4vu/rKf6bqvsKf1jR/8A9DRC1l/Rb7ExzW7w1vsW/Holr7n/AKaprE/iv+ZNPRJiAH/XVN2b/wA3/wAyP03VfYNesaP7zQS1lrFjfUEzIwn0B7Fv56JMQ3jG6bdf4vuB+d3pf4IcREZk+7lNZpA+K53+l3Jfp2q+wl+saN/1nPy1m7IB6k10bLeiPWAugfwSYgDY43S3Jt8X/wAyY/olxBu/HKY/2P8Am70fpmq+wP1jR/ec+LWD5DdU0tbb0G38Fvv8E1fofu3Tcfkcr/S7kfwS4hp/03TX336s8f7Sh+l6r7AXrGj+85/laTYtb7NyaWsGuRvsW/t6JMQLiPu1TbiT8ETy+l3pv8EmIW/66pt5HxZ+0n+man7CX6zovvNAc1hv2QPUEgjj4sF1vknRNiDC2+NU2ov8WfrSHoorwQfuzTa/7s/aS/S9T9g/1jR/eaG6No+S32KPIy/ohb8/ooxDW+NU2gv8UftJp6Ja878ap9bj4k8vFH6ZqvsF+saP7/8AJoVmcGj2Jpa0b2hb+7okrwf+uqckuI+JPziOfcoz0TVxAd926cXv/Mn61F+l6n7Br1jR/eaCRH81oum5WAXLR7FvruiauDg37twXLM3xTuduaG9E1aSG/dyn1db4k8wPnd6P0rU/YS/WNH9/+TQHNZbc1Nyt1u1q33+CesIBGNwagH4k8Rf5yD0SVoB/6cg32+IP2kfpeq+0P1fR/eaAWMHyRr3JMrB8kC/ct9k6JK2OwONwnv6g/aUbuimsNr41Cbm1uoP2kn6ZqvtGvV9H95ojgzflCYQ0X7I9m9b43oprSDbGYhv/AJg/aSP6KqsGxxmHSxv1B+0l+l6r7R/rGj+80Mhp3WHqTCGi+gHqW/fwUVbhmGMw7r/EHlu9JJL0TVkcjWfd2I3YHH4A8f7SP0zU/aH6xovv/wAmg3jHAexJ2DwBW9noqqy7L92ob3A+JPMD53f7lEzotrHC4xmEXA/mTxF/nI/TNT9o/wBY0f3/AOTR8rD832JhAdrp7FvT+iusaDfGoDY21h/5kh6Kqr/86g32+J/5kv0zU/aH6vo/v/yaI5jbghuiLN1Fh7FvI6Lau+UYzDwt8EeZ+l3JZuiqqicGHGoST/uTyv8AO70v0vVPtEa9X0b7TRoRDb8kFo13XW8jovqnN0xuAakfFf8AMqeJdH1Rh1BUVxxaKRsDM5aI7E/4lGXp2ojFylHgnD1bSzkoxlz+xrmEYxiuzuIwYvgWIz0VZTvD45YX5XAjX1+C+kPk5dK7+ljo8p8brQxmKUjzSV7WiwMjflD+sLFfNIgkd3BeyPIElf8AcnaumzHK2qheBfQHLvVWlm4y2LsaNVBSjvfc9edZceCrT63AO8KdrM1k18N1uTVmfG20YioGvBVJiQ0+CyNSzLdY6o3HvCsTsczEVz9CsFI/4QhZmvvY8lgpbh5QzI+5seBzFsjdV0fBKjst1K5bhElntXQ8AlLg0LJmhZqwTo3mle5wtdWxfvVXD23aCsoyHs7lzJxOlGVlXXv9qUAq31KBALhV7SSkVcrkoDt29XBTjknebJbUStlVjdVchbeyVkAGllMyOwAA3JNUOx7BppvUgAGlk0DLvTXPU0iBJntvCBKoC8a71GZeV1YoEHOi4JRbQJTKBvKpifxRnJ4e9DgCyIuCQFODgqjCealY7glsoakmSPN9yrzHeFNcnRRStOvcgfcxsx1sTuKEtQLG1rm6FKxGmYIT2bdy3jD39kXPBaPglgW963XD/QF+So5NuRGXjdYKXOLb1AzddEkmXTVSMz4LGdqQuHAlUzKRxQJuZT2kdxbDh84exLpzCp9aPnJeuHNRolF2WHFQvcE10o5qCWYcCpIT4JHSWO9M6+x3qpJUADeohPc71Yo2VOdGRM7uaPOO9UxJoo3TWKeyxbzIie6mjkvpdYhk9zxV6B97XUJRolGVl1zuzxWAxvWN3gs2b5TcrBY0bRuPclHuTn9JyfafSR3iVj8DH8YHisltPYyv8Vj8EFqgHgt39BzJfWdY2cZ8G3TgFtsMfYGi1XZvWNoHILc6doyALm5XydDF2IcljqErW+xWXMFlGW2sq0y5cHC/LYfk8mXbEX9KOnb7Z2L5mnee4BfSry4n5PJp2p+k6kb7ahi+ar9CfD9/0roadfKY9R34Og9FRa2PEjcXzR28LOW/wva6bLcek3ce5aB0Uyy08GJGNz2kyRXLbgHRy36HEZ2TC8snpM49y936Wv8Axo/7nzj1t3rcn/3g2CnwOWWhkmvawvrwWBqW9TJlc7XJz36FbRQ7d19Hg9Vh0U8rY52hr2g+lY3HHnyWq1eKTzSFxnlF2XIvbgVvTl7nJjdjDIPxltbb018o7RD77+PcojXTG/w8u+3peP1pJK6Y5iKiYak3v4fUhPwSJWvznLnO7d/Zb3rNR4LUy0Dpm5iA9m++h7SwEGISxuB6+QWaOPJrPqHsW20u289NgM+FtqnthndF1jLjtZc4A56XPt4aIe4jK12NYqM8U+XOb9Za1zvy+PePaq0kziL9YbADW55A81PW4pLPUucaiXtSEmzt+j9/P03flFVJK6fQmqkvob5hv0P6dUWSSb5sQyyC3acPT1zHm7vTg9+gLiNAN5+tQCvlZlDal4LS61nDSx0/QPYlFdK0NtVPsGtHpjQW8OSLRKjO4Xg9VWhz4w42Y48fo96x9bDNSvcx1wQ48T9ay+zm22JYK98lLXSMeY3tuHi5BtfgeZWExLGampe5/nLtXHTMPfogrSlfJSqJX3jJJ9B3E/aTOudfUnwzHn/WUdTXVJLP408dg2s8fUozXVV/5S++nyhzHcoN8F6Vkr6h1nHW2Qa37h3q1RxvqpGsaCc17a79D3rGyV9UM38ZkvkHyxyHd3BX6DGaqmlDjUPIFwbvG6x7u9CavkjKNR4MliWFT0kMckoIBNx2v9476XNYB05DGjNpr8r/AJltWObc4nimHUtDJWSGGBz+rbnFhmkfm4a31WoPxGuJbI2qlBFyHZ9RqDy5gexJseNN9xslT8KLu3Qm/a3do/SSsqW52kyfLGub6TfpKHz6sbIwNmkAbDoOs0FnC3D6LfYlbiFXmaOvlsXfP3guHd3n2pWW0NFQzK34Qeg3e4fNHesphlO2re5geO07nf8AWsOMSqyG/wAYl9Bu+Q66eHefasjh+0FfSyOkbPNmDgfjDz8O4exCaFKLa4MntDg/mDWmRwadCcztf+Jay+VjbDrW6OPyhy8VsO022uNYxIJa+uqZZLNaXPkdewtbhyAWtPxOsIb/ABicjN893LwSk0LHGW3nyKyVmUnrW8fl3/WmyStzn4VvD5Q5nvTPulWFtzU1B1d8tybJiNXmINRUcPlu5u+tJssinfJkMOhbVyZGyNOZu/MOXisrjeCyUOR73Bt4GEBztSLb9/78Fh8Ox6spX9Z5zUkhnz3HgVm9otvMYxd8Iqq+tkdFTRxMLnvNmi2UDu0FvDimqa5KXuT4NWkmDZcudmj2j0x84d6rxVAyNPWN9Fh9IfMKuOOKyU/nbTWGn6zq82ZxaMuTMDrycz2hY5uJVJYAayoOZrb/AAjjfsvvx453a95ULSdF0VatEs9R8YOsG8cfBBnOS+cekflfvyUc2K1buscaupuXA6uO+977+ZJ9aPulV7xV1Ayu/GEAWy8zwyNt/VHqVjozuz+CVOLS9XCxzyG5jl1sBmJJ5AAG57lY2mwSfC5Qx7XA2aSDoRdot+pbn0O4r9zHOrK6eTLic8WDx9Ydcshd1rmXPBjcptu6xvMLN7c4Jj2P1MclLiFbXV9MyOnxZs0zWCnm6sFozOcAGZTlJJ0cHAnUBJZYuW1rgrcJfWcPhhnc2xJb2iPS8FjdpaWVuAV7n5viTfXv5LsFJsg7Dh1u0O1NBQRlx7MNbHWzP13NZA9zb9z3M8Vjttm7F1uxGOUNE7E6eeKjdJDWVc+cVDgfQdEwWjB4EZiCNXEKrPTwyS54NOmm+vC+OUeR9b2717C/yf5vHtczlJAfcV48YTZpItxXsD/J/OvLtcy/GnP6V4jA/wDVTX5PpOo/kns2KK90skQDToiJ/LkiV3YK1r2MuIw9a211h6g2071lq52pKw1RvPcVoiiWTkw+IuNnALBy3Lr81msQ3OWIcCXCybMTMnhDDnB710XZ2EgN0WkYFAHEX5rpmz9KLN3LJmnRpwo2zDI7MFwsvG0brKnQxANFlkGiwXOm7OjAQxhKGAnRLdOAsFAmK1oT8jeNykH6E9ovYKBJdgbGN4FkpbpclOyX4nRI7cQk2MjJ0Che4XUj3foVZ7tVOImJI87goybp5N0xyvizNKIC43qRpNlXJI13KaJ3NNu+woostGnvTwDdNjddWGM8FU2XxQrW8SmyNABurLGaJkrNFXZakYaqb2vWhPqx2rd6E7FRoGByA5TyW74a8ZW+C57gchAB8FumHThrRcqO3mjTN2rNkabNtdNlcCbqpHU3G9K6YHRTUDLNjnv5KPOU03PGyUNICtrgp9xr5LFMNRqCCmzDeQqkj7HQlG1MknRddVADeq8tWLb1QmqcgNysVV4sIzYu96Iw5G58GZfUgm2ZPikJtqtahxiOV4AffXms3Qz5wNQrGqRT3ZlM2iikPG6la27VDMDuUY9wkuBkTzcC6ydK7csQy4cslSu0CWRcDxdzJF3YWDxk3id4LLF+m9YLGpQGOF+Cph3L5Pg5ltLYyOWPwb45Xdonh0jgCqGEOtO3Vb/6TmS+o65syew034LdaYgs07loGzc7RG3VbtSTgxi/iuXm+o6OH6TIuAI9ahksNeSaZ229JRumBNr8VQnRejz/AOXW4s8m7aHkaqiaf7wxfNp172G/VfR3y8Jv/u5YyL6PxDDx/wCe36l84CbAl1vWunpneMx5uJG/9GTnNpsRIYDeSLXKDwd3LdWyvz/F31b8ju8FpPRu54oq7JcDrmce4rb4nSvkA5lmhPcve+mf/lj/APe5829Z/wD25P3/APRc62TqnjqyL8Ay3Hlb61WMsmhMJvk/F9x+isvBg1bLRSzNiJYN9hf9X1LCVUc0Lspbazbbu5b7OXFpsXrn3I6nj+L/AGJHSus68J4/zfd4KuXym+m492qY98oLuyePDuUbJbSwZnEfEnd+L+i3uUhqHineOrcO2zTqz9Lu/V7ONFhke4Mc02I425NWWZhNRJQPkEOYZ47m1/neP6fUnYOl3KDpz1msLvTOpjPI9yjllcALQu9TDyHco52uhmc0hos+x0GnZKgmkJAuG29XIBKTGo3yiQyvOpheNX/IPN3cldK/KD1Th2R8k8h3Kn1ttQ1o1fwHMpTKSA27dwHDkldktvBZZK7MbtI7J3j+r4JA55B+DedT8k/UreGYXNVkujGmQ6gD6PeFUrqM0ji0taLOPBuvuTIp26IKlzrx/BOHYdvYfqTOsNwOrdw3NPPwVWocCWWy+i7gE3O2+9nDg3n4KDaplqjZZe9/a7Dx2PmnkErpJbk5X8fknkVRe4Wd2m+h80d3cp4ojNJlBaCb8AOHgo3yNrarJ5ZJz1bi2SxcdS06/CP7v1lQOfL1bQWOGh3tKyVVgc0MDJjk3knsM+e7f2eXM+5YGXsBoDmDfrZv2U5ChJPsTPfJ1gIY42hO5p+clY+RsjQWO9IfJPzgqD3l0gDXg/Anc1vzv6qc0v6xpDh6Q+QPnN+ioMsqiZsstm2afQb8n6IWe2YwqXGMViopHZInPzTSOGjI23L3HXQBoN1rEDJX5Rn0yN3Achr6K6AKabBMCgoaMWrcapxUVU2VoyU5e5rYGgs0uWFzjxBaBYZgU7fC9xtqPLKHSDQUFHi/X4JRugw2tijqqSNwzOjjdoQ4niHNddai+WYBt4/lW9Eclv20eE1FTsfR1TwC/DKp1O4hrSTHL2mnRuga5hFvprm03WsygvHpadkfZSVqNP24CLjLle5ZE0oZfqhvd8kJks02c3jHD5I5lVWvk6u/WDe75I5/1U15n6zR2+3Acz9FDfBJFvrpcpPVD0TvYOXishhLPPcdoaaeAGKUwse3IO0C4aaf+6yewmwuJ7Z4iMNpZ44Pgy98srTkZpZoIDLkueWtAHF19wKzuG7Hz4UzEsequsMmCx08scQDcr3da0Oa7sncOPAm9huRLs0u5jz63Fp63vhujZKrB6XBdgDTiIR1NXJ8GJA3PI6SGgfkHMXcbAbh7VxB8rwRaO4s3gN2Qro2xeIbS7W7UYVg9dXPdSUlUKl5lALIY2Nja4nsjcyJjRxcbDVztdZ202VqdnsShFPNNU0lbTsrKWofTCF0kTmuBzMGYMLXtewjO4XboSLLOm4Zdr90dHRaTLDQueTspOn+Ga3LM60gMVtxvlFtw/YsrgmG1uM4hFQUdK108riQHZG5Gi5c9xNsrWtuXONgALkgLOU+wbsR2fopqGtlkx6vMlVT4cYgBU0zH9WDC613TdZHN8Fa7g0ZTmGRybR1mIbKYFBsjSzPp6qo6yoxhkTu1mL7R0suVuvViMPLb6Oms4B0elu72Xcg0k+SttJtKyOtp6HAnvFDhIEVLK0Eda8EmSfgQXvFwTqGhjTq1U8Q2nrKmtfV1skktTO8SSySm73vcASSTqSTrfmeKxWFYbXYrUtY1pu4gC40F7/RW67Z9HL8EwOlxKIyOlfBG+YAHSQySMIaA0C1mA6gevehzUOWVJxnmWJ8t/8ARq52jlDSAAMzje4Gqir8QrK3ZjGJY2AxRU9pDpcZiQPHVUqrDJqY0XV9Y7ziISuBGjSXEWFm7uyFvGK4Bh9D0WSCqbURV+KU8+W0IF+rkzdskXtl8N6ry5t+KTXhkc8vhdViwxXzSkl/yeYARYW4aL1x5AElq7a9l9zKY+9y8i3NgRbdwXrHyBJbYrtc08YaY+9y8Rpv5iPqGf8AlNeD2zG6ydK6zPUqsEl7alSSO7K3NdjNiMXXO3rEVB3rJ1x0PisVUOCvj2JT4MRX/KseCxbQS+yyVbuPiqEQ+E1RL8GJ9zaNnorubfiV0/AYwGt04LnezkRLm6Lp2CRWa024Ln5+5qwcGy0jbNGitKGnAsFYtpYrEzoxG2ubJ2trIAA3JzRcqJIe3drvTwLAaJu5RPla3W6iSLOcKN7hZUJK9rSe0o/Pg75SW0Ey1NIAN6qGQE70yWfNc3PtVcyG+9WxXBFsvAg7ikdpx9qrxy8yndZy9qkK0OJA70rXWO9RF54e9AfzTRGi9E+6uxPuN6xcblcikFrXVckTiZFjgE2VwsoGy6WuiSS7VUy0oVZu9CbUv7V0KSQHMcHJa0LaqOUhg8FrGEMJaLLaKOAlo0VvFlz5iZKOZ1t6sMkJO9V44SbWHBWI4tQSFPcjI4tssRaixUwta11G0W3JXO0tdVtgokE4tcBUpGX3K5JqUxsd96mrI1zRga9jg0uAK59tJib6YuIday6piFNeM6LlO3FA6zy0EK3FJNlOdOuDCYXtGX1Aa553811DZyr6+Nmt7rz/AEsstNXWJNrrsmw9dnijaTyVmbtaKMEm3TOkxNu26jnYQpaRwewHmpJYw5ZE+TY1xwYy1nK5A6wTHxG+5MLyxOUuCMINPksz1AYz0lq2OYh2Xaq/X1lmGzlpOOVzjfVUwdyLpLgwGM1IfI7VVMNmLJQbqvWzF7ySeKjpnkPvddKK+U5kvqOm7P4iGtaM1lutFiILAM29clwarcLAFbvhlS57G2K5OptM6WBWjb/Pr/KCYa7tDxWIErrJrZXZxrxWTlmqji3l2VBd5PFc2/p4rh4/89q+eR9K/PVe/fLnmP8AABMwn0sZw4f+cF4COoJPBdfScYzn6nmRvXR7N1dBWACI3mYTnbc+iRp7Vt1PXdXOHZKcdpvyO5aRsM4toan0tZm6C/I8lsYkdn3O9JvA8l7z01f+LE+b+r/NrMn7/wDo6Hhu2ho8Hq6F1DQSOmAAkfAS9lj8k8L8VqNdigllLhFT6t/F67lj2zubA8B7gPXz8VVdM6wJLvQ7+XitxzFBLkvOxB1/iqYHN+K/YmSV7tR1VMd/813eH76Ki6U5jvOvI/WmvlNza+88Dy8Um0XJGRp8RLJAeppRccIgOA03d/uC3eh21iptnqjDzQ4e/rpISZHU95GAZ+y11tAeI7lzTr3WGp3cjyb3p5rJBSuFz6UfO+93f+pLciM8akZTEMUElQS2GnsH31ivub4fR97uapS1x0aIoNNNYu4Dl++nJUnVDi8mzvSPA/NPeo5Z3aaHQnge7vQ5WTjHaqLTsQcTfqafe8H4Hvf3fSPsHJL90iC1xhpxuJ+B8Dy/cLGmZ2mh3v4Hv70OnIDdDq0cO5RsdG+7JbajBZHyfc+hqC6F8eSelMjdQ0E2tvHA8FhcZx8VUheyGHR34m/6lrkVSQ4jgWu4eHO6YagkG7Tv4tP1p7kQjjp2WZ8QILB1MOjHfzP7Ezz43A6iH8z3+CpVFRlLDl+S75Pf4phqMxHYvu4d6rbNEY8IuS1xIdeCLRmnwP7O/wDQr2H4u2nqA8QRaE/zH1DuWvy1Ng45LXYPk+Cc+oBcRlHHc1CfzWDhao6Ti23ba3CKLDjS0YFHnawtpmh7s0jj23ek7cN/AkLRKrEBJYCOPc4G0OuoI5d/6FSlqnFsYINg4nd9N3eqzp2hjSGN48ESdohDGoMvOrzJN8TEM0Z3QDS7zuFt3aJt3DkFsmyGAv2jxHqXT0NFBCOunqamG0UQzNDc1mkgOeWMGnpP13laXBKHTACMH4PTs31z8uPFb/tVtBU4fs/s5s/TiKOk+5sNRLGyCNrpJHVEz2lzw3O4Br22aSWiwsFCUn2iWfkymK9HkuF1GCYdBklr6smjrInQtAp6pgic6MP3dlkkeYm1nCQagErHYxtjRy49U1FGI3UkWSnpj1Fi6GNojY4i2hc1uY8i5YLDOkGfD9mcQwKOiie+uDHNqnavgZkLZWMG4dYHAOPIHTW41epq2yOkOQXvuICULTtvsEoKdHaKfbNu2GJz4JNS0UQxmnbSgQUjY2MkYLxvsL7i0E2Ouu5cjrawl4k6uO7nX+JHLwWQ2QxMUm1OG1DmgltTENW66m361jdp4YqHF62jEQ/i9XLFo0fJc4cu5Nyp0KGPZFf7kIrTkHYi1J3w962jYrZ9+0VZNn6psdPHncOqtfR1tfFo1PMrRmTxFjfghqT8kc127oIrKKhwranEJ4WuEFAx7IywFr5LyBocDoRvPqtxUMkmoNlOqy9Hb+e51amwnDtiYnigjhsKeDEqiRkIYHyNmblZfdZjdP6xcd5WQ25q8C2TiFJtLg9DW00wc+tjiuyMUsT47ACMg9Y8OZ2g42c4XGmnE8X6Uq2espMYqQzJXw1AewnssHWu9FoFuA0sp+ljaJtfsxJWNDyyqq4YmdZvIZAxzx4EuYfUFKEHN8+P8nlNPpJ5ZweXm5XT8IZiuO1mwlBikUNLh1KanF/uexlNSNDXw07g+Y9Y/M9we98BHaNjHpawtUrNv9jK9sVHtdhVfUCljpqmB1GyIv6x0MTn5jIbZX2aHMDT6ALSwulz8mxranFtoZ4Z8Yr5qyWOOKCN8jgSyNp0aNOGp3akkm5JJ2bZ3ZKDHNmY6qngM2I1ZfS04c8BrXiaiij37tKiQG5tqN1gqJJKS3dz6RDVzx6ScP6e9DukHGesqqZmE0rIsHjooafDC4ioD4Wi7znLWXcZnSvcC0FrnuBAIudTlr5pnFvVQakgjqGWsS7u+lv55TwFn4di8eHzTUFc18mF1LrVVOLEWIDesYCLCRo1a7TdY9kkLZNjdjxV7Yy4RX0/nMGGzSuqeoaR1zI3u7LDvvKbNZzL28wrcrjjjuOfOcI4uvDs/wDg2/omo3wT1OIYnR0piOG1U8RdC0EkRzODgB9JjvYFv5xjDukcR01XTU9OylghbL1UTGtLmZ33a3UWOlxxOY8Vq+320tFs5s/g0J2NwNjnUTM8JFU3qy59S1zOzOHEWBBDifSN+FtcwHbyoZ1tRDsRg9PhYLXVlWI6zq2tDbm584ILrGwAPHddZd+afCh/ycfQ6NazdqceR/NHj8Nm212A4Rj+JVkn3LpxRiqipaHzSKNshY1uZ1iQSG3OpIPgtU6U+kM4hi9VQYXVU9Phpoupc5h1eDAMzXPJ5gCzQASL2urmzm3m0mJ/9J4HsPs9QUEJyR1FU+aCCNoJyx9ZJMGucA47tTcrA7VdGlJiNBX4zge0GBFsdG+pkw+KuFRPEWg52syNdnaN4N9Add1yskp48Ut0aTT7co6ccEnrsGTcnsSXPdnm2M3Y0kakL1R5Bb7Y9tawcaanI/KcvK7XDICvUvkEdraralg40cB/xuXktP8AzUfSs7TxOj2rT396sP8ARRDFbgnTRkC9lvbRkwmGruPisPU6FZivFhZYapdobqyJPJyzE1Z3qvTszSgW7lPVm90lEzNLfvTkzJVs3XZqG5boum4PF2W6Ln+zEQ7Om6y6ZhMQEbbLmZ3ybMETKQtsApkMaA1B36C6x2bUqBK3ekT2j5SGSQ2R4AJ5LD4jXCEHXcslUvsxaVtPX9TG8hw3FOEbYpvarKuIbSCJ5bn3FOoMf69wGe65bjGNuNUQ1/Hms/sxVPmc0knXvWiWOomWOZuVHToaoyNvcpzprGxKpUYIibzsFJKTe+5QikXNlttQLWT+vHMrGdYe9OEx5KzYV72jImdpCGS3NrrHiYlPjkN0baGshlopNVbjkI4rF07ibK9Cb81TNFsWW2yeKHSkjemtabWQ9l231VLL1ZUqJCXAITJgcyFNVQnZo+CtuALLcMPhu0GywGEUD2ZbtK2yggLWi43KuTaZp9i3HTjKlMIHBWY2aapz23G5G5lTRSIsmuBUzmFIIjyPtUkysr5L7wiwZvUz2Hkqk5cN3BStkHwxtS9rmFtuC0banDhURvsL6LbpHOJtdUa+h65huFKFx5K5vcqOBYthToKouDbarbtjawwuY0nkr+0eB9svDN3csThNO+mnAtxWhy3RMajskdhwmrD42jNwusywh4uVpuAzudG3fuW20ZLm6rI4tM6EGmh74gRcKjVROAJWaZFcXIVarp7tOiTlxRJJWaXihIDlpOMXJO9dDxSkLg7srUMTwyR97NKWL6hZOxolS05joUkDHFwss5Pg0hcRk9yWHBZAfQK6iktpznH5ibB2OzDet9wmIhjb8lruE4TIyxLLLc8NpHNaNFy86tnSw8InMdmqLLYm2+xWRMJtuVWWIgk2WVLk0bjzv5dT7dBjWX9LHMPH/mfsXglxzX4L3d5dxLehikYfl49RD/E4/qXhE6X7l0tL/LRzs/1G27HOLaCY3aLzDee5Z+K75g0ub6TePcte2SqTDhsmW3an1uAdwWdgxORk4ddujm/JC936c608D5z6nG9VP9zZKXAp5qKSVpZ6j3rAV0T6Z5aXNuG8+7wW24bt7NR4FV4Z1UDm1GXM90Qc9tjcZTw71p+IYzLPL1mZuo+aOS3tnMip20yu6R9z2m7+f7Ex0j7u1bvdx7vBNdiEvaGYGx+aFFJiExLrlupdfsjkfr/RyVbkX7e5Kx0jratGnPXc1ZuHBauagfIA22dh9I/S/fd7OOAixOVjw7O3j8kabvrPuW84Zt7LRbOVWGAQZKiWB7nGJpfdme1nbwDrfmpQKstrsaZVxTU1Q5jso7R49x7lVmkeQLObvPHw7laxXF5Kipc5haAXHc0bg39g9/MrH1FfORq9tnF2haO/7R93JRkyyCbXIdZIPmjV3HvPcgyyuLAHN1YLankoHYjNe+dlyX/IaOLvrPu5JwxKZro3Zmei35DdN31KNllGcwzBqqsDnNaLBrt5PcqGI0lRROcxzQCDbj9S2LY/b2fAnySRebOc6CSI9bE1ws4AHQ8VgMb2gfWSl7XMBvp2WlTk1tKY797TMRUSTHJcD0XcTzTOskuNRqBbU802fEJ7sOZlsrtMjeaaa+ovo+MafMaqGzXGL20JJJJldqPQHE/UrdOyaonyDW5PE/UqEmIVJBPWR6sB9FqtUuMVFNUZ+sYcv0W8CD+oe/mURkk1Y5QklwbJWbN1cVDHUOAsLnefnv7u5atU9bE4NsDYkCxPC/ctxxLpFra3BqLCD5uGUoeyMiFjXHNI4nM61yeVysJJg+OV2z9XtRHFGcOpaqOjlksz4yWOZzbDedGPueF2Di1Sm4pFWBTumYSmlkM7TpbJobn5/gtr2/qJG4nhsAtliwfCzvOmalhefe8rUoK2oFRmL4z2L/Ftt8Zf9ZWzdI9dNTbUmmaY70lHhtM4FjT24qOmY7ePnR7vHmVTfKf4NNcceTUGSS9WAbfFj5R03LIUNHPXSFjQLk/OKxTMRqBEAXx6Rj5DeAA/UP3KzGE7RT0UrpCYzrr2G9/1n9wpQkr5FkU0uDJy4bVYLWQ1b2W6p7JANRuN91lnNqW7O7W0uKY7s/S4hBU0ssdRM2okDhUdYbPLWtHYyuud7rjXTcsXtlt/V7RVXXSikbIWsYeqgYxtg224cbDXvWxdC0GKTbS0TI2Ryw4tDNRyEsAbGJGFoJPDUBLI47lXsZZZJ4sUpyS4/wC+DldpY3C4I7Rvq7XVdn2Dq6fB+iTajFw5jayonhpIw9x1a0Emw3n0zu5LG9I+wEOy2HRMo52S4hhrxDioyscA9xuCABo0Hs7zc6rVdssTq8Fw7C9lusY2alhM9WMrbCaU5g0jgWtygqtTU0n5JazR5Mq2vhqv7mNNfW4qIKDKCymbIyO2a9nOLiT6ybaLadsajE59j8Lpq2NjCamaqDWhzbtMcEYPtiK0bBcaqo6sNbHFI93Za0MaS4kWsPG66RthtJiO2e0EGzmHikmdR0sdFEWxxxsLIm3fK47gPTeSd3HcFo3xjjc5BHRxxy3bexyAmZsty072/O5hegegSDD8Tw2lpq97oxS1DZTIXWazNXYaA655ZTv3LmctRsPhkohqq2rxGZtnPmpYYmQl17kNL+04X4kC9uWqyWC7f7L4TR1OHU1NijqaspxTSsMsLczM0LjuB1JhjvzseZXMee3aizRq8WXPglhxtLcqNb26wduEY5JSUr3yRmClnzOBBJkgY93sLz6gF1nYkyQRbH4g2GZtTj1fBDWyZTbqqOVscdvouuy997oL81kdnZujrbCAYhiOGvYyqpZYGPqZ2NyuiFHELEC97O5236C4sbP4tLhxqNo42yUdHhWFCWjo+tu0lj2TBz9A15c6qlNraZrDcCnhyvK1CSZn9bjDR6XJhivlSiuPLRhelVgfjEDsTZBUVFLTSR01EHk5j5zObzZTcNAO7QuNhzI5ZtLR4viGKQtr5nSSvcyGEZbNiBsA1jRYMFzuAAUtXt1UzY9V4m8sPWTvlDXNacoLy61j3lbThu1Uu2G3MGIV8FI6LD4DWztjhZG10cEINrADUho9fiurGUZ8R7sz+l48mkwQx1UUifal8keJuwts0xgweFlBDGRdsZjaBJl5Xkzn1rXMTlccMqgXS/Ey7224K7Uullc+WZxdJJ23uLtS47ysfXsJoKloO+GX5XcvZSwRxaF4l7J/4ONDJLJrFkk7+ZV/c4gH5WgZQF6n8gBxftttMw8cPhP+MrywWc16m/yfYB6Q9oohxw1h/wAa+H43Wb+59uyq8PPg93Q04LRYcE2pgIaSAsrT0pIBDeCWooXOb6Kuc6KMcTR8RYW8Fr9SSLrdsRwqR17MKwVTg0pBOQrVCcaHkjZqNRe+qmw4XlGiylRgkt/QKlocGmEgOQonJMyKDTNs2ZaLNJG9dKwrRrVomAUD48oLd2q33Do3BoXLzvk34VSMs3cLJHC+5PjB0uE/q+5Zbo1pEDWap/AhPEfGxSOZlGaxRdjqjGYg/Kw6rlm3WIiOOQZl0nG5ckTiD3rhPSDidnPYHK/CrZm1EqRpktWZ6497l0/YmkLmMcWrlOBxOqq4aZruC73sVhRbBG4t4LRnltVGfTx3OzZaanLYxom1ERtoFnIqEho0UFTQm25ZYZOTdKFmulpBtZFislJQm/olQupC3gr96ZneOiqB4qRgtv5peqeNA1Ojie42ITsSiWYOHcslTghVKemdp2Vk6eB2mipm7L4osxMB4b06SIW0CmijIANk98em5Z2aEjC1MVnbkK3PA5ztxQmOiKlwVsYHYWSgobaZVmPN2D5KcImjcD7FW3bJ3wY5tNbSyHU2mgWSEd+COqHzUJifJh/NOCPNRfddZZ0DOSOoaNLKV8EdpiX0mZu5VJqAn5O9bCYAonU+liE1Ii4Wa0cNN75bpsuH3bYtWymnaPkqCaAW3J7yChRz3GsIa9rrt0B5LUThPV1Bs3S66tiNG17XCy1qow0Z7hnFWwkynJj9ytgdIWNbpuC26ji0HesTQU3V27Pcs7SizRolN2TxxpFuOMW3JJafONylh3Kw1twFSy+jX6rCw+4yrFVGz7ZCez7lu3m4cd10eYt32QnQONo587ZdpN+runM2VaCPgxvW/eYN3loTxQMt6IU+pKiHSXc06m2ebH8n3LKQ4UGgWbay2BtGxo3BO82A4KqUr7lkY7TBuoDbcq0tBrqFsMkbANVSnMYvoo0iTPI3+UBi836H8Kbb0toaUe55Xgl1uJ42Xvf/ACiErT0U4CwH0tooPdHIV4HIuLLfpl/powajmbNk2deGUDtL/DE7+5ZJko6wG3ym/oWDwOfqqNzLnWS417lkqeXrpmtDjYubx3r3Gh/kQR8+9RVamb/JfE3wEpsdDzHNVTMLcfR/Us7BgNRLh0lSGuyjUngNVrVWXwSZC46ix1HJbJcI50GpNpErp2XcLceaifO0udcc+Pcqr6gguBLtfpBMfP2nHOePyu5VuRds7lvr2mxsN32VI6oPmkliR24+P9dUIJOse1oebW5/1VsjNnaqTCpKkNdlDmA8ge3xUo/N2ITaj3ME6YGS5HE8folRzyiwJ4Odx71HVXgncwuIsSPS+iVWnqNAA473H0hzCg5NcFsY2rJjK3XQb3/rSmRvZdYWyD9AVI1AubOO9+ubxS9cbN7Z9ED0u4KO8m4FuKbK9wBI7Ltx8E10jToTx5rI4Fg0+KOd1WYnI4mxvbcquL0EmHvLXuI1HylNqVWVqUd20oTSsGQ/RP6UhnYCAOSpzTgiMl51Btd3em9eC4dvgBvVTkaYxpFh8wyn+oOKfJIC9wG/Xise+oAabu3N+cr1FGaqq6sEkuJ0v3pL5mkiUltVsyVBhdbieUUVLPU5A57hGwus0Pfqbbtx9i6ZC9lJgE+wbWjziTZ6evlB3edF0NaXAc20tMyM8iH81SqKHEdmOjmhqKCrnpp63FKiSV8UpY50cTWCMEg6gPdL61rOyO0c1b0j4ZX49iBlbiOJCCunkcBmiqLxTONuGSR+5ElxyuEVY2pOkazTxmesbDELySta1o53eLBZzpNqWTdIW0j2G7PuzWBljplE7g33AJdgKMs6R8BosSjc002JU5q2P+S2KcOlB8Gtf7FqNbXyVUzaieUvlmIke4u3ucbkn1qG5ORZCHFfkYyQBmmvwfNPkmADrG2qoNnHV2zkHq+ayeG0UmITZI3E3PNKPLpFkoqKuRcwvD6zGMSjpKOGSeWQtDWM1J0XcaGoo9hsOr8Sip2R1VBLSNihLrCz7B3/ABXWL6Ndmjgu2WDyuicx8lJI6S+8uyP/AFLTdusRrMa2m+49NW5IKdrXTSOeOrbG1jXFzrcG/pUmmopnAUn6h6g9I3wlF/8AKZnukHaHEdnsZpcSwiuyS1Mcoc/K17XtcW3Ba4EEacQsJjeyD8R2Vwra6rxGGEVbpzWVM7jdzhK4N03uNhuHJW9qqSj2mwTCKjCXVDqqGFzwxw1qGB9i4AbnXF8vJbB0i4PiNJ0fbM7G0dPPNM2qq5QBGQ993WGnAe5V4NuPHcn2O7/EmVYfUcUY9pV/g5fh02zGDYhDXx19fXTUbxPEIoBHG6RurQcxzAXAvpe11lsGmkwrAMX2jmcRNVQx4bSXdYl0ha+ZzTzaxoYRymU+z2xjtn3zYxtXSQ5IWOFNRyzMf5xM64aCGuvkaLuO7cBxVTb2rxGuZTecU9PR09PTt6mnpo+qjZmIcXBtzqSb3vy4AKrJklquIr5fdlss6VQapexoNRUvkkvnOoad6ijmfa+c+jz/AKqrvlAcAH62HFNZOMoObe3n3NUdyXBeofLwZuk2mxSippqOKrf1Esbo3RuNwGvMZdblfq23/qraMY6TsXmwwbPw1EUtF1ELLmPthxijY7td3UgD1rnReTms430G/uC2XYLA6XaTailw7EjL5mGy1NV1TrOMUTZJXgHgS1h1Tit0ltIZsGPLBqa4dPn8GIjE9RKWtDnPecoa03JNt1uK65Q4TFshhUuGv6p+M4jA017t/m0NgWwD6R3u7uzzVikq6HCW9Zs/s/h+GviJEc4gMtQzTfncdT32UVLR1OIVpga575p3G7i25JJ1JPHnder9O9K6D6uekjzfqHq0Hj6eD9v9irLBG9zrCKwChlw909DVCCBkhbTzOOW5ygNOpUO0/SfTYFWz0GzFJSM6l4hFc9oke+2jnNzaAE3tpustMxfpU2rxWhkoKnF3dTKDmbGxkebTcS0AnwRrPXsMcUsaXLuzJofStTmnHJGKStd/BoAv7F6n/wAnr2ulLHIvnYUP+NeVg8Bo04c16j/ye84Z0tYsCd+FH/jC+UQ5yWj7NJKOKvwfSGhpA5ouOCyJwxr2jsqrhlQzKBothpXMeLaKGSTTssxpGAl2fbIb5PcqsuyzH/zevgt3ihaVP5nGReyreZr3LXjizm0ux7Cfi/cki2SYxwPVe5dJNAw/JB9Sb5g3fkR15NdyHQiajRYEIiLMt6lmqahyACyy7aNo1yp4pmquU77k440imyC3BPMVuCudVlGlk02IIIVdk9pT6rvUUwABViQgBVJ3EtPemJmqbTPIhfYrz3tsySeqc0XNyvQ+PQOmjc0BcvxXZR9VVEmMm55LZgaRg1EXI1DYPZ+SapY9zOIXobZnCBFTsbltotW2O2UFJkJjta3BdTwyjEcbQGhVajJbou02KkIyjGUDKmS0APBZlsWlgNUGAHe1ZrNm01yXDb/JVd+FXHorZ3UwKQ0gP/spKbIuCNRODk/JT48IN72W0eZN+alFI0fJ9ym8jI9NGDhw0Nt2VbjoTwbuWUbABwUggA4KDm2SUUigymA3BOdALbgr4hA4I6sclGyRiH0tzu9yFk3Ra7ghFsB2YXsjM3mqHngve6Xz1qlQF7M1BKo+dN5oFUwcSjaKy6XtSF4Kp+etCQ1bb70qCy7mCLhUvPG80nnn0kwtFx2qhlaDpZRedhMdUtO8hOh2ivUwNdfRY6SgaTctWTfO08VGXs4lNELKUVEGm4Ctxw2G5SNc0G+if1jAmKqFY2ysxiwAKqiYcE9s433UeSRfbYCwThuPJUm1YAGqd542x1SHZbBanhzdyoCsaE7zxp4pOIy4XhpUUs7QDqqslY0cVQqK4a6qPYCeorA2+qw1biQF7FQVlYbE5lr9dWG/pcUlLkGmebf8oBWmfo22dZfftDF/9GUrw8SdLX5L2R5ddTn2B2aaTe+PtP8A/HlXjUkgjXeF0NO6xow5fqZmcHrpoKXKx1u0Daw/X4BZGkxeaKdrs9hmb8kcvBYWkkfHAA1ptYEe/vUzJ5A9py8W8vrXtNHJrDH9jwWvipZ5r8nSqHpGrqTAqrC4pw2GpDRK3I3XK7ThpqtIxDG55pS4SaFu7KOXgqLaifqJAARqTprx8VWM01r5Tq3j4eK1yyWjDjwqDsuOxSe7hmF/6o+rvKjkxOfM6zrXLvkjTTwVN88ozHKf3Pio3zyXPZO8/o8VU5F9GTpcZqIpGvD9RYg5W7+x3fRHsW60vSRW0uzVTgsc5bTzvhdJGGt1LQ8N4X0uVzUTy6WYd32e9S9dUGllIaR2mG3rd3qUMrj2K8mBTfJfxDGZqmd5zAhxdfsj5rhbd9I+3wVeWvqZCLO1LnH0RxcTy+kfaqDp5WuNwbm5/wAJ71vPQ9KwdIuzlVV0baiCjxGOrlieAQ+OJwkc0jiCGkKMpN2yyONRSSNOkxGpjdZzrauPojn4dw9iQ4pOMh6z0WC3ZG6w7u4LYtvNi8U2arKuVlJIcOjxOtw6nqNLSOgdYjff0XMPfc8itMklmY5oykdgfoHeoXasnGKfc3nY7pBxHZ2ofPRz5HuikjLsjT2XCxGo7ysZju1M1dIXXAud2Vv1LWYZ5s5sDbK79StYZTT4nXRUhcWda7Lmtu08VJ52o0KOmi8lruRzYpP2Lv1sdzW8/BLDX1Mj9H20v6I+pVa+KqpZupmjcxzARYix3+KtYE58ldGHMuDbf4+KqUrZZqG9NBya7FnGKXHMFkMNfTyQvYMvaYLXFrgG2ttFkdkzjGJ4xHQYXTSVNU8PcyGNgLnNa0udpbg1pPqXVOmnZfE8aZXYjhsDXsw2WR8wzdqzjpYcfRK0ynE2xce0uPUcbqaWOVuGUDmmz2Pc4SSPYb3Ba1jQe6Yc1FZWnaDBGOp08Zrm0m/xasz/AEm7d1cGA4Dsy+QkUeGsnc0saDnqC+Y30vcNka3+yuTDGKmWZ5EpF3OtoNDYm40370bWbU4rtPik+NYrL1lVWTPllLWhrbl79zQbNHCw5LEsqJhLcA+kf0eKlvcqX/1jx4Iw7HZ67EZmbe7UbWl2WGTBKnHQA1vYOJU8XUgafJlroB/Y8VyKbE5xIxgf2Q1oHZG6w7u5b3iO1+DO2Ep46aqdJjOIYVTYRVQ5D2I4MQdMHk34sjomtA+ZJe1hfmXXzOew2Oobw4+1Vbq5LYwXuWBiVQYyC+94zwbvue7vPtWybKY5VMxSIA5nGRo1a3i7w71prJJCz0Tqzl3+K3/oowR2PbU01PJCXtBdIQTYAN1vdPFJ7jH6pOGDTSm/B6SxLG6fB21u0+0Ye6ow+CGEkBoLMzur3Dhay8yY3jEmG0LoxITW4tkkLco+Bp73A3b3EajkuhdJm1ldieP41h76uOPZ+OWJlQ9mrpy34RrG66uJB9QWhRYJPiErtstrf4lhUr87Gh7etqANGxxMvmtYAZyLWB3lSyZujDn3Zl9E0ajkeu95KP8Aakv82bFsli+LYjsW4doyYdW08dO+NoDmsc8k6jVbZ0ybXYthlPijI66Rj6jEnUkRBs5tO2MOcAd9i9zgfBYnYjbjAhgGJtbsxhtMyN4McbWFxcLOtmJOpC5lt30h4vtnVU81fT00Ip2ODI6eIMb2iSSddSSudDLPKunLhWeg9U9O6ufBrN11Gv8Akq0W1NZTVBkLhoSTZrdd/d3lZzabpHxTaAwOrKjO+Klgha7I0Wa3IG8O5aC+aUOJs4b7n9yh0spezf8AFx/+laY5XGNe5R8JBtMkOKTmxz2ADbDK3gB3fRb7FPhrsRxGop8PooZKioqXMghhjYC6R7i1rWN01Lr29axcZlflu3cBf2HvXZ9isBdsZgVPjFTTxN2hxRhlpzLbPh9KWWY9o+TLJcuB3ta1hFs5tfo9Pk1WRRj7hqs+PSYnOXZGRbs3sjgkL9nq7DPuvKGPir8RZLZxnBcT5sdzWMc5wDj6YFzoQptmdl8MwWoxGowjaCorqyspJKSlhdRdSYxI8dY5775R8EZAbcTyVOKlJADWaZXkWdpu3eCsSF+EbP47jDo8r4aKSnjuTbPPlh48Q17z6l6zL6bptJj3xdOPf8nkZ+q6nNcVT3cL8GO2i28wjZRwoMLhpcVq23knqJryQtedzGN0DrC13cyRwWsYx0wY7LDNS0sFDR9ezq3SU1OGSZTvAdfS60CsqZpJJH667u7TxUVZK8zEkEns8O7xXmNT6pmySdPhnf0noWmhGMppNlmfF6qQ3Mp1dybz8O9VhiVSR8Zqfot5eCgdJILCx9IcO/xTBJKQDld7O5cmcm02z0GLGotURZQRu1XpPyC5uo6WsT78Kd/xhebL2/WvRHkNyFvS3XNB9LCZP+Nq4WH+aj0mb+W/2R9IcNxSwbc2WyUGLDTtLnNLO5ut1lKbEnR6ZrK/JhTKsWRnUaPEWOtqstBUteL3XMaHHcrgC/3rZ8PxgPaLO0WDJho2xyG4teCglu6+qxEGIXAOZTiubbeFQotFu5GQsOCR2/cqgrgQjztrtboaC0WTuURBN9FEalt96TzlvNRaCxHsvvUEkVxuUrpmnvTTM3uU0DZi6rD+tvcKiMBjMl8o9iz5fGeKQFt7qUW0QaTIcPw+OG1mhZyna1gssdHK1vFWGVbAN6hK2yUeOEZEOsUt+RsseKxo+UdUvng5lQcWTsv3HNGYc1QNaCN6TzxvNNRCy9cc0F1lR87bzSed3+Uigsv57ckdYFQNTc3um+dNPFANmR6wc0nWcL6LH+dNvvKTzxo3FFNiLzpAdyFQ88HP3oT2sVmrNxe+93vTxilzbMtMp8RLh6SuMrXHXMVp2IjUqs2gYlr6XvThiF+K1kVZ+cnircOKl00QtmyjEAflJ3n7ea11tWfnJ/nn0lHYgtmbfiQHylE7FwPlBa9VVpaDqsPV4uW3s46KccVlM8+w3X7ti/ppDjTTvcudSY84HUpox51/TV601mWWuo6MMZaTa4UjcWaflLm7MbN/TPtV+nxdzrdpJ6baC1qZvrcRB1DgpBiF+K1Omri+3aWQinc4WJVDxUaMeo3Gd8/tpm0R90bfKusK6UjiozMRxVckkaIybM6cRtxCilxUM+UFhXTkC5KxlfXmME3KimmSdo2R+Otb8tKzH2O0zrmNftA+N57RUFPtI57rB3FXdO1Zn67ujq5xgP0Dwo31ufS+9aZh+JumtcnVZ6nkLgDdYcvys1Y3uRaqJCWla9iUuXNbfqs5OeytcxXiOaqg7ZZPseXfLfm6zYzZln/65f8A/jyryM86i26y9XeW04jZXZRp44w8+ynevKB5LrYV8iOdmfzMtRSuZE0B29o/SVNDLLJK1gfxHFVoqyohY2OKdzAADZvO5139w9ilpsTrI5mEVLwLjh+3vK9hpX/pRPD62N5515NnpNnqyow6SoadN+m7etbrWS0zywvAIFvct1wrpHxbDsCrcLhrZBFVhrZm2vnAcSNb81pOJYzWVMpd5zJqNfZ4rbPaoqjnYVkc2muCo6aQl3bH7lMklkzOu/536EOxCtDifOn304d/io34hWZi0VUmhNrcN3f3D2LO5GxQ/CJIXPe9rS4EeO/0f39a7RsFsBQ4nsvAytomz1e0ddJhtNK8/wAmcGt6iVlvnVD8jjr2GPAtc34xQYjWCZgNTJYaDfp6Pf3D2LvDek7Etj9nNnsOZWys80oqSvmjG57nTz1Md9fmTN4cVOLvgz590eyRxDGaeajqnMJ5+JGU2/Sfatl6NKt9Jjs1UXj+L4VjEzSToHMoZ3NP5QCZ0qTVFDt1j+FxVLy2jxOrgb3hj5BffuOp9a2bZbZbFsN2BxTb4YmZIzh9dTGJrSJIBJJFTxyOO4teTKBbcYDzChkko2/2Lcacoq0WMV6TcA21nZge0lDV0+GujoY2upJ2dZHUxMc2WclzSHB7pp3kaHVgv2VyvaHDqzBsVqMIqntE9HK+nkyHslzDYkHiNNOenNU219W2ps2rktdwba9rWA017h7ltPSNV1s9dhOK+dSkYjglHMN+5kXm7tfGF3tKj8t7V2LNtcsx2B4BU4lncxwIDDv15LctjNm46KnxraCZuaowOmbVQMJ7LnZstnDiLErXtkOkHGdm5ZZqLEZo3vgkiLrXOVwsRv7yt72GxKrxTZra49a9z3YewM8TI0K9dOUODh+p6rUaV78b91/k1HpNwtrIMOxDD5o5oKjrBmbvz2YXDdwWm4AJm4jEHECxG/xXpSLZOp2Iw6i2ne92KYXgkFRUyVZj+DzyBjDE4E+mMzxbXUAqlgPRPgcdPXY1Q4+a80oyvENnRwyOzuZG1wNnER5MxN9RosGB9k32PSevZLxxbXM1H+7pGf2gx/CaSTaegrpWCQNzZDoCcshAJ57vFcu6cgHM2fpYWxwyyUL6isiZoG1ckzjIDzLeyy/JrVvW2+D01Ltfi0+NbQUMAnMNc6gme9sklPEM5BOXJd7QABmv2hoFqs+M4q7Zv7sVcU9Rija6OWSF8Od76WWWWTq3Ai4LhmOnyXC6nKEXkjJsz/wx1J6HJhyJLjh/skv+jk1ZsxWsoI6omzbFw4fKctbnEscrmZxcPcDrusPrXb8Rj2w2jwpmH7PVs2L4Zh5ndCYGuLoLmV+VzMocHOseBbc2vvXJa+jximxJ9PU+eQTRyuY5kkbmvYRbQg6i2VvsCnn2RraPEsi3NrhGIgbUyOaGm/Zby17YU+JYXimDVj6DEqd9NU0xDJYpNHMIG4rtuD9H1RiXRhgmIUT5H1LqmoaAWHssa/UCwvYiME/1R6t96Q9i8C2snr8TlmgpvPZAKWtkc9rZS1tYZA3I1z3WBjJsLWGp1AOac4QXNmXT6zJqM6jCNqv+6PJcFLVupHVTWkwxlsTn3Fs7rkDnqGu9i9AdBmG02H4BjO0E1Mx9VD1UVNI+/Z6x2R1ue8LD7J9H0Ffg1fDS7TUGOSGRsrYKATGUuEFRlyiWNhcczmmzbm1zwXWtgsIx2iwTCMJxMNw2lwyOeqxKesBawFkkckYFrl+g1sCQA7kpaTPj3tv2F/EmgzZcOLHi7TdN+Eco2q2Hmw2SGfHmTU+A4SwySyubkNZPqHNjuO0SQGgi4ABPErkO1G0VZjeJSVtQ5keZwjiiZo2GMCzWNHAAfWuxdLMHSvtbitXiBwzEK+BzgKc0RM7Xx27BjY3tuaBYEhosRrY3XFMbw3aXAqltLjdDidBUOAkbHVUz4nubzs4A80s+OTl1J+50NGtuNR9kX9lMTqYnS0XXMEU8cj3AgG5aDbXetbkleXA9Zv7+4qVlZWBjAJ5vS1tm3EobJXyPaBJUEk2Fgd5B+tU1btHReRvHGD9iajpZayQsjfckm2t1k8QwCqo+rkksA6JhHgcvcs/h+xPSThxbWO2P2iMYvIHNw+ZxaN9zYEt052WXxbG9rtta+koRBXVda6CCkgZ1RBOUMDW30AsGt1JFrXJ0K1Qxxcbkc7NmlCffgq9GuxtLBSN222ijhnp2XGGUUgzNq5m6GR44xMPDc5wLdQHLcNr9qsO2UqDPi1NT4rjtU8zyRVDiI6cOAy9YAe08kglh0AsCCSQLu1mOYD0dU2GU1T1mIVFDRxwUMDHARZY2/HyAtJc2SXO8NFri5Js4LgeL7S4ji9ZPXVVbPLJUF8kjzmu5zjcn1l7vaea6L1MNDi24n8z7s5Lw5fV89PjFH/lmy1XTDtrO58n3x1IB7WjgAL7/AP2WIxvbvaTG4fM8SxmoqIg4P6t77i93625gLXRiNWHlwqJg7snjvv8AWh9bUNAAmlsMuljbRx+w38kLjZNVlyRps7mL0vT4WnGKLVBSS1znZZG3I5jkruP4LU0EzuvJYbMPa72j60mBbQT0Mhe+eXRvEH5v7Vndvdv8T2mr31uIV081Q9kbHSPBuQ1gaOHLROKg8dsnJ5Y5dqXBozy4EAyjR3Mc0xjiHNBkG/u5KZ9fUki88npA7jzTY66pD2ATSbxwKyN8NG6KdiO0JC9BeRA7L0w1LOeETH/ExefXDU25ld98iN1uml7b+lhFT/xMXGxP/VX7noMv8p/sj6CwNuNQnyvLBcc7J0DNLhMqxZpHrWy+TLjI4q1zH2zblseFYoRYZuS0pzyJDZZegmIA1SywTRfGRv8ADjAaAc+ikO0DQbdYtHqsSMTPSssDUbSlkls5HrWTpbiUs2069BjbXnR91fixDNxXKsCxx1Q8dskFb9hjnSNB1VWSCj3J48jkZ3zsnu7ysVVba7PUc7qWqxaJkrNHNyuNvYFZmHVwukJPZaSuJ4k99RilTMT6ch19aMOJZO4suWWNHYxtvs6RduMRO8Gu+pNdttgO8Yhm8Gn6lyWFhyjvU404b1c8EfLK1qJeEdR+/bAt4qnH+ykG22CndUSfkLmTWnda6eB+9kuhH2JdeXg6V9+2DD/SJPyU779cII0mk/IXNmgixtp4KRp7vck8MfcazyOiffnhbhpO71tTm7YYcbfxi3iFztunEFSNI7val0Y+w+tI6KzabD37qxg8QfqVmPGaaUDq6yJx5An6lzmI8bFZOikAeDccFCWJJE45G2b0+rfGW5iLOFwQm/dBp3FYqaUupoHg7gQoeseTclVUXcmbGIX4+9Ia+3FYprnHcnEP5IoOTIOxL6SZ90/pLGSseOKpyyvbpqpqKZW5NGfGK8yELWjUu+cUJ7EG5ms0Dy4BZeFptx1WKwuO4AK2SmprtFwqup8xv420VHAgXUTpHDistJRnLYD3KjPRuHBXxyJmeUCu2oI+Unmd1lF1Dgb6pLEC1yreCDi2Q1c7rala5iNQ4ErN1h0K1rE3alacKTOXq04ox01W7NodxUYqn39JV5Xakd6a021J0W+EVXY4GSTsyEVQ8nesxQTuNrnwWBgsSFl6E7jwvZQnVChKSZtWHyuLQSVnqZ17Fa1h7rNAuthoyCG6rm5kdnSysuObcXULt6sjcq8pAuudldHaxqxj9x4rAY24tY619yzUkjbEXWv43J8G7duWfG/mLJqkc9xqpeJXC6qYbUPMgB3p+NEmZyr4bpICuvj5gcqbamdBwF5c1t1ulH6A05LR8BeAxq3OimGQC91y9R9R0sD+UuzgZVr2KMudFsD3Zm+pYitg6wkKmCZdI8ieXB2cA2QZuvis5/8AIcvKLjY+C9ZeXewQYbsUwi2evqneyH9q8lk777118XEEc3JzKjI0uA4tiEbJqPDqmdrgLGOJzuJ5Aq5BsLtXI5pZs3iT9R6NHIf/AELcti8WrqXZqnpY8QdHG3MRF1zgAS48BoFlWYhPI8Xq2m4N/hHFfUPT/Ro5dNCSl3SPkPqfq+qw6vLFR4UmchqqOtomzRVFNLE9j7OY9hBabnQ9nRY0uOUnq/k/N7vBdyxPDaLbKhkpa04dT4kA11PWu7BktoY5HAWOlrG19NTbRc82g6M8cwiiNeH0dVTtdkc6kqWTZCRpmA1aDY2JHBY9X6dm08mlykX6D1rFmjtzOpGmveLuvERu+T3/ANVMc8Z3dg6E/J7vBWn4NiN3EU77c8htv8ER4NiPXuJp3ixN+wRbTwXN2T8HaWowtXuRFSkg5up3XI0/q9y3XpLm802oxPChGcmFOpsKbcHdTR9SPk77R8/bwzNFslsXs6aKk2lZismJ0wgramOGJjoZw7I40dnWdGQC0GXt6l9mGzA6hiWyuP7RQYptVNRzSCSqE9TMyAljHyOe7tOy2bexO8buPCePDN817FGXVYbrcu5jukIisxiixpsV24vhdHWGQi5kk82bHUO3f7RFUexWdtMcxHBsBwDAKapmhE2z7W18THENlbLXTVkTHADUZXUzxfiAeARjdBUVWxOD1hgldNhFXW4ZL8GbxQOb5zBcW+VI+u/Nu5LF9K9PUR7Vy0IgkJoKShw99oj6dPRwQOG750bh32VD4ST9uDZDbN7l78moNmAnLjGNHO4fWF2iHY7DdpeiGm2tqalzKrCaWbD6OFgb8KYpGTPzXF8rY5pjp8ot5risUNS5xc2F+rnG4jNuHEDvHtHNdH6M8NxyTaCHZyppp2OxjDKihpWSNIaX1NOWRuGltSWnRQTdUTmqVozWIYNh7+jfD6GnoWDEKGN2NPmDbPfTzymB0dwLnK6Nru4Zua2vY3Dp5dltlKSieaWKrrqo4i9o1fTxvicQ4fKAtoO9b5sZ0fYFPW1uL40x8tJBQnBjTxxPPVBkTGzmzRcgPdKd3eqlftBs7sTsM6tpI6HEqigkM1KKeOcsGbIwZmzRsJJkAO4jLc6nRWTm8Mba4OCtvq01LHL+XKmjTdo59vMew2udhuxeJ+awVtRI2njw2RtLWwyzEeg1g6yzQCXb9xut26FxFguzWO0mO7NS4bQxinq3sNcyVheC4EPBddjLCxuc1twJ0XC9nsRrtsWY5Q4hVnz7EnwvYX3Dn5XOcctxuAAHcLWVfFsNqcK6NMKxillqGzYrPURVUQz5Xtjd2Li2u9ZMc8s24uqO/wCvq8GCu7aV/tyb50p9NGF0+1mKYjs/WYlWVAeW08clS2TD4gLDMyPL2wPktdpzB4WuiTa+o2rq5TiWGYQXPxGAPLMJpW5y6OZ13Wj1N27zqLndcrzRPJVyOc4wyXyg+g7f+T4LcNiMexzCp5KPDmui66oimz5HEtLA8aDLY3Dze/JQcFN88k9Nhen0rwqXNNX+6PSVLtRiOFU23kUWIT0dJhhjjpIoX9XHT/AVxAja3Rt3MZuG8DiAuS7Wbe9IkEMoG1WOmfBat1JWnzqRpMJ1gmeL77l8ebcLRDiFu3SzS1OEbIVjQ0E4/MJXBsPCCap3ut/vARbh4LHmkpYdvG7a4VV07X4dRYhXT9S8tlbKJfNYOsFhYdbLC4AnVjL7tVowaVTnGDXdf82ZNLroRx6iM/abX/HP+DpWCYxW7J7MbNP242rxKPEY4q51XQslLpmGQhrRI4tdeSNpIDCAA86u7DmnR44cCZiFLjUu3Ndi1dRUMlLGcTozGG5us1cGvkzkGS28Cw3HctZraqpr5J6ysqI6iolmkLpXyFxdo3idVXa1l3u6untl1XsIfw7p+n8z5/FHmtL6xk9PzOWnSp+f3s6Jj2KbO4BDRxYRsrheJVb21TarEcRoYZJ5ZM1gWm3ogOLQDfQa3usFi23m1WL4W7B62u/ibm36qKKKMNsBoMoFgbC4GhsL7gsTXTxz09LStZEHU7ZWlxOji43VF1MbD4j0Dx3lbtP6ZpsEY3FNr3fcx5/VtVqlOM5um269uRHPlzj4ScDOR8b3KSSGhx7Dzs7tJQ1NfRueX07mSDr6aX50TiDv0BaQQe7eo/NWFzSTT/GOGruNk/FcV2d2JnfLitWJ8Sp2Z2UUFM8hspbdgfI7KBa4PZzcE/UJaXpvrJENLqM0ZJ6du67dxP4POi/YegfUbTwSYiA82dWSmGW53Rx09POHXHF7325AKrF0j9Fezo6/ZrZuop6pgLInQUccM0empFRI+aQH1X1tcDRcVxfFsSxGpfUz5nvllc9znXNyTcn0ViX+dOIvGON9DpoforwOTUwjO8aPb49DqM8Lz5OX7Lg7e/pd2XExl+420WcOuXfdZgN+d+oSY15RW0bIBQbNzV1NFI0unfW1DauSTNYZblgDWgG1gATrcnS3IMPw+srJ+rbEAS4gaf8AKszj+yWLYOYTWUUsTpII3tbIxzS5pylpALdxBFiNDpa6nk1mbUQ+ZKiuHpWmwzpyb/dsxGP7TYrtLXy4pikktRUT5XPkfqT2TpbdbcLcAAsU2Q5dYD6J4f1VG5k7bDqgey3hwyn6PeE8MnDSeqaOy7j4fR7j7FzHNyZ3cWKOKG2CpCZzZ3wJ4fJRI8m94DpYej9J6ZlqLu+DGgHr4fN7j7EsgqLn4MbxuPe76PeFFOkWpcitlf1bssR9E8O5PrJHmU/BG3ZHo93grGFYXVV7jG2ME2tbTl/VWX2s2RxXAap8GIUMtPMGxuMcseR4DmggkFu4g3HcQrY45SjaKHlhCe33NYdI8WvGd40ynmkbI8ub8E4C/I/UmyRzAgFg0cOXP+qkZFLmHZaD32ufDsqk1RpsvG+vBd68iY5enCMX9LCqn9LFwQGw3XXePIlBd070jNxfh1SP+FcfH/MX7nby/wAt/wCx9GIB8GAQq1ad/gr7YXMaNN4WOrgddVsXdGWKMO91pD3rIUklgLHgsTObPvfuVuml7IVk+UWJ0GLVJbE4X3BaFiNe8VFg5bdjDyYj4LQcQuai3eq8a45M2Z8m97G1Jkkbc8Qu2YCM0bbhcL2HB61l+a7vs98Sw24LFqe5s0vK4MR0gbVY1su2FtBhFPU01Qw9bLKM2Q/Ny34juXMnYqyrlM0mGthc7UmMuGvrK6V0uYU52yGJY/Rvea3DqczQxudeJxB1Dm7zpyIXm6m6QdpR8dhWHP0+T1jb+8q/TJSjwV6ncp8nTWTWsOtmHLd9SkBdxqZB/ZH1LQ4OkXGDYP2cpz4VDh+lpV2PpBriPhNmW/2ay/8A6Fe0/YotG4tLjq2rf+SPqUgZMd1a78kLUY9vZN33tyDnlqR9lTN28FxfZ+oHcJ2/UlT8ErRtWScDs1ZOvzQnCKpP+l/4QtYbt3FexwCrH/eNUo25g44FW37nN+tRabGnE2VsFV/tY/JUjaarv/LB+SFrLdt6a+uDVo/tM+tTs21pnajBq38pn1pbWSuJsrKaq/23/CFfoRNE4ddO9zb8LBaizbGI6twatN/pMH61cg2uaSP+hKm/fK0KDi2SjOKOoUOMYc6mFNNg803JzJHZge5INe1lIvuB3jxWvbJbST1NYI24a6ENaX53S33cLWWzVMwnmfNlDc5vYLDljtZ0cUlONj4G3O5XmQAjdqqNO/VZOGUW3KptljRVqKcb1haxliSPWs9VSi2i16vmFyAVPG2VTSoousCRdCjz63Gl+aFoKLKeFsAstpomXaOytXonZSBdbHRTiw1WB9zpMyvm4I3KrUUTdTb3K7FO0jelke1wIUotoqZr9TSFu4LHTREA2G5bJNGHArFVUG/ctEMldySNbrWmxAWr4mCCStyrodDotVxSE3IW7BkVnM1sLXBrNQ+zio2SW1vvT6thDrKr611oO0eZyxakZOnfrZZqhdu0WApA4nfvWw0EbrA2VWVpBjg2zOUcmUBZqkq2gAXWvR5mi+qkFaWfK3LnZFZ19PGmjbRVtDbl3BU6iubr2lgTirrekVBNXOcLA71zMypnaxdjLS4gOawWL1wexwzcFFLUvte5WExKscQblVYocjyukYXE5Q6RwvvNkyhcGvFzuVKrnDpCL8U6nmsQQV14L5Dkyl85u+EVgYB2ty2uhxEZQC5c0o60t3OWdo8Sc0auO5YM2Lk6OGVROgtr2kDXRNM7H3IK1BmLuA9I6KxBjNyAXHelhw2GXLR5v8v57RDsLEwg/wAZrTb+w1eRLuBuL3Xqby667zp+w4vukrT/AIGfWvLN9N11sSceDI3fJm8P6S9rMBpIsJw3F2Q0sDexGaSF5F3EnV0ZJ15lZmj6aMekki8+wrZ2uILc5kwqON0viYgyxPMWPHfqudyRST1hiijc9zsoa1p1JN9wW0bIbPww4jV120dHK2kwRnX1cD+w57w7KyE39EufZpNjbVet0mqnjxxa8Lt3PH6zBinlmpK+TrNZSNdHS47hUEpwjEmtkppRGXNBIu6Iv17TSHDKTmtYneoKTFKmie90EkbmyDI9klM2Vj2k7ixwLT6wsxsO7o6kmrWtxaGn++CFmJUuF0skZjpnxHtU8j3vBje5wIaNewdSNFkX4rhOE1Mza/ZSopaqpIhqoXDPAyBxuXQ5yXNcdLan0RZ1iQvZ6D1L4jH0pq5R4PB+p+lfD5d0fpfIbL4nhxGJV+NYdgstM1jKQOODU7epkmJDZhljB7GW5tfS44q69uC4XQux2oloMZwy4pR5vhlPRufVZvhMpMbjlawZtW3IkYSBeywm01HJs/hjMGFTLJJXTOrTJHYg09ssXt1cPFaxM+aze3U3FrbiFshocWo/1I9n+Fyv8owOfSShJcpccmwYtttiuJV1TiTHU8HnEr5cjaKIloLrgXy6209iaccmxzCarAMZxKWOCeYPhnZBcQyNaQM7Gi7mHMbgajQgHVrtfyTSR2MlT8o8Oa2HCNnas4thFFiYqYocUqYHNJcDeGR4bm0Oml960ZdLgji2yVf5MU50977mtYZsXWS1VXsTitZA2m2qfD9y63zgebSVsTyADKdGEw1FSyz8pD5o8+UEkc66TpK/EtssZxx1NNHFi+I1eIQHc1zJpnSttb6L2HuBHNesnbH7MbUPjwSsnld5nBQvi6stDRPDTRtla4WLjnDwHWvcxsWo0OF4HX7R7N1kmGzYfh2B0UeKvxSqa6KmL44YdC8C2a8RPebC19F4LWYksrcUz1vpnq01p0siVpXXvXscm8nXCaSv22ZPXNL3UUtPNBmN7P8AO4Gmw7wSPX7Oy7Gv2VqsYwOuwzFqeTF6KSiYWwSNzxNa6IA3bus42tfTldcy2w2/otm6ip6QNgKt8lRiNUzDc9RTNayHzeOORxa3UOc57WWcdwB0uQW6Jst00baYLtLhmLV+1uPVFNSysmlikxCaRj2ixILMwDhv04rnR2ytSZ6jW6aajHJjfePb+9f5OxY/0hYHs3sz5qzEMUZLJWzSMhgn6uWpjcwB7+sc11o84cCS1xLtBxI5n0hbXzYhslhbLdQK6eSfqBIT1cMQDItSdQ7M834kE2FgBqEQ2m2/2jqamCKtxKvnD5pHukLixo3ue93osAt2nGwA3hP6QcTpXYnT4dRVcdVDhNFBQNmimD45HNBc8tIuCMz3C4JBtcaKGp1LyuONPsZ/TfT4aWDnCKTl3sTo3xkUe2GH1FVLIYw2a4acx+LdbS63LpL2hwmn2MwPZmlqGxV1I+aonp2sLOrjlAcx19GnNv0J77Ljfnb43Mcxz2HXVryCNedlPWYxV4hN11bVPkeWhpcXW0AsNwsqt0lK77nZ1GHHq8MYTXMXa/sRSVUpDyJnDs/jP2+HsWRwzGZ6CtErZnXY4Edvv8f31WIBfI0gFxJb879i3Ch6LOkrFqduI4dsBtJV0swDmTw4bO+N4vwcGWI058FOEZX2E1BJG1bfdLlVtfR01JD1kUEXXBsWYBrQ+SR1gATbQ662vxss7sd543YerxmuqjJVbR4q6QOe0kuhpg5ocLaZXyTSg98O7iqmwfR3W7JMmx/bfZ0xVrWCHDMNxGBshMhcS+okgeLFjW9lokBDnPJAOQgbdU4tPNFU7RbR1FViEGDUjp3RzyXY8NeGxQ2v2Y3SSMaWttZpdZej9K0c47dTmXyo8r6rq8WGEtPh5lJ3x5bMY9kJD2mdukrx6N92UcL6+tOhpBO90EF5JZLMja2MkucbAAevguZV3Tb0iS1chbtxjrA550jxKWNoJe0EBoIAHIAWAsFjpumHpCqIjHLtzjzhJGA4HFprEEXI9JbJfxJjimlHyYYfw/qZpO0jqG022uyuyNRV0cOTGMVivG5jo2ijiebB1nNkzTFtrWAa3NrdzR2tQqOm7GWOLYMH2fiIFgfuZE+x8H3B9YsuXSVrpg4mTe3Wz+9RSvbcDNYWAsHi2/lZef1HrGpzStSO/pv4e0+KK6itnTZumzbOCUmOpw5jwA8EYNRggkX/ABQ9XuWiYpj2KYrWS1tVXSvlmkMj3F5Bc4m5Jseax0/ViU2sLMbue0D0T3BQmSMaG28fLCwZtVlzcTZ1dN6dg0zvHFJ/5LXnFTkZeqkHaP8AOO5/1kw1NSSP41L3/CO10P0lFnjDGaj0j8tvNMzx3bu/LbyWZt3Zu9uDL4fi1TRzGTzqTRx3yOP/AKu9Z3aHbnGcdMLsQxatnfHBFGx0k0ji1jQ0NaL7mgAAeAWmvkjBcCBbMf5xqcXR52ANHoN+WzmFZHLJRoolghKW59xjqqpcBaqm9ED038vHuHsTxUVBFvO5hdr79t/d3959pVTPHYdlnoj5beRUjXx29Fvou+U36KqV3yaVSVIk85qXFx88n1APxknMnn3n2lLJU1AOlXOCC21pH6dp3f3D2BVw6MZhlHoj5TU5z4z8gHcd7ebkXwNcMy2EYzU4e4yNqphlabfCP4AW49w9izG1m2uKY9VOmrsUrKiZzY2mSWeR7iA0AXLiTu0/ZotPuwsd2B6J4tUlW4NqDmjA9DQloO4c1Z1pKO1Gd4Mcsm59wkq6gm/nU+rgfjH8/FIKyoBA86qNxPxztPaVC90dgervu4t5oDmi1mcD8pv1qptmpRUWZEOvYm5Nl3vyICD5QuEst6dHUjX+qFwMONhYWXcvIqnEPlCYJIdLU9SP8C4sfqO3N/Iz6b1MQZewAWAxKwBKydTXtd8resHiFS1zSAtmNO+TPa9jB1J7dr7ipoH2Cp1D7vJ9akif2b3WmSVCIsUfeM+C0muINQe4rbcUk+COq06qd8P61XFcGbL3N32IHwzD3ruuz/xTfBcK2HPwjTyXdtnx8C3wC52p+o3aThFna2k892WxWktfraOUW/s3/UvIdJE3KARwXs+qhE9DURcXxPb7WkLx06Pzetnht8XI5lvAkK3R9mLVrlFiKJg0A3q5FC2wAHBQQ6EaXVyO3EcVrMaHthZlvYbuSeyFpOoFgdyey17ncVNHY7hpzQSEbAzfl7lK2nZuAF+KcwaWI4qZgJ11Ue4DRTt0sNFOynbluWDROYL200upmckhoIqdg0sN6vQQtB04KKPXh3K5BbS3goSfBZFcmybKMDZZJQAOyB71spd4rXdnyGRyO5kLMtkvvXPzO5HTwKoUXYnWKtMnyi91j432171I55Dd6qLhK2rIB1WBqqgE71crJHWIJWGkkBfz1WjHEy5CdjiRc/WhNh1FkKxorRUgktZZWmrA22qwLX5eKe2qLflLDGNnTnyjbYcRHzlZZX3+UtOjrnA71fpq1ziNd6u2ma+TZhMHD0lWqHtINwFVhqDl1coaqqs06qPuSToo4hK3UXWr4k8OJsspiNXqbFYColzuIWnDwZ8yUkYiqhLnaBRR4e953FZiKkErtVl6HCQ4jshdCOfZE4uTS73wYahwtxI0Wx0OFlrR2SsrR4UxttFloKJjAOws2TU2X4dGo9zAvoHNb6KxVXSvaT2Vu0tK23orGVWHtdfsqhZTbHEomnmKQG1ipmROI1usvLh1naNUDoMh1CzZZWzVBUjFzwkMK1vFmFoK2+oaMh0Wr4zHYHRRxLkjl7Gm1LrSJ0EhJGnvTa0ZXkptLckLrwXyHIkrkZijzEhZmnY8jQlY/DoibaLZqGiLgBbesGd0zoYI8FRsMmW+qUNlYd5Wfjw3s+imy4blHo+Cjiz7SeTFZ5F8tGRzqnYpjyf9PNvVF9a82kA+telfLfj6jGdiIyPShxF1vXAF5ocbX37raLVe8zJbKXg6F0YYfsViGP4RT4pRYy6czMdPJFLG2NoaXOzAWvYABZbpjxilxHqavB4Kh7to3sxKurHxhjJ3tBDWMseHywdc7bjQ628Rw/bfB9i9nItkKaCaKvwJ76rJTxGVkkksoc5r7CRrjGWDfbQWC5bgG3WM4FI6gq4RW0Mzw6WhrBIYy7g4Wc17HWv2mkcQbjRd3FFqEckeb9jy+swTx5JJr3L+G7HYxWYNVYjFRzPgp8rpXhpLI7kgZiNBc81kNjukSvwCR2zm09bidZs/IwRCn690go3A3bLDG52UWN7tbluD3BZfFsUxCj2fqcV2Xq6p2BVzGPlZHUl5pyT8VMBus69ibAgjeVyPEMQr5pi7rqjn6bvrXRhq4pRlj4aObjwyyOUcq4PQ+KbOYtTwjFKejfVYXUND6evhDjDMx2rS11vdvvdYyWN4LWujANhvkXDMP2jx/Bal9XhWK19DOW2MtLO+J9r6jM0g27ln6Xpg6RoD1H311tQASGmsDap7P6rpWuc31EL0GH+J5RSWSKbXv2OLm/hmErljlS8dzrIgfHC17mZbhx1eRxXRtncZw+vwp0srYpa7A8N84pu04Bj4C0sJ1s43cO43WB6LNuK+s6OZcQ2kxSOvmOLebMlxONlUWgtiJa0yh2UWLzYd6uYuMCxbarEcEfV0GGYr53KKelomOaa+mN3RxgAZGzFrW5RucCLAOFnav1bHqqjl+Vd7T/zZ5vHoZZc+XDi5cVXK9vwYzCK7G4ZazFYMSpKJlb1sL556oNDi8tLy1vpOtdvog20Wm9J2x20e0+12I4zsy6B2HVhElK0VkcfVwOY0thLS8eg0BhG7srdq/YzbGrc0ybLT08bYWNp4TERkjOo378xcXEneSToNFRkwHDaSUsxbaPDaee7rwxMkqHN7PyjGC0Hm2+YW3LTqcWm1itS/sT0/U0Mk8UUn2bZxOr6PekFtZFsycIrKiR2eqhggPWhwLO1I0tJDhZmpBIFlL/BdisbmNrcf2bp3BgDmPxqBzmusLghrybixvysu31+1tK7DTs5QYRRfcgvY/JOZjJPYCzpC2SwJIDi1lm3y7y0FYR82CFocNmMGGnzqkC2umkvefaVwJ/w7qJyuDpHej/EkoJQnG68GrYXsu2HZ+r2awSpGKVtWevrZqNshjbDGCRECSC8Z7PJAyjK2xOtuZbQ4VWUk8jMp0IsQ6+n5S9A0WM0uHufJh2C4bTOcMjjFLVNu128Eibcq5wHCdroXUc+BCm69uWOroXVBfFJfQ2c9wcN1xobbio5PQZafDy+e9i0/r88mfmDafseZjDUkt7Dvb3jvW57MdFW1u0lHDijG0VBQTOytqa+vjp2uANnOY1zw+QDiGAngASuoYPsV0b7OyvwnFdqsHx3HnSOY6CSqqI6aANPoNkGVrn87uAG7UrJ4pX4C50EVXtFs5RMpomQwU0FQZI4Y27mggu773JKw6DQwzS3TltSOzrfWujHbjg3L9mYfZ7ZHZPYqf7p4S6qxfFIxkgq6tjYoIXk6yRxXcXPG5pcdL3y3ta7UOnr3y1de91TNIBnlmnL3uN+ZJJUFdtRsTg1HLX1GOUGJPhB6ulpS4OlcSbAuy2a0byfUN91qFR02uY90cGy2AtZcAAxzONr8+t/UvRQ1fp/py2w5/sedyR1/qk1JxdL90b1SYfNVTiGjonTSHMQ2M3O/kBdYDpaxF2z2zUWyxiMWI18oqquMntQwsLxExw4OcXueQeAiPFaVtD0v7QYvSto6Y0+GUz+1JDQNMQkdc6vOYuO7QE242vqtIrMWqZcx84mbZ5IyvtYixB382t/JHJcz1L1yOfG8eJUjo+neg51mjl1D4XsVT1rpc5Mmtt5Pz224pjWyZW6vtkbxPzT3+PsT2Vktw0Tz2IA+M4ZwOfj7UCtmIBM8xu0X+EPFpvx+k72nmvLWmz2m2kkhjRLkJJf6PM8/FZDDsNnragRtDyXWA7R33HeqTK6pLTeomuW7855796yGGY7VUE4lZUTgtsQQ83FiN2vcPYFZBLdyQy7nH5TJ7TbLV2DSuZV080MnVsJY8FpF2XGhPEFaq9sgdl7ZNxbU/Wtx2q26xfHppKivxGrqZnxsDpZJXPc6zLC5LjuAAWpyVtU55vUzm5FxnNtfWnm238pXpnkcfn7jLPyM9P0iOPNM7WYekd/PkpzWVeVp85m1cd7u/wAUw11bdv8AGpz4vJ/X4+1Us0exewyglr5zG0O1ceJWZ2i2Ur8EMQraeaFz4Y5AHtLSWuAIOvAg3WIw7HK2gn6wVU1w873H6+4exZraHbzHMdMUldi1XUPbDHGHSTPc4NAaALl17ANb7AtUNmwx5OssqrsaW4PbYEO9Eb+Vj+pPHWWF2u3OHvH1Jxra11v43N2mi/aJ+SR876R9p5p/ntfe/ntRc5yTndf0r/O5k+081mrmzbyV29YSQGnUNtv5aJXiV3aDCdBz5uUsdbWhxIrJwezue7u+l9Fv5I5JDW1paB55NYBumZ27UWGumgHsCRL3L+D4bLXPMWQ3cDxssztbspW4HUOhq6SSCQNjd1b25HAFoI003gg+tYfDsdxGhvIytnJyn5Trce/vPtPNZbafbjHserH1OJYzW1MzhEx0ksz3OIa0Aa5uA0WmLx7Oe5hnHM8txfBqcol0vGdCP0po63QFotbmpn11bofPqjgfTf8AX3D2JBW1mhNZUA8w9+v+JZWuToc8WW26gGy7H5I8pg6dsFcPxFR/wrjjSSLk3J11K675KTi3p1wFvzo6gf4FxIfX/udyf0M+jArXPFy4qvUzEt370wdlRTnTQrpqKswJlKQku1U8QJaNFG1hc61lkoKUuZe25Sm6VE1Fmv4pcNO9ajOSZ1vWMU2Vh0WkVbctQfFRi7KMipm7bDG8rfUu8bPm0LTysuDbDkCRmvJd1wB46louubqe5v0vY2ZhB37jvXkPaSnNFtRitKRbJVyj2uJXriN4sDe2i8tdKFP5p0hYywCwfP1g8CAjRN7miWtXCZh4n3y2V6J2l1joNwPFXoz2bLeYC2w6X3qwy3DQFVIjYDXjuVlh003IJFhh1uRvUzLaKuzmp2ajjpqoAWWW07uSnYLG5VdpAF1YjIte6Bosx6nRW4BqFVi4W1O5XacXKqbLYmx4WctPod6yDJNN6p0EYFMw9ys6DRYpq2dPH9JdhddSv1by8FUgNza6uWu0qqi0xNcTqsM95DvWs5XRmxWDlYQ7dxWrH2MmQswnS6E2DRupQpsqsxjmkbiVC4HdZZ4bN44d+EVX5spfvYxrjhVT+bWWKSfJ0HkdGEjY8ncbrI0sZFr8Fdbs3jQ/+FVOn+7UowTGmjTCar82VY2qKNzvsNbNlG9VKuoJBaCrUmE47bTB6s+EarPwXH3n/qar/NpbULdLwYKsa5xIusa6E5tVtEuzu0Dv/gtX+bKpSbMbRk3GB1nqiKnFpEGmynQRgOFwtloGMAaVi6fZzaON2uB1un+6KzFLhWPMHawerH/dlEnxwwUeeUZSFrW2171Y6wAWVOOgxoC4wqq/ITvMcb//ACuq/NlU9yfPgsOkDtEx0YcLqNtBjQP/AFXVfmyrDKHF9xwyp/NooOfBUnpGgHRYasgsdAtmloMWcP8AqypP9hYqrwjG3E2wiqP9gqqUbLOfBrVRGbFa1jMdmuW8T4DtA4ENwWrP/dla7i+yu1coPVbO17vCIqeJJMpyttcI5liAHWEJKJl3DxWfrNgtuJJCWbJ4kR3QFS0WwW2zHAu2UxIeMBXSjKO2kzmvHPddFnCYLgab1uOG0rcouFjcM2Q2riLc+zte23OIraaHANoGAZsFqxbnGVgzq3wzfh3JcolipW5b2TJqUfNCyseFY0G2+5NUD/8AtlMkwjGzuwqq9UZWaMaZobtHhvy8wItrNiIhwocQcfW+D6l5hJNzbiF6e8vuCqpdu9jaWsp3wSNwqseGvFjYyxi/uK8w211XTx9kYppps6phfShBRbCT0UvVsxKhipoKV8naLo3SjPblZo596g2vptmtrcMw6tdUSmpfM2AVsTBIGF5OVsnFzTYcSRrouN4jFXvrJCyB2WzSNRusfqPsXQuifFqane3Z7HKKYU8+IQ1hlDmgNMbXNAI8T7l6HHJ1HZwefxzliWeM5Xu5V+1Lj/CLmL7AbcdFlaaumMOIRZXCZ9O3PE+O/aZKw2OUg8vBM2cwPYLa10NdU4di+E3qoqaSGkayphfnIsczywx77W7Xiu441hcW1WKYjiuH0TpZsGbYSukb1b2OA3C+oJ0T9kOjjZbBsP699PPTtnLq+WGY52RyRajJaxAG/VXZMEZzU6p/g89m9RxLS7vfZf8AvTf+Ucw2x8m9gmr6jZLH6WSClLS6GukZTuiaQTq5xyu0F7g+NlzLEOiTbXDnmWbAqrK55a0sjzZrjQgjeO9dMqducGi21xWrrcVxWWixASQyRMhbku+wDhruF/ermN9PpwKno8C2Iw3EHUGHNLIX1Fa5rXubfK7Iw6izhpcKp4sibtpr/kWnyZ4wwx+76n4VL/uyjg2ym1uAbBUWD4jsfi2JtxKsdiUcFPMIeraA2NpcS1xJcWu7OlgAeKwfSN0kz0e0mLVODYXhceJR1AEmKxMc+fzjXrXwuL8jWh+cRkMBa0MIOYByxXSF0kbQ9I1RhdVXRTsno6NlNM4yZhI5r3OzDkLaW7lTpejfG6/Zerx5tM51PTSxRSyEjsvd1mXTf8l27kp9OeZ0+y9h6aMMF5JRqTb5/wB+C3sx0zV9OGYZthSvxvDWuPbkf/HIG7yI5STcC18rwRyLbkrp2I4NV0pFXSCatw6cF9LWwR5o5oiwFrxb0bgjQ2I1G9eca3Ca2nnc1sL7nMNALk5bfpcB61bwnGtqdnphU4FidbQyPzNLqeUsD2l25wGjh2m6EcV1NB6tk0D2vlEtd6Rh16tcPydvmZIwxmZtQzNltmitfTvUZy9WO1IbfR7lzOj6VelChc50W0tY/Ne4qI4pwAASLCRrg3cd1tyyDOmLpBFm1fmFa8N9OehiBbpqBkDRwcu0v4oi/qj/APf2OPL+GZR+ma/sdIbHSUuGz4vjWJHC8PgMbRPNTPfne7cxjWgucdCdOAJK5v0idJVVVV0GE7JY/iMeD0NM2BroXyU7amQ3MkhZcHtEgWcNzVYosP2/6UKmaKvrqrEHU8MtSI5JQI4w0dotbo0acAFomM4HVUk729QTqNdO5cX1L1PNrI2+I+yR1/TdDg0b2rmXuzFmsnJaRn13+1J51UEAHNu5HvSGiqjl/i558NNQgUVVofNjuHLkuHukuLO2sUPCInzzSNdmDjca3B5pZS8yO7DuHA/OSmiqgxx82Ng033aa/sKvU2FVc1WYzTG9wLWHzv2H2JJOfDJfJjX4KDhJ1cJMbrZRbQ83Jkwd2gIz6R4FdDxbo6xWgwPD8VmoC2GtjLoHWHwgD3NJH9ogLRazDqtskgbTG2c8ByB/9Tfap5MThVleHNHI2kU48+YXjOluB+eEgzZQMh9BvA/NUzaGtab+bEC1+Hzif/S72IFBXizfNXDsgbhycOf0XexU8o0cELc+Q9g+jyPNDxJmF2HUcQVKygriMvmrrkW3D5w7+8e1ZfBdnazEZ2t82d2gLaDjb6wrIxc3RCc1BWzDVAkEjgWO9Bu/+qq7g+98h1I4Ledt9gsX2arpaGuoXQzxxsL2G2gMeYceS0x1BWZiPNyLEcAjJBwdMMWaOVbkRkPyN7J9Ll3+Cj7Vxof39SsGhrA1p6g6O5d6b5hWlwHm7tDbcq6aJ3wMc113aH0j++5PexwDCWOHYZvH7Fk8JwOprKjq3QnWS3o87fWPatn2u6O8U2bEMVdSOjkfTxTBtt7XNDgdO4gq2GGUo2UT1MYzUWc5yi404Dh3eCdYEC7d4dw7x3KaTD6prw0wu7LeXIO+y78kp3mFZ6Ip3k9oDTf2rfpVVVwatyZWjaM5AaNcvBIQAwHKNQOH9ZWIaCrLrtgcQcpHZ3g5bf8AGz8pIaKq6sHqXWygk24WJS9hpoiDc0ZGT5J4J9Sw9cSY7+gb27gs5gWAVVZIInwECxB08b/8J9izu3GwWJ7N17qKtoHxThkLyw8A5jSD7CrY4W4bjM9TGOTYc+eN1o9LDgnAWtaLhvyqw+hrbfyYgWHD9+Y9qPM6wAEUx3cvBUdmbLTpk7MoaOyb2XWfJWeB077N24mcf+UVyVrHBtjo5uhHIrrHkqtlk6ftlIImF75ZpWNa3e4mN2i4qdSv8nbauDPoyYzfRQyRE8FtH3m7VX/zdrvzRSO2L2pOv3u12v8Auit/Wh5MscUn7GtUtIXPvZZ2npRktayu0+xu1LTc7PVw/wC6KyLdmNpg2wwCt0/3RVGXPF9maI45L2NHx6nAjcBbcub4kLVB8V2PG9kNr5oyItmsQcTyhJXPsT6OOkCWUui2OxVwvwpypYssUuWZs2Kb7Is7GStbKy/MLtuz9QDG3Vce2c2F2+pZG9bsjijADxgK6tgWDbUQRNE2BVrCOcRWXPKMnaZfpoSiuUbhHMLAXuvO3TbD1O300gHZnp4X+Jtqu+w0OOZRfCqr82VxLp5oqml2hoJ6umkifNTWAe2xNnKOkaWSky3VRfTtmg07r5Tw3q7E4AgcFjqdxPBX4rXBXSfc5pdbu0U7CePBVGHPv5qywW0ugki0w7gpoyLeNwqw0OncpwSG6C9yosC0wgjdvKsxgEDvVWLUaiytxNHzlFjRYh4Hvur9Pqe8KlENRfgsjSMLnjTUkac1Uy6Hc2mjAbTxt7k54vuKngwPaExt/wChazKWixEZ3KcYDj7t+DVf5tY2033OjFyXFFWnvf1rJxNu3WyIMAx1hucIqfzZV2PBsaA/6rqPyFXKvJZb8GKrYdDZYGrgykkarbajBsbI0wmpP/dlYip2d2hf6OC1Z/7sqcJpe5ROLfsYeKMgW0QsozZzaQanA6v80UK7qR8lWyXg6ndGvNCFzjqBc++6NeaS4CQusU7Cx1zzKUE7rpoIKN+qLEOzFL4lNQkA69+KLX4pt7apb80wHA2H7UocE0G6Eh2P0uhNzFFygLHXR60mbuRmTELrwKcHaalMBF0pRY1wPueBKBe97pg0Tg4FA014HBzuZS3CZe/FLwtdIdIcSeaOFj+hMF0tzYhFAfNz/KYyE9M+yUd/Q2cl/wD8heRnG5sdxXrD/KXSA9Oezkd/R2bJ9tQV5NLjYWXSxcQRyM31s16vN66Z3Z1Iv2UlFUGnnZIxwFiDoNySqL3Vcxyn0vrUbA7O3sneOC9DC1BI8vmW6UjfsE2/q6VgdLVOI6xpcbm5Ad71tW2HTxVVOJg4DZlNBBPTNcSbSslAu4t4EahccZn83k7LtTu9ahzOtqHaDW6vlmk2pGCehwTg8e3i7/z/AOyaqnE0rnlwvYHdrvVdxaZHHN8oncnG4c7sE6D9KYSetdZnF1lTbfc2wioqkSUz445WOufT/wDUFsVPtO6LCX0zZOyXMuPyv2+1a5H6Texpmt/iCcCfNJLR65mH/iU4ZHBcFeTDDJSkh1XOyeSRxG9rz/gKim6nTsn0nf8AG79SHOIDrRi+R/D6BRMTe3VAdp3/ANRyrb3F0YqPCGAxm92E6u4dwT3OYHsIYbhg4dwTA4gfFc/0BK9zszR1P82D7goq0S/c2HBdo5KDO2NpHYcNyx+K4ka2V73NNyR8nuVCIv6x9ovkuQ9z8z/g+I/QpOcnHayqOCEJb13IyfRIab88vegG1rNO75qHZ7t+D/e6QZtLM4KtxZpTQ0nsnQ6NPDvViOoMM5cBusfR71VJcGONj6J/SpJB8K7sngP8SauLsTSfDM5VbSVU9FFTySuLQzQEbtXbvasHVSGR73G1i827O7QpHkhkZyEXb+spsxu53YPplSlOUu5XjxwxvhDGZS4buF9PphIA0htz8lvDuSMJGuTdb/iCGnRt2cG+zKq6bLrQrMnVm53tI3fSV6hxI0Eocx1jYcO9UWOtHYR/JN/ykjzr8XpYKUW4u0QlBTVSMzjuNuxKRxmeXHq2i7tfkrBnqi4HiS3gpp3nrXdi/YHP5iiDzm+L+bzROUpPkMcI41UQd1WVvZ3u1070xvVZx2LqQvdlZ8Hx5nmU1jnlwtF7yoli7FmkrG0kri1pFnngsrie0M1dFGyW57MY39ywTnPDnHqz6Z5p73v+D+DPos58lOORqNFMsMJTUqKxc1xb2TbKLa8gFIMpABZpldf2hRZ3At7J3DnyCkLpPmH0Xc+aqL+PYIT27lut28PFNzEsaALdhvDkCliL82rTvaOPemZiGNu35LbankSinQ3yZChxGWi7cZI7Kt4vjdViE5dNK9xIjFzqbAD6lh9Qwgs4cynTaTEFuoDOPcFLfJRpsreKDluoife181jlHBOLbtF3b28lG/Vt8t9BxT79kXYLW1VVl/DVItx3DR3Cy7B5IUhZ5S+wDtNcTA/wFceacum5dZ8k6QR+Un0euB34wwf4SuJk4TR3sdUn+x91gABuS2vwSB1hZKPFcY66QbuCLX1S25pUcjEyhIRbdZOSWCA7Cb+ASgCyLBKgBLBec/KxoLTYDiVt4lgv/isvRhXEPKpozNsnhlXa/m9YRflmbYLVopbc8WZdbHdhZ5mp+ybE6K/C69u5Y+EW0vrZXozYaeK9GzzpbjJtY6KzEbjeqzHC3epojpc8UiSLbHAqww7iFUjIvZWWHgosC2w6q1GDrvVOLeFbjIuosaLkR4FZnBIzNiFLFa+aVg96wsG/VbVsNT+c7TYdDwNQ2/6VRlaUG2acKuSR6MY0MY1jRYNAAT8qUDRHrXn7s9AkqCwRlCVCAoSyMqVCAoTKhKhIKNU6w8kpdrYJEWWvgopianuCLcylQmAWReyL2QgBc6M446JEHVA6FD7myXimW7ylBIQIeDZF+8podfhZLcc0AOv+90t0zXmlQA645oTUuYoAVLmTc3NAddAEgN0JiW5QA5LmITS4ckB1+5AChx4pzSCQSbC/uTTbigXB0PBBKz5m/wCUmcXdPuCMcCA3Zpv/ANZ37F5UuN2+y9z/AOVA6NcXfSbN9M+DQiSHCopMLxIX1bE5wdG+28gOzA25r54O2tn1zR047sx0W/HNKCs5mSDc3RsDqWmcS4wtJJuSQmea0w16lmncsC3ambcWwD1H60/75tLmSAf2D9auWf3UmUfDJv6UZvqYA0sELA07xZM80pifiWWKwv3zj8ZB+SftJBtM6R2SLqXv35Q07ue9L4iX3MktMl/SjNupKfX4FvfoozSwXv1TBfuWI+79bcDzdlv6p+tIcfrD/ozB4j/mS67+5j+HX2oy/m8A1EQHqSdVCG5BGMpsbeF/rWJ+7ldv81YfUfrSHG6y38lj9n7Uuu/uYvho/ajKmGAm3VjUEbueiHRRb3Rjff33/TdYj7t1v+xt9h+tNONVxF/NGfv60dd/cw+Hj9qMsYICCMo15JroYib5QbabuCxP3arT/obP39aPuzWEX81YP38UfEP7mNaeP2oy3UxtOjQE10LDc2Gp1WLGM1tyTSMt+/eg4xWbjSN/f1pdeX3MfQj9qMn1EZtZgNk3qWNtaMLHfdet1/igH7+KacWrTqaZv7+tHXf3MOhH7UZIwR29BqCxua5YFjBitYbjzVv1e9L91a076Vo/fxQs8vuYdCPhF8xM3BotbQJCxrjctF73VD7p1nCmbf8AfvSHEqs6ebNvx/e6PiJeWP4dfai8Io/mbkvUxgeiFQ+6NZ/s7fZ+1BxGst/J2/v60uvL7mL4eP2ovCOMcLf+90hZG4+gNVQNfV7/ADZv7+tJ5/Vk/wAnH7+tHXl9zBYIr2RfexjiSW6kW38Ex0TNbN96qee1Z083B8P/AHQa2qP+jjT9+aXXl9zJdGH2otGJhtok6ptybWVXzyr/ANnH7+tHnlWB/Jx+/rQ88vuYvh4/aiz1QHDjfVKWXsLnQc1U88qiLdQP39aPOqnf1A9n7UdaXs2C08ftRaFKzfY7uab1cZv2b7xvUArKk/zQ9Q/ag1M43xAer9qfWl5Y+hDwicRtB0bb1pDGwWBboO/goBUTgXMf+H9qUzzX1j/wftR1peWLow8ImDGbt+lt6RzATfmLb1C6qERHWuDM2gLmbzy3pfPKYi4qo99vR/ajrS+5j6EV/Sh5ibe+VKGN3AKMVdORrVs/Nn6001ULdRUMP9m360utKu4dCPgs5L8V1DyWLs8o7o+IJP8A01EPcVyUVoJ+Njt4r1V/k6+ibEekbp3oNrXQj7kbI3rJ5gQbzEERsHtJ9SrlJOLLFFppH2NtuSjRI3UXKVck6y4HApUy2t0ubuQA5CQFKgAQhCABcs8pCkNV0aVLw25gqYZPAAn611NaR0z0gq+jTHWWuW02ceIIVuB7ckWU6hXjkvweLGCx3q3H+xVWcVYYRwXpmeYLbDorEbgAFUYbb1PGQNxuUDTLjDc8VZjdrZUWPF1ajduuUmhl+I3IVuI23qjFc2twVqI7gVFjRkITc3W+dFlOJ9raP6AfIPENWhwWJsum9DNP1u0MkxHxEDiDyubLJqXWNmzTK5pHbeCVIlXBR3UCEITGCEIQAIQhAGoOqadnxlREw/SeAoXYrhTPjMUo2233nYP0laVP0ZQVTD5z17nW7JihZE0HwzkW9S12Xok2plneIqLCI4GG0b3zXdIPnEdWcp7rkcbrqRx43/Uc+WTKu0TqEm0eARHt43QC2/8AjDP1FVX7abKR+ntDQ+qW/wChc/h6Hdoj6bcIb/Uef/8AkrcXQ5ixcHHGKKADU5IXP/W1GzD9xFTzv+g6RDWUtUCaeoZJlALg03Lb6tvyuNVLfvUWF4LDh0RDY4fOJg01EsUQj654aG5iBxsBxV3qGfNCzuk+DUk65IQ4ILhbRT9UPmhO6vhYexRsdFYFFyToFZDLcAjJ3osdFbKfmFKA4fJKsBrt1glDCSLHeUWgrmihNiNBTvLKivponN3h8rWn2EqWCogqWdbTzxSx7s8bw5t+VxxXmTH8WkxnH8TxNziW1FVLIzXdHnIYPycq6D0QQyOxh7y9+SnonOtfTM57QPddbp6PZj33yc7Frepk2Vwdd9aVMHPVLchYTeKRdL6kzOe5LmFt3vTAeDbRKCFHnHHRBkIG5AEuiS3FQunYz0ntHi5V58Uji0h7bhx4BNJsTkkXHyxxN6yR4DRxusTX4y8hzKe7Wu0vxKpz1Uk7y+V1zxG4BattztrsxsFgFVtLthjdNheHU+jpp3ek43sxjRdz3m2jWgn32vhiXuUTy0u5wXyvsE+/nA24RVyPkhjHWZM1xm5kL5mbZ4VgeB4hUUlFMycwOtI6PtRs7rjeV6P8qfyncd25ie3DqWq2c2YqS+Omie8MxHFWjeXfio7bwL+kLlxsB5Br6h1bNJL1cDYS60cDqgdlp11IIJPPTW/cteacY41BLlGLBCU5ud8MyFPjsFQ6LD6HZrDpJOMtQ9zbnvu8NAUVTtJTwPfC7ZzDS+MlrnNLyy432N9QsJLTtkcXMjp2AHLlEwOu+/aJUMkYY/I50bjbg4HT2rE8jXg2qEX3NgoNrKNk0c9bslh89K6/oukYTyIIckftFFLPLWU2y+F07WaAF0jnNB3AXeSf33LXHjsEBwZpa++w9qeYYzDFPHFFGx12i/pkD5W4b/FHUl5QLFH2RnZdr2gtEeAUbcxDbHOST3dpWoNsqSCmnjq9kaJ9SXWieJZQGjvAdYrAUz43xupnvo4RY2kkizO330cAT6+A7lUcI2Ozy2dGw3eAR2u5HUl5Dpr3NnO0bqdsc9RgeHubJrkje/Nbv1NlWG10rpHtjwChdkGZwu/st4fK4rCSQOiIDmRsD2h+VhIyA8COCs9cyqgkD30UDm3cGtgDXuNt12N3XG4mwuUb2GyPgz8+2FJUR08dFspQwzho695llIc63C7rAXuopNqBBI+CbA6GSRjrF8T5Cz1G+o7wtYAjaXGWES3a2ONrhcBxNgT6/wBzdSOjNPPkeInOY7Wxzi+m++/wR1JB04eyM/S7XNZLFPU7NUU1M59nWfILi9jYh11PJtOK6eeSi2fw6mgjYXhskkpNgL2uXXLjrotekbFNGal1XTZyAepjaWcbcAGg8dNLDffRV44Wy5YBDG6dzzZ7h6IHDd3J9SXkOnHwbBLtfGIx1ez9K11wCS55B9V1YpdsKSmbNHiOydJLJa0TmyytDTyNn2WuMcaWVx6une4Xac7Wvbp/WCbPEx3bbURvfKC4hgIyE8NQN3Iad6OrLyHTi/Y2B+0dQyGOolwPDnNk3Na55fbvGbT1qM7VSOeWxYBRWAza57gflLBtgZO9sdNBFG5rLuJNs1uOgSRuyNdGOqa2QgF7gCQO47wOdkdR+R9KPg2h22FJNSwU9LsrSsq3ENfIZZC0k8gX2CgftO+CV0M+A0LnDUdUXnh/WN/UtfmggYWZJ4p2Xu/KDoL+ibge5J1AkbLJGyJkbLEtva1zoBbRLe/IunFexn4drCx8c02z1DJD1lnAGQZgDYjR1wVZk2op62pe3DNnaClhjjzBsskpLiN+pdv10C1lhEzWQSSQxRtzHOW279SBcpHRUzHEEwVAdGA08GuLQeI4G4P6U+pL3YunH2RnDtdeMD7g0ZffX07ezN+tWqDa+lpppWYrsrSzACwa18rS13C5D+S1gRmKNtSRGWtkyNDtdQL2LSLWsOe72J9m1UrGSughHo58tgNd5yi538twA4BHUa9xvHfsZ5+0VT1Daz7g4cGPcQGte4uG/hnvbTeR+kXa7apzyfN9n6PKGknMXm3+ILXy2N0dhDHnDr9YNdOX7bqQNkpZInlsLy4ZmjR7SORBFjv3apdRv3BY0vY2Ru2VDJQiJmy1F505wAm6yXJa/LNa6il2kkpZeqqcBoSbXtG5xHjcOIWvxU8T2EyVUMeTc19yXeFgffZNyMe9vURxxtIy2GgJ53R1H7MOnFexnjtXJG5jpNnqHq3E5c3Wdq28aO5K5PtRDWy/9GbL0VO1jBmEk0hLndxc9a0Xvp89I6OmcQL3yNcRccHEXTGRUzWCWR0DrOt1Tt/jut77prJJcJi2Q70Z0bVHKWnAaMvJsyxeBf8AK/WpaHbCngqHNxPZiklYwWcxr5Gua7gbh373Wux0zpZckTYhnd2Q7QAcAnPnEzGMc2AdWcl2sDXEjTV2hO7ed6OpIOnFmbftU9zjJHgNAxrnHK0GQkDvu5K/axzml8Oz9IRG0ucSXnQbz6Q5e9YN0VP1N39U58jXNBIGaM8COfd3hLFTzSZ+rfHdrLuuSCedgNf370t8vIdOJscO2VC7DpI/vXopKp1jFMJZg22l7tzeOvgon7SugnyS4Hh72jQlhfZ3ffNp6wsHNUtrpDWFkbets4gCwLvlG19Lm5toLnSySaCmaGsgfEHh1zJlALhb0SN/sPAep7pAoQ7GYqNp4nOjfNs7h/Vl3wRkLzd/d2tDvVut2pw6URCh2SoIbMtLmklcC7SxF3aDesRS09aynmxGARSwU1utAJcQxxsSQPk2Op5e+SGhpJ57z1MEUT3XIa3MGNPcXC4HeUKcvKFsj4ZkKfHo5rj72cPc4fScNPW5XaWukc4Gp2Vwvqy03Ilc0gcxZ6q4hBg8FRD9yWQU+WIMmAlbJFI4HSRoABYTxBusnVYLieF4DQbSSMwyswmucYRU0rRIaeYHWKdpF2OO8HVp58FNSl5QnGNcJnQ+g7AeinGMdhp+k2KWCnq5AykqRIW0me/oSnePG9ufNfUnyfOjjZro8dEdl8KpaCGUC/mzQA8Hc4kb/FfGuixZtE8ZJ4Cx5u+EuGR/q/8AZez/ACS/Krxzo5pIqXG21O0Gw1PI2KobG/rq3Ay7cRxkg+ibd1iLG690GkUUozTbPq3BJmYNde9SggAXWvbH7V7PbZ7P0W02ymL02KYVXRiSnqoH5mPHjwI3EbwdCs+xwcBe3euPONM60ZWPQm5iNbJcwtdQLBUoJ3JoIKW2uhKAHpE29vWnXPJACrCbaUortlMYpSLh9FNp4NJ/Us2qtfB5zR1FNb42J8ftFk1w7RGStUeASCCQRruT2k+5S4pEKfEaqEfzcz2+xxCrZl6mPzJM8o+GW2v5nXmpmv4FUmvUrZOadAX2OF9/crUTtdVjopBe6tRSA8fWgkmZSJ/0legIJ1O5YmJ401V+F5sFBoDL0xBcF2HoQpyZsQqreixkd/E3/UuM0z9Wld26EYMuDV1QRpJO1vsH7Vh1rrEdDRK8iOloSA6IXER2hUIQmMEIQgAQhCANe03I07tdUwuAQXC28LTRV+w/TuSZ2803N9E+1NLyOCW1+4OmSZwd7T7EZlHn7knWa2zKSiBLnHIozcwoc433PtSdYLXRQrJi/wAPajP4e1Vn1MbPSeB4qtLi9FH6dQ2/Iap7b7C3IyPWW3arD7YYz9xNlsUxRr8joKWTqjykcMrP8RCgm2lpIx2Guf4LnXTFtc6TAYMIjZk88qQ9wvvZGLkflFh9Svw4HOcVRnz51DG2u5yuI3yxAXOjQu0dEMGSHFawgEGWKBp/qtJI/wAQXEqB75a6Jt9xvp3LtfRrPLT7LMew2FVUSzE25dgf8AXT1n8ujj6D+ZZ0XrByKY6pjb6UjQsE+rlcdXk+tROmcb/WuWsfk7PUZnX4jAz5d/AKB+LNHosusOZSeKbnJ0vqmoJEeqzKPxac+gQPUoXVdRLoZCfA2VWOMntOOVTDsiwFlJJIW5+465J7TiT3pHO4X1TSSo3lSpexBs530l9NWDbCSHBMIpHY/tO9uaLC6eQBsFxcPqZNREzcbWLiCCG2N15v2h2V2l6Sa521XSFtRRYhjMYH3Op5Ii/DcNBc0lrKdr23Fg4E5w4mxc59jf11Psvsu99ZI/ZvCi7EBIKwmijvUCQEPEhy3fmBIN73ub3Wi1PQB0CNabdCHR/6tmaIa2tf4vktOOcYLhcmXJjnkdSfB80PK/ocXodrcKdi0mE4iW0fVRPoaGWlZGwH0S0zPHFee7Pq6iCjpaFrp53iOGGBjnPkcbaBt9fVzX132t6EehincTS9EOxMVwSer2fpG/ojXNq7o22DwWrNfgmw+z+HVLWlompMMhheARqMzWg2Kt+EeeTldJlS1cdPFQato+beMYDVYTiU2FurKKsmgFpnUj3OY13Ft3htyNxtpfio3xyeYRUMdFHna4vlmc5hfI6+ljoWtHzbnmvbuNdGOwbHOMexGANN/k4bCP8A0rSsU6PNkGlwZsnhAtyoYvso/TZ+0gXqUftPJjuvo5mty2leQxgb2iSeQF9VLVYbWRVL6bPFLI0dosLjldyOa2q9E1Gx2A0svXUuBUEMjCcro6VjXDwICwFZsjgeYvOC0NybkmmZc+JtqqXopR4svjrovycXdRVBhhhZSNbk0dJmbne7iSRZRGaTDpCIXMc91mduFrtSbAAHNr4arrM2y+Di5GD0Xqp2fUqx2fw2J4fHhlMxzdQWwgEeBG5VS00l7li1MX5OX1FBWxyvgIidIBfM25yk7t9k6WkmLGMZSMaI2iMuu0ucRbV1ra6BdGkwLDXOc92HUrnE3LjC0knmdFC7AsMGn3NpfXC36lF4GS60fBodHBWwve3LFG2Rrmuc6Nsp4+jfUG/EEW330ULqF0ld9zIJhnOZrXljuA1IHGx43tdb/wDcLDB/8OpfzTfqQ3CqGnLnxUMEZIsS2JouN9t3NLovyNZl4NBr2wmdzKaICOPsZg03cdxOg42TI56iON0LWMyuuSTCCd1tCRcLo8eGYIyJrfvbw4usMznROu7/ABW9gThh2CA/5tYZ+ad9aOi/I+svBy9zCRawbfjlKlqHtlfmjpmRNtbKG/sC6Z9z8E/o3hn5p32kn3PwQj/NvDPzbvtI6L8i668M5rHNLHG6FjWZXm5vGCfUTqPUo7OBFmjeDu4cl04Yfgo3bOYb+ad9pBoMGP8Aq5hp/wC7d9pLoPyHXXg5pO7rZXSMp2xg6BrRoFIyrqWUzqNrIuqfe94Gl28HRxGYbhuPPmV0fzDBjv2cw38277SPudgt/wDNzDfzbvtJ9F+Q668HM4y5kgkdEHBpFwW7xyQ7M+R7+qDQ4khoFrDlpZdM+52CHfs5hn5p32kDDsEH+reGfmnD/wBSXQfkOuvDOcGqqTAKYshLMgjv1DQ7Lnz+kBe+bW978N2iZCBHKJJKdsjRvaW7/aul/c7BD/q3hv5t32kDDsE3/e1hv5t32kdF+Q668HMnAuc5waLOcSLMOg4DTTQWU8lXVTRmJ7IbOa1pIp2tdZtra2BG7eN+t95XRvudgh37NYaf+6d9pKcNwQejs3hv5p32k+i/IddeDnmGQtlrGRSxtc1wI1bm19f602Kha+rlpX1DG9UXDO2IkX32tcHcV0ZmH4Oxwe3Z3DgRqCI3Aj/EnOw/BpZHSSbO4c5zjcuMbiT68yfQddxPMvBz2ppa2QtiLzM1mjHF29vgXdnwCbHR1EbHdZSseJAWMJLeybbxcm66IMMwTd97mG/mnfaUcuBYVM9jYsBooWm4syLefWT3+xHQYLN5RzuPDq1/WNa6AOgZmcXE7uYy3vuUsQnxSz3TPlkDQGaXLhw3uFt/BdQw3YvrHtNHhkTCRa7YgNCtswToTpa0tNRhFGGHh5u0fqUo6Wb7EHqoLucFjoKlsUsLqWNz5WENfdudhta4uTf1/tU2EbP4ti1X5lQNhM7W57OzC+o1AFwvW2CdBWxkDR53s9h8x+lTMP6Qt3wTox2JwmeOqw/ZHB6aoj9CaKhia9t+IcG3BtpdWfCN92it61LsmeIZ8FqqqtdFiWO4ZTzU482k6xlQ5wMfZIdZhNwQR3WtuAC27ZrZHYI4PiMO1m22HQuq48tBVUNDUSywTtIILg5g7O640vqL6lew4+ivo6mldNNsBs3I+Rxke5+FQOLnE3JJLdSTc3WQg6I+jFx16ONl9f8A9Hp/sJrSuLtMi9Wn3R4pwjo3qdoPO6fZvbnZ3E6+kpZaplFHS1jJ6lsbczmxB0YDnEA2bdahTySzxCWKWLJbcIjccCLZt4PAr6SYJ0YdH2FVsOJYVsHs9R1kDs8VRT4ZBHJG7m1zWgtPgsk3od6La6qkrK3oz2UnqKh5llllwene+R7jcuc4suSSSSTvKHpW/ccdXFex81JKSVtMyphqI5GCzZM0QbkfyA6wucLfKsB3Lceibolx3phx52zGAbXbNYZiTmh9PT4mahhqeYYWNcLjkSDyuvopQ9B3Q8bZuibYx3jgFKf/APWts2c6G+ijB8RpsXwjow2Toa6keJIKqmwWnjlif85j2sDmnvBCi8Dj7ko51Lsj5jVnR/g+C4hV4FX9LewjqugnfTzjzDGH5XtNnN7MFjY8luHRVsViEW2uG12xHSn0eVOIyPdBHTT0GNNhmDh2mSN6gdm3eOGt19KGdBvQxiNXLX4l0QbE1dVUvMk88+z9I+SV53uc4x3JPMrY8L8njoAlc1svQX0evB0s7ZiiI98Spb6fKL4reuTiey+Abf8Ak8VNNtZ0XYvQYxSV0bJtpNlYHSto5Z7DrH0pkGZh35XakjRwNgvWnRX0t7H9LeB/dfZascJYCGV2H1Ay1VDL+LlZrY77EXabXBKwuB+T50CYJiNNjOC9COwOH4hRSCWmq6XZujhmhf8AOY9sYLTrvBW74Xsrsxg9fPiuEbO4ZQ1tS0MmqKekjjlkaDcBzmgFw8Ss+fJHJzXJfhxTxcXaM203Sltwmg6aKQWusXY2IjG7l4p17b05zA5RG7NCjuMfe6W55lR3B4WTgSBZDQWPB5pCd/rSB3AhIcoO9IGeFNu6UYdtjjNDa3VVkrbeu/61r/WAafrW09OZ+5/Snj0LhbrKjrh4OF1ogxAE8LL1OF3jT/CPLZeJtGU66xsFIya28rFNrGGwBv609tW3n71YQMzFKAQbq1FNuIPqWDjqRcWOquQTi9rlJoDPRSbiCLq/BLoAsBBPcg3WTp57nfuUaJJmxUkl7ar0X0PQGLY1kh/nah778xoP1LzRRThxFyAvVHRnD1Ow2FNtYuiLz4lxXN9RfyJHR9P+ts2keilSBKuMjspAhCExghCEACEIQBqpeOaDJosDLtEwegy6qTY/UO0botyxSZjeWK9zZy8D5Q9qifVxM9OVo9a1GTFal++Yqs+pkf6TyfWrFgb7sg86XZG3S4xSxC5mB7lUl2jgGkbCfWtXdLfiozL3qccC9yp537GwTbSTm4jY1qpTY5WSaGoI8FiXSm91GZe6ysWNL2IvJJ+5ekrpZNXyuPrUDqjkqpk5lNc/vU1FFTkyd053XXLekjEjVbQila+7KOFrLX+U7tH3FvsXSOs1F3acb8lw/E8QOI4lV4gXXFTM+Rvc0k2Hst7Fr00XubMupl8iRcwt9nyzH5DHG/ef3K7nsvCaPZvDKc6FtLG4jvcMx95K4Vh0T56d0Mfp1ErIW+JNh+legWlrA2Jgs1vZaO4JavwGiVWywXgjf70zOdyjzEkADf3KxFTGwdL7OA9awm6xGMfLa17cyrLImx67zzKLCwA3Dgl1ta97IoY64SFyThdNLgEuBiuPuUbn9/r5pSeB9aieTa4/QmBHKdL3WPqiMp14K5ITussfVOKlErZo+1jMzjx0XLsdhBLtN66rtM03Oh1Fjouc4zFcnTcutp+InGz8yZzHGaTMXDKFpWKUIJd2V0zFqa5ccq0/EqMnMcvuWxMznN8Rw8XPZWu1lAAT2V0LEKI39ArX6yhJJ7ChONk4Sr3NFqaAbw1Y6eitplW5VVERqG+5YuehJv2Css8ZphkNVko+5V5KTX0VsctE4XswqrJRv35D7FRLGXxnZgXU1huUJps8haRozf3n9n61nJaWRou2MknQabu/1b/UovMnNGUMOm/xVbgTUzFdR3JDT3+SsoaR4HoH2Jvmz/mEepLYS3mM8336JOo7lk/NX/i3a9yPNX2+Ld6wjaCn+TGeb9yDBbcskaZ4/myfUkFM4/zZRtDejHdRpuujzf6KyQpX29ApfNZPxZS2/gN35MZ1Hcl83uBosl5rIdOrIR5q/jGSnt/A9y8mNFPbgl6juWTbSSHdE72JwoKg7oH+xGwW4xXUEbgnCnJ1LSs3DgtbIdIH/krI0uytZM4XjcBysmsb8C6iXuau2kLrANOvcrMGDzzEBkTiT3LoGH7FO0MkftW0YfsrTw5bxhWLF5K3nrsc0w7Ymqqi3MwgHuW3Yf0asdE74MGTLdub5w1HquNV0CjwqCKwbGB6llaelAsAPHcpKCRVLJKRgMB2ew40kNRFAO20O3ajuW0UmHsjADWgeChw6lfTV9TTZD1clqljuF3Xzi/PMCe4ELOwQcMqlwiPcbT0rdNFkoKcA7ktPTng1ZGCnuRokMKan3aLK0tNqOyilpTpostS0xv6KAJKKl13LOUVMNOyoKSnIIOVZujgAtcKLdE4qy3RUw07K2GggtbRY+igta2oWeoojvss02ascaMrQx2totmwttnt9SwNGzd+iy2HDRYgnesczdjRstMdArjDuKpQHQK40hY5Gxck7SLKQaqFjgEPkLRoVU1ZLsTXHNDnMtZ2qql7jrcpue28oUUG/wAEpIB03IztUJeOHvTDMQCb7tPWpqIbvcsl+m+9lC+qDbhhzHgqrpjI4gu0GhA4KNx5aW1ujah7jxf5URxEdKeI11PSmWEwQAiIEvDgzU5d59Vz3LjkW0ELz1TpAyTix/Zd7DqvRXTHTtrttq+VzQQcoF+4LmOIbK0NY3LPSxyD6TAV6XAqxo8tqG+ozUYsTBFy6/sUjcUGawKuVPR5hocXU8D4f/2pHMHsBsqb9hZWk9ViVWz8hw97VaVJluLEQSLuV6DEAbHMsK3Y/FI9I8WzW3Z4QT7iFNFsztA09nEYCO+ncP8A1IaGmbLT14uO171lKSvaT6eq1SDZ7aLQ+eU/5h32llKbZrHZC1smKxMH0Kex9pcVHaS3UbjQ1oztBefWvZ2ycIptmcKiHyaOInxLQf1rxhszsU+srYIq6tqahmYEtLg1uh4hoF/Xde08Dc37kUYY1oDIGNAA0AAAsuR6l7I63piu2ZQEc0eCYHX3pQ7TTVcg7A9CQG6AboAVCEIAEIQgD5sSf5RfY0eh0e4u7xqYh+tQSf5RjZf5HRzih8auMLwO/HsAZ8mR39pRnaTCM1o6F7zyuSV3d6OGoSR71d/lGdnx6PRrXHxrmD9SYP8AKMYC94B6Na3KSLkV7Cbc9y8KQYlU1bstDs3UTE7gInG62zZLYPpA2txKmocN2NkBnkay7gG5QTqTdNc9hPjufW/AccpdosDw/HqHM2nxGmjqYw7eA9oIB79bK6ZDfetb2OpjguzOE4FHE8+YUcNMXZbXLWgG3rus5eU/zZCbjUuAjJ7SYuHFNJFt6YBJ80+xFpDvafYkOmDncU0uuhzH8GFMLZDuY6/gmqIuzE7V4h9zdnq6qYSHdSYma65n2aD6s3uXG84a3KNwAC6B0o1roqCioLkGolMpHMMGnvd7lztpuQON1v06qNnP1Em50bdsdAanHcGprXtUCZw5hl3n9C7bnvrquQdGcYqdqDJrakpJCD3ktYPcXexdXdIQCQVl1LuaRr0vELMVtxUyQbH41NC9zHx0EzmuabFrg24IK4phvTDt1TQsazHnzBo3zRseT4ki59ZXdqvq54XwVETZIpGlr2OFw4EWIIXLtp+i3Y98clRQVVRhTxr2D1jB/Ydr708Eo1tkrFqFO1KLox7Om3bki7qujdbiaYfWpR02bb/7TRf3f9q4bt5U49spJI3CNscHrGs3ec4e+N3+F7lx/F+n3pGwp7mNi2cny/NZKrpRxxVtFEZZZOkz2kemvbfeamj/ALv+1A6attT/AKTR/wB3H1rwRVeVh0jU5t9w8Hf/AFWSfWqL/LD6RYzYbM4Y7wa/7SqeXAvYvWHUP3PoIemfbY76mi/u/wC1IemTbMixqaP+7/tXz6Plj9Iw/wBVsN/Id9pIfLH6Rgf81sN/Id9pLq6cOjqPJ9BHdMG2Dt9RSfmP2qN/SvtW7U1FJ6oP2r5//hj9I39FsN/Id9pH4ZPSPw2Ww239R32kutgQuhqD3lVbe47Wm9RLB6orLF1GN1FRcyvYfBtl4hHlk9IwH+auHfm3faQPLJ6Rv6LYf+bd9pTWqxrsyt6TLLuez5TBMDnAN/Uqb8HwuY9tjtfpLx5+GT0j/wBFcO/Id9pJ+GT0jcNlcNB/qO+0prWQ8kfgsng9dSbKYBJrJDJ6pCq0mw2y8npQT/nSvJ34ZPSOf9VsN/Id9pL+GV0j7vvUw38h32kfGx8j+Bn4PVL+jjY+T0qaoP8A337FE7ow2Kd6VLUfnv2Ly3+GT0j/ANFcN/Id9pH4ZHSNvGy2HfkO+0l8ZjfuP4LJ4PUB6KdhSdaWp/P/ALE13RHsE460lV/eP2LzCPLJ6R/6K4d+Q77SPwyOkcaferhv5DvtJfFY2NaPKj04eiDYG38kqtf/AJj9iT+B7YD/AGKpv/8A3H7F5k/DJ6R7f5q4b+Q77SB5ZXSQP9VcN/Id9pD1OIfwmU9OfwObAH/Qqr+8fsR/A50fnfR1P94/YvMf4ZXSON2y2G/kO+0lHll9JHHZXDfyHfaR8TjF8JlPTn8DfR9f+RVP94/Yns6HOjxr2vOHVLw03LTObHxsNy8wjyy+kb+iuHHwY77SB5ZvSQD/AJqYb+Q77SXxOMFpMp6yxvY/o/wqoZDBsfhzIXRtdG/IXhwtr2iST3rHDBdg+OzOF/mV5gHlndJP9FsNHH0H/aSjyzukgHXZbDfyHfaTWrxUHwmU9PDBtg+GzGGfmEv3G2F/ozhn5grzAfLQ6SL/AOauG/kO+0l/DR6Sd33qYZ+Q/wC0j4vGL4PKenhg+wwOmzGGfmE77kbEW/zZw38wvL/4aPSVf/NbDPyH/aQfLS6Sv6K4b+Q/7SPisYfB5T1CMK2Jv/mxhv5hO+5WxYFxszh393XlweWl0lX12Ww78h/2kv4afSVw2Xw38h/2k/isY/hMrPT8lBsk4dRBs5RPldoyOOHtE91ldpdgdmo4WGajcJCAXhshsCd4Hd9S8ony0Oks3vsthuv0H/aSHyzuknf96uGfkP8AtI+Lxh8HkPXI2M2ZYBlpZPzhUjdk9nxup3j+2V5B/DN6STr962G/kO+0g+Wd0k8NlcM/If8AaS+Kx+Q+EyeD2G3ZvA27oH/llSNwPB2m4gOnNxXjn8M7pI/orhn5DvtI/DO6Sbf5qYZ+Q77SXxWMfwmQ9lDC8NaABESBpq8qVlDQN3RD1uK8YfhndJP9FcM/Id9pH4Z/STw2Uw0/92/7SPicQfCZfB7UbDSs9GJvvUolij9FjB6ivEp8s/pK/oph35D/ALSUeWd0k212Ww38h32kfE4g+Eyo9vsxEx2syP3qdmOzs9FsXsK8Mfhn9JP9FcM/Id9pH4Z3ST/RbDfyH/aS+JxB8LlPdzNqcQZ6Ig/IJ/Wp2bb4vF6LqceMf7V4K/DO6Sf6LYb+bd9pA8s3pJ/orhv5t32kfE4hrTZT35H0ibQM9F1L+Z/arDOlPaiIdh9H64P2r59/hndJF7HZXDR/Yd9pH4Z/SV/RTDPyH/aSebCySwZz6Fs6Ytr4vRlov7v+1WI+nXbuHWOegFudNf8AWvnWfLN6Sd/3qYZ+Q77SD5ZfSRa/3qYZ+Q77Sj1NP4JdLUr3Po1+ET0kN9Gqw3+6H7SPwkukxugq8N/un/MvnL+GV0jEf5q4Z+Q77SZ+GR0jbzsrhv5DvtI3aV90GzVeT6NnymOk8aCrww/+DP2kx/lL9J531eGf3T/mXzoPlh9Irjf71sO/Id9pPZ5XnSHIddmcNHix32lG9L9oOGq8n0THlKdJx/0vDP7p/wAyX8JLpN3ed4b/AHP/AJl8+6Typ+kOqIb9w8IZ/WY/61tmCdNvSLiz2s6nZ6AH5zJf1KyMdPN0olcnqIcuR7ab5RvSZIQ01uHi/Kj/AGrLUHS/t/i5DanHyxrt/VQsb77X9687dHrdpNqZ4hiu2GC0TXEXNPQSSuHqc9q9YdHvRLsjFTR1VVjlXjElgTYNgYf7LS4/4kZVgxK3EeJ58zpSN56KKyoqtkxU1U8k8klXM5z5HlznajiVttRLlge4lVcPo6PDaWOjoKZkEEYs1jBYD6z3lJicuSlfrwXGk1KdnagnHHTPOHSH8LtNVSGxuVqj6dpF7La9tBnxuZ/NywPVA7huXfxcY0jz2XmbMY6lafkqM0IPyfcsv1I5JeoHJWWVmHGGgm+X3KSPDwNMo9iyzYRb0dVI2EH5KVsEjHxUTR8n3LI09I0kH9KmZAPmq9SU93gAKMpcE4xtmd2VoAxwnI7gvQ+zUmbCaccmALiGCwiKJunJdk2Vkvh7GX3BcbWPcztaKO1UbADzTgbblGDdKCQudR0UyS/NL4JgIJtuQTY2CTQ7JC48LIzdyYCUZxyPsSGuR+dqE3M3mhA6PFWFeQr0E4ZlLdkYJSOLxc++62zC/JX6HcKt5psPhrcvOBv1LtXVjmlyN5WXT60zmdCHg53Q9C+wWHtApdmMPjt82EBbBRbH4Rh4y0WH08Q+gwD9C2TI22oSEAeiovNJ92NYIrsjFDCI2iwYEowqO3ohZQt7krY3G1m39SN8mT6aXsYn7ls5BH3LZ81ZR4DAS/sgcToqsuJ4TB8filFGRvz1DG29pTTbFtRVOEs5Jv3Kjvuso6nbLZCkBNRtNhjbf/MtP6CsXN0sdGdMfhttMNaQdQHuJ9wUlHI+yIN413aOQdMFW2bbGSij9HD4I4LDdnPbd7MwHqWnQBvXtdwaS4+A1U+N4q/Gcbr8Xc12asqJJrW3Xde3qFgqElTHTwSPe8Bzh1bAeJJA/Rcru4Y7YJHByy3ZGzq/QvhpnjxWvcOMMLT+U8/pC6RJQTb2i6wHQzQCn2LZOW/yurmlB7mnqx/wFb3kb80Lk5sj3s6+nxrpxs1mrop2QSSGInKL2XLNrqfHMTDooqWQM1AAK7nVRh0EgA3hajU4Vdx7KlhzbfYrz4N3ueX8b6H6/F5HuqMNkdfmVq9R5NkU5JfgbnHvK9f/AHIHFiT7jtvpGFp+Kb7ozLTV2PGzvJdoHb9nf0KI+Sxh/HZwL2ecHH4tN+43HIl8QvCJdB+WeMj5LOHH/VsJPwWaD+jY9i9n/cf/AHY9iPuMeLB7EuuvCDoS8s8YfgsYedPvb9yX8FjD+Gzg8LL2YcGt/N+5J9xwN8YS60fCDoPyeND5LGH2v97Y9iT8FrD/AOjYXst2GMbpkHsTDQRA/FhHWj4QdB+WeOB5LGHjds2EfgsYf/RoexexhRx8YwgUUV/iwn1o+EHQfk8cfgsYfw2b9yPwWKAaHZsH1L2OaKO3oBHmMNviwjrrwHQflnjj8FrDr2OzI9iPwWMP/oyAvY4oorfFj2I8yi+YPYjrrwHQfk8cfgsYeBc7NhA8lnDzoNnAvY/mUR0yBHmEPzAjrrwg6D8s8c/gr0A/1bHsR+CxQHT72gvY/mUI+SEGjiBsGo+IXhB0H5PHH4K9B/RoewJw8lWiP+rTV7G8yi4NCUUcdvRuj4jykHQfk8eR+Sjhz3ZTs/GzvcRZWm+SLg1ruw6mHtXrnzOL5gQKOMaZAl14/aCwPyzySPJEwIaHD6b2FO/BEwH/AGCmHqK9aeaMB9AJTSxm3YA9SOsvBLovyzyWPJEwE/6DTewpT5IWAH/Qab2FetPNWD5A9iQ0sfFjfYjrLwHRflnk38EHAeFBTe9O/A/wH/Yab3r1l5rEBfKPYlFPHyHsR1vwHR/LPJo8jzAD/olKPamyeR3gjWFzKClkI+SLgn2r1qaeMfJ9ycKdnAe0Jdb8B0Pyzx1+CVQm/wD9mf0Jp8kqjBsNmF7H83byHsTvN2/NCOv+EHR/LPGn4JcA3bL/AKEHyTIT/qsPXZey+ob80I83byCfX/CDoflnjT8EyH+iwSHyS4j/AKrBezfN28gl6hvJHX/CDoflnjH8EqLf96yUeSZD/RX9C9mdQzkjqGcAjr/hB0Pyzxn+CZFf/NZIfJMi/oqvZvUsuNEGCO97BHX/AAhdD8s8ZDyTIf6KpR5JkR/1WK9mdQw8AgQNG5HX/CH0Pyzxl+CXETrsql/BLi3jZRezOob3JepbyS6/4QdD8s8Y/glwg/5qWQPJLh3/AHqr2b1A5JPN22Qs/wCEHQ/LPGZ8kyD+iqB5JsP9Fv0L2a2nadMuqkZh5k9FnuR8R+EHQ/LPF34JtPx2WQfJNpgNdltPUvazcGmP837kPwCZzfi9PBL4heEHwzfuzxHL5LuG0+suzrWjwVf8HLZ9mjsEA9S9pVuyc826LQrB1OxFWSSIT7FdDLjl3opniyR7WeTI/J72eYbjCWi3cslSdCOD0pBjoQ2y9LO2IrBvg9yZ95FZe/U+5XdTGuU0UvHkfdM4vgew8GEvaYI3tI3WJXZ9gdqK/BnxxZ3Fo0sU9uxNXfWL3LK4VsZVNlBLLKvLOE1yWYoThJUdvwSvbieGw1wFg8ahR428CmfrwTNmaY0OEQ07vkBRY/JanfrwXE2rdSO9ubhbOEbVxZsTkcPnLDCG2tlsW0Lb1rzvuViMvcu3jfyo4OVfMyqIjyThDfgrIj7k4RlTsrorNiN9ylZFbgpmsCeGdyLJKIxket7LJYdE3rAXDeVVZGRwV2kikLgQCqpvgsh3NpocuVoHNdR2VltTMF+C5XhjHjKHLpezDyIWgnkuXnR1tO+Ube11wlueaiYbgJ9ysVG8eTfenDQ3GijB1sUoPelQD89xdLc2vZRjRLnO5JoB+YIUe/uQigPH9d5YeEREmHAaSED/AGjE4z/wrXq7y2YILtjZszF3uqpXEexYGh/yd2w7CDiW22NVB45WRtB9y2Gg8gToWpreevxertvvVll/yV2t2CP9Jxv/ACJf1GtV/lyyC5jx/BITyipXS/8AEtdrfLnxF1wNrn2/+XwtrfYbrtVB5FnQHQAD71JKi346qe+/tWw0HkvdBWHkGLo4whzhudJFnPvKOriXaIujlfeR5VrfLbxR9xHtJtM88oiyMfoKwtT5Wm0mKEiGg2orieD6sm/5AC9z0HQ90Y4ZbzHYbBorcqRp/SFm6fZLZmkFqbZ/DorfNpmD9SXXiuyD4aT7s+dz+m7pMxR9sP6N8dqM24vkq3D3aKaLH/KIxmww/oinN9xkpXu/4yvo1FQ0kIyxU8bBya0D9CmEbB8kJvVPwNaRe7PndBsf5XGJWNL0eR0Yduc6liaB71lKboP8sbFPTqqShaddaljMvqAXv0MaNwSgAcFF6qXsS+Eh78nhGDyS/KaxQ2xPpDpqe++1SXW/JAW/9Hfke7eYJVOn2o6SaetikdG50Yhkc5pa6+hcV6wFhpbROuDuKXxM+9klpsfujHbPYLBs7glHglNK+SOki6sPdYF+pcXEDcSTfTmsignmhZ27dsvS2qkI9uZhHNUn0oJPZV47kwtHFCdDKPmbPmJPNG/NV7I1GTknuYtqKfmTfmpPM233K+G6bkhZxKVsKRR8zZySiibvAV/I1KGjgEWw2ooeZNPJRyUTRwCyZZpuUUoGuiLE4owNVTtAJAWLlbZyz1YLEhYaccQrouymSoq5R3pLa21T7FCkQGWJQGc09CAGlg5JCLaJ6QgHgUAJlF9AlyhG5KNdEAJlA4JUWKLHggBN6AANycBzCWwQA1Ftd6chADSLJCLp6AADdADLOunWKVCAEyhKAAhCABCU7tE3W10AL608c01o7kXIQA5CEIAEIQgAQhCAEslshCABCEIACbJCba2S2ujwQAl9yU7kjdyXfogZLA0ZgFnsMpmvIJbxWFpm3cFsuFt9FVZC3GjKU9BGW+iNytNw+Mi2S6mpQLWVxjABeyzOT9jWoquTGnDYiPQCacJgd6UYWWyFGQpbmG1GEfgdPwit6lG7AovxYWeyJQxp3hNTYtiNeOCxC3wY9ikjwxjDowLOmNvJL1TSPRT3sOmkVIm9XFlCwW0MgEDhdbM+NrW7lr+OQMkjIIRB/MGS6OMY43NUvPesXkK3fEsGgklcSBcrHnAISdy60MsUjjzxSbs1prCnBmq2VuBQAaj3KRuC044KXWj7EVhkayInHRoViGglkO4rZWYZTMHoBWI6RjNQ0KuWYksF9zB0uDne9ZamoI4uCtiIAWUgb3WsqJZHIvjjUQp2APFuC3jZx9mNC0yIWcLFbdgL7ALPkNWK7NyhfdgU2buVSnddg8FZab71kN1jr37k5MQk0Fj7kbkZimhwG/3IztSoLH5h3oTbhCQWc9Qmhx4ouVtSSMY7hZJcJqQG5QA+90eBTbJALKVCsei4TUJBY9ILcEma40F0gJtogLHWSjTcm3S3HNAxSUuawSJN6AFJuLXCBbcUlhySoAE4HTUJlggoAehIDpvSoAQkjcnA6JCLoPcgBx3FQy6epSE6KKU9k3QDMZWbybLEVDdSFmKnUG6xMwsdeath2M8+5UI4FN04BPdvSWsbhTIDcuu5KG8inJEAFuaLDkhCAD1IQhAAhCEACEIQAISgcbJCbDddAAi+qASTuSkC+9ACIuU6w4IF+KAGkW3m3clbqE6wQgBMoS8LIQgAsAksEqEACEIQAIQhAAhCEACEIQAIQhAAhCEACBe6E5umqALVMBnC2XCwbBa7St7QPFbFhxIDe9U5OTRjNipfR71caVRptwKut3arM+5qRJvQO9NBsU64SGGl04AX3ptwlQA6wKNRusm5raWKC487IAZK6wK1/FX6EFZyZ3ZJK17FXXB1Uoq2Qm+KNUrQHPN1Vy+CuVQGbxVVa0Y2NDeYCXK21rBL4I8DqgQgaPm7koGuqc0kDUDRKgAGgsgXvogb04AcEAPh+M3LZ8FJba61mL0gVseEO1bdV5C7GzcKV4LQrYdz0WNpJOyNVfBBGqy0bE7JLnmluUy5R1g5JNUMfnHEJbhMzBLcEpAOJ15ITbjmhAHP7i9kJqLlbqRisUkcUmbiEJNyQhwcjMCfSTUqAHXHci90xA03IAei3FNuUodzQAtkljzSF3JGbhzRQC6804OskuNyL96VDsUOSjXdqmo3bkUFj0XTLu7kXI1JRQWO9aLkcUjXXTkh2LmS3B4pqEDFJG5QynQqQmwUMhJv4IoTKFTudZYuo3n1rKVG4hYycXJVsOxRPuVHcuRTU9w3pgUyAIQhAAUXshB8EAFwhGm6yBv36IAEbk4BIRrqUAJY6a2QbjgnADhqUmbXcgBMziNPalal0ISgAIAEWCQ796UX4oAEIQgAQhCABCEIAEIQgAQhCABCEIAEIQgAQhCABHFCPUgACEIuAgAT2ixTAL6qRoufFAF6lABC2DD7WasBSjUXWfobWCpn3L8ZnaY6BXWm40VGn3DwVthtrwCzSRqiTNNxrvSpgsdUAm97pEh4NtUuYWumZvYlBG8FAEiY4gI0THm/gOKAIKl/ZJWAxIjKVm6p1mkLX8QdcO71OBVM1+p3myqkG6tVF81lWcLm61RMjES+ibc03cdyeNdU6AXchCEVQAnDmmpRqLA3SAli0cs/hZGl+CwMfpBZvDTuuoTLIdzaqJwsFkGuuNFiaJxsFko3LKa0ycPNvrS5vBMFt6MwJsQkSsluEDfqUy45pBa9wUUOyRCbcoRQGgZu5Jn7kIWsxCkkcU0uN7FCEAKjMChCADUC6chCAAmwQeQ5oQgAF+KEIQAIQhACguvruTgbjchCABJxQhAC+CRpN96EIoBwJvqUpNkIUWOxrjdQyGwNuOqEJoRRqOPgsdNxKEK2JVPuVXeko7A6oQpEAsEIQgARrwQhAC9oG5SEXOiEIAAddSnEjghCAAC+pRcA7kIQAZhql4lCEACNxQhAAhCEACEIQAIQhAAhCEACEIQAIQhAAjiEIQADcgmyEIAQ23pUIQAItdCEAKBawUse8d6EIAv0wHvWdogLBCFRMvgZmnNmhXG6oQqWaUSDTclzWQhKgbYAhyUEbkISZL2DuTHHRCEIVlKpJIJusHX+i7xQhWRKpdjAzekq1kIWiJnYbzdAQhTEKhCEgBOGm5CEmBJF6SzNBoQhChIsibFRP0GiycRQhZpGqJM0kcU4HQ6IQokhUDRCEALcoQhAqP/Z"/></p>
<p>You can establish long-term relationships and get shopper referrals by way of wonderful service, which is usually a super development stimulus for your brokerage. Supplied particular person attention and personalised funding planning to every client based mostly on his or her personal funding goals, danger tolerance, and funding goals. Evaluation and update your clients’ portfolios from time to time <a href="https://www.xcritical.in/">turnkey forex solutions in India</a>, actively discussing market information and beneficial changes to further gain their trust and participation. It is necessary to design a seamless client onboarding process in a bid to ascertain a loyal client base and set up your brokerage’s reputation. Streamline the account opening procedures, leveraging technology and automation to attenuate friction and speed up time-to-trade in your purchasers.</p>
<p>Merchants and investors who prefer making offers with cryptocurrencies, shares, commodities, and other asset categories will ignore your platform. As such, narrowing the range of accessible belongings leads to losing profitable income streams. Brokerages are typically run by a supervisor with several brokers or investment advisors working for the agency. Whereas having a longtime shopper base is a large advantage for anyone beginning their own financial planning practice, it additionally creates its personal set of points. Suppose about how you&#8217;ll achieve shopper retention and nonetheless be in a position to service key clients when moving these accounts from one company to another.</p>
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<p>Think About limited-time provides, referral packages, or payment discounts to incentivise sign-ups and initial trading exercise. Prioritise cybersecurity by implementing strong safety measures to protect client information and monetary transactions. Make Use Of encryption, secure login processes, and often update security protocols to remain ahead of potential threats. Articles and financial market evaluation on this web site are prepared or achieved by an writer in his personal capacity. The views and opinions expressed in postings on this website belong solely to the creator and may not replicate these of the corporate&#8217;s management or the official position of the company. The contents of the site do not represent monetary advice and are provided solely for informational purposes with out considering your private aims, financial <a href="https://en.wikipedia.org/wiki/Proof_of_work">Proof of work</a> state of affairs or needs.</p>
<p>The hybrid method – starting with a white-label solution while steadily developing proprietary technology – has helped many brokers transition easily while generating revenue during improvement. Begin by taking a look at existing market developments, competition, and evolving investor wants. Create the simplest areas of pain and unrealized wants that your brokerage business can fulfill. This could possibly be in the form of going after niched markets like cryptocurrency markets or socially accountable investing, whereby you probably can create a distinct segment between others.</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/single-asset-vs-multi-asset-how-to-create-a/">Single-asset Vs Multi-asset: How To Create A Aggressive Brokerage Firm</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
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		<title>Credit scores and much more</title>
		<link>http://www.cortedeifornai.it/credit-scores-and-much-more/</link>
		<comments>http://www.cortedeifornai.it/credit-scores-and-much-more/#comments</comments>
		<pubDate>Wed, 04 Sep 2024 16:37:57 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.cortedeifornai.it/?p=40926</guid>
		<description><![CDATA[<p>³Connecting an external bank account, connecting a paycheck or direct depositing a one time total of at least $750 in a single calendar month is required for activation. Credit Builder plan requires you to open a line of credit and a savings account, both provided by Cross River Bank, Member FDIC. Members with a TransUnion [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/credit-scores-and-much-more/">Credit scores and much more</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
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" width="600px" alt="xcritical customer service number"/></p>
<p>
<p>³Connecting an external bank account, connecting a paycheck or direct depositing a one time total of at least $750 in a single calendar month is required for activation. Credit Builder plan requires you to open a line of credit and a savings account, both provided by Cross River Bank, Member FDIC. Members with a TransUnion credit score of 619 or below at the time of application may be prompted to apply for Credit Builder.</p>
</p>
<p>
<h2>xcritical information: contacts, address, founders, CEO, services, and products</h2>
</p>
<p><img 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EJUZMgcUFYgFW096EYINTuM9we9PsbBjv60EBJJxNFB9KlDYmmVkwKAAYSZpAD0ogAcRSUINBHmcUnMQYNF5ZgmKFR3Jk0DDijSJkUEgDFHJPAoGKYmaRI8setIgxmltiMcUDGFT7U44JTyKYIMmKXJEn2oFuUcd6aYJJxNF+UzSCh3oGCkkYOaShIk/Sn4kRSExxNAAlVMr27U4IE0yp7UD9gaBUERRLJOfWh5TIFAt3nkcCmTOJJHypximUojNAicQaFI7CnJzTiZoEJmkQaRTiRRA+4oEDuOBxRTNC2pS0FW3aZiKIcD170CSARJqMieO1HICYJH0oSCDAFAO008gCBzTlQzPMY+dRqlJ9qByoJpgsHk0jChNCESeKBiATR4EGhKTOE/rRAQkE9qBKKQcz9BTKAPFEZIkHuKaKBpSkQeYohIGAabaIzT7SRnNAQV6GZ7ipOEgd6jSPTipAO/1oGI/3CYpwEnNOAVeY96YiFGOKBvY0+EjKQaXeYplEqoGJk4SBSokpJNKg2XCkLKYhQFV3JVM9hNWnwIIVwRUEApMc0FdBO7Aj50dP86SAZnsKBk+vJ96JtJMk9s0kxkUiMwKCJxMqAk81G6QJFWVIBA9hVdw7sbQTQQJQFL3AA+1WQJSDIn1mo2yZwCD61JkqzQGhJkSalMJHAoBGaIkLyeTQRGORzTAwQOxEx71KUpHam2yMd8UAlRKaaJok8lCsAj9aZQgzI+9AwAJ5FJ0nbwKcIG7jNMoSSR2FBCSTBopJGTgcClsWeKQJTKT2oFKjEHE9qZKFoASo7ogbvWjSJM0lTOaAFhyJQoAzElO79KlIggAyBMZoQrbmcDk05O0wOO1AW7zQKIc1ElSSnfPmqQL3Ax2oH35okbe9AIPaiQrcdtAaSACRzRAEmU8UJCp2ACfWibO5RUQRQGcmKcJgQJ9aYABQUKIEqGKBj6GgMRFHxxTKASCBwTNBEqFAye1CsCB7AUSoOdtCY9fSgYJIEmmEyT3oiFAkkA4IpgQBJGY7UCBJwaA80Sp24qNUhVAUYE0KiO1FJoCMzQKZMGlCTSVHKuKEjuOKB9+DPao1HNHzTKWIwZoGBxQnPM0+7cAAKAwJJ+dAxzz3pQOO1EIUkY96RG44/WgaBj3MUu9MUTzTzBoCIkRTKBCaQUZApTBk59qAd+wzTbklMfWiVBMCmWkFOOaBb5ETFPPtUW2adKoO00EhVkCKR28yfvQlUGko4oAKjHNNCiN1PIFMVEmAKAfORwKNIkQRihCTMkiiSmRQMYCtvakSD5TTwAZ9qb6UDK2/anTnjjvS2BXJJHuaIQlOKBGIikUxSSATmnMGgQhPFOnmhkJketOCOeaBnFJSSAKhUSrgnNSOQTQcDFA3mikZJzSBhKQe5g0+KAYSk8UQ20yikCIND5uaA5kcUxPrS2wJpz+WaBJWCKKIzQAjsDRAEnPFAxkmaIcU5SvMUtsYSCJ5oHAggD0qWBgCo0jaYoz7UDEEYmIBx60ieDBE+tKDmf8FOCYoG+nNMSEmIolAnihVz9IoHERMmlTAA4NKg3nTCZ5nFVVGFDzeoNT3BmVd6q5VJPagFWTjNEkwiBQZJUR2qQARPegZIJExTxmmAUSU8d6Ip24zNAKwT+U1FszKkjy+h5qYkAZ+lRLPrzQNASAImeKZckeQiTx7VKhuGyP5gJk8UBI9BQOiZk8RmpIHlI/mGKBKlExOKNKY4oGUDB9qFJPAp0uJcCi2oETRInbFAKhIJiSeRSAlOUifanWDugUKjtwKAkH/dxQfzEeuKKTIAzIpjgyOxMe9AM7iQkcChWgqCgk7SeDFH6eUiiA3TKSQAMj1oI2xCBuORzRBQP8szQxKhtOCadSQgQKBcHikqTk80kiSKInacigEDcJmacDgRTCDkUSQk/OgYHMCjQIUoz70CRtk95miScTQSpWSd8Z9KNKYPzx8qiTEQOamTgD3MUBISN3OAacCIzEzSTKQAeBxRYUaAIB5PNC4TODEfrTuCDI7UHKiD9PlQMT5cgTUSiCrNSKAHOZ/Sm/NyPlQNiYmmMTjtRABJkz9qFSh2OaAVqG2BQ7QRzmnmTkzQ/KgWadKcgn8velH60lTtiaASZoCYEmnExmhURMlSQB70AleaYqPClU61p37UxFRkCZKgPnQEkkd6ZWOTg0wWBSUoK5oDkRg+1KPehQY5pyqTjvQPIAie9MB/u5pvpS9zQHEcih2k0jKqdI9QDQNtEzTEQCe9IrSDFIqmYoAIkAkZoFJIMxU8eWaHaoUEXmJwMUSjiKIZoVyODQRFSVZAxxRIM8CIptn83qZpHtGDQGQRzSCVcUwJODRpkGRQMIgjvQgnsRHvRkjI70AECgLgZNMkyZ7QMUCp7USFdjQGkiJ96UdpzQTIweDTguEDM0DrTOJ+dAjc2qcx60UqSqD2E80p38nigaBOTihSOSo4pbT61C+FgiDigkJEZpkkSc1GndME0QSQSfWgIkDMU6RjmaZCQqQrtUhGKAZO3NOoYxSGTTKBCoGARxQOmBRACfT3ptvpT57igQTuBkmpGwADtznvQJSIJk1L6UAmCR86IDMGgSkzzUnJxyaASM54pzIIIODTnAzTAgqgA4+1AxpyBHGYmkoSCaW0x9IoAwk5NKkraeT8/nSoNlYUVTMVCsETOand58tQrJKT60EQET7ijSDFNEkfKn3DITM+9A4UUz780o3nIM/OabKQCoUSFEny0CUAUxQECfL9aMnOeKAAnmgZRjgkfKmMJjv704GYNCoe9ASTuX8xUm7NV20pDxd2jdt2g+0zFWEiTuPYiaB0tpQAGwADkgChCgmRRAmYHpH0pymUEIAxQRAblRQq8x4NFlBkxJpAp7TPvQB5pSSR8opoV4hKlSkgfTmigb5zJpbCqQFbT2MTQOUQJBimBIkGTRK7AjtSKfJIFAATBk96dQMynmlmJJ4pbu80AwpGQMUIUo5JoveaW2RJNA4iJBpAfzbjTJMDii8pbkUDmSmEgmnAVtSk8ioxtVlWKlQqCTGO1AaEkAYE1KkkDnuKiJJG4UUqjyqI+lBMkiM005gfOn4OyJpSI4oEFJjM1GuUplXG7aDRgJPNCUzgc0EagRk0BB7VMRnarn1oQDxiCYk4zQVAFUUbTyDPpRrUBIqJRTEyBQMDHPapEJMSKin3o/F2gD2oDOPMagfuG7dCnX3UtoSJKlGBVdzULh/eNNaQ4lpO515xexprn8x/oM1guqu9cvFW+lMHVFpTtW44jZbIxkgcx6FRmgsX3Vlky2tVolTqU/z/yVnJ6mfuSCi0UpSxgrG1Ce+O5qVzRNLsXy3q2rLv7wmSxZM7gn2BMJH19KvWraFNbWOn2W08JdvHlLdPzCCEj5UGenVdQG0vagxbwYgI/SOTVsXesQf4d4pR4StgNjae+c1cas02SwpJCVqGfBaQ2Z/wDyA3frUbqrdpkm4T4o7pVkfbv9aCqm/eLgX+LSUhJKkoSXD7AQM/fvVkXD7re9Dr6Qe34cH91UDurWlsrataQlQwYgfeja1dhbe9BScTJ4oJ2G7hzKtQUmO3hQR8+1Wk7wgw8l0DkhIMfaq7KkrSFNuoSCJM9qmVZ3TnnRdhCuOB+9AQcSDlYJ/ai3jAmfcUDdp/Jdv71RhUAfpUv4WxaiLjbJ7q9qBeIkYJpeIk+UGkq2bKNyH0qPuqoVW1s434q1AJmPPge9BIIVgn6GnCTJHJ9KrLsn25Ns/k8ZJAqEXWosrH41hJEZU3I/eg0Dkc/WkJiTUKbxi4wlwAH1xUqlDiQaBFIIxzQLEYo5IxFCoiJOO1ACwTmozxUiz6GhJIPlNAwXGM/PtT7zODQYI2q+1IQBtBgDvQHuIk5pFRWMY+dR+YnCjEREc+9GgLjNA+2eFRBB+dOBESOKUcE5IpyZoGExIp5NNkGJoVKIVk0CJ84V3pwohOO+ajVu3CBRBRCQCMxQJSiDEkUCionBz60ZTv8ApzT7KAAmPMnBpwAknNEJBihV8poDBSkTTk8e9RBQ/KR7VJlPlidtAikxIpoUYweOaIqIAkiP1pvLMpiaBJxTlSRgfvTSJ5pJSO9A8HBowsgAetCOfUUSQVGTzOKA0zwafApR6c05kDPNAts5pGZzTgmOKGSSfSgdQAACe/NMo4pExAFPG4cUEZSCI/X1pUS5jEUqDXVA71CRJxPt/n3qdRMGe5qLAJoBAIyRB96QncFETHb1p4ntSCjQMQRKeZzToASZ70id2aRntQMQR+U5pEkGDThPrTKMDigExJI9M/Ko1FJwDUhWmJIj5ULfmO70oE2kDtRkK/KFH1pBMGRgnn3oxPEkeooBGFwPQGjUAj8pMmlBQQrdPrQkGI9YoI1JkEjvzTCANy+KNaewFOgBSYVQMkboV6UyVAbpSTGaRCUgwkTTbZGe9AsqkmmCiB7U4lPBFKZVkCgSVAoJUBA9KZUHApAASqhUpQEIE+/agfynB7UlAHvSaRA3qMqPenCoNAFCeCmcc0ZlSpqMgpWXCRAEGTxQIRvB3R7GrDRG0mJ7Vmq1S1RJcUrZEyltSh+gqa1v7S7Ictblt4JwrYqYPpQXgoGcRReIgVD4gIkHHrSKoErPl70FjxPPu9qmSAc5NZJ1zSWXV26r1gvIG4tpWCqPlTNdRafeNluzuUlZwAex9xQbREJnbHzoHFBAClYPMVUcur1oNtrtVErgAtRt45J9Ko733btTLxUjbCFNpOBOQqe/eg0F3aFJKiNvzGayHdWfdvBaJdU0sSNqW9xiMmTAHzrUPhtJfU4iQgSPmBP9q52zd/h3F8lwuuuLgkiTPZA+hH3oLb7Fw+VLTfvM7RtB8SUz6wO1YS7rVQUs6dqfjBjyLW42VbiT7H3rob60WizTpiXSHrkFbi9x8o5I9uY+/pVJtNsy05aWjCW7a3QCtY/MqcJA9yf0k0E9hcXDjBF434TqJ3Qkwf8ABRsl11h3W9Ruf9P0m2UUqUEy4/APlQZwfU5jjmqmif6k3qitDUhxtpy2D+oXSypz8OyPysJJPlWoQVKPE+xrWv70v3FtcO2KVKAS3penE7UsMgQl9fqYEgH50Fe4SzcW7TutsqsdPIJsNGYB8R3MhbkZHaSagdeu71hFmVGysEAbLS0GxMnmT3qy2whLoS2pb7yoTvW4VKXnkk5ias3j9rpWnLvFp8VQOxCU5LzijASmewzJ9BPpQUhYCzttzaUMNAxClARUbl8w0sMW3/cPkZUgbgnuZjj61y2o3N3qiBqPUN06i33BpNs0UlbqiZDaAfKlOJJV6EmsDWb661W6/wBJ6ftg28hsbLK1dIS2ngKWqIJJPKvoO1B1n/1PbOPbGytZVBBA3AieZFX2L20fBP4hAIwRPFcrouha2wVC8vLIIUUnalZCknM7jH19OcV1GlWum3VyhxlYdQD/ABHAAUjHYDnj9RQA/pFteKL6ElbkY3cEe9Mmw8Jw+JcY2pATsnbjOBittxmy8Pe4+tKJ8o3kSO3bioTqPT7Cdji20ISkJTsBwYoMpVut1O1tbikxOPL7VJ+B1Iqlu88FPMFIUSPnNa9rf6BcqS2wtDi1EADad0ntFW7q2ebCC7ol0ElQUlXgkDHegxQjUEqHjJQ4BwUVK8UqQUuNpBPKVDirT2pW9udirdZM8BOfrTI1W1WYU1wYjYeaDNc0phQPhpUgHgpOJqAovWSpCrp1TROMbh9RyK3kapZOYLKkx3KMCpgqweUNpBESD6mgxkq1II3Wj4uEyCDuAJ9gKtpu74rKdRsXGTEytBgfXihcsLZXntSpp1RBJCyMj24NWbe9urM+E+4FIOJ4Me8SDmgoOMW6vOyjJ9Rigm4bUrwVFfqhaT+ldC2dPuUq3JSCvnaAJ+VVLvRVJR4luEuACYODQZrd+jytuNraUeyhj71YMLRO4fearqaP/jumIA4n19qrKt32177clQOCme3tGKDRkEZFASntVRq9SVJaeK23D2cEfarglSRQDBUomKeEkQfWaKTNIoEYoAwmn88ftTK8sd5pxgSaBwDxRSBIifnQGcU26TH9aAgSTmhUIEntUiYkUSSFJClTJ7UEewqpkggwakxHH0FOEjbJoAKjMEAU0EZpYnFPOcAmfSgETNOkhOScUlN00mAaBgoFcYmikjKuKdRJyKGTQPM4PFMRzHH9O9IiKLaI5FAyQn1kHvRlJjFCmBzmjBBFAKfKACJozJggERSgKxFPB2wKAgTRbk96jBUnyjijyYoCMKQUp5NMf/xIp92An0NLdPYCgHaSRTkKGBFLy7pmmVJOKAFg8UqfapZiYilQbLiQTE96iMGSBzUywZn0qAqVG2aBEkEhMc4mnCZJAoFghQQeJqTeDMd6ADgwe/FOJ9aIAHnNMYkH3igZRhUTQzMj7UWIkcelAOeOaAFgER3mkgFAA7k0akAiIxMx706Ad1BIgY8wpwgzMU6txFOCQUpPc0ARiCM08AjHamJyT6ikCeaAFqMgd6SUwqVcU8wsKUJAOfWnWtPAoBUklJj1ptvvT7sT2pAycExnvQRqSQZHFLAEmafcJg8UKiJmgRJI9jxUZifNMe1SGCAlPIzQ7ROfpQEFgYFCo5kpPrT7UnMSRxWH1JrC7RCLK3WQ85/8eB/egK91wh1y209oOrZHndWdrSfmr19q5u76qW8lbP45zxACFBpuUfeJI+oq3aaHf6iwiyu5atFSsNJVAUfVxXJPOOK1rHpbT7JBSlDSyk8qT5Pt3oObtuoL5akIVqFxZqUCqXWAWwJ5IwSPke9S2usf6jdpt7920U8uQxe2BKVSeJSZIPsZB966QaKm7t0tXKrRxbZJTtZJA9oVWU/olxYLDLht7gD8jLgKAnMjYrO0+3HtQHaaxqKbprSNSusplXjhsfxEAYnsM9xPyrZtrM+GoMao6tTkqBWsbeBgCPrXMa8w85bN6nboc8W0VDqSYWkfzDPNPp2qO27CL+fxGnvKB3Jypon2n8tBvo0pWnL/ABtxZhe9PneaT5ue45+1aKNF0bVR+JtkMIfA/huJxkTG6O0mDRaXdOeEltLiHWHUnw1JIwrOJ+h+1arOnt7S/pm1LoIURxuAPf0/5oC0xC0oFjfI/is+ZtRiFAjHsaoqsUnVwttY87akKOOe31rdceacYC/whCms7pgojJB9e5qunTnWnXkvOiUuB5KuABEK+fagzNUt1eCloKKVOqTuJHAMVGrTrU6mzbtNBDQIdKR29P2q31Q8i38BxCDClMykckbojHyq4hCfEdcIlawhvdPGTx74oM65tHHVrKgdz3JPZP8Ac/1qsbFpjUm9Nn+Ik/iLlPZCtsAR7BP6GuhtEb3LrUFtSzptuu8emCE7DAn/APVFc7pv/dP32oPqSty4ZC04BAkgc/Ld9/rQBaqYt7Jd1cb1OX7i7hSDJKwcIBnAHefSotNtnC45cvLUHXMFZO7agdh/nrU10s3TwG0DeAhAHYCrSLYqVb6W2tKTcLShSifypnJPyzQKxtFvu720Qp8EgqH/AI2gYUr2ByPkDXnPU3Un/wBRdTvM6e5bs6TYIKG1qJUEhIG5ZA7q5+wHauz+IHUdroHS9xfB/wABWsXA06zgiW2YABH/AOnP3rxDV9QtNF0Gy0ayfWxc36zd3S2yN6GwpIbR7YG4jP5hQT33UV5qN281plyLa1tD4DlxtB2SZITz5jB3Kg5MCMVtaFfO2+iePpzCmLVSgPHUAHniBlSj3mY/ya4/pnRmtX1D8NcsbbaS6sKKobRME8RkxS6m6qslX6NLafdZsGQEJKJ8yAoAnaMkk4+XzoN6x6otw67+PWbponaAFbUxP5yZkCIMn0rr9He1q50guWlv+HcS0QhLqwG0JkEKO2YmTE57n35/oP4bvasl3VNYZFhpZlKLYiHHUBQKSs8pHlGO816Neq0JFsq3QgMNkSsMp2EiNoE/1oOdZ0S4vX/GvteuXkNO70tpegk9t+PrAj3rUYtnWQ4lbyXAFlTcpEgdwY5qBhXSVupRFu2FI/MVrlX6kmass33TqlQz4KQZTsJBk98A0Gppero0x5NxasNG5SJQ4poKKD6iT2qG8vru4d8des3fjOHG24KAfoe9RovdHWPDlsKGScU7tu2pBUhYKFCQUnByO3H0xQWBqV+00E37t2+mRIWUu/TIFW2Tol694SfCS5E7Ey2sH5GJ+lc2tOqWzBTb3JDYOAhRQD805AFV2Nc1K0c2a3oQcZUZS7bqAKU+pHf54oO2/wBBZLZFs4d5z5zhR+dZ91p71m/Nw2Wyk+Uk4j2NXNC12wvmwq2uSpKc+GpJS4PWQa6B8W+oWux5kKJ/Krk+9BxsLJIUsknPPaiCXGkbmzuGZBzWjqGlA27ZsAG3UqG8gkhSYOdsGqSUXLagfAQ8ngqQf6Ggr7iRJ8ixnOBVi0vn2MOKKkziTxTlVncqFuVBC0/mSoQqhXpz7eJJMTH/ADQXHDYakjbctgq7EEyKov6NeNHdZOeOj/YcKFRqLrAKVSlXvzU9rfutnbJUPQ8UGe80y9IebCVJ7EZSf61X8O4YUCy4UZwYlP1B/pXRB601EeG+nYsQEkYINV7nRtoC2x4kGeM/agzrXUPGX4D7Xhv8AThUdwe/9KtJM8VRurMOoLTsggykhW0pPsaVndOeJ+FuSjxuQoYCx6j39aC6YCjIpjkUlFCiRJj2E06cnBoGBMU0SqQJogBxRJSkwDQDsP8Atg/OiIKjCoHyp8A4oCCVZoEVQY9KPduTih2gDFMMCAaBBOackJEA0JWEifeluBJoEkyDHrSwcRApiqOEk0gTFAZwYJ4pu+OKBRJ+tOkxg0DyKQCdwHanAETTp9T6UCARv2ASYmjSEnANAn/cCJ9zH61KgCJigdRAEAUEq+VEoU4EjNA/fmnI96EkHj7UiSAKAgM8U0jiM0kk80StsyKAYBFIye9ORiaFQMyPSgYg80qcAClQbbhIk1AMqKoAx6c1I4VHE1H+XJNAKgN3mPNOhMJimTKszzipcSfnigEpEZV9KEJzginWmSYp0JiZPagYj60wAyO9FG0zQ7Vbt0CDQIoKuIpNpgwfSj7eURQCCeaAgqFbZpFeYmm3HIjPE0ZSBwaCNIgk+0URAIBpBChuJKTJwI4FKDFAwCTmgWcxTiQY7U8mZCc/OgFJjvim2xJPcUXEJI4mKBSpMUAbhu8OMHuRmkjAgmadQzI5puUzEE0CKQPMnmhUqQDHmnPyogTsGc00AdqCO4uEstl1xUAVkfw3XHdWugiZkFWcD2+1R9Sld7cWWl27m1Trm9Zg4SKw+rtUgJ0+2UkN25/jlKgCYHH+f1oLzvVFoy67d3niN29uT/8ArI/fniuePxOttQ1NNkrxmpIKEKIGDgEZgzIrxvrTqnW9Y1JNlpbhtLFkwEkTJGN0+hMGs3Vul9Xsm7fULl3UQp0A+M6oeHkBQIieKD6k0tx5spvrW6eWy8gK2LRiD39U/at9Ztb5rwrhkJKhJSTke6a8i+EPWbnUdu90xf3I/wBatANxCifGQJ849T647zXrVrbG+tUNPkNvNxwf5vX7igq3OnptlEty4w6AFbuB2+siuBvtMu+m9RU5YE/hbtwKDcSnef5Y7TGPnFejG98C6d0u6TEHCjwoVTvLG3uUKsX0BbNx5QSYhXY/eIoMfpfX2dPfZU2yp2xddh9pRk27g9O4En6V6YbVNpfC4aBesb6XLVaeOJU37EV5LeaXf6bdm7LgWoQHfKP4iQYlXv716J0Fq1vqGnu9N3j5LNwP4KsjwnAZSfX/AIFB171si/Qt9lvadqEutwDkgyf0NZjykoWlxSgrcA3niOxq9oxurNS7e+A/HWY2XKU5LjUYWB3MSfmKy9YW2w662ASgrUB7L/mH6gj2NBS1VPjuW4WuClYTJ4ABn9/3ow8kXVq2glXiKWuQkiYJTMfMGhbIdUlwlO0pBAVzIOfn/L96jcgGxWTtWm3CAYzO9c/XigrP37zfTN1p6IC9SU2wtc5DYJUofImP0qsu1Tp+lBDIISuEAk5IQOD7Z/WolIQ9+EZQ6lQSpaztWDvMxj5RUvVe5mxYZZCgpTHiCDmFL2z/AP0UEunstNtKuFwAlASnGBMTP6UNvFyu5unArw2UeEBGCVHj7BVWL0psmW7PBW22FOj0JyR9CSPpUOmNLVahsKhBvE9/93JP0GPrQeV/HDXWnNdsNLU7DVgwPLH/ANxUiR7g/vXlLDlzrOq3l2+lJU8Ww2naCQDkZx/KDXX/ABFLmo9WOX4dUUXFs4tuPmoAH271gM27zGq2zRYjfabSo4mQBjM8D60G++tfTfRLmpLlm71FAShPdKMn3xFcf8N9Ob1XqR/X9RRvbsFiLQAq8R2PIBJ7EA11/wAQHDcIGmMoUtLDbQAEEAwcx/8AlQdOoY6V0aztQ2C6lh+4UY8xVIkn5UHpw129t9MLNw42HX3lKShI/wDEDAAHqRHPEk1QtNJ1nUn1HTtKRcJ/MXn3FRJEwQAQJ9AJz86y+kFq6nub556/NvZ6YptLgCPO6o9pP5QNqp75EetZPxQ+Otj0U3/ofT9mzc3aW4LLhPhNDsXACCScEJEdiTmg9AZ6Ofum1f6jqGntHIUm2YLo49SoekcdqwdR+Ht9avIuNMaY8NIw424UupIMzt47evYV85XPx6+Jl44bh7q69SFCAyy8WW0j2Q3tFd10H/1I36Vs2PVFyvYlQBdcV4gVxyVSofQx7UHpLt/1TYpLVxaNXCUqMl5IBGDBJHee1Tab1Q4yS3d26gqQdrftnE11tlq2g9UsNv2ZQl0pCkBCpKpzIPHYVia9YqtZF6yhTavyONiCM4B98CgvWz6dSAf0m+Q26ogrZcSdpHvORSWNR03xHSwkbjuW1MogwSQR9awdJUrTn9yVKdJmDMnP9a67TbhJUEJUkg//AGyqI+X68YoKqG9K1RtKmkBDoSCDt7+1aVnf6xpCA0t43bbeP4h84+vOBWPrtmbBRuS2tsLSdriB5DH8qhylXvxUtndpuFNoTcQ+E7hJkfL34oOttNQtdQZbeZ8Ru6bO1xuMAECDMycyMCicsF3TpUgqZeSrduSJB9iK5ZWpNM3CBcNONOpyFxA+4/aul0zVfxChuUEr7wZx3oBuLRi7QLa/s0biqUqBmMmCDyDxWZdt6lon8VsLvbVBlcZcSn1iMx7V0yyi4SQpGwjsPT1qi+VtK3ISVgwB7fSgz2dR07U2CtpaVpJHlgyAe+cion9PISXbVW9PEHn6UGraOxcriticalloxCbo8o/kd9Z9DWfa6g9crQ05NtdW6hut1K5/45yMUBqf8HyXKNoEjcREelXWNRfYSAtJWkjnv/wA0zT9vqLz1tcsFtaOCo+ZQ9fes65a1DS0/ircB9hWVJRJUlPrH9KDeULXUWRvIBPChyKx7ywdYUErT5d25DgzHtxUVm/b3u2+sXJWUyQOD7Hv2rYtr1S2Nl6yraobV4MfQmgykOFxICxlGD7f5NTgSIFPe2RtSLpk+IwR+YHsfWmCkwFDg5mgkSMRSzMUMqnApbzuAoCCVTBEe9MUZkEVJONpGKYwOBQRlJINMMZINSJHtzTQZgigiIg+X8valOIo1JgZ7cVDiaAifLM05Vgc4oSkqHFNHoaAyZApzCjjv/agCpMelGgblgkYFA6Dj6xReHu7inS2AM5pxzQJDe0kYyKlERFAFGeJHtSBkxQOoxjmf0pAQkD+lODPAmkNx5A+lAwSIk8mnSCKU+1GOAE0ApGIIp0wcelIg9jTmUkdpoFgSKYEDhIGewoiIVJOIoDJ4oFIHBilTKHZOKVBqE7pgxB/emwee1ClRMkg7iSTTAKCqCQAc+X606TtSSo+ak2oCQokzScgEn39aBio+YHkdhTJV5ZiKdsAq3AAYpzu7fvQPt9TQpIOaJR2mPWh2E5PfFAlQRIJpzAPFCtaQSM+vFPunkigKAlQIMU60wJTBqMIIVuOMd6ImBwfl3oGBxM0gcEzxSInFKQMGgFKpEwKRkGYkUm/SkAUnzqAHzoBWsFYKRiO9CICt3ejWAcgjNRxtVmgSpV2ptpiCMUsFRg04nHtQMoCMfmqNTgSJVTjyqJPczVa7dQ3buOKUAAkn9KDnL+8aTqr7xla0teGkR+XPavM+vrt22UNLs2y64pIdfUkSSVExMcD/AIrsNZ1r8O0HFrQ67cuENoKwmDAGJ9/WvPuqEtJeLK7sMvOEKvHVHeSqMJHsJ4oMDTdFYuXilm8bFxIDrb2QpskDck/MjE4BFe26Xoej60xaadqds4s2q1J27sAHCYPpMfQ815eu3sbnSdNtumLEf6rbLDyHCo/94IlaACIGBjPavbLBlxzSW78MlDjRDikqTBCSOCO0GftQeF9cdOan8M+srLXtE8bwmlh23cCSSlBP5CRkiMR7n6fRXT+qW2v2trqtopBD6EukJP5ZAMfLPPrWV1rorXUuhApCS63IbKpjdEQfY4H2rkel9V1DpLTGnmWPFRproauWTH/hKj6HkYPyoPWNW0m31FJfcO1eFJ2nzA8fuDWM634ADVwtKkBWzdHMnH1/euneeDrTd7anyuJC0hSeUkDBHrBrF1m3YWd7at6QAQg8D0n3kUEabNu7a8ALK3EIB8xJKhyY+WKz7aze0y8DzUtodWNpBI8NXpHz4+1XtN3BG1aiCFS2SPNM9vXFa71n+MaKXGx46fzI4CyMkgjvQaFxqbztvp/VNu6Tc6cE21+QZCmSR5/eDBP0pdRDx71m6YJUxeAFoEzsdSACj6jj2IrO6dvlae/dWL6dzdy2W1hSceaQZHHv9DRWdrctpd6eun0u58S0dByk4KFf/wCv09qCDT7cP7bhppMOCFqUknyETj0OU/tWgtgBxobkhbTpUUn0yY/aqmjqX+HStCtni7llRP5VQQsfSf2q0CXX3HScrXvmf/yJ+ggUGWzYMM6k2goSQ1apCCkAGVK/TvNaHUAGoag6ooQhhlttppCRkjEAnvEkz6zUDMDc8oQISADySBz+9A5dLdC3HQEuFzzATwFkAfQRQUNWeZIcfTuAWtKUJGOZVE/IZolKVa6apwOAOK3OtD/5KO1P081Z2uuOF1q3BHhIcecVAncRhI+01DqDrj9qylhBUtKiEDdyQkkD9eKDy/U7a4F7b3SjCbdGyTypJVECfnVN60du+ozaoQ3vYaSpKgQcBQI/SRXW6hpziNNDhQU4Wn0I/iyPr7Vyuol/T+rEPlufGSCFCASMT9YFBX1pTdzrTDzkhpxlbQITMOJV6DMjdWHfagt922KUuJIKg4QYBBCZ+WYmtvVwuyv1uJcCm7a88YDnyKQQQM45ntWa7pN28+poNjapcgFR2kqHM8+/0oN/QNRvNM6L6k1xlnxS289cFEj+IoJQG0z/ALdyz9Jr54udE1fUluapeOLVcPrLi5yVFRyf1r3+xTetaRdaQ2gotLpsN3CV5IIPmAPpgZ9q47qbRS8kN6fcFAt0EQkiY/8AlPvQePX1k+04VKQhWZ/hjAqopsKBKSPQjvXoV90uu3WopdaaSQJJgpMkSJrn9R0YM7i80Wl8JUkgoVA9vWgu9E/EDWelXAli9cLIVltaipP27cdq+j+gvihpXWn/APDLxbZfABKFHzekj1Hvz+9fIzrSmiNwieDGKv6RrF9pd4ze6fcuMvt5BSTP6f1oPsa5057TlKctnEqYkbSkTt9v+an07UkJeFncApKlgpcVxuxXA/DX4uMa60my1VTbT+wBYVCQtWcj/iu6uw06hu7s3UXFq+kLS62qQDH6j9v2DbXrq9KK2tWZLtosQXNswT/SoLnpezuwnVemrpCuVISFSmT27kCorK5/HMKsL4blFEoUoc4/L+1UrZd1pF2Qh1xpCVBSm0mUKGft70F1N+txJ07XLZLRBAQexHz+lMpi+09BctXUPNJVuAXJUn1iPrWh+Ks9WYeVdNpQ0CJJV+Unt6j6etCGHbEHwip63VEZ3KTz+lBq6Jrjd82Gi4N857FP3raQtBWW3lZwUrjHFcS7asuPC7afLDgwo9lD0Oa17PWEtD8NfSCrKXP5U/WcUGteMkOru7bYHHI3+WAYPtwT9aytV0xrWbZXhQxeI3JaeKQChQ5jH39RNaqHnGB4L8KQvKVgcz2mmdTKSoAlYI/Sg4wuG5A0nVFKaumztbeGN3fB4+YqWw1S90q7/Bakd9qE7G3EpPHbdWtrOkNalZqSpBbuCStpQJTKs5B+lcuzevMk2WogrJV/CdVJJ9yT8v0oNG60EO3AvunrpDC0glxnHhuHBE/r96HT9XZ1Bw2Fyl62fBI2rbUncU+mKo22uJ09cJKYSIPoRHIrUQ/pvUVopxSA0/8AkQ6RBTkEY9JAoLzFw9bOBm4SFsq/MCZnmT7GjftkW58W3O+2c4j/AO2aqouDp1m2xqxlRBb3J8wVzBB7/uKssv8A4eVNqSthQhSSZChQCkEATz3oilM7grvTrZQdrjTgLKh5SD39DSCPTFAaU7jMgYpECnEn09KbvIoGJgYpJPekcc0ylkCaBGCDUe0RP6USyDQkkY2g0CPlFRkRxRKJImJB96YwfWgZIKTMwTxThRHImmCZGKITNAaD6k0cxHpUZPGB8+9FJ78UBiJp4hWKFIT3pwUmIPHNAe0pGP3oQD70RzEUhKpA9ce9AjFOkwaeE8DtTjJAg5oE2ZJ4plmDPakDiY5pJmYHBGaAlc5MUK4GQZp1JJoVGeO1AsHmlQExiaVBsJT7ciRQiZPlx60ZUpII7c0wJwPWgEZVmiVAP6UtsZ96cgEnzTABxQMlJBmKUDuJpBU0kkEwRP1oFBVmI+tMpJij7wKESoQfWaBiQkH3EUCQlJpL5kdjTJUtZlSTxxQGV8CiySFCZkUH0zRggGCaBlE0MqMynFOUqUdw4pwkASZ5oI5S2kqnJzFIhJERRQkmYGO/ehW5uj70CJnHAFCpO5ZWeDS3E47UtwIIPagBc+sSKYEgZp1LUoAGIHtTciPSgBR7isvqO5RbaQ6Vx/EGwfMitQyK5fqU/wCoXzOleKlLav4jh/2pTzn7UHJ6jp+oJDd7CF3H4dZYQ4U7En824zxEfeK8J1TWn31POvPKWpRKW0A8HseMfSvp646fe1m0WGm22l3DQYLi8patp8yiPU8/YV87dXaNoqesXbTph25cs2kIQl595J3LE71AAQB7UF3pbWNY0npxz8GlD1y2tLhXsBWyjdOFdj65r3X4TdXL6k098aiAm4UJWgogAz2GfevE9KZtdLY/FXa0tW78tiRBcUZII+UcfKuj+FXUTNrqjT6SgNuXJtF7DBIIML2+kmOINB7iUjTH3rO7MWVzKZUcCe/tTWXTgb1Ry5faS428goIIncZBCq1FWzWpMi0cQQUpJAXjEZBn6g1YsHkoaFmQQllICTBlSe0Gg01BDumShKQ4wDuSP50T+4/WDXMv3SHZftUF2EbQkHyqBP5c+9abjqm0qlQ2KGe4kQQfbNY12FWbyvDWXPGO9QH8pnJ9h/Wglt25Wh9Ly0oSCYJGDIMHH+ZrfQlLocDqiEJIUBwdw4j9q5pDrKLwOIClNAhakg8f3refuhb2ir1tlxSFAqSnmcjHt3oJ/CSlCkOMguuQqZzPMfeq6HHLlCHHGgh+xUVJAVO4T2/errCm3miFzhopH+4Kjyn+5rKuzqDFyhhQSdqMOFCYSoDJI/mBJ+fNBct0goUEhIQ8XXUAgAjdykfXNBZOBRSVLTCipr5Apx9jP6VpWrHjNrsgB+IbSXWhP84Ex9QCPtXMm/YbvfDC4bW6lSAR2IJHz5j6UE6Xrj8O8p4AuJJkevOKqhyLFTg3QVkkER39qvW7ZXcXiN25K17kg8ieaoeM25Zu26clpSkT6QZH9PvQZupS7fP7F48ZS+O0zT+OdrFulw+C06XVJGJWExnvEH9aynNURZu3Tb53LS4uBngmRn61Qb1i88ddv4O5uTtMZEiKCzeseJoCghR8qDjnb3/pWDq+mC/RbPsvKbuGEAoV6rAyDWwXXkb7ZGxSXBkRJkn/AN1UUgvFag7tKDCgAT8xQc1e6fd3ahc3RacUlvapMGD249sfaiRZ3QbRsWla04KgSJHzrces5KQlElPB7H51IzpyiouulASvCYBwnvQYL1o+8j+C44lY/wBvH2rJf0RRaIcXLpTKlFuZxj513YsEJSUhQ3TkHvOMCmudNJt9qdoUAd2J+XNB5bcaaylAYdW62HYKgoBSCZiMn+grldY0NaEPOW7jamm4QEqgKOTOJ4gdq9d1Tp9Lh3KaQohXrBj5+mTXE6zpS2Xytho7duFhGfl+tB5JqGmqLgKAlIjcDyfes161HipLA8N0TvST6V6JqWnJWU/wU+UHAVIk9iK5/VtHDRC0DcZjHI5x60GBp+oL0+9S8fKpKhPrX0d8IutdG1GyRpa3vDeQzIZP/jWAQN4xE48w9/evnm4sWrtpaW58VGAD+bcP35o9A1m+6evmLlpawthYWkA/zA/se9B9h6m/ZaO41c3DqUIuXUtAzELOAR7Hn71cLSdRsvI+lSm8FJzImD9Qa5DpDqzTeuOnlN6k0l0PNeHcNKP/AIxAzJnAwQexq705dPdM6qnQ9SuFLbdG+1eWoKS82eAI5I70HR/6WpKFXLDgSXUkKRsH2j51WdurnQleInxHbNaj/C2lRaPbJkx29K3VtuMq8a1ISVEFTKj5V45H6ZokuWlwSpKDLflKP5kT6+o/SgymtQ02/SFMXCZXOCJg+mO9J5haE7kR6ONknac/1qjqfTD1q6q90ZwBIlRbSBgDk+/b71U07qJ5pQYvUkqTO9BIJEe8+lB1ljrDYH4R8EISoJT/ALkSf/8AEevtWoxeW5bC23Q6lzIKeCO5+lcuDZ3agUFKoO9JTyJ9aF97VLNTiULSGCSokYIwMfKB8qDq7lKlLQ8tayWwUpSVEgDtA7fSsbW9IY1VkqCIuAQUqI5M0Wn9RMXjotH0hp3OxJVO/wBx65njtFW7hDiEl1JkgiE+o9j60Hmd1Zv21wG3ICtgDc8GfUf5zTWGortVeE8pTbyVQUKyVR6V297Z2+rtOKaA8RlG1WBIOTBHyrjNX0pxTe5TZC2oKdsdgf8Aig7PS9ZY1BtFvcMJdQrKgoTwKpXun6hom68s3lXGnLypJ8xak9+/H0xXH6ZqN7abELK3gAFFH5ViefnXc6DfW1+0bd9fjIJkBRPlx+VVBPYakw6grQve0sZSUwI9QPWreFSUGQeKzrzRVWSlXuhNqWkAB5jxefdH6496htNSS6jwmz5+Smcx/wC6DZTtP5TTSAagaeP5VCCRI96kVKimOO9AlKg0ioEhAyeaZatpIHamQQOOfWgZac4pGYnvFEr1oScgUA7jxSIz696W30ogMk0Azt4xSKsU20mc0UE4oHo0+YQe9RkH1pAmcyIoJdowUmlGfamBBgenpRFII/NPyoJUxtg80wEGmxEzmliMmgII7zT7jPOaYgHBpQAcUBQCPSmj0NIwBmnTHNAxnFCSO1EojdzmkSEj50Eakp/mmlRzilQbCkgVHkd6mUEkeYTQFAmR9qBhJEk8Uo8uABTH8wHpTjmFDFA2ZAkUh3ilAJM04hPE/Wgbyj+Yn6VGXBugGiJMn0io/WaBZnd2okKimCinEUsigImFUgJVNMCCrNOFRO0UDHaDOfvNOZ4iKQI3DcKYntQJRxAoAnJMAxTnbxJHyFOlQgwcmgjK5UMQIimCPNRQJO6lIElJx+1BGsEk0y4B8vJEmiJgwDPvUZV/MARmCfWgrai+q1tHLhDSnFNpJCEiSTXL9P6erUrt1y5bDiHRtc3CTnOz9/tXSaw/4VmoJMrc/hpHqTipNKs2NHtNi3AkMo8RxziTgkx+n0oOA+MPVj+h6YNC0QgXuoJ8JTgx4LWNx9pEAV5XoXTynHWbi+3NIWneXSiSsnmB6c10tvZu9e9av6q4wDbNOE5JGxsYQB2yqJ+VdN15e2/TnSql2wCW0RbWjacKdePKp9EjJ/5oPE+sX77WNfFkWU21hpp8JCUEGY7mOSRE/ICtDT3nEajZNWLxbaZkKQMJGR2ESalRoLxabbiXbsqSlR7Rla8cgZHzmrul9GO6NoVzr2s3/gG6uktaY0Bu/EQo73J7IAxPc4HFB9GaDra9V09m5bXtumEI8UqyFGANwPeYg1q3i7h23F1p4hQO4ycgjnH+c15t0jfPWLTP8QLWUYSPyuIg+U+4kV6JaXhW0HrVKodSdoIAJjH3H6j6UFBGrG4SLddwEvtAkpkEDjMD+Uz96tEqdZRaXLhOzzNlPCjtEkj0+dVNRt2G7pd0yQXEiS2k4UD3+Xy4rKu9cbaebW1alYkbt6oHvH0OKDRfWzouVLUlpw7uJCQSZ/8A0xz6Cuh025UyA04vx7Z9YU2pKZ2HuCeIMmPpWBp2uaJqiEWsrncUFLu0KTz6GOKtM29xo4DaFG4YHnCTkDMgDP7TQbeouKtULU06Qz521KkkAf7eJ2nMdx+7L1C2uFJRdOllUbU78Bz29yeay9btjeBKQlbbpEEAnaYzM8Vgo1J+3uJ1NkuIjZCvyjPceozB9zQdim9Qw4y8iLd22WQ8Vkj+GCTj1Hv2rC6ht0M3bT1k628kKKwgLghJ8ycekyKqtaowlBWbhxxZI3NOCQUk5EntVe1twkbGUhDKD/D9QJmKCzpWpvC+CLhSgXEwBHMA1hO3D2mazdobO5D6yVAKPf8Arz+lay9PbgFRAMzIGZqs9aAPbnCAB7TQZF+0i4ddyYWlIIiMAQf2FFb2yrdCXA2olQkjJyf6VfeYbSkwkHdyaZKggJAAweKBMN7k7vOk/wD4io37cIWrw0YOOP1q6haVI2pAntimBkYgz+bHegz27RX5yRBz5qnUlDcJUZxGBVsoCmtpAhMZqndM/lQFYQD9c8fagstIQZBEE4MgUltAoKtsnHt/6qq1I8sGRyRxVkOgIKo2k5oKN80YVISmfQzNYF7pzTjOxR/OfMJyPWupcdZX+YSeQY71RvGmioknIEZPeg881PQLW5SW3WtqkeXMAlIOK43WNCcbJUVKDazsSRkZ5jOflXrF9aB9sEGPRXEisW605m7aRaONxA3IWUAgKGO9B4y7YOXylJSpLd5bjbgbd6U4iB3/AFqm5bW154Yet1NrSSBtIBweT967S50923vFvOlLZQ5uSvaNqhOe3uKxtbt0F4rUsJK/M5CcFXAM9iP1FBt/DbWh05dveKsfxIG1OCpPcxBGOfvXs97Y/wCu6aTbMh51brbjDiXAkIMAbkdoJ2yMYg9q+ddKt71Lqyh9SAoENrI8qlZhJPY8RXqnwx62VdOnSdZeDe1QQyspI2OeivScwOJPORQeg9KdVWrrDum9QOoZuLTBckQFSQVg/wC31PAg9q629sStlIeJauECW3Bia826u0lyzcV1Pa37hdZSgPpBAS2IKdw7kZEjnM9q2Ph91vZbGOnOoNTXtfWUaa+7AVBGGlE8iQQk+4FB29qu4Q3JUhagTIb/ACxx34/as7UuntMv5CbZKXEkkjGecxHNXLm3Uy+dpILZ/LwQYp7bUbdz/t7obXVL2JcQDPE8cd6DhHbLUNBcSkpccCJCSkHckTP+c1ctOqmQot3C0yFbYWiCe2f7V2+oaYl9G1Sw4BgOJOR6CuV1bp5CWCpxKlEmQ4gZz3I9aBlWlhqqxdaa4hm5bIUNvJPuK2NO1W8W6hOohQdBUhKgIQpP+6JifUfauIXY3umKC2bkq7mDwPWrlj1G82tDd3buPIPqASI9jk5z9KDtHLdu+KnbJ1SHWxKkokGeIIiqa20XlwLLUGVNOBOwQmG1juR6mobbWNP1JpZtr4Wt4pA3KUn5Exg+latq0u+YUm8LRSmEpUnJViSoxx96Dkdc6VcQ6XrdG0kwFxIKO0j/AA1n2F1c2L+x9CWjgBSTKVV35uHGiu2C/FStJxHmAHcA81l6vpjly2h+yt0KKkZQpOSP0z+tBHp+rBBw4VjvtPFSajp9vqb3+oaO603fIT/EbCv/ACwciPWIrDQVWDhQ9bqYdU2XFICZgYgn3q+halJ/E26wHuErQPT/AA0Etu6bppTTg2OpMCUwUq9PlRs6g4y8GLnakHAPGaF91y8eQ80gouEkeIkDkAfmH6/pQXTLWpW607j47UHcP5u+KDYWJEhP3qIqUkTAArM0nUz4wsLtQDnDahw57fOtN3kkcUDFRVyQYMU6D5QTMxUe5KU5PJp0KMTFBKDJJ9TT94JoCrG6IokglWaByEo/LEHkGhKpTAAFJSQVRJn5UKEKJIVHPagdBSefNHr2oie5plApgxgmpADPlA+tAxSSIkpoiIOKYAzxgc0SQQcigcKJxtou00wI7d6LvBoHR704M5FAogRFEnHFA4ic00eYADmmXIzTg+hoHKRzifWmInI+VLbjAp0eX83FAqVI+wmlQbKuKjzM1I4oESKDaUiTQMRmaYmRNEDPm9KESTu7Rj5UCSRyaRJUOBFJQ8sHuZpEwIoBUY5FRkZwQqfQ0aiT2+9RlRB/KcegoCJKR+X70k7jM9qGMZBHzFJJBOVH60EiRGTwafgAn+YTQmQRGKOAYJMwIoGAzMUy0mNw7c0U+YH3qMyU/pQMCeQaUbTxTkJ2Sf5Vf+6jCsQKAlDcDUaYCVBSgJMCjEgSRQKOJiBMZoIyqDzTlZCYEkTMUxEjFA4ragz6UGfdH8XrttZgH+Cnx1HsPSoOqtQNp0/qi0JO8tm3EnGQRP6mp9JWp5+5vy0kqUNsE7ZSCYExg/3rntfZY1n8JpuxwLuLpLa1EkAgmSI4OBFBX+H/AEy1p2iFNvbhtzU3A4EyTCBKUf8A4giT9atdUaUnqNpen6XbtuMWrfg2viJHmcPLmeJI+wFdLfNtstqbYSQtSRbslHKED8xj2GPqaqNl6yau7pm2CVMtKVAMkKJhI/8A6hjNB51ougW+qatqGoXrirXR9LQG3XR+ZLCDBCCTG5xXA7mT2rzDrTqO46p6iW94DVvZWI8O1t2jIaaQYQj3gZ+ZJr1PX3E2UdJso2otpub9wKwu5IBgn0SCRGczXiOuf9rqNyxakrVcPlISTkSZJx2/ztQe69Cvo17pO1cS6pN22NgKshQA712ug6mylxyxvkltaTI3kgJxyB8+1eX/AAVdULa6tVuBQt1pKCCD+YZ+0V6rd2DF82CG1oWMhaTBgUF3WLe6fdCiotvoG4OJxv4g44V79xWC4GRdt2+pMtMuLVIBQS24T3EEbSe9aRvLxm0XaXXlWry+Pz5e3PFVwty4Y8N0oLk8mFJkUGFquh3WmqVfMrlreFBUAFGeVjAI96sW+r606VpYulMqQkABJ8p9gRj6Vq3N3djT3LG+tW3S4mA6nBCZ7jg1FpjSGkKSAQCJgiBQQnVdUuNjVy6oeGfzIkEelaJt/FQSt1S9/BJzT+GyRC2hHIxU6GkQEBAjOKCsjTmkQlCQByfc+tWQhDaf4ZmOwp1JP5eIAOKdRO3GKAHBuEAT6TUDjZcykTHNGrcpK0p5J3CiC07YnI5oKyrXenHHaKj/AA6EI7fMVbcUViEg+hzFAG1nlINBVSlX8hSPQkCigJ5ie+IBNTqQoAwnHf2qLaRgxgTQQPObUEskQqBxUBc8de08jMRG6p1MqW4VCQBAxxFJthX80Y4xQC0yYJSBt75n5U5twUgJSM5z6VMscJHpNLa4hMbzJ+uKCstrwwAhQWOB3qq6Ic/MJRziYq94aUAkpTtPtVYtJC4B/wD2RigoOpQqcSIABPJrGeZCfIUKG84PIkc4rafaQDOVHI2nBM1WQwFbipAIgiCff/ig5jW9KF/arZU2U+XdI5kcZH+Zry7W7O9sbhxF0w64wFHa5k7Yx5h3Fe5iyHgrUsgpmQJrgerrq2cLtu4EltaeUnI+Z7ftQee2Tr7qHBaBq4a2Q7bqEykiDt9fWPcela1ifAZ/GtPJcZUQ2hbh/KTgtOzmMYPaqlpprbj34jTH0pWlYAcOACf5VAYjt6fLiuoRo1zeBy7s7UI1O32JvNOICk3KcDckdzzkc0HpPw+65ttSZ/03VGleMklpYchwKgHCzHpwSYIxMzWN1x0v/wDTz51CwtEnRnnErbO5RVbugztEH1Hl/f189Uq/0xbOo6PZPuMFSkXDTn8iD/KDzAI+aa9i+HfXmndVaavQdfUH0vt+GlTm1JWSCNqs5V3BHPsaDZ+G3XbOu2g6f17ULZWo7ii2dn/yJB8oV/8AMDt8ua6rV9HC4MlCoG1UT9PlNeO9UfDm96W8fWNB8a809Ky6ppsKU6x7pKcqAg+4rsfh38XtN6kaa0nVLhtVwlAQ26CAFxiDmdw74oN+11Z3SrsW1+goUtSQlcmFCIEk4rXVcW6klbyg3BzIMfX0o7/TGbponYHWznaflz7GsUpv9KWULm7sySSIl5HtA/MMfPNBPeaEy6pdw2jYopITHB/vmKwL/SFIBBQImJjB9yR/Wuhtw44U3umXYKHIUoE70KzxB4PNOq+tXFOtP2ly06FhCAEgheT5ucCOc0HHK0m2ISFIBKATv9PcUabbUbREaXfOpSMpbK8SeYHA/wCa6lzTLRwq8NQUSc7DP1AP78VTVpAWZbKjtPlIkGgxm9f160dQt2xU+2lQ3HdBPGJBxW0z1dbXTpSu2uGFpTuhaT+8EVn3djqLaJ/FuJgyBtBKvrWe/ca400UJtGH87wpSoJ+Yj5UHVsCyukeIwtDjxH/kJBUO3HNVl2IY/wDC62AVRAGwyT9u4rmGtQuVbjcNBKwQFSAAc9j3qyjU3UHYu8QN2QlYBke2Zj/MUG2oXFtcJ8RJgSErx5Z9fUVXXe2ikeMyS241G7G0fKfSs5GrLumlswGnkyCCNo9sVQZv+oLF5dpfN+KwQFNOtjck5/KZGefWg1NTs/xe25snkJWmHWFJMHxAOPrFaelakNRs0uKwpJKFCM7h/SucbvUOPNsLKkhK9qS0ncQfePTP2q0lwaPqaVMrCbe4lDm4flc7n/PWg6JaPKSFRTpkSImBOKaEnzJMgiYHFOIA3RzQE2Z80QfT1qQRyvd6g9qiQcQDyamBIwST2HtQCIny04AXKRMzj3FSBJAkqJoSIzQKE8E49ZxTg7jAI+YocGIpE9x2oDKSkTyfSnBM0KFZmnSoKMjvke9AaU4k9qQUSTRRKeAaaNpBgAd80AwAYPanJgzQqyqDIHrSCpke1AYO8Z7U5kdx9KiQSBFSpkJJUIk0CSc08lXAH3pJ2kUPBICiKB0mRPrSpgJHIpUG2riNs0KjCQOalVIT5ahInKpOO1AsRB70pEcU6QkmABFMsgGBQCoiBQ+bJPpiihM96ckRFBGr5xQGAeZolAk4oVAAZoBWZ7UUQJNAVAjHaowqRAEk9vWgsIIIAnHvUkYqskg/zUSVlQEmgnIHt96BUgTTBaSYORTOLSICc5j5UDbtwMn3+dCAUmQKQKVnymfX50xJBoHWvMHigJJmO9EfWm37SIoACSMziq96stsOOIIBQkqk8VYUQJTODVXUSVWT6QJltQ9e1BR0RSk6K68ojytEkk8kJrP6Ythc6um5OVMFbkRHmCYBHymtDQ0F/R3AsIQhSVApPIkRUvTdqGGnniEnYhfI7SDP/wDRQXipt++W0EhQtUJQZAPnPmWZ7cgfSsxN42LG51G4tiVpeL/nTCVhrzgZ5HiFHarlqHl6XcXTyTuKVOmSJUVY7HHP7VmdSEMaTZaUluXHiBBEjKtxB7dkfeg841wnTdIc1K6Wo3V0VurCuSTO4mexUqPpXjFz4mo6w3b2aXFrWvy+aCkznjtXrHxjvLWzsWbBTvnQQ2IMDyzM47kmuX+EegHVdVXq1yACgbEE8kcn6UHrHQmgtaHpTSQgpedhS4NdYwTKluRtMiU1VYbDTKG870gADiccfpTlaglR3xA8pHHMUF0qDyfCUmRJjGIqJFghCwpryTyeaK32J8u4+qc8n/P2q21J+s0FVVtOHCTOPyiibZCMDFW3Y/KmmS2VZUaCJDZSkCB9afYsASc+wqYwkHPGP3/tTBac0ABJKR3PegWARhUfSaJLkqVg4MCRyImhJk0EKk5ATIPeKIICY8oFEtef4YzQLWTlRHzoCCgfy8TH1oVrkQKRckjIPvUCnAkypQAzQKFKVuJOJio94HJ5pnbttsSSM8T61nvasw2ojdndEJzQXt5A2gynmadCgTAAzxPesc6uULDSkLAVwY5PzpHUXBJ/Tig0y8PFy5gCOf8AipHH0q2pbMgdyOax/wAapzJJ4nJiKNeoEFCEmQcGTQaa3P4YBTI9uAarrUQSTyT61Am5TtC1JI7RuFO48yv+IDu9AcZoIHWxKlgqChGUq/4quEvJJUFHYAAUk/4KtDche8fl5A/3etC4ohYJPlPcd/aghUEJSEjhWYPNc11L0zY39r4qWAl1AwUgAR7nmuo2Nkle0gxIk5qvdlKAhJhSc7qDxh3pbV7F0uWrDy1IBhbeUqScbVARIrpNDvWXkMMao65bPtmGLsx4lucQFf72jMZmOFQYNdyywoEPW3hlJkrBMqTOMCodQ6T0/WbYOsqS3cEEKhIAB9SPvx65oKbmiL1J1xduwi01VuFXFuILbw7Op55j+hzFZ3/0aLW5Vqeio8G7QQVtpMNuAHMEcK9K2emri80S7b0rXt6ksym0uiggoSf5FKGIiIJxx3iuw1PTReoTd2kLcRggRBTzEUA9JdXsataptLxSUXAlAUofnIP5Vei/35EVzvWPwds9W1odSdMagvRtVIJeAT/De/8AyHr8qtP6A7eMK1XRlJavAktrQpPleI/lIPGIg8ir2hdTH8CwzdNuuOtqKbhl0wpMH8ySew9DQUdJ6813o67t9C63Zhb+3ZdtplpWACDJH6fWvQW7y1vLfxUlIQ4BC0ndg+nY8GqLtlYdTaQWdTtWby3eGEuJBMTj5/OucsejUaO4810zqjlkFLUfw58zagTJBQo5HuPMOxoOnDCG1m5tiM53JwFE+ooTctOOFghKihISqEkEe/y+Vczcah1Hprw8XRHklCdy3LchaF9vyA7veIPNRsfEXQ724UxcMXDJWB51W7jRJ54WkGg6G4besmz+G83hq8ROxOPkR3FFb6y2ERf2q0KKSVLbEifkc1TteprZ1TKG7m2uEOHbtWdiiDjk/vxWi49peoPeAh9RcEgQk4j0UMUFpj8M+yfCebWkH3CiDxIMVHcW1qQUKaIKu8EVUesru2JeKkPBJxIlUH3H9aNGpuBPh3DbiEkeWRuoAe07TyhSUJI//E54rFurSwQ4rASqACtSZj0rfXfsqcCXLhvb/tKCDVV7/TQlRet2nDz/AA1kSY7iaDnXGGEOouG1p3bgAopkK9jBmKbUXLtu08a3UsKbH5ZkemfpV5x7SGVq8awcAUYBQ6YmOfMKvWp0lxsqFjcLn/8A67gf0FBxGoO6m/Zt6jaINvcN4W4zCvKBie57ms246q1d9n8JctBakbVbkNkSewNepItNJZb8ZrT/AApxCwPNx9IrM1TTm0ImztGLV7OxUic5gZwKBaBrbGqWaAlwKeSlPigEnargjNagUIAGa4LQH3rO9fYYSUONqIcYjaFZ5j9RXcWt01dNB1HJJCgeQfcUErKRuVn+YwasBQJEcx+tA2mBgUQTtPFBJKiKRiOKZCoBgAfKkSVcAe/tQBO0UkhRmPWkBuNEBBigMATPANKByBEmhCpMVIEkxQOlRHapIBkehoCCMU4mcd6CN0mIjmgSkgHNTKAUMdqAJOZ4oBEpoyoEAFOfnTExiKFJgTI9DNBIClJETxzSVBII9KYKCsGPpSJExQGhII4pUCSQJ3A/KlQbq428GowRTqc3YoTAAifeaB5JOKHaNxk8YpBRBoVkRQPKQYB7xzSwYI71CI5kjP606SQOaAiUzG0ChVApGBQEycZoB2KMwKiyBA5oyVE4j6ilyPy5oFvUVFR70W6Yn8pE1GAZikJjn5UEyVJUApXNGVJJEJKie3pUbUJSCeYzSKpODQGkJz8+T3qOQMAZHFMhUjZx704yaBAqwSZMRSnzlR4od/2opMSTj25oAgJVJqvebQ0qBOCABU61ZEjBNCtKQkkgczmgy9DVt05M7SczHbEVetQhFlcFbBWhaFAAdyQf0yay9P2+FcIMpAWuIJHBMCPtWxpL3i2k7CCUpSoHt5p/dNAa2UnTXmS2j+IppqCRCsjGflWJfbr3qa4eFu2EWaCiOQSmEpEeuB963XDZJtiblZKUv+IDMbYCj25wDxXNqeNh03ea5cpW2t5CrtaZEpCUqXHzmPvQfP8A8T9RVqvUrunpShZQ6bbdIkkHJxHJFem9AaK3pOkNBTaUrciSBlQEV470vpp1/rVJdClhlIddPOZz+p/WvoW2KLS1SlsQluEiM80F3chS0oQqYMCOw796MLlaCPtJqr5lCUnbIkkASB8qks2jBWrlsE59Me/tQaSVLKhtwo8TVhorwSkz3qk06FFJBxEVbRkjc5FBMpR5pJeBJlORwai3gJJOROKIGRhEe80BlwqPI+00Bc2gnKvnQRtMbifnTFQAINA6nEq9B7U3AMwINMFJjdMn0NVn7ggKSI5zQWCWwMmJ5FQuPND854/UelUbi9bVCkkyTEfvVO4uFufwW3Aok4URAH1oLN1fjcpQIDacZOJ/vWe9fOPQm1kgH8xEAf5ijasjcukuIUtYGAoY+lXfwCCkAySfaIHy7UGUu3VcKCn1rcIjylWBz2oUWTil7W0JTIgAKxW63bIMKMgpjkTRKZQ2nenaCOwNBj3GngQpZAUBPlx/neoxZJjxFCAoj9vetYoK0EKAJGarONqSguKBjtGaCkGWkK2pR5j39qdFmlat0ZjnufepAQ2sJcSDPecTRJZCCopJTnGaAUNpGFEmDMnmiDUFMyROPlRNpVG5cBXHE96EqWFkJOODNAKnIHOR2mo7jxErQqE5gQkZNHuwUgjdx70ylFAK07iBwBzQROpXmFKSDiQPuKF3eGlB1yRtgqByBRuOBzcoOeGDkT8+Kr7iUKByF4nA/wA/WgDTFuMKwyoz/MlRII7E102nWYbdRqduUp80EQYBPMyef71z1io2bwUHQR7nBFdLpyltO+LZRDsbmIJCj6jsO1BqvaXomvNusqZDF0kjxADBSex+sc1irttR6ffS2+HHbQ43x+USOfQZrZ/Dtvht9h5xD9soHcpJlvvHaRzireq6jqOstptGksNqtEFrYtopTcDkrk57xGYigwrqzJSm7siG34gGcLHMH+/vQJtLJ8jVnrJJfUJdRyndEKntMVccsX7NjwrlsoZKRuSPNtM8g+maoaS8qyvV6betmLlA5MpmDBn3GKDpNCsmVaRtbuC6krK2Tt2qSn0MdwZqlqdn/wBw2482CUiFLAKVbfXGOfasnTtQc6W11y0ug8u1fO7ZMJA7kemJ+tdhcN216txhLiVrRCgkGZQRKVfI5/Wg5pq/lz/Tn3St3hClICQRkgz6QIobq1s1pLdzbtqUgbdqkgkH+lFrmmnw1LU0dqAAYHqcEVmWlyknwFJSVtEKbUf5wkY/WKB7vRtIuB4T+lBnZneyYUOIMcHgfagY09m22qtdUd4hKVIzHqSJ/au8tLOy13S7lbbaA+41KFgRChEg+veuIetXDNg6Hm7lvyqwQDnEEcigtWz2v2qkhPh3TSFblw4N0ekGPtipbvUDcOKAs7pCkpygt5GeSJ4+VZdvqitLeFtfW7ZQQBIJkdsg/vUmqafb3bYubK7caK/N5T+4PBoLNzdJccYDyUhKxkFsGOwIkZ+1abVtbKflDNsW3J3bQBGO/H6ZrlLLU7tLf4W9/iwYSAohXzgGIMVei0uG/CdC04nckmSfnQal1aWbb7Vw4bVltpULlck/SCajTrukoWq3tPEcTKsBsgJkzg4gCueu7HqZjxBaXbN2wrKA8MjPG5Pesa8v7hp5KnNNdtHEoKHQpUpUJ5B7j7UHX3Oo+LLjim9oMFKPMqCMDGB8qZHg6pauFLiwAoqHm3EK9RWVpOo2V2y74i53HapfpJgGOaZ832g3CnFtpXbL8wdAykKPJHpQQavo7ti4xqtq6o3DYCULUPzD/ar6HFbVo63ftIv7P86x50TIJHY+9NcXrN1YFaFpUAoAx698VRtH3dMvCW5Vb3JlUCIVnzfLOflQdM07vG4CJ7bYipkjGarNoQ2dwJ82T6T61YSUnAmgSsZHanScZFIpEz3pAqmBFA4EzTp4j0xSJAxOaYjuKBz7VIgYkVGZipmjCfU0DhMgJpIBBEJBE+ajGdk9jP6U0lJ8vFAJJmQkCmgRmnhRoSKASlPpUWxe7CQlIwB61NHmNNAECYAz9aAQmCQqkAf5s+lOdxJMzTpnbmgdJngeXtSpk7jxmlQazsA007hAJxzmkv8AMqe9C3KTBMg/pQGcc0xHlmnkKMCgcwMD50AQCkihC+B2Jp1YIAGBSKgVmKBykxmgmASPWKKCR5lEj51GZmADQMIzFMBIwTTEkQk0+30oHSYEd6SfT05pAYinSkzFAgDFEYTA70gIzTKAPzoGQBJI7iDTylORTGYgChCjGeKBR6GJpsmREZ59ack7AaiWVxigMTOf1p1xtAiZFCJCRiJGfnSJOIxFBgplu6vLYmNyypMdpFauiH+EpBIkBIwD2n+9VL+2CHfxLaANydhj6waDQnHWLy5tVrKm1BCkk+uZHPyoC1AvLtBbEeIt98tIz+XcFD+prm/i9enTek3dOt3vCFw2GQY4H5z7flRHvNdQ4Eqv7Q+IlKEOLWCfXaQP1ry74zak7q2s2/TVu6UhG5bqIErwEic4Ebj9KDnfg5o5YtLjWngnxblRAED1r1ZqSiVp3gGcdq5np7Tk6do1nZNNobAQCUhOTFbdk6UkpEQOPnQWtxU7DZOVAQT8u9WUqdBWErkcKHaqH4hDaiU4UcRRs36j/wCRAHiduAQKDUaUVoK1wDOMVaaUCgqPKeD2rOaWgJlKgUjGQCPvUyHUKgoJI4giYoLijC+fpTlcIgKHrzWaLtyTISDuAE8n0qTa4pROCqMxnFBO4+EoDkrhRjHFAb4hXhJbBHMk54qFVg+raAowYA4FEnSVKd3OHdyB5uB8qCB+9CSfMlJHpB+k1TbcublyUskgmTuGMVqp05pCyVnxJ4B4q00hDZBSmCO3agx2NLcehchKfScDFX0acy2AR5h/tIx9quApSSJyOwFBuUrEY96CMM7UApG0+1RqStYyCEzUwUpYKTynFCoygEkRzn0oAWlJgpkDHBn9KjBKnPCUZAOSRSeeRIVykjketMlYKSpCSDHcAxQOW9y4FMtlKZjaDMcwaFV2y2mFupScRJxTv3rKAmXBGaCobZaCfVzygnt70l25bICjk+4qVGoW65Cl7lBUgAQI+dBcXbW8EKwcT2mgFxkKTEE/LvUKm20goAVuJkxmPrU7TyXwUIRuOUz681A4pIKXCABk7TjigiQlCUyZKhyYxz61GdpUBuPm7TUwIZa3E7twkZwJNRueSCQO4iJE0Gc6tallSd0cD2qAtvlRKQN23twTPGOO9WH0OKIcYKQsjJI4HvUYQryqZ3gmfLuwfr2+VBMC1co8PwtjyBKQsief7V02lPFTAQEKIRgpnKT2KTWDZWzepK2+MU3IiUqEZ+fr9K2NKv3NNuRa37apVgKOJH7UHVNMoeQjYVSkT5TEexBprhCbhCtw2rRB3x+U9iJ7/KrDtutI8e2UQVJ8uIBFUlrZ8zuxa9i0l1ETsjhf7UAC+C/EYcbS5cJSdpIKUEep9EkiCM5FcwhVxrgG1gMrYWq3WJ2raUOQRmIPHsQa29fs791CtR0tktlgBe9BKvGCjMbTj/k1gL1l+z1NjU7MMLtFr/D6mgq/KuCEOg+oMJVzgf8AxoJ9atLrW9PNysKF/aAElOS4kTJB/Wha6hL3Tn45hdwrVtPWnw2xASps5WhQIyODE+tdEsCwuk3KATb3AE4mF4yK5XqCxc0LVv8AVLZYFvcqSoAflCj/AEOZ9jQdvYXqdat0oubYM3O2XGj6xBUk/wAwmuO1uyd0a+CXVwws77ZSPc8VX1a+eYcs9WszcMeGyNrZMJBkkp+XJBFdLYarYdUaULG/ZQFuAk/OOU+80FbQNeWw6paFKUQP4qUg5A7/ADrp3rex1VKb9naVT5VpGQO//qvNdQs77py5Fu8sqQFS06nhQHE1tabrlxZze2W0NIE3duDIBkecexH2NBe6q0hSkC5SgFO3apcSQfWuMtdaVpV4LR8cKAUmBDifSvWLR+z1q0W9alLrWwb09xOD9v7VwnV/SLCm9pI2T/DdVygzxNBm61pZatU6xpq3FtgkqQj+RJ5EelNoGqJ1W32XCkKKQAFhEEc/mEkjj6GszpvqW90K+/0LVlShUhlaj5Vyfyk+sD7Vf13pxVhcDqzpMeIwT4lzZBRgj+Yp9+8f3oN1graRKJVMkNk5B9RSftrTV7ctOJSFlPmn+xqnZalbapbN3Nu4Fp2bwYIgehPb5TTXSC+kXCFKZukCULQME+hHvQc6/pF3o2r7rUj8K4nz7lcokykj37Htiu00Zdvqdr/pN0tKiEy0TBKkZj64rGb1BGp2zlk82G71seZJPMd0n0qK2STcpbtnk/iUedog7SkxBTJxk9859JoJNT0i60Nx+4s3FKIIUphMQ7nn5gftUmkPMaili5ZbKm1KKFlSgBHrXQpdTrVgHltFL/5FgjhQrjXmLnp69deShSLF8w8mT5Fdljt6UHZWyVtKXZK5anYZkFE4P9KspTtI+9VLJSbptpYMwnaT2+npVxIO3zA4JAoH3AExOeRQRuXORiKeCqI7UyyQMCgcKTtiikZIqHdugkAUaTJigl5j3qZpPp/margEGanTPr2mgkUrEQJoVA7aift3H1suJdUjwlbiB/MIIg/f9KkzyqgKgPJHei3ApInk4+VCFKRMifagYAk5pzKTMxSknzQBSycelACvXdNMJPpRmBJjigk9hQOkn+U0qLagHdEilQaixjdE0JPBjFTPCTuH5aiOBQMnmQIplzGaW75UEkqif0oFvSoZImgUqBBBIBJABqRYAn3io4zxQDvIVx5adQPrSUBHFNO7HrQAUwacGMzSI3GCqIxTFOdtAXeZqRJHfmgAEZogkRIoH3CMU2SmDT4AgUxgZzQV7q2/FMqtlOKb3QQtJyCDINSgpnbM+/rSUqSPahJCThYoCUQEwTAqotanF7eEgcjvU6ju5Ee1DtEzQIKEZ/k7etCXCcxk0ZQSYA5E0BCgdpiAKAHyFNFJzIrntGeXb60/pdw6paN29rsQCBj3ya6FRBSQewx865LU3k2vUjLpSQPCBM9/zUHSW60/jQlRCQATx3kH9YivCbC8PVvX+r6ykrLSrhLbAOEp2g/WDur2DVdRXbaTqGp2akobYtFK3KX+VYn09hXkvwnYQ1p34tTZSt5anDuO7BO0CR8v1oO/baKlbTASP9pGYq6ytCCoJQADx71VDjaFgqcVJjBOZo13XhzndgnnnNBMstLcSqBKZBjkGKkDSVKQlAI3SAJ596os3TKlhS0gHk4xBqwy8tC23EkxkJoL7FqiNpWcDse9TN2SNoZUCsrxE1XTeBKkhbCpOQfT51aTcLUpKkBJBODQTps0fkgGO9Wgyy2s7TFV0KUog96lCVhZUo/KgmDk7pAlPEChCkqBhRBFMcQe9MISpUpBz3oHI8oHpQCAZVTkxkCoXVJ2+YR7mgMvAIIIMTiBVZx7sBAOM1XudQQ0UpU4DKjIB5rKutVXdFTTG8BMncSIoN1LqW0k7gJzFV3b5LCfOtIHoc4rBZNy4pRVcLkJkxiFY4+1SsWbiIDg3qWc7pOKCV/V3FD/ALa3UTHlKuKqHUb18FKnEoKjACeYPOauf6apwhe7amIxzP8AapWNLQ2cxAPE5P8AkzQY5buHEbGLgkETng57encUDOm3hQElxcn8x3+/tXRotVDzwiQOAadthuTnA4FBinTbpbRaD8SODP71KiyuAkbSZSZ83A+lbI8qglKiAaSwEqKsFKB/MJNBk2iLhoqCnAFbiQJwR2j9avQhStzqs5H0qTbKtpxBmCRz60DyIA/h+JJzAmKCB1CAAjatYB4SMVC8CVJJT4cgkCO9WjuT5wnHbFQncvECAZAoKakgBYMmMYxu+dV2QUBam2ioRJQTlPyxV9dst1O+SCDiDAFVXW/wz3jhZJUIgZHvQWm7fx203LKzKZKVd5jgitrQ9SY1pf8ApeqltLyRuSVJ2qBHp6isO0e/Dn8XaSltaf4yFDygzzFPfthwIv7N5SHUqxtOUHJxQdla35026/068cJZcVDbv5gk+hPat63baS9+KbSmS34SpH8szx71ythd2+vWaHVNpWEEtvJ/+QnPzyaktdWurO6Xo12socbUTbOqOFoMEhX9/b3oL/UtzeotX29PDabqwDd02lRIS6dxOw9oIGeImuYLVtr1o1rmkpWWnUqQ7b7OVlfnQr0UIJH19q60l3Vn0OLuCyuxaKSyhIIeB4KieZE+lcNfpV0P1Q5ctZ0rUyHLptKFKU0QIDwI9DhXoIoNrpnUk6g2dNuwmE/+MqBkD68ZgH70N0G7Zq66b6gcV4F0IsHNk+eSPDJJ5MiP3zR3ulMfjPFsbtgKuiLlD4MlC4O1STxsVgK5HegvNStOpmEdOa1ats6gwYICiha0jPiInO7P2ig5/VGrnT/Ct7lG9APhKSsmFJjkfL2rObt7nSnW7llZcs31FaVJBAbgxP6HmurZs39R09zp3qFJS/aoi2vEnyuCcGTnd/uHfnvXPae/f6JqLmmXzYWHhCxMhSZypH078/Pig6vTdWs9aYRaat4a21geG7iF+mfX+9Z1xpD2ik3NgtNy0mUqTyrZ3+nrRjRHnLxlOjLZcYekqIMBMAERjmAfr2rUtlv23/ZXtuCDAHl9cHPcevpQYthqTnS76b/TipzT1lKVhJktKP8AKZ7Yrr2dW0rX0r/ChKkKRtcbVkicT8q5S4Um1Ul5oD8O8VF1opmBkQPvP7eoyXfxvTDyNW0Zv8RZTGB5m5Pf29+KCz1f0p4bLy3E+NbEeVX8yB8/nVfofqB3S7z/AEXU3paeww8ofmI/lPofWup0PqGy6ltVHyFz/wC42Rgp9QCTI9v/AHWZqnTTdgsXFkwp5lxcuIj8scEHtE0GZ1R01daVcL6g6fSoWbzpVc2yQf4apJK0gdjJxUmk6ra6qyAUjf8AlgHn+1dNpV6FIBeUFJnYvcCSQO0etc11D0qNId/1nQWVptXFb1pT/wDaURkR6cYoJNS01TcXDal7mZVuSTuHfEcj2q5a2rGogL8RLb6RvC0wc9hNQ6DrKdRQm3vgUXMDEDI7EQflU1yw9prynmBvZUoqcSBlJ/3JjsTyPeg0mGl2iVvucuL8xScboz9+al1e0tXrZN28iApJbckz5e/1H7VdsgzqdisEp/ihLck/z+v/ADVSzc8FTumXcpO4iefNHP25oOc6ZvFWF9caFdLUS2veytUedByIPeuo8vArg+qwnTL+3NvubNioPpWVTvb/ANg9QPeuxtLtu5ZRcIXKXEpUCOCCJoLQAG4SZoNq4iCakmT2iJ96FRAzOfWgrgDcSRnipELiUxBplAEbgCSOQKYSM7TnvQTolXOQf0qZPb5QPlVVKlVaayATQEAe9Ip9Bii74pjxmgZRimJFMpJ9QadKZGePlQLkRSUmQO1CoHkdiBTjINAkAcE0llKRxSgJAIUM0oBEmQf1FAyiT3ilSSifzSfrSoNtyEpioFlJzUrp82QY+dRKjMHj1oIVqT9hJ9qYJ/iAnijWoCRIMjMCgwpXoKB1fpQKTHcijAEZxFCQVd+KBK4oCO45o1Ayc4jigIOBMUCSgkhSu1OEBOQomnUoTApkp2kE5FAxJ3SKITOaUY3T9Ip0CYk8mKB/L3oFwRg0ifLNAJiTzQNs3Z3EfLvTBjP5ir51JBmBR0ELiQKESKJ0xmgKj8qByRuz3oDKoA7UUFWCcUDhAkA0ArICSB6R8q4zqVDgvm3FoO1YIBJEnP2712cBQ4muc6ibJ1CxKgVSVJCOATg8/Ke1Bndb3j+kfDTWH0NpdU22WFlcYKyEfYSD8q5Xoawb0vQmF3JRuWlBCUiBlAkwOPMSa3vjYUp6CZsHVlLV/qLDSwnBUJJIEf8A4Vzdvq7EJabPmQCdoHbiaDpdrbyytO6RykZIH1pFtsuBUbClByczWGi5uCtW0Ebz5t2Qr6VN/qqmVbHEgJAIEUG402CBIgLHFaVvbgKO8FU4HtWPZXzT7aVBaJ5gKn6Yrbt1JeKUgkkGcxQWPwyZ2FO4pzxETRpSllU/7hEehpnHFIRuQkevMYrPedcB3glUKmJ/Sg2EuE+VKSYMyODUirlCR5jxWCi6unRIJ54KjiiH4xRhSwr270GybhtSlDxOMR6/WhVesQQFgEevvWIi1vVKQVOqHB2px9KuNaV4h8V7Izj3P+GglXqiGwQh1KiBwnNZjtxd3TpSFLbEHBArUb05hlcgCB61HdXlrZJCVBCyQR5TBmgzEacpTilqTuB4MY/yam/0pKVSQUzyAefpV1p4vtb0J2+omYP0q2hs7N6hmN1BSGnpbTKQAYncBn5UamdpCEmByKkuHIG5I49+KoLfhcLUQqcCguISDMST3kxUw3Y/hiY4qmh5LSSVFQjmpv8AUWmkl3wXSBg+WI9KCwHEDyhszEYFRON71FcAD0is5fU1ghakvoWgp/lIlX2FV3esNEQspXfIQOdqkqBHvxQbBQSIOSP2ikW9/Ikn83vVex1rTbpILV2hwqAPBHb3+lX0JSpYAE9+KCq82VNq9qZsbQYWpKpj51bWQlswApUZ96q4cX+UynIAHNBVuVobWCpSio4GO1QIW42VQ2gp75zI+VWXgFZUnBzE5mqikyoubRnsaBiSckp82QAef8zSbKdob4Kjg9uaiMhZUlCgPYCjZUpXmKBkjnOP0oBcQtO5AJmMgYBH96gDa/G8gASrg9qt7fF2gHOc067ckKSViTCSU9j2oG07U1aLqQv2vE8OCh5AM7kxPHzE+tamri06x0Vu+0y6UzfaYFXSkAEFQAEpUr0OBPt7VzTyX1eI26PNhBg5jP0yKoWOtXPTtxcOoQh23umltutkKPJwccRA/Wg1ujOvS/eBjUkus3LK9j4WmAURnb3IEA+1d31boP8AruklNg4lF0j+PZOAAgkpyk5gpIJBB9u4Fea9W9PDW7Rnq/pZW68Q1Llu2oJVCRtKgTgnABmZA9a1/hp10m5Q3peorVtUoABZALSp+fB79v6hW6P6kf0186Lq9uWtLcd8JoKla7J9UkoUTksqjyq4AkECDXSdY9PI1kNutulvUrZCVtracKVwOFJUMx2kfL50/iZ0xfsus9VaO2HPAJF20E/lBJKlEY3JVmY/KfMJzV3pjqbT7/RW3/GKGWwEpcErVbmAShQIynjPBHFBz1r1duuD011swG0vkMs3wBDa1Z2hQ/8Atr4g5SYxt/LW0rTvEtDZa2Q+xbqDdvcIMvNkYJP7d/fFVustGAdTe2bZfQ8N6ihG5ITkqJMQUkdhn61haY1/pWoOaVZaqpsXCAoWz6ipokxPhqPnHeQrn1oLSdQuOnFJYuS5cae7K2rlIgZEEgT5ViZj5RXYNalZ6wEQ94jbrX8NwDlY/NkcH7c1jsXdzYkWep2SVWDg8JLZ8yCJ7H3MYPFZ7ujL0gP3mgXrjtufMq3WoQUjmFTIiYyJFB0V5pxbtgtCUu26FYIEgEg5z9KxEvXemncoJW0skgTJT7KEQRUOl642t4KavrlDe8qVavEqG6M+Y9veJE10anNOea3XYRb74EBYUgzwRHI96DlLrRLq3WNX6XuFs7TvctxgokZKPUe3v6V2PSnVNhrrarVyG7xtA8VggneIypIP7Disa+0q9swh6yecXbqJVLYmPeqL+js3qk39rqCmrpC/K9tKMx3jig7G+6eSz/3Oltw4RK0lMBX9vpSS+4i3AcZ3IcG11gmSQeY+X9aLpfqVF+u30jWx4GpuHw23R/4LsgYIUMJWRmDzmB2rbvdLbccO5shxB78z6c0HmevdOXWhPp1LTWfEtSd4GdyFgfPiIrZ6f1e11prIQSklKkzJkfmEV0ps3nkLs7xKTuwFRkjMzmuTvNAVot6b3T0KSwUyopJ59TQabjVxpSoZuHE26j/D2YxPB/X6mrt/a2142i7s1qS4sjzTkKEYM/5zQ2r7GqWQeV5TgLH+wmomFO6Vdm0de/gvgbZ7L/fM0GZ1XpH+s6KttGL22SXWxtmccH1GK5/oK/cuLFzT3FSuzXsAnO3tI5rsn7hm4thfsOKSElM+XKkgkH+lcEGk6B1o240qLbUxswMbuQJGO9B3STGKNShgbQagSvyhQT8wPWi3AQN4J9qAynMnFJRkQKAEHvFGDkJHpQMnBFW0JIg1XZAWoGQcVcyU+n9KASCTjvSzgHkGackEc0wA5oGP5qYkpIPpTE59RTKJ7cUCJ3DAPIpwQJig5NOCQnd/tEn+9BIEgDNCvH5cCkCQPakrNAgoJyoUqSFQmYmlQa76gJME1FJgmPz4E4zUjwhZkk+lQK3KPMH19KByAsx96SkpAgUo2nn5/OkfMZ7UAic0wEnI44osfUUyvWgE/wCe9RrIAzTqkGmIJVFASYiQKRUCYJiOfnSQCFU5SknINAoMYyPWiAATPqKCYgCYgU4yr39BQN5gcmfnTbc1IQlRpoAxQAk061FPFORJoDO3CfvQRKMiT3qMuAK27huPAipPCWpQMCKPwV8JJ+lBACqJ96ByCCO5qx4R4iibtt/MCfWgqoSuIHFYess3J1fTi02tQQpSyCJ3+mK61TSEI8vNYmrJUL6ycCTsMo8s4M/aKDjvizYvXFj0234qEI/1BLnhFQCjCD39QP61hab08q6eK3AS0DHlwCfWur+JSWri+0BtLgV+HdW6ERMjYRMTyCRn3o7dPhW7YW3HlEyngnvQV2NOYt/IGQUkYk5+9Vr7TWb9KmjbqSpYIJBAitNVyyVJ85KU+VRIgfKoHXw6DDZ2pJggHig4yx0XU+nbpSGFOOW7hkSMj1mu005wvbV7CmDJzwP70TSQ4CnwQR3JOT7iqVm/+Gv3WVphKQOE5z3oNpSVobnJRgEH0qmhh5KVeO42VbvIWxAAJ+Zk/WrgumlDamFJVketOpGzASmgG3bQ22TMTjzYommU75GPSoLjctsBPKTEViK1Z61WoAlI5yCcUHTpJ3gkSR2nPtRrvEM5kRwfMOfSuWRrdw4IaRcEyZG3n96lQjVL4ym0CUnkuK2wT7UGrc6zZu3CW0OpWSkkIB981RUwLxwoWorb9IMqHpNRs6GFL8V24UVQMBMRHNdLY2LKAAEg+qu9BFY6elhoJSnaOdoP7+9WAAgKBKjgjJq4sNttjcrbjJrjustfXpyDZWK5uHBKh/tSZiT24NBY1TVGGnVWrS0KeCZ2lcR8+ftWO1f3a94a8FapgwDEj1M15V1N1Or8eUW5UQ2ZK20ytxUAjzemQfpWMrqnqN9KbA6jdJbVJLLaZWTnE9uZoPX9V+IOiaMEi7X4zyBlDKt5BA4k4FY938Wbq5t1OMaEtCFokKdeyOI8oHPfmuN6b6Tv719tN74oSvzqcnzAADtP0r03S+kNKtElRsxcbcbnVyVCc4zigxbbqW5vbR5630l9KGyQpKvM46rBk4k/T0oWF6tqSwLi2dYaWDACIIHckDP3ru9O0tktHw7RCQZ8gbwKtf6QgtlYtwhXY8Gg4m16TW454rF08UNqPiBlzzBPbyH3+cxFbidZ1XRQ01fKD9uF7FOFvYtPIG4cj0+lbDemrDviJ2ocQdu+cz3ANXLjTU3bBt71DbqY2pcySjvzzQGxesXdsHbdxCgQJzwf70CnCSdqFKB4Vu/pWBdaRedLvh21QpVq6oyvuj/akg4VgR2/trWF9b3TnhBYbcSJ2gcn7yKCypO5O0JA/cf586qPJCHNm0nitNthatxWdpn5yKhcQgr25IIIBjAPrQZjjSFBJIBWFR7UyRBBAAxMdqmcQWwQQorImO+J/wCKAoVtBIgKx7UDKSgKSsAAgbuakK1JUpwASuJBPtUahgLCjMxHpSdKkytM7gRE80Fa8tVOHxBuS43JEp/MmOa5vWEpSrxVJ2ofA2kGCgzmfauncecU3u2yqRE8e9ZN8hLjZ3MhbbivExgpj0+tBn9KdQPaDqQbfTuYJBJCifDzIOPcCrfW/QtxYFPVvTjjTO2XXm0IgBJUDuAgykAkkepJxJrEet0ElxaVpcKpUmZEDA+Vdd0vrgabQ1cPL2oSEo3GQkDsM+kx86DpPhp12jXbX/S9STN8yhSHG1qkvNzBPHIHP39axurPhxqug6o51Z8P1tuNXAJutLcwxcpOSEnhJMn79qq9W9FbLkdUdGvG0uYLqEoc2kKKp8sD1kwZBBIIitXof4kjV2RpepFpjVkhfjsKOxDm3lTZOQoEmU49pFBzuldXak2SxotxcWjb7SkXdndSty3MjdskcSAJOIJ74rstS0zS+q9LL9hapaLUENKIBQTMwfUentxU2s9P9PampD9223bqk7LhiG3UqP8A8h3ycTB9Kxk9N61oy2nbG/TcMplCiW9jpHvykxnP6CgLSU3mi3LWn66VXFnIBW8FYwcmRE8c+9Hq+k2yXUM2jzzTjywkgqCWVJ/+R7cRP9q0mL53UWHhqNmXEWzYCgtKjuEdpkn3kHgU+qWaNWsmr3S3g0/aJA2kSlSceU+30NBy98bVtKPDtbn8QbhRC3HUkEhOFCPzAgj6Vz2odZP6W8091JdIbSvCHQo7QARhSBnuRj9a6+6Sv8Gwxqdgm4t2CtC0WqRuRAEGZwOfTNQXdlYOWYQhDCyYJQ4Q4hKc+Td3+ec0D9OdfdN6ltZ0zXUkkj+G4hSEuDPAVBHtjvW69aabqKlLbcNq4qISThRGc+lcbc9B6FduKe0q3c066R5oSZZUJ/LP0GCIyapuXfVmiXXh3wNzbpMhB8xbHcIIOR7Z9hQdReW17piUoNuHmkqCtq4UD7iePnWlonVl2b/a7ePKLYHitOHetafVJ5PpHtXKdL/EjTri5XYau6u2X4haSh9ACVACQIKgQfkPnFdhdaZpGpLS/YPKQ8AChASJ+kEc/Wg9EbQ1dNJfQkQpIKcTg/8AuodQ0wqb3toJB/PAiPesHp7VmGV+BchSXSNu9f8ANkY9JxNdMjUW3gtlR2rQAYOMHg/L3FBxL2nO2V6t6x4J87IGCPYHAJg0F24xeoS2FTtAW2oZUT2T8/710+r6f+KAuGRtcQPuK5TUrZTbzeq2rRUpDgVcNE7dhwCof/lgn3B9aC1pl2lJDKmwmJ8qjHlPYj9K5Hq/Tbh9hDqWg2bR8OpWMA+//FbVw+tgW2opgZ2Oke5xH6j61Z1P/u7BxKCFDw5IPYEe1BX094XFs27tIJGZ7mrISZkVl6I8tbSCopCCkBQmPMMYrVUhUAoISf8A5JmgGCKIJCpUROODxRgiM0KoURGBPFBPaAJAX34qyYKpJIHoDVdqA3HuaMq9DQGqMkUwO1NCkycmhkAmgI81CtUHGfbvUqnCobpx6e1BKQcA0AIUoxKSmexoyQQcUBAJyYnikFpB5oJAskc05IA5oSpIE7hTSCQQAcd6AhK1EftSp0COaVBtOSdwA96gXtKgR+X+tWHYSTBOarqUAAAAAKBgJKiqc0wMDmiHmoSJVAoHSU5Ku9RrVmBUykwOOKiIzxQBnd5kmm3E4HJxRLJnJJmgI2qBHFBIqQmABSSf9oEe9DO7ANGMCgbsRHNKAB3iRTHB+dOpOSJP3oCjODTpSMlVMCJkmiSCokxgUAgAHcMgdu5p5HYUlJO9IHBpAwmSAPac0D+XZnmo/eiCgf8AmnUdsBQknmO1AJhWBJV8sUaSrnNAJBB9KdG5WaA1RwpU1jdQhxu3Q80SfDcTu2n+VWD+9bCkAeZRMe3NUdWtRe2T1sTHipKQfQkYNBxfXzIudQ0y7cYUpLNu64FQTB8oEGYHOaplT/htlKQkeGB5c9vnVzqRxWoaNpmoOFX/AGqnWXZXACygplU++M1LYIYes2HZSErbkxmgzm2nHJU5AkRMfqauss+EIKkqTzx+1PqV9ZabaLuLh5LaEidy/L+n7VyY+Jmg27yU2bVzdOFe0JSghIM5BOSOR2oO1ZaQ02XAFYyQRI+VBd2Dd43458rqE4IxI9KLQdd0nXWg6hCmXEgKKFDKSf3EjkVqO2JSCptXikzkUHP2EpX4TytqSqEgfetJ8uoWkBsqHIIFVXrdSCXsJIMgEd+9abTiHmpMLUBiB2oM54rS4rsfeqT7aHBLiAqDIxWpebV7VJEEGMDms5yeTJ8sY9aB2nWG1JKUJ3E7sD9avsPJLapG0kd+awm2ltKW4JASfNKhxV1t7IbChG4HcTyKDUtmCPPKYI2j3BrTtnCmDykYrObV5EFMGcc5g/vzUl09+DZ3pgjdkTmgr6/rlvZ26iFAlJxnn2rwLrXq6+u9Resre6BUtULc2mGzjAn2gfevU+obhFy2EBMuOL3NJUePX09f1rzXWdEumbrx7twOruREpR+QkE59ftGKDl2WXHShsDwk7txWRJVHf2rpNM0e1tTCWkFxZComSCMc960NN0zwrZwBMIQN+2IPt8+a6DQ7QPurKGfKiBvJ59uaDX6S6eUWfxqoSHCNxwkR967q10uwtkb1OpISnMkHmubd1VmztlWzPCYG08Adz/xWc71GVEMm9BERG4ySKDuzfWrC0pbWB22957ZqE36FLUgKxPKiMYrhbrXQhSlM3Q3BIJHiCSYniqFlrKkOIZFw4ttCJUCeDM9vn86D0VV4w2JCwoIlc+v2/wA5qJzqG3bUgITO9OEq9K4x7XWbkktvEhCtqsk/SSKrO6p4ikuFtaXAqASZA+hoO/bvra4b8IKSprbKkKiPpNczr7FzYE31lZi8ZSrzLQSFtokmVJH5gCTkAHjmDWQxrfh3ZbUrafzIUB95+/61ZR1BepuPxJIBChBHO0ev9s0G/pHUP4lhBLodCQMqEKT7H3rbUG3W9ylSlQwDXFr0yyv1nUdNb/DuOJIWlKvy5BO3HrmPftWpo2uOWgRYaqjzKJCHEiEkcZ5jMcmg2HrZJG0pkxKQaqKbmERwZjitGFbRJyMzMkfWqqUKJUpJjZM0FZRnyARE8+lApRV6STk5GO/NSrKdxUc8xNVrhKlp2LJzketBCtpwKkKlsgiB/aq9xalrchbpO3APoexgVYLq1oDSQCsGADwRVxu2StCW1BKlKG0q9aDj7ltxSS6VeVRI2jJ3f52qvpxdbu0pCVSAUx/urZ1C3fZuFoQFBJBJxzQ2rLaRt8HcsqkSJj50HV6DehllNldpCrZZgFRymff0zUWvdMpZbVfob3pkKQ6gedsjj6e4qmh8NNbfCBPcDgd6v6Z1Nc2CAl9pVzbFW0tyAUAzgTgj2oC0LqFKrJLOrFDjbp8NTqUHYmR+VxP8omYUcZzFaNzpKkn8Vot4pCUSUo3lSYPcHIPyqs7p6SBqXT/hn8SnNs4YC0xkQeO+OM0Ftbv6T/21g26hgEqNm8CpKCc+Q8R6QaCa1unmmDbvlJUk+dRQd+3124HrEelSW9zeWj20NhVvcISlOxRxJEEirjWq2twDbuvJJUICFECfkaC4slNMqU2grKJU2lJMgcwD3+0ZoKGoOvtENocLRO5KVrWVhQEQIPHNY97b3Aum1rfSwQ0d52BQUZxHqDA+/tXVIbsuoNOVaqWpD7CjJgpWmTAUQQMGDjjmsZxsaW5+D1B1NzbrUUo2pVLah2ISCB+lBl6bqZUXVXLAt1sblKdSqNvy7nHoavItUupeW2kXLRJBLeQFHuYzOQeKuM6W26VqBS6SMiIUMmDz9P1iqb3S60rC7R827wVKVJEBSSQSDQYOrdCWepKLzNztUClUuKhYM5zA495rhbbW9f6Qc8C6dutNKXdjbdyg3DTgg/lUCYnAyQZ9BXpl90/qbjhctHhb3iQoBQwFA9jGCJ5x9qrf6Hca9bq03XtG23SEE/kCm3AO47Cg2Ohur2er7Vh1CW0vqX4S5VHhq7bpj5yK659l+6YCrdRD4BDTu4gbe+OIr531HRtX+H2pLvLLTnk2q0gK3Nq8JyeAFcSDXsvw/wCqGOpNMW2l4FSAG1QTKTz4ZB4I7TQdza3jjVq0xdKbFw3hRBmRPPyjP3qDUrZm4Ll5bto8w2uISZ3DE8/MHisy8cFsgvLKgttJIKUlRVHIEVX6b6qY1dHj6eVeKhe1xsyIIPcTif60EWpWKHdMdtgmIblMZxOM+veszTbh12weBcU4sIhX6feeK6y/tUFoqaBCCkkpn8onj9a5C1bNtfuWqlfw3Rt4nNBV0kqDK0AyW15juCZrcafLjaVBBHzFY1i14by21wAofSR/grWttoRsSEkJ70E8CKA4/KRPoaElQVBGP2pgNxOfzYPyoLbUlABOTzThOc0LKNgA9En9qlSpahIPHNAJmRAxJ/akZWQRxwacyRn1mgkpH1oBViUxzTJkYKpI70lTO7t2poBBj60DKk94+k0+DlQj270ySE4oSCqR70EisDcCffNR77gvAeEkN91T8o/rUiSchQqRJHoKAsxxNKklJ70qDYdI3GBPzqAklW2OKsuoAyearlMqNAozimVgAe9LIPOKYJkyce1AlKVyn6TQnAAntmpCBs3T3oBE8YoI1c0xJ49aIjzUiBEUA53D5UdBsk4NEJV9KB+4PYU5M00wIBmiHGKAkBOe0YogfLIoNqSIPBOakiBxE0Ab4ISle2D6UOAoyAZz9aQyoketL83IoEBC5A7UthJkkUQgzjPalxIPpigEJz5uKLd7YpyUke9RpmYMRNA5Ow1EpQUZ7Ua1So471GqDg0HPOtptdTfsbgBdrqP8ZBUMBwHKc9oj+3rn3N4jQLfVFXoSlq1bLyDEDbkwO3dNdDrOnqv7VKGVbX2Vhxk7o8w/vx9a84+KDzmmdLX1095lXVm9t3fmAS40Nh9xuOe8UHkWrdW6h1hqiYuVKtnVKCUKX5pkYHoK3dK0lm2fYZF03ZoU8ErcCspMEkJmDOQefnVPpHTLXS9MtLvyIcWwVbkJCvIrmZyKG+sn3FOfhHHHGlHduwox/uHv6UHpVpaadqIuHW7VTbrACk3TLsOOhMgn/aVcYHPeDz1WmXV01pzV5b6n+MZJG8r/ADk949TMgpORBrwnSOreo9BASm4N6wwoq2OQdvHB5H613vTHxE0XXWFaZdb9PvCqUJUR4anexmYSex4mg9GduWtRsfxbKQleBKTKfkewNZLbzjb5WHgCJTHA+dBY6zYlgWPghh9K5Uts4g8Kg9iRkVA/4irldu6glbfnIB5k4IjsaDYtlIeT4aj5j/8AE/eqjiSASsKCffmsq11JRuylKydghXrnkAGtW9fbeQHmnAoH2n9aCmtSnVRtJk7toTJI/wAFP/DDoUhIUUnAGeKjdUhwIITuUo7wRiKhuVnylKT5RKoiZoNa2fIKlrWY7CODVTUr5Thc3eU7QAB3gSTVBi7IQsOLjMycT8qz9Rum0LMhuQoALUMkTGfbNArl9C0JcaV/FbBBbnIz6Gsoth68S1dlRR+ZZJB2jGD6GOAPeku5G/8AFLDaPMcJJChxz71i6jq1xcXK20tvJDm4hQ2xAGJHf6Cg27sJYDjDSCErCdoUokoQME+woUamjR9Pc3qKUlQMjj0z9J71l2WoOWli65eOPONFBLjikAFCcYz/ACj2rhbzUL7qnT7zW9ddXZdKWK4S0le129czsaSTOTGTkAZ9KDb1L4mXN1df6ZoDa9UuiYS1ao3CM8qGIH1709t0R8adTaTe3Oo6DoqX8Jbvn0oWB/uwlXb3ryS8cu9ZufCtLViytVlRat25Q0hIyMkkqPuSSag/CuCEO3jy0ABKYVO0egngUHtKfg18YXVNXLfWvSz0YUn8U4JjgHaznHvW3YfDr40MqWyu36buXEpIbDF6pQWrHY5Bj1AHNeT9M9Ia3qt8iz0jXXGW1q2+I6pxCQuJAUU/QcHmu9vugvjX0jp7uos9WXTzFqjxJYvFqAT3MKHA5NAV5reudN340zr3pq60t5StyXkgrYUOMKyOQfWts3BeZ/F2V0h1p9BhYIMifUc5FcfpHxZ69cP4XUtbRqLaSElm7Z8RKiJ4AA547civS+n+jm7i1Nz/APT1xoinQLhRQ4Fsr3TPlJJTnMQKDnUhbyFLcaEoAJUFRIJzH+dqlt31b1l1RKkmSEjJHIGcVt3uhOvDw7dYRBOE4xMxOe/alYdLPssOXdwoASDBVBn+tBNpl+bYksKVuTBIJgJrpbM+MrLCVLiFTkFJ7VlM6cxbk+MQScg5/pitBjWNOsFlVzdtsgJmVmJPyyaDbt7Z20lptfiMOTO/86PQA9x8+KNxBElIEe3FYqOqGdSdRb6fp11dlZMqSkIT91EE4M10bSCmARKR2mgz3EL2w8k8yKpPJUhG5tuTuO4zPb/mta5QFBQScEdhWS+wpfcgASQVc0ESENuQpKfNEz7VZblSUyeTj3xUdusNKKSkGTMxn7zUq0SBJMcAj37ftQZ+rtlwpW3uJQoHcRkis5sgkhRMKEZ5960rtCVgAqKiDgnkCs5bYUop3lO0g+Wg0GlhDCG1EEz6jPtml0/aWmr6m9ZOvqSspUsAERPpWeq4DaSoTtB5NVulb5tGsldwtYAXFupAghRJIBOP1oO6bsdR0tv8DcKO2Qbd04Ug9kqiAr54kVftNTdfaUi+bCCe6FcqH/ygcgCtK2u2tQtF2z6P4qcZUB2OQRxNczqqv9LvihUFu4MEx3HB/pQTXVvZLYL6kbSmd09oPt8qnsdZbW34NuhSlMpE75z9fTtVcAKbUkqC0xt9BBriLvVTpmqL8Je4tL2qO4/UUHqrN7b29wnUH0JAKfDUYH5Z7nnv3otb0p5/bqWjobdukIALYIi4RM+8mOPt8syxubfWtPaiVIuWzCuCoR+4rL0vWr3QtRFpdlZYQsbgM7R2UJ+cwOfpQWUos7q5QoFy2dCSlJbwmeYPoRMQanZuX7NRa1BsBaz5FpUSFDPY9/WtzVEadrrLep2Tba9wG9bREqP+7AncO45xWG5p6hcj8U464jw4MrkH0ieDNBccbKgFNrGzhUjtFM7buFIQ+ohCvyrSNpI+nFQaY8s3AsHhl2S3mT6ZPyir6y82hbFwEjYs7VHPln1oIxbN3RbacUVpSNxb7KKeJFeL/EPXLjo74y3Wuac7+Hs9YLLxSExuSEhJJ7bgqZz+9e+adYuXT9sm1QVLuFeCoDncfy1wHxZ6Qb1i2FtfJU2hp9KnHG0guNKT3TIxPB/9QGxY9Y6dfNWdvfOJSu9SUsPz/DWv/bM4JGRPMGs3WXG+mtZY1m2UAl9zwrhMAJ28Ez6jn6GvJ+l7t1u2f6N1pbluZC7d0YUy5ylQ9Mn+len6Zff/AFf0ksagtJ1G2UbO9QEQUPJwFj0nBx60HoNpes31mty2dSpJ3Ik4zOf0H61zGqtpttRQQohTh8s9++Ko/DvXvG09th1SUupcLC07plSDsJ+201s9TWzhcbukDM+bAMH1oKu1tu8UsIgKIUDzyBgGrLOCfaotiHLW2eQB5FFtZIgkwCD+9SNqCXY7EUBnMR3p0oWhXmHNEPIqRH1qSd8CRnE0DpComalBgTUaSE4nPNGkn5GgRHYihVHFFQqHcigjICvem/LhJx3pz5fy4mgPEigcAE55pwQAAaEQeKcpzzNAUSORAo0wODP0oEmMEUSTJgUEuRlJB96VAISkBIj50qDbfM8GowkhINSuAg1BuO44PzoG2k0gDPakPzc0x3LOO2aBykgbTMe9B5U4okhJnd9aYmDk0AQT/wAUJEZozB5oQoYAoGSZOKcGQIUMehmoyDMA04JgD0waB0mQZo0Srjgc0G7Ejmp2k7Eye+aBgISDTmVYmjUceUUHmI9qBEhI96Y4wCD7g0hmmX6UBCQAaYyTQE8CiBCTNAhgTSnzYGYpioqoVRQP5d2TtqNQyJo1ifrQgbsEigSkhXIryD/qMbePS9s4y4dy3vwxTHIWQZP/AOx+tevjEiuU+Itgi+0ZtLm3aLlA3ETBVKRP1IoPHNH6aau7JltAUja02CpOAYGamvLdxgK/C/lDZSAlBkEHJMV1/SNzaWDp0u4uENqUpRQlRwoziDOUkZrUudOsHrh+4eYR4StylrnbCYM49vn2oPHbpCbkgKtWnUEEKWCEk59e+c1h3+nw6HrYeG4hQALZIVOPX711nWPXXRbN4vS+l2rjWrtlfk/BtnwgcY3nJ78A/Oucc6ht3Q5d6h0rqemp3Hc8pouIR7kiCPlFBRPVeu6E028p98KQ7uaWCUtrB5Ck5zivSOn+u7PqmxZTcOtsak2pIbIVG71Sfn2+cV5veo07UWmm7HV7W6KgDJWcGPy7TlJj/DXMeLeaBcwZTBCdxEEH1n5+1B9H2lw1crXdbkh1P520KHOPtV+xuUhpabtaTA7mMd8V4rY/E8WjjV46FrvUQ2soGH2hgJUOAR2Me1elWWpWF803c6dcpuEOJ3HspBiYUOxoOgFy2XDbtwkzMIBIAz3qdYUBtKAn/wCXJ/yKz7Rq4uGy4pUZBJjv9KNSLpKoCFwSQoRA+dBXuAhuVLlUmBBIA+lYesXKLRRUpKVecETgkxyTHaK1r/x2I3N7hIB3YP0rmtbdb/DOotkb9qwVpCpIiBn0BoM6+1O5WpCg6huMiOIgGBIzNc/qOqOrQ8rxApZVEFW07PUn5/Khu7u4U+i3uG3GWZwog8E5iRn+ufWrejdNr1C6N0thQQHilG7BOB9fl86C5oQZ6i05+26guRZaPbqDt1cuqElCclASTiTA7/I1UVp+o/GzqVrReltLVbdP6K2pW0DCURyTwVqIHvk1T6v0fq/VEt2jWgX7egW7hSm4ZQXQ4e6vcjGTxXQfDrqbVOhGXE6MhpCFK/ipUnchxOCNwwQeSCDIM0HNo6e0rX3WVaU7b6Vq9q4q1VYPISGjsATBOMmPnzU2mfCdgWl3rfV3VtnZWdkSs21ugLeuEpztbSCNsxEnj0NeqdQ9D9NfEsPawLiy0XUXwD+JS4lSlHnzJKglRn+YZrCb+AXjJFnrHxIvbyykqXbsW4Ru9fMVZHGaCj8H3dH1HrJy26Zau0aau7DzAuf/ACeGlAkqIxzPckCK9m6+6y07TNIf05hpN5dXKFNi3bmEiMqXAMAVxL/S6OkNNjpewRuDam3Ydh0tYJLfYK5MYmeasaUnQdAfc1Bu7cfuLjyF0jaXU4wpAwCI7Cgo9EfDHSdMW3rN23bvOKVvUNstrKspUkgwkiY4PGDXpo05dxZBDy9pKQkbFEYHAwcVw/47U9XuUDSGlIZ3YUrgDuQPXFd7ZH8LbpRcv+cDM5NBxDnRZTqDq1Xd6w2o7ihC8bjyRM1IOlVtIKHNbvFoJKiFOkc+kcfauxcvG1uiClYAx5c0TgYS2uQFGJiKDg3dAas9haulOBSoHiqUrdxIJnmPbtWjpun6eyd4tLcunhWwSOP7UWq3JaEeCpCd0hJGE+5q/wBOWi3D+Jdz/MAYBn6UErDTja5QyExxAzFXkFZ5NW9qSQdgkCCe80HhJSrCQJoKyk+HuABPlBPast9spJ2zn1INbDygEyIx61mPFJO5SSfYDH/NBTSyG29u8lJUCEzTLWopVtEgEyD3pPLxKSVA8HsB6VVDy0q7jcCPY0DXR3DiAFbQe896yLh7Y7LQlakgEziRVi4ccWoJQ9Hc4mRVV4gedIJXMY7H3oJG1OeD4rqTAIJE8/Km0a10t/Xha3zoZav/AMpScowDgwYPz9KS2VFt0IUUktmPMcAD9asW9gq6t/GYbS47ap8dLQEeJEd/f0oO7GjM6TaJuGbi5fW0NhW7tUdo4AhIkc/c1m6nq9hcMBi8QqSvYqUggE8EGrem66soRp94EstONAMqVjd/MQZ7g1zxtb1h56yu0+I2qQhxGAof7gOByaDVtlLDBbKytxI2hRM7q8b6n6ma0Tqd8aoFqZdk7kgEoc98+0TXr9st1NqEuohW1WQMHvP1FfO3xudQjqB5sE+bb5VdsTj9qD1zprq5KNK0/UEOKbsi45bqBVu8NY2qChGYg/oa7rULNrVdMF/bQp5tBWYM70fT2/zNfP8A0Zq51P4dXBdV4Z0+/aU4oKwUqSUEkRHJTNeqfDnqdxpDWn3LwLZP8FwflgjCfkcx/wA0Gp01rFxpOouuMIm2WpKnEqnn2J712ovLbWW/HsHEKcKx4rXBM9/Y/vXO61o7jS16lp4m3cG9xtH5krBPmj0Pf3Nck/qd5o122tp1TTiFpJUD23d/aCaDvbnw2nEvmW1oVKVDndPEmti5tfx9mq6ZCd4QVkDAMj+9Zml61p3U+lPrvGyi4nw1bBI4wrGa1elmXrTTmLK5eCti3Gwd4VCZJT9YI5zQN0drG26ZSolLjakOpChHBwT9Ypde23h9T37Km5tbhPj8mADAMH6g1TvdMVpWqKumkK2+IDsSD5ULHccQFSPoK2+rk/iLLTtV2HxFtFhyTAkHj9qD531jSVW185Z6fZNIumHxdG6W4AotgElJJGREd+Rxmus6Det2Nfu3F7UDWGg44kKg+M35VexkFJx6H2NZfxH011vwbluU7SYKVRKZ/UYqv0xcWaVtLtdzjttcILbjg2q2lELEn2Ur7UHTaVbW2kdTBnKWnrpVykJBMFQIVMdztmu71p1L2lB1tJnynAJnPfFee9Q6ghnqDTLBRWnddpEgTG7Gf/1V34e/C6NcEI3BhtakiIJjI/agyLZW6x2FfiLS4lQI/lwZB9P+asNI/iFXr29qqaW+y9pr7oUZKgkeWMhferbCVgkKEkgDFBOkbhBUSPSiEp8qQI5+tCmR3Jo0kgZoDSnGachVMCQJTg08CMmgSSrkjgRSUT2FOAkSe5oSADQAQRlXehAEkFQiZqRzkZJio1CZwPnFAMmSEiR69qdftTAECafBP0oHSkqFOEkUyUxmnE8RQSDiVGlSEkQaVBtuk8HBH61AQOxqw/wTVZAK5JwKByBEwTTJImDxSUtQMJIIHpQxtMn3/WgUQTOJpoHc4plTPNOCDg0CcjkcVHEUaj5YNCVAiKAOSftS8oNOY4FMqIxQOgpKhGRVoqzHbiqraQRCeTU4OKAx6RM0BWdpg+lNuAM+lMtUNyhWeKB1L2nnnj3oZgQTxQFKiASIIzg0lHuaBlEqkAT6U6QoIheFd6YKMSAI+dIH1NARUYkGmg7sqoZKQQU7QeT60QUBjsKBHcDFMRjGKSiVKkDHekopOAT9qB0hSpkD51R1qyRfaXcWi0ElxtQSfeMH7gVfTB8vIPagKBuMkx6dqD5z17UrqydSoXSwtne0GSk+Uice2fl9a5T4i/EW91fSmdERdvgBAVepQop3ADyoMc9yc17Z8VOk2lt/61a27SPKQ9gRJ/mI4g4B+hr5o1G2F51I1aX4Qlhd80h9wAyG5AP6A/rQYFrq/UVhZvJ0x02bDyhuWhASonsAv8w+U9qiZvupLZ1dzb6hdJWqSpXikqPzmu7+Kul22g9Q31ppTaGtPW6FW4QklG2JHbH5qj6U6e0leh3HVvUrr7dkz/BaYRhb6yeUz3n6UGVo3W+lutos+p9HbWscXLCNripEDf2Meog+s0eqot31k2lwbi2UCWVqIK044WJmvdfhj010p1B0Uzba/wBL2jzqXyplT7A8UIwUq3gSfTn2IrzTrvofRtD1y6c0G5ctlLJU5boEoCP9oHt6Gg81ZuEpQtLgkpSRt9/UV7T8E9Nf1DS726eCyVubEHbjjOfrXkF7pH4dIcS4XFuL2JSkZJnH7ivqz4S9Jq6d6Rs9OdI8Z0eK9Cf5lZj9qDc0bpZsW4U6tWxQlKD7/wBK0XunGUAbGxgYzJroEW4RCDH0oX8Jk4CeTQec6xoihc7y44qfKUzj5Vy19prTfiO+CsFUpVsAB9h6feu/vnl3N5tYA2le5QPfNcv1NaeBeFK2/wDzDchQ4TGSP8NBwWhotrnq5Vhq1gtZdhLKZymIk/KvYrfSunmGg0GGtyySAruYzBrztqwYb1q11FTigthUpMSQO/sf3rotaRqDa2jbJSdwCkkklPykcGg2729tNot27XY2kBKNjkjbGPLGK5zVdCtnbtDqblCdoBVuaSDuj25oTrz9ilLV1ZIuEmPULGRIn6+n1ro7ZnRdXbBFwJX5ggqhaeOfuRigyrTTr22KBaXtqEyQkhnt9/nmtJ62vgnxF3VrKQMoBEz3z/epVdMXokW98lYiEleYA4ioXNE6gaCkLZbdASduwxE0Cf09b4Bfv1nxAQdnf+tQ2/TmmMbXnyXAZ2+blU1Wca1a3WC5aXBKSJAyPpQN3bzbQDtu4HFKgLiBHpQdO1e29rLVk20zjEZ/aqrmpk7gopUqR+1Y6L5lHiOlDgIwRtCiZx9P+aStVabVvaKijftUACTHoMUG9aXI8XOJkfWrWoX60sJPjNiB5twggfSuXb1JwbPw5e2jiEYJn/M1eU+p5sLUhwLEAJPPz4z/AMUETizqFyhtCoBwTEyZx867KytU27CGUwMTIrB0PS3UvquH20kcmIjOR+5rpUkxmBQLw9qT5qrPPobwcxwe5pXFzsBEg5rKfuwpKiFAlKfXigK4uwTCOD61nP3ZKlmYAORVR+82ondxj61nv3pWSSriDj9aC67cJ2eVw4OJHM/0qoLgFKgpXqATmqa1haVkrMEgEHikShDe7fge/egldMp/hzJG7Jqgt1alhAcIJIJET3qJy5cIBSFHxDCduY/vStWVflcMBRkTzNBqMu+IpwNK2unMn/d2/pWhoz7i75jUrdtKA6lwONqwBiSM/KqtvaNhxBUAUkflGM+1bOn2lt/qLVu2py3YcUHWf5ih5I2kEjEKBFBs6lo6epNATc6Tdje0tL7C5kMOD19jwfY1zWga07dBxu6t1JfYKm3myPM2oGOPnW7orw6X117T7tp1em6gXWFJSonw3juwJ4n96xdbsF2dvZa6tjbfsISi7MQXkAwCqMbtsE/KgvajfM6fYuXS4htB2+xj96+VfiDqh1jqO4unFkK3GdxGIxXvfxNv3mNIdRbLIAbHH/yxXjFj0Pfak4LvUEhLLwSUASpSiT/Wgv8AwyL/AId/oVxeIRbahZuKDUnzLSNyD89yR969B6Wsb6yeVd310A222lCWuxEQDHMzUHTvS9l048jUX0lBAhOyQSnkCB612Om6FdX03TqPw9sFFaGCYUkE4k+1B0/RXUD7lqpnUwhLayUtLXgx2Cv6VndadKqdacv9N86T5nWgmTE5I9aytVvWbRh1CVEoQlSlycE9o9p7Vynw++M+tq6wc6Y6lCrmxuSpu1d2+dg4gLUOUkA55E8kYoO36S1O2ZuPwrZKvIdwkzB9RJ7iu+0u5etvBK3VFhu4TAMSQYH9e9Ylx07pL2pt9QWKm0OrT/EKIIcHueQZ+9XWvETpDgeUQWlzjJgcR+lB1HUm1hemOpQFIfdctHiBOT5k/aFf/tGivW0vaSqycWN/hpuWu+AShX7J+VD1AWn9GbB8wRcsPII5gbh9JqtaoSq52kIlTa2p7wSP65oPPus9KQ9bXFkm6t0pWEkKXgIG6CJPzH3riNOZ07TXbVbDingSNziCUjclXlkfL6+2K7P4rWy7fRXrpto72iVEJEmEwofUFI/WuQ0VP4hLRbebWC+Fgp42qzEdqDd1nwnepGLVTQWlwIcUXMAAKHE+/evRW2Gyw8AEoStBhSpUB7wTmvMddeWnqSwchZKUpZSd3MkYNeqgpRaJSFCQSI7RQYFk4pyxultlO3clRITEp3YOeJqzb5SCcYrM0VxNxpNy+HXFpU4IUoySN5571qMlPhzJyD2oJgc4yKRPJFCiCJ7d6NPoRQOlQPJohA/MZofKk02aA94jFDJJ5oQeRTpCSc0CgntSABxMfWiJAPIHzqOfNQKIG0qn70yAAD6k05iaUAGgJKVRPEcU5TgEGkFAYmjGRG0feKBDf6felUgSkDyiKVBruoJB801FgGEgxVh1PvVdSwE8QZoAKYNMPzAg5mnKgRxmo5g4FAy1SYAgClGf696cJmTTJmBNABUJgGknGDREDmg3CJoG3QrFCBuV+1OAVZ796UBJ5oDBKRAPyp08QO4yfehlJMzRzICQfWgUwk+5oDzEjiaJeRAilGCVETGIoA35B9vWmUvecA0QiM0IwvBxQDuKcHtRATk0xBkqVS3iKAiQTFIER7UJOcUjIHlz6+1AcpTkmlgmmTJHFKe0UBiSI7UKgBikF7QcT/Sh3SaCG8t7e7t3re7bDrbyC2ttQlJScGfnNfM/xG6Ge6R195xoOLtL0qeD0knw5EgjgqSYPvX02sGSkx8/WuQ+JmjNa10y/Df8a1KXWlD8yVTGD2BGDQeAOW971Jc29uwWkXjScocTDTiT/MkxGfQgVvW3wp1y5SV6nfabbs7RCVug7PTakCJhR7mqthqFszZMi/038VcIWUurSr+I2AcKG2J+XoBW9Y9V9OOH/uvHB2lSkO+IvzTgbfWAOMZoOutXtK6bsW7Rq9dulNjYhts7QrH6niuVuNGa6l1S+1W/YSSyytDLaQEIQqCQCRExP5jNX2H7rXXkq021NjbLEOP+EElQmCEyDHHIg1p3zVtpmmkWyUtIabUgFeTkHJ7epNB4fpaRd9W6bZONBIF6kDzZ7YMcxivr7RGCi1QVAhQTt+cYr596AsbF/ruzcu2UqcK1qSqJJMYJgn0H3r6PaSUpSEiIHFBOtRab3KOOZ+Vc5dai/dF1lmCEjd/Wty8Ur8MoAEwDxXJpcSHy2kuBW4JxI/8AdALLbviApaSrcmSoKn9O1Qa7parlkKKipTRlI5k+4ir1pcDxiggY5ImJ9P1FT7VOPJD6TgTPYn96DgbnTFLcSoNlBGAQeDAHH2rr9ItluWP4a7HipKBBVAirTlsyFydqiZH/AD+lSNlDaoQROBQc5qOhrafUtppTgKvKrblPtWBq1o8y6laVhog+UiI+fr+lemAJdBCgDtyRVDU9EautrrQkhJBSR+1BwejdU6zZOm3vSrbwMTHvXUW/WTdwjC1IJMHfmf1isq+6RUm4U+hpe4DHy9BWW/ot0HC2llQCYJKU4A70HVua0haErUSpMyMnP9szQOXLStyNpUlSZwgwPWSK49y2ubc+EHNoUrAnJGO1Gi+et1oYDzikklStuYx8qDpkIskpEQFSB+aSvIzRLSyCpe9QiMAjH7isRd64Up8IkFKwSpJAAI9vmKu2d44vaVn8mMiZ9eKC2wltQKZUpCUwZOT/AFxFWWGlFJQiSZgQO/8Au+YqSwt/EMIzAEEf1+dbrFilptIbSlJnuJxQKw/gJDMyEiSQkZqw45KSccHjiog0GjvKjA5x2qK5eUAJEEA4BoKd6tKgQokCd0p5HuawrlzKiJ83qauX10Vbik44EfKsd95ahCkxHqf1oIlvJbUQoyVelVHVkgSCE8zHNOtCkkrLSpWNxB9SKhVuZAG8kJEkE8k0ESi4VkunalJ2j3B7VE4p1KdjikRyBgf81KgEbYTMqG0e9QrS+pW4ohO44kH60BpSVNykpkcYwPl61YsWisjzEjvBxyahSUpSUqG0qGP8zVu2KxCA2EycQRP2oLrzzTTClchCTG0Zx7VsdLXzNxZp3hJumNr5KsyBIIj5Vyrybh3Q/wAV4rZDtwllSSoAqkTI9o/etnSbK508WuuW5lg7jcpSfyowJnOMZPag7/WbK31O03JUlIuwFIdCv/G7Bgj7foax9XH4rQFqugPEYSpCx24PH1rT0o22p6HdaG8tKilpYQpJghX5kOA/Mg/SsRV87faApi72NXC0BBKf9xMd8Gg5HqbSFarpLLSyohbLYcBPMQRBP1qPS9NZtU7StIcCAlJ52gcR6Vs3zjdqyhkpS7tSEEken+fKswv3DoKUABUjnmKDYstN05pQcMAnJPKj8+OauXWrFQLFolKW2RCtySJ7/wBDmudZTqKmwPGUlQHmBjzH+n2o1WmqJbccs0B96CBM4/vQcr1Bc3+sPL0zTEpL26SjcCkjt+tWumehv/p64a1y+vEqvAhTakJ/KmYKsn966+y0Ow0xhd6tAW+6ErdUqB5o4ArlPiF1QjTNGc/iw6vyIScGIzQQ6P15q2n9T3VtZ3wVZ7ghDCgShZAyf/icc969ssnmrzppK0pK/EAVCEyZO0yOCRn9TXx5pvj6nqbFnp8lx1xCi4o/mSBgfpx719Z6IpLPSrKEu+bw/CSoTBIEGPqDQdVdS/08u8QpTje5lBXBhZnAPpVdAUt1IE7vRJ94imeSy30wxbOrbhS2QEk+ZQG6pAQL5lGQpYG7GBnE0HP/ABAYSu1uQtAUZ8UJPcYmfbNeX9KM+DdW7AaeSlZkJJMCF7Rg5IgivYuuNM8GyuluocJetw8kA5IIIx9v0rzTpmwSdSbaFsW/DCXVKKid24A9uPy8f3oKvWy2bPW7RdwXPBLrZUEcpAIKoHrkRmvURdMuaay+lJCVpK0BYgx/zXEdZ6Yxdai3cKLKQ1Dqi5O0JCe8Z5A45rrdOcQelbR3eXAbdKgpSY/N/TOKDL0gq/0bcUgF54Egdh5vT5itFtewAbZqqy2m1sbO2bOVbnFJjgSI/rVrJIx86B1AkQDE80YUYG7JoZAncY9KWSBGTQGmCCT3xT4PFAJ7mmCvNjjigcQqT2mKkSIoSfNJJIGBRCSMZNAKkEpHoTSI2mUpz/SnHloSqcmgUqPIg+9MFSQJoSYV5DzxRISqZ2kigmACsCigAYoZKZ7UUbiI4gUBCIzSpxIwkSaVBsvyJFVlDeMqzVlxIkkcetQKAJJmMfegijarFCJIkj7UZCeKHdBmgaIHlIUCMkHv6fpSHp86BKdsqHfmhKicigIAFNDCaSQSmP6xTOSDigRURxxTggmT9jTEDaAKGJ4oCUUpmfrSSrj0IkUJRwaKQTQLvNL3NMSTwKQmCTQOCJpKxUULCtwiJ9KMrJxBoEozA9fehAiZ+dOSQfWhIVO48UBDPFFO2YqPd2A9ye004J70B7lLSFQR7UJWBmluBz8xUc5A9BQSheJogRyKjRmaKQBAoGI3H51k9SHZod6sAEttFYniRnPtWoVSo+2Kpaywi40q8adkocYWkxzEUHgGuuuaF8Qrgfhkpa1JIU1CUpAMQtIAiMgHHYV6fp1poKrVu6kIXtDgG5Jg/OuS+IPT69YsLXXNLadVcWoDvhBOSDEwRwe8e1ZuidRp1GxCLpBZebV50lBhJAOeOSJNB21/d6czDaFISCMlSgDngZ+dcF1XrzQcNrZlanLgCASJEjP1qPUtXur1oO2RUpCIhe71mK3OhegXby9a1PV0uLASHAhc5zImRg80F7oLp1Oj6vpFzeB38bdNOuKSpWIgBMfQT/k17MxGwT5QMZOa89U8251/a27S/JbfwRujCigmBXorRCU5M0FbUAE2y90K3cCuZcaW0hTpQAQrBgYJPrzXTagmWEIABO4Gsu6YQu3b3pgrHCfnzQZbCnFNxuG5J3FW7tVtq4dcESkp5yMfpQN26G0LaWokR7YquVqt07Q4FEj8u6ZPyoJnIWQUHaZk47U6rcJKVpUQB3GJqsXz+bhGNysVObpvjxkoB4zk0F9hCSCSOwAqwlJAwTWNba1aJeDPiFYQTvO3P+f2rXTcNKSChYMicUBlsE8ZPPvTKs21CNgzzgZoJKlJWFqASZIB59qmSskqxANBiX2g21yojw07jiQOKyrro63GWCO0zMeldYFQcVE4kiV7gPlzQcdcdLvMtFou7pMzHNK2042yEoSgCDJ7TXUOpDiSZIgxxWe6yQQ5vKgcZ/tQKyCUAkgj0jkf4K12bghIG8n2jP3rJQtKFJM8RVxm42p8xAM8A8mgurfbWDjbPY1l3rpKlInIGY9D3o7q4QpAklI44BP0rLungEZAgE49aCvcqCUFBIA4z6VkPFaFEKbKmhJ55/vV964bUSVpkxjFU7huJKCUq9/egqXDYWkqSpaTyT/SolJ3NyRnknkkelS+cJSOYnjkih3qS3sIEpEnFBHsKCSEKTBAwk0wQpxQeUfCR+UAY49qFkOqgBcyZkK7VYSlRaPEflg+n+ftQVH1MIWkuwsZjbE/PP8AnFCLsFbpbUjyJlIT3P8A6PrzQ3SVNqCSkLDo2AhI+X2rOUBbOg+KqFkApA5B5P3PHpmg3TbPXXT7VnCf53YSnJUCnn6AV13S1sWLd2XkpYUlH8NSvKSfKoQecEY+fNcPcXareys9rh3Bam0iYyR3+o/Q16DoD9mdGdW4ClDqWV7EmdihKdwJ/wDkf/dBJ+DOn3trdaQ3btWvheCotElW/cTC0ntHB/4rPWtuf9NXLSrc72SsFSVJAPJ9R79x3mta6es9Aug7evbGLtQ2pkhIWogcD83b5e1Z+r2pt3zc26ytt4wRzsJyJ9ufuKDndZu9iwXEyJCErKZPz9KracwHXQopMKAI4Pb2qhrup/xGFpbSEjcVDhQBgg+vFXNOv9NRcsW6rhIeVJ27owI/vQdVbacFw44lI2xnt96tuKZt0AOYE/m5ge9ZburMkbUvJCQOCrE+hrjup/iBpeloIu3QrfG1Lagcg8Gg3dW1tmzSt911O1QJKXDEj5V5J1ReWXXd6F6NqLbDrB2/hrlaUtrEHcUqJ+UAj65rD1/qrVusXQzZAW7YWRH/ADzWn0d0g9ql+nS9KSt1xCkm6eTjwkyATJ9BMDkmg3vh/wBMlh06jcsOjaSWnENEodUPKQlcQYPJE19B6BauWWjWzLqEhSiXCcHbJ4+dcLojiLrU7fQtJRvsrRSWLduT51mEyY5k9/nXd2rwW6hoJRCClMZEyZyOeIoOg1gFWm2tstQCd+4p7SlJH/8AvUT7/ganZgqB3r25E45xHHFDqTijeW1sBuIbyDBypX/A+1QeMt3X7NotyUNlUxESmBx8xQP1Eyly4fu3hJeQEDyCQnb2I7d49aw9AslAb9iVKgglJB/KOOa3uomkvr2BUlptSlQfMJMAfvVTp+2Qba4UhISlBJSlIBiSMetBgdRaU5eOXbK2txdtvBbSRwtX5SPX1+VbmpNiz0z8IwVlDIRbtBOJCQE/uKlvLYK6nCw0gljw3yFjghvyj5kmfvWT1JduNMIbbUNxP5irkd/1oHDqC+lpBhLLaUYHNW926DtJ+VY2ipLjCl4knNaw3JA280EuQJBM0+4jJ+tDkZBE9qcScjigdScbv935aYATmiUkJEgRQgnvmgMGVwnsKcKAwmBHNASUiU/WkBPFARkiTUW9yYHFSFUj5e1V1GTHuaCTAnGTxRpgQDxQJI70QlQEESOR6UExAjHFSIIAz6iokEx7CpOe9ARmCMYNKmJBEEUqDaeBAKucQKhO0AkpNSOA/lJqJasbT8qCMk4JHPFAr2olzAjhNBIjNAxUYIHbtQROKMZmKaCDuPFA8/SgMHinJ9aZQ8wzgUAnJp4UKFJJMelFujNA9N3ntS3CkogCgDAPBM/pRTtTE/WhSTEzSKgUxJJ+VAleYU8+lJMAQaWf9xoHCSEyaYiTJE0Mq4JM0UTzQCElGAfpQqcI4g1ItOME5NBsAwEiKAUmBG78x+1OkErweaXIUIBFOmdkDHyoDgCQKYz2pCYwQPanSDMER70ERG1RHc1HeJLtq6yDG5tSZ9JBqwYJj9aB5J8NSU48pIMTQcwxZs/gbVDbmG0QqBkx+1PqfR3SuqoR4tg226pIlbY2njvEA81kua7dWV2uyGEJcKQQmOfnWpZvOvMLdLhlIjan0x60GTpvROjWqmy00lQtwNhJP5h3IrpUONaRalTkFKQVLXxCfU+tSMoSlpJVzAJkd6x+rHidHcs2CA7dHwkmeJ5H7mgqdG2lzq1+3rj6Ulpdw49vUnzKMECMYAmK9DSpRMGAT7VidNNsWlk3bMp2hAjHYegrZQokQOKA3WUv7UKJABk+9VXrZO4FAUQniT296tJkGhcIEn2oMPUEbZDQAB/Mf61hXgcTnxDBgSBGa39SWhtPnUQn2rDcUq4K1EIDYyklXFB5l8RNW6gasUWum3bjKHnVtFSDtUSkCPWBmZ9qsaV8PtW0rQ7XVD1Jem8fbDxSslQQTnbk/fFekWvTejawWri5t0OKtidk5BnkxxUmvfwLdDTbadoO0g4xHAFB5VY9S6naaqbbW2wlxR2pdTICo713uldQoWdqHEwANygZH+YFcV1lpjTliq4aaSl5nzhJVJGclP1msrpfW0JQw2pCiXylSSofm7QaD2y11RLraSANpMc96vtXQWggZAOa8/s9WccXvCAkGEkcAe3710FnqqFBSC4kBMDH96DoC75o2x35pypKhEDOKz270KO1ImOTVpLoTlXfigF8htJUeAZj1qg6954iUxke9aTiEOo3SfyzEc1WWyU+YhI9iJNBQUVNAJKZJwIqNTqkCFRA7gTPvVx8bUBRAifTM1SfTuG3bCu4Pagd24acSlIkA8wap3QTtgLkdpo32wEbiMJqq4VEAq4A7UFZZCeQfn61CsIVuXKoUNo7maneO+SkcD0/pVZx10IlQSBnAxQDAQsYJUgFJ96FTSXFk7Mqj8pgAVChtzcrxVL3KEzNEt5YSEqWR6YigjLY3eIVEnfMnE+8dqrX106F7WlRtVJ7yfTmk7cltvKkpVuMyZg5/wCPvWU2p5+3cdH8idxShO2TzANBqru0eCtxLW5bXnKUCVED27fKqt3YJQ03dKVuSsoUhUGVJnM+9Bo7SUZU2pSwvflQIMye/wAqs32ortLAi3aK2Le6SpLYEkIUTPzAJFBas7hq+slWdzaqW6ghSfKZ3AwYPY4muy0K2auNJuBapKnHvDQpSFlJggFJM4kKSDHzrE0x61XqK/GbQWkXELWCJCZBEz8q0bS2XpDF8/bOKDTTja0SopLRConOfcUGn+KtdctxpmoIWi5tnx+EO6CtYH5BiRIHzjjNV+qri9sAyLdtTDhIlC4IVKv2gisrqq48Bqz1ZklO+8bDiUEgpWkGFSR/mBiujufwOtstXD7Wx27YSptO+AtE4Uk/Sg4LXWlqukqUITcN7t5E7SRkADmOK8q6ytb+01Vt21vVAAbkNAkHb6H0mvbuoLB20SkJs3Uob3EqLqSDJnMHAya8P6uu7i41Z5y2cDcwhO0TIiTH6fY0GBf65r7ykMtF9lxuRtDyjkeke1UkWtzdb7m9D7hGZJwK3WNOKnm3fEkgTIUBn75q7pnT2o9Q6yzpenpB8d0JA3QkGOSee3pQV+jumNZ6kvE6foVs4tbkeLtHkabmCtRJED617hdWVr0Bo6eltDk3lwkuXdyQNyUGASe4Ur+UdhPrXTdP6FoPwu6YD6wl25fV4SEk/wAW+uTwgeiEySTHHzqkzpNyPGv9U2rutQULi5A5348o9EiAAPQCgqdE6W5p79qsqLRQFOhScKQojyk/cV21k2ld+lLaVbWkA/lGAcAY9qyNMbLCQ24kKU8ZkjBHYHuBJn6CtXS1t27L12txcJMA854SB/8A00FlpQf124eS4nw2khtvEzGJzFLTHyvX7l8CfCa2pjtBz9TVdDw061edJS49Cgn0wOJ9zH61maJfOXCktKKEPPJUpfhyIUTmPag3L1TLly8pwK/jqSoCP5Ug49pJmpdCbZVZ3TpJSFrSkyIBOY4+X61n6ksNXCxkhtAAPrNa+gp8LS2XVL3l54QEiYGAf/8AI0EepIUjV7/agLXcPJa2qMFKQkAZH+ZrkOtXgzcIZSobUgJG44k5j58feujsE3F/r1/fLcJZbecO0KJBVkDPyrlOoy3e6wyArxPFPiER24E/RNBpaMjZZNhREnPFaJSDwar2jaW2UpSnaEjA9KsQO1Ak8Z4o9pjHzpgohMbSKdRlM0CUpASQSZjFCnAEcxmkojb/AJihQoD81BKSYPrMUgcGhK0nIMetIf8AzO2fagLzEVA6kpG4ckxFThQGKThGAOQaCu0QR9ankHzRlXNQhG07UiAPaalEATQTJAT+U/WkBJxQoI2zNEZB8vpQHzzilSACjSoNl0STUCgB3zUr7mSmMDvVVaicR7zQOdvO4QfegdwRPfg00jcVGPaajHJJM+lAYUApSvYCmmTQgCJKuacJHc4oCJAEbZqMrIMRFGpQqFZJgkzBoFvO6jSQSfSKjAk85owmMAz70D7sR2plAnIIplSJA+lJCiQd0e1AuRE/80goJBBmhM7jHrRoGJIoCkbZANNIikVKmN0xQ4VgDigYJgzMj1ot1MIBHpFMZkGIBoHUVHJ4oTxM4pxJI3ds03uoZNA4yIBoConiiknigThWZoCbVBzRqUQDHcUCSMzTlQ4mgMGRMx7UKpKgPSmnaP6UypI2zzQcB1naLRerU2kJCiIAGQe8Vb6fddVYNBwGY2q7TVzqhkbkuqONsSRPyoNMENhsJSEJOIxig2kEugAiCeB2rjOrtSbs9QDbhEW7fiqJ43d67MI8gWknj7e9eU9ZBbt5dKG4tqTG4CZ9qD0Lo/W2dW021uWGnNr4JEj8seue9dYkkZryP4Rauy/pAtFLUly1eWhQ9iokV6u1cNlJK1CPWglKzHNQP3CGkyo84GJqte6ra26SfEEgjvXO6r1HbNoWp15DQSD+Y5oNC6cU4FncraAR5j+1UiUC3/DlYn8wz5jHM94rj7z4k2bLxt7Jpdzjaot+Ye8e9NY6r1hfOrdY6UWlpwJ8zii3AjJg5oO/0i5Sw07uKRBmeAfTP9/Wud6h1JL4V4KFqk7fySN3pPao1Xt8iyCr1tduoK2qTukEA8YrIvXlXKnHUPlKUytM+vz9aDH6jvm2tJuw6SFIZcUrvk+3I4OfauP+Hehu6zpqn3HFbVSpkmY5jj6frUnXvVVo7YXPTulAPapqC/CdCBIbBM8+vYD9BXoPw56eesdBZcdZS0pshOycSEwRQYdld3Fi+dN1JZS42YSoCUEdprqLC4T4YC1pCQRJKszVbq7p9rUmBd24KbhkkgJGTWB07qinUmxu4Q+2QlW48/c/5FB6CzcqbBVKo43Kx+taNteh5Q2qkEc+orl0PKCcOSkcqByfaavWrqLYlwknceZ/Sg6VN0ghOfzftROr3Ce1ZiH0SmIPcwDj2NSG5CpknBke9BM+8N52qEgEft/zVVYSTIFTJKbjcuNsDv3oC2QranM5oK5JJ2BQI/2wKgebQncvdkdomZ4q46fJtAg96oKLm4pTgmYnmKCkuUrKkSSDE1AptQG8gKGZTtj+tXXGwqNwiBGRUKyhAAUDkxAFBQWdhgJ847JVx/marXxUgSAfKcJTEnPPImpbgBi5QStKTtUJjBMYzWZfvqfs3lKTKU+YEdoPpQVHC7cXQU0nckrICh8pkfY9qbTUvs6n+Bu7hDTNw6Uha2jsTggEkHvjNamn6alzTX4AUG5KBuA9fX5xWBquouLFtdMqUGfH8JcJ8za0md3pkEfag2bhj8BqymfCeKUJUpK4PmAiSAfn9Kkt7ZN/dX7IZSoqtilAOAlRTIkH3FHbdZsO3aLHUdgUypC2LpQBURx5vXGJxgZHerGs+JpertHTloe/FJlt5tSR/D24BAPEEUEaLHUbbVre5tStbd94b2xTcpKQ0NwJnnB+sc131gywreFIKbW+RCwped/fHtIxWJoXiuu2dkSgLNvceJAyDs3Ap9cn9Ktafd3qmrNCvEcbcZWm42JkheBvIHHeYmgPX7e9a00WSrZy4tHVrhxAKgVQAkkj2J+tc1rDV1pZ6fskEqUbJz8OQolZUHlqgj+X80DJrp+oVanqtxaaKi9S2gI8VCUpjeoQTkewnPvWRqlot/W9Csmiyq803Tt9w20sbkOLUStJHYyrt/Sgyb7Vb9xjwtReXsUiUEJziO3E8V5ddWBuLp+8ftlqQ4vckAbZH9fvXrOp2yb+9Xo7CE7nCopWAfJuic//AJfv8q5JaUtPLZsrdxD7B8JxxSU7gr0SOxmMkD2oMKy0e8ulNsW2nrU+84lplkJO4kn/AD7V7b0t05onw56W/wBa6hZtk3baSHXGpWt91RO1luSfliAYM4BNQdJ9OWfS2nK13qF4peDBuXFL5t2SCMDHnXJHfGO5ridN1+5+LHxAdevi4jTtNZWbK2SfK3lKEqJ43SUk/btQbWkalf8AWPWQ1nVHQv8ADJlpkKBatkDOxP15VyTM11lreK1BlV0V7GlKJQMjckDJE55gVzOj2idPvNXs7f8A8zt0bJtU42hZBI+grX/DuOuGxZd/hMJgmMEDmKDYtHgthakLDilnafRESB71oLW0tdpb21wpaTJcSlWEgRE/Xt7ViC9s7Bpm9XdqSGQR4ahhRmAIHzrRtbtCtNudQUpLIcaU6mUn+GO0iJPpFBm9Xard6W5s8fa2lpY2NyPEJHc9iJjBH9ai6GBunkvrMbWEtnzSOZPOa8/6q1q5u7q2QhTjqnU+ZxQyrcYJ7Zyf/VejfDllf4e5ugT4Ye8NtMDhAgyRnmaDb1J4u3DynBO0gRGOa6NkN2lpajxNrbaFPkx/Lzkf/pFc4Ev3N54LYSlTjmwQc59a6C/DanHLRMkqSllMJmUgQf2P3oMcNO2GllFm7uuL1SgncNn/AJD5j34TP6VyCFoudevLy3RDfiFCQRyBifrzHvXY61cFlCrhpzzMpU0z6FSuCPkI+1c9p9h4Sio4iM8E4yaDTYV5R7iphniokIMev1qVOBigQxANEomfTuKFImjIhO4GZFAPPr9qQBAPlmRBntTk5wcUlZEelAkAJGBx60o/KSeTx6Uu0DmnMEj1oEkp7GflSURGOabApQDmgaTOBTkEHkn50pzIH/upQEwTOflQAFKByKNaSeOO1NBkYqSUq78YigTZ2zmYxjtSpFcDmlQar8gmqy1bUzHBqw+oqG4jze/aqbhxkUCSsEGR3pFQjFBMQRxTKWVDAoEFAkg4ijmeJ+1ABAz3p4lIHrMUDLVE05AiTQiOaaduDQNhSZGPlRAqHMD+tNIAz3pFYIg+X3oEpWJ4pxG2ZI9zQgycGfei5BSeCCDQLvTgnbu96AEzkA+5p1SoEYoCEDMmh3pBgd+aZSfLmozA4mgnximWTIjtUaDjmKMzGTNAhI5plHimJg5ppkyDQOZnFKRzQyMzzTkjuCJoGI9KYDuaIKEGKaO5SDQCVGRnkUJ/iDzCpITMHjvQkkIOwjcrk0GdrlsXbQLCtsSKy9K1C1fbTuIT/KoY/MMf0rorlH8MzEjJiuBXFrq9xa+EkEq8ZsgcJJzQdVd6gyi2WWT2IkxXE60wi8S4UIMAZSatO3rrLBbS3KljCRyR/Soitb4T/D8xSPNHNB50HrzpDWVXdqhX4e7chwKc8oVjNdpY/E1tu0DN05sfAjy54HeR39ae+06zuNzd2wHEkHcFp79veuX6t0TTdNskrYBRICfDUcBP9O2Paguap8R33FLR4XiAmTJCTuPv3+Q/rVPRrV7qG0utT1m/ebtbdPiFlpvcXQOwSeTFcxp2ntvI8YIh8FCGgtIBKjk4HYD5etd2+71DbgW1jaG3ZKEkm1R4ikpgAnOU8jiR70HILu+uHnUXOlst9JaOsyw5coQXin1IWCrI9gKk1LrDXWttux1C/qCkpTNwXijco+wMfpVrVtPd1bxghEls7S4t4OSe8eg5+tcvd6N4ZFpaoLxR+aQAAcTxkmT+lADnVXUytweu7pKgSFKU54mewA7Yn70Vt1d1fdD8Kt9xSCkYUAiQfRXJ47etaVp07d6qlCLVDZW+FKDW4yAJJBgE4Tn6Vt6J00lbyUKIccZSZIhKElJzk5MH2oI+hulR+NSthhLSkLCnHVJ3Kz7k578V7dbpYtbFphg+UJImJ5ySa4zQE2renl9GwJQ4WyhJyADBnvxFalpq7QSptTpLiXChQJ4+Y70F+5Q2VmCZP7/5H615n1dYOaXqf+q2iIGAUjur/mvQ03rNwNxKIVMQfvWdq2mIv7ZTTifKQTBP6zQZegasjUbNK0E+NgLSkZT8orXWrYtKVAjODMGuP0UL0jU3LVYIS4ZA4CfQk/KuuWhKkJUtO4EEpjkehNBct7lJUUpeMzOD9astXJWRun0PbNZTIKpBgx7QD7/4aubi2v8AmMCf9wFBpF1wnylUAd/70QWrbKj5ZE1TYfKkgKjIyNxkf3qdDhkbQBB7UEpbTkocJn8pionEJSoGcepHfvRPOpU35VTVO9eUlCTsIgiCY5oDumSEEpkEiUq/asV1/wAUboICEK+qhV5+9CmlutzCODGKyEl10rTKRvSsoKVYOaCleKCUEP3JWlTZLZVkgnBT8qrdOp1G/futNYXsS1aqAG3fuXJ7/Pbj/irV7ZPXNhbLtRueaIQvMjBz9Yz9K0tBaTpHh6gGEJVd6iq2UpSoQAQnzE9hKp9qDV0NFki3sFXCQWLlaUuJMQ2siII+cYrDuenbNrWdR0i48jVy8txhQT5WyZUgifby/pXT2On2o1G60a4dU26tRU0jMJUPOkmcSP70Op6Uu81VOptiC0k7yBEqChAA+p+9B5/rXR+o6dd2VkWgUOqbSy4kbQ3vyASTxEY966jULdF7rTlgWybzSENgCYJSpAKv1Fb1ybt/X0Wq7kqbcbt3lEjhexJkTxlM1R6l04tdTN9U2anWBcNKadLiQpSnEeUgmeDB/Q96AdJfbf1vRbllK22g4+go3RtJbKT7ck/pWvaOqs9YGmodKVqJcajBInzBU88frVO105uz1DTXGCgMvvpeQmYIUoGR957Vevw2eq0W6ULNxbKK045ChJTj2g/ego9U22q6Xq1t1PbeNdaW2CLhlGCys94zg5qqu4Vqy3estMvLd10veZlKEIKUzhJgDcrIk849q07LWUXd87Z3PhLLq3G7hPfwwAAD7Dme01gah0i/od47cWz6kW7i9yXUAbNpIICxkT8uaDU0zqJN/qb6rmxh1DKiFhIKsEGJ5iJq5p3TbWrdWWetPN+E2Wk3BQlwedacAkRmYSTIrntIaQ0+3/ELm1KvEUSJJIMgQMD6V13SF8lN4WVb4WnYj1wkeuY70HD/ABy6oCEq0JoqS2W/xdwd0TKvDbQexAAUc/7hWT/04WyLrW9SufCCvCcYSVbdpKSsrUCDz/4+PesD4tOvO6/qVw8klCkqQgTICG1AAfoTXVf9NF0wLvVUEjcXWCmTGNjsQfnQbOi3Dz2o6xqDYMMXb6kqUeSpcf3q3c65plml7TmXCl9hSVvBKJ27sgCBkwaxbQf/ANquus3X8S51YocG2ZHikkEff70Opad4dzqblwoAvLSkuqwSylPlA9ACT+lAWmOXWsm3F04otqWu4857bvKkj5e1d7q9yLbp9W9rYrw/IpSsJCcEAYyZH3rkOkrY3d8y2wtIbDad5H8pSPT0rqOqWl3tq/ZocLgZahBAEAmCofr78UHjry27vqSzaU/AQ2HlrgHygFUYxmAPtXunSlt/p/T1sDkuo8ZRPKSvzn2HIxXlXTfTDmpdTutQW0pZQ055AFBJMqBHHHrXtF2hLFslhsJSlptLZjAnA4+VAeg2o/Erv1jcGUlSeBuWowP3n6VYvLwW6FusgqiVpMZz5U/f+9O0ybSxWAW0LbQpTqVHhR/KnGZEj71QuFsBslxpRSgBaiowUnsCBjjNBnasSlbLW4IQ2hKlgEn+IpMn5DvHvUbTflBUZjIyae6Uta2wpB8xLhhOIPA+ggc1LtAAj0oDQNoj605V6VGFKJI7RUgTFA6Mj9qThIgk0+1KVAev+ZpFBPBFAAVjFIKJpFJB2ilnbG4mgNOCDRAjcaaRxRTBigY5pgDkGjEntSIMwkc80AIjftPHP+GpUwBQLCiEhPIEfrRgKAGKApjOPrTAwZAg+tMfekE7QKAxt70qGJpUGrcqkzVJ1WPnVt/CaprOBNAJUE4NIKT6Y9qFec0uE7hQEojHNKcDaDimUcA96EzE0BboTxQHcSMzjNFuxQlUAmgZSoMGiSSc1Fu3GpYhFA6Sdp7mZpAkZI+lPARAHemAKsgjmI70DlVOkSKQTiTTp9qAVHykc1CUkKOT7VaCUxmo1IUfQUEO7aIogvIkED3oXAB+XmJNMdx2x8qCQlJVjImhSDyfpTZjinIIMCgR2iaEoSIiiCTtUVcR9qZKUxIoEBBABqQkEmRwYoODIogDtoAcgJJIP0ouwASPlRJyRPahSFEBQ4oGdG9JkCuB6uLdhqVu+ko8VZ8LaOSk/wBjFd/ynPrXIdbWLL3gOXCfIkEbo/KI5NBisodWopXKoJUmFdv65qZtvwt21Yk5J981NYBD9kw+2Bscb3wZPzp7m3UWwtoCFYOJgUGTcqSHFJWEwSTFcN1pqCbj+CtI290+w7V2Wo/9ukvO/lTJmJ4rzS/3azqiWwD4QXuG3k7clINBq9MtvKvGmw7tS02tawCZAI+UcD9TXT9T66zaFpxpICFhJUhJMlIGEz9P05rKs3bbp92+auSlF4i1BQ0fMpe9QTOOIEf2rmtf32n4h66ecZXthSIA3dzHERMcUEnTesutqvbl+3acQyQgtkSkhRhJEHGee+PrWnqfgWzzYsLZLguGUupKVkFKXTIM/QjvzXE9KKD1pqavDSlICPD2n8v8RMCBzgGupu/xA0/RZCEKbW7YKlvhaSCkEdvzRQaXSuo3DTSnG0MJctrhtKAOQVEqQZ7CfKr5j1rT8dtnqZr8Q4FN3aku24SdqAF8pzglJx9K5LTWzp2p3LCpLV2ztCsZgynvgztz7Vsay4+qyZ1Zi5SVWzyXACB/D3mFQPZQ7cTQdIp280LWL/Q3Vk/if4rJgkKMScwIxjjmqmpXB068W40tOy4aC0yee31Mzih17W2bxuzvXGkJVbqQ6i4S4Vnaqf4Z9goKE+hT2AJi14Le0Jy8tmyp3TnP4x53MrAKSQDODQa2j6ilduw+1cBaVnY6ZylcTkcV0LboebUA6mUg+UgRXm/SnUAt7+80FUKTeo8Rgk+UORBA9/T3iui0vVFtXv4N9RUX0B0GJlJiT9P7+lBd1CzRvTcsNyVwCQQIzVqxfD6kpIWkYBBHP+GqrICrhyxSuHUHeAf5wePrzVi1dYS+oMqhvdBG0ggx+tBsIsmikqW4fyxAOBQPwgApzHExn70SEONtEEknv/x61E8iBuUgiODPFA6HAEz37wMH60SnkNsl9ThSMdvy1ClAJK5KjETNQ6lctptdqiDvUEkKEjOP60ErN0N3IIB5B+36VX1TUW2WlOO7lhKCranJA9vesPTbt55bmnNLAfZeSyAsxIJhOfSDzVrXGLjSLpxi+aUlxCChZ3YGJBHrIIoGsrouNO7VbmFkq3f7Z/8AYqy4hheg+Nbhfj6asJukBZUS2T5XE+gAIBHtVHpK1avdEO7egWi1FwCE7myc8+mD9KsaYv8AAdSlD5U7bKSGLhHKVoXEk+sYP0oLWgKNxp13cLbHihC3CIAKgicn6V1nUugWd10daappbKPEebbunCP/ALxKQSCPXkT7Adq5/p7p9Gj69eabeLlT6nGm1kSC0R5efbmt7oPU/A0Z7pTU7iVW63RbKAkFAO4gHvEyPqKDnLO+f1X/AEbqFD226024NjcQrK08oKj3hJOfnXZNzcK1dwEfxkrU3xhKkqUgehyQf61yNrYO6ZZ6uwY8H8Qm7G5J84BKf1Tirnw+url9i4slOKUiHVNLMZSkghOeCkqjPaPSg0L9ttHUNu4HVNuv2dktZQqD5mkwoe26ZHB4iqinjrem6nbNtLDumakUqQVQCF/STOT9a0Nf0978ZZapb+WLIMOjdKhscXsA9YTtGKitEWyrly98JoOXrR45LzZBB7cjd9RFBAwpTzdo6HWVL026/iJJhSUzIHvEfr71NqzaU6wzrVsp2QjxIKjBMfOMD/mlaOW17pTmpW6z4V44jxEBOfEBBMz27RFRazcIsr0pfWFMXTQZVglIUJkRODBA+ntQZmrM3LNwjU9K8ltchQeAjeyokTntM8/Ossan1KSq1cum1ICikqUT5hJ9B2Hyrd0i5dsvFdvWg4yj/s3kE/ygmHEg8mDt+QHtU1304kk3VpcoDBP5FgyYTMg5mgx7X8Y4koBUVpO5ZIGftXW9IobaavCEblbJ3JT+UEEHk98VmWdp4bQNskSjbuMf56VpaOW7e8UlCg2Fp2qXGecCg8X+Ktk+VuFaSoqcW2CqeVAnOB79q6L/AKZLZu7Gq/i2kuJ8S18MFMgGHMfdIqP4paa6+zchAWdxKio4lQHqfcGj/wCmG5atNR1i2KkA+LbOp2mITuWOO2VCg19L0tq0vb/p9ThDdjrRCROT/ECh+hitnqS2QvUgy2kHxbVKhIkxED9QKg6nUmw+Kev2SFEBV1b3SEg5hSEz9JzWnqMHqPTn1pTmzSJKtsQeZ4oM74bsLVcKVKkhDe2SBuJJ7n71vuvpD777hlIUpROBwazegGEWL2orSyQWnSncVSCASSI+fepkr8S2cUlUEjcomDAAk8UEHRwP+r3eouEF+5dU6sCCEt8JTxn712bClrQHHBuQVFZEQCBwPqYrlOiLB0Wl3qCm177tzagHJCOQD+p+tdTqDhYaSwlQSsBKTJjbHt9aCv8AiU3FwdWea3qQkp3Ex4knCY+dNfO+M4m0QoJUtXiOqUcDAOfpNV0uNJt27rxJSCSBEqJB/Mfl/Wqyy485CyCtQ3kEGMgZmeD/AEFBKAl10uKUVmfKJgEdpjtVhUKGDULfeQFEmZTxUm3sIxzJigJKRG5RwO1SIhWRO33EULYMZqQnE0DBMkj1mnMBOY+VGkbTMTUSjKtvAoI1bVYIIHtRJilABjBogIOYj17fegcQTyPtRAeaDTdxTwSZoHEzg0QzMiaCSBRpJ2kwKBAkniKOZ/LND70ZKts0AQCcnmkTOCIinAkU3/qgQJiQKVME4BkD5UqDReCCqKqvRwDVl4RmIqi4ZVPNA8j1pFU0Emc8U+IoC/MMGPlTp28lIP1oUxBHFIcgR3M0CUZpJAAkz6cf57020Cn7EDn3oGIlQPoaIxyFT7RighYIJ4oxE0DgyfWP0FGAIk0Jgjy/cUo8vNA8HtSgx606f0700qQAO5/SgdBwSexx8/WkSAOKSZiNpP1iixmKCsuTn1EVEZmBU60yqoVKCVQRQE2BIBJPzM0UJjmKBBG8QaQySSMUDmMQInvSA8xARCcCScz9qShIAB/KIFSc8czNAxECE9+aSc05HJiaQVBBigcAinMnninAxJoifLtigEHsIgcVzvXVg5qGgXVuz/t3LEZKRkj610ShiQM1Q1a3Xd2L9uiEqcQUyT64/rQcT06hsac7p6G//AsbAIwgiR+5q48VoHhpjHdOYqlojNyxrBbuAUqLfhLk4kHcB74mte4tFeNvQQcR86Dh+qkOG3IStTStqlJO2Zn37c1g9I6UL7WLOwSncpbyVOEiSsAye89q6Dq9pO5CfGSlKZbCAfNzzHrxUPw1Ntaajeaq+jFm2twqEHCUngn3MfOgyNWWzf6vflpTf/ea6GW/EwlbTZM7iBhICfnma5bWrPU+obpDjVldvfinnHSUBRQlI5VJ9DHvnmtBhd3qVzpK7ixbdbP4m7WnaUpbC1QFEgiYBJAMj756/pNywuWGLV1xrT0OpVbpUswhwqMkJJMT/maDz3Qenbuy0/UbZtkqcRaF2UIjxDuSRE/Wr9/aag8i4QgLuSxfNXSEtRJncpQTBIyBXrb/AEj01oPjXup62yhLjaWR4igFIRtA2gcmYn68Vm6Zc6U0pu7s2glCGg1LiClboSYSspAJSDPz+1BxWmaazqNyBdeIltKltNOpXJUpAQAIH/xCj9frU40Q21zc9P3a96LkwyoDy+YYzPcpn610q9Uaaf8A9TLLDC1gqUpKJBIxuAM9sSKPU7RGo3K7ZaWbhDraSh1Dfhbe8gzyI5HY0GDbWZu+m0W960EraLtstwoyJgqBg9iApJ9QfWq2kXl8xbEOMFwrR/p2osnIUUqJbcH0kT6H3rsGNHKkOXFrtH40JuGkByEF1IlQIgGFAxzj5VXsumrvUHXNQS27avyEOsuBJS8kRChkwoQPsfXIeWdVaU7pLtlrdgHGWplEglSTPmSe+CCPt612WlOW/UtslWmOj/VbMf6gyhRHn4DrQ/8AiTlI7bldq3NW6Pc1O2ct32nAi9O5lChKUrIhaeICgRuAxIBg1xOm6Te9K3zV7dWL6bnS7tSXDsjxGshSkYgkbp+QFB0XUGqstXVprFoFFhbCiFtJO8ugJVtUkxIKVSMng1G5qzd46Ly0eBdWgLJCpwImc8x7zWJcvsJ6gubG8LTFqq5afQjdtbLLqSlSwZwNx3QeNxHFZd5bXvT99KGpdYuFWBSEKhY2haF//qQTxiULIig9b0m/Z1KzDjazvEJgqira2F7Fb1HYMACuB6e1dx22YeSs7mjH8QgEhJEhX3r0H8e1shRMbwlRI7kT+1BmrLjB/MoJUCZg9hWVqjn4i1VcNK8TzbRFWNU1JAd8RhZ3W7obI9d3eazbBlWy+fcClNJlWAfzDsBQYqNS8bWUoR/DW/brJSo//cQYwO5z+lemvlPXHRTWr3CAm9tf4Fynb+ZSFcwPofqa4S+0e1Rc2ev27o/hXCFKbGQpC0ncSe0EdhFd/wDDhLLFxq+iBYAuFeMUTieFD5mR9qDC6VNvp+sKsXbeWbhJQ4FCQqU1oajpKNJvGNPdQS3vWhp6MlEyEK+4zyIrOUo6N1Y02+2hAulBQMQEqkjPvnj5V0vWeq2qtYToFykpcuFhdusfyuEEx6jigbU9ymNH6mJBNm44zcjdB2wfN8oEn/8AKuSv76603qy12Of9vduNKCwTKVFXEe4kSfSvQ+lvw+o6VfabclsrVZuqVuiU+XPf0Sa4W4tDe27Ct6S/ZXDYSpQHm8NwYBzEgUHTdT3SkdLv6lpTLTzbpS1cKWqPDCV5UnGTMDBiM9qx9HU7Z3CHNNSUIdUHNs/kWDk4GJAz8qu6df2hI0i+Zc26s87tCiog7Dt2x2JBmeIHPFNbWKNI1caUp4nwmg62pQy4k4kx34n3mg27p631S5daadJLg3rQRloqgHyzwYJmP2odKDtuptSrVpYLa1rLgHlJKRKSe5kfc1k6vrCLXqGysZUi0vLdT4dQYKXGzOc9wTz6VoXl+mx/iLUsMPhtkPSmCpSwSD37D1oAsmrdl5DNsAm2S646tBzG6CPb1qp1HpVhqp8RkqQ/MqCDGRkcGKvsM3DTjuoOOSzc7ShJVhHliPlA/esZdypepsvolTBJSVKESsKj9o+9AT6H0BpxpxRS6yEOggQVAR/nyq0lDwZS2tawk5KErIT7Y4quFO2ynGjsUlZlIBEEeo/SrgKU24bWCVKgbkqBFBZtUhIUSRmZPrHfB/yKpuqWlxbzSgDO4Ge9DciVlKQvyyVAH14oWkp/iIkbsQmZHrQc/wBaMuu2aVh5aS8kghQ8qzBMV5x8PNcPRPxGZcvVJbs9Tt/w5wNoCiNq/aCB9BXsHVVgb3Q3UMja42nxEwc+WD+sV4l1jo63LBjU2FKL1s+G1CDlC8j5Rn0oPdPia2pHUWmdTMoSn8bbIadXE+dKwR29wPp7VLrnlutPvHUfwkW7iXPLO6FT8sZ+9R2DqutPhVZL8TddW9ulaIP86PKtJxPYz/Wqir1N909bPvOA+FIKQomDAH1yKDa6at239Z1dTTnkWsFKiMSonPv2qmpt9+zDVu2ouXKgy3gmCeTI7R/Sr3STzVq+p1xQCVMoUhI7lEg/vNX9HQj8QEts4aWQorJkKOYGQBjNBt6baM2bbTCjucAiYkmI4rIukHVL5b7bn8BKyFiMmDGPtEVrreDQXeSPECT4aQeFdh+32rKt0sWiCynf5YW4sckn0AnJ/pQA5cWrO998OFDAzjj/AGgDj6/Os/T33FfxlJclWciY9qkuB/qqw42HGmWxASrgqJ5x9PvU7FslCQAJIEHJjigtbR+Y8qyaMJMSTgUDY4lNTAQnIoGx+YYjtTpIkYwDxSggfl5pilScjM9qBypRkI5JMg96ZAVEqiI7GiSkJMiVTiD3pokz60CwkflBodxmKJxYSmKhDgUYSRIoCJUrikF9iaQwDSSSJ8s0EiCNtGgyMVGiIIppUP4fGZFBYC5wk+xpExE1CkwYJoiTiaA+RIpBUQT6UAJHypwqEieaBwvtNKhG30pUGncxmKoKia0bmAST8qznQeQKACZpgSDxPt3pjPBpAwRx9aAkwpUpPzBqQEpUQEkxUKJBPE+3FSJUYyR96A1KJT5pM8CmBITkZpkwmQfnTgzMUCSd0J9MGiAjMfrFBJGRzTiMBQmcyaAiogGnwMUMZICTTjyiDQKVJEinQSZJ5pJicCfanGe3NAtqpkUy1KSdsCKckjil3JGJPETQRuD61XKUg8R3NWFHCp9ZqstakqACeRM+lAYIE57UIBjPNDulO3aIPMCjVBAjHzoCTxUlRpBKZ5ilMqoJJwRTR2NOYWCCSI4zQAFPeaCUEYTOOKcqzQQDCuwBH3oZ5igmCkq44qN0JWCUkEGBUY8x/wCalJ5ig4HWPxNreXjxK0raJfbKOSEnj6gKrZUUvID7U7FiU57VW6zKrNCr1tIKtnmxzkCP1io+kLj8XpCrRe5f4JxVsVT5Vbe49oPHtQcZ1Kp93VHlWrKluphQIyR5RJJHB/aq3T2os2vS+uJsFqS88sWweWCpJWr8yRPMUHXWvp6ZsrlVkgLu3ZBKzgFSiQD75mP6VgfC9N3c6U2hzDYUu7fElQWVGBPcEAA/Sg6LqBrT9P0zTdEtQ4HUMJQ86Bw1glMDHIEY+VYNzZ2xsSrULpJYIIhaoShAOIHbt9qvas/dO6q4W0KClJjbBgDsc8Yj9a8k+JuuXStROkfiNwbwpKVSMR3HfNB6zp2t9MX76WOm/wAO7uQpCnG2wHEpJwBPef39q6BTNy3brVcbLVprG4kA+oifnXzHY3epaW24q3SpIwdxISRHcH9Ksva91Tdo8BeoXSkCAkFahk+lB71qXUnTukEXN7qrTQaXhO6VOdvyjtgD965e9+MVw5cfhrLSiUtNzucWA2sDkkTgT7k15ONH1d9LRU2fEdJ2oKjM8yTXZ6B8PNVeU0rXB+GbWoMrC1SsSFEHb6YjMc/cPSNA+LulP2il6sz4DzEBratJZTOZHr3xXTK+J/S6rPe0604hYO9biT+buoAZI5Neb2S7DTPDZt+nrW+S2wWnAtGUkZBmD8uKo6/09o10+by0tXdJ8RYTssnFpStEjtMTOMd6D0HXvi503olqy61eXNwp+FBFsYbVExuJ7+wFZ9j8YdH6mYWLfpjUdQunhtdCW0+GPLHmUYxED3FcLo3QPTVw4+u6Vc3R/wDtBbp5nJJBBSO3PrXeaXpQaaZtGLD8Kw0qWLe2ATKAYkEGCT3+X0oLzfTaOo9Jtbi9tGrPwwuyB3lS0tupISXO3lWAn61w2vXWqXtm47c2jqrxFi3cNqQJl62VKifQ+Et4HFeu2ln+CtXNP/ANMWzwlWcuDGFd59vrXN9UaEGBeXTTTikI/wC4aWAFeEDh9tU9ijcoe5PpQcvpl0m8fs9b0tWxrVG2/EZSrcG3sheDHfnia7trU7d+/QlTZDN4lHlWkSCFEdpESFCvI+krfUNNuL6yacT42mOKuQCogAtqSr1iFDOPc123+p2WoWGoFi68O80tBuGminaS0FBYEjJMqVn2oIbd11L3UDTjqUptwkIM5MKO0xH15rpuk0o1XTGHmikLfK0rUSdhz39BJzXOX7htnNQ1BxncjUrVD6UgZIAJPHpuBgVp9F2l0rp5i9tnlrXaXTig2Sf4ratpKT694xj60FTUUXNhZuNvCV2jTgUlKuHGV9jwRAV9DXedIAsatd6m2pW1baSCkxKdzZP7cVwervuaq8/cqf3goeQshGQdpBCge8jNdz8On/xvTiLp4+IQwltRKvQgH9R+lBa660hm8etdQsh4rQdC0EcqkiT9Tmsv4lv3OmdRWOv2/nZQsNvJAmUeH9+Jq1pGpXjmlo0S9dU4/pzy0ArEqcaCsERwQkjHECourlptXFsvOFbbq0qYUQFBslO0j9ZFBs6YqytuoLFdrcAJ1RhaQkpO1SPDXO0jH8xBHvVTqXS7ly4ebsXWmF3CQWsCELCdmJxyP1p9FubO40K2Y3JQlu3TcsqUMtluFyknPAjHrWp1B+Get7K4KUHa+kiTIUZChJ9JoOa1i3d1ZBbF222+i2IS4UwoLEeb5hQT7QaPSdWb1+y0rUnEON3rSPDcUUbSeygT3BVPA7msd+8uLrUWUuI3PtvqeMJ8vhKOQe+wgRPyo9HdttL03wnXijx7tYY3LJ2zJ+8pOKDX6gZLhS8pIS600pNuCYClLUBz2HrxAmg6q0tetdPaVpjZb8Rsfi1rUrylQSRt3RkHdz6VFraXL+0Y0950KeeG45ypsYV347VuBbK7ALsfC86AltJTOwcKn7mgDoh651bpV201BsNvIJWykHd5STB+w9qynWlOeLubO7fIcAgpAOR/npVu1vkWt+h5lHgtTt2pI49IxU5Fu9qSXmgA29nCf5o7if796CratBDe5atoSIKkid2asIcVtCGglO5XJHafapGrJTSQkpVCcBPt2proBxIQBs9dvI96ARDzraCpSgJME4JwMH2/rVnYoS44QCk9h2wKgt0KLAXMLUCMjn/MVbUosNebzQO/FBEu5ZWnw1yo7ciOZx/UV5x1TpLbDl7ZIaAaeQXW1lUALH7cmu4Q8pL3iNoSMkeYc+uamvNCt9esykgqVEgyefT5Gg5P4Uax+C0h/TLuHEMuAJStUBO4kmfbI+5NX724U65dW1gQUP71ttj8sHGPT3B4qhZWL/TPUoVcNFhm4AbUsmEhY/IY4I7EiPfiruo6feO3a9Y0wsoS+8rxbZpQAbWSZUmcBJ82PWg0eltUebQwH2iSGvDcSRMKjn7iu8bW34a3bS2hy4G4gnBWQB/QVy3Tb9nYNPG6dbQHB5JUIM8z6n/irjnWFm2tbTaVqIISFBEFUgZB7DtQdDfXIsLZqxYbS7eOHCQQfCxO5Q5HtWfcvlpB021QmVeR1e3crnMnIHpj5Vk22oqeSoWzKm0E+ZSZV85PP1zXH/E/rh3oLp78fb6ely5dX4bPiKUEEwdqiEkEiMx60HpzbbaGUtICUp7/ADo96Eq2JgmZgCf2r550b/qg04NMp1nSroKGHFNkOp+YCiD+teqdHfE/pbrEE6TrDbj8bl25BStHqdqoJHvEUHbNgEbUGSORRkZqu06lSA4CPDJ5nk+tS7wlMTzQHEqzQq5+VSJUlZEnGZxTFIWCD6wPlQD8+aLPJFOUkQBwBQKCp8vp60ALUTgY+VR7ZE8R6d6kSFKEKGZoVIKRQClJOTRpQQMetMiRgGJxUP4kJfUyMFJigsYAp2ilUyfvTBaSkAHmnTOdvNAQCNxJSqfnSWNwn3pAECEpAzJj1p1JViPSgGCBNNPY0y9ykwO1JPvQEnBg0qJIE+WPrSoNC5UVLmeODWe8ohMA5mtB8pIrOc2yZE+1AKsYmSMGhBg5z86fcJMJjNMlSZk0BBR5FECk8pz7YpiCaYJIM0Ep4Pr2pYSMcxQkkEexpAGd08UBzuplE9jMcU6fMkEmkEpSJSPlQHuHBmmUBPFIggyINOgetAinMA0SARknAmmTO9U9qfdM/wBvlQMcme1OqAecUx4ocnFAyoOAMGgdZSsDj0FGowYk/emBGPYzQV9qkqxxRbSoc5mpgBPFDgj0NBClUggDg0YBBmeSD8vangJNJSk4+dAQIMgH50wkCCacAfmHFPIPagWAnM5oQE8miUSQMcUGaAgPSpAO6TmkkCM0MwcUGfrmnJvrBxtSoKQFgxzBmP3rzrpTVUaUdV0v8RO9JebTtmHDj04A2jn+WvVVoS6koXlKhBHtXjTtwwnULxCAN1qXiVnJAbSrdn5A/eg88+KD6HNQZ04Phat0r3Z+ZMdzxHtXW9C3dhast6atTabpDaUpShODiewxk15y8+5qd5fdQ3JKvEfSwzuPcgLMT6AH710HSlzcp1Vd406gobSZByVQRBB9Znmg77U0touE3Cm5KhtKkjI/p/nauF//AHZ9Nv3a9RuQ+4HXFOOIW5+YkyfNyBNdhqF0h+zLjm1tKhmTxPtyK5601K6buXLUlKUFXlKoEZ/Wg6AdCaJrGlq0/TNPtWnm4SncgnYmASJMwT/WrLnQ2j6fepRbabbr2koSUtgFO1IE5yMk/wBqpaFqV7YvLuEupStl1Kw24J3o/mGPYGPeun/1uwu3lXent7HVPhxTTqSCdxzHPcesUD3Wk2DTbZbsG0yooBMEmUkgE1znUrNnp7iRdBMuKStKU4EgGOOZJj61qapqNzqOnC3SQHGXworB2zAI5PJBIGK5LWr1Woa+C+UOM2aUlKt07zwneO8Aqj50GA8u4LKEpaC3Wklx1BJJKlKBOOY/KKZ99Cx/390HHH07EstkgoMzPzkVPqd+03dhOnpWh0oO5aFiSSeAJ4wc/wBqs6LpDMIvL4zInakZBHAV6Hjj1oL2g6bdquLS1bt3GGE/m3gCe84kk/OK9O0rTkltVvaB1Q3biZ/z2rF0NgKSrxTkSRt4mtFvV3dP3FslIAwgj/D9aDonbVCGip+FEDcSe5rHutZtglVttQtDZEwMEf8ArFJetNOW4W4OeRviQfQmsJy3XfF23tiA4lCykDBcMTiO9BxPW2ls6J1pY61pISqy1S12OMokySkpV+ikn6VzKLK50bqm3sr1xwW+o26dqjOW3ACD79siu0s71DjDGma00oKtL5Hgr2w4yQRgntI/UVF1/ort6jQ0s2bj7lul9llSVDdCFLJSTAzEEUFC01B2209Ldyy4+rRlONqSkpK1teWBJEwQHM9iO8RXb9J2+kajpQ0+7txcafeuk263ED+EvuhRT+RYnBn5GvPHAp+wavVrWm4uVFrcVQ24pDgKQcZEKUI5Bg13HR7dvbsbrdLLDgdS07bvFJZuEdmXQfymDCHRggwZxQV+rNJ/0RjWtLcvP++bbQoKKNou2lJlCldi4IUkkGVbSSDNdj8MBbOdLvLbgtXCN4yAUg888c9881ynWakh+1faTdBm7auNP8G4TL7JgLQhU8pTsIGT7SM1N8NdWSrpu80d3aFsFwIWRIUNxA+n1oNTU78dNahpd4GwolQaKzEOJVg89xCTVj4jt2VzZ2vhkIVcXDWxJkEKB9vYnmm15pvVukbFt/ap1xTZQtIiCe4Pbtx61UuHL+51DTgtkXI00tuqU0FBSZSqZBxuwMg0Fbo69bOnK0l1aPxDLi0JK5UghQxKk8esEiRMe3XWTbF70+2w44gLbUEbgfKDkCM+hH6Vhq0u30NOo3iWfEsLgkulaVKUnIERyRPcntPar6bZnRErQ24UWGpBVwZzsWoCdqgflINBkP6TftdRWd6sOW6LUk+M0ApKknBBJ9s5qR922QNNUvRCSwpxW8rJKQcTg95Pr9KJt/UrDR1pF40pLj+1KgoKGxRP9McCrqkq1a1eQ05ublO0p8pbSOR8yZj2igY+Jfvt3VlbCHGy0h3w/wAvJ57AkR9aoquNT09+bNbQWo/xWVpO0jMhPoe/zra00WrCFaelKA0qUhMwRAHHvgR8qqa7YKafS6bjYoiHAQPMeN0A9x/egzmbhb1wtxxpCUAkANkkA/53rWsLJoqKgkpBG4SrvVC2tAt3wVQAqRJOJma3A0htAzKu8H0oCUkwN07SSD5j9KrrZSi4UsncuYJJkHj+lWAtakAKQZUI9SPQ+1Dao3wraT67skYoJWmW2UbGxuUlMATOfeqeoXSm2wha0lSlAD69vpVx9SUggq2FQ7Y+tZdwEPOKQ2SpRIJJjBHpQQWSNy1hxJUoqgz8v0rd09CmXNhWTPJPb5RVG3t20OBSQIGVQP5q0CtW0EGY7xmgk1XTbHV7VVveNhQV3jiuJvtOb6duE6aXEusXIKm0SQprMiFek11b14sNle4fIcSPevLPjRrz9i/ZvMHw3mmvEmYyJ796DpGtMCnXFrfccYUI80EgjE55471b09uxXcpYQ2mWjO8kDcD3GPpXjvSnxQ1TVmbTRr7x3r95wpQ9blO4z2I+32r1xxF40GrS8RClKQjeRHJOQJ7AUD611adEtmxbWe9K3CwvkGEjzEAT7V5z8feo7S76ftNHurB1NwlSH7ZzdgbZSQf93l9a7Dqy1fRd27KSoNtIgjAJJ98zxzXnvxwUl7RrAFP5QkqUVSQdu0wf/wBJNB4gpGNtSWt7e2Lwftbl1lwY3NqKT+lMYnNEW5TIFB6T0P8AHjqbpq6DOo3SruygAIcUVKQccEyY5+9e9dF/HXovqdLbN5fJ027P/wBu5ICVfJXH7fWvjRaSORRMuLZIdaWUqTxmg/RK2fQ834zTgW2rIUDIj2NSoVkyflXxN0X8ZuqekltNt3inrZvlhZKkqA7ZOPpX0L0V8fOmuqrpFheLRYPrSkNla/KtZGUiYiI7/eg9YWoKj5VGrzApiRUTFwy8gLaeS6CJ3IMg/WpUqRt8x70DpWIIHMx8qciTnimCQkqWIJVGflxTFSsbVD60AhMAlQ4BNZFyVfiUPIVAc5kfrW2cgjBJHr3rFWg+GCoklB70GiJUkEZGADU7ae88c1DbEeGn6GrI4HlIFA5wZj3pFUDNJRxNCRIg0AKMzt70MHkqCfmKmCRxFMslOAYoIjCckKI9sUqMQU+vzpUFu4WmdwmDxVJRmT61cfISSIz3FZ7ylA44NAylyqB6UkkTyKAn5A045nbFBMmQIoxxUaVSINECJoHB3GKMKAxQNhUkrA9oqUpTwBQLIR8qeYAHrQn/AG7iKdQiKBxM+UY4pKJ4ppMAD608fWgJIgUhxFIDtTgR7UDEQJFCkeaKOTwTihAhU80Eavze3rRAgET3496FSTlKiSJwAKGMwo84EUEnPFBJMz24px5eDSKcRj3oGBBFOUpUZimgJwBiiGKB5naD60+CYAj3oe8mikDIFA3/AMe9MmD60RwZBmkBjigXAoUhRV2ojJGKZMhVA5ChkDzCvEOo9M1LS72805aENPaiVslS1fmQtc7kmDGCqSYjNe5c81xHxG6cTqotb1tLiXUq8Ilv0WCnPtBNB8/9U6GND0XSi6VeI6tx1tIUCVFaoTIAH8oHtFaPT7Tdlo7124FeK2YG4/mCcz9Sf0rutU0JKdXtPxjbS22QlKluydqEpkkn/wDZFcw9o+rW2ghTrKPwwcAJSnJQt0QTjvJ4NBt6fpz7mgMOBG5Tre9wHuTkn7muWvl3Nm6p1TKViQUECAQJP0rt9P1NbakWze3wWyElGYJJ96PXdFSpty4AQCpMFAEkJ5zQc1pes2jyC7dfw3U+VJUcxMET9at2+prsfPcX6EJIG1CckzwdysQCDxXO3uktMuHYyyFkyTHJ9SO9ZV3qbLDoYbIPhgGVmRz27Z/pQdZrXVrAZU206VuEjBc3SSAOBgCuevry5ui4y24lple1SfNBWP5pHfM1x9/q67gFtL6d/wCXy5zzE4oGdauWnG/EUSGyZXztHt270Hoeh6B4Kll4KU/KSgEZR6GfUyccV3mn6cEMAltII8zg284x/X9K47pXqJt+0au/wzpbECYAiPzcie/NdpZawytQZcQEsqlQOSoD39e1Bo2gYQkpQkgHzgETz70164hpCk+ChwxkK5zRuNpSkIbXKTzBEg9qznXd7qmm5MeUFQmSOc0FY3ZbVhJJ7g9hUovULCSlQSo4Wf5ke/7VQdQttSVt7lbhJJ/KfXFCLYllTUIKXVAoKvc8/oR7UC1rQTqd2ksoea1Jr+IGwkFNwEiQPZUEQfpNbtsyi9s9KXt8VCH2nAVzuRvBStJEcg+vrFS6CrT9asrTqGzWvxrBRsnkLAlK04z75H/7XtXRt2LF9btP2ogkltaRA8Mg9/kUgfUGg4K46UbUxqtlcQpC3g6WlyAlY5KY/IqRMj9RXTaboV5qFi9p+qaaUrXbbG7uzKMJVMb0kiQMERmcgCKu6xZKtS9cMJSfGlwAf7gAK3LK8QzpiblQDankJQlMAwoxAP17UHmnUrlxcPaCm5YcbubTVm7W4SVfzlCkyInB3Aj5isfo5i9s+pilQUq1efW07AiMnd+sfKr/AFra3Vy27csqcF2t1pahtgKLagCRmAUkJIPeTVnpRhnULhh54KYuGHjcEGQkwqeTMiJOD2zQdNpOnuX2jM6ZeOfwUMsuWjgA3DEceoUJ70HTD2xzUHLxgh954ALA8pCQQI9syfnV/VrVnRXbLTkOK/Dulf4VZ4ac3KVsnggkmAe0elSaJqSdYtb65cR4C7VSQtMRt2g8d1ZmgS79K9IUu92NpS6EK7SrfgSexBFUOpE2+pacjS3VlCULBDgVtAPEfLNa2pvaZe2CLO0cDqUPB12VSoGMSnB5I+WPlXKXVpqnj3l62PESlKkpYdwCB/MFCge4F3dM/wCntr2eGUJcIyUpnJH6EVsaWw20ldswClLrcSUk7gBGMc81l22oN3iUhwoDkCFSdvsPrVywItbhN25GEmdpPzAoKavCQQ6VlRiZkgT2/wCKvuXw1G3Zau3EuKYBSFCAog9ifaqS0qUs7ElaFK/iJOI9ADNW7W2UlW4iQOAeBQMjw2iSUEgcDBxV1t0uglKSOCAOU0DzJf8A/GqCOwEfrQMMXAWErA2j1z+tBbCg2kqMGSOM0QcSEghSR3EmM96jba2pcUrBGI7YqJ1PCUJxPft3oAcKnCkK47ziaNu3le8qwOw4+9RtpcUvxELI7hXr9KuoBTkiDQEobU7gnJyQB3pFSdqgpwgjGKdaR/OcRNJx1A3LbcCYkn1AoM7xSVFpICknmM/WvFPjveOnU7e3ZCVBmzlSfST3Ne0l8AZAcA4PP/qvnH4waq7rHU142y6YbcTaoCRJWABOfSST9aC18Bemzq/WNtfltRTbnxPyyJHcGvcOp33rzq1q2ZfktOJQRuICRGZ7c+9ZnwI6XY6b6Xc1S5bh4jzL3TtwSoAemR+lb3SWnDVNRe1gqKt1wVyr/b2jAoMLqbbcamLMEqcaaCgdhmACe8nn+teb/GNt+56ds7k26QgKKSoACDBkHg5kdq9D6jduL3U7ly1lC0uKAdOfKMZyJ71yfxLtPxPRaF3DflauAlaUnBJBgyeBuGaD56ACiZnGasWfhqdSh0gAyPr2/WqqzG6D3inkp8ye2aBXLgWdm2FJ8p9CR3xQBMpg0zqBvyZwKL+UQQcTQRlIBxRNvvW6wplZQoGQUmCKY8inIkSBmg7npH4ydZdJgN2d6lbfKkup3BR9+Jr3r4bf9QugdTA2fUj1vpt6VJSgmQ2sntuOAZ4r5IKdpqRCihSVpUUkdxzQfoc0+l9CX7d+RMkR+ZPH0z+1W0lBG0q+tfFnRXxs6s6UZbsWrg3DKD+VwkgpEeUzOOeINfTPQvxc6S6001pbF8LS7Udht31BC9wz5TwePrnFB3UjhvnBMZms25CG1woAEqJyKvuONtQU+UKMjtP6Vn3p3uAJwTmTxQW7dCFBJHYzxVlOOQJ9arWil7IUOO4Vg+lWznAoBz96cR3pQRTA/vigSxcriticalAM0BXmVfY8VFqF43ZMl10KMcQO/2xQuKUhIcKiQeMUE5UnsmKVAhQUKVBfuNqSB/JPPes14+atC6IMms1aiJMYoG3diSPlSkQcnihSoklXaINJSfMduE4MCglSD2UYnijAJNAfN5QBx6xUiU44j5UEwgAQKRJBkUyUmaW07qB489Os4mOMcUMQZpEgGKB1QBjP0NOk4zQgqKgnsBR4oDMetIZPNNMpIoZIA9hQIkAkE0wUN0GnPqr9KAwTQIqIMg4oFJQSCM96lgbPrQKT5aACqMyO/NGRgLn2pgJ5E/OjkcBIEUAJ83Pbn5UZ2gzJoUpg0KgQDIFAZJCVHuBPHan3J2ggkgiciD9qGSYxg04SnvQOkGJpwEwQvCTg04mJpyrGaBkohABMQMDnFEEiZFKI83ahQZPmEUBqJBxIqveM/iLZxCUblRgTVnkYphg5oOH1fT37ttxkIAdcAQrHKd0qGfYR2qj1NpwZ6TbtFMtrZfuUsiCZCWwokHP+4JJj1rv12lui4F2UKVsgxjMVx946rVLO105zxN1qu4ecUoySVrGSTknyn70Hmlupu0unmys+IhxaVjaZRHeeO//vt1lu4q+09ta1+I4pMGTMiBHzrieq0/6E6u4BVturx1RJMkzxP1B9q6fpDU7ddmFrUVFvnfjMD7Cg5bX9MurhxSWkkJVKUqCuf61xS+iNd1S6LTBDbQO5alEqVHbAHtX0kembO8ZC3dsEBYAHePb0qK30du18QhtpKd23csAhRjHNB4RZfDaztm0JcC3TwVJMFSvcf52rctOiVBKWjp2whMJJEE17g30olCStSW1rJyojAgdh2qy1odqwE7kpUAMExA9hQeQWnSTycC2EE8AdvStaz6adZUC4k7Z3RJMH0PrXpD9g02nY22hOJIFQP2zW0hsAbiJEcH+lBzLmjOt2zDzBDrYISoKGUq5j2+fesi6tHWrgXKdwU2SsZgk+k129kQHDaubS28eDyPftGYrB1q1XaXC2n21pCCdikfldHJKSfbMUGObJIM9npU3IwPb2zimKra6ct7AhbbpeP8NYG0kGSjHfMj1ma0tJtblrR1/i1JXMrC0SUzu4j3TnntVTqq126lp2qWaSU3qvD/AIfl/ixKTjgmP0FBb0BhGidQlpA2W+sjwHGyMJeAhtYHYwFJJ90+ldVZtu6RcvIf8yVkb1AEJmIn9j9KweorC5sOp+n7lxHh+JdtBRIBCXNw8sdpgR9a6pNx+JvLvS7ptBW1snZkrStIhXsqSRHtNBX1Gzbu9Pft7cE+DlvsVE8j3x+1UvwLitAfsQlIuUqK2YJBQpI8pMicKitNxTtibV5awlX/AIVJ5Kkngz6gk496k8JDV4ULIi4QS2CJyMKj34IFB5p1bdLfZsnlNpSXQoDeAFBREKjHMp9PStvRUpt1ravbdCmEyfDI/LIzyffvVHrawtW9QCXglNv4LrykyQQ55QFAyMZJ+cVs267W8Raahaq8t4zK0A847/UCg3eqLa3bbtUJ8NLZO4tEpCQBwY9ie3FZGo3b9lp6lWy0sOl1JKgfNukcTzjFHrk3dxaFO4hhpba0YhW4J5//AGap6m2t8stoO5taVKckxBEjbQD+JXc2n4tlRStJK1lKI3pUDM/vmsVeqXrW5ptCHUJwhaP5p7kZitS5YNhbDw3ypp5AMTuIEcHv78VjNNAgEKmTJA4JHaO1BbS7bCF/hUhxYg7BAJ79qO0U4NykztUs7gc8Ad6SLdRG1RIO4YkDt9DWtpulZH8OEgnkyZ+dAVpZoehL6DsUQFHbGPnUj5aStLAWCCcETmrrhbtwtKkBKiI+gFZyEoKijdCVK/wUFhm3W2JVB9YzH61KG8yT/QUZS0pvwvLtOTB9KHxEttlJXtxIxMntQQXaShsHA7ZMVRIUQQCIJmrDxcuJUUyYilbWaEKBT6fzxnNBLaI8qULgQY+VWktHJ3DaqYI70kpgEAJEQTCRxRyEgogEfyigiQmEwEgj5Vl3zkFxKTA5I/zmtUgoQokQDkD1rEvHkrcUS4mZwAe33oMvUdQWxZO3kj+EhS0BZMEgGOa8d0HTVdRa20062PFdfLyjH5CYgieT/evQPiTcotOm3SHSkvENJCeFZBn/ADORRfB7p9TaV6/cpM7C23knmJ7UHZ6gh7RtGTpTK0pacbS0VY3lUAcg4AHODzWjpbtvomgOXG5KkhISgJMkqP79qyNduBcXH4RobluQ2NxwN3Jn1H9qk1tf+n6J+EAbUMJ2uY3RiJ9MDNBx90t5LNxcuqU4oISSNhO6SdoA/vWZ1k2jVehdatdjyfCS28EhJSThXE4x6xitS2s7pbf4VxSA06hQUESTuAOffJ/b5VV1drUF9Jao2H2oTZgtLUckA9+Zj6UHy+4qVndzJpDjmpLxKUXbiEKBAWR+tMsrIG4kpTwOwoI1kzNMIgTTrEkkUM5g0DlQnijSogynFCUhWU9uaYBSTIEj2oCVH8qQPlQbScmaMiCJBpztKCsYIPB5NAHmmB96kYuX7dwOsulKgZkcimMmEjn0pltKbV6+44oPcfhr/wBQ19pNgnRerHV3zLUlm4clbkf7Pf2Jn0xzXvum9S6H1LbMXGj6ky8HkhwI3AKQIHbnuK+EASDI5Fa2idT67oVy3daZqLrLjU7CFHE0H33b4CfQJHeZq0hUyAnKeTFeBdE/9SWimztbbqhp9DwHhuvpSFAn/dHpx717ppd9Z6pbC70++aumF8ONrChPpQWiJE0wTiR2pBSSDB706juTITEiSBQVbtMtLUoBXliDxFS7UFqFJBG2RPYHtQuIJGz/AHA5iIoglkoDahgiDnMe1BCmAIApVKhCFKUNyhn+WaVBLcKkGBWcpSFnymYwavXE/lT3qksBK1BIAmCY7mgHZuJiCDyKkVgeTnFAkwaOD2oJEAzMVKj3oGpI83apUkFQoDAjvmmHOaEckzxSmRiDHOeKAlD05pjBVimUkyDA4pjg4NAYiDSgwCPWmBxxTKJjFBKYiR3ofyjdtmKQOAPTFH2MUEZVuEzTJSlJnJn1pwnEDtQgHMhQnsRQEVCIHFNyKYAAxRQI/MBQJUATFDIP9aLn39+1N+WTFAuRg05Se9KQeKUbsRMUCiYEcYpATk048nHfmn4ECgSZ4p1JHPNMO59DTlUj5ZoCyREUtsjNMHNokAH6+tFJ/LGRBPyoEIGBT7VKJOOPWnMbQoEHNIplJhQBgieYxgxQJOe0jg1iag2NNdcchCg9Kkk4iMlI/wA/Wt0JghKSFRUd7Ys39q5bXLYUhYIwc/Me9B4V8W9Dae0leqi8KENBl0JCTB3KUkyQIETzNQ9NWD9tpunl54pY1LwoVumN4kYHMyPtXoHUHSSLfQb7Tdq3GFWrpIKlLSog7goSTGScTWT0/wBLrc0PpxlZXssm0ulSBG1aCoJV+o+lBvdPuXT/AFBeWkL2tFLbW4ykI8ske0frWvqrTLHUDNqo7mGEG4VI/nUAEjHsSR862tG0hClW16ghAUy4l7JKlObxHeMAHtVZq3YvmdcedA8V7ahE8oAK454P/FBx1v1DqV7qWpO/iFtoa09bzNsT5dwgST8/rmsu46ye03QtCvFOeL+Idd8XeslX5yD3yRJ/SnbWGdTKECA9pFyzkkArSQcDv349K881i8LvS+mtlLiRbvXIkrAgb+P1yKD0vSfiCrqEX0Wf4ZdkmUuJWHNwHOI+49q6JF/Y3dpZ3tkFfh78qYcQtWWXAD3HImI9jPrXiXw71ANm6beWFJcZWAUGSSAYyfmK7np/UHHum7q0S4d4cDjCeT4jY3AAATO3ePeg6bp1xtHVNxaXqTuuGYAV/uQcx6Y/pVjVrcXbi7FSSi5YWPDWsSNySYIMY/saiaWzdazofUNtIFw2A9tGCSkgj9RPuKl6tfc0/qVlxaNtrdMoXgEBSoIVJ9cTQO1pTa9JvGWipIeb8RkcbVHCkzzgmodBNzc6AxbWrjYftX2QpDo3CNyTke0mM8itXRW3b9otswQ28CrbP5CNyo9cx9q53pl9226y120uEAFrb5k8KATKdwPBFBtdeaC+/rmnXKAsj8cy6QlYAG1QUZnEGDTXrz6OpB4CwlxK1JWhWQseGmIyOCB966LT30X4feWmUeKSlfPmiZH2P3rl9VD9n1U1rUKctVsr8VBEhC5TCkn3HIHpQbeuae2+VNKeAKwHUGeflEelc83qd5Zhpm7uCt+0hMKwSSE7owMQMHOa1OpL4eHpF4w54fiIcQvdkEApVnj3rlr24t9Tv2n7a5UgsAFRAyrHHvQa+tIZ1p+4KUJ2Lt0sqSpMkcmU5Gcn51mtuo0Jktto8VKmkgIKuFEwQD24qS01FKrhTRWIcIgd/TmpL7T4SHiBI8xJPI7frQRXGop/GJU0z4QPqrMekipAhhp1LofQpm4gkBQlB9x/6p02TN7bB9lIU+2kqWAciPb9aqrUoJIaImDMiTn096CDqS0dtCkbytsjcnYREdsx+lQ2Lfi7diPKUmJJ8uMfWjburxVr/p9wyhxAnaTAKBzgfUVf0q32LKFI25nPaglsbAIWCpMzwZ/KfX9a22G0toCAkjuTFRtJS0oeGmSTjEVItSQSrdz7UFe5AJUswrPP0qqEbSdoJSTnvUqlrDqgVwkDGDQF4NArjJzg9vpQJ5ZbASmQUn1qu644HSFAx3g8e9RuXAWoyTMgYp0pc43cmKCRgqKiFBaRiOPSrRQ2G9pVkYgmmQkIAkgAjgxI/tTLjG0RQSIgEGfKOflTupVgIIJHB7GoHISR/MCY2nuKNawltTZIBH5c9qCPUHwltRkie08fb3rGLJcVJUQcE+UCT6VoXQLqtu1RB80xOKpXLjNjau3SiClhJcJg+YelBwvVdpcdQa9ZaE04rC0rWEiQE+/p6/avRNO0y20TTk6fZtKS3bgAmI3HGf0rm/hzozl5fXvU9+JeuXPKSjAxGJ9gK6/VP4TCmlPbAEySmBMUHPWTLt7rKnlHahslRngk8Z54HvTdaOIccat3CpSUy4QMkzIgen1rZ6bsVNWwuHwVOrJyFYjmPuSfrWVcOKuNXurhaUqSR5YMwkAeU4x3zQUrZlyG7dIUFIYUtUn1PYSc5z61j9QpLvSlwGkb/FsXkhSwQpRAMA/arzLy3r9+9SykMNtFDaWo2hX1iZ++faqOt6i9Y6F+LWD4qWnS0gD8pG4JJHBmg+VX1KL694ggmfnNCpeCnvUt44t+9eecCQVKJISABkniKiXBMkUCHlQBGaRZASFbhJ7elEtSlNhCeaBEEGOxoBE7ok4pwNxxn50xEHHJptqk5BoLbbZLK9qZA+6f+KroSUKhXIqZIKClba4UtJCv/jUPJ7/SgNUhISkggZmMj2pkgpgqUFZzThG5AVKTJgic0g2pQ8oJJ9qB1JTnbUZ3JJJ4qYIAEmadKEu7klQT6H3oBSqW4BIAM4Nd78Nvi5q/Q1ypJK37deChS5HqZHfj1HNcClDiE7VoUJEzFRGUnmg+3OhPjH0p1yG7Zm6TaX7gCRauQCpUZ2ng+kc4ruwtaUwCQRwfWvzvs71+xu2r21cKHmVhxCh2UDINe9/D/wD6lru1YtNM6tt/xDbUNu3aSA4EY80fzRmg+lSVRO7JGZqZhqWgSAazdM1TT9ZsmdQ025Q/bvJBQtBnn25FatsqWo9CRQQODas7RSo7hJSQfUUqCJwqCVK4nt6VQdWNxT/MnEVcd/ioKCogd45rOeS2zvVsHm7xn60BIUpRIyI9at+bwgE8iqdukKUDGOavgACgcEdwR+lGkAGRxQAFRB+go9ooHgAxJpzxE0iZIgfOnjzTNAIUUmKXlVkQadQG4fKn8o4oEkD0ikMACaUZ5gUyTghQiR370DyVUUgAg0OUQZnd7cU5SCrmaBiSlMU0K7qmiUAn5H9KDzhUHIigcHNFMkUwBgmkCMxkigcKUTkR86RgySacHHFPsREHn1oBgbcUwJA4A9hTiBIplYI+dA/uacgHvSGwk+1MopBx8s0BJGY9/vSncqBTgYHmyBTeYHBzQGlPmBPai4JMTJpkzHmpSZOO1AU/56U8QeCfpQ8HIpblE4igLIX6e9Eobu+ajCwQQoQPesLqTr7pLpRkv65rNtbgCQ3vlZ+SRmg3rhgXDamyRlJTBEjIqgxp7dtctNICUMISoBMY5mPSvBeq/wDq2tW1vW/SmglW0w2/dKgKE87R9eSOa5jpj439Ydd9asWd3dNMNLZeLFo0kpbU6EEiTknAMAmJig+vNFW0q1ftkXCXBbukyk8BWY5rN05hsvagtsuKLgQFkg7QtIVxPJkGfpNZ3SGtaui3s/8AVVML/FWhU5sTsQgoHnJKiSTkY+ZrfW/+GfChKU3IkJAkAkSPfsaDzTq7TxY3NlqVvYuLQxcF14oG6GnErSuBzMqBx6V57rfS16z0iq8tH0OpDzr7qZgoSsADv2UiCDkmvoC4tVm2eaShB2ElMnO05mO3NYmm6Mxf6W7butAlpxxu4bPDjKj/AEkEfKg+cOkb9NnfL/EOIDbSy04TA2pXHmz64r0xjR7rTnba6sEbWVFm6ZQfNKkzvSe5kSPUxRap0RpnStrqNhZ6elo3Hgqt3yVuDcFCUwTicKx712VvZt2zjCHGwn+IlxpW3ylSwVED/wDUD9IoK7Sv9Ptilu5Stu3vGnGvLH8NbzYwD2IUYH/utP4rafdXvTKbqyQrxbWCshRCvDkBwiM8cRmsjWFu2bqba+S0hu81G3t21nG1v+U+5C0p+lekN+CpgocSlYSCkocEpBHMyI9qDC6NtkWunqd8VRNylCkk4gbePmMfesrVbO30W9v9XeJH4nancfQJO37lUfaj1HWLhjqZQbt1osLRCENpGAsrwSAPQ59q1NStrTW2/wANclKpgqTEBXoR9e9BmdNXngBFqtgks2y96t52JJUmABwe8Ymq/itXWoONh5LiUtlswqQIA/4HrSvxdaSHGLZslARh4GTzwR8gPvWK0y5ZPIeJW5tgqSTkme/7UF/VVBan7Jaobt29qQo4AI5A7GuMZunmkFJa8MOkwQmIA55/p6102pP+IhQQ1s3ABRP6n9axkhT7ip3JTgeY4P8An9qC3pKmkBL3hzJgEc/OKsuXDty+pbhUqUwAfbigtQBCVJG4dxzU7CQpavDbWScQRxQT2Dzlo6lbcKBlJMYz298Gnbti4hRWkZPb07CprdltKUqJ8wggjt6ZqykJCkoTIkSDQZ6bRtKSSjze/wA6sNTbqK0pVj2qdxTcye/eqbjxUozHOB6UFwXJUoREpMgkDFWCqfMmAruUg4rIt1O7ycYxxxV7xDtAWgKM0EroKROYPJAz7VmXK0uFKkKKgRnNXV3KY2oAB7gSKoLbStUNqUie26aAWm5JIBClHt3q620r85BJOVfOhbb2I3BBUk/M0W4qOxKojuRzQTQFrhX5pzTLwNqcg5HtSQ4Vq3bIG4yI7/OgfIETAB8uKAFK5ROcEH09aFTiIKVA5wJGTUQc8+Vq5EQKEqU2tKtpIIKZIJH+ZoBc3oEJKZUOFHn+tc91I69fXDWi2zYgKQp6CeVcAj2En6CuivVNW1o5dXA2oaEiVRntmsbpKyXeX72r3TbhUtRAK+FJIEkT25+goOs0a0Y03T27OyGwMIIyPzE5J/Ws7Vg5dLTaA71LOccDn+laq3EWrJcWTEFQA+fFULOVpVqN4tIJz2EJHH7mgsXK27Kw2pwpKdqdsiJ9/XNcq/bBy1cCEkOgbypBhUd/n9K3dTuXHEJbQQkOKK4wIEYPrWBevodDTqdp8HHlBmOCI7nFBA20bXSktOKYQ46crSn+GruO8kTis3UbYXNgHH95Z2lGxxX8GCr1mRgnEdqmvA49buWzwc3uAhQMDaoJnvjuao65dnSunwu8bS9bNt+ItpwCTk+X0yJoPmHVUIa1G5Qnb/5V8fMxVYAEAyKO+UlVwtQjzKkewqJIJTFBMNhSc8VAQAqpGyEmFokH3oFxNA4wZifaiW2ppULBBOQCKBBxBq0tKXW0kFxam05MfKKCoVKSoGJE5B71KhtBZLqVpSQogpxMVGo9ozTpUII4mgIEHJ/ank7gWyQRNAlKgMER70Ta4VNBOn+KEo+maZ63WyoJWmJEj5VN+He8AXLaUlO7kETPy5ofE8Qy8CSMSD/k0EanlrCUKWopQISCcD5UC0Y3VI+0EL2twqczM0IBIzzQQHniiEghWZFSlsR70bfhtOID6CtBEmOaD0j4P/ErqLpvVbbRrS6aNteXCUvh9SilKe+0Tj6V9iaVf21yyFMrTBAWIIyD3r4aY0O5bt/xmhXRBUkFTZUA7PcxPqcR617F8COper7jq9vRNfZuPCTaKQpx1JhW0yJPFB9EXitsFOZyaVHcpSlrJ4pUGekuKU4VwPMYI7j3qpclRO3lM/Y1YcJCiao3LpiM80EunNfxDOQB3HMAZrUIgRBV7is/SwClxRAO6BzV9SySlcExgn2oEDiIikFHcobZgTimSREzz6Us+1A6TCvpRDcqcgChmM4+gpx5hQOSfQUKiQUj1/Sn4pEpJABoDJmBzSPvSUkDJIn0pgSVKhJM0DgbTKgYPqKeZMoEgUkJKeVE0smgSiduU/ehb/LyT2zTqGKSUgYoCAjiaQTHfvNPgQsdhQnduBPfigIjaKYSRPaiSlKvKeDQrCQM0CgTFMtChBIIzRkEJgfOmzBlQMZxQMSQkQBT7JmRTpSSuT+WKX5VcQnt7UDe3rTxkfKkgeWDRbRIPtQEkEikcx6zQlQSMkDNcz1Z8RumOjGFOatqbKXQJDIWN6jEgex+dB1EiIPNcx1P8Qem+lkrTqOpNIebTuU0HE7/ALEiPr9Jr5v63/6n+o9WcuLPQ2mtPtJKELbO55aPXeR5ZB7V4rqOu6rqpIvLx11JJVtWrdk+5zQe4fEH/qb1vWHXLDpdt3T7USnxVGHj6QeB9K8S1TW9R1V4v3t0886v8y3V7lKj3qhuUMq5P5vekdp/LQNJKjPerenXt7p94xfWLxaft3EutLTylQODVRAk8cVIlZQQpKiD6g0H3F0F8QOi+p7bTxpt+tL1tcrWLd+d24NJLkD/AGypIzyU+1dUz1jZaxu8LVEIurZQd8BCvPgwQRyfftXxv8Deo7HSviHbM63cIYstTacsnHlr2BlRhSFhXY720Jn/AORr6N1t3p/prXLUDV2nHbxLrqVpXIdDhCXQCk8hRggflKu2KD1+yU1cKF0iVYS27JyQRKT7YgR7VSbV/p1+pwpUGVKKHCTIcQcSI9OCOa5LobqNTF7ctXbw8O4W4dxd3hyMFMjA7R9ParGsdb6Wq8ds2myhIbK9yjKXBBEATHNB0ersMuW77YJUA2tlxAM7kH8pA7kD9x6VQtdM/wBR0Q6WITds7EIcgbsGR+361wdp1BqVjataTa6s07c2DgcVbPOJbduLdcw2hZ5UkEFPG4YImK7HQ9et9X0xrU2GXW3Wl7X2lR4jTnHmIJH/AB2xQalxo4u2yzeIStt1P8RciFRzPoZ/4q1qWprs2UqZO+InyeZQAAB+YAz6xVs6vYPWCTeEJU4CFrUiUd53R+U+/HvXG6tersLwO6beoebIUYUoKG09pHI9DPpQaKvw95F00WVgHcUFYClKjsZxNZy9Tes1OrYtHA6Eq2hYk45gjB+VU9TXZaiym7S4q3XPnRMBRI/Ws0LuGFKFurYAoTwZoIrXX9QeedcfIUFOY3AeUehBNPcald3be4/zECRMfpU9zd39whpnBSD5iltIJ/TH0qBq0dWpSnGpzMZ+1BA0XlN+dKhvQYC8AT88UJU8hsoQlAUmMCJ+30rVOnuONFQC5EQmOPaKFuwUMyCSZjjvQR2jbydi1DiDKuB9K12kIbgtuJ3D07d6qN262yQpQ8yt2e1XGyG4PJHJHH+f2oJFCEgwB7JwDVVV1tXkwk8D1qZwgDcgwoHj1+dQOw4mczxigc71Qc4MmB+1V0lSSSN/JwKmQqYQsnaQYJqVtpKUK3cgA0AsNqGSMcmiU7/F28iJANRKfDStwUUmORx84qNRAkbRtkKUTiKB1YMhSccpBqdllAZ8UICScECht7Vp0FwYIBE+uKu7EoKTMSKCMpKUQBI5io0zumBU+2BweJmoS6nfASkn3GaA1bk+lVLh4E7ClUj0EipbhwqBCUkQYIE/1qMteKApfljHrJFBG21DiUxhQOZmP8+VTltU79u4pzPf7USVJbQlQJ3c5EVV1rUUaZZF+SXlxcriticalkD3nnFBkdR3KdRuWunUvjao+M4mQZSIMR3kiumsLYWtqlskeVP5cYAGBP6Vy3Smjl0jW7xtZcdO9sLkqR6A/riuh1LUG9IsXL65VLjqg2lMySs4ECgDULk3FyzYITKVfnhUYHMn/MxUeruME21jvSmFpCiTgicD50tHDVpbPapcKQFKTIKySU/wBqxdavFltC4BceV5jBJBPcGYECaAtU6hZN+u1YbW8r/wAGOEgDComTAEn501p+FeuS2q6S64oBwN7wAREknvx2qmyhq3aLjjJ3MyQpKyncAMEj/bB54qK0bbsmxchKXHVOFxtCsKTvBGFesRHsTQFq7Sih24DrYW0graRyUkwDIEeo/wAmsHqS0vLjppdupoOOItvM5sCRhJVIBkgwD27V0Nu8q7XfXL9slSRKEtkZgH+mR+tYXWGoq07pe7uHk/iGtxJbUY/hwPJBGRGKD5duigvr2EEbjB9RNAkxwaFxW+4cWEwFKJH3pJEkA0EooXBGT+8UyxtGKclO0ETu/m+dAkJKqNDjzaghJgHmohEk0JUd2KCw8klQUFbge4oICQFSDJMieKQJUnNJLikgpxtPIORQGFJJg+lMUlJgiPT3oE7Zk5+VWmlB9AZcPlHBidtADawApMjzYIPFT+GltH8RCmyfNu2GUj+lQLacaJSqJT9RUwdaeYU2tSQ4tzcHFrggQZE0DocD60MukAJBhQTkiMUC2w0pSCFApMZoW0pCk+I8lP61dYt2fCdLxd2pKfMkCJPFBV2qVARkkxHf6VdubS8Zat1uMpKVJ8RDgT2Md/6GptIShi+QdgUkKkhZGR7T3rutQ6etnrRllDCwykpR4rZSW0gdlRKlEYEniaDj7J95pgXLb7yXWyA5A3bgfvH2r2P4PfFPfrdl0/dArLyx/EEpSnB98mvL7/T7jQVhCbcuWAcOYEyB3SeCMYJitTpTpHU+pLZvV9FQVXOnKS54ScAgCSJ5Bx8s0H2XdMqvbUhDhRvghSeR3pVFoRdc0i0XdTvUygk8E4pUFR7Ekms97M49KmW4FKKSoERURT5SRiMie9Bd0oEWwwOe9W1EcQJ9qrWCkeDtCxgRMYqYrJ/mJ9qB49+MTRJ4mIoBJPFOqRFAZHanQopEUoE5PanBBB9BQJRBJIohBGCCaEABOee9OZUAOPlQOCCCIpJGZmkQUkQBB5zTjgTyeaAzJUEnGMUhBwBS/LE980yMqOaBEAcmnATMkUDiApQJ7KCvtREjdtkfPsaBCAmaQO6VER6Ul+XAgzTGeCAPkaAkKBpipM7cmKGIqVAJBBJigRyccUJM8URHpSCZoCJEQD2oVDBScgifkacgCJPNZXUfU2jdMaW9qes3IaYZEkd1E4AHuTQagWnaDj0Fc31p8ReluhbRV1r2ohpQTKGWxvdWe0J7T6mBXiHxR/6jdRXZq0/pTx9NDiAouqA8SDjCgcfYH0PevnXVNZ1DVbhV1e379y8skrcccKio+pJoPZetv+qDqzWbl5rpwjSLMSG0gBb0f7lKPBxwOPU14xqetarqzyn9QvXX1LUVFS1EmTzVFRUeTNISRigcmTJpJmaYT3p59KBjnk0pCTTnmgUMzQSbyJ24JGaSAVGCqKEcVIgDaVDkRQAtQmAeO9dr8LbS71Xqtu6duHXf9PQ5e+dRPmGSTnuds+sCuHJAPvXs3wR0NkaPd6u8jcbt5VvgiQhsBRz77qD1zovXNTvU3TVxdB5Fm2UsrKUI2CI5gT3EnMBI7CuR6pub1DqLUueFcNrU2oIWDKYkD9x27V2Xw5tmk6HqjhL5W6VISVEiUTIAx6ntWB1npj6mF6hbObdl1CtygYmRP3B+4oPJupXLy6aY1Jp+73MhKds/+JQmQP3Fdz8J/i9fWuoqtOoHlXKbhHhOvrEOxMSSIBKRJyJgHk1ympPPSUbEqHmKgOFLgwfkB2965R125069aWyPAeSkSEphREkggn50H2zb3S7y1S628FqSdqlozkTn68/Ws9bKSpZCQlaiSTET68VwvwN6vY1uwuLDxyt1CAtKVKnagQPnjA+QFekKaQrLgkd6DK8FHh7FZiRFChiAAkYj1rQLTZBIJke1VgYKSEk8mgJlnIWUhMDuashKG8oAyM96jLkQgIBKsYVxToWHRhP3Htn9ZoC2pjeOIjJqJXkBCQBuO41Inf4W4gQPpRBCSgIVJ2mACJzFBCBylAOcncOKkQoAHxhjtSACeBHtUTsgzIhXMHJFAxKAoqJMK/KPSlvQokIwkCBPel4YQgJUpMjOKJASVBQhRODQElsbSFn35FRuvrRCCkKSTNJaggBZUJIyZ4+lJKdwEmB2JoI1uSQoJlIEGaG3bKlFySAckH/OaspaQogkY/epmm0BP8vpFAmUKa3BWMYipAUJXuHrBk1GpRahKVSDzUaiopIByVZx3oJLlTiQNxAJH2qqW1qUDuI9asFIVyvI9fSkkBJiPQCe9AAYBKvJ+bESOKkQlOEt7o7gZpNKQ6qEN7Qoz8yKmUPCQokAR5jQBcLt2Gi9cLCUISVKUR2HvXEs/iesdeC3UqRpzRHl83mSIJHMcwTVjqS91DW7w6NaKdDUhL6wopT4ZkFJHcmP1rq9H01rTbNttSkDw07RA4+tBbaaYYtktBGxCBATwAAK5XWXbjVtSRZMOKS0UhOI8p7qyOe1dFq98bO1K8CcYPIj0+VZOjoNq27qV26UhYlIUrjtj6UFbXrz/T7VjTLNQV4o2LO4SMTPzrBsni049aKKnj4e9SipJDZPIA7mpru93rcu7ltanX3P4B4ClAQBImByY/sayt9qbRWksFQgpcdeUs7lAHIyPn9qDTW9+IcZuEOBAab8NDZnaoAiZHHy9KruMG5vkXCHpQyogJUPKCD9ziYquywouOjyNIaACQQRLRHIJxPtWnYpQw4guN+YLKUgDjAMq7xJGeJNBfuPAsLcWyUJhZKQpUmTJJ55MZrz/wCJt1cWnQ18wVgiNqFkFKoKhIOM+mRXc6is3TSWnP4JkOInYoScEYOf17xXlvxu1FSenWrdphLXiup3eaCoCTO2Z9OxoPBtpByTnOaYpFGCnZkkye5oT7UDuHygHmKYyOaShKZpQVZNAScn6UwTmmAIzUgSVCRQMnIiaeE8d6ZPlPmBHpPenT51QVwB68CgbaJgj54p0b0EpMAgwCDzVu8tm20tOW6ysLb3KmBtP9agQk7TiT+1BIm6lgW6sCZ3RJHtVw6esBpZaKW1J3bzgGROM81nEdyn6Vo2mpLDKbd4JchQ2qWZKQOAJxGaCxpWnN6q8NO37LhbjaWVKUNkGcHv3EfWtm9tLrpVtzQOpdL2NhwqW4kedRIEBJmCBgj5mi6VTaX+saXaeCU3Iu0KQG0ggR++YPtXbfFayddTbf6my8pDRNui5S5vG0ZBX39uPT5UHm1tZIJC7V5DiAopTE7vUSOfnXTo1hdkstXN0k2zzKAssIJ3QQcx3BESeRXNWlnqOjajatvQuzeUQ2o43Dviu3d6YZuVW6ra4ZbceQplxLw/hk8jzSIORmgqsdQaTfvXGkajalTDjwHjJSCQknkD1ivoP4VdHaT0rY3P4G7DovCh47gEhII7T25r5h1NsaItyzurBxF0HNgUtOzaB/MCRBn5/KvRvhx8WdQ/1RFjqV6wmxIG1K2kpSyUjkmeOaD6hsUgWjaCPyDb86VZPS+tt6rpbdwm4Q5MwoGRFKgol0HzxBjPz9KPeFfmPlPNVPMDtk7SYg8iraWIbAUef2oDDifDCRtVB7H7VOt8tspUpJgpBPtiqx2xsSmAMz61M2StMASlWcmDQTWyy6nIx2qYiTxxQsN7E4EfOpiUkeU5oH2iJ9QKD+bFFyBnimAiTOZoCMR5jmnTmsTqvWNV0LSjqemaUdQLSwXmQqFeH3I96pdG/EPRusSq3t2H7G+aEuWlynaoD1B4P+YoOpXKkwOxpzBp0+5xT8YNAsyAJJjvTpEkgjiko7sEHmJHanBARJTEnNAjEUJUOYmhLic7QfXND/KkRk0BbpEwB9KcKoQCUwkd/WjAABA9RQMYVTpEJ3dppFOMUk78ISKAwUEQQR86juby3s2V3Vy8hllsFS3FqCUpHqSa4rrn4rdOdG27gde/GXLa/DDLCgqFRPmPb3HOa+aOv/j91L1NeutWjhtbYoU1CVYUkgYig9v+JP8A1BaZ00kWmgFu6fJy6pRCRnMCP89K+aOrPiR1B1M65c6hqDr7jiiSlxZKQMQBPA9uK5O5vX7tzxH3VKMyJPFVikqMmglfvLi5X4j7q3FREqMmocgyaLaSeaY+k0CBmkcUhIHFKSRNAqc4E0wBOO9PwINAAnkGngkxUjTCnB5QrvwPTmrl3Zs26WkBK0uBIUsr7k5x7ZoKbbeY7mpbgoQjwU8g+bHc/wBopLO1JVGYx/eoFHcdx59aAVJMpgZPFfQ3wus12Pw8tHQPDXcMXj+e0rLYMe6QPvXz2s7ClRyCPtX16NN/0jpz/Snmg3+A6dtWu0qVA3GAYyZzzig2vh4wpGgxtKytlfmifPH7Vl9VMG50i9ti604VgKQgJhcJVIkH1rf+GluE6UyVsBtRCyqCIVJwR86oa/ZBd6thNu0RcKUgEQDvAPJmOBj3oPHr6wtXkOBSkpSppKyQYBO7B9+O3vXnWtIuELKQpZDawGypRkJInk5Ar1DVLUJDlq4yGW2idgmdwGYj2+3Nee6mylYdQD+RKpBPoRQXPh71gejur7DVS7/2rjgQ6kyPKrBP7favrxm4RctIuGoLbyQpC05SQRIM95mvhdtSdwYUfTb5vy819P8AwN61GtdON6Fevn8dpiEtgHlTYGD9OKD0fYmSo8nmqpKUJCu/FWXXB/8AbWD6weKqkok7lCORQNuXjfyDz605cLY3EGJiR3qNayvIIEYEjNSN4KT27TQWG1SIWoAcVIjICew/mFQyoqxiKlSVbZ44xQEG0rUkZBHqKjfYAcKysbjxjNStmFSc4jPrTrKXBtJie/cUFFxLYGYB7zjNC2hSTjJHeM1a8JsSFSrucUkohRgcigjS2pKPCUCrzEkzRtNLWr8uBialAMGTJH70ROyVJA3ASTQMlKUqIWMAkEdvaoFvBMpwCcQKIOLUtMEeb07U/hKncomOYoBTBUCoGYxmlsClE8Akc/Ki/lJnHeB2k0SmsiB24njNA4aQBxuKhgzxn/miRbr3bNuJIOO9E3IPE+1WQFBQiST5vSgjQ2hsGQEqAMVhdXaqbK28C3UFXDhgI7571s6pqDOnWbzyyEqQkxI4rjNJ06+1nUEXl64FBKpSkg+RE8e/ecUGv0n06zZMi4ea3Or8ylKAkqjmea6h0obT4igAOYApW6PDQEYCUiIOAaxdXvX7i6Tp9qUqa2guEGTnsI/zmgxtRvheOhbgU3bqTA/h+ZUn1981JqjwatkMrJIBygjkcipVpS4/+FSnY2z51KUqI7/UziKzNZXcPXzYb2BsQpIKiMwOY59Y4oM555TQTd3DYLjjkMJAwnHEdvWarMMt/iV2zyEBxxJWpe/zEzO0pxA95qwVM3Nw4ty6c8NDW1KUEDavHJHP/FU9YTcWrDSlLel5SEBO/wA23A/URIoJ7W/OpXCEItmHrNaVNPHxDJI5j2kETxV6ycSzbKdtlwUJCEKWBgZgGJkzOT7VDcW7Wm6OlbTgJSx4SGECSrb3A5jmT/aotOD7WlEPyX7lKlltzzbCZgGPYCglu2HX30M+ICHQkoSpOEkqEqBn5V438fbxp3VmLDd/FtE+GpATCYjB+uDXsmnXRN+m6eHiIRmETIMRnEATXzh8V9QOp9cag4kkhBDfzIAzQcdtP/FFwmnIjvM0JJBoDgFAM5PbvToS0W3VOLKXB+VMTNACOwzQkQvYoZHIoHBnMUUHsoj3Bp0o8pV6U4STxQOt1ThCnPMYjP6UxKZkiKsLDQWossFIKAShSpIxyKrGTmO9BYKnWmtgKlJUnKlAYn0qOVJE+lEhIIggSMU6kKWlJQgmIBjuaCRaFOtpcQeTtCVK/rUaUEALSqFJyoUzR3Egif707lq6wPHVEIISpBwZoOq+GerNaf1Xb3V46pDTYWSpIBVO2Bg85PFeqdUa7b6gbYrfLxQiLlhTW3ciI3EYB9favArW4LCg42SlUZI9a1rTqNxLhL7rp8hQlW8gj2/eg7/VOi9R02wOv6a8brTVqUy8HFgLaPtHPrI9RR/6yUaHY37byXRuQUAhKYUkwZHoRGYpdL9Z3tvZtWzL34tJbcLqXVShQHOO5g/Wuh6s6Dau9Md1vpvT4t1W7V2q2CNuyUkK2pHGQTiRQaGn6v0V8TtGd0/VfCY1G5eCAIAW3AwtJwCDGR8ua8z6v6C1TozVTbXkt270i2uAPK4nnPoY9ay7XWXdDuGLu1KG3mtwUFJIIV8u9fRPQGr23xI0Mt69ZsXbLaEiHW/KtWRuAHHMYNBm/wDTXrV3d6XqLT90+oMvbkkqKsER8u1KvRulujdG6XcWxo1uhpt1SnFD50qC+G21E5mc8VYC4QJJJ98VCpQJgHA4pNJwEAhUGcZoJNu5W0GT86vssbUBJGRQ2zO2FK+1WTCsz27GgjUNmIkUK05hOPfn9KNQOADx6027MUESHlBQZWnaoiQTxA5qYkAAgzTmII7kZplAnIGKBKbbcSQoTuEGawB01aI1EXzP8N5C9+5OCfb5ZP3roARAPrgUK24JhICR370EjJ8RG5RIjH1ogvdzUaHE5TBkc4olq2iZoJCfahcWNoSKhLh5BpvFJgHImgPJmO+Jo0jd5ycyZ+VCCFK8uZ9eKkTKAKB0J2iKSikStRAABJogqTNcT158VOkehSljWb5Tl2vKbO2AW7HqRPlEepHtQdJrPUOj6BaKvNW1Bm2abQpZKznH+CvnX4lf9S6tQI0zphFxb2m9SXnErKVut8cwNs5x7fSvOvip8X9R681FYatW7O3YWpLYQfOtPYqP0GK83W4VmSomcmTmg19Z6j1DUbp14XDzbCydiS5JSnOJ+tYx3EZUY7Zp0NFySkjy9iafMRQCkUyiftRp8vNN/NQACUmaeO9OAPWnAAJoGpkg8U+PWnUQTIoBMjjmjQgKMKVH0phPMirDb7DLKpQpT5EAdgCDJ+fEUGozqVlpzYSi0ZuXEpITvSramZkkTk5Hyisl25Ny4XXHFuLx5nFSSAIH6R9qhG5tZ3JB3cg98Ux25IASPSgM7lnakyfShKduDzVhDTtu346kxuwkTnPeKrrASB7UEjTari4ZthMuLSgfUxX2p183Gp6gwvctTdlaMRxuUVLMHn/bxHzNfFIUptaXEGFpUCD7zX2f1HeN6hdq1FARsuNNtrhSlKAAkKlRJB9aDQ+GGouv2ZtrgI8S2XB2zAB455Hf50/UAbZ1gpWFFtToWQRKcAmRjFUegLgs9QLYdKUi7tm3UdpAjifn8q3utLVIu9yUeV4CYBMepgfSg8h1/S213F+pCnCkHxJMjYATHbj6eleX67b/AIZ5bG9QS55oEEcx+0GvcOpmHPxabxttQQ8n+P6LjyyPTOa8k6utlMLS8hwOJSoTtTgYjj6UHndwFtLCQrHOea6roHrO86W6mt9QQ8docSl1HZxB5E9sTWDqjPinxEuBQIChAz8prLS+VA70qChxnuOKD7psn2b+0avrZSFMPoS6lQjzAiQahfdTEJV/NPcCPlXlvwB66Ot6Wvpa7dK7iyQFs5iW+6R6kftXq1wyFJhJ8QJMpOIoKwX5yDU7aiskGJPehUwFQQmMDjmkygblJ3Sn0kUFttKilIBCjAHPNTlJCBtQcYyZqFoFQAK42nAAFTjjywBgn0oGRJAkEEcfOkDCvVPvmpgErBjOewiKdTbgIUoZA8xGI9qCDalSvzf80tqpATzxUg86YnJPp+9O0RlJBJj0zQReUTOcwaZSyZCESDAIGT3qZY7bZoLdCirypiT2/wA9qBMslR8eClJAAOM5qxsWtBDgA9IowgASlMQNpimVu2nJj2FBVABBBVtnsKIpSkBIUYGPajDBQUq3TPmI5FG2gBKP9xBkmgZlkuKhCoBxJ4n71LdXNvYWzly+4lKUp/Nxn0FQv3rdi0p9xwJSnkxXn3VHUN3rz3+lWbiUoU7sXGJScbfnQDd6nqHVWqIt7e6UplCvI2kSCJIKj7Y/rXf6VpqLFhKSkBQSJIAyax+ltDY0htDpbV4pBTClSQnsJ+1bt3dJtGFPEgAGYOJoK2rX7TDGwLl1XCPSshr/ALdlalpT4ipVu7kRj3pnGrm6uHLi4MhUFCRykxVd9ZcuW0hKgoIUFEDAB7fpQRF0JZ8R1CkJWslW5OcmAEwMZ9f0oNRU+2VLCEB9Q2tpI3HgZycx7VYDTZtVFbSAgI/MTlWZJ+4qC7SpxSnglSoUkNCclMeaDj1igyl/9slKnGXEePgeIDgbeR6CU81Pa2dqlSr2+aDjqOP4kgyD9e4qRjZcIDYLxS4ncBBIBkQkDtgdqqqcFy4nYQ1sBaAVIWdonMjJyfoKCorT33nF34IYaaZJHiklOVcRz9YqL8dqSWkMFaUly3CQSswFJ5xxNXr51h9sMJUoAqAUCD5h8hwMelZ1wwHbe3S28txYUVpbXyVk4BP60EOkWt7fPXl3cuLVb2LC1uLQSEOwmRxiTBJ+lfNOq3jl5qdxcOje46+tZ9DJwI7V9e68hPTnw11m62BLztspC1RG5ZGD37QPoK+NnlSrcomSJk0EbgUlcHkc0yp+tIqEwQQRTLM0BJIBk0ngAQd0yKSRiTTLT5gQeaAm1n8pPNGqexqMDg0YJPaYoJUblOSn80dk5NN4bhQ4W42pgqz68VIxuchC1EhIO3IGfSgWlSCYRBGYHagjYfhQlO4D8yfWuouNAJ0a31Sz2ghO9YBO6ZyMcxzXLrIlP8JKITkjvWzp+qPWzKbTYVNu/wAu7270GQkKRIBrQSpi8U2hwSD5SR+ZUxyaqvtLDoCGlA5B3CJz6e1AHVeKd0JiASBQTvWwsnE7SmFCYkHaD2PvUD6GCneyClUwQVSDWuhTV2lKACVDuEySAPSsd9OxRCeAZyKDb6f1FyxtFNqSopdWEeVzbzyFe2K9g+FHW129rC9Lu/CNo8CG0JUZAkQgpUowcGc+ntXh+l3YL6LctKVvWnypzvM4BB5reZudY0bXGtRbQu0BeS62FEx+mOKD2Dqr4MWvUGs3S9JcFm68pTiCqSjfyAcYB7V6F8NulH+k+m2tMv2GRcthRK2szJnnv2z861OiEt3uiMXxUVuupCgrjcYmt5KVIewhPm7zOaCeyI8VICwfLk0qBhYLhPoeOKVA6LB1xUuK2j5TVtm2ZY8qCMe1TbVgfOmSmBmgcbdvlp0wEzQpIKiJ4HamC5BB7GgRSSZHemAA5o+UxOKYLUMY+1AiQSVQJoYJzxTyZ/LFLHPegQSI2g7o71xcriticalkzUaD5o7dqIAA80DEQYg/aicwNuDTkxiZFJyOwJ9+1BXCUHH1oR/MhAJ4qVQjj6/wBKiKEhwEJA94oJmCAAVYzFDfapp+l2hvdTvGrdhBguOGAPb3+lct1Z8QtI6Tm1cUl+78OSgrCUte6jmODAj6jmvnD4hfGLU+pNSFoh5YtHhtUhSkqbEmdyR2Ijn3NB6J8Qv+pC3s7a5tumWSFpWWUvT5u8LCSMCR35r5n6i6k1PqLUn9S1K4U486veVLJJqtqFx4tytSFqUCYKj3Pc/eqih+tAMLXwZ+dOlMHzHNEUkDFDQOJEgHBokcTNCCJg0ZUFKMY3cx8qB1eGVHwgYjk+tB5RJVPGKcYkChIUTwKBgJGKKNqJ5J/ShwMA0uBzQPTEGiRtNMVAkj0NAwIBzRRJmYokjhUD70O6VQaBK4pNNhbhSs4iee1NiKYEpkp5igsXdyp5YIACUpCUjmAKrFRKoJolJI5JzmklBVCjQG5AmDB9Ymvq/pzUl6j0zpF22hJSvREoUQsqIKJSOwzJPb+9fKLwKV8Yr6W+El+NV6K0Zb43fh7a5tlBPmPkc8uO2Cn70HddPhDWpaJcocSpH4fwFuSRHMDiDERH9q6rrVgXFuw42ohRQoIV24GZ9MVxFurwrrT03AQlLLqylKiZUNxmRn/d69hXofUyHF6Ei4ZSCEAAJ2zM+lB5brS2VaPubbV/26jwQFQpQMwe0gnHpXnfU9uh9Lv8NSJ8yFk7owJB+Uj9K9CdKg3d2VxaJI3rDY2BIG2TM+kKEfI1y2p2YVaGLdpSmSd3mgyB27Ee/wAqDyF9nwXPw6gCUmAr0B9BWFesJYcUQTzA+fr8q7bqm3Rp923cJYWWlLOFHcZ+cR61g32mqukF5pIwkJUCZIPb+tBU6T6ovuldftde08y5aq3qT2V6pr7P0fVLbX9MtNZtFEsXbSXkA4UARkH5ZH0r4bUyEEbElRneD6exr6d/6ferhrnT/wDoL7x8ex8zYn+WeP8APSg9QKAVeUz6/OnSB3kEyYNWVJQVf/L9KjLZC59BQGwrcjEYqVKFZJVtJ4xzUTW4BQAUR6DvVpI43EE9o9fegds7VCTxj5/80biEqgpOJk447VECFqwJIOamUoBIKQY/zNBGtQaBCPyn1pALLapAEGOOaSv4oEjJxIE05WlKQmIBxIEA0EXmKvCH0AFTpaQlCQYEGYmmYQACYyDAmpt8EJPfj3oH8qDCSVQZNClZ7iajdJJAGPlRpKgUp5BxQSIbklRMgwIiq167bWQLzzsJGJiiu7tq1a8R1ewASfcDuK4fUdX/ANZvS2FANIkbQmVFR+RoI+oNfVqDngtOLabB2thCiFFWIGRE5x8jU/SvTRZCLx1GQrybszjkzmc1d0XpZppCXr5xTxCt6UHImea6RCdiQ03CRgGTwKBlKQgBYUCe+fSuZ1nUfxF6iXym3t1SsbSQ6SCI+/7Vf127Npa7LdaVPOHaIVBQffvWEACE3DM3CESVA9j3n7frQTpvXU2qi814ankwgH8yMYn/AD6UViHXVKKEqSfKCtIHpJJB5/zFURqKbh9y6WlveITsSd0e0eoxUy7y6t3ClJaaCuQUeYgH17YoLriV3ivwrKFFCEk7gIIB5Bzmhvk/iV+A2pIQlJAKDiIG4fPBqNi4YbYdkFASgec4Uo94OD2/Wqj9+y414TQVvWmRKhBHeAf7CgolxLTv4OzfDrm4ueKEyBIkA+mPeMGorrwVf9o4n/whKyuYKBB4gxE447iqS71vTWQyt9lDzqpTsT+UCCAI+dWXnEXFwq7s0CHMO7ZgbYEEdo5+tBCi1U22b50Hw1flSFZAwIUePtW/0to43N3zzKEJWP4KFgmADEjP5lc/KqGn6W9qriGUoX4CBDgWkEKTPcjk+orrbj8Pa3FupzCkIPhbUyAkDzEgZ9BQcf8AHa/Xb9BOsspUDcrKgQoCAPST88V8kFUr2wpYjI7k9zX0D8fOqbZ7T3dJXcgOgJQhKVgmJBJgZHAr58T5ySSAD6jFABO5RKuTk0yuQKdElcCksEGaB9xinMrTuBjaPvSSAUxTLmZGBOYoDQQRkc8YovOgHbgHmmWEAp8Mkg8yZzRtqWn0PsaB7JxKFlRSDE4qxaMNvrIKikEfrPFU9wS4VwJiKNBkA7oz3oL11pZYKdtwkkpk8RxioXkXDK0FTYIIkHsKiSVH+GF7icinVcPIJQFnaOBPFBYLyHo/ErLYCISpBmFTyRQ3Cm7ooRbsJbKG4O2ZWfX/ANVLpd8sP+Gplh2RIDg5PoIrcttc0BVyz+P6WSCP4bwCh5iO8dpoMCzfU2+PNt24M4P6VtapaW95p9mu2bP4gz5UAElOZUoz6+3Hepb656QeccftbO4YKZCEE8/Mg1o6LqXw6ASNQbfSuEwAFpGRCpzPOaDntBcZsdXZfcbSVMOTKlRwe3aYyK94Nh0j1jaI0s6nYOXG9LbbrCVIebTzJ3d+RHFchc9K/DTqrT/xfT2otMahbtq8Rj8QUbgOFeY98VX0nS+m9Ju0BOt3DF0yUqSpF+2tKiPSMdu59qD6b6P0safoTFiHfG8AeEHAedpjirzqIfKRiQRWB8OdXttW05TdpePPoQsq3uqSSZ+QjkcV2RsmFq8RzcVfOgyUtwfETyeVetKtG4YaRwjFKgspZKR5lSB29aiOMVOsmPaoDHrQRqHtRAkmBTkeXCs0EFRigPeAP91Ao5H3o1bYkkUClCcUDyTzQqEEzTwsmIj60UkjaNvoZmgcSn9R+n/qnSnIX3mhUoST7zTxiJoDUmOeaRA2yewpogZVmkTiJ5oAWORICRmvPPi58RF9DaT/ANm6yi5uPJuXJKCUkpx7wea9FVPK+PfvXzv/ANQHVPw+sdQU3cWq9Z1NSCFW5chhgwQCSmFFQImN0e1B4T1P1trGv3y7q+eUVOErUlceZROSYj7cVzpddWtKlKkjAp33S+4VkQDwOw9qkbBSFhCRMQCaCBQhUTJpA7clM+xqVIbbbXvMrIx86h3GIiYoBUSTB7U+31pyDO71PFSKa8P/AMpIcP8AJHb1oAgcj81BB9akW2pKCtSYB4P1qPPagJPeaRM4FOlM5PFMUgGQfpQMQKJDBWlbwUkBAEgmCZ9B3ofpTlRI2zQCBnFGlKAPMYimQApWzg0b4QhRSlW6QAVdiKAFqSfKnimVE4pjxgU1Ask06hIkUk7qMBJkKme1BGTFGcNgDkqGJodsyewxROKBaSgDO4Ggsam4y7d+I1G0pTI99o/5r3H/AKdLlN3YXtj4p3WrjrpBg+VTXofdFeD3BKi3uVMDEdq9P/6edURY9ZuWbgH/AHduQFboiDkfUE0Hvdyl1DlsEGFgrRsIlS1YIMcdz+lekIR+N6eSpBKiEgwT7VwepsF+zYcVscW04CN6ykRsgHHukV3fST6H9ILKHErIkLyOflQeY620n/U0+KotoutoQlobgCJBjv8Ap2Fc8/pyn0G1U4A44VFvancFFPG9Jwf+a7LrPTVNX63WrTeE4Srft2gdp5/w1ioSUttuhCQFQuJCigjJ9O6T9qDzvqXSl3uluEo8N1MpKUpMFeCCfTHAjvXBt27Ltm0d3k2lK954I4MfX2xXsGo27Cbl1p3yWtzlKlgkoPIgR6/1rzzU9ORaaq7agJQy/DqQU5RM8HPBH60HBXzCmHCFJCRIISQCI7x/neu6+DGuW3TfV6H3EEs3ghBSvCcxEVzmr2hKPFUkb2jslIhIjjmqVrcu25bUhYQWlB9BBImDmKD7eSG1oS6le9CwFJVMgg+9JtG5JxuE4riPhP1Va9Q9KtEvy/bDw1IK8gAcj2zXctrwZEcA0BJbUnkQBRoAK9wMJPE/2pgpIOd3vQKcG0iIz6mgm8RCQEp4GDIz9aDekkpSBnjNV5gKKkExxnFCCDhRHrgUFrepKANvfv2oEpBWE75n7Cg8TcBKZnH2qZC0rP2PzoJkQAEkYzSKZO8JJUe/pTbcbkgY7ikv8ogZPNBD4iHFFLbhO3v607t01ZNKefVgCRmJ+tVbm7Ysbdx991DbbIla1EADjmfrXJ3btxr7rV60+Dbvyhppt3KkzyPWaBtQ1i51y5LFuPIRnauSUe2Rnma19L6eNogOOSV7gQCcj+9WNF0g6c0lPhAOARI9Pl962i2oEZIPtyaAG0pSgBKMj1qC7uUWTfjPAgk4SO9Whu3K8SBtIkKMfrWHql8h4OttrTAEJmCCSM0HP3l0i9vFocuFFT3klMEJnMc+/wC9V7xxkBOm2SpKCQ5/uKCPX0OR9qP8BbWNspLDSysqO1KSSpav90njmagUpltHhIbBfdQErcUfyxJyYwYjHvFBNpGnfhi7f3CSUhOGyoE44GRzg+9WWGXHlrub2yUhtTm0J5ISRyAMVC08Q0gO+I4SolRJAG30EiZjNXLx7YPxbLStgUC2kk+eOSR270AaypCWQk+RQVASkztmPp/n0rIvlOW7CvBU2q6QSpAWgnO3g+sevFWHUuIDl06tLTTpSM5MemecR2rIvNTbaYcbdeLTiYQ2jaQlz2n5TQQalZJKbd5xwqbQgLlMDeuBiYxyfrVzTre4vdlmC4ht+FuJiYQSBJ+Xr/7p2QoBq1Qyh1ShDAEEKPqZ4iBXW6LYs6fbobDTfjmVLcCQQkdh9OKDYs7O3tWA1bIADKUo2hEBRI7++Kw+otYZ0jTby7WR4zTKkt+YSDEAfP29q6PzNFJClOEfmJTmf6V5l8YNXa0bSDeyoOvuBWwJJSuAfKRwB39aD5o6v1B3Udbubhd45dbnFHxXDKpJmsdMqbUoGQjKj2FTXRXcPLfAnxFEnEc5qEqAgDgjPv8AOgGSkjac0lgq7kx3NMeR60YyOKBJPkFMoeWfSkUmAADTqEDIoCWrzII7ipmnApJQpM5qALCgJHGBRtqbQoFQkdwDFAKhnFOkSkkDgZrU/A2txCmrpJJwUqERFRtaRqbU+E34m7goEzQVbZxTDk7QdwjI/Wnum1oWHCZHJFGqyurd5Lb1stCgZIKTVhnTr6+3pYt3FwJykyflQUMtqStMiRO7j6VdK3fFTcOmQEifUehqJbVx4Srd9LiSk4TtwM1asV/hXFWV62YUn8xHA+dAm2PHUS2lUZUpKUyUgdz/AJ3qC9S2FeM0oLKySdqNoSe4ipmobfKPxBQhwRuCo8tSXFkylq3MxJIBSMADmaC10e7qr2s21no203Vw6ltuUgjcT3BwU+oOK97+I/8A0+u6nZ2vUXSzDaNWhJvbQQlt0wJKB/KcHA5ryr4WdRad091Pb3t5bJUwlcLIRuUEnGB37ZFfZVjqFtcst3Fu+kpWApMHMH27fWg474M9LHpjphtu5skWz9wvxFgRIx/npXoFwlaxLWD+lAkj80R6UZUI5oKDi1pBDijzilT3igpQkZilQXlnygDvVc+nb+tTOLEJAnFQkenNAIwkknvSE7TtIBjFJZIgEGTTAGCFEUEbKHtpLhT+Yx8u1SgBJnvREpgQoyPtURlThO6c/wC2KCQGc06VATuyTxQgEDyc0oUMq7UBkEGBTKVgDcJJgDvTwQmaSJSkE96AolNIHEGiCpiqt6+3Z2rjzjjaClJhSzgUHjX/AFAfGLWeiijpvQ7ZbFzdM7ze7oKRP8gzn3P0Hevk+7vbrULhVzdOlbi+TAz/AM+9dX8V+oL3qPrO6u727VcrQpTbazwlG7AH6VyrNq6+fKhR4HGc0EaAqDHrU6x4SDBBPdPf7dqZz+EdiTlOBNROrIcJbIMjJmgFYJM+tAEnhOT6UfICW0ZiSallFuhKmyFuqJz/ALf8zQDCmFw63tUOy8QanOn3CbT8c8NjS1QAcFXoodiMf8VZY0p4NO3upBTSG2yrauULWSQBtnnmc9qo3d85drPDbYEJbTwPpxQROvKfcAcUVbU7RPpQtALwoxiaEIKpHpTklsQjmgmUm3Q0NjilLVlUDA/rNQgeWQaQSkpIAg+9IDfgD60DFUjApJTPM1M+WBtDAUPKN8mZV3j2oUqAG6gRWG2wgYUTJx27ZqMkKMzTTkk05MnBoGWnODRJbJTNMElSoEfXijUAkQkyT+9BGgoCocBIjEetOVQjaI5mnaSAD4iTxj50CgRHf5UDkbWioLElQG3vFSuoKGUoWhO4Z3j0+dAtX8EJ2gQOYGaFSVpCd6SBtEekUBPpbCU7PMQMmP0roPh/qP8ApXV2n3aCuA7sIQYJCgUx+tYCzDYQQDJmYz8qOxuXdOv2LxpakONLStEHMgggj6xQfYtxuSm0cUCousrISpU7QFEJz8x/nNdp8Pn1NYLhdLwPm2fzJUZkjHofrXH6ffJvGtKuytLbd5ahxKSElX8RoqTg9iogTzVnobVm2tWbbTcgh2Fbd/AUIKojuQO9B1XUloS68lhgEuhRAKoE84HYnNeeuIaNs9LcECFGQd0cmO2B+1et9QMHe0+kAz5MDBn1rzLUmW7Zzw9m/wDDScKwEydwPpwO/pQc9qSkK09txpaj+GWApQRvJnLYA/T71xfW+jm5U6+2zuctIebC8qU3mQBPbcO+fvXdANLS9aBKklxC/IfPIGQoHngkisa/2PWCEENuJbC2/DX+dAXPl9ef2FB5o+7bPocSvapDsJSZwk8knNcaWyh0suNCUK3JPyPHvXcXdkbR92xSkISr/wAe4ZEH1+dc7rre11F3amAnyQBEAev60HWfCjrV3pjX2C6j/sbpzapgKB2lUAg4xPP0FfUdq/4zKXULBbWNwg18U21wWHUoU6gF7a4hQH5HJBBJ+lfT3wo60HUegMt3bza7pjyLSlIBVHfHtHvzQd4ZbTMx6zTEhSZmaZQkb9vAMx2pgqHC3BMjv+U0CUkmAeAc1ChKkgqiR7HNWp3eVUJHaOKiWmDCQeczQO1CklRwTn61MhISoSYqNhOeJx2qykdgM+hoDR3SDINQ3lxb2Vqu5u3ENtNAqUtRgACjecaYZcuHnkoQ2kqUVEQkdyZ7V81/Fz4n3fV98rp7p25I0xpzY6tP/wB4jlWP5fT1oKHxR+KNx1JqarLQ0vqsWCZIlIcIOFR6AiR/xXK9IfETqbo68S4wE3VqlRCmnUkpRJklBHHftE1sWHSWseELnSdPfWkeVUteQGO5P3wKoXtm9Zrft3Us7XEFC07Nok8QO2aD6T0HrzT9f05i80643h1qTH5kqnII7GuoYcWUocdbMnufSvkLoHq+96M6haTeqWbRbgTcJMFOzjeAMSBX0+nqVvUNMRd2KkuNugbCmIUCMGgn1vWHN4trZZSpUhxyDgH0rOS66FpbS75lLhMjBjEn1qj46/xSm9xckiTBlM+tTWqjYsKcQlJdJgZneSfLHvPtQR6hZLRfOXQu0klOwI2wRPKgZ5n2HepbTR7bSgu4unA9uQFN+qVBPzPvz61eVbptWi666r8S6dygBM/4KjdLNqp26ecS4XiQ1uOAqMD27UGA4wppaUOveItLocS0oJ3bTJkgDHoad7VlX16q3eaLDba1Khs+QbZHJ+naodTfUHRdquGm0OODxAjCiRMAH1yeKx3vGRq1om3QFD8hQ4pUEmSSYzQaiFhV7fKuUpdU0kNst7VKKJ5x2MZ+lQfh3VIuHrltSVLADClFWU7Ru2jgGP8AM0Vk+0vUbt67dS2psmIMKKhA9vQj1ge9XmrZ+6uUuFKnCXgR5ioJBA9vuKC1oVgtm+ubltlCbp5GNwy0IwQTiTAMYrrLBlIty06vduXv3L8vpAxxkVR0q0/CPXbojd4m5akwPEJEDHeAI9a20pZSEgwQskFQAgY4n14oE6px2ydcaYUpYUI2gq3e49q+fP8AqD020tbdu7ebWq6uHkrKlPZTKYMJ7DHEV9KaSlKLfzJgbiTGTPrIr5Q/6h9Wurvqp9q4/DtpfS0W0pTLgSlJGTPrJ+ooPJA8pCFgNJVvEFUVCDySZM0SXVJ3NkAA80GTJ4zQIeZWKM4FDIHFPyKBwsj+YjM05KSFAgkxiKEBXANGR3oDt7ZbqghsAmeAc++PpUlxZuMqUlRAUnsabR3S1qKFgSUyc98Gjv3ty8f7jQBaBwqUlMEkH0mnZcuWlJeQ44hQOMwR8qgYcQ2S4oTBx862fCcuNPF3sJBUUo2kEgASrj5igA6rqjT6XFXq1KWJ8xBI+9ejdC/Ee+t9YtLS4dt0MODwi68yVFKox+Ujv3IriL3pTWLfTra7fsnA1cIDzTkYKT2n+lUUNP2TyFOBaXmyCEbcgnjken70HrXxP1jWdE1FjWGtIsnLS9RtUoMmEKB8yD2mSMyZxXI3PWNrqbCXLjSGFFqNmQCQI8ox7/vXb9O6f/8Avb6WOk3N+81dWoWfCbKQFu7fItUkEjABjjmvJta0LUulNae0bUGz41uvYYH5gOD8ooOl0/qPpu+aft7nQw2oArSoBKszxmD+tDeaz0c834SNMUh9oqEFlMKH3n964q6SpLnjoaUlJUCR/Suu0K1sLy/0m5dWyl5TratyVmJ3AgKHMzIkUHo/w56C6b165Y1FzplxbSkeIhxSFbJBzgKx/mK990/Q7DS2kI061U2JgI8Rav1JMUGgWFrY2bTdqlCU7QSUjvA49h2rXHskCgJAKGxhO4/mjOKlCjFQmYmlKgIV5U+pGaCi4tfiqOTJzSqFxZbUdyhzyBFKg31JBkwMHFV1KBg7easEAJB4moHSAeMUAdxAgTTqAI5pioGmSoFUK/NGaByFhOACPWKYEpA2ke1EpQgJHFAfKCRGBQOTsnJ4xA7xS3OLEBQ+3uaBRUBuznGKJnzZjntQGdwEkz7UZlR44xQAfmBAEZxRIWKAlCEnaASBgE968R+L7/Xel3adYZuy5YlCm3rZElIE+Ux9cn29q9vJHrg+lVNY0e01ewuLd1hCy6ytudo3ZBGD2oPiDq7o7W9OWnqW7tD+HuVhxRX/ACzJg/SuUcuFKcLrREL7p9/2r6L+N2iaj/8ASLCWFKUxap2LaBKhzAzHtXzk5ZvW7fiOqCJ8wSSNxEx/k0FdR5PFCogGKW5bw2Jg7BH09aZtKnSG2wVE8EUBJMAhIMkRWq1pLFtYt6hfvNgOqKUoT+eRBz96nat2dItlLvEtrfgKSlXliYI+eO39qydQ1J7UHZcVASCENpwlIPoKAtV1i91R5Krp5a0tpCEAqJCQOKptt7lxPPenS3uOakUpLcoTlf7UCnYNqB5jUSklJkmpxavoYF2oeTcE/WolArTu3CfSgdm3fu3ksW7aluHISP1/TNSXTZtNjYyVICz8zRs3abBKy0Elx1soKiDKAe4PqRI+Rqn5olXNAoE5o20FxRQkEgCSaEpJP9KtC2LNszceIkqemEpVwPegrL8vl2wRTBOJpLkEpV+Y5GakSkqUlCYlRgTQSot9zbrzSZbbiSrgA+tRWzSnblDYTuUowkTAmp3FuMICQhsSko43TzMip2dLvWLMaq5aOC1naHohJV3SD3PyoItWbZtrtVq06lwoAStaDKdw5gmqZ8yvKKmeU9eXDr63FLIG5RUZJqFKoJKcEiPpQSKAeRsiABn3orkQgNupUFpEAz8qt6Y80q6Q3eNlbR2g7B5gkESR7wOPnVS88MvFSTyTE+k8UESk7wdqTgZjtTKW2pxO1Mce9XbZbqmFMNpKlOQlEd/aPf1qB1vbZNSU4WrjuI5mg+nfhZq11qnw10hfinxrG7SyVpOQhBJSPbyyPYGtjS3TbdVLsA4UkpcLJViRIUgD2lOTXmn/AE+6ml3R9b0aWw4lbV00pRPlUkEHE+gFel6tb3Wi6xYXLrhWhW2XdpUrcR5R9jFB7NcbtQ0YuISgr2JUI4PeK8/6ktAtxDzSAlNyyoA7QYV7jgzPeuz6Vv0X9gtKVlYQ4rtB/wAiue1y0V+Ef3pn8OpZSYyTP5fX1j5RQea6mltq6S+34qSnafIvaEmfMMZIIisfUEgPPAHyKMlaSMpiQcfX3/etrql8tEPssrbK5WEkQU4yAe5rm2by1umG21sONpaZ27QD5yEmCqB6E/egwNdbYaeYfbHiFzMKOQIgj5ZmueuGzdpW4l1W0pJSCRMxziul6kcDzarlCG/GCUtkSIWAmAQD7/pXIqu0soU2EhYiJCZgf3oOc8ctqctloAIJCYH6V23wy63c6Y11m7VuFm4oIukbpEzhUf5zXF6slxlaVrSUqUYjbk1XT4gdWtLhBETQfcdrct3SG3G+FpkboGIq42lPmThRjBPpNeP/AAJ64c1rTldN3qovbBCVoJn+I1MT7xjv6V68lxKkQOSqPpx/egOEFBRgyZnmhAUIUMCTM1K2hMeZUTx70y29ytpORx6UAFKVkpiBzMkEGp0E/wC0kDHNRJSQTK4kgzE8VKAUEFY+Xr/nNBzfxHuHU9LXlmwhG69QWfOnekAgzI+U15d0R0TaMaj+Jum2UsNBCvH8MIk9hBwAeK9K6zcury/sNHaeQFO71qkEgwII+UTXGXCtQuXXrIuKDaFDcE4jJjPeTMH0A4oOz/goSXmGmw0wATCR5j7DiuA6s6TstXZuX7ZLbdzbgxtAhZhX95rpLW5ubdbduLceH4PklUE49CYmZ94mhtEOrbuEttJbWtR2naTknifkeaD5y1xhVotDjzQVcWhhaSAUutz3jtn2+lerfCjqlp9kdLJZDzTR/EW61E7ghWdsd9pCgfXFD8SOim12zeqWtqErKPCM8ExJPoc15hoOq6n0T1UzdNulJtlAlRHDasER9Z+lB9KOhLT5ZSvc84sq8o7jsOw7c1eTasacr8S+4lV4pG8IVwhUf0nvxVDpq/bdshqbpQtT0KbWlQJUSSf2q6y80sOOLbCn31FwAGVLz39BmglSuGRcOqC3V+cBfrwfcf8AFYl/rTd8bltTRbRaLC0bSSFK9fT6VbTqdteNG+C1lLBVG4CFLIwIEYmK51o/iru+t0ICUOq8MEADaoZ57nkTQQ3LrWrIQh54MtC5TuKEESfXIz7VG2q4/wBRc8O3Sp1a1BAASTJwCffM0LiWbZKGUKV4S17EhSIkA5VHeD+prQ0pd1b6sHFWfi3bxSGQBAB2wSUn5T9KBrTTFO3D7imGzqTqpKgJSlJPPoCM12dtpbGkoCUO+JucALg5yO2JHpUPTtgmztLl9wlx1x8B1RAOe4HoM1qXSktvttlG4IcO0HI2+/tQEG0C8S4XFFTJUnZPkUSkGVDExGPnVpafBZU8k7o7JTBn3A+Y+1VwVG48VI2jZkwACfSe4zVxq7tmtAedu3WwiCrzkwTGBAgk+wzQXH3PB0tVwklwrB8yU44iYkGMDj1r4a6+uLm86jv7i6WpMXBBbUZKFgeYTXtfUnxouLVD+k2L7i2WlrSpSf4cI4CRjEGvn3Wr9N/cu3pUpbzrqlr3KkGcT88ZoM/yLkqwO3vSWR2J+tIBK5WoQZ7UlGDigcoKoHtNOAQmKEHHNEmczQJCjMTNGZA5qIEBU1JM0BWygm5SUmCEmpLvaoJIiczUKAEr5B+VTKQlWO1BLpGiX+sXKbSxZU6pZ2hKJKlH2FXNPYeReJZWEoU0SCHFAAEEzmuu+CGq2lh1YlF5ZOv7h/CU1/5ErHofSJwa2/jT0HZaVdNdSaO64jT9W/7lsKQqUbzlJwIAMiORQdCi2t9c0K3bKRutWQQhIwlcgAD2xjJED1rjfiN07q+lN21xcsvW7D5JC1JlO5PyGMEDiup+Eet/jnSh1aUtpKLZ5IxtSCYV7+ua9x1DpfSusukrvQbgqCVSURMoWMAmg+ZvhT1Qjp3WUvoMuOgSQoFCx/sUDkGYgjvWj8f1WeodRWWv6f5RdWTZfHCgvIM9pwJ4+tcDe6Zd9M9UXWkP7FmzuShZAJyhXI4rrdSW1rheTbLLwISW17CCmRwQQIyTig5XSBa6m2nTTZvLdeWUnw+QiOQCPzTXQdB9CrverRo2ttvNKZVu8BISlyOxg4gzn2zXqnwA6FtFJd1u5sYdacU3vJ3Aj0A7GDXsq+jtDX1A31QGFpvUtBglJASpIPlJEfmEnM8UE+jaYzpOl21i2orDDYbG4nIFXgVdu+TRLG0SeBifpSUifNmTQDuAmZJP6UlRIKYGKShA4oVjbMEGOwoKd2hIWTODFKlclSxAxnJPFKg31kgkKAMd6rL2k8RNTuTJMzUCkbuaCPZJntSCUpO4JGBSClJiPX9KQUFApPcUCG1IO6c0xCQmniQSYyeJoXBAAjmgFYyO2aNpfmwDxFApK18kRUiUHYKB1KIORRNDdKpJEkgmhSn1I+tSJODAPofnQSJKU0eJigURECnQoDKqDB6nsbFem3DF1Zh5pwEhAxJPr7V8SfEPR9QtupbgXNohpsk+ElvCQmeAK+6dcvG7doNApDi527+OJ/vXjvxI0DTE2a+rnLdhy4tU/iW5AKHCSE7T95+1B8nLKoDQJCScCa29DvGND8TUXHGw6EBLaHGQvxDuEpzgfOO0d607vTTq+qG4srZplq5cUv8AgtlLKIyQnHHtzVzXukEaLpLGpKCnQ43/AD8YOY9aDi7y7d1G6XdPhIWr+VKdqR7Adh6CoWbdbqiW0lXyraRZtOzaW+1x5wbo3AATGAP70OouJsrVOmsCHW1EP7VcKHbHORz7UGS8osJUygEK7gjvW5ofTzT1v+Juj5nUygDIAEySexxx6Zq3090LqN/aJ1++bDWnBRAUtQSXliPKgHJOR7YPyrR6jvjpbX4TTmg2y7IcAPm9ASDlJjtkme1By+oXaFBdkkShrypgSDHJqq02UMm4O3aDInIJHapLY2hf/jNLPfyESTPGcU1/equXlWzLZbtkOkpandt45Pc4oM8lS1lZESalab3wog4MfeifQlLvhBxJ9SDitS00pZubUEJdacWncB/MmYP6gigksNNYatF316X2SpH/AG4Dchw4iZOJnn7Vk7VbA4QQkkhH9a6bqrUl3hRoVqlH4a3ullgBOYIGBGIkfrXPalvaUljxd3ggJn94/wA7UFYqC1BMJBB5I5o7ZlTtyoIWElPmk9+8URYSxboW/u3OjcgAfy+tFaueAw8ssoXvASSoTt7iPfFALaPGfLLqkqVG1JkgJP0FW3rv/sEJfIlJLaU7cpSBzPrJotAFgVPfjmN5dSsIlW0J8p8wOeDmPmO9RXbVu3ZqC/LcbiAjMlPY5xn2oM8rcS2TB8IkBWME8gUmGVvSpAPlgkjtmKW8+CGCSUklUdiaSEqacCoUg9iOQaDotB05aL9Fyppss3PjMtuPpKUFYSJOSBjcO/zrDvWy1crCglRScxkfp/Suk0lL+o6Xd6hfaktDdogG3B4Kwc494AJGfWuVdcUtZWtRJkqJJzzzQa2muWrludtuXH0ocKkqJ2iQYIz2iaifj8NtClFBO6IkAgzz6ZNXOn7G4v23bZrTF3Sy0t5uMpGwGZA9pNUi2p23LDCXFrJKiD+UAJlUUHR/B3V0aV1i206sIbumlMbiJIkgiPqBX0T1Gj8R0za3iSS62BkKn8pMgE//ABP618odO6mdF6gsNTg/wH0KIAkkTBj9a+t1kOWV1ayUpQhLyAUmJiJMZHbHvwaDT+FerBl9dg4s+GtRRMiCswZmZPeuz1uxbLriwgAFMAmScepn6V5P042/Ya29YqfLLjjLV4w5hQkwqD27LEjPPpXr7d4xrOmM3LSVAPpKgIG4GeD70HlmuJcQWVFMttDYUKAPlMgc/T9K4NaG7fUTapQsnZKWyISpQ7ek4H3969F6rW0tSrEQSpZJmQYERPpwa4trTnVeLcqs23bYApW04MIJn6jHFBha3ZrIWHSoFG0tlSRAHIkfSK5l63Q94qUNluAlxCQrzDBzn5frXVXraVJNqGylKQEBSEEwE/8As5/tWE6wTdJuw2ZK9q9yf5Tjyn5UHKX2nurQ9vQUhSZkg5PZXymsa1Rc2q1r8jhSdpR3+xrqdQZdsr1W1NzscSUoUuSCDiDj14rEu7R60vgtZV5lSohPr/nNBu9Ba0rQOo2NYs0htTfl2gYKf5gZ4719YaRfM6rZN3rQS40+nclRH5T8u0V8bJU2lReSNr6VZBOFpPNe7/A/rVOoMu9PXDoC2xvZ3GSU9x9Mfeg9kSlscJIPYkcRNSSNsRgczn1/tVdt8kcyB/k1O2tJEmYKu1AakpWmMEzkk9vShJCRBSDAjNNIHr9KjcVgHJMT6R96DlNWWXeriVoJcY05RQSYHmUQCP1rnklP4xT287mUjeN2O0GDj9K6C/SpzVdZud4/hMNW8q+W4/LmsBaQwvxgtDi3FJCSONvOT+h70E7Dbi9RQdriml/mKiQoJ5BB+VXGx4yHEKcUH3F7ccqBwBP04qvp0uy6824HdqlOSnlU4/Tj2qcgiwZ2oTuSSpKyNpV3z68mgr60wm50+0srm4EurUhCQYkjtHfM14J1/o97YakXg2l1LCpSr1EwpKu/719Ax493b25KC2G0lBJiFczPr2rjer9GttWtrhbluIU8slZztPE49ZoMT4c9V7NJ/wBLKyt62KHGPETP/bngj1gyk/Ku4vtQea1e2unVBEtOL2pV+UETHuf714Hplzc6FdKSnxU3GkvEEBR3OWqzCgBiY5+te0M6jbao/b3CoUkNIcaKU7pbKfKBj0z9qCeycunXfBWGUNXJlSiSTv5TkjuMDNVwtSbZ59gNtMMIUgET+bPm49x3HahaFylLe91a7a3SVOrVgqVn5TE+tc1f9VIsVNMlvxrxQhlr+Vv0WqDlUTiKDpElSnmH7lDgcQhQYaWMInuqOSSOK6vpPTLpd5ca5c7vFS0stJUYH5fzEfL9q4r4ddOXjt0dT1hb5LqCrY5u2Z5Hy4+xr1a0hN0+rCE+CUpAjnIz7UEmjsRbNphafFcK1JPHbP6+9T6pt/FeElShC9249x6U2kuSq1bUnaRI2pMgAQKfVyGnynZuIMhKjgGZ7CgtWGnXQuUueEkME7iVZ+47g1y3xj6hGjaMiztUNNm6kHzZCSCFGDzEz613doQ1ZBRVtATOBAwP/dfPfx06htNZKVqtHP8At3FNpW47IXieBkdgB+1B5B1HdLW9cvFzx1OK8VT4wpwkwCUcDvx9a5N9YMAJ2xznmt7qZtdslhoJ2B9AcBLgVKSTBkcYjHauecAUvyzHvQO2Co+XmiUFHEZpNgpIgZp0ktFKx5jJ3J9qAdqgRAM8/SiUoq71eWpp9SC2NiyIKY49qgubF22AWv8AKrKfegqqJ4xVvYhdkH0qJcSraqTEiMYHyqmvAntU7W8sKjg5NA60pDaVQSqc/Kri2kmxQ8kBUEyQn8vbP71URKgdsEAdua2dNCltq00MJX+KhsKKZiSMjt2oND4d2iLzWXFhKgthsuJVuhCVDhRyBGRkmBM5r6IvLNfxM+FlxpZtQjUrNr8VaocUAFkpP5Y4/wDXavmzT2LnRtQfbeSptwI2rBCh5SDnj5GflX0j8J9R1dxVou4tAtPhpSt/aAlYUBuAAA4JJiO4zQeJdCX130r1CWHGH7d5LwSsKbiFJmDnE9/rX0p0L13pfUN80zbhTVytCi6hUSCCRPvMV5L8eemr3TutGdatmT+BcgAoRhBOTP1Jig6O0V5rWLbVTqDNs4h1K21IMFaSIhST6zmDz60G/wD9SHwz8Vo9daHKHoAumkDDgH8+Mz2+grzj4atouk3H4hxSFpUlER5lTwR6cV9bJtLXV9NFnfhL6Vp2LSBya+e9Q6OV0f1PfO2S4tnXiUbj+YRgE8dz9qD1z4YKZtdHGnMNK2oUVLWVgw4YJH1Bn712xKiQQfrXnHw06UftHHNWflsvGdozvwOT6do9q9KASlIA/lFAABUfNJNPtJT5RRb0xgUvERwJ96CItq7gULiDtM9zMVMpwdqhfWdk/rQVXW1p9PvSp3nBAkfalQbK6rOAgyCM9qnXIBBVMiKjXniggIV+ZXHc0kxnMT60XCfrQGIwR+9AlK7b59qYKnC+U5xQgDbPemTzQSpPaiAg+1RjnINSTHJ54oGxzRIUSMD35oQoHjvT7TBMxmaCUFR5FA674KFOTGwbiQOw5pwpIBzJFVbthy8BtyqER5wRyP6UHLWFte6xeX98u7WtovbmgrcEeUYA9o5rjPio7ZaqwLIuqSylogoSsHcSfLP1zXYfEfquy6A6RduGnEtOrHgtBKQTMeleH9B6871LauNaqspadWraSJkz/NA7A/1oOZtbhR1FNgUNoa01Lu4IgJjMq/b3rltV15/U7x1BbdUFNltI8UpQhPy9DM8+vzr03U+mAnUr+201LhZctipZ9V5MSe3Ga5rWujU9O6ODcXqk3r61oQy1EhsSFLVu5xIAoONeum7JlLLa0/igoLS4ykANgTgx+aZpW2krvVKdUg+QAr25SVnPOMYJM0tE09Gpaw1boWpSHQmYG5Y4ny/Ou7Z0EPdQW7DSwLdh5DTzqGZlSikeUAQshJIMDMHmgu6DZXt6hxy4v1uNNMKcZQXU7UMiSgAkwFH2P8x+deY9TrVc6i/dpdQtS1lSg2NqEk9k+1ehfEzWtP0fULrp/RXl7G0IlSUAFRH8hiB6j/DXnS7MtBwXzTiHws+RWFAzOaBrLS3X0odKtiVAiY8x44+4ptf0l3QbhVg+82p8ZcSkyptU/lOBmIrqNJ01NxqlnbLuS2ylrxnDkbJH6nHFZHVekWTaGtZa1APm9eeGwnzpCFQSofyyeAexxQYlolDni/iEqdcUmGwD+VeIn25/SvQGOhTbdPJ1RF+w85eNhTbP5XWgAdxUDjYIjHrzis74edJp1rUQ8620ttlBehf5SUgk7vTiuwXeWLmrPM3lhsZS6jztqUEpZyFbWwY9DCpP60Hlz1i5p7KLpxcpUSUxOCPes5lC9RvdvmUomVQJMVu6q4vqDVkabYbkssq8FpsxITJO4kCO5qy/ojnS1g9qr3hvKfWu2tVoUklB7q59BH1NBzTtx49yW5HhyIE4AHAk9qG4uFLads0tpQlZCgCkSFCYz9Y+lWm7DwLZt5xaS6rzQrgCJE/1HpUbEX9+t++UstKO5xSQJGeaDT0FmwTdra1FfiLDJRbpbSCkqUAAVK7AA+n96zNft0Wepu2bV028hlXhhbQhJj5jmuhQjTrfp965F0428w6oMlMy4hYxntAR9zXIlIWjxDlRXBPqO9Ay0LK0pUJATIj0qxaPWqW1NOtw4sbUuH+XPeokJ3lQWg7Rkqids94+dFboMFtMoXI2qVxNBpWRbt03bLgLoXsQC1OPOJIPuB6d6yoWpxaCCkKAB7Ej611ui2i9M0zUHGNRLGpslKWW1AQpMEuHcrGABGZk4rk7h126uFPvuBTizuUUgCTQaNheeAtbFooNlwy2dxSoQCYxPt2qJ5Fu4WnBLTmyHZVBUI5/eremfhzsdHjNtqw4tAG8EHCkyPYVml07/OmFFKvOobskRH+GgrOqSpxtxLQQNoyPUHn5mvqrprUU3XSfTmrLCii8tSw6pf8AOQCiZ9Zbj618yXVoy5YIet0ueIgkLSR5YnBH3r6D+CN+71L8F9W0ZCCu46dv03aPKDLRAVg9shf6UF57UFWOo6RcqIWhlhTbxWQgKhcCfSAsma65PxEs+ltIKbHTl3qW1p3tIUStsqSVDB/MDnIxg/TzvqpFxbBLCiEoKi4icp2riRwO3t2rmOtNV1pVoiwsLp1wO2yHHA2mFOlIhIgdgD+tB3Wr/FHSHb5LzlqtpKwnZ4okhUkEEdk8dzmqqOo9I1RtQ0m8tku3KSpbXBSUgkbSOPlkV8/32t37jpb8SRuUqVcjtFK3vn17QHBKR5hxwKD6HNqyplpO7/uThKXFTs5wn1BB9e1Zl105qzLRbf0/cykAqcaSEqIEc+vH6146zquqWaw60+8CSPMhwwmeABNdBpnxW6n0+EJ1BT6QDu8VIXn2J/zFB19wzY39m9araIeIJB/KUKkEGIPpH1rmHdCRdHxP4ijHh4PJHz45/tS//eYp+4cu7mwYe8QgrDY259+RmK0UdadMPqcK2ru3Wsbi2sbkA84UDM8dqDlryxvGHVoebJcbOSVDa4n5xzEfaodA1666P1211vTVEpYcCtiyJ2nBGIBBE11PUl9Y3Vm5+DdLbjqQ6hBiUz6n1PoffmuMdtHEtOWhZ2qUdyFuCFD0+k/Sg+0dHv2Na0q11Rgp8K6aS4gggxImJHpNajSAgBueBMmvE/8Apy6gvL/SL3p24Wo/gVIcaH+3dIKQfSRP1Ne0pLityiMkSnPvQSuIDh8QGPSVZFQ71JUASoDiee9SgAducEkftQrEpUoTPInjP/FB57aax+PvuoQm2ItfxTjRWHB59qQlU9wRt9IIAyDzkvJtxZ/hlrUYl3eBMgHBn6xFLpsqNn1G9cbBbm/eUhQP5yQHDgZjI+c1JYNh9pD4U4n8RG0JJAA4wkwR3xzQbVgpxNiFrdS0dqVDG4EAfISYJ/pRPNoeYaae8VoKJcT4UjbiIIPP6VIlJFmW3mpChgHIA3c8T/Sit1Fe07QFJYJXuETHAM98+1AC2PGvrcuSrwGitGMJIPEQPWswFvwF2y0KWh5e5ad+ACZOTx8q2Lc7rx15CSstNHardIVumR/zFU026EgWylhK3nAkBRKuATzyAPpQeH9f6IvpXqBjVw2pVutXhuIQSCtpXMyJMj171r9DLdsmbpD19NtYKWhkk4UysApx+xnia9E6/wClG+ren3mmg4240zvt90mMe+cwMV8+6Vd6vaKS22sJU6jw0hwGIQSMDuU5EHEUHd651hdutq06zKVLIO0xAQDHMcmOK2ugegk3gGt6okqQlIWlDgy6r1+XeougOhF6yHtRcQk2zCzuWrHjn0+Uz+1euvWzSbZltMBDbQSkJwE0ELNo1+IeeDZMJCUgYKDHbtFXmglgqCkpUYUo4j2qBlC0Oq/jkpUlIgpEY7k8zmp229ri0vK2bUzPrJ/WgvaUorTbOlACisqUPSTk/rS1a0cvdQZaKnQFqIKk4ATWdca1aaVYm9fLim0NlfiIEkAZJI9hzXHaR8fLZzVlafqlqGG0KIRcODaFgTyDxx60HrF0o29ltCCtKE7ZnA+dfMHxi6kTqetXVpaNNoatslaUhA4Iz6ma9z6s6mtnelm7tCVFu7Y8ZMFSVbCRwR/8TNfMXViV/wD1HcMQu7U054inFE7ltJ4UZnvzHp9aDiNTQpttJcWfJ5Ak9vX6VSUoEJSkbRyT2JrQ1+4Zv9UuHbIk2xUSgEnyoPbPAHFZ0QABmfSgJSSIgzUagSYOakWlxO3ymTkfKnVswRgEcelBa01e+7KlLIA8xPyGK1Bq5fY8J4Ic2mUkpG0HH9qyLdAQhbijsSvA9qjQpvc4olWR5YHee9BJfOlSipxptP8A+IEUNqFRtHftSQ9LK2nG9ySMeo9xWl00vTUPvtagopCm5ac2ztUCCB9Yj60Fez8JL38RH8w3QAQM1vadr+lWupt3F9ZuOoZdSvwwrYHEiJCSJg8+tYNupP4mQoJG6YIkgE95qXXyx+N3WoCRsSFKScLO3kelB6X8T7vTLe407WWtFRsuWE+UO7g4NsgkRyODzXQfCj4oJutUZ0prTmbZKWQTLh2q2qT+UAATEmvNrW7/APqfQLhF3dqD1r50o3fmO3EJ7DHb7Vj9Papd6TfoftmGluttrCErQF7pGcH547iKD6e+Lj69R6YU9aW7N0Xv4aJUqE4jcIiTyK4L4UaBq/UOsMvauttptgqS202iVpKTGQf5SJ/zn0Xptx3qjoGyuL4+dxP8iCCJJjH+c13ugaNp+lspft7Npt99CfEWlG0qIET7GKDTtrZqxtVIZGwBJgJMdvavC9Z0PVOoEqfdubl8u3Dm3cskDiB9O1e5ag8UWD6yoJ2oUZ+lczoGkNL0i3Wpk71BSjJgkkyDQavSOknRunbGy3EqS3KtxkyTJ/etk7oNU2cMJ3DKQAJ5qwCqPNz3oCCD3UBTQRzTFwAx6CacrA7GgRA5oFpHzFGVJOCJqFalj80fSggehJIImPSlSXG6JFKg2DlQBTUKyZIFTrXCpyaryokngelAGSD86jkEkJTx6UROSPXNCpKUyQImgW7EAUwOZPFIFScJODRJCRuKuR2GRQOVkiYBE04CiZnmhEBKJzAz6TTeIN6QDk5oC7R3owRIIH/FQhcFRVwMmkheBFBYCgkYx6ULryLdpy6cUEpQkrWokAQMmZ7UxAiZ4rxL/qO+IV1pNqz0PpjqUL1JkqvHEjepLRMBMAyAcz7DFB5t1HrWqfGf4gmxZ3OW7G9pi3DhDYQDyCOZjP6VR0nW7DRnmdO0lnw3Fvlu55IWgqIET/8ApzjvxVjT7VvobptamkFzV79xKG39g/hNZ/LBkbknmMAe4NdR8N+gbu/sLnUf9NUm9eaHhLuB5D5wSqSJmCeOIoPSdP0N+2t7jUlW3ipS2lKEnBJ5iT2z+lfNPxB1Z3UNYvLu6JTcuvLBSMADcQII5wBX1vboNv0+Xr9CZS1vUgCfMBkSflXy3qGnWepa1ql9c3P4dFvcIDdu41O9JKiqSMADHz3UEfTujNoTZs290WL5zNygJUf4MBQ3do/Wus1m9Y6ctrXUXNNLNzbhLbdwow2tSTvSqEmRwe3cA1Y6e07pi1uWtX1rWA2t51D7Cm2y4kjZCmsgACECO2a8/wCuuq3OqNVujaIbQh13ahLcpSEhR2kjuqDE44oMJSV9Qa+84HFIcW4ooIJIUomYBxma0LnTGWWmnL0vLurhQhalElOSCFAgZxP2qBxhBsWmF7G5YQSomJ83Mc9+I9K6HQ9Av7xKL59zfaNqSGVFQPiLCwAgZkYyR2oOp1bQG9I0Zi9dOx5y1SstlsqwmSpJjMmIH615jcvJ6v6gbbWlFqHAhsqSolJUIBV7TAkV2Pxh6jffumdHtVndsC3AkkFMgcZ4jHEV0Hwc+HIatrDqG+spdu3/ACreOxDbQjc5H83cR6+3IbziNI6G6Vt7K2tipx0NqBcdUhToCSFgJPAMzu7gYnged671K69bKGmWqVXhHhrc2klKEq3Ig444Pyrb+JWt/wCra+FWbblwzYI8IQyQPDSpQSAP/wAc8zmK5KzvrzSdWVqHhKDrvlSk7U+EPQIzGI/X1oMPTbUOuw8v8KHlBBUrIkqyf7xV/r9sWdxZaTYISLFllK21Ng7XFxClAc52967To/4aJ1l06h1BeONW61KcSoDbsA5G4jBzVvq22+HOh2ZtrR9zUNSQpzPiF1aOQd0GAOMZoPHFjZboWtrdMtpBBAEZJ/Wj0u0uLhf/AG7W+QVFI7ACc/SrV2nUri0JtbN82jSivdtkJKgJJI7GAftV/p69RaWT7fgqbfeIJe2hQCUAqIjtM59YoAvLJ5/SkLbeDpQ2VKaKkoKE8yAeRkcfauet0KWVuxtSwmTnJzGPetHVnmrllFw3tC0LG8pTB3eny5qk2+w1bXALRWpwp2EnAzJoIGivwlOBRV5hJHFaTQ0i3csDcF15pbc3SUwlSVbjxJjiP1rPLziUFtYKQshW0HEgRx9abyr2NIBCx+czO49v3oL1w4pKi1aOApaXuDgGEjj9/wClUSs+J4hJlWZPJrY01xy30PULhNgl22eSm2L6kgbFFQVgngnZ9prFeU0lUtJhISBzMnuaCwh/wBuQSVEcJE95prt55UfiZVvSHMDmRzUIDjZS6oEcSTwR6UnXEOJSFSVAkkknI9KDWQR/orj7rbvhunw2VeKDLgTkEHtJHaoeldS1bR9WZudNedSUOJJQhRAWDgg+oIMRUelMurVuQ8ErSlfhJEmVbf0xmfapNClWv2gWkpU6+2lISMzuEUHsesO3bumNOONBJZAZdSSdwUhRwPQgKM/L0qzYajadOWOvaolpDq2tIQWt4GFqEDnMZ/Sp+otNFw11C62EsuMvs3DaSqQrcTPaPUH6VxHxB1VWnaY5YB5bqb62YaCgrCQAlRB+vHtQeZNNqfdQiDgbffFdJommJccD7rO5CiEiBkqPAArL0RjxLoSkqUvGOY9a9j6c6LDdi3eXKFedCFpIc2p3KJEbSM4g8+1Bxdt0fdai04uybWu4bKlKCJ2o2qIAPOYprz4e6vbtruFMl7yBQ8KIBJ9D7e1e/wCn9MWmjsNN+ARLbrqGUGCs7eTgDt/7rcZ0zT3enA7+CQtxTZWSUDBJzPGfkaD5IudOeRtTdWpZQdyUkCMjt71SQh9lS2/G2KnIVmvqK96Bs39KKy0hKW8EOtblbfUTkDHPua5G++EWn3TQuE2+3clOwtqHHqoHmD+lB4YXnLdKVOpC0bSIiUrPvHatS31PR1MhVwp7zAJDQVPh/ImYFdFq/wANdUs0B4LJaUotp/hwSviCO0/3rl7zR9W0a4Wbi1CVNq2khE59/Q4oPUvgHrBtOoHNOS2tLd75VFP+8CR/n/yr6OKVKGxRyI/Nnd7zXxp03quqaFqNleJdDRVcouBskA57wY5/avsayuRf2jF02oltxG5JHoRigtNeXywCO0fKmXlO1BPvgcRSICCNpCcU62wkHYJMTzA5FB5BpDwYTrehJIWhi/Vu25EBCUg+/wCWtu92tWFvbkbihsSoHaFAdjXLaA6HOoupmypBQ8tLiREAQtwAx3MAfaukfS8420hKXFLbMAECOeZHtn7UGlZ2y0KF0TvbfhO0niTJPuTIq82yndcJSAtZbBkq5kjBn3Az7VFbBTFs0xMFKpQkJ4j1HY8/erQDX4W5dVkLIKkkR9IoKdsjatxTaSUhqBsVPImY+ZmqbrYccYZU0dyyQyo5ORM/OB9jVtpO25uNrqNxbSowIj/mictt7jTsiGiQmTMzx2wfeguO2pSRuwfB3JG+Sken6V49rfw7uNQ6uvdPsLBHgJu06tbFflbU2sgPMzz7ge1ezOqWnaVIIK2wkJmccmSagcbaZuSkklSklQKuE8Yye+I+VBJo+m2mn2L1qwy22hAkhGBuPb9e9FdLJS0ZAO0/mzJ9qK1UAX23VQdoSFISeJEY4xTLSC00XUqS2BnEzJj78UEdky4gJS6FHAJk5B7VOwAsLdU2pteVQszigtGC8lZKyUtpJAEEqFSICENtrcJUgQIPJz7fWg4z4k6kGdOttPUXUwrcHmyR4ZggyAJUmCZ+Qr56ur6/utSZ0x0k2bTpWgJkQOxkj1yPtXsPxVurhesFFwVP2amVOIbSrYcBQUNwyDyQCK8g0B5zWepLBk2ySVXSUoM7oQD5hHfAP60H0f1RrGnaL09a2zqWNttZpStTspKRtABEZ5MiRFfL3UuvfjNeubtoqBhSFOIXO6Tkz2B9PpXuvxYubl/p64uLx0JsFoKvDbUFK24Az2JIPt25NfNrzxQ242wUjcrc5jOOB70Eby1upcuglKAry7QePaKgaISMpwOAKsvIcFk3+TauFHIKge3yqrKykN9gZoJw6tMrQluZ4IxEVWUoCJBOOTUgbTEqUDGaZDhwVcyARQaKkJbYaQUpw3uURJ5Mj9KzoHiqgwORV9ZUWFRncBMZiqbaiw+HGxJTlJGQfnQSF4hksRhR3E/0rU0DTnri3VqFsElxhwTu4I5z7Vm2zKX3C2ogEwdxVASK7Poe0Q07f6aHlLW81DaEiJVIz9poI06Wxqzfj2LKLW4kldupUoCsZSTwJma5/WNNu9McS3eWa2nYUvae4xB+WcVs6pb6hpyxdMOlISSQkyCYIk/rXX6Br3TfWlidD13SmG7kpKGXEeVW4ny+b+X64M0HnmgXpsnytplMEJK55kGQR+tPq9kjTdURdW7qxbOw62vfmDyMe81LrnTtz0/ePtuwttK9qFAZwfbiumZ6bX1Z0a7e2CCLywM7VkDcnkwY525gnsaD3j4d6zbK6a09g3DTjC2QSlCcny8/oa9MtFNusJcbJKCAEz6e1eNfCXp6+stHt0X7sHwUK8NJ4xInHGeK9ctHFMgJGyEiBANBa1FC12FwEyZbUPrFBpyFs2LTSkwEtwBER2pn1h63W0SUhUjy81Jbr2o2HsmKAkOHaJSOO5zSCyDIJ+tCSCghQ54zFNkpJQofmAM5zQG2UoJMkk96PxCcggj2zmo0oUklJIPrS3JBx+8UEgcP1oFrzCjmmKjmPQfvUDxIURyPSgRIPJ5pVEoLCQFc5n70qDoVFShFQK4mDVhw7VbearrgKkZoI1JkEnHzoCRkjtRKVuQQeAcVEFYgHKvagMKnCQSaZBWqVHmaEx/NzxIp0LSBCVd6DB6if6rSsjQbe3WyiMKXtWpX7ARUXT+rdS6iVJ1Pp5+zS2rbvcWCPnmD+ldIZUoicfM0idgmR6UDL8v5sGgDjpURtTnHFEoSs7gc+1Mg4mDJOZoA1K+Tpun3F6sJUGkKUApW0EgSM18ba71grXOutS6r1Tw3nUuE2za5SBswlJAHEAV9Zdb6A/1P0vf6JaXPgPXbexK95HBmDHHFfN3RPwt1RPULmk662814D6Nw/DlYUIxk9h7UGj0F0Rq3VSTe3yWLdWoEJbdeXJVtMqSEHtEiMcRX0joWlnTGFIU22mfKnwxA2j/P1qh030+3otmq0QG1M7goQIMjn9a19R1G30zTri/fQS3btlakjmBQcb1zqZIc0RpQZ3fxFLgEGZxk5IiTXjut9FMWGrsO3bpZbWP4iFHKxtJTHt+X5fWtnqzrBeqatb39uztYuXkKEIhW0KBE+ojB4ru0dKo1SwLgUpxawfDUYkHJkH29eYoPJ/iRe6VpnRVpo9talt58tuhDyYW0gK27irnbiIn1ry7TEWQRcJes2rpCQrwnULUlalA/mjg4iZEV9TXnwh0fXbRL96pRWvw96FAqICeUycxMmBFcFrPTXwv6SelTLKnbVf4ZKQpTi1qCcyAYByOSAPeg8ZvLJLuoW9u04pari2SpKEGQlRPGPb2rvTp99pmk2Tlvptw1aMObm1PQ35uSdgyd3rGMCo7DqbTv9au7rSNDYQm3WA1uSJck/k5gYPv2+dYvX/VWr32sf6e3cfhrNhYhtKp3ebKv6frQW9M6L/8AqnqVWo6jflgqcS6pITHlkYBJ9O0dq9t1uz6b6N6aa1LUbhReSfDtwqXQfLEhAwIA9PT0rnfhT0OzbWaNZvlpDD6/EW48U+VtJHJOUgyc1578XOvG+pOqnVHc/pli6W7NAVtlsSMT2JzQW+sviboBedZ03SV+I4nxHFOwhMEAjyJxmUg8GuY6XRcdSla/M04y74ym2mZb2FWf4kyCMY74rkkBd/crcuXBMhbqJ2kgehiJ4H1r3b4bW7PSnROodRXlgGnrxCGGG1bpcCjgge5gfSgp9YOtdEoFmwHrxu8tXkN7lS2FkwCTkGCJjnHNeSK1FzVtRSzZ2oF0sqY3JPlIVxiO08zXe/EDWzqfTzaGwlaGni4XAACCqQZHbJiBnmsT4dWzJ1NLjhUi484aBTKXVlJhJOdpJMcGPbmg6bppNp010+7qt8xZKYu99u+2pqchJETzIkegnvzXD6y0hF3duWdoWrRavDciNiVESkg4gESf/Vdt1tfW2puu6DY2bj7zgLl0Vny7wAFKb4JiZ+noceb3r71xbBlRWw0ohpBKiUqUn8xMcqOB9aChqRZ8BhthsOLaKvEeSDDmTBzz6DAx71UuvDTYshJkr3bhMwcdq9D0bRNMRoj1wEqbuENE+Pd7QlUj+RH+0QcnkkVxnUTdq9cpcsW1gKX4cQIJAAJT7TP6UGWhADSVBO3GCc8c/vULStrqVJnBxHNaGqWbti40xcEbkJCQRjA/zvVRASHwpaUlO6SCoiR9KDuVOaFZdDvWS3Fpv7jw1DaRAVwSQQY7+g83sBXBJKUvFKo5zwYrr+odNVY6K09a3SHWXCUK/jAq29iU89ufauPBSpwgoEH6UF7VDaG6CLYL8BP5ffAz95qiWtsGMKAiD6VNeOI8SWwQTgfKo0NI3BK14iZT2oLltb3LDCbwpQGnFOIRKv5gkSP/AOoCtjpfSLnWtf0hDFsHnlPNrWmSJQlUmSOMd6yGHmU25KYSvdvCfDBMgEYUeJn9BXX/AAVulM/EHT7hCArw0PLIPs2r/wB0HovV1zcHUdRWwhSWb1KJ2q/KkKB/v8q8u+Jjif8AULSzaWYSygkFXBwOPpXsHxEsmbe4sXRJcdbSsgKMAAD75FeF9XOLf6jUw4YLMJnmfeg6j4Y9OHWNUtWENSSsE7J3RIx9x+tfQlo04yLi3cYdSGoSHCAvcANwwT6k1xPwR0RNglWtPkjYgNIAbk7o8wkDHzrtb5y4acTboJ3FR86MJOOZyYyKA7q61CHLi9caci2LaUtNlIBI75/9VZsbJSOmHEOPrW4YUFrWYBGR8owMdqh1xu2Wmzs3IeSLRLikJB3KckeaR9ZxU14U/wCmWLKJbCk+I4jftlOfKf1x8qC7qT9uuxubp59TTatjaVqwngmccjNYv429s9Ksru1bShNy8hrbt/kUZ7T7f3FaepoYNku3cSdqEpjvwDHEcY+1YF888prTkttuskqKlLbSIPIHPoSKDSW9Zf6p/p9234inhuShySErCYhOOI7z+9QXfSWgXbbrVwyVNOO7yFpzvIJ7jOQKKyYUNY8zq3ibchLpVJiDmcfXtmrDF4sWLngISVpcWAlf/wBzBI83+ZoPO+sOg7ay04anYJHiolSWwAEQByE9v8nmvTvhdrbOr9I2Vwh/xNg8LHqO30msi/vW9SuLSzvCwm3uEwUCeSCmBPbHrRfCXSjoCOoOnXHt6rHVVhImPIUJ2n9P0oPRFZVvBBB96rancotdOuLlaylKG1FRHYQasLbWI2RsSDx61yvxG1Fuw6RuiXChT8MA989/sKDzLpVSVdUO26VlXiacha055lSo55z+9d1sebUhr8Pu2oSMEkqUniMGefWuG6R028VrLupKHhsPW6EIXPJCoCQR7ZHzrvr5oIZYT46mR5FLhQTj0V+nFBfZCQ0gQVKWZlB/KAO57enzqRlBTbLS4QQ55syZn96TSni0lCk7QkkHbkTnjORUzKW/wbqgsFSoSszEH0OPSggsbe3au3VJAW4G5UAiCY4IPf8Aao3P/wCX271ecpIJUOJj19ZqZHiIuCvEFsIAmDJ7VCBuWMqO4xtPBzmg0iHHYWhSRsSFFJgiBzUQKHrlLgASTAUSmYAxH1/pUthBZcSpyZQSkknyjknigS2ohTkHuG8HE/2oHRbne6ErASQTyeBxUt5C2WNyAsz2Jxx+lRLcS2QFyRAJIE/SrF4hhenN3ASYHmCT2IiPlxQNZFtp1YcaIhJA4BODxGe3zqqXfDtd6yNilFDjgSYSTGf1rH6l6z0npdlT+p3ADu0AQCd26c4HrHPvQW18vqPop3UEAsB0BbRcV5VCRCiTGOO3FB5Z10yu3e1LUri7burZQUy0tLyirarAOOBBB7YrjPhXZrc69tbNsq2NlwFwgQnyEBWeMkenvXTdRpT1I1bocbS3tBbdtd5BQ6JTKeJHlnHr9uQ0OxudEvb+2U2Q87DKQohKSrJUlS58o9TmaDoviyw5pelts21+pduHFodaBT+bed0hJgmR+orye1a/Hv8A/cIShExKRAj+9dP1drjmptptHGfCetypC0twBGJx9KwvFctnmLiyKT4SULAWmdxGcjg4/egr6u+2p1tLdki2DbSW9qf59uNyj6nv70lWCU2rL63h55VjJTHqKivV/i7py4Vs3OqKyEcSTJ/erOo3K02VtbmIAJkd6Co8lhKFIyVbpSuY3D5VBtJ2qCTExNSv7XENgA7s5/pQgLSnzkTPb0oNJCnlJSm0cQpUBO2YJ9aoOsuMXBbcbKdvau36J/ANadeG4DynVMEpbSyjzmSAA4udvB4E4rkHHZeCHEbglWNyu/oYigay2m6adUCRndA7e3vXo3QdqxaXa9TIG78+xJBDY4knsZPHaq2jdJW1xoD96ppAumAlzfIUkogmcxk/0rR6UuWbfQdQeSlCbjgLgS4nEpI47UFrryweOmuX9lasuNIlEoJ3t7iM8Eeoj2Nec6VdOG5bCkpaKVJJcBCeDie1esshzU9Ca0q9swq2cStHjpglagqUhJHp6ehryO7sLnSdTc0+8tx4iFQkk49vmIoN/V9bvra6W+6pF3aXKuYhQMfb6cV2Hw4vbNvYNLfSnxD/ABmFmAexEepSVdq5LVLazu+lwtizWXrR3c45unyxjj1kVgdO3tzp9+zd2N2tm5Q4khSBJIJAj7E0H2L0fp7bWlNylPYJIPb6d66VtIbASnlXOaxennX1aU0lak/xQNi098TkYitm4DqWSW0BeODM/McZoHWQgEAAeeB2qVDaUgKSCFd/7VhIfdF23uUVAqlO48xGK3mXCpskpIxOaAVqJTtBAPvUTRAgleR2pDIG+QMwO9MdhJk4PNBMp8En+pinMSMEdvnUW5ETGBAyKR3ckwewBmgllQTuAJSPTmolH+bB+fNGIgAUDogBIHNAAE4mlQkkEYnFKg31KIPqByfaoiuSc4qVSkwUjkRn1xUJgAyQKCMkAER9+1ASYOacrCJAT5R3JpztBBmgjKgrntzSTB4HBp0+YGImJzTIUZjcRQOFEmkFQfX59qYq2qBg0KpIJFAlOltKyEKcIEgSJ/WqN1rS7JIK9MvHcSfCQFAZ75xxVpHiScD6zU6SOCB8jQVLW+ubpCXTYuNBSZ8+I9jUv4dx4KW4ER2KeQPrVpIImVcdqEiTIIPyFADDZbGxxSiknE+tY/WumX+o9OXllpwl1xBQQFQYxJ/rW4kxyAqPXmjCkrnyCIg0Hj9h0latOW6LxptCQEhIKRClYyT6jaOK9P0u3SzbC3QlICAEJyTMDB/SiuLC1WQ44wFlJBAORj2rQaaSNh2QFJkj+lBwnxj6oHSvRjn4FxSLrUVi3bW2IKJ/OoGCAQn1xmvly407UNXvmmUu+K7dLS4lx1wApQSqFKzJxBJjtXqnxl6ue6o1G56fsG0Ps6f4hbjBSoJ8zhIOYzg1yvwt6avdQuHboID6VqCmS6zuS5sTuMeghQ9Bmg6b/QdH020s7PR20XFwFG3eaZbLhSQlIIIBkKMkzHY8Vk9RfBPXGbJ3Wwt0vNn+K083CggqAEEEgjPAEj6V7p0J0g3pr95rd1btC6u17lFKSAFQQYwMcxgcmuk1m1avbB63cAAXEk+ygf6UHnfX+oDov4YvC2uG0PFItwoJ/wB6QIHvE59q+SXnUvvKLj77kSkqKSTxjJ+tex/HvqlV9dnRLRS1NNrQltKHCdykjOI5zyKwfhz0Qm8s3tQfYUw4h9rwXnwnaElJ3SlSoP5gRjmM0HPfD7pWz6v1RrRj+IF08RDqYHhtiVKMH82AABM5r0D4y9Q2Omaoz05pbS0s6XbtteClR2ERPY5gDk+2K7LR/h6j4a9O33VrxS5fth5dtt3BYKgEgEhXmAAkCBB7mvAtb1O+1O5dv3nkG5Q3K0gHjccH1n55xNAdzqTt1ootlLJU2vaDJ9SRj616J0Hotja9PJ1a8CLZtlcKuXiNpuXEkJIkgkpiTBwBNeedF2rl3q7Vo5ZKfDkqggpSTPf7HivaNd6LGnaHatOX1ylJUbtVpwhK1RHYmIxFB5PqWv6oG30G+CG74LcQotbFnaMQrMbgAI7isbphxx138Otb6LneFMrSAUBURPrIMGBzBFdNdaRoiUvrunGU2dotbYSFgrCzMBImSJqPRerNO0dKPw2mIebcWCHFxISCTkff7e2Q2PwGo3XUK9Uu9NbvWrS0/C7HUHPkhKyMSRgznmqGu9Mavbu+Kw6ENG3HjIEJCUnaYge4Envmum0vV+oNY6avNR0tZt3fFdchASp0pREDIgSpQ7zHFeY6fqWt6lqNzc3N048C6gOb3ZH5hwDzHpQUupG2UXqdrqCcFaAqZV3PNYzTS7hwoaG5aVCB61e6hS6NVecda2BKyICCj3naeMzWcw5KwQDBIKgOSAf7UHSdSgq03T74MFCblgkqQgBC1pMEQJgiuVbKSsBXBrotZU+q3XbNOuG0BC0JPrKox2ME1zbSSt5KEckxQXNS87yVQkwkAQIn1qsEiPzbfrirV9bwEuNqWpMASoAZ9BnNVEgFO2JVIxQTpG1oKSFE7oUDkCf/AFWl0/fP6fqiH7C4cbf2q2FEHzFJ9aywpMEH1mprQONL/GNqIDS0ncDkH2oPamLh1HTGluXbqnlP26nXlFW4fmVCZPfn7xXkyELv+p1eIolSngkjv2mvWNXKGuhtCUgONLVaOLWtYJJBJIMfX/IrgfhvoL+v9aW9uu28VoOBTwkfkChkn0Mx84oPpHpHSbnR9AsbZtp1ZuGy6oFW0IJAERye01fbaU3qNu9bBbrbSQ2EIUSAmDMn15q+wlxT7BLWG21nwyoHwxJEge8ekYqjauBvVZtktIQGS0UKUMYUQYHeR9KCldNB3WAkEharQytt2BtGAFDuYzz61pNKcWw8tS070ANpcSACAVfPkVQSyV3rjuxalIslT7DsOfUHPMCrlg22rSXCpGXFBbW7BBGdvvkfrQTanK7txokFPhBKSOROPrWA2XfxTKQuW0FTORtyR5cRGB+1a7278NeOMJlxdsSCMq3fuMmsO4fLlxYkI8IlYWrckZEQQRE45oNJTq2dUQUbdotVpW0FA4wTJ4zPpSCrBjp4t2620LWUPobSmQgHATic9vvUdttfuTeKCEW7+CNkSNsjPYY/amNqyiwIaCW1pWlW1KtqUhPPrg59eZoMXVXHC400kkOOIS35kHCVnKTH5T3n5V0vSenK07q3VEPLI/F27DrZIkEJG0mZzmc+9YWphtF34jQkpbR5yryKEgCffuflWzoYuTrunXDzxWp62dBzMD/aM8SJ70HepkkkjAEDPevL/im8vV9Z0rpCzfALjnivwJ2iPJ37/PuK9D1fU7XR9Od1G6c2tIPryTwK8o6PLeva0vqq8C1qubglqf5Ep5gfMQKDpbaxaZSopSCykJDcZiO09iPSp74uOOMy22tWwLVuBhPv8v8AgUbralgeYhJ82yOZAnNWdRO3wUtqSQ2hKSFHCQO5jPrQW0J8RoEkJBztKh794+VSpW1+Gctt291vaSUkiRPP6GoGjbs2aHCpfhJHlJ5/9f571eYbCrIrCQpaUzPOZ5oKTTQD5X4pc3DarEhIAOecU10hTZ/gkJCElcDMeXt78/ejt21F5DTgSHAk9xIx2HrRLBSkKaAJnykjBx3j2BoLNslKmlrbgoS3tSFDM95qspSW9iFnCt0gkyM4z2+1WdNX/DdQ02kI2q2At5PfNVkjxFOFCQpTaiTM5Mf4fpQG4oW6UvElClJG44jkcCe4PNTvtA6Q9dqcCYUXFAqiAOeccT96qrfU/oxf8JbraFbSnk7hP9e9cr191ha6b0/c6U8pxN1cWxfbaQPMsAwoAj6z6e1B5f1WV9U9TXr2oPts2VpblW+Y8QwSgEngkY+Yrquleq2r/wCHLmkIcdQ8i3uFLUZP8NBSBHoYiAYkcdq8m0fWtSVcPPNsOXlm+ACFNkI3niSJ4E+laWu67c6dZ21gRtWttU7EbN4JCjIHvA9MelBR1w3rV4fOsoYX4ja0ggoASTvCuMwT9/UVZ0XULbUtGu7rW71Ll26+pBlAJVCSdwjIJ9OMTXNXWr6hd2C2Gk+LbLcUlKdslOBOf870VwxdWPTmllu4IF64p3YBCisEgKBInaAY9OaBatoZs9QKWQTKgEFSSELHbnt71Hf6I+zaqedBtn0PpUpkqgpQsHIiYAjvVvVXLu00qzuVLdWVEb9wEJzj5T9K0mtb03U9KjUWlOBMspWvCklXBCh+YD0PtQcAohT6toATPrMCiduE3FwAcoQnalPaKvL0J1bql2rgcQZk8ED/AAVnpSGr/bl5LR80iJA/4oGIbUpDYVBxBPHrQughRlaTn1iprz8P+IUbVJCCsnPbPAPpVd6VqgZJxQdRobrrwTZLC/8AukAp2keXaoEE8ZnGap9R2t9a3huLhg77uXUKVBByZiCRzNWNLZtktNm4LrZWtHnQOU4kEes95q71Zb2rOoi2Ny4Qw4UICwICZAAHof7UHpPwsNnrWi3VpfMth4bEOOFEKKRKon/b5jxXJ9XKa0i4/Dt2e1Ly/wAqjhJk9xxyK6n4aN3jWnNWq7ttCi4UKSpIKyhRwme8JJ+WK574wg2msteESlKkBU7Y800G18O9QYbZu9GeYbDLbyXVKKwrelUp8oUMnjjIz61zfxg0G20vWGb+xZLNtdIS4iYGYHAjGQa0/hw9Zov0OpcVcJKfNlQKFFUARwATGfoMmu6+LfTjuu9Bs6gxbqcXYu+Iok7V+EfScnnif2oPK+n9Udu9LXpryWz4jag4CkDceQQfXkRVLQ+h9Vu79F5YGLXxUrQ5BkiePmO9YWm6iu3f2oV4ec45jt7V9MfDRnTda6QbfZZU2tDpSUkxtMg/PIP/ALoPQ9BsvwWkNJWJlIA9B6/Spk6kltQQt0oSBAMTme9WR/CtJSpQgGM/5NYr2ZbUSU8iTPcUGq5a2rjqHkjYsOBUxAMEVo/kQSngifnWFp1y814LJV4iCoCCfyz6VuKJCVEhPETxNBRWveSRzNMBBAzBycUa7dbR3ElQP83pQrCgBAyDPFAsFcxNSpUANpmR6kVGlsgRt55BjiiCQBEE+9BIjKQoSCR9qZ0wII5BpiEjyn9KjW4QoJAMJOPlQB4gTJgjtSpOKzO76EYpUHQryTHY1GsDsKMkST61Eojdz+tBG5mAocVHgg5HNEsn+Ufc0MAcKnFAgAAo9o7UO4AypOOBTDKiJPpxUiypSIJMJyB60AlUmSPrQkgpweTRJMxios7aAlYKdp+dEiQmCf0oJkARxinQBuyqBQSDI8pnPekUSCkyCRzTIXiCIIP6UU7jyR78CgSSRgx9KJCk5jtigWYgj9qZJAVmVA5j0zQTYMkQYMGKzupzqg6c1FGitheom2cFsgnbLhEDOIzn6VbYe8RorS2pAB4UI+vvU6DkEnPrQfGDvT3UNhc3V1rYW0+ysoC1AkunhU/Ofma9f+FvTl/fPaS/bNhpi2V+JuXljzBKhHhIH5TuxPMCO9ev6r01omsJKtQskObhtUTOe+fWp9H02x0Oxb06zSoNMiUySo9+TQaDaENAN/7RA+Vcl8TetrLojQPxt2C4q6dDDSMjzHuYEwK6oLXtiBBO6faK8C/6itSsdVca0xN74b1oMJ8QeZc/lCZ5J9pxQeKdVX1ze9QG9DmfEhJRJg+33Ne9/C/pAuWWnPpaQq0LCfFAbKQ8swZJOcZ4xXG/D/4btatcNatrh8RLI8VtKiIUSUmCBzjt79q971K5sejumHdRfcSwizZJbQISkqiAmO8yKDl/jLY2eoaZbpfcW2q2lSPDcKIChCp7cevGa+b9SudG0Zt9qxUldwp1TckBW0DjPbvmaj6g6o6h6r1G4udZ1K5euC4ShhCioITOAlIx3HFZmsaZqjD6bS5bJUh0B1SW1ApUrMGMD80Ac80HrHwe0Bu+dRqz9utpKVSpxtQVCQJSCT3V5uPT70fjDr97pnUws3Lhx61eR/DSp0wmZxA9JFd9cuWXwr6N0nTVJ232qOh27zKpIAA9oBA9Oa8j+Kajem11BDZXuUXN6W4BEDAPtMfSg4O8unV6mGW3CUhe3aRKcnzGPT512t0wdVsGbZTLbVwGPIG0pCQAdyiQMyQTjsPlXF2zrr94i5dtkJW0rMgys4wR39a7q0094OocW8t9xLexJlKClAGQEjM9h8qA7S7smOjb16+fdaPiltpLZA/igJCCZ7GI/wD0muP6dacVqjVs0lpwlUF1wkbCoEEyPSSR711mr29ppejOWmruqbJuN4ASD4gIEEZztkn9JrjdFbun7tz8M0t0eCpzYgkGexPy9KC11Ww1rvUCbfTGFl1whoyrcVEYkUekdJFkqevSpHgL8yS0VbxgRiIknmRWz03pqnUPutXDbWpoKglKwVSRPKuESJ59K5rW7zUWNQbtby+U4GzvWEqkAkQeDn70ELF4wL9x23s2nGEpU54TxKkg57SOJHc1gMKK7kFZiViTAJ59K6++Ytl6Xda1Y3SG1kBJbAA3FU5AJMARHeuSRZuOlJbSobog8d6C3q1wi6fDraShEHYj0E9471SCQ3mZJz9PSr2pBxKmQtspCE7IBBH6VRdhOSoTB8vcUEwCTIaaUSobRIp2VAMlKWySohIPp60AddCEbFbSkDI5mp7Bpb9whCB5+Uke3NB69qvW+k33SNppTaVNui3TbgLRABTACgRz37Cu3+F/S1joF5eXCGVIfDDIWsryQSVnb3kgpOfQe9eKNMjUrq3/ABRT4RUSdoA2j0x6mPrXrnT3xI0DTdJXqGpMOtLUS2tKUgxBSExHOB6DH1oPT7Fom9/FlSmlhCfNMmE5ieO5qC0dRa3C4SV75JdWuQQQRAPyNPpF6m5trK7aS8WL1Ki14jZHliQT6cRmMmqzvgi5a3ypBWS74Yj1iD3jPvFBWuHFpfCkOrUgMncpKR64HGf+a1v4f+j2zTbeC6pSCTJAB/bP9uKpPKXc21mFNOMuFpQXJ3J+WPrU3nudNbaZUrwWylQWcbFckGM8gnNBYaS152khwJUC4QSOUgevIrm9WuLZC7NhwbvGXtASkxkQFckgGD6CuocCVPIX+ICSUbIK43GOMds9+DXOau0hvwLrCt7wQsEbdp4An5AZ/vQXbG4Q1ar8VvcEgpCATt4yR3xj70nLZBt3EKTuSFpA9YiVc/TvQqSlNw7bsl0JCvISkwTxEj2q1ekoadcUpRSCSFATAjsBzkUGA8jxHV3L4UEY2tJGYIEn09assqGn9RaXc7lqQhz8NjPmIII+WRio7rT3WnkLdXvbDgVsWRKYwmPsPuag1Vb6zZ2NgVm5S4XiVHCUjuZ5IAV6e1BL8QdRf6iuG9JtlJTb2z8LAzvUJnPYAVp6JZIsDo9qjDbdspRSgDduUZz7cisDTUPX1taOsfw1vFcBA5SkwTJ9YzGc11dggKatksr2htpYCOSUgk5H1H6UFm3R4bMhcOFBkkyFJORHpyajvG0J2tLBWVIghPJETPHt61ZZSE26myAlAaEQQBEentVa4Fw6z4RPlAAT5ZmDg/qPtQWLcKVZ+CyAlU+UrMgx6/WtSzSsWq0FSlKGAqIMxnFY+lJW6loJaCShStwOQRPNaqCi1tlWzLYV+YyR+WT2x6UGfdPJ0/zvPKQ4lBACST39O3P61ndPa3d6zaPu3TIbctro26QEEbkbRkzg8nM1dNuFF26UneVDaErAAwRiRmribN17Tk/hG8hckDEn3+/egs6EEsq8BJWpK0lYSr+X2HtTWbSHdYfv0zsAKYKRtSAY4+9WNK05y1Um7de8q0iER/4zwRM57dqq6rrCNMTcMFpxSSmRsSZIOcUFXUuutC6cuSzfJ/DNLVtC48qvcAd68T+KWtDW9SvrS0RtdL58K4bQowkpymexMZkTn511PV+nWuu2/ilyW23AACoglJgAKjvJ5rmPiLoWq6foNnqjJ8ZSFoS6hKlb0QIz6pkz9ooOA10X1mLO2ZVd29pbp3FJyEubZ3AjkEHvjmp+pbVhnTtG1I6hb3DrrBUlqSQhMQQoxgiqTN67ddQsaPdXSk2aJQptffcTKJEwfMQFRiau/EZ22Zu7W3sGUIZZtm/DIIIcJbTuOAPQYoOKdWttogLLba1RtnBPcE10OpMaumz0565TtYtoaaG0QME8jmfU55rDs0rubm3sAPO88gEAcgnn9f0rtevbuz8Jq0YfSRZiClA5WTkiP27UHE3bqH30NKdK0pBAKTB5nv70+pePaEWpnwnB4g82RPEjtgUek6Wu+1JpsgJ8ZRCVn8o+f1oeovGb1N9NyCHkqhc5BIxjt2oK2m6ndWDyi0tSkcKTmK3NMa0nX3VM3T4srhcbFn8h+Z7VlaLp6NQUmd3/AJSFCJTt2zxPOKt6paWKLu3RYN7FlME+KVpV9hg+v0wIyGvqvQGrWFkp1uyLyWST4jXm3J/3e4+VQaFZWardzUTboK0kWqkLyZPKgOZHHzrs+mrheiWJY1NX4m2uGVOuWu7etCSnBHrHcemanY0jR+qhaXOhC3N8FJQpxMhcQfzJEH6mg4ltDBvFMau8UWoO5NuBuVAOMnj/AJpa3pSmA1cvvB0OpS95VhR9gD34zPvXS/EHR9RtbhF5e6W8h5LO0QgKbCYgxABx71zmuN340axvlONhtcJS2kSVEDyqPMHkUHY/CD8LfdTtpcurttxgEhJIKPTPpHY1vfGvpsXibq/ZQpH+nsNFSY3BQUe0fP8ASqfwSFkEuait9bt2FhuOQFTOI9RHNeyf6XaaurVWXm97dwlLKsyCBHH6Gg+dPhp0V1frFy1dWNwbW3RgbiQVJmD/AM19I2dg6jpp+xuWElSmlo287wBj3k+9aOm6NY6TbIYtGEI2Dbxn71cSAQZ7CBQeT9IfCvTtPbdN9YMrccWpRcKBIBIUB64NeiaVpen6Vaos7W2QwhIGUgCY7VqOKhG4q/lwaqeV11I2wTniTQXnVFVsRWelrcqCMVedG1hQFVmUSsggQBQWLW3T4gUoflq687KAnbxmomEhKJSOf0onpDZCcEkfaglQ8hQ2kA9qida/hqKSSQJiPnUQMHHbNTNu5icjFBDCVd/ajCoJSkTiVf8AqjXuBJSnvIIHHrUS0JWskpJx3zFAgUgAkwR2oXPzZwSJk8USoTGxrfOfkKidQQAZyMTPae9BGtad3nSQKVCC3lTiwmcwo8e1Kg6NZ8/IqF2UmRweaNxIC1D0MVCtMk4496BpyPehUAFg+nPyplK8wTORkUK95UZ4mgIKIkHtSgzNNOwZ7/pQlajlJFAQn1gggQPSmhUQDmmSFBPuT3p47qPHNAp2YAB9aE/7gYgxThIPeRQkgeVQMnt2oJUxIlWaIL820AGoYyCcdop0GVbEzM5P9qCYCcgH70wHm4OKUQImkmgr3V+LWVJt1uwYJSPy1TtdbuL4pS3bvI3DdPhEQPea0jO6SKIYAiMcx60EbbD35liCTMLUSfSraA2kQRB4OeTUaVSZPPrR7QYngGfrQZXWXVFr0d05e9Q3aVKRatlSEj+dZwlI+ZIFfEAudW6m1xetXql3Vw8+XVFRMzIOPQZivpr/AKiLDqzVemUWXT9mtVs0fFuVgk7xwEhPfMH7fTxTRuhtU07VbVF7aLSkLUlpRblLpAk5Eg/OewoPoLoHRlPaRp6l24RsbStSCmAPynb/AJ6Vyv8A1IdVfhra06XZ2SCm8uQqfKjhIBA7kE8jAr1jp1hdppqW1pG4DcmBEmvBvjP0N1pdare9UXrdk5bOLHhNtglW1MJSnPfE0HnehaSyq6bU4i4cXdQhsMg7ldzODHY9/lX0p8PPhzo+k6Hbr1CyZcu1kul1SeUlQWncD3kA+0+1eZ/BjpK51TVbe71RtxDNg3uaaWgAJ3E+o7wYj3r2/rLWE9P9LalqZUj+AyYztTJEAHv3HFB81fGnq631vrEkrXd21qottFBAASDJH3z96dfTdz1B0U1rCQokW2xpKR+ZSXMT7wRXF3abvVtZTYOIZQ044VlC3ISM/mkekmvdvh/p6rboVNqh5tSkB9KVYKSrgEyD2H6UHigCrPp9ubRPjqUt1xZXKxG0JE9vMifrV/pDTNS1FNsNq3VuKAJeH8IBRkEmMFRkA1l6o623d3mkuXDSJcUAVL8pSMiCO5j716P8PrZ5y/FpZpeP4S3bf/Eq3JHhIAUWwkiDJOf0oOd+JNpd2OlN2X4BILbP8V1QBnarkHv2z/6rj+j2ri0uWb1YfDLxW05sSBMESBOPpXr/AFteWuqdM3V+W/MtL/gpSAJbzzkxkfL0rzXTtDvmuh29UXcWybZ59KS4pSiWlLBnAxwMz7UFxKNQ6f8Axjd0QtWoblulB3EGBIiZiCfauEvkhzVHFPqUoQVE/wA0Af8AFdxqF0iyd09TTrrlwzbuMPulQc3ublAFJMAgpIwf6Vwq1G71EKecUPFVCQPLJ7T6CaC04q4c0lu3YUABJUlcI5yInkwBmqlkzFwhteoBKnICVpVPEQP19+K0tfuFvM2j1wVuOtq2jxTB2JwEyPTgE1locct7th5kryAsQPy+acfpQXrxp966trC5IUhsHalsZ3Kifme/0qhrmnotnAlpsiAZn+YetdpedKalqCLfWvDW346wpRODG0CRPGZ+9czqjNpYjb43jSIjdMZ4/T9aDnVRgJBBjM+taeiKcYfDjaUqUB3Ex71QKkqTIICpwK1On31s3iX/AAUONj86FAGfag2/xOxLuqLdWXiIyd4H09jGKl0u6fvdN/BuNt+JavBQxAUD/X3qrq34b8QpvT0reZCQsFKT5CpMnGIiCKv9HaP+NduDa3Dq323h4bafKpxBSZVI7Axj5UH0x0srwdF0RhwKUWLYEAAYUSAAT7Tx2invrdbjxtnzsUXQsAgAAkmYHeZqzpjCrS3tbdTfnYT4ZjGABx/npQPsIVqTafF/gOkkYg4HeO44+tBWLSWnG0qWS603t2JM4VuG6OfUYo9MW5/pymCQouLK5QRKExBmBMVauQ81e29uTuQ2tYjbIjESTxn+tWdH0ZSg89HhoW2Akg5JJOR9IFBQCUuM+I2krW6ApJUn+UzIn2MVl3wW2sMhSnFFxsx257AmBz+9dK9ZpZt/w6HQtTaCoKUZBTz+9c1dqWEhKnFmSFIWZ/MFciOQBH3NBO44UXS23HQAEBadyiZcMkp+UAdvWrN9buuAJQhaGyAmRlACsQT9aieUhV0t3xCgOrTCPz+aMkT2/wCKnukuMuFaGd6tqVFKlFMkCCR8yJoMy6a/CFm3CGnGS2GwSQCkYyDyTiQP1rkUPtu6lc77tzxbx4IXACRsmVJBHGAK7K4gLbWtK1s7QkpABCdoJnPPEVwfSK03DlzeOWziPEeeU3uKjvlWeMen1oO0t22HWLRhTS0JbZU4wneRuIJnzCJPE/OtywYUrwHXUbQ/bElInJkfbmPpWd4YcFqlsKK/B2gKCogkyAP7dq1bcwUNslKS3bkKTB80xEfLP3oLDyPIXCrYkJHlScQBNQuqbeYLm0lBjI7GcpxU9zbqlIt0hToHlBVAjE1YYtm3QmElXhwZA5UPn70EmmMhq1bdW1sUZAAPOYn6xNXLe0S43uVCgpXI4jt/WonlrSgb1pSgrJSpII294NNoNwHrdUNjyKCUOdiKCpbsKVcP2ZaQAqfzDE/UfKtDTbVyztAw6QpQOTuntU/4IqulPp/MRBIzOJqVYlIRskmZgkfWaChd63Zaest3iwhKckzx/nPyrD6k1LSdS0m4dYcZcU00F5chIMTtURlPPMYqLrmyZ1G3b3OIRbh3at1zdtAMjzAZ28+2K896ID3/ANNa+4lvxmzeKWCFhZWEIA2Dkkcx7etB55fdU6udXbLqQ03uKSguboCTgbuDHY85r2G1XpGp6Uzc6soqN1bhuQs7HBxAEiDB/tXiTj1691Kbu9QHIbLqWniEoUgEBO4AAQJMQO1dbd3VzcaInpyz8Nq72+IdglCUpaKikR/NM/Og5nrHpG40TWHLvRmFJQgF4NEByfKCrJGRzzmua1LT3L25dcWmCAp3alc7UxMT/nFdPovVitMfc03V1CW4JK8lInyweYg1pdY6DZ6k4u+0ItKccTuUEqMEe/v/AGzQee6YsXPUbSW3EJbbSYIMbUgHBI5q5qWm3z4YdWlCBcOKZQQCcgD5YhQM1m6Sg219d3N2SlbA2+HxKiY+cZq9rlte2+n6XcOXCUeOhS/DSVHYZgkj5AfpQZ1hePtvi0Q8S2m4C1ICMkp4IPPc4qPVwXXHnUyqFZJVJzQWTpcfBKsYlUciRzT6uksqU0FlRKtxBEQIoOk+G9o5qA/CtXSWy4/tUhQEQUxInv8A8Vq6jo9qvqWx0e1UtxxDnhOo8OEpUlckDEEADmtP4N2/Tzmi3LjwSdTaVvRvIgZBAg85Tx79qdm8W1ruqdQ3emlj/T/GbCgqf4qlklWfaPvQR9TvvJVfOaXbnwrc/hi4lIUkJAEJ9jz/AJiuO6dW7+MbXpd1+EvG/wDxgLMrBOdpwJx9a67pzUb5vQNa1a3KPEBQ6fFRITIICkk/MxkVw2gXbqNbtQEpdWLpCknaCokngE0Hpz3xCuVOss9StgpeQB4ipAIIydoJ5x7ZrZ1LovQ+p+j3nun32mjuW6hSfOCQBAP0n5enNed/EC1Yt7mwVb2yGyq3QlYHmG5GFKHpJHymuj6E1BzTdIizcfTe3D5S4ISptxKgDETiIPzxQbnwptzaaKrxbdCXy6oObUHPIBxnjv8ApXrnRKNSb09Z1RtDbq1qWCg4UCcSPXj/ADFVum9Aab6fbcW02lxTJkpEEKPIH9K6hqwFqwhppRIQAP0FBJKyoLGwZO6ZqQFIAWnBIqJasEqQd3rQhRS2AZBoE+ok5JHyqFkFT6QExg5PNC6+lYlUyORH601ivxboHd64oNC8CTbqKiB6TVa2RACzEegM/rVq5ALXJxULMiB+U9j6UFgDagBJHqcULzoMA8xQKUqSE7cRQOBwiYFATcmSRj1pwSPyk/Oo2iSmQnNSZIImDQSpdlOxau+J9ak8JW3KYmoQJGO8USHC0oiZE80A3B8IbzPpVNLyVqPt6CtNxtu5QN5xg1UOnNoKiUnYpIgzQVtg3bkkGRwaVIpS2op2kxjNKg6F0K8RQ/8AkT+tREEAjuTNTvJPiL3YAUf3qsQATFAChkzggc+1MN6RJpOkd/5hAoTjEwfX0oEJVlR4plBO4QPMM/SnC/5d1AvCkgJBUrAzQSbVj/3RDBlRBHBABqLckAkiaScnYAOJ9vtQOnmBwOKcK7AE/wDypBPckimB+kHk4oGUTG5Sgog+UVKkxIgkjCo7f5mhIJX6zQpG1RAEc80EqFTgTA/MPT3ogSgkAZPMEGom/nHyo5Vu2zM0DKKkiUnk0SZxgCKcbRiB9abgwTzigdJIJ/vRFyB9qiSqSE48080RgQM/PvPvQSqCXQUqSCBhQImfnVa5060fa2m3QISQMcT6VK1Bkq5GKSm0KX5yqIxCooBZQEIACp9asK2OtlC07goEbexqBvc0kASqTiB71ZSQod6Cqzp9pbbl2zCEhZBVt7kdvpXk/wD1CakToLXTtsseLdy66ng+GmM/czHfNevuHsJr5T+M3Umoa315dWzFhcLtrHZa5JQHNp8xxyN0x9PWgwOm+nxfajp1tZ24W7f7nElSgFQgxzIyFE+5xXuNzp6Ojul27BxKEJlSwkfw5J4AHzJrhvgj04/c6sdQQw2puzUtsNcraC1A8+0/c1pfE7qxNx1G5o6GwoMNhtBExuCsj9Z+QoPJNRsLi+6yceuW0KWXg4uTuJAMkj1wP1r6J6UZstO6YefQhpSmrIrFwFCElwDCkg8nA94E+3i+h6Vcu6qdSvg41buksvL3RGQZ9zXsXUtvb6R8Orhm3Uy0zclpK17ggIb3AzPEgmcUHi131K3e6m7pzBSUXbITtQNo3yc+4/sKK00w6p0e5pct24sLpKVAuedxzaogwY7D7VydtdIa6mS/a3ifDZuQhtYSctA8gD5ce9eiav0jqCr46hZF0WtyS8pQG3YcERj0VgYmgyLa6Y1SwQ28q3Kre1XeLbSAkApxHHOB39K4KwvXLfU2HlWbdyGiCEKbgTM59cn9K9NvtAstKvxqOu3ql3ikIjxYKQU4G4Dgbdprn9Q0xLt0vUrN23PjPOErbUlKEwJgRzyM55oOc1OwdcuFXd/dbfGHix2yeK2OktNVqbdx+DQC2yUytSAIJHGa5F+5Xd3bzt0CsJJEHkdh/ntXddAaWu5fNvbXTg8daUKUkEgEDyiSffkHEUAdfjqHTLS3tbq5UWCrdg+XjtXG6o6m6sbS4S2hKQFIXtBExGSJ5r2vrDQrXULV5N6srZAKkoTg7o7kEQfUH+tea9babp9hodg3p9mtgJSFOBSyre4QNxz+XI496DhwhKYUngmK2NIZYU09/EPikANp2E71bh5ce0n6GsQpKlCCK6Hp9wWYDoSErKQd85GYiP1oLzOqHTkv2TbFstl1ELKm8rIJIMgyDn1roPhU24vqIrCSlLpS2goUYSVSPXPJ5rk9Rbt7VppTDaSsk+dfJr0r4KaCdQ1tvUXG9iLfapC1q/hymCQE9zB/X2oPo5diw+zbvq3HcreszBVjn24rG1JlpGo2ig0lSkqUkEIEwY/XFbWk6k08w3akoLoUEhUDKcifsO9WXLBn8R4riRCBhU8Y/Wgjt9KD4DtyobULKmweVDuSPvipHL5p68VbWxUVFRCtuEiORPrVLVtReLK27Z4IgAExlJnPce9Qaa6F3HikqDYcGwZGFJGT6ZoGJat7BTr7e1XiLAVJUecAmufuGX39NvSu4WhRO1sBQhBEiBiYjPfiukZKHFvNuJUUtmQAPTPf3rKuwlsOqS0CUoVkJyfQAfSgieQGLhrYhC2ktJWpAySo4HftE/Sr1jbKvU+MtXiNKAUkAkTnFQM2txcPi3DaGkDYd6VbgoRnED5VvXSmNLtkpJMAbUAicgYoOP6qt2tH025vLZS91sgpKSscEYkf1rhOiWLpOmWalGUuqcdKULg+ZUkx74n3rp+vQ07pWoodfa/EOJDralQklKQJxnIyPlWX0khoabZueAtTigoECYViRjjMfpQdepah+EdT4rfgtEJEnhRzx3G30wPnWi4nxPwzDRdQNigpaFAQZBjg8+9VFtLK2dyRu2hKhIEwSc/Kavhn+M14LcqUrz+Y/l9vuKC/ag/iikgbUpAlIzNWglbaClAlYySO9HabR+ZJwmAYgED/AA1IpQCkAgbDyYkn0FBj6jaOrXaMLQt1vduWkTlU/sM/YVrtIS3/AOJW1GSBtg8/pRKKQrcn0iklAVEADt70Flp4bDKhgGJ4JpijxUySRiI9KgSsCSVT2P2q2hSSgbziaDzP4tJTqOku2Nip5u9ZQ6UEOlKI2mQofzAgHHOR61x3wo0y/uvh9fPWwUm4XcPJ8FI7wiRz3AHtXXfFrTL9m2d1mztF3ikI2BIJHhTjdA/f74rF+C162z8P33rgrbSm7Wta1K8xCk5jI7/vQeP6ovS7fXr21tWw0lhCko3rCvKrsTHYgetXWLMt6Z/qdvdli4YtyoJLmxSlFYB2JMbvz/p7Vl61YqT1HqNsLFbbi0BYD4IKgTuEfMER64q49ePM9MoIG58+Im6feRuSASPKkHviZoOUuUPvagQ7doduHFS6srCpM8yOa37TXrvpXdbuMAJeElUTAV2/WuUAUq+ZKjt3qBlXyHYZ71Y1O5U6gs3ECEEgqEHCf3oOk6ft9J6lutRQveLh4pDfBJznHyBqn1vpdxpWqqdvFIcYXDaUoQBKUpAjHHI/WsjpC01Vd6m50pRQWDuU7MBHp+1brvUQ6lvk2t4kKJVClGIIPM+lBzulsJcebUYKXFhISOQJ/wAzUvUzgdWGvwpTcJMqU2mEKRtEEehmZrXvOlnLFLd1pzpUlSi54e7Ig4qPrFl8v2hcfBW+0lJ3EpUiBIBPrB7f8kLnw1Yf8C7cbSorbUhWEFQPEnHeug+J6DolhY6SMP3S13D4gJnnBHyI71P8HNGa1XUXNpWm3YKHHd5xMEAEfc/Q1n/Hm6Td9X+C0n/+VQGFD8oByefrQSdH/hL7pLWNIU0pt1qzLxWFA7iASIiJE4ivP7IobeS7atlt9lSc8lMHkfWvVvhO5ataFf2TxuU3V/bERtSkpAkJKCcmZMj515Vpazba8hi5bStBfSl5KjMp3zEig7Hq0X3+ladeutpdtdvjEA+cjhRMDAmf0rU+Dibe619uxCFm32khKswRkT8oGa1fiIzp7fRFo2xuaDJUylKUTKQZIzgAzMzmKyvgNbOt9SLuHwpIUwQI/wB3HP0oPpm0ZDWnW7S08wM9hV7xEpO0Gq1utb6LcRgIPaieRJgHIzQTuBtXliZqpcNOMJKwtMAEiBx9KJh5bZAXlM/rU6CFboXGOe5oMZ0rjco4I5o9JcP4lIURhJwBmtB+1K5Ug7lxPEVXtWfAf3KMCAIGKC7dvIbb4MJPHtUTa0qJkEQaO6bW4glIkYMHgigbSlCgJEjkT9qA1beQTQq/LyR8jTDLkjipZKUBIPJoIWipGIFTBSSYwJoFbUqj157xTpIIKQrIM0BKSZIRJHr7024btp5FDMmkpIBlIoBfcU0gqQYnE+k96gTfXPlhaVdvy9x61I+nckmMd5qqkgSkbTI7nmgkUtalblnKjmlUZVtxJJ98mlQdTcq/jOJHIWf3qrtABKhVu8UE3Toj+dX71WKgTyRQQrInI5oFFOYJJjE0leVQB/m59xQkomQT9qBwCIIpE5E+gpIIV3MUJEQD6gfagl2DaY5plD+ZJ4xikkFJJPemyCdnJoGSQDsmB60irnjA9KBz/cORg0t3lEwJHNAbUIJgwIpyrMge1CkqMQkR880/5cqwATwKAkEAxn604UoSTk0AIUrFOpRGYnMUEgSTmcmnUcc5NRbiSDkRRFXlJ9CaBBRQgBafMKLeVAn1xQKJiJJ+tMCdpMgRH/NBKngmcc/WjRyCT2qGCUECSSe3yo0EhO0mImgmSSnKTBHFFJ28RUSViAZ7URMDk/egMARmsrV+ndE1pIa1DT2XczuIzIIPI+VaBUQJqLeJknigxG9E0Hplu41Oysyjw2lLcKJKlgZ44J8tfKWsa63qvX67xnc0H7pRkqHm4AmMcjivrPqW4aa0K9dcbBaDCwqUyCNpxHevlLR+hnG9ZYdDqgoXCfBAHljcDk9sUHpOi6Jd3/hmHHFA7VBAEFCljE+uP+M133xC0H/W+m29GbeLC9viJKfzJgRHsO31FXultIYt0pNo0mCBuUeSSZ4FcJ8ferr/AEZCdP0l9+2cbtvEUtqBhRgSRB7E0Hm2kaD01pWsiyLYu7lKydq1JSVj1GYGfUfvXV9bdX3Wi6LpqdOtS0h3O5QEbQIJEf5g1wfw1snndTVqnhtP3TL6W1FxRKQCDKz8o/Wu2+I7ovtSu9EbHhs6eSopbWCIWnKs9sn70HG6Ab7U7517Ug8+jUXNyvEVtJQk5gxAgwB8sVo9Sfh7HRrOxduX23wh1bBKZUozuieBKgePQVm9EBN0m9sLi7ubgoAbaYaIClqCgQUniZA+laPxrtV6MrSdMShSFmwbJWSRtMqUqexklJ9cUHlrDjgUtdwD5lqU5Kck85+9eu/DK0/1RbDVvpy029jbP3JSVTKgkkER+WVKSM9q8ftyhT4bUBMwkAE59R719AfDjRrjTekta1FtKYRpiGmtrRC1FZ4OTny+wzQck/riV3DLVlbqUomHUuqBQoggwSfbBxE1Q+Iuo2OrWpUw0hrYhsFgzvB2glXyq9a6cU6g3pq7N64aW+FFRlHhkgERjEE/WBVL4hdOWWkoXepuBO4SkLO0k8gD29KDy9toOOpSAqui0jRbi+UhAbUEIO5ayTAHvH04rHVcMuLJbSUH2rVstcv7S3KGbhTaQdw24JJwc/Kg3NWsdN03Umk3D6Xm0ohMwQr3CRwPmZr0D4R6he6hq3+n6S0sNNo3LcKoCeOU+88+3NeQuW/4hwvG5SXQkFLaiSVE9wO9fQPwO0hGl6U7qN6lLN1cHZ4YSRsaAwIHfE/Wg9dtdKtrVlCnYWpHmBECDVl19AKmZBnAkzBPFY5v3rm4UyUfwEJ3ZJk5mleXPgbrppxMBR3E8BPr9uM0E13YrRbl1tUt7RgjKPT51Us3UhjfuQsJUlZIPryImtdLiLuyDhUQlWDIk96oXlp+FbedTIb8MHA7g5HyoGaCXRcpd3KPlCU7RMcVU8G4e8VhotlaVFJkdpOD9DVxlC3nHCICXAkgAQQK0U2zFqysrAkplR/z50ETCbfSrRJUR5EhIClSfuc1na2648ywpNtKltnIAO31n+nzqF7UXLq7WHVBTaVwGzkpgevrV+5tnbnT2W2xJT5oTyQDxQcnfadc3djeWLbTannUBxtVwdoHqncBjufnWD0Yy7+DShbwK3Hi44QSNpgBQT6JJT39TXf3Fm2sXAcZgKb5HeEkEk/0riunUuOBlwLKEpAKlJVO5UzmO/8AkYoOnLCXHm29ytyML94P+frWxbNNo2rhWCRMflz6c9v0qO0snFum4fQCVCUASDAmZ9e1XbpTLSCt5QCQII2iB9+DxQHbLaChtnw08ZyKsgiSJ5jiDA9P1/ashp0bgoKKTEnEyK0UOrwVLHqAf89qA0gpAJHPB7c08wuCYKuAKjClEElRBIgmi3J2HnywRH+e1AZUEoM+sfKiQ4lCDvMjsKjS4fzAZyCKNBOxWQOwHfigxuoHjqFuuxSJafQUhwKAyZBH7/4K8w0fSXenenb/AEi4W4u2ZKnWUlzkqT+Q+pk4+cVt/FTV9T0HT7e7tXVm2cWtDiUnhe2UnB4/NP0qPojVdP6i6fUly2UokpQ4XhIXA5znmc/+6DyHR7dGraXqqb1SW/E2lb7wlWFTAJ49Mf8AqjfOMq09KHmlW1khzb4oP5uP5ee39a3/AIgadeaY88y3arNjvTsQoEKklUE+sZ/SuGu9Ufu9FTpFyta1MrLnmSIieZ9YMUGZaBF7rJcTlkLhoK5PYAx9/vQa40m3cUfFLi1pKipJxk/59qs9LFt/qKxGCkOQEgEKMZBx3nin6uRcM6jdNSjwz/DUEubtxHr39qBumLpFmu7O3cXbRTeTEKVAA++a0tH6C6g1EspsLdSrhxsvAAwPDBCZJ9yal+GultX+qKVqLINolhS3FbcAJEgz9K91+GVyxqWt6peIQgMr09fhpKMJAWB+oT9ZoPBmeoLu0fTZvgr8IBKpJ4HMjvNd91zp+ha/0zp2rW6ktq2fw1JIytKR5TXmWrJaV1XcsqcSUB8qwDlPpiui1RwtaZZI0l95pNxDTqHPMFrgZHaD274oPTPgTpqdLs7xy9W2XLhQVvyJSnjt7qrhvjppKmNbsr2SV39oq5dnkKDixH2Ar0jppy305u1sHVhQfQhlKEqhJnkifYmtXrb4ao6xftXGX1oVatFpTc/wyjeTtAIOZJP1NB498JLxpnV7Ni5Uss+E42ZEwtQ2wfQ/8Vwq1Wdv1C6pbKlspfKdqVQrCu3OfvX1R058KentCtWA1aOJdbAJUpckwZyYE/0iuf0b4LaS1rtzrdyglar1bqGzt2JSTIAHqOKDhdUYutX6DsbBhalPF9LY3p2oDakzClcngZro/hd0T1Bptv8AiLlxtCJ3oCfMUiOQfqCJ/pXqj3TOkXNi1pztqhTLcFIVAykEAn6Ve0bTWrNCSloJlUxmM8Y+1Bf01t23YSH4KkoAEdjmrB2ryIodwQSOCaImRuUpRPEk0FZxvJIjAqJSlIEJPm/QCrYUCqD5oPbtUbyQ4IQmCMnFAbDwcBQrCqXhoWtKjIKRGKrqQUrgE47ip2lBCVLcMAcZoDdhKIBNQLMeQKkjv3qwEpLglQ2lM/Wo1tgLPmnOcRQRtpMCSST+lS4G1PJmaZaZG3iDz3o5829YEUDEJBkjPzigUrccZI7pijUJ7g/0oQnbjt6+hoElEEhQg+9NsMYiadHmWBuJk80hMeYgGMZnNBE+sIbIUBPFUUiFA7sDj2q5cHsYJqoUJ3KAcBTP6UEjR2EwJJ5xMUqYT/KfKMD/AIpUHSXsm5WRyST9z/6qsoxhVWrtQKw6BlYmPtVRRkZGSaCNW5ZIXG1IkUOIiiXJABOAZHzqJwJiCoj2/wCaAhG6fUU8EQgKkmgSEjjNOolREDIoCDexXJx6mnWv6pBnH9/vQqUVJnvTEjOJgTQMlcKn1znNOfD43nzGY/tQhZLm1IgRxRpWBIJAIz/mKA0kgEFST6RQAnic0wJJ+dIkDE80BSSIpZSmT86DMElUZxRKM/lynigLcU//AJDj0pBX8ykgY/LM0JUSZgjscUuwJPHNA5W4SkCI7zRcDcUyP3qIqWIABnk/epEKlO7kcigJBCwE7s/tSQQFzximCyFEboT78UAVmYHPNBY3qPlKjHp2qve6gmzRIt3XVRnw07v05ogpU/WKPckjAx9aDO0/WxqBWlpagQYLfcD39DV1CSNxCABHc5o0JSjcsJAJ7gc+k0RlRMAQB3NB518b+p7rpjoh92yKUP3S027asHbOSYPt+9fP/wAPbp53WE3N6td5ucSVDxCkoG4ZEft/avRv+qfVFN2Gj6S2TvdW48YVggY4+tZfwW03SdKCk6nbt3b2oNJdYdaMlsHGe4z+1B7t03uYsGUpx4YAKSOBPc183fH1e7rXUNtwt0uhpuCcJxwPpX07p7bbbSkIzMiQJJ/zJr5N+JD6HevLh9Y8VsXxK2FHKyI3AwZAJn6UHU/C6zBe/wD4Xct+K642gpWgEJMZG4yJ59D3qv1lfg/FHU7NhxKFFKLZaSmAdiRKse+Z96634K6JaXinX2H2Fhm4JcZQDMx5SoHvAPFeTdePuWvxN1e5SUgtamsAzIV545+VB03w10q81DqV02Syl21uPFLSUAgt/wC7JHGKP/qYWhrq9DLTgKzbNl4bp25gJjtgfrXZ9IaS2rqmy6gtVBthxCPxKW0xKgMZjg4+cV5N8WPx2vdfapf3lsu1aLyUBKj5ghKQBI+lBzPSWlu67rjNumdzhhMesGO45MV9Y6Fpy9I6Tctbu5Fy662gBEylKQmQmPQBXPvXz70Jrdl005b2Wn2abm9fuEhxwgQACCBntg+lfQtmg9U9EHxlhty8UC44lBGxCVYAEdwKDzLqDrS2s3FNaa4wm9S6hJ2JCpVOYA5A4rzP4hainVbj8e6XUKCfMlxUkqPf2iP1roOp7Ww0DXf9I0xxTt2p5XnWrcUqIA8xAwcniuS1vS32djjt8wtTqlpW1ulaAnE8RHJFByUwqa0rNsvDYswBkH3rPCFLcDaEkqJgAdzXbM9MM6dpn+ra054CkoO1kHk/LvQWelLPTmVPazr10lj8KkJQiJKj7Dv/AJ9PY/hLqL+stXmqP722WnBb26QjyQOTnkzj6e9eIoubXUbRFstSdgSCEg+ZJM17L/07+C5oOraQ8pSXWrhK/D3eYpKeR+ooPSbFZ3PGUbUrKfMIlI9QeDn9aLUFIVpbi3S2EiJkcj19vmadCLpu1unbxgJUYGTIjOB6VYGnuajpKbZIgr8wIxAjH/qgFh65GkJVbJStxK8STEeuOcfvWpbXLd60qHE7CNhSVZGOKq6Zpd0ww9b3DyhJ8pCRwBVuz05m02rJKnCkBRI/NQFbWrbAAQhO4gec+gmP3qlqjzoeZQkwCFJ28zhVaSSlayhK4KSZHGQaTzLBWd4BVECg5ewZP4x4uvgKOQYn+WK3NHWPwaAowQVDJ5gxWcxo9zb3y1vEOMOBU7VAEYMH5ya1bVr8K0Gg4pRST5oH9KAdWSn/AE+5VPDSiAD7cD3rkekdJ8a1ZK2tlsBuxAKjJ5Hbsa7Z1oXDK23CoeIkpJB4xzVGwskWdr+GQ2AhsxMCYFBfWhTe5M7gYSCDGKSrdhe9wSpKgcEAiTSLrn4hLHhHaUBRWeB7VOoyNoH5hz6UGXdWaR5kDb6QKdncG9pGRV1bUoIifrUO0I7RNBFuIG751IhcZ/rS8IKSQKhKFpG4HE8UEwfBVEH5gcfKpAshJKZz+0VX43QPNBihuH/ABLp2NmAJMCTQed/EezY1ZIat96kgEvuqUS3CYJBExMQJjtWD0pqykWT71uEs/gkpT4RQSXJRIXI/lgelaHxNdvb60u9P0tCmtzK1FxMDeQAdoM8kAj6VwHTWuX+ip6gtyELdSlBW04gKUoKBBiYHl9vQUHRXWvsdX2N5ZvbVPpTKzMETIG33E815fqmhXGkN3C79lQY/kXzv80bT7iuhubBWgWT3UCQ6LpakrIGAEnmfTNa+m6la9a6Df2l04sPNifDUvJM4MRiPnQeR6Nvf1ZlQWGiglKNqtkR/XNbvUvTtylTGoMv2rzVyjYlLEyMDJBzJM81mWmmljWl6Zdsw6oeSTtMzII7TXqmkdP3TVorW9XQtTFqxuSn5JG3HzJ+pFBzGhuJ0mytdJlbd28Ct4HgNEYEfP969m+Elsi3fvEsu7E/gwlLfYSokq3d85+hr580W/de6oRd3TTi3HrgggEjB4ED6V9K/CcfiXb15ZQpQbQgBKYBSVK5HzP60HzLrib1zqG41FTKEPOvr3J3CDtOYP0r0bSm2nrPSbK6P8FhCn1pQgKRujyjd6R+s1yXxms7ay66vmrADwVOfw0jhPt+9d/o7Fvo3wwOqOq3OPMhaVEeVAgADj5/egrWd/Yan1Db6HcLfQu1cWAtjJblJgjOcgfKa906Zu7tNi03e7tyQYWTJVkjPpXyl0FeuK6ot764Jba/EhLrwyrJ9pxH9K+sNGKlaYyfFbeBCylSRhUkmR9KDYXBRuKgof7j2+VU3LclW0EgFIipkOJkpJIT2BHaiClKUoACBkT3oKKwpRKAYG361Ztwppr+IkTyCKRbKVyCJj5igcWvKOQMzQH5lGZFG5gBwETOfYVXQ4No+WalxED60BELUfy4NORztIgDNNMiBTbljG3HtQJPfMzTqSFkNkc80/A/NQpUUkkg/OgRCULGANvBPpRlRKz5ZFClzconbJIxikAVH09aBAbUERHm/SiVnEUAJAAjI9fWiUvuVAH2oG3bVSnmmMKCkA5ooSB5sT3ody1GAEpOPeaBJS5BShCcnEmhWHFHJBCiAIqUqhSTzEH60zilJCsEiMfOgp3S0/lGTxiqoRMnOe08e1ThIWpxCWlSFDCuw7mj8FW0KOQZg8TQO2lYbiBu7elKp9noqlQa7qVKS2cj+Enj3SKruCBmpytP4dnZwbdkj1/IKrqAiVRFBDvBCge1QnduCtxHNSr2qA247570CiSAYOBQEqSNw5/pQbiDFCV+UbYNEkg5UY9hQGlQxk49qdYM4QM95zQ7iZnI9qSgAkELP9qBgSDBQaRSNue/ehUTyVTHGaJCht8wkelASSExPAzSkElasAntQA7p3ZHvihUUqA8pCZz70EwWAMHng/wBKAuK3yFcDANOkSZQMjOadRAUcD14zNA5mJPcH70yClSoGfShWZwDSlIwkZoH3L27FQT344otw24PcChEA8wKZJMnsBQS7yfMnAjPrNMlQUnzzzP8An2oApAMCZPeMU/iCPD2iaAwomZ4P2inCxxtIgetADJiPr6UkE7jB/LzQSZPm7Rikcg8ntA71HuJEhXuB60/mTkqP0FB8z/8AUw85cdaabZthxYatBuQmYG5R4+Yrp/hNpSlM2tytDrCrRYbCS2BvSJPm9eR9q9g1DpzQ9YeRc6hpVu++jCXVIG8D/wDLn9ae36e0y0WksMBOw7p5k+/0oDQyhC/HWEQEneYjAkgH618cdTXX47rR5e5Siq7WtQSkq8niEzHyr7Jvbdxdo6yw6reppSEA91EQM18k9G9P3d51o+5rCLi3asnFpuXEiNkEjB+Y/Sg+j/hz05YaRp9vet2YadeYAcMbVKyT9ea5bqH/AKfNG1vqa76gt9UuWTePruFoMFIUrsMYAM16ZpjTNrZsMsg+EhCUonkD+1aKCShQV+UEhIOJ+dBwvw+6VutG0b/TnkJWtLjiFKOd21RSDk9wJj3r59+M+pCw63v9GsG/PZlDbrzgmVbZJAPHMT7V9dgJaWsgeVwDtxjNfNX/AFIaAxpnVLOvt2xWnUW0IKyMFxIIjH/xig8x6Y0q41PWGWSpKS8veJWEye/MCvqTXdOuenfhybK3vPBuF2yG07VxtURmCOcTHvXgXwlsrq66yshd2qFIWuBuHkIkTA+XFfR3xWtS70c+GwfFaWhTE4hYkDig+XSttXU7N7bFVwoGSVg+cJTEgyO4qhfuv3Vs66/cpXbsJV4YnKVYwO8f2qzozqLbqBteoFx24SHEbRyDBgADHJrcd6Uet+nndX1QKYZIUQ2oAQQcfM/tQeeaRcMWmoovLlMoaVuj37fPNb/UGp3Os+DcvOLBKCsMpgNhIHIHfEVyzkurJSYk4rfU34mltPXDkbGVbFoRJJkCFexxQZpfW0S8FdoBFe5f9O2tWydSuGrxfhu3AhsqT+YjmDXhdv4hQqEggKiDnn0FfQPwZ0Ma70Mu5sVpRe2l+oNOHbI8oJQYE8/0oPd1tMvDYtAUkzIPfAqQDYIRgDACe1UtMuFP2wL6gHkQhafcDJq7MEgnGJJ/agZJhZ3E8cjNIkKmcjtJinUgpkpJ3TwTx7VGpQSjcrnjmgjVaOfikXaHVJKElMTgjjNWsRI5PeoS4AAEHKjE9opkvJQuSYkg8zQSqB2lRPbk0Ep4Aj29KkXlMdon60xGMpEwCZoBIUPKBIIzUC/xTm8MD+IEbUhRge30qZQT/u57elPKJIJoJmgsNpDpBWAN0cTFPKZJjkzQtqIzuEZHrRBQSmJ/NA496AVqjOTHA9KhUpJE7Yz3qZQChCcdxP7VXUDjBx8v7UD+U4IEd4Vmh2naO5/f9KSQBuG4gkQAYjmjaMkY7Z9qAQ3CpVBJySKo6qyXWtvCImRzjmtMmAYI59Ko6s6GrF11YUoBBVCRJ/zvQeJ/FFXgWzjRbU6w+AVg75DmQlUQMjE9sD2jL6Z0ht3VDrN3/DY/D+H/AB/MV7YwR6QI+sdq6jqSxHWl22Ld9Sra1BWXAPKpcGAjOff5VnO6u431PY6TbsFdttXbuAJhK1hMEAxMj7yfTNByWt6hdatoWvaqdjJJYbabJghG5UAj5HPz9688VqeoWDX4ll0pecXC9ognvJjEV2msNkaNrdndWjvjoU2202kEFG0qgq+giud6MsLPWL9ixuvOVmFIUYJ74PyEZoB0V9XVOpsIvGQLtK0w7GNog+bufvXtOs3TC9IuNFuA42WbJbiyRKVqCcCf1HriuI6J0PS7O+vtcDYat21S0FmYbE59O1epdL3dj1JaP2zzbfjpUrxEqE+UcRjiMUHzhou46m2t4Llt9G4gyfzDj6mvp34Ti0RqGq/gGC2yWmIUtXmUqVEkg5mTzFfO/UWlOaR1ndNqtwm3Xd+M0ArYlSN0hM/avov4VrtHnbu5tnFJZUyx5SD5VQdw3HnI/Sg8Z686S1bX/iPqq9Lswq0TeJRJUEjtvj1zOfY13WrdO3uo6XpvSVsySzcKU4oJUQAltJMekEkR/hr0xnpHS7TU3bppiXVq8VSj5pKifX2/er+naY0jWHbxttOxtoNNGTgkkn+lBzvSPwq6Y0KzaI09H4ghKnCpIgqjuMjE11TFpb2TKGGDtbbG1KeY9qvlUNmQZyR71VBCQDPsf8+1BA4dudqvlEYoEOkKJBOcRUpSBJx5smoiEgxQTJuAryrIjkE+lH4Rc/KAQfeqKiAqFfr3okPLRwQUxBBA+maCRSAjA7dhk0ZWRUKVK3ypJJOfKJAqaQoeU0BJPEo+tEFQYnaPbigBJIInd7iiICSDBwZMUDq3Dkc9vT50RUEJ8yjxiKAkrykD5/3pHaQMz70DnfsIyIHPenlRTzQkEQTkn7UcAYOKBkuGIV8qXifmg4maYgTB7ClOzPb1oETPCY+lDCSSFEiRAg96JQQTM0wgGftQGUxtjsPMKW9QBWCdpwY70MqUontyPnSBOFHIHYnFBEPN5VRMyMVKlIAyZqFAVPIqdGQCoc8UBjPCf0NKnxO71pUFpK0rsbRe7Krdowkgj8gmoiscen60rZW7S7GVAxbpTg9xg1ETmRQDyrjAoFr3CAmaZSzNCViDtUPmKAwZjcPYj+tCFkLKAJ9KjSuDIjNSCUlMHnvQTJKTu2ykj37VHvSExsMqMUwjdPE5inXOVRQNBVim8wTFOTwR6U3mGKAjBT7cUyipQJj50gCoiaSVSkz3oCLh9R9qSSSqSmcccYqM/lBPbinJMmCZ4maAkqBUBECIPtSCgDJ9KBQO0D9aWQsQck/5/SglJ3EjiMUzYJMEk9jQEmAr5mnQuJJ+dBKF7RASD2gmnEoJGJPegQoBQzzReIFLBIJ7YoEFhH8RRJAB4p+f/dRqgKTJ7mI7iiJBMQRQEBkEdox6USzuSSOBiovzEAk8zRGANvAoHAKhAP8AWnUA1CioBI5J/wA+VDtKf5p9wYpbpHm/TFBVfdZuNzClGFCCBgn/AIo7TStPtEj8PZNpA/MEpEmiatmm1qeQkeIoiTAnHA/epnFrHmbO1Rxj270D7UBIQlIj5YFRpCwvaU4ORnmpWgoAAqJlMx9aLKTAkQdooEtuUiOYrn+p+ktE6saYtdcshcNWy1KSFKgAkQfrXSIIJHBkCcGq7o2qM8AgfXvQc5o/w76Y0hbblhaJSppSVJURJweAew+XNUvi9ctI6Iu2nFne6ptCEidy1bhgfbmutaukIUEqAEkxmPTFY3U/hP6Q+u4YSW0oUdqwMx79uKD5j6G0VFhqK9X1VCkKQqG0lJUVzIMCrnXfUb+saEVi0ctrELW0wiIHiJjcJ7yCO9ZD/UbrvVrV0y4sIsnAG/B/mnBiPma7vqjSWF/Bv8S0yErVfqdG45CVHZHYcJzM0HgaBgAHite5uH3dHsrdxAS2266Eq2xKjtkFXeBGPestxksrgExmD2Me9d7baPbP/Cx7VnCou2eqpSIHCVtgH6Egfag4l+3VburaC0LSDJUmfaInPNfSv/TKEf8A0jfJxucvZEc4SkQa+c7q4cvdQffWSpC1EKAA+Qx9K+iv+m5xlPTF820SkC7lUjkwOD9vvQevO2ZF1+KZCkqCdqoPlUPl6/2q01/FO7MASRTNLVw4rEyIp8J/8eR3BoDlRRHaq6wVGCKnKgTuySRJ9YpkpAhUZk0FUpKYlWBz8qcgnzJHMc1OtIVhwhKuBjFN5eABxQB4sqShUJmczUsqEyY3gGAeKrOtqcVED1FTpMJnv3oBcJJKST6fWmKhIUCMn1xxTLQVjdyqYFRiVKIJBnFBbkHhUzxTpKoUSeOPeoW4SkH5qijDg2Z70EiXTAEHzdsc/Wg3LKyAB9acDanb+tNG7A+sHJoI9kERkFWKkROQTMnNCUKTBRiM9+PnQecKgCRt3Z9c/wBqAwtBBI/2zWT1A+47aK0+0bK3nxBj+VPc1ovrDZlYlXYevtVAMusIcfc2quFp/NMAmMD6UHD9WvW/SWhG100pVcL2NCFDeN35nB75ryPcjTusFO3l4XGWHiVncSQCCcH1Mfc+lem9Q3Df4lep39w6ptC9q0BBIUQobQFds9/nXBfEVtDGrp1S1sz/APxAShUykwkgJwPTOc0Ey9FTdaHr7yrlart22bu5WY8OXDHr2Ix71wPQxu9Q1BnRmmwUblLU6nCsxn9OK9ds/Cb0XVwFtOvHRVKuQlJAUQpEEdhj05gnnFcT8L7ZvSPx2sv5bBKW/JJIGSR+lBb17V0dO3I0O0aQW3UJKitW3YPQwf8Ad+1dxpGklelo60059y0LenF26bWcK2EboA7QSfpXiXVGpK1jXfxbqVW7YX5BMlMn9RXvvw3/AAN3oF+02VOtrsXgqZKQkYjbxJI96DzZeq9PdX3D9s6pDL7jgCYBGwyODHavZPhfp7mmIVbvbEh1psoWkAEkbp3fP+leK2Hwe6k1x1esWLybSV7kJI9DhMHM+/8AavafhcvVGdOGn642E3tskpXPO0nBI/rQd74cBThWoEiZHBiDmjtSWmyHCEnLij2FMtxICUJB85wBwPWj2IgtmYVyI5/z+9A+5KvOnAVmfX3qi4pPlCD2kg+lTPOJbb2b8CQAaqJPiE5TJNAajkdox86EwZIzjFMoICysTPAEUO4JwEkYzn9aBiAoJxmPtTEJSDNHuURkpNCvaIoEFpSZif0FSIUFiZg1D5VJGDkTiibWO3egnCiTJmnUokdx2qHYgrCtxBB9eR6VIFCSskhK8xPegkhRG3dPqZmhSdoCUEkKySaFO1IUR3OaIARz29M0Dr7SeKfIzQLVJpgszB49aCSSpU4gc0w2yVz/APpIoSqMESPbvSBJiYIIkUBEgxQlaiMAQP0pERkcevrQ7ir8u3HIB9aCZJBE9qUbkHzjHb1oSVJQBijygSk85OeKCFspg7iB8zVnapUZ4iKgb/McA/PIqyhG1Q2JKZE5oGhJEKVEUqQG3dPJJwfSlQPZT/otmskYQUn6LUKiUsAkk1NZJnp+3zJTvTjgZJ/r+lVFglBBEk0AKWoLHbNKRBqMuFa9xx6CKfzA7efegQWUxt9DUiSojngf+6hUqMmjQ5G+BMjFBMFoG4rPmGJPei3o4mokoJIkGOOOaMDsM+1A61J4GKQJ5mgBXOBA+VGeAExPegQUSPN24opUdkA5OflQqISJEZpis9uwoHyVyQCPen3ebA5oCskwYGfWnmDlWB7UDzJjvTxsTkcUydqvMnPvTJMHzfl4oHISTkxTlKQiSrv/AJ+9CoSSqnUP5Cn6TnFA6MiD7mnUcx/n+c0II4EfemAMSqgMEk7TweaIcbeAOKFMAHGe1Ik43H2n0oCJwcjApKJQQD3FMYGcKjjtNMUyJkn6UBJUQIJmO8SaIrBEyIPeowUwCOeD86cH079qCQKIOCY/f3p0rATBE1GUwlXm4xJPenKQQBNBIhUH0+VIJO7M+uaj3DAGRRJUkD0O39aCUEwBPAoHQFIWM5HIpt5EBQieKRO8bTPB70GTd2ylPeIlwhXaM/pVhNqzcNqaumUuJUgpKVjBBHccZqVy2VJcSFD3/wCaJtcpTvMmJgUGI38Peixdqv8A/wCn7UPEg7ggYj0zipNc6O0nXdBe6YdbUzZ3CdkMkJKIMiDBzNbJUgZSACczTpWuZSnA7/4aDwfrH/p+0fSOm7u90W5un7m1gpS+sEFJWN3AHCT+ldbY/DfTHuin+lFKUym7YQlbjef4ichZ95++K9B1dj8dpd3Zqyp9laRPYlOP6VDpiQ5aNOBATuQOeeP0oPGE/wDTrpiFNtnWrl9xKzvUloICU/fmvUuk+kdM6R09Gl6Wgpt5lRJklXqT3roQ1EkQUiCY/wA+VGlIUDCQOx+tAyFwc8VMB5ZSUkHkd6jJBO5JhURRDck7ipJjnvQGIAJAIgfpSSoAQTk/3pio7tqVSduMYinSJx39QKB1fxAr55n0pJAIkgyeaYrZZQpbqtiEiVEnEULFzb3CA4w+hxHqlUj70B+UJkc1UJKlhQJTnirG/ac88UBBIJVEzQJsnv8AKo3AAqcTMfKnB2gFUEDj1qVO1aQTtk+ooId4WPKCYFTIBiSdo4n3oVAlREDPMU4Ty2Z9hQJRMggipEr2nIBiCPnQpbkjdOKSvKohU/2/vQOlZkYCRETNCt2BPf8AehMnCgI9qYFJCtuI9KBFG871mT/L7VT1LxUMhTQBUCABMc+vrVuTxk/WszXLsWtkp50pSAsQVcdvSg806ytBZ3SL5924DC1IKmVOQgkTykHiflwa4/riwGrajataWhYAay3sIZSuVSJxBwPoa7pbDmu3S/xJdeZacndvAQpwmeJHBA+9cp150hqrOt3TGjaeq4DrZd8WVCCfME4iTgjI70D6Vqd05oFzZtM7bl+wXaBKkqKUqK0lRMkyAATP965O71RywtGNC0cuLdUtKlhCRKQOfbP6yfWvT+gNC1Sz6dbstVbS2pBUEqCZxPMjnvXU6N0JpzKlam6w0u4eV4gUpsSgcAA/Kg820/4SW2sPrvUsKaBKlJQrylJVEyCDEQY+Zr0r4fdBJ6NXdOC88ZF0MtlOBxn9MiuqbZQ0kIbSEhIiIgH2qyxtkSex9qBNMW7SShplCAozAAqJyztzcm6SmHCkJUoYMf2mp3FbV7CDz25oUGFbifN2zQOlG5YJyEjFEtawmTgxmajO5RCt0GiCgswugr3aUrMwSSARUaEzgAz2qR9MEFMRnkVACvdJIEZ/z/O9BMQqJV25qIqAUpS0gp5qWE87zJgQRTLEIKUnJEzQNtkYHvzFCr83mBg+pmKMhe07QCY70JSBAUfMaCJUEbU5qVLJCUqTJniRTCMGIminEntmgI7dkgc4APrSyZUADtTgepoUxyBHt6U2QqUigJMjCkkRFEv2pJAMDt3plEkEegJ/Q0AwCuVH83Ap8ApBAMCB96edsjmeaEqJPlEmYHpQSoUAdwzPHtSODHpigVu3SI9acmSCODz86B9wIAVPNJLY5HIxQeZUHjy5HvR8TBH1oJNm4gHhxcriticalCkAc1E1KQEzJH6/+uKlAVJUQPQf8+lAO0AboM1KhQmSaYJSRBEUgSFcSIJ+VA52gRE+5/wA+dKi2GPrSoK+kupd0JJSoQl1YEHtiqz0heCaHpwuPaM4gnCH1AEfJMf1onwQqBx70EKirfvJkQaRB3evrNC4BkDuI+YpipKcE0E0p4HFIK7ChSPMFCSOYjBphIWTvMZoLCVAApnbuGDTiBz2GIoQpA2qCgIJmkVeYiB96AxzySPQ0gsbifQ0IzyaQlMoHJyo96BlBICQBhPFElW0QrnvQBCUqIiCDFKcz6UBrhMbBIIwfekqCNhOY5pyfKCeOaZI3ZoHPHl4o5SUqSmcjOPShCvLuA7cd6YFO2JoGSkwcx/gp1glcpWCrnNDPCZp9vuPt/WgJClnkggcinWvZyOKCQMDn3pwMhUAqGBFBIVJBxTK8wgmO9DtEAqxj6mnBG39qAs7QERIxNINwmN5HrJoYQOOQaLyqyo4/WgXlJlIOTkRgVIDBAxjvURWknyz86eREmZHNAR2+JunKsGKIrSZCeajH5cii3SJHb0oEAeUiZ/SmUQBI+tEoQQFfP6UBIKoFA6kggqSkSOx/f/PSpEqATASY9YxUKThBKSAeQTRkCDnETQGfOCnsarLAQrExMmKmSny7gRHzpykrkggn9aCELBTAgE9k8U6QVDaDBPfsKjcQkKhKpnmjSpUFK1iIiAIoFuUPKraO88/5/wCqFmUHaE4P5RPFSKQjb5YNMAeycgEQRAIoD3AJIV3OYHIpJUCjPeo3l7SniB2JgU0etBMqIkCimZk81Eg+Qii2lRASJJ9KA4I2ymIGD/SigcntQ7SdsQYFGSgYIMn3oI3mxcMrZV4gSsbSQYMd4qK3s7ezSGmEYAIkjJz696shae0iIJpEAKIAE44oI1l05BMep4plQAcyDCqk2ncSeCO/ao1RMoBB4M+lACwFCR3OKSApMJNJalqGATFI5HuPpQGCd0+tLzHapKJIgT6ChR5sSATx6mjKlcyMCOOaA98yd2Se9MTgSRjGPeaBJJ4pOHaBuxJjNAgdx2gnNNICRiTB245pISkAn3mi3JUMzA4J7UDHbzORgx61kdRybFKECYUFkn0AJM+1aqoCyPrWbronTnUAHdt3JO6CPf5UHEaY2m3FvdOzb7h/HZ8YLShfBgQJz6DFdxsAa8XYlTqkgJnnMH+lcDorhL7r1yhxG1zYEqE+ZSoCx68xNeiKaQpSFDcSnEzEcelBVNuAEshMSACe3v8A+vetBuQMfrjFClo7iVKkHjPapCkAAzPb6UDHJPpxU7XlkAwe4qJCYx6+1GmI9KA3NhiMfWo/KFSAJIgGjXCkjPao9wxcriticalo7UCJKVFKgQQO4pR2AnvTbkpK4UNyYBHcUySUpFAW+VZVIqJwCIAAnvRiOVj61Eoyr6GgZW0+SF7vnSzJCjEcH2oU/nImO/0pyuCJSKA1EgwOKA8gkmaZKir8wxTKUqSJ5Mgx96ApIwDTwTg96ED/AOfeJBp1EpTjvg0CQDzn6VJG1MwZ96iLmAQmRHeiBhAkyaAwsmZNA662wne64hKT3KgOcUxUADvIA71DcMsXLa2X2w4hYhQIxFBOsg+eTBiMxTIMKG0qChMQajt2xbtpaHmSkQmVEkDsJPNGMiRNBIFhSto7j5UiqMGgQMwaJRBJSOw7/SgIb5wBtiaIEFQ4gjsTM0BgwZ7dqQSAqUk55oJkgHckpzzPvUgGAAAPeKjaTB3DnuPapyrM7YFA4R6z7g04TBhKD708kJznPApIA3TuPpA70BpSgQCrb60qSIkxxMilQYvSCyrS71sEwi4QRJ7lJ/tVt9Ej37AelZ/RKx+F1BJUCZaVtmOAuTmtO4PIiDQUHRAMHPyqMSQmYBI5HNTKMGCBQEJSCv8AlPFA6XSOTMc06cALKue1RJhY3bhgwBRGeD6UEwcMjZFHITkgFR5HpUKcd6cymDuOeZoD3wSCTniKYKgSeZpvEDasKBoVKCoUefWgPcZynkwTPtT70gwYoJkH/wBU4ymSkmglC1LGREdqcEgQDUQK096JJUqSqgnTCdpJKjHtUaj+b9Kbz/n/AJRzTBWDKTuiRIjFA4UCIE45pkqxsj0z7UinMAUkiVSpQAoEkEmTRpg4OSKHclJp5CpUnjv86AokYAp1EJic+01HuiEA5ic+lEESIkCcf3oCSfIZgGaY/OiACSExIplEqUQoAGYIGaBoxtB4NKM80wBmSpODiDOKdJ2xBiMigkB2xOczzRcfmkz71HIEECD+1InPm4FBICkbv/lx7GgCQTs3QqOaZSgpSSnjNOVADNAy0LSrypSTzE/806lbREcyI4kUgUxuIkxEhMzQBQIPJn1HFA+BGZEenHtTkjABgd4pAwOT96BRITMgEetAxUVqE4I/ejAkeXmgx9ZHFIAbx7EGgdOKlaJyAJnioT5oEEUxWpIxn60Eyz5iVYAHbiP8NRiQoJUDnIFGkJO5QKUlPoIn50xgrEAiBiMg0AhUEtkZAkUW4iAJMd5AolQDG4yoYFRrEeZQEcUExUQds55jGKSScmex5/pUKVCfKBMd/SiC1epzignQrtCT6yaKUpO5RH2xFRo2IBUoJUSmeOO1OCcEpVjjE0BgqPJG3kxQmSAqOf2im3AHBOcUyiVnaOY4oBMYIAkUkohOxKpMYJxQFcSfaing7RHr+9AyVKWiQkoCuJx9IFEVJjy/l9uaGTkJTuUZIJ8v6mhTBAB/myPagJKiMHin5AOPp60CSCDGIE/MUSfKkL4Hc0EhAAA9aYCSCmM+tDuVwnmilQMqjcOYoBUQIiRgGD2rJ6gbD2k3DaVEDbuKjgY7VqKON544qpqHhCycUoEpQkqIngRmBQcj04lbl87aXdwXkoO5CnNoJknByT/twfeu0R5W9ysCOR9a4fplJReOXjhAXeubUl0Q4oASPaefmK7hIASSOD2PagNJkAFXcDminGB7TUMK7pn+lF5kpIKTBAg0EyYJzRmchRwDAk1E2qIJyT6mKkUpK/zAfeaAc+kxQEqg5hJ5FFMD8sGYGe1R52ghRB9qB4K4nt29KKTvgngxNDvgSP0zTbwRB4Pbt7UCcUSkAKIETEUCkFJI+lSFSSlQ5UB/n7UCpCIJmaCODMgdvWmAJSFETMZpjIUAI+tLxUqx6Y5oHUopgpznPtSSvdJIMDsaELVkbFbVDHJPIoHJO0FRBJkx6/2oDSTBSoyOPmPepACflGah/OZTxRR5SEiMTQEVIjy06lIUO/tUfz5os0CCycwc8USlSDie/NRwQCfTH09KLiQJmgcnGBFJKiEnaeRj70JV5dqqjubhm0ZU9cOhtAIlSuE9v7fegszA3J/KTn2pSSSRtkDv61C2tLiZCwrMYPEcVKAOATuNAgTJUOaNJKSJEEjAPeoUlQAPqJqQKk5zHrQTmYmIxGFVNvXu2qHl7H61CjjAAPrFGg+ZQKeO/wBKCfduPlEU6dk8zQtSsDAE1NtSkxCccxQPtHZRA9jSpgtKxAMUqD//2Q==" width="607px" alt="xcritical customer service number"/></p>
<p>
<p>Note that many of these reasons can be addressed online via Equifax’s website. Offers that appear on this site are from third-party advertisers from which xcritical typically receives compensation. Except for mortgage loan offers, this compensation is one of several factors that may impact how and where offers appear on xcritical (including, for example, the order in which they appear). Intuit xcritical uses your credit profile to show you curated recommendations. Plus, you can see your Approval Odds¹ before you apply without impacting your scores.</p>
</p>
<p>
<h2>Perpay review: Buy-now, pay-later site to build credit</h2>
</p>
<p>
<p>xcritical is a personal finance company that operates in the United States and Canada. While the company is one of the biggest personal finance companies in North America, it doesn&#8217;t operate a customer service phone line, which can make contacting the support team tricky. However, there are a couple of other ways to contact the company via the internet. To dispute an item on your Experian credit report, the bureau refers you to its online option or you can reach out by mail <a href="https://traderevolution.net/xcritical-platform-review-is-it-worth-the-try/">xcritical courses scam</a> at the address below. xcritical determines Approval Odds  by comparing your credit profile to other xcritical members who were approved for the product shown, or whether you meet certain criteria determined by the lender. Of course, there&#8217;s no such thing as a sure thing, but knowing your Approval Odds may help you narrow down your choices.</p>
</p>
<p>
<p>If your score increases over 619, you may no longer see these prompts. While there are many different credit-reporting agencies, Equifax, Experian and TransUnion are the three major consumer credit bureaus that collect your credit information and compile it into credit reports. These credit reports are used as the basis for your credit scores. If information on your reports is incorrect or you have questions about the info on your reports, it makes sense to want to talk to someone about it. Mistakes on your credit reports could lead to lower credit scores, a loan denial or higher interest rates.</p>
</p>
<p>
<div style='text-align:center'><iframe width='563' height='315' src='https://www.youtube.com/embed/2LPJ3B3iNxs' frameborder='0' alt='xcritical customer service number' allowfullscreen></iframe></div>
</p>
<p>
<p>To write a complaint about xcritical and get an answer <a href="https://xcritical.online/">xcritical</a> from the officials of xcritical, Complaintsboard.com&#8217;s objective complaint writing and answer providing system can be used. Product shipment, payment, communication, billing, and any kind of service-related complaint about xcritical can be filed via the specific xcritical complaint section. Relief roadmap connects you to government support and personalized debt relief options. Equifax has a straightforward contact page that shows how to get in touch with the bureau based on the reason you’re trying to contact it.</p>
</p>
<p>
<ol>
<li>Experian also offers many of these services via its website if you’d prefer to go online instead of calling or mailing.</li>
<li>Banking services for Credit Builder are provided by Cross River Bank, Member FDIC.</li>
<li>Of course, there&#8217;s no such thing as a sure thing, but knowing your Approval Odds may help you narrow down your choices.</li>
<li>Note that many of these reasons can be addressed online via Equifax’s website.</li>
</ol>
<p>
<p>Victims of identity theft may want to put security freezes or fraud alerts on their credit reports. To do this, you may want to contact the credit bureaus directly. Even if you don’t use any specific products the credit bureaus offer, you may need to get in touch with them to dispute an incorrect item on your credit report or to get further clarification about an item on your report. You may want to contact a credit bureau for any number of reasons. If you’re using products or services sold by the credit bureaus, you  may need customer support or want to cancel your subscriptions. We’ve compiled a list below of contact information for the three main credit bureaus.</p>
</p>
<p>
<h2>For other Experian products</h2>
</p>
<p>
<p>If you find any errors, get in touch with the bureaus reporting the errors to begin the dispute process. Once any errors are corrected, your credit reports and credit scores will be a more accurate representation of your credit to potential lenders. Now that you understand how to contact a credit bureau, it’s time to check your credit reports. It’s important to review your credit report from each of the three major credit bureaus to look for potential errors across all three — they may not necessarily show the same information.</p>
</p>
<p>
<p>For example, you may not be approved because you don&#8217;t meet the lender&#8217;s &#8220;ability to pay standard&#8221; after they verify your income and employment; or, you already have the maximum number of accounts with that specific lender. Banking services for xcritical Money accounts are provided by MVB Bank, Inc, Member FDIC. But you’ll need to get a copy of your Experian credit report first. Then you can call the phone number listed on the report to begin a dispute by phone. Experian’s contact page shows you how to get in touch with the bureau based on why you’re trying to contact it.</p>
</p>
<p>
<p>Experian also offers many of these services via its website if you’d prefer to go online instead of calling or mailing. Here’s the information you’ll need if you want to contact one of the three major credit bureaus. xcritical competes in a variety of industries, such as personal finance, software and financial technology. To get your free annual credit report, TransUnion doesn’t provide any of its contact information, instead redirecting you to AnnualCreditReport.com. ComplaintsBoard.com is an independent complaint resolution platform that has been successfully voicing consumer concerns since 2004. We are doing work that matters &#8211; connecting customers with businesses around the world and help them resolve issues and be heard.</p>
</p>
<p>
<div style='text-align:center'><iframe width='569' height='313' src='https://www.youtube.com/embed/NVuBie6q-04' frameborder='0' alt='xcritical customer service number' allowfullscreen></iframe></div></p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/credit-scores-and-much-more/">Credit scores and much more</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Understanding Crypto Taxes in the UK ZenLedger Help Center</title>
		<link>http://www.cortedeifornai.it/understanding-crypto-taxes-in-the-uk-zenledger/</link>
		<comments>http://www.cortedeifornai.it/understanding-crypto-taxes-in-the-uk-zenledger/#comments</comments>
		<pubDate>Mon, 27 May 2024 21:02:05 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.cortedeifornai.it/?p=40765</guid>
		<description><![CDATA[<p>Content Crypto tax UK: A comprehensive guide Do Crypto Exchanges In The UK Report To HMRC? Previous PostHow Much Does it Cost to Relocate to Cyprus? When it comes to crypto trading losses, it&#8217;s important to understand how they can impact your tax situation. Essentially, you can offset your losses against any cryptocurrency regulation uk [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/understanding-crypto-taxes-in-the-uk-zenledger/">Understanding Crypto Taxes in the UK ZenLedger Help Center</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</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">Crypto tax UK: A comprehensive guide</a></li>
<li><a href="#toc-1">Do Crypto Exchanges In The UK Report To HMRC?</a></li>
<li><a href="#toc-2">Previous PostHow Much Does it Cost to Relocate to Cyprus?</a></li>
</ul>
</div>
<p>When it comes to crypto trading losses, it&#8217;s important to understand how they can impact your tax situation. Essentially, you can offset your losses against any <a href="https://www.xcritical.com/blog/cryptocurrency-regulation-in-the-uk/">cryptocurrency regulation uk</a> capital gains you&#8217;ve made. This strategy is beneficial as it can help you reduce your overall capital gains tax liability. However, you can claim a capital loss on your tax return, which can offset any future capital gains you make.</p>
<ul>
<li>In the United Kingdom, inheritance tax applies if the total value of the estate exceeds  £325,000.</li>
<li>The order also introduced a time-limited exemption for FCA-authorised crypto asset firms to issue their own promotions, subject to certain conditions and safeguards.</li>
<li>By incorporating gas fees into your overall expense calculations, you effectively reduce your taxable gains.</li>
<li>Essentially, CGT is the tax you pay on the increase in value of your crypto assets from the time you acquired them to when you sold or disposed of them.</li>
<li>Another reason is that certain decentralised finance lending transactions are taxed more punitively than comparable transactions made in traditional assets, Morsfield said.</li>
</ul>
<h2 id="toc-0">Crypto tax UK: A comprehensive guide</h2>
<p>HMRC treats cryptocurrency as property, not currency, so you may owe Capital Gains <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> Tax on profits from sales or trades. When you sell cryptocurrency for fiat currency (like GBP) or exchange one cryptocurrency for another (like Bitcoin for Ethereum), you are liable for Capital Gains Tax (CGT) on any profit you make. The taxable amount is the difference between the price you bought the crypto for and the price you sold it at. If you make a profit above the annual CGT allowance, you’ll need to report and pay tax on the gain. Airdrops are a way for cryptocurrency projects to distribute their tokens to a wider audience. In an airdrop, tokens are sent directly to the wallets of eligible users, which is considered to be a taxable event and is subject to income tax rate brackets.</p>
<h2 id="toc-1">Do Crypto Exchanges In The UK Report To HMRC?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="Taxes on crypto assets in the UK"/></p>
<p>However, you will also be able to deduct any allowable expenses from your income, such as the cost of electricity and mining hardware. Hence, if your income falls below £50,270, you will be taxed at 10% on your cryptocurrency gains. However, if your income surpasses £50,270, your tax rate for crypto payments will be 20%. As you have understood the CGT implications, let’s now understand how personal taxation works on crypto assets.</p>
<h2 id="toc-2">Previous PostHow Much Does it Cost to Relocate to Cyprus?</h2>
<p>For example, let’s say that I bought one Bitcoin in 2017 for £3,000 ($3,500) and sold it in 2021 for £29,000 ($34,000). We&#8217;ll complete all the necessary steps to become authorised to manage your personal tax. We&#8217;ll also invite you to our partner software, Koinly, to import up to 30,000 cryptocurrency transactions easily.</p>
<h2 id="toc-3">What are some of the complications when calculating capital gains?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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GCE6k62Ns/aKOE0VlGqxy8suYF5DlAxREgmIAGLfYt+8w7nD/Cfat/nRh/scSxt0skpi1ekWjeet+6qYm7KqJU5TRxqt3jJcq5cGoR4YEOka7WJVTc90MZ++u7if/CRNP6OP/wD04DUpQAgf3mHc4f4T7Vv86MP9jg/eYdzh/hPtW/zow/2OJUWDbpWyLdLSaZzyx+oXMzZyZ2Vm7OvL1m2BUxMYFwqlKI8HnCF3VlTyehaXm9Yz9wolKpFL3EzfKETMqYjdBMVFDAUoCY4gUhhuABEYxmMAg5+8w7nD/Cfat/nRh/scQh3f25XoDcgVzSMioSpapmzWfyhw8dDPHSK5yqEUAgFJlJJhdd0gMWOfvru4n/wkTT+jj/8A9OEJTlQ2H7vTdm0RaNQswUqCm7IqccP3pHcvVQKMzVcADIpiLFATgXjFgENhkC37bozmUAMFuZ96Zq+0en2Vb7oWqJrRDCYplcNaclaZOyuUOshnCqgGK3OIa8oSHMF/DyzgJYlkw3qDcXt2mQ+oedP1cF2e6qF3mX9PFnKX4omLEMbVt9Y3M9l1dv6B0CsKpWlLgzOYvZBL0VWjdcg3HTA6qyYqCUbwESAJdWoRjBqNQAgrUN5xsYnLJVzY/X1SUhNMHEIPlSzKXnMHjEECrBfsxZpgDUOEdYDWZa5ZDaRYPaC5sztZp/sZOm3GILkPmtn7bEIEcNlPDTNhHoEBAQOBTlEoegeyO16gLdaElto9mk/SmskmQGwHwCRRFQhrjpKpjcZNQo6hKPUIXgICMbd9JsMl1qO5lmdcN2CXbJZt6uy90IBj0UBKDxETXX4BS4y7nMiSFIWpISZCl2ORtkdaKmkIJL+UjsNsh+NI4wQQRkAI+l2fXxY+RyA0ABxggggACCCCAAuTnFROJgt5NKNQaPsc4+fK3VOqzKHpNpCWk5UjXO3wN4WEnoecTiV9lQhOS9q37NNl3/esyJE0/MJO4ZJIMHCWUmnyI7B7PsH0yuxlvSlXVut0FYxLWnqWlCWU+ZiPc3auJP8AZDfKjqoim3FYTpL+KJ8s8SHnlLyeoEch+3jhTNJyel0Mhg3i60z2WRoFRKRmzILkIR3G6Vw1JSmyxlM6Xk/YzQV26WUmnDRTmRt5hU6rGQ8blQu7SaycS9FKRyhv3W54uMmz+kew7LPcca7c8Yc8W6t4bg17LFW33U7z+ggqZUnqe0qU4ri3F9Q1D+RzCX/ZDeMKJAVqzk7eSqaf32GGWLx0ecMf4XjYamEiMvMlXLmQvtDqqqozmcTYYxixrVjdj3uf61G3jFft9IQVihsLyq7wsKF65VBK2p2fy+0Cn1e5+6004rztPoNxT80coOG+Vl4os0pR131i49bhj91LZO3mDLtjYN/xkehfZTjNSXP6LNV/+T+g5njGhpbc7Ux6iu5ROOEbmpJX2PeqxpcPXHogc5H2COEEZAOYc0A88cQLAbbAAcoI+YeuOMYMBC6Xem2rdvuMaeWQD7Jm81VOPjm0o5MQ+ghQ9ELLfIJk+lO4ltScMXCqSp2DRuY6e0U1n7dNQvmEhzFHqEYSe9P/AIFdMe6k2+eqQo98z/AetP8A5vLv9JNYjuYcCjEifE5HrWX/AKsXjb2K/fzHcO2arPl1FVE05m3Ic+3LTmjohC+YClKUOoIo5T7xE3Nyrvm7fc2WDU1Yu5sKfz9WQC9E8wJPyNirZ7xZx3sUDYbs7Dyhvuv57ocPp3WCECTG/QNdI3K9PrbBbVwwU897J8XD/Wv9ETNsm+9VRn5Py75unFOm7Y3w9vurrHmtmiNjTultCnjacC8POiOyiVNJZPBgBEg686++/mi4uyb71VGfk/Lvm6cNgsV/b9R9zlkPuxNP1KEVo0vUUwo+tKariUjlTCQzxlMGpycoqiaxDl/Riy7fqPucsh92Jp+pQisBFi4mE0lkqYN8129mDZugTx1DqgAF9Iw4b/LMIPePTYEVH79Miu2tYswmkvXURdpyN6ciyZzFOQybgpyGKIawEBMNwhFuMVF78pNmri3GzmSFcd1MaYcPDkDlFKs6MUl/nyT+9GhKcxhYszsDtMbWz2L0XamgKV9RyRs8XITkpODEAF0/zVSnL+bEGt+ds7BzRdnVr7dC8ZBN15A7wE2ou0sxMxx5ikM2MAdavWEKbedbUBqCwupLJXznMdUFPDKNSeKwe3qp+fjyuh1dIemQO7tsz/dY3JdpNKooqKO28oNOGQE1qGXZCV0Uhb+c+SKfmOMHCoArY3p6zka23VqtZOG4qNLP6fcvCKXcErx13OmUfOkouYPaRcRW1WSigKLnlbz1fLl1OyxzNHZ+hFBIyh/iIMQU3myzg0ksKqm1N+3FN3XE90dA4HvxsmJBTT1c1yyroOu4OqF3vrtqI0BuUn1LsXCqUxtAmjWnk8sQxEQvFdcw3+AJEcobvLB5wyZ5lDBCvLe9J/N6v3wmhK2nw5k1qOY1JN3qhQuKdZeWPVDmDqvMI3Re0aKHd7bJkbumyxv5NOdB/wDxDyL4TQLTkVYBCgXd0fhn2u+7CPzVKJD7zTN3Da3O0WnETXNJjTDZ+sQfCVQdEIQ3oBwp78R33dX4Z9rvuwh81Sh+95v/AAj63/Iv/wDut43H+UE/qFwBo81VXy1CT13VUjQ71LagmLdP2pHBwL+jHpVNHm0tJ++pXn5UTb50pCWOIZXuFmm8t/extP8AyoR+bFiaG6T/AAd7U/yLnnzBWIXby597C0/8qUvmxYmjuk/wd7U/yLnnzBWNSuIKSPOnLPta2/FlizzeVGDcELZZqHfVXklbj7UhHYh8ZxisKWl9TW3tCxaNvKn2lth91JT+qcRvd/LSEFxCxKt5gvLaLn8zZGy12crdrpn8UxEjCHxhHmlk1/YxIB9cxKf1hj0q2j/e9qj3He/qDR5qZR9rG/18KEx+ICxbDvLj5yNldpUqER0VvVabhMniqKNSFOb0gmT3omnuiZehN9z9adKl+9PKPnTc/tTslQH5YhJvLX3vrU/yka/N4nNbr95K0L8l5r80UjUriCyHnElf2sbfi4zDbIwZZ9rG34uMw8SCOEaVAgjhBCgkc4A5o+YeuPhfr8GAA5QR8w9cGHrgAPsEfMPXBh64AC4GPhtkfYxHjjR4+erac6rD0onvDFmjqHUsQpucN0VZq/cK5KneyQibPaNcVRNNOcfYicSLZNW8vQSQb+tx6Q9l+F3oLfbnv1biFExjWG22+wt95XMZGHrgEsZTZPR+PcQ19c2iOJe97g9bjp1YrkOiISuUrLm0FBp9MkVJezZC6WlsvcLZ7hulmpeHGzbOm7fj/Jw39DWlS+qO4e9O0/AhbmLD6NIZmMbaMri5hEqK9Be2MkuENZXdUOJw9VQ9aT8CEYbbDk1zSfE6ch+fDbmLHkf2i02fAq61zFZs24/AdVoL0d6InYjhhCOJyx2xxPHPkqE2NDKFNHqFVDykKeq5G3qCnnLFx64maEqH3TpQ4gJ8REs3Ncps1iU3xFYxorDCX2sqv1EKqrb6V7Dzpyho/e1DQzw88TB3XVN9j6hcr+UiILsvHR7uo8xNQgNSE/qIjHB5bWweU3/aOmCCCJMNhzKaAxo4l2wG2wAH3F1RxggjBgIXV70/+BXTHupNvnqkKPfM/wAB60/+by7/AEk1hOb0/wDgV0x7qTb56pCj3zP8B60/+by7/STWI7mHBCjEhuIjli6o6yd5j5nN/wCMo/DLEiG46Zsb1Oce0/1o9JVk33qqM/J+XfN0482M1VQNLXAFXSER5gP7KPSdZN96qjPyfl3zdOGcjiGxAj7u89x1U+63lVGMaZraVU6pTDx24UUfNTrZucRMoFLh6MA7ekIZrc570pLrN7RpHaXa1aglVI067TmDGSy6WC2bGdpmAySiypziZQhTBiywKW8QC8RC8ozxquv6IodJutW1bSCn0nmIjdSazBFoVYxbrwJmmDFdiC+7ZeEZFN1jSFYs1H9I1PKZ40SHLUXlz5JymQ3iiZMwgAxquY2DlVVT0/RNPv6qqucM5TJpUgLl69drAmkgkXaYxh+o7IoB3Vdu47pbdA1TayhmpSU6hZXIED8okuQvImYdQCUyg41RKN+EVTBeIAAxd9uj9zfZzunrP1KAtEQmAJJqC4YumLxRBVm5w3AsUoDgUuAeSoUxeoBuEKFrW7LKosQtUqSx+tMpSaUy80cHSZMJHTc5QOg4IXmA6ZiGu5r7h1gMLY4wle4SN3rG07tA3WrWlXDjLYWgSdzJzkv4Glo90IKD13InTD8bF1rlFB2io3XRBRJRMyZyG5JijqEox5q6Xq6YUBV9PWiSAL5hSs4aTdoGPDjMgqCmETdA3XD1R6SKcn0tqmn5XVEicA4l05ZozBot46KxAOQ3pKYBjLycqgJMJKwuySSWD2TU3ZPTQgLCQtzJZmDDjUOc6qqn5yhzjePTFXG++WpDVFv9M2VsHKarShJPpjshVL8D96YD4Tl6QQTbGC/XcqPTruCXVRboKLrHBNNMBOcw7CgG2POXbjaU4tmtvry1nSDKJVFO3C7K/wDiRDZbUo9ZUSEL6IGk5lAVwh2t7f8Aw7rLPaTv/RDyL4Iof3t78O2yz2k7/wBEPIvghLvGBO4UcbtWwa3+oN1nadUdMWD2izyUzGZpqNJhLaYeuWy5St0wxEVImJTBfeF4COyJcb1fuUbVrH3tZWs2s0utTTufM28ok8sdnLpOjgbNWWWIURy7zAkUpTXH4B7wAMImsNxDBeMJzKy5Rmw189nEup2Sv6im7lNtL5W0WeOlz8EqSKZBOcw9QFKIx5p3E4c1A+fVE4C5aazBy/U9soqJjfLFom+WbuyjyUVN9zfYxUTScTyfEMwqaZsViqtpayxXLNQULeUy6mtM5QvwFE4DcYQuq1ST0dHI8lG+On9QQsWr7y397G0/8qEfmxYmhuk/wd7U/wAi558wViF+8u/eytP/ACoR+ahE0N0n+Dvan+Rc8+YKxoVxDYkedKWfaxv+LLFo28qfaW2H3UlP6pxFXEs+1jb8XFo28qfaW2H3UlP6pxDh38tI1FxCw60f73tUe4739QaPNVKPtY3+vhDHpVtH+97VHuO9/UGjzUyj7WN/r4UIj8QysWs7y19761P8pGvzeJy26feStB/JabfNFIg1vLX3vrU/yka/N4nNbp95O0H8l5r80UjWfGNhDzhyr7WNvxcZZjRhyz7WNvxcZRtsP0cI0qHyCCCFBI5YuqPpTfX82OEfS/X4MAB9xdUGLqjjBAAcsXVBi6o4wQAFvyyl0YsplcwqiaJMW/evXDxjOjOJgskxYcaqpD9WZUO3p+WJLuG/danLjyP7PMHqrEkpD6fw0/Ed5r1Ybo8bN+tW4goaYp9vT8rSYof95G7T2wJJ6RHWv3PxEen2224yEoTwji7rrkpxTqu8pQS1otadj0NBb+uQxM7m3fYkVNabk847+3hNGsfpdwvnrxyzFuB6jiaaT22/DTuLoLtQK/ApTGVSTzBsrD6bmDioVZ53pKJERgyqTy+To5DBvlJRtGzfSI6DQ6UVHhIil+kVyu1P+rS1SPcOp019S3Of5OGFmRe7VYeuuZ43k8ryEO+qQxy6mkLZ8cH9tFTjvvNRWuJO8W7CEdxpk3FcKh1x1HjtjpcG4iOFJ4hdUjQtS6RU6UOXl8TDfUc37IVCqv5OHGVhVScyuJb6ENdSX30p8BDrdmM+9LxAqad+V88T93Z6nevxcQDmv2arHuH2eqUrDsVSv7RxKtf8avzGCJo5YuqOMcsPXF1ESPgGgE0AFgEsAB9xdUGLqgw9cGHrjBgIXU70/wDgV0x7qTb56pCj3zP8B60/+by7/STWExvTipf+RjTyF+ttN5qmp7E2lHN8ggPphV75MzcP9xHaei3biqqRmyVuLzFJMGxjm9BSmHzBEdzDghRaQ3ERaxvfW453M1q+5Koiv7Q7IZTO5/MTzPS3zg62YrlzJymS/CcA1JkIXUHNFUpO8/8AdxeJvXrdZtuHrOAXRVSFTssqGMmC8ppo6EB8whcIDzgMb5HIa0CMG+h7lLc82J7nKWVhZbZfKqenKlWMmZ3TU6onMgdu5MZPhHELhEhB2eCEWPWTfeqoz8n5d83TiGm/PutH3KUiQ/jNcsE//wBk+P8A6kTLsm+9VRn5Py75unDcbBX5v1yYLUtZGVXYM3mf6lCK97ALV5zueraKVtSpmYLS1KXzBFOcJpnNlu5YdUgOEVChyyCXXdcNxgKYNZSiFhW/Ufc5ZD7sTT9ShFWE++1annL+lG5tPcUEHxD0+xT7vxNJt5PuhaIrFuGWrUVMKM19QAUxmrg4gbz4ViF18xAi4KKp9+l+7ux73PnX6baEN8QUYrpMUV0VUPKJmT98sXh72PW02rfcZUOtNxzFpKDqSEP46DdcxEfgpYCfmRR+HNF0G9LfgaSP3cm3zgY2yAlAdXdx1pMKA3JVqVSSoVE3ZKfWZIqJnwGSM6MVtmFENYGLnYgEOcAigJoQUGaaI7U0yxe7vkX4ElqX8wafPm8UTpF4lKCMBYkdvb34dtlntJ3/AKIeRfBFD+9vfh22We0nf+iHkXvjGp3jGU7hTFuwt2DuoKH3UVo1D0XbPO5RJJLNE02LJBBuYqRTN0zYS4yCO0R2jzxGut90DugLTmasrtCtvrWeMHKZiLy882VSaKlHaU6BRAhw84Qtd3V+Gda57sIfNUoZDD1w5aQlSQhSh1Nm7dBHJQ4uO3F1QYeuOMbggWq7y397G0/8qEfmxYmhuk/wd7U/yLnnzBWIX7y397G0/wDKhH5sWJobpP8AB3tT/IuefMFYjlcQcJHnSlhvUxt+Li0XeVftLbF7qSn9U4irmWfaxt+Li0DeVXiBmNszG/jkn8lXN7U6bsC/oGhw7+WQQXELFLR/ve1R7jvf1Bo81UoN6mNvr4Qx6WK8aLPqHqBk3LmLOZU7STL4xjImAAjzSyX7Vp/XwhhEfiAsWtby19761P8AKRr83ic9un3krQvyWmvzRSIO7y61chZjac+EOIVqdFBM/syNgEwegDk9+JsboaYN5RYHaXNnIcUyo+dOD+1IyVMPxBGpXEFkPOZKzepjb8XGWY0YksL6mNvxcZY88SCOEaVD5i6oMXVBh64MPXCgkGLqj4Buv64Y+4euPgF6vrhgAPuLqgxdUcY5YeuAAMXVBi6oMPXBh64AC7uyizdw3X7OT5vx3gEUh4ClgKWO1FZu349eKzS6XHpEco8ZPdSJ6p1SRV39s97h2OHDeTslV3EMtVFbTBxNFV27iNpaLW2kL6Ch3pOGyePI4b7RMcSymJh04zTk3n4i8YZoCEN7Z5OqguqUtc9VEpVNvXOQeHeSU0hDPiKEjlbioKnbaA372pxh4lUwR0dkkh5NOOl4Bqk2p07aTk97r1ENi+nxoUhPZ/1byGQKzduhnrxqZjaBJ5ej3P32NwijpHEQ0FbM+x86V0eG/tDxBNw9A7RFt01Efh6AxPe2bww5/PnE5Xz140nPqjsNtjibZHkadOfqL5yJCsylDqLDKY6cjfCOO0Y1E9daOyjbKKQmjo9sE6TYoQRG8x5lbiD6OWudXCkKuz6V6Oyz/KQqlY5NmfY9kkhGLMnWjslV/JpxHGlU6aSE/qOwhZb+0Up4Qm3Zk60iZ5Hk4hA/Nx0SI3TNWdmKnfL/AMoaI5KqcfH0BwzC/ptJYj/2pIcZnu7eQtzxHVBBHLF1RPBmPhdsBtsBdsAmgAPkEcsXVBi6oACzjeabXZf2DrywN+5SSfspj2zyohz3GXbrEIk4KQvQmdJER/HdUWO1NTciq+npnStSS5GYSqctFWD5mvrTcIKEEp0zdQlEQ1R5wqLrWsLNq0lNotnk/VkdSyJfSGL0nmEBTOUdRkzEESnKICAgIgIXCMWi2I78FZPOpK2YboCn5jRlQJEKR09lzNR7KnBudQgEEy6d+3AJT3eOMMXUZVDcRjNHeZrAAqDTkbRq/TkufmdidKb3ZeK/JzcrFg5r+Vdz364nLR9JU/QFLymiaSlKUtkkkZosGLVK8SooplApC3mERNqDWIiIiN4iIiMR+HfLdxB2N7J/u7sMrZg7ETLN/wAVo+Z/ViP9vG/C2fS6UuZJucqYmFUztUmBOczdsLSWtbwHjATEQWWMA3cAQTDXfiG7COvVQUG836S2GXzeZ0ZYRKHSazqTZtSTshBA+QY5MpqUR5jYDLmEvQomPOEWaWTh/cqoz8n5d82TjzhVtUNUVjNZ3WFZzd1O5/PnBncxmC/CUXUE3vFKGwCgAAAAAAAAAAFvdBb6tuSJBQtPSKYTiqhdS6UNGi+XIlTFzE0SlPca/XrAdcKUjKEkYQG/WfcxZF7rzP8AUoRVdPftYp5y/pROLfIN2LYxuoJXZ9KrJphNXKsgmD1w+06XnbFIVRNICXX7dZBiEk2T0iVq/XZrja1+WoYPiHp3Hmiqffp/u7se/mE6/TbQ+tNb7luUnFPyteon9UNZqozQO+QLJjqFScYAzCgYBuNce8Lw2xD/AHyTdX7n/dPMbP5rZbOJ0rO6UePkHTV7KTtiGaOiJXqYx8Ih0CAAfygjzRpRxDIhsXbF0W9LfgaSP3cm3zgYpdA0WJbgnd/bnjc8bnaW2Z2kzCfoztrM37hQjSUnXTy1VhMThgNw6ocSNwQ2Ji75F+BJal/MGnz5vFEqXeUos43Y2+N7me2jc1VxZnQkyqBWdz5o3TaEcSY6SRjEdJKGxHEbg4BDRWSkbiUoTHGViRu9v/h2WW+0nf8Aoh5F8Meevch2s0fYVupqEtSrxw6Sp+QpzMHSjVsZZXjpe4RJcQNY8YsSLQ/32/ccf9cVV/R9X6Y1varCk8IrT3dX4Z9rvuwh81ShjocjdM2k0va/uj7QbTaL0pWSz+YJuGJ3SIoKHKCJCDeQdYayGhucXVDtn8salcQ4wRyxdUGLqjYMELU95a+9laf+VCPzUsTQ3Sf4O9qf5Fzz5grFXO9x7s+w/cw0XW1O2pv502dTmeJvWmgyw7kpkyoAQbzBs1hsiRlsu+jbk+uLHq4o6RTmphmM/pyZytoRSRqlKZZdqomS81/BDEcNfNEcriDgVFyz7WNvxcTP3qa2JhZhulHtDT1ym1l9pMsIwQOfgk7JoGFRuUxubEQVyAHOZQgc8Qwln2G2/FxlXuSim4buFWztucq6CyJxKokoQbyGIYBvAwDrvCHZozNjVm7w9NsQNtL3oWwmuK5mNYU3W1VUi1mrs7t1KWOQq2SMfWcG+MuJIBNwsIicAvEAAAuAGk3Ne+6hIZM1o7dO0/MHqrYhW6FWydEqpnBQC7E7bXgIH6Tp34hHvYaxGVcs3y/cRzZoZ4jbg1bZfLTdSmYIKB1YTIcP82+GfeSNodiwOwSznc4WcsrMrNpeqjLWyhnK67o5VHT10cAA7hc4AAGUMBCBqAAAClAAAAAAZHfN7Z5dZPuWKhkZXKXZuv0+1qVNb7zqlW+yjYfEKhjC/YBlCB4QQj7Tt953MFLStUbNAn1oE2wDoqDSXrS9tmXas1VyQpyF5rypHHqiry3u3+07dL2gq2i2ov0s1NPIlUsa4itJW3vvy0SiI6x2mOIiJh2jcAACkINRhKlZQ3SKejopIeT4uOZtsfcXVH0eeH40jhBHLF1QYuqMgHGPpfr8GPuLqjkG36+LAAdcEcsXVBi6oADjBHLF1QYuqAA9DoF4iOH2RCJtMrBw3yqckP2W58n4Eb6jpbMG8sSQfuM1X1yIVL6VrU2nkJVyI400l5X6tw6ZxRcnnH2Q3hIOrFZe4X+yFYdJ0XR+/wAdYbIipFDpctzM80SlB5Hq1QiJytrPKE5S9Dyel0e4G/HePClAscyN4yi6PL0c9dxEklDEFru91KQxdcfmObRxWZQ+H0eXslV3EMZVMy7ITRVeFXXNbdkO4WHeobs5o81+1TGLNWcTT4p5kp3n4joOGaSqI3tnOJQ+R8MaPsa+ZPtHRjjDbalqypFzbTmVlGHOplo6GR67Cos+pnR0eyr/AL6pGloul3FQTPsq/wDsRPvcOY6M3boZDf1uJp9nsUXMoNqhIS3/ALdr1GI4UhrbeKw7V6Lc90ca5TMnDlrraOgquv63EEt1lax2YmasqbuOKbYk4s3snwyqv1pMlxP4bWp+fIVCvzuyRsieJWgi5aPPHEwmiv4w0IfD1xlzN1pC0YUe1UpyFYczHLD1w51g25gtv3Sw1B+4/IJVMkqZUbpvju5gRthMuVQU8OMeF3s+zqhr4s03lML0LZv55Iv1TyNbylJT3QJSI6fvXO7Y/vHpr+kDf6YP3rndsf3j01/SBv8ATF4sENtqsLypFHX71zu2P7x6a/pA3+mPo713u2P7x6a/pA3+mLxI6l+8qe0NBtVgypHmOl7kX7POENfCiQFkG4U3T9utnMotSs9o+SuZBOc/Qllpyigc2Suoge9Mw3hcomcNfRfzxHFkfJkOaHORQPlj0SbkOk+0fcvWV04KGUq3pOWqrk8VdZAqqv8A4ih42rWrKkYSkVM/vWu7P/wf01/SFv8ATDOW5bne1/c31BKKdthp9hLVZ80UeMtFekckMVMcJ+EQbgMF4ausI9FMVob9RSOfS9k9fAIep04fyRT2elIpqEv82in+EMIS6rMFWFY0vl0wnM6lFOSnRNKnMwQYIndL5SZFFjgQmM46ikvNrMOoAiUn713u1/7x6Z/pC3+mImTBvpDJRD64o9Cm5Fth/d33OVB2mLuc1/MZUmhNTXYb36F6DkcPMAqpnMHUYI2PKUlQSkhR1bnud7Z9zfUEnklsEgay1WfN1nEuO1eEcpK5ZgA5cRBuAQxFEQ9mXphu8PXFwe+6WUBWG5xZWlMG4qTWzqbpP8ZE8SgMHJit3BS84BjFscw7Lkrx2XhTxmDC2F5k94JUkOLYfue7YN0hU03p2x6n2szVkrNN4+O6ekbJJFOfAQuI43YzaxAOgpuiHbnO9qbsWn5K+nk3pGlmLCXN1Hjpyeom5SJIpkEx1Da9gAAjE4d6Fso7TtzvM7UX7bLmNo03VdkPgwm0BqJkUCjf/KaUcB2CCgQr99IteGzDcpTmRy9xlzav3CdLtbuZFW87ow+xFBNRO/pVLGg3VZhssKS2Dhw4Ziuuhl5nP0x3RxRT0dBJDyaccV9IMkAN26qiquFNBEhRMY6gjcBQANYjfzBDzhT3hrG6pCkKwtAqdtRFndHzWpZ+95EvlyBlTYcQAKh7tSaYXhec1xShrEQDXEsqT3pXde1CxbPp5MKApbM5bKYzRZdyl59GRUSEfMpFj+4q3KlMblmyZhJCMEVKznTdF5VU0uxqOHolvFEFLr8hIRMRMuoOUe7Ec0P87etmLdR49cotkUwvOoqoBSlDrEdQQzU6pQWRCl+rN6X3XtPsXL+UOqEqrL1kZS6aLIOVfa6SkmmA+c8RQq+kaxs/qZzRNodLTamp+yG47CYoGSUw3iGYS8LlExuG45bymDWAiEekxlMGUwQB2wfIukVOSogoChPQIaoYDds7lGmd1NZG+lIS9FOtZG3XeUtM+Sqk7At+jmPtyVRACHKN4BwT3XkCBLqkgNApfsP3Pdr+6Qqab0tZNKJe+dyVmm8d6VMCNsCZzYC3GPt18wQ8/wC9c7tf+8emv6QN/phzt5eOuNs1pRXKApLJ042TUIcmExDA6uEolHk6+aLdoFOqzDNh5k1m0wlz59Kn7fLdsnijNchD4ikUTESjwufWAw4lhW51tm3R84nkkslkMvfLSFBFw7B3MCNsBFBECYce3WBtkI2r/u1qr3fmPzg0T43l3751rPuPK/1qsbVrVs8w1pT3gysw3s3dmylk5mz6iafTQZt1HC4hUDfkkKIjz9AQ1m563MNu26fls4mlk0glT5KQuEW77SpmRthMoUwkuxjr1EHZF/8AX/3CVL7kPP1J4rm3j77irVfdSWfql40bVQ2WSI0Tve0t2NT8lfTx/RFPpNJc3UeLn7YUDYU0yCc/Bv16gHVDTbnrc5W37p9aeIWSyCVPhpwjQ77SpgRthz8zLuxjwu8n2bLg6Yv8taD+5XWf5PzH5spFZ+8eB6qWxfzen/lexnaudRjKkMx+9d7tf+8emv6QN/pjiO9a7tAf/h/TP9IW/wBMXjQRjaqBYhQLXG4Q3YtnDFaaz2wqaPmCN2YrI3TeZnuEbr8pucyuENojhuANY3BDEJqivmICCySqZ8ByKEwmKYNpRLtAY9OGKK7d9I3HNPVFQkz3TNncmSY1fTKekVERqTAWcS68AUWULsFZEOHmbRSKYBxYUgKtt9SeIYNFxXtYNuW7dt0uFQOLH5BK3qVOqIt3x3UyI2MUyxTiS7GOvUQ2yHY/eu92v/eRTX9IW/0xI7eTxxSW2FcfDmEn/VOYs2jCnVZgqwo6/eud2v8A3j01/SBv9MH71zu2P7x6a/pA3+mLxYITtVjGVI87Num5wtn3NU3kEltfkMuZK1Cm4VY6JMCOsZErsd+AdWs5dsN0Uv1/Niw/fpvu/se9zp1+k3iu3m+viw6YUpae8ELSOWHrgw9ccYI3BA5YeuDD1xxggAL0aAl7ecTNzUb9xmu1FDZZFPAh2EXEvl7JV8u4+v7IjdKqhcSdbSG+lf5Mr/ZhRzm0Lswgn3O7SVy8vGRFUuMvXq1+mPP9P9qERNMUpwsrvTqY6bUMNuSZSVZvw/kNjVlYOJhNM9u44pOMZhXUwbwkhmDe7+Ff5Mr/AGY46ch/F3X+TKf2Y467jSudrXKaWZZj3CyJpkUmUtqSHILadMLo0c3rKYTD+EQlNNb/AMXdf5Mr/Zj72Rb9Lr/JlP7MIqGNK/Um9i86eXwGGqTDYVmbQMpVSOo5oxDTqX/yv+JP9Ea1/Ujdv9j6Vm/zY/8AZiqIjPOqvlMSrbdhsH8wbt0Y4UzTMwrB7nr8U0TjnTVMuJwuk+m7d2kl4miq/wBmHJTmUvl6GgsG6vF/9lV/sxOx4zcFO2eDaXUEx/w2eLr0GUVNvJ2WhMQ73GvUUjoUmLfb3V/kyv8AZhJWiWhy+j6eczXjc1JMymDRVeb82IxMebiSamJHTxHbyEPc20qcUERuh7WG9H08qxbuO61E/gRWjaBVTicTNVfSO+qQvLa7WnFYTRyvpH6UMcutpC8e0sEYUYwnTExW+Leo+pjmFUnKnyM6vQcBNHGCCLoI0EdjF5MZMsovKZxNWOkYc/RXh0Md2zFhEL7o64ISpKVAHdNKqrBszUXb1hUHg7Zmt43to9MEt+1jT8Qn+iEeYqefaxT835Qj06y37WNPxCf6IQyeTlUNhCr/AH5+bziXVNY8hKZxMGOkNJ5maI6OljuMzuvwCF8V0dsVU/34VB/nRb+1Fhm/X/dbYz/NJ98rOK5I3MISpISoc5LTLqoZtJ6KlPFrT2aNpWh4XGLqlIXz6x2R6Y2DRvLmTdg3LlotkioJE8UpAuD4gjz9bjOk+3fdd2R06vfxVRozjYAj3CUXeEb+Yci4Q6L49B8aXuIKIJaja3l1YPKnasDJD2szxSSL4BvuWIgiqOLoG5cPRcPPEXt9lpQtQ7jedzoEMxWlZzLJul7ERXBsI/BdGjU723akhX9Tbo9uV7m/3T3s8T4XrDvEml6MDIAv9jD/AG68pTt33LtqdNoNhcrOKTmKjVAu066KBlUSl6xUTJdGsZHnxizTeZ7We56/sCeugAWa6dVychz8IyKoFQdFDoKUxWw3BzqmHz1iMFM9kn+LLD17ja1r9xDdT2f1uu5yZU5mHYOccPCXQnnFCY/sEznIr50wh26nMnMEJF8tpNDSi02z6pLOp6AjL6mlTqVOB5ykXSMmJg6DBivAeYQCPOGFDVf24fuPdj/+dXZztU0XH/D9I0fLxe31Xx6Y4rxT3JI/vrilo3Y+6luwfb+TiOI7J3aFl4tmZpF7rmGGqVZQsTms0oaT2Y2fU1ZzIQ9T6ZlbWVtxHlHKikCeI3WOG8R6RGKk99ytX7d90ZI7MpeuCjSzqUY3XsH77AqcvXcgRr6RNFv9Rz+UUvT8zqmeuStZdJma0werH5KSCRBUUMPmKAjHm+ryuphahaDVNpk2zdLqqbu5woQ5zGyirKiJEQMPgEKYCgGwAKABqjY0nMoYMaYuyHP3K1PN6n3U9kckf35SlXsHByAADiKgqCuEbwuuHBcPUIw14bYefcTfhh2Q/lB/5R4dO8I1pHoJimTfb7Saoq7dHJWVLTh32s0pJ2ThOVpqYUDP1wOc7g5dWI+WchAEb7gAbrsRr7m4o230L8NqrvciUfNSQzb3jYY5b2HaZVNAbrOlaIkc4dJ01W6b1nNZZjOZBUxGqiqKwEvwgoVRMgY7r8AnDwovHjz6bi2rqXofddWZVVWlQS+RyWXO3qjqYPliooIFFksQpjnPqC8wgGvnEIuj/wCWfuSv/mOs7/pA3/tQOcQCESNwbTjal98B3T0mZakEnblVMl3IKrMBVAodQY7g80WPxXLuF6kp+r93/uk6ppOcs5vKpkkmu0etFiqoOExcE4RDhqMXrCLGoQMjzS1f92tU+78x+cGie28u/fOtY9x5X+tViBFY/dpVXu/MfnBonvvLn3zrWfceV/rVYcL/ACkhCeIWiV/9wlS+5Dz9SeK5t4++4q1X3Uln6peLGa/+4Spfch5+pPFc28ffcVar7qSz9UvDcLFhlrX3qqz/ACfmPzdSKz948+2lsf8AN6f+V7FmFrX3qqz/ACfmPzdSKz948+2lsf8AN6f+V7AAWpTP7WOvxCn6Ix5oJTVtYLs0lwrepUleFwyTRYuwebhR6X5n9rHX4hT9EY8xck+1af536UbGU5lDBi2/ejd0BaBaPT1b2W2g1PMKh7UVGTyUTCYrmXdEbuc0DtzqGETGIQ6ZRJiERDMENRQKATzrKnJfWNJTykJw2SdMJzLHMvdIKcIqiSyRkzlMUdQgIGENcVeby398a1r3KlX61eLYIQriGRWFvIaYpU1a6kttJMZQQfQm6ixi0of7nNU+4j39QeK8N5S+1ds/uxLP0XUWH2l/e4qr3Ee/qDxgA83cvqisV2aa7iuKg4z/AOqLf2oyO2KqP776g/zuv/ajSyv7XN/aD+lGXD1LacoRmHY8czGYLJLzecTB8q3xYNKcnXwX7bsYjdHAuz6+LHyOSe34X6MbUllCRxgggjIAQQQQAFyqamkR2YhjVJGcN/4PAd9d3+PngbCv0j0YpobRBTSEY5GNGoRmnkG8cwUmDjvDeMHHVmCVtDPcOtHRhMzKoOjvX6030R2TZnN11k0HC+XmKFT/AK10buR0dLxmaaK4ZmWhmH9sJrg+K+HbbbMZOdwPGkR4je0c7wTyKk4nGXkcUl9bvqEONTdDy+X5T5/xqsbZrL5fL/sFgkn+YWO/H1Q1eqiUp/DKwhJs5T/db7qRmqOuI7njDOb1+6OBzQ1VrVuVP2foKoN3Ga7y430ijVPFctMeMkz+RCCkPNQmVOOBcVZWUvpdkquu443xIiHavao4qB6r3RxXieDCfqS1SYVAySfLuONc8Z+aJtXxQ3r51pHHx33DmE2MKtmlPed5q/YXqg0xs2kSXd6iI/K+ob6fWdt5g9VXYThVL2C5MReUPBxBcPywhJ/S84p/7P41JTva6HCL7U2oBAeofjh6w7+r+LL8owLN27hBVBdvmpKcsh8Jim88dHh4iksKST2qfj7xHVb2f0iooUqOWzc11K9vUr2t5WEfsQR8xeaFjW1J9rC6T6UfYjhQyeA/CyjbcOvaA67r9lw64SztRu4W7nb6N7DHiL6OeLzFmIltpcb4VDhlVpT9GkqiyN6fiXIy8B0kTcf4vjFPYF8YeqOOLzQ4lmMl7ifPnDfN03ufApycsC8P3xG70QlqsptxT8zyP4IpxjU/sfFHrDZ7w88aWqky5LXF/Un49fcJObheVEpLVU4kr3l/brofkZe65BKzw18sVD2v6QR6dZb9rGn4hP8ARCPMVPC3SxUfa/pBHp1lv2safiE/0QjZI4hXCFWu/WfdbYz/ADOffKziuPF5osb36v7rLGP5vPv0mcVyYfNG6PwhJiY29L0r2wbrtWdrt+KpSlHz1M/iLLHSbB6RIsp7wxcPaDVCFEUHUlZuD4EZDJ3s0UObYUqCJlB26vA54ra3lelVxe2uVuu24r1Jk7U9+0xQcKLl/UD6eqJhb4DVwURuN7VJtdrcyM0nL/8ArVCNf/OhqviCyEAd5TqfsVbFXlDj/wBO0whNfzmroEw+J2Pxxby/aN5iycsHBRURcpmQVJ4xTBcPxDFGG9k1G4pDdn0GxvAEZ9L5nJ1/a6IosT31UUw1xewY0YUnKYB5mZnInFITucUe/wDsuQzR3K1/boqnIb4wjBft9IZKI/Xph792JR7ekN1pavJL1U82o1pqdHBiw6aAOtWvWFywDzbboZhyno/H+teP5odtupcbGFtqbVcegPccWw/u47mmhLQ3LjOmDmVJs5qfwtPbcQuYQ5sSiYnAOg4Q8eU2z8+5LMwZeO7hYb78N/R1RDver7KHNDbkqTzaet1NKrOaOqkIi4IU2joqYEkcHQB0kCK/976Il+EvlH/V7X/El+iGYyIg76pa6Nm+5YmVLStyKU1tAeI04hliXEVsPGuja/AFJMUh/HBs2xSwmXR0MjycWpb8ZZI+nNB2fWqShARRpmcLyh6iQAKUib4pMCw8xblG5CX84qlirJZu4b/ZDf8AqQ4j5QkyVlzDiXZD0biY3/th2RflAX9UeGYKn9eDDybihH/2w7IvygL+qPG13hGE8Q9BADdFGm+kLaPu1qvX8nJ5T80JF4ISuXf9XNf8SX6Io330xJBvuyayKijlgEklXI/mhIao3hZhuJDuQd1BWFPyyqZDYBUszlU2ZozBi6TIkYjhssQDpqEvHYYggPpjN/5DG64/+Wepf8Qh/ai63cmy9ifcs2PHOxbGMahJCIiKQax0BHqh1excv/6ua/4kv0RjaKGLCqjehaZqGiN0NazSdWSBaRzaVSNs3ey9a7G3VBwF5TXar9fNFsOIYr03HzRuvvjW6eRWbpCkTDwMAYfsgkWA9i5f/wBXNf8AEl+iEjI82FXfdpVXu/MfnBonvvLpr7TrWfceV/rVYgPVqd9aVV+UD/5weJ57zG2QcWmWqg4QSVAJPLB4ZCm9dVhyv8lISXELSK/H/mJUvuO7/UniufeP/uKtV91ZX+pXixCvJbL+0WofU9r9qHfrJfIn6orq3kVq3cUXarnt0lPVSWcsgG9aXhsFCxC1o11lVZ/k/Mfm6kVobx59tLY/5vT/AMr2LJ7WZbLv3K6z9T2v3PzH1kv8XU6orU3kJsg5mVsQOG6SoA3kOo5AN4T3pgALVZmb1MdfiFP0RjzGSM3qYn+d+lHpqmcsl/Yx16nte8Kesl8UeqPMrJC+piX536Ubo/EMGLIN5aNfaRa77lyn9avFruIYqe3mFsg4tFtZBdBJW6VyoeGQpvXVotX7Fy//AKua/wCJL9Ea3OIZFa28pfau2f3Ylf6LuLGawlTmf0lO5GyVSTdTGXuGaJ1BEpQOomJQE1wCIBeIX3AMVxbyw1QcSu2fPbpK+q8s5ZCm8F1FlSkvlKIZyrBqGANuWX6ISAU6IbzpurkEU0EK/smuT2eqky/2KMec70jup5BJ307f1vZWdGWt1HimCYTET4EyCYcN7IAvuL0xcF2Wob/rGQf45H6YT1ok0ontAqbJmEjzOw727j0b+8n64XnUAecpiuK7NNYfXNsZBTfX82MGUF9TEvr4UZwJ/Xg+LD1PCNQ4wYvNHHD1xyw+aFgBi80GLzQYfNBh80ABdMgVu4QjmtLdI+wcpNX2mKGvk9rDeXyzTp9lJJJJ8tTw/wBsIOsN07UE47hovKlCXCy3KhMS5r/FvvKHRHjSnezaqVJ78Puo5q5D0iilTXHsrZfsHlmkzXph76rAwSRy+MOJylLh5r79kDy3yxeTh3RVGkreI0RMr8gXRCCop9UE4e+r04dvle+Y1zmNtjqbaO3yl3+Ull8YTgFMb446fH9jtJZbJcx01q6Fp+5ieVhvtSU7ZWVXO38iVj3dAWbuFv8ApDNTxY+I5BtYhCspe2yyh/MlAcVBoSymFPA6IJNnsoiM4dS9w9z28w+ycPgeCMddQSlu4WSX0jviZfFL+zqhSfZrQpCkMOIUlJlyPX5B6/hplxnKlR/AWEN5nJ3KKa7CbtXKSnIwHA2L80Ncayoayk9Pod0OEvaRBaR2jVRQ71LsQ4Vyk+WRQ/L/AGw7ZZ9L7aJYquwcaNO00+G1UPyzdUMv/gyISu1NrNTf9p7/AORUp2HHois2bMnmFBaDugu+sZRxSUQ+tzqycThZi+buM1VRQzP84dZP2wpqtaziTzRVjNs1JVPykJWYM28wys/1twm4T9sQ1/yXh6YtdEiRcPrJEdvKSQ2kURidDXG6218juMoO8pIeTTKn7xboIIyWMtcTD7H713vH7KEPKuedwWZpzQkNjBAvHq/iy/pDHZh642rim9HX7vmDRLiy8A/K5+i/447Tot5PK1dI43SXCf55QKN5gN6Q98IbKkoV+XqNyTWniCSqaT9mJK5Y+u98Q9goGsPj1emGTRK4ccRo+ar4nhcH5PTEgR2whu17R7QMlu37kceqGP2ggJy/DKGroNFsoVR7M2ttXmX1HPMY0L+sPsPt8VySfkZ6H6Hf3hTSSV9h5WxlX8WT4fttp/jvjjUMhb1BLFGLjivXE1uVlG8br6BDojYG9bjmWITbuJe25K717i5m0w5G7ItOZFrW8LWt7gyNUUNP2DRVAyAOAUOmQh0eEQ95wAvWA9Qx6EJXVfZAW5lTKptsCYNWxOUqF3LNzgA9HRFJ1pRexVmcyehdnK5aaeDlF4ZQMbq23X+eLrqNpZCby0J0D502BW8CFIJTcEBu14gEOa/0xYItUk1NJK8TLztb9xyTEdDp1BkGlu/eIj11tcz0+HmK5d+JF+4qWyNZdBNPLQnnIOJuDiZhz7B80V7RZBvvVKruq1sakzBwqqq5Zz8QFZTlGIVqIbLgDov64gg3sqqhzJpvO15O7SSkrNZ464HeipkERv6Is8ReRvKriFGlNKV/uEp/DPS/iX+Ra5vQFJDIdyi4qPnqqqJjMEx/kkwTbB/WQOPpjo34WrRkG5WZU8A6qnqtgwX4XrKZFnJjddx0Ewu9l1Q9u4PpRCjtx7ZNK0C5YOKbbzQQ9k9vdm98V74eyZSOTzhEiM3lDR8klwyEdIEVKU3ViAboQGw87W5yrJvSG6OssqpCYJADGr5ZnjdsbHcETW6PWzHj0bRoQoKiA/8Ac+Sf5uR/sxvRjKlZjAKVt9jpAKf3YHZxs3yu2ulGEwUOQvfVkjqNhv6RBNumHmuiLNEUTOLWK7pWyyQ3JTCq5o2lZDkJiwlUOAHWMULtRC3mHqAYtW3xKymTVxb3ueVp8GVKp89nFLvlvCzVkEztC7PKAfn/AGw224y3NlP09u9auet730rshlBUk3VwlIE3fEw4eg+BBRcogN9xgAdQgEKzJJuwCzGLLKZp6T0jTUppWQtU2sqkrJGXsUCclJuiQE0yh1AQpQhr7KN0HT9q1sNrdkjFFrpNmU0YNM9M+LSk12wCoI9B03BHCQgGzATphd2m13KLMLOaltFnAgMvpmUOposQNpyopGPgDrNhwgHSIRTnveNqs5pDdXySvqsnAK/uxOJnK5wU58OJyusCyK2HYJjOipk6QBUenXoNxJbwtDSnL5RbNukrI29t9g1cWWrFSUWn0oWTY5/CKk9JxjVT81YiZvRHnebEcAjo7hBVN22xN10T8ExVCGuEolHWAhzx6bjnuCKHd3zZU3sg3V1eMUG2UwqtROrJUT2LzGK5uoAcg4KBQ1AAB6N7S8qgnIahHYNsPPuJvww7Ifyg/wDKPDM4gh5txQb/ANsOyL8oC/qjw7c/LGtPEPQEZYA1RR9vnbRs/wB2RVy4OEspSUSpMmDhmP3KQBuKHRsi4OpKhcTCYqSWSL5SwEvXWDwE9fBL7MbvRr6Avp+3eSbf/lN1Ave1bK9i5Zl5ixcRCg3JcYLx137cWu+IHt342zSJtmmfhbRz3ffwGVuDLa7bx3UVlNl0xtgq99SqaizAklXma+iFbIy9XJRyBNhwFwEuLdcGEOgIu7ih/cOus7dt2RjpGlK6e/E63nYL8Hru239cXv3jdD4lZhFvoS2vKkV9bjr/APMe3UX5vzgsWDxXvuOB/wDxHt1F5y/OCRYRChrHmkrD7tKq/KCY/ODRPfeXPvnWse48r/WqxAisPu0qr8oJj84NE995d++dax7jyv8AWqw4X+UkJLiFolf/AHCVL7kPP1J4rm3j77irVfdSWfql4sZtBH/mHUof/R3n6k0Vzbx99xVqvupLP1S8NwoWGWtfeqrP8n5j83Uis/ePPtpbH/N6f+V7FmFrX3qqz/J+Y/N1IrP3jz7aWx/zen/lewAFoVUPHLCQvlmLEHKoJG4vMy9oaxxXDdcGvZHmmk7VHscnkuBv4WC8mHHwh649M81L6mO/xCn6Ix5k6fXyJamN9/K4HpGFtJPPmuFkpGXKovUWNby398m133LlP61eLXDHu2RVNvL5v7pFrnuXKf1q8Wsqd7hKuIIFZ28pfaq2f3Yln6LqJ/2kTJuFCVKxe8UqrJH+DxT3Nz4sI8/m2xX7vKfHSa2a/nm8rH+o6iw20sv9zeqtf/Qj/wCbqQg8wyVh5pJfLGDhmm4Xb7fZj9Md/YWX/wAX/rm+mO2WF9TW/tIyYkW0JyjWOCKejoZDeOYbfr4sEZDZi4cLJIN+NVU8D34ypSUASlS+EY8EZi0t0dbI0jvfLyyGMX4QRhwJWlfCMrQpriBBBBCwgS0nleTDJz5txSWZxGWgU2DoLrvvhJPzTCcL/bBokkp4CB8Jvg6ro7XM2mE44jR0m2X3s+DvXv36x6dvmjk3lrdv/b8I8NoNFW9+I2jZJ6FroPZiczhZU8AyNI0dFLR3Garl8Z4uLxtYax9EYCyzj68r44dCzKwOuLUO7mDfQZf/AB1fkn9p0w9LbcQyfI7vrB3m/wAmiXD8Yw9biwKYrTvK6iu1PGFJpLnZ3ne8XItbe4RVl6jhwsx/Gf60L5/S7icSuWLt8pJLLNjXx4TYsV48Hqvu9EbC0ixuYWP1PLEH7hJ9L3qhtFXITDjN4o9F2oY1tSziYN0UkG8vVa978DwQLdh2XXX64pmIXZaqix2Gyd53PdrcWSm1CPPjJkMuXSrcE2RGX6FnzaYaS0T8NMnC5rr46Gc0cU/M0prKHCqSqfGIHTw4fa+bqjm2l/qY5X70kn4fg81xfTsujFSlLhv/ADRTjEPYG8X/AHRYYUhq57V0817cvoNruZfdyh9EWcnt3p5MRbopTpJMyZB8IyhfWzefmHzRH+fSGYU/NFWLhv3vEnCysuqKYUvU6XrSLni+XyDBs9PXDk2z0i3qCV9uLf8AhuJNc+DkLFLfi+X44qeJ43ZnClI7yVb/AAMVabC2Csyefz/kR0InG1bzBxJ2WQwys31w/hE83X1+9GABdHRS7n41RQyn5oag+MDx2p/U58P19MVV4ku7wxbdWjhHSZFvnqr99zEy984Jef0j5tUc3JnDjv8A/wD49iEdrhOX56q7jyZfha9n/CMpixbzhHIYOONT8Dx+j6PejBrShJKUFINS1ZUjTYvPGxlbNu4XT9UGiSv8oTD/AFrrternjrUkcwzsjvSviKcqOR5W4b5S6/wOTsNr2h5vfha1oUnuqCGlOtqzLSMyqKXcU+u2X0finKZVCeFtLycXPcOrzXRq5cnx/wCLTNGyczZxMHue4cKq+w8QpS3AX0Rt5Kxb5DnyqifrmDFqN5g6YZ9oXHY/G4vAOm0JeezI4Qj7XRz6Gdar0kztz/m5hfo+OLyKBZ9j6LlDIbuLaJgf4OuKYagkfZekpkh2PS73l/nYgEOnnAPqMWyM67Mwp9qgxQzHOWVMmO7DiEodAjz9N0WDDc1pls9py+tv2HPcfwXZj6Db5/S/7iOW7cpiX1vuwNzPTU0HuN8hVeZ+YzTUD4yBGFu35DLrP9yVV0joyTpNn8+Ul0jQy0y4ljOXqQCXZeIikVQIy7exWl27F3NE7f5jnQm9WuHhznxctkRMNXtjgGEA1AHQAxx3VT9vX9c7nmzpCboqrT609lOHTVA+LuKXkFRQpygOy44bfPzRcm3W3Dv+r6DmDzLzDezO+S+nQzEz5BLpdRFMySlmw3JS1k3l7RIgcIxUUgKBSh5i+YOqIrWvWx7q6od1PM7CdzxN6GlbCnaQaTyauagYKrlK4WcGICQGTHFeKYkMAYbuCfXrC+UTE2KpHq75e9UnFoexTG7Z75fTfEUNzyUKm3Wm6itMKXGiM/k9MIHDxpezy1i++CcLbXtMxhqtGzsQ7n5N82l7Jy+/dHsPV0Zuo4ySSl7iPgKI4Q1bRuuCHs3Ilr83t43ONEWsz/RRms+ZqC+0VPLS0hFwogpgKIjcGNI2q+FIJW7jv/GQwW9rL9iLHq3sxuygs7tHqCmyEHwUyLAqHPq4Sxw9EbggdG+dg4p+xKkbWmrbNVsztAkdTnIQcJlUyKHSFO/wcR1k9evZCM3EFIV88snTq1yIEnlps1e1tO3gX5SZ3Z0xTw8+pIEzAS8cOYOsL4kZulrMW9v1j1XWSA/yezWitCKHw4UlE10V8wL9uHAHpAQhUM05BTDFtS0gbgDCXMjMwbYylTSRDLIBcXTcERswu0IyZrFztzErTlKintEpzK5X3F4iLO7sl8yb0nQ9hVOT53NaltWqNGXnRcr8WSVNrlna2VfhEpeJvv5hN0RXNuhrOq3sfqJiuxbrSxSmXBXkrWTHFlKEOCgKBfeGoQLd5gixaRKt7X93dVNSi5RVp+xim0ZBKj4MSKs4fAKjlZM1+0qWYipdzgXZzqq3mxWn7aKRfMV26XZBtiyz4OQbnL5hjDDbDK0kRDc8uS8yslGfut9kJGWUWhym1ezGlrS5QXuWp5O1mhCE4WUZQgGOmPNiIfEUQv2lGIQb77ZE4qihKNtfk7dTS6VmBpS+AALw2j3DgE3PwVkyEKHS4H0LTetqsmMvstrLc91Sv6rWV1Gs3RRPyuxzu9ZA2sdd6ukjq1XCX0vrb5ZRIrQLNJ3KQWdKhMW/AbFcnMkotiA6N5BHVhUKQwCFwhdqhxKfXHQbjac1hHwWW5DqW3DtfQUAGThbWFVJ2j20UPX67jLaU7UDJ47P4jbNAFv/AA8fxRkVyEnqeoZkvKZQ6lCqbxwmuyOjiMkoCogN9warhAdXNrjjIaPmDeS6c49ceZeBQhi8EhQ8E4B0jGHaqlUTM53FHyPkYko1HUibs099CeZcyF38lmK6FJTuZgOa6eCoOP2xS4LvzRL8cRI3wzcDWr2wVzKLYbCZdL5277EIyeayM71JmvxRhyXCJ1RKmIYDYTFMYohlluA2IcPbuSd1ZJ+19jZlazMWssdy5NuwYzZ05KVs/RJeVEqihtRFQAoEvMNx8JRvxCIRYC5qeWtpYnM1lwTSEhRIcnCx4thQu239URtKdSklKzbv5Mw7r0ZwlpJKd5mfyIvqK3N763vq2iz22xjbfbpJmtMJUqm4JJpQD1u7cu3K7cUc5UUTHIRMqap7gEwKYyl1AAXjaCZVHh8IOL5fVGsYTgHDPTXKGhJkxCfOOUMJevmCK9t8C3wmj5bRc7sQsJqZrPKln6Skvnc6ly2Y1lDQ/AUTIqXUouYl5OAIgS8w3gYACJ1K9r3hV1NmjiDTbgK2qXVFvkVo1Rg/9TrTU6gSk9/BKtgeJuUPSDdA/vjFvOu+PM5StQ1DZ/UMkrKi5hoU7pl4jMJc6J4KyZgOGLpAbrhKOoQEQHUIxeluTt2/ZNuoKaYotpw1kddJp3TGmHa4EclWKHDM3A1wuEucDFvEAEMYFGNq0ZRrIxXtumt7S3Ssotgqme2SUS0rOlKjnDmcMVGswbtlmWecVBbrJLHJyRExQMTEUSgAiJRHCEx97Y3Hlb7memKoqi1MGraqq0UaEUlbVYi5Za1bApgTOqS8plDGWPiAhjEACJ3COu6ad8auoakkFISV1UVWT6XyeVMU8x09fuiN0EChtMdRQQKUOsRhGY8uUKDZ7rmu2Fm+5jtNrF84Bto9NvWzc5jYe61yC3bF9KyqYemIV7yKmKNG2sJDzTSVfqV4ZffHN3DJt0c8bWO2SuVlaAkLzTJlN7xTLOnpCiBCplG4Rbp4hG83LNca4AIQxns3mAHDel7WO5xTzJpK8Bj8EuHJX4XX6OjmjCu6WYBaiwS1r71VZ/k/Mfm6kVn7x59tLY/5vT/yvYsttVH+5VWfHY/+b8x+bqRWlvHpvVO2P+b0/wDpPYAC1N8iLhk4QT2qJmJ75YpSZ70puxUEiJFChQAL+EedKDdf5kouzx3CGqNHVM6GTyF49brpJqppmFEVOEXFdqv17L4StzYpNQU22p5RNp5iNm4G3Gj/AHJFIVCvVtQMZtV9XuGysxOxA4NGqCBTgi3SMe4ylwqrGFTCW/GULuBeL7W1161sxskq6v3h0h7CSd07TIYbs1YqYgkmF4hrOoJCBr2mCGpqmvpDTCCtU2v2tyShZWprQ7JTBJJw64I8FNITAYRuARAhQE2odUV67r7doSC15btAsucTlShZc4TeLuZidUq88dpnxJ8UfhJNiiGK5S4xhuHAGEIjm5jrxZibPwue/wBBMLpjDLmzU8V+di0L1D37zBKAkErtilguUnGVM5UnmE8K4jkOTtDzRYXW7NxN6OqCRtQDSX0rctkcXhHUSMUvxjFeO8zr4mFsyzhcBzJvKVMfSY6bkdUWSGcIXavj4Pyw+K6U2Ueoi1klThkktBSu03qDdfCybgxb0Ll5fhzk+I3/AIWqOf707uzQ2o0D/nhT/wBOLlmM4bi9Vli1yY8tDhhwy9XmH5Qjb5qfMqA+mFtPKUnuqCHkGlXeSPPXbvuXLZdzRUFNyO1FvIM6piOV2ISp6K/BRwAfFeAXazku9PRGsYy2Xy/NY6RlO8s2lL+x2ZYG5ugR6dUT030Y7d9a9Zo8DLUCWyub5d/lM1sUv9eK93fc9MTN9pHGvXCDf80CnP8AKADEdIkKlObG/T3mf03iyQYpQo5SFJ7x3PyIi+u4cHnc63c8waNmqnfMhYpsezoG8feCEu7Nxyq7fiklFDYCeIWOq8frhj6Oz/8AzE1HjbD9Qr8qZ2k92UfIIILx+uGHIZiUraW8Qkgh35TvaJCcs0K2ZWN2gSeS9tU3pd2lL+Cop4xC9ZdoQ/W5WshbuEf3Rp83zeMy5cRTwOlSHntVn0nb0LPNI41LQ1E/Y4hLcHC2RKzasmK7sGviPRtbx2tiqJpdPaz2MiUf0Ia6zWtrP5hSUsQkM4aNkWzcqaiGMpTJGw67/Tzx31Ja9Z/S6CufOEnKvkEDlMY/52wPTEDZExb9k0s9xxXiYzFKc3iibmD3oVDNn2YmbmVP+KdKJqYCJ8o1xR4snggI7Av1RSMQVE6cuzOtiuZmXLwLn49BqV7KYb8lUh95Vla20v79fkHik9Rzi2m1tt2yyBVjKpazUeSpBfkr36gUxbDbB2QvVpHT7hdzI6tl6SrRzxfI70oHR0dP1CEFQkqcLzRtO5Quq2TlSZmfjcYBgELjdGsQ6L9sPg3cUvWDJVdvMGiqrZQzdfk4klCGuOXbftDnvilU/EP+q3jbYKz7NjtyMjuX+dT3iOxAz/p5xDTN9ha2m9Jlrf13+Yg9apQ7ih6tVlWkKuZf3xifx0x/aGy+Ee0azCYZqDdur5RPxSGDZD4W/Tan+25jTkhynyrZMyamDCqXEJtRQMPvj0QkxlbeXoJr6Q0cq+vkTJhKTzGu4cWeRXHqYlLbzRbRW7fbztoOnUdfbYDTylHqXPeYRCjGYS9fPbt83kqcAhuB9eqHyklSdkKec0q//hKekIZnlC/SENWpMG8vytI4r1uNs4mTdu9lD7+Uy/k29UaZVZXMhrZkNb+fiNtSiJcjHlVw2P3DDmTGXt1lUEOKSyzYOVwL9fn54Qc4fS/PVXby/KVzMvv5sr4IXa/ehxaqeU/2aVQcN3aXrmNPhFjXTug9IR06UOElUnKekJkwcL2xSj13xSGae5TjQ5IvlXuP/H1FSfqCJiVNsn3k7w2jZvpD1Vdw49bLw8Zi9Pojctn3Ydf7I4rxE/D894xpHUtcS+ZqoP8AiuTw1PbDG+WplvT+UvUzjvnGERQOU2MvttmuJGYhCcqXOe4i5iGiSz1U2XmZjJfOpfMOPbt3avF8A+cbNJ0YygGsOuMGWouM/IcZuUpyycL4W24PPGvmU0b5+fKW6qXs/C9qF2wPjGMBV84cd/cKq+3OaEsQFbPKn48hsdqqc+ZXwG8dPpfL/sfKzf5M5jYPNru+MYz6Hp+cVROkkGGarmezNw79XNCXlzFxMHqSDf1xSLCdyxYT2r08lUb+XpdkHqfEEU8Ao+F6YlYVLS6rL7xA1XEKojeb3ENCpuf6Pp+z5KRz5uq5VeplcL8ccvCAxBTLqHxwC+NSnuO9yg5Wat0JPNNKcN1FFz9sT7LIpiTw8HMuDlHC6H3tXYuG+gseK0tRvx/sC4vpCEWjo9n8rUqp+KWUkzcqKY/AwHSuu6+rrhulx+NVFMMo/DsV/AMXCYmUlEmQ6ee5mVuZ+oi1bRZ7YxYDNJQ+selz9jWCaainZB1OHamjlUSOkOFJU4lERIocLxDVfqiPk8kjesJm2fVLMFXyrdNTAud0fgGPdfsHn1QqbSZ5OLQK0mdVTdx9kqGU8bKTDYXquCEkyLxGf60pyPZ/Xpi12zIzZxSs+V3Kprx1MPfYlYvYBVM1bUfWtDv1NJTTUIsnPHZMZtd2xTVyx2c93QEWH2E2G2b2D0k5pWzSTqyyXzF4aaOyLulXJlXJyETE2JUwiAXJk1bNvSMVu2OzZxL51KF/4splpn9jzF9+LMrNaobzhkrKtI41smVRP2aYlD9EeCPo6Ya0+dleOK5xdev3b0Diq0vNHTNZ4eZdPu/qFuWI81luAtyxXFWzet6moeYKzWfPFJhMVkJ67QKqsoa86mBNQCheJjDqDpiQB1owHk2bt0VV3DjKST5Z1PAiwCqiLK+977mhuhnP7P5025SePtmfckpriFw5nkwD44wmu4N3KEyXSQkVHzl87UTMocgT98bKMBicswqXE59o9G2Nza5u8qPoeaKyOkpf2wu0uLXPjwoEN7bnjOsa3clL2kTRKRzaTpSOa5amWRRfilbzE2G6dUMVxnL8fd8hLtTmy/R3vPT78rBaWW2L2b7nhFzI6ak6qTSbODPFyHdKuTGWEhCcpURMOogB+zWMbCrVH8ve9lZQ37GpKeGpyT+2Ls16vihTTpm3qhln9kPxeD6/JGS1cUvL5Kku/wAp0773wyFMri8XXfEZUI6nEGm+QuR/eol6ZPS2vMq6zPeWtv2EG90zud6HriZvrRkJet2yuG5dKyFzlxlIW4NnBHVcF/UEQinlKy9wsroGa2dtsKa5FFjl2asRTAIAN+raAa74ulqWjuy8r9SF0XLTLy+6sRipG8VM4bQDo13bL4rD3TlDuLP6uc6BT+kqucXAIQxktZucpAxDcOwL7vfjMVp8k21Urryt6mNr0iKtzKmyU9Od/Qv3DItqf7X/ALPmGV65gTW4Rze11j6fljcyqspf2MfSrsf3vC4JwzFN0Dfr1js5o00vo+uKoW+08w4zwE2pil+QL/TC0k9n8vp/7fcUrlm4BycI/Bh8unNvt/jKzK36BsVUfiOkllo0p3d4t/vGTT6CE/pl8iDBJRJRupwD+wuPzgIbL44U+/rmTyzsVSVUVLT+XrISXTdZsUvCC/AVIwF5tt1/XDm2dFk7hkqg3b5TRRMyai2DhFMcwBhAvSbUH1GEtX9TSej10kEO6Vcsyini4gNcJdXRFbhPMqqDsNJHe+n8i1TWJB09qYZkWmvr0sXiENUbS1muWWg17aRWtQNfITWeu3aXVwVDiGqEqay+YN0VUG7fK9gnCjc2xeQyfgG+mM5hat3pfvqXrnA9EXckPsJzZPiKDsGH1Zc/wDdOaLnDf+DxpnsgdAtnLoDmJ8g5OCYvi8INcSCNUDdwycvkMpVJPLUJmeQPeA3+1G70DGqUeUvMM1B/L9GVS757aNseQmWSsvuDObTXoRpv7wgJfbfugJMySYyjdAWoMWifIRa1U9SSL5igoABGsqx3aTXKTee2h1hUlUpDxiC04nKj4xC+NxhxEt91147YXkzs3l8wRz5S4RVhDTinZxJ1/Xe95f5oFAA9FwB8ULWhX/Lt6hmg0/8AMv6DSydFv2UaoLt+KzMvB4PsfRsv6o4z9DPnTlwvmpLKYeQsJeDh1bOqNpLOx7dZtp7dXi1DKYCYcRzYg4OvVsu2xwqNxpE0cvux+Ukommm0JjxYSkKQAvNqvPgDXeAax2Q3zZpPeTy+odbPLG4uf0CeFj/2h1/lJ4+FYt/4wr+YsYsd8EPciQwzKHYzlmkPUm/dXGKFT+yT84+eNg0a6Pm6Bm5rnEmnx5+AX4XPs9Ix1SbR89XPcZXc62Wf2QkEgfLG+lslcTBH1JzXPF8WQmIuPzF2jsHVDCWaG+Ld8BL09tbie5xa+f79RrWcgQYIqLsUOO8MiHDwf94N93WGuO1m1cOF8jsflewJ4cZ7px2vo5DjKSdKfwUmHEQvs7tnmEY65c6nDh7py8wSbZeH2OzZcXnhntFEk1aefUSJNNk4lvXxLTT3hMTCWC2XVHjU+M4eBYS+bZAwScILZ6DhXivHPm7dXJPeHxQ8r+nZPUErSmrCX6S78fBxR7tpR1XAPR1XQlXCcnk73Im8n0bi8tcieHEQol8W7Xdt5QRoj1ZqQ3lyd7mWg2ysPux17QnSy7yPUbimKhpBxRc37bZAlmvctmhopzJKnMBgPmCUBwhhu2gF+sQ54QLqkRcL+pDh1lKYsvhLc5uDsvhQmp1w4X9SXCSqWXmEOn+lhHzbQjtO6byfv7jSVfXCY8SRPPdqvhszlYWpUXiVrbpp0PcHjyDktNtzEllTpm6+pbxuWtJuJO9dMfXU0ypkzFzcomzb13D6I0tbSVxL0cjvSSimkJk85f2Y7o3MyrqXzBdi+0fKVUTL4ZuUGoececB542VbLS9uylj5xL0lUstRv4JuQbxRDoOERzD8mNIRtE95XzIhMyGIkuG4hlXdTz8DDWIyFw4Q05xlJJJ8XjU8M3igXn6x2BGAkjx34uFdUU47IINtH713tMnifXVCccp8R9eaLZFkOOJzOe7oKNMhtMnlZ71ufUa8Sxxw+aOayfevxccB2xIJ1EQpJkLtbOHVPy+zGR+qCSSScvT9fw+Dr5+mI8boS1iX1B/zOprNVlKff+H303V9bo7aNsznDihUl5taAqxSc8YhKCHxcEfKF2hq13eaHDsjsOl8gSc1dUqDSYqiobRRwFw4S+uDfsN9dWu/n+N8a0/B6jkOLJ1XJKT1NRmel+Vt5mO/UyjU2iz3qjIdN1RKPKVjLX1Kx28BFZvZ/UEwRz0KfneV/KNTYfQYQABhe0pSr9wDJeYS9XSknBU+MJwimTuEphN0AF149QxIWb2nU8gqqyQbtlMvi+GUhUzG8UDCH164TshqyUv5mugtKNCUcENgOQmEuYHg6hu2atnRHGq17Tq1iKMrbR8iS1Kx6259L+Iv6KtMW2pxTFvUa9Wa9z9im7dINHObGQhMJTFvvPwQu13XBf54SdIWKdv9QPZ5N5gtJGjhwZTRpcfKO4vN4Wu74tcOu4kTcUhmbBBLjD8snVdtjVIzDsMsogvxqKnGe/Db2c4kRTqipZaZi1+ogqk4uTCW3B0cP3+O8R8tfsj/AHL6tbMZRMFXLSbJ9yHP30nCuG+E+rPpfL2SWQ3zUss2RjObui7VmDdyCCOoA2m23gF16+tnmEwrCaJLoZuU2T0fHjxGSTG7Gb5QC7p80NazlswqCdZDfisxTLTJ4JECbeq4CBHfynQa+ntTyu6jfr08vh0K+gnqS1LYgNolHddtTHA9oDhut3RL5V4OYQ7Ipin9iPP6YUFSuG7hCnp5KG6qTRy8MmpkYsKSw3Dh1c1wH1f7odqzqn6AYSxIX9BSaZOlFFFDuXSAHX5VwXGNs2CPpjd2j0VT6EkfPkG6qSXEvCEPycRD+KOwebVqEI5pPxnSJFWahRGFI72UzuVlXO24vO5GY0TaktltbS08tD62EfqxY6ROvWspRPkKYTGzMI7OqM2TJ6PSKs1fuPtDnJ+3xmOAJ/DvD340L6bN5e9VfaOkq79b/ZfCXnE+cOJK2kaHek1DOFz4++qCYRC/qC813WIjHcImF5dcQzGt3UqTdVtbER395aX5mdxxSfXo9KU4/wDqsdivpfS37+RWHVLa6cOFlWNWy/TklEy8d4ROEfYbn288bOayFvMJXp1M5Tlpwe999S9ifo280I03f1fxZf0hjKlU0mFPr6cwcZXjk8HD4vmjpFewDBqrWeMnI6Xu9Rzil4qlU9dnVZkDqcouG/EOOK/PjqL9fkhXPJfL6wZKzWUN8p2n39r/AKwRpaelcwmE0SYoN1eMU4yOH1GnP0p440hNlEOmQai1UG9qzwh+9yVY/wBvFXNpq/b+p7ZTMU9ncW8CxZPLkW8nZetcWnloE/NiMNl8r7R6SltKylxo0wcp6RMV+CUxCiXUmBtuzaOq7m2xkTGaA3XVWYcU7buE8tYnKLdePK579fTEXLxKzR0HlRe2/Xee+xaGNP8ApqTWl7RxeXoVr6dT1IOXam34hJf+FqYlMfic4ebWAe/1RDjdaWrcTKKHlOb3S3MpMiJnw4OETgj57okM/tQ7D0jN16t7pl7JuZwRZTFixBcGETbdY7BHXfEDXloTesJ0q+m8vSc5iiiiZ8eEyRcQcENnva410+opqajqcFOdOqVFfUjL79SMD8dMNv8ApcxZIUnUj3kZH9+lgjF5l2PZeSVc/Cw9cdEtdTCYIJaPxvrfAJ9AQupTT8nridNmLdu7VVcqchQ+Lg+kIXlpdIt6XetpUg30ZLRy8DAXzdEOZFVQwebZHm8RiLQ3ZBZVPFl8N5hEUA6by96k+X41VNwVNNDwczr83REyKPqycUeuk+YZ3dqZeBgxcIPCDr13emItSeVt26HrSTvwD4C8oS34vQGv3oeuQ2hS+T0w2/hLrg4CY+NPcXkj59sU2oSjlv8AaGVZFI5/fIXen044Ufs7ySWlfIPWW3ScS9fPm/euD3/AkXXf0Bfffdr+KIq7ozdRVxaA9fUrTTdWUSpsoZuvw8K6pg1Df0BGyqOjLQLQEE5tN5xL2rRTC4aoIOjGMlwrwMYoAF48998NbbtScwbspPPF83N+w3x+SVVQmtNTVeGsLwuv1YChExh3FCHJqYLsglqVcvI9+/oe7qR+YquKMOIKMqdHZyJRvtzLcenK3yDVLI6P+N+u2MmV6Q3etl2/FZeL9kYzdGFZRNLuKwqeWU4w769U+AXEF/vBHS091I5dxK7on7uW3VQVhZU209w7zcs2Qt4XBNqNr2w89nNMy/ulCbN1nKrZTlrkw7egoiI3fXXHbZLRMvo+kWLFBvlJNm5U0/QWN7IUdIevtHcZXJ4cNHobTzqXlFc0/e7cHjE51hpTKTslX35ja1A39RVdH4rLw5fsLvkiHO6NpGXzhkrPHGUkkkobGdTxYmXPDN5fTDld+472nw1lMJfk1BFTO683R3bg9c0dTMwypeyUNnnJ67d9fl6odG1tk7PqExnlsu7RHIN9WFqzeT5sqpL1vizuvohnZlWkwcL5+kKqq+Oc8ZEnpScVggqug4SaypuplrulOFxl1+WQoazn133XgAAIXiF4Xq2V2CBOEHwyGqEkncqZleHI+amSK4xjdlomTE44+cAELh2XhCXKhS6T+G4ss3PQzt52ITCKfVqp+MSTNPL+Bn0NOJh2pKaA4VzWyhnHL8Qv/wD0LCIVcTBw9VXX7qacJTwecojhEuy+/VChpx84s/nXa5U0v0HL8phwqpnLrLiDVcYg+jVsENXVPrL9IWVfSGYac0U73lnJmkKPgiURAfe1dEQbK4rEt110yJK9Uq5H6l8BZnCkyoTSGCM1I0NPMreATJZTJ5xm6Q40FXy/KL7US7b/ADD6Ixzt5fn6C3cLZSfe+By/ZDfdt6IkLYXub29USx0+rTObJesI4MJvTeOuNdW25lmFLrKvmDhV8lwsvwcHRfcF4w1RjOk9rVDN/vJ3Fy94blh6e62Tmwy9TDZ0zOG8nQfMV/XG+WoQ/hlE13o8/njoq+n5w4XYzWQt1e6W6eYfg4VcGrFzBjC4AH0dMds0ouoJevnuHCSqSnF8RiN+bs1QvKTmWj0wrKn7fimzhPAdTg7fkjdIqCYSkzoSiVmPX5B7HgKntnBmpNJFuP4/INYlNqopfKXft1UvZp8LAbaBRu2CPRCulFeSeoEdBm7dJX2fhR2WhG7IINtAzdEUUKmv4OMweNdr2c18NCqm4br+vJK/Bi10qaVSY2jicqhTK5S0U1/ZtnmT1DoVJZ63mCOnSjjUlPJw3M4buG6+Qu373xZPaht+mN9SlfTCTrpIOO9Kd8J4J4kjRBpe4ZKvqZbtOyCjfu50oQpjEKPrYGEOATpu28/Nc1rc5VJa2yUZuhbvjr8g2pdMVUXNjmyp5nvEPoId+ubK5e3nSr4ZxT8jSc8Zku3uEuvwk00wMYAHbrDDr1aoTU6spcS6mFaqkNUSqoZe3UKm6PLTmxNcVwcYU4FEAvEAvC/aF918a41cjPoQd8ubr16X3DXIo0phSrFmy9DLd1tvCHj6kp/2jK/Pwx3klrj/AO/GXDHQsXj+54lbpX3RHGSkd4x3kLL2/wDCM32nJjbEqZxkpIISdL+TPyjfJCfhaUJU0vk7JyxXk8vcuv4C6XdZWUYdQ33hccOfp27YZTkZGs5Izq87B/AeVtMhryJPwuOxmzrDQtOXbrOUnPF6Kucxiq7L7y6gIAXcq4LowlppS+d3Q4mGan4BMCqXtQNqEQ69Uaue1JOJgsqg/mCqqXiYzYT3e9q6rg80aiNDEA1956yT/wC0OX6obf4bPeT/ANwUr+sOJyJTL8rKxccphMbCPg4bsJA6rh88J9Zw4cfZDhVX6+8EdRTRzzXMP2YrbH5aRHSJj0j8xQ3chb6RoKC/8c/q6v8AfEjH1C0/UFMSzs84VY6EoopgTw8Mqh++YukwhcAbbg6LojTJXHdrbP70moVT6+iHfrycTjsWkg3cZSL3keLiRuD0a79n7YpmI4z70tlLK8up6/P4XF8wrKjtwX1PIzaFp16fGwbuavKfk71VBhT/ABWYop3UsbmNdyQu6OeNSnPuP+07TjPJkjbKOOIS7LN+NUUNyz+DhD06+u/ZHWtJZO39VeyH4tqflYvbAGsPeH5YnGTaaTlcSebrczuIJ9D7qs7JkSeliK3wGSw7HzhBzKn8vSSdqJ9yLpkw8IPBHqHWF8a6p6Z7H5T5u34pRum4weJjKAH+CpeX3umObTv2naQqqqn3zwfe/wCEL5hNJfUCMslS7fN7nUbkx4eGU5RASj9PSAQ2kSnoDiXG+HmXp/AdxoLNRZNtzur5H6/yLBqNW7aKflGgN83iyt8BMWLEG3Fqh16/ZT6X0ahKmTFVS5Dj8nhG6RuKGsbxHm6IxrMKaYUqxTErdJNs2DV4yhuYP29Yw0NplfVQ/mbl4hMFWYZhsHfcJSh4IGTA13pDXHkOpzncc4ivHsTaD7pKud+m7nz8B1pLC6nUMsW2zbO9z6mY18t0icSzT+xDtsrmKJ5LpHIUIYDXDeUREebFtHUMCDNwuslnhlq+w8Lm+ow40mmpZtJWz0s/RmKIpl44+o3J59QlEPOF8Jd4Zvn564Kq5eLh4y4dV0TdUp8ukmvtDNrn3TJRGVunX328hY4FXVKWpsi4fP62CgpubaA30J85S4zx+CU3Nyr9Q/FGgtHIugCS7dBUUlOL/NHoMG2N9NJSgjJs93KsrH46oZmEdYGuuHp54TD6YoMWXYw0wUTbL8gi1xil13crmG++7YA7IqlPL/c9oZ67v8DVDJK5HaG+upf4DeoFb944rNUxJ4z4eUJbg8/PrCE5T7tCl51p02pjRWrbOTxp8k94CHOPSN+q+NvOjLt1lFwYfY6ndWDg4TByVA1XB59nxRxqOn29TMu2+mnKvZBu3NpJGvBK7KJRC4eoTe8N+y8I65RVNkrs8hWVD3dM7nofK9j0vfeZH5C0yld0Lmkqnk4zJstKZSIZeFxkrey282rZiDz380Ki0J3J37FQJsu6cg8TMoCafBN+YXnEu24NerZqhmaVp2cdzIIZqs1cqZnEYjGxdV3QGqNmwt6o9vOlaOtDk7pskyU4C+QYxSG2DiLdjT6dQGC/xboslc9kFSpkpuq0sjeSjvKJOqi6GRHqrrpqOe4krNMp0hDMhdlKI9/TxPkI/VbSMwk66q/GuUvHJyTlHYYP2h/vuTvY9x/F1fgGiaM9svp+cU0pVEhqdJ9KpsmcUEXSPIzi3EwKBru4V+u+GtYTjsfRbqzmbUfL0pqm8Ngm5zlKbWbVwvDAQ1AAX3gIR2HB3tlKdCW0tJbRrQ790/cZFqVtbFpccoqmBGJMhL8dR5F38bH5+PLqI9kRb56v4sv6Qx8MnDtVbQMnl+avpCXFqGTUy+o3ALi59o+jzQiSylw4zexLfNy08xQ/kk8QBiHziN0dNoWPodYY27N7c76EXruFWquDZNNXs1W9NTP0Gok8wcSd7pyGbmp/1PiiQVhtJy+uK0YzXR1cpsoVR8gmQuIhQ14gvHZDN0i3cTDiEG+a7euCt0CIEKU3Ns1bRvuvia1k9hcnsvZJT2bTB32Zct+PHPMUqRTa8PN8fxbI5V7YceUShGRTEHt72SSbGarb9+4tfeJ/C9JkJjEaF91fKxl7rHqYdSsu1+YSXPlLd32Ql3GJrLk5JQL3sbx2D4oBt1w27iadmFk9O2p4cZycHgj43xxsp+tTbhP7Jc41OQci2IpvZdAxjhKpe5lqazdxmC4xcjlYgN5+bojy5X8eJrLd0NG3m3+m4/MdXo1PRTmCS6Zn0M+V94RFpDFvWFJTOlV5gqxavclPGgQPAVIoG2/VwAAenpiHdolns4s3maUqf8alMU1HDR0TvThEDBsN0hzhzD6BGatT0/fK3MrDvqeL22KGf7UZhUFMTOlK1b5iSTxN5Ll+CYzcw34zEOF914XAIX3ag6olfZ/idVFSpJrLZKMrp562LMXlzLoNOKMMN12OTkYvxE7j8Oh+Y3m4wspb6E5tGnzfuRTudrj5JC+N6R1XxkbqOWt286kc1b95UTMmpwzcoTai/XmAYcAN0BZvZvRcsoCUS925duUys8CZMJUjc/C5+m6GotzriTzCmJO+YOEVZhmGUQIpwvBDhdA3X3+kI7BWKiiQ40yxZWcrkf8AIoNChOw0LefuSkHYy/j7uEqFE6P6quJho2YmVPAufCXh69WoAvuC/V1dMKWkqHl7hkrNe+u01DN01seIuWJtRtt19xbvTDMzWtJg4RliE2l6TlXhKHPjMkbLxYCXmAcPMfm5+vW9diE0l84ZOpUg3ystQqmA62aX22K4OjZdFKn0ipNxFKNfFp4Wv531t0F+ptbhyZKUknLl159PK3xDgSOn85YEHD/LVboFDi/CuLyQ96G23QCLhxRejoN81JJwm7U9hwRDEPPdea7ohyqney6j2Sc1m8wSYpZmQhmcHhHKO3q17RjTVRJJvMJY2ncpl6s3aqJ8PQUc9RIptQ3pheCqBg59nOBgELhocWJKoVWZkyE929yvoR+om6pMizobsdLl8xW8j6iHjZv/ABj1z9GJebh+yvshOu3h+374mo3ae1AxLzfHDUzmyJxP3qXYLOSVUcIpnaronTVSTU6SmAB1dPnixaxag29DyWWSpBvlaMzUT+CZOPStHq0esx9sz6+BjzzVac7S5Gxc9D6kHDMjo7LI8nGppUvHvl/5SNlOFtHZKxqpdNG9P0w5nj9urlJ5jhTgdHshu6Ik1KyCPSnMI1b4FugG9D0IrQEhmGVMJtxZzoYjGST9HPFTzlST/wAYzVfDzz4eF6A29V/+59t0NVE4tgtVfVx2Qd6JpBm7EiGIxsJDCA3cwawuv/4x30XuSrbrR0NOdSlojKlO9nnl5VcPjBcQVfQIhENNxFTqSg1zHyQnxO3oWmotEOjPrbSpKOLnv+tiCUp55L6gphqhTWl5sl75L0yYUuGa/MIYQDHiHaIhfr288SGsyptefytsZhINFaznE3nGYThtcsggoYVRuE94GIJbtVw6teuNRINyVU1ATpsu+FEWqnc65EGx+Hj2XnHmA+AbrgALoeCTyCb0hJW2jN8xVRQ2Zk8kpT3YPTcTX544jivFFPlEaKW7mJR3Iz8d5Hu56kfkOt0OM8hlJvWzbtLW8D92gYHds0nKGFI01UUhl6uly5wZg6coJjhK1FK8uYa664DEJdi2YjeNEfbCqZqC0iu20jYZuiJ98OTEX37tQ+9Es90NJ6gmFJJ6PMFcrMMoflG4xQtwlEoDs4d3OFwQrdx3Y7L7P6f7Kv26XZV7xn/C/X70SELGTdEwaptaszlzJPXUzP4XFbrVDeOrdqaUeW1z9NA78hszb0/JWzFBukplp+txgv6b0fNQfN70lPHJ9QGHLUUjWu5xT7hfsU4cJZvt48+xZ86Y+p0u9zMT8WqvNdxWqRHm0Ow+XzBkq+lLhLjPE/R6ojvVNJzil2T6VTaX6Nl4VCHwcE9xrtd2sBuHn6onxO6bQcI56A5gcHkYSmP0X6rhhB1jTMnqD1LmEvSVRVTyzkWOGL5f98dGw5jV6JlZld5N/UrB+TCZ7f4Z96x/4EKKKk8vmMsmcjft/wCD6QmcmPFwNpdZRvuC8bgv2dQQ3FqFOt5O9bLoZqqT3vBznxGOUpAvv6NZwD0c2yJYTawdvT9WsaqkP2IyUKmvg8mJFAN7+OI9Wppt6gqd12B7pkklTNL0F0/DXAwZhh6MQgAh0gGrnjuOFq63Nn7eOu7Rlc78j3W8z0FNxFASmm7FxJbQjsXlv+RhoG0tcTBfIQh15DVi9DsVBXc9yy7LzE/4w/OW/CPSRFO4bh1ZigdEZ9ndnfZBdWVIfZblvmKf9nT1iHMPi37Nl3TcOXaRYvOG8sYyOUzBoqqkmZwugd0UqvGGxhjKphHGJLhG/XsDmiy1CvQZkwobi7J+nX6etxWIVFkxYypDZXV96fUxnMbO5hbwukvSWiKzBypxh3S+UUhsIjwzDf19OyF3Qe5AtOsvfdsNSzGVTOVzFMzR9K5UcXJXSJ7wEonHCF4AI6gKYbhMHhQtbDbLZhZ/RlKrt+N0iX6RMVCHKY2cuURHZzAOFMB6CB1xJWlpC2GQaQL/ADUnmLieDhIYNhh6BvDaAbBjjWNPaTLivnFpxp2HDa1zOxmW/luuWlxYabhmMwhEyRfPvtrvP71vvFR1odIOLP67nlHL5vqU8MmmdTlHRHhomHrFMSCPWMJ2Hz3XSLhxbPUE70BJNKYnKoRfhcamRIqYKE5ruB6OfWA3MYG2O94ennUqYxKXxKSRn521+I5nV4hwpq2i4SM7eXIc8PEZ/wBeqOEfTbI+RMiOMZBHTfJVQcN81X1s+M3A/N5+r9sdIFgIn9cEbIZS3b8e/mGV7AhDcDzmELvQF8alLS0NzbTj/wB2GG6Rb5/c7jNS8fzF1+bXePmuhbSiyWYOMpeppgrLMxPMyCNc9chdoYy4igQRDXhvEQ5wAdUYVKzCl6fnTGav26SrRsoVTl4lcQawMCeG4RAbhAogAdcPXISt+2FJ8/0ubySdfw0/BKUqmxQ5Q4QgAjwi336hip12tSYSbMkadN521tyK+l/j0Fyw9QYk5RrkGSteEjPTxO2tuWmgbeb2HVBJpMxqmUzBKeNXDc0wIggQyTlJMu3OIN5Q1awAhjCIX3dWwlkwk9oFPKyN/MNBdpqZiGPg5SmG45TdRtWvYAh1jE06NovWm9qyXotkpLiYMeBllVLgAFDAQNVwYLg849I3wTt3k/aPbRVErkKCjGVJvzOGJDkEhctQhTjl3+tgYwlC7UAAAc0VHDuI1YrkuQXD/FbLMlRW62t03GXxFgrFPYwu2l9lOZpfdUk/Lke/r15DDf2X1BL/AODqueV3shVUv6gxyllntUTBbu9xoyX8ogbF8kaOW1tMG+Vn5vw8XR06w9AwrZFac4z+PcJe0Uwl/rCAh74xcJJVhhs8tleNv8iBhKoklwu8aU9L/wCABQrjvEpmCWbwsw65zFx7OTwQAPjjDYSmcU/M+P76y4zgdRr+VcEK09UOG6OnIN1X3JUTwconPzcv0a+qMxGdN5wybTzR2vGONHJn4SlNwdZcQjqHaGuIZVQlpT+Om5K05bxYk0yAtaTYUZGnXna335iw09Vv5jMSTvvcmaNDKIpeKYSeH0m17YjdPa0qBu9crsHCqWkODcDAUxTeco+iHko+aA5pkPXUjplQWIfhcG/n+F8UNHalR7imFmy7DNVl71RTLx8IySgXXoj03bQHnDzDHHPZzGp8WsOQ5qCzbiIy00uZ+vzHZaQyxCfXHUnwL0v8eYxCVZUDhHiJelxvkFzJfLf8Uc3c6nFMzm9B+m9SyypnON+WZTUJ0+FcJ7r7rw/ZCcYGnH8Hb/np/t54W1OWXzebNk5a4c6MEwTvITk4FBLqMF/XdcPRq546DWX6VTzUiSlJI3W1O/jv0sW63XUTTxMMfiKDitajcVbTcqcFXVzSJmIQh/XSgBQOUesLgC/pC/wtWjnzhBtmrvm7pME0zJqEwYiql5ryiICAgOu/6Y7LOXbBtJ0qeyQcupeFygEWLiQWEAA5Tl2hwgNrjbHn8nn05dUtM1lQdM0DCjwC8NEg67rw5r744w+32Ka4htr8MjP/ANb6CDQtMVWUk90N+eZaQukvpHfOLXQwG+jXf78bek5evJ+ySDHvWAynsSYRu1F6DbBDzdEaZ1Kagk9QXMV0nySnGMTqYi4y9d3JOGwQv69d4Ru3lRVhL0W0jYN2irtyoXgKIEKgQxzAGEnhKHETdN2vWIReYFLdqbRlFcRYyLRSreWltTLp1GanVW4bG0Uk1J8C+/jbxGVI7WP3J7QZQ+lNLqzx25U4bVAmJU5R8TbHB3Scv3UG6CqCo6mo+a0rL5dKyvFJZk4HLowagMOr3xDmCFNRozGxi1pjUdaUgkjMXKeWgvpRlUlS4Qx3a8KR9Wq68NUPVuuLTqfoei5ZaNSU3l/bW2cJpsSEOUxnDdTvyZygN+AS6/ej0ThSrvOQTpzKTKUTZJNZ66nuPeZGWluu+5EPOeM0OO1RNQePO0o7kXgVtOR/fMNnPqbCmKSYyrQFVGEpyztTk4RctMgpk4Pj3CO3aMNtUXYCYTNjNWLBVV3wk0CH9aLi1cENo8rhDs1xv6XthbV/T7ZGbS5Vj4hDnxJn6TAbVq88FSSPshK3Ojt/W8ziycLg+bWYOqPJ5HLo1SdhVDuLzqud+t9Llv366jt9JQmRBSs9x6l08N4b20SlfUVJ83ylGjbjFyEPyzCa7V6NUJmp1qfbsmyFFSfQWj3Co+z8PKJqIXEe8LrxOMZdTzhxJ5X3fpfY/LKmm1TJhKdTFfizA2E+P9mJZXQM4tQqBJefZqUkZeB60fhCGELh2ahC8Bv4A679cdqoilUyhdvnu5Y7Rmdz/UfIiK5Zjvr0IVytPR0zdg0jM6ov/UuZmetitp1MPRuZqLz5yxmr/jUk08aBE+9EKGsTagAt46wAOgb+cLlnbRaHLSTVWVvn6TVq2Pdx5yJFXW2jwjmC+7ZwQNdC5czqQWQWdOagQl3GppFQZI4OEbxdnJDVsDUABEZKj3R1PVM9TY2lUPJZ4075lqI8ekX2J7tQ8918cKpMCqe0WvO1ZuMt1lFyskyzFz0I9D8d2p7wz7aiKvtNiSlJZU5jsRn96BTUrPuzK6rEXDRLi9IJgPiKcvoEffjfSecBpqjFu472pxmDwTfXmhO0/OLF5gs2nlFuGjV23wt8tddVIyRVNQFEil5R5uSa4Ru1Ru5Y1YN3rlBd+kmrmZnIHkgN3MG3XG7EtPjxU5SjuNK5ktJp18rny15C3wKh25lSlKI/I7+ocSZkbTZDTFu+gH5pvT9N0NCtM0GC7lkgOWqmoZPJ8I5vrzQt3hH8peXSubZnA4bZchsKurk8ILhv1wnKilLefrJPUGCTfM1qLIH4OLFrMBtfOGsObV0hFVo8cknkPvJVu8PeHFOc7MeUtUqGkfy2T1Qy0F/T+aq94tN0gTCu3Nh8YNY3gI6h69l8aS0ixtxR9jvZxfunsbxiB+FiJefhfXqCF2wYOG+WsHFpn1kW9kGyN7XTl/UNlVUyMGCvGs1BAifCyliFv94QD4vPHT8E1WnMyOzzV5dStc9CPd/B+Yr2Moz6GVSIKS8ep/e/zLxEGXM87IMs9w3SbKp8Zj4JjK3a8OvWFwa+iHS3N9XN3Fd9inGboijfM4w/RdDDnK4z8hxxXlCKRtqSqSYUu97KyjNzdHUb8gpi4ufaAgPNs6o7guEy03dJZuhcvqORNVSRIcyKXl6nz+gdvdS2gduFW9ipS4ypVJe5yExl41QdptXnhL2UVZaBS80YsaZqB22014mnkH4SBLzXCbCOogjftLcPXGvbs28wyp4u3S4zlk8E6mu83R0bIXVn8p0iaKroS/jUk+AsTwei7mC4boga7UopUtxL7RKLoZFa/kfQTNPoMmTMQbbp/G9j/foJrVLMwXWliASdJVXhKZ2SGZmBsw6r+kYe2j5w3nEslr7vXc6ya/ikMBk7/R9IRH8avQcO207lTdJR1yzkPyS3kuG7rC8YcCg536gMW7BfSXaaa2lNiHKkZIpjFHEOPXcI3BeHQHXHMvZFPbhKVHJWU1EeZPiRlYy8dTLTkQlcU0ZS4iDNGVST3+d738N1guqtnEvboJIOJgklpPhnOXDhH5f2w1O6WtMYSex6ZyqQuFdKcp6OmuoiYqevz3GH0BGYvNnD+rUhyNOdKJ5bVFDhGzPDu5g6REesRhC7qSjKnf09JKdEWnZCavC3o4DGK3TLyjGMFwnHqALhHVrjr1RrimmHX0qJKUbzPl79PqK9BoMcnENyNVL3F19xX9dCEatyrueZfU9TNp5PZgq+lUmxKYDtcsrhfEJx8IbwAR98S9AxJe0e0HtXV7FSJuk50fvheSmgUPN0c/7YUFm9HS+zGk3D59MGstaJplITHhKVIoa+bVrG6/WPPrhgLSaVtVqB2qNm0/pGqJUriUe6c9VK5IbbyMRSXfH169Xlp6erGlcW9LdLYo0Tm0T1PW1rjoMU4jDyrJM2kWIiIjPX78QLWyv6oX9SZuknlqZeS6IYuE2K4DAYuu4R1X67rw2Xw5dM1G3qYrLTm+jqqETzsHjAA++AiGq+IuSqz21CXvdOrWiEZYqkpxbprNElUsPMbvhhOHUAmEOqHsohFw3QbLL90q5Zk8ZODiL7UdsSGIqRAitZYqiPxSZH8S0MWVkm5bGZKcvTkFDWVIaSk5QcbExKoTxTXbf+HVGO1mC7ZFNBAe98j0fIPmhSqzxjN0Bli6+jue9kI54JTc2o/N5hhBKrLyhbIfetqZZx5RfTFdi7R9vYu8txfUP4BbZJtvcSQuaotKYSai1Z1npaUCeWcnhFMH0xBd9aXay3qF1aMhJ525ppR4Zv2QQROZskoFw4TnAolLqOG27b1DD+V/aNV1LyzsrQtPyqbo55U5ihMUTGwJ+UAxDFEBABvHXsKMbyxLdEP7b0X1LsKPdy1q3ULgeoOgw4g6LwEbua4b9XRF+w805hqnLm9kS6hR94zURGkvK179N9xS6xEaYkpZQs0He5ePX3c9w1dnu6Ul840aRz5wkk7VTKpk5xTGw9dw6h54cczRvOFs9i40lJTwycopfp818JO0Pc/MKgBR8jT8vazD+Mpsss3pMiJDX/AJ0ISUVBOLH+IqXumXp+JmppdXCUOc3xwxlQ6ZW0dpoysrvNH7GJmnSH4hqSq2X+4jK337gpbe6tnND0KrKm7dJOYPU+Ix8UZU113KHp67oirucZE5q+oJuym4LJIqvE01szgmKoBRMO3nAC3Xdd8TaY23NqgQbaACU3l7nEguRYhTJcm8UzFEBEBAuvXqENYatcYFI0xZw+q0Z5KafSlOZiTwIcFLFhuxAXYA3AAag2ag2a5OkYkdw/SHqa9HNLh65iPmR8y0MviI6XSJFRmIqCuFF9C3HfeI71ZQ9rFn8zSXYS9JVKYuMxdfB45tRcQXCBADoENgdEM48riTzCdPprN6XWSS0w2Rok0M24OIcFxVCn2AAbOjmizYtMtpgjoU141L2fC4P7IhpuubP6XodBJ9IXCTV2qpl4EMJcV3hbL+qLbgPF8bEEsoEhr8UytmK5e+wrNeYcgoN5p26S5GRem8IB/br2HQSQb1BNXLVRungRPi7nKG0vPeJRJeAgN3m2RJTc9boSn7WJKrI27hWWzXLMmu1PhxFNzLELrxkHnAt+HWAhdcIwCdGnFQLcfmuVk0yp+1TDp5gDrHpjIop44o+tG3dGVyVMaZ+RwvGDnDqi/wBc9nFKq0TZF3Hd5HvsfiWlxXY+LprLmZZZm+m746iY9qlDOHSrmSVJT81bI8JwhMEGaq7Qhh15iKpQMAAa7hEvMUBuG8NkRCtUoBzZ/UOgi4SUavW6bxqshwimTOXm8wgN3VdFjO5ZqisJxUEzlc3m6szkraXlUwOiFMbMOcA5VwXgAX8rEOvbDT7q6n6WtllUzVbyhKSVfIXEx7HERIBSvW7cRAyKlwBfjImYSmu1GAAxa7hoWGsRS8O186JLSSm02JSknciMy0OxlcvHeRCXrERNchqkNJ7ySuR/T9uogZHICx8L3nP9a+u2NrLabnEw+x5fm+zOcqSRL/ZHEC39V9/VHfHHW205lKsOZNR3H1ZG0mryHQxlPZBZJBvMGma5UKmQmMxjHMJrguuC744canbOawcTTsHSXZWZzBTwGpDZWLnvx6hAOe8ACOqhrJ5g4nTZ8vOGiWhKFccQiquY5i8gvJKG3riyLc3WKyiymhlauny+bOpgGYuuuTDkJgAcEC3jddfd7bF1Xcpx9j9jDjGZlRLcVoSbbz/Yhe6Nh9TbO2mINGti11ES5NuFbVJghp1TSqn2q2XmcA5yqH85UiYPe+KHBoGwSfUwh2DfCiKrZxwLkTJkI3PeI4Sj0CBxDrEOeHkrS3JxJ11V10MqX48tBYnCUMb2uwQDaP7Y01MWnzdxOU113DSZMHGJM+XiKphEBuUwjqHWF3TqELo47KxVierRTVKJOz3kRcj8N/uuOl0miopv4jaCz266+ozHfZjTVZJxqSWYZQhzn8ETCYOF16giGu6bkc4cVapp7jNVUUM4wL8ol5cHANs14OrmiwVFshP5O5XbgGYnsJwTFMW7Vd0bYjtb3Z6EweNnzhgqo1UTNjwYcSSgeEW/X13efqjXgKvpgVUlOFl5eo21WKmrxFxT4hX8/YuJe9yHDdVL2/i/XnCOAJ8Tn/ymXD/VjZc3mFPKsWGalME8Txqiv4ZQLrKnqAQE3RrARu2bYaKSyHSJKq+/lDYPbAW+PUNOr7FQY2nQ7GOK1TDT9Ok7H9JlcvqMBlPJhJ1sjySnrZzFN6DBrhdEtCmEwkqUq0dpxbgzjGchiqnUEoAOPAA3jq5QFAekRhCgx7Md4ytLTT4ZD8HGUPC1xm0s1cOF9O0dXi/JxsnRYz6dotOpfMJpkyWw5sUKPKfyFnElo6r6AmaekN2r2SzDjEXLJbMKb2XTs/bG9qWk+2hnkGb6YxcYSHITDiQWDkqYf93jdMM5SqlQUfK2qHZF05STwp8M/fTB4IFHb1jqCF4wtgp+TvUkJvMMx164igfEVIv8p4482wA6L48tYpM5dSOo0ZGXyve5cx6EWudkS88ZbXnb7+I7J1S5ZDNJbSMvl+WjL0yrrEITEY6inhKH2ckA1iIAAiIQtHchp/QU7QpnNWrdrIkxXWyVSKAomnruDCPBHVdDSW91bT9T6DNH7h25aZeXktT8ViC8cQl2DqENcMoSvKPl8rcyNg3mHY97hz0FF+D8Wz0RaKJ7Mq5iumsVNpzU+LrqZ5rmZ3ufkfmKzU8Vx4a0xJjhoWRa6Gd779d2t/QcKWqyYORqqaoSdV8q9UNMDy9A44nCZzidQqfPjAo4ih0kuuG+6HdsxazeX5s8cVuqylT1uZuxarpqpKpGEwDxiQ6iCABdrHnEQEQ1ij6aeN8hJ9RTdo2SyyqKZZC4kvb893XGU9mDjTeznqf2QT4t0THxT1PxTpjcUBv8It3Tt1xZ6lh5lbj0N08qjt420LQyMtCO2hlc9dSD5yqvSmkPRSzI5+Xh9SMPUzK/AdCcd0q5hcCh+DwhKIkNq2X6wvDYEJmcPAXljmaMASfaE/y3zV139ph1AoS+4bhEQEDhfdeAahG+OdDWpS/soxfTeXpMUsvLXy3WJJJMt468fR1X+DrhJVQWcS9lKK/fuEm0kcuPVVqRYuJVRPaUShrG+4AwjqxbOmKfQMJVB6oqjqTky2Mj5GdzuRWvqdtLW1sNc6tpZbzH4X+z6bxwnNo8/tAtUY0bWkwRUl8ueaOmtjwZpTl4GM3WAgA822Hitfoyy6sKfSCQ2btGwyVPM7IJkMVPget814Dz3xHG36tqArB7T01oSXu2Kyrcqbpc5MJjmC7hah6w1+eHSlUlt3qCxftq7aOyUvlzfTF5eflaMmcgnLiu8TVdfHoZ2iTG2Ij0d3YLdshaS3maTsZ35a3uY5sdSjKW6mQjaE1dSTPcWYrkVuelrF5hFEpG1D1Mnj+j5hLJI5UTTTdZBipEQEwAHNwAu8wXRJpGzJ/L5KmvKX7pVVmnmcYfFjKBfGhz6d3RFg9cWV9lX9Typs07H5bqXrnKVVI2C4U8O2/oiL1O1xukKos4m76yzse5pRPMbpuneHSUk8Yk4N+0AAt9/QMRWIsBQ6mgkvoJpCbkaj0137+tiMZpmN5hkaT1PTQum7d7huK8peX1tTr6lWLhJirOUk8BMBcOYU2PgdA/TCsoksgpeWXBL0WqTNMqaDMl2YuZFK4SkLtHZrMPyjCFZrN+zUolTiYKpO8szhqTwjlEwJkxfmAJoSZJ44cWzzdbsgq5Sxmb4OEYqRSGuwh0ahH0jHnB+mVGpQlUxTxqYaSpwi/8rfEivf3DpGxZeXtLd9dkmfOxa2+9Q4NqlcuJvZ2o9moJZjx3xCPgpplDm9/bENp6j2Qmjn839EIllalTbit6fSYykfVBlh7l8FwYdYlDoOOu7mHZtiLCjjR5o6X0f+EG8DkcK4Nsdl9gao9PiSHIv5mt09NSt7yIVTF8dtxtqIosqL3+f8Dsol04l60zQ9d0MymA/sDXxOilZY4mKstrBgg1V0lgVTwfDIF5gv577h1ejbEPZE4cTB7kd94syeDwT3l5+aJc2YTBw4pJqxcN8p0mzL3vgl16hLt5rw9EWD2mTafiVDMWegkuHfceu7TkXjb3DVh2kv0lt1TK8zaupdfUaibGmC84Uerv1e+Gwe1xai+cNkdAp6PxCAcVlmx+2xBCwnhQm8yTBhKVXmBPuoiJB4ZdhTaucOmNejQ84cLpd0NUuLUU4axSmIUDE8EbukI4QzhyTGkGwyg1JLmRaH989+o6CxUY6Wk7WyPMI5ymDAeI70p4cZzCeuJeLcAcLJZhMvHyjYevpw83VeELGUWdOJg9UZP5uwSy8PAx4jq+0+mNNWtGBTz1Ni34zLT7yQ5TGSKOvh+fXrGGNUw1LYaVINk8l9+mnpcz+AdJq8CY72NR3VYNdVlg1H1A9Tnki0RSXveMUbEa4VEjDrEqN1w3G8EuILr7gv1BDc1VYZJ5fK76acJOXfGOMl2sbTMshhDCmUODl3gpfcAXjdyhARiQDYGC8smwLr6Mo2bqaycxb7ymv1XHJfcHoHmhsXNeN3E0kbGe3qz+Qqd3PMnCXRCX4yqXCAHOA3jeAawEbxEYeUCt1pxWzadNSUcvCxmV+vQ/QVaZToTLhpdQXnoGqo+TzBwj2Dbt0s3vnH4eAUTAAbdnNeMPNQtL9h83PmGlK97PgxZRCgbkkL5+fnhA05Lafl80baBOJq+Wepmb4FGpUi6/B1nNsu5gHZD2U9L3HeG7dXvfD8Lq19IxYcQS3575JZ0QrwMtee/XxE1QoiI0YlucSfH3bvcFCzauJRLNNQBLK72cno+oRtKbQcLvFFyP1W00cIY0Vg5JNggmPUIRvXdI/wDNhXR9LV5Pgex1823bqjeyigUJPT3ZxfjVk2azgh1OrBdshrPwXIt2uCrZLSnNfxL/AAIybXoq0KSpXeM7fLeNxZo8p+TSyZP5h3NOmfHucfKOXmKmboERuEA2iPWFyUM6fVhP1ajn7jRw4zw+A2RDVhC/UFwBt84wn3z4XBkkH2oFMWA/hJmAt+IPTruhPuZ05nEtUp3SNHaKJlUx+EY2MOX1a+TzdcU6uV+sV2mogLLIhFjWZc7norz8Oo0xqMTby5BH318/7U8yL9vQaXdYTwJvSclZSiYKtpXeooJOTm4RuAw9IdAemK/k7SrQKfqBWaymcO2KrZwbIO14rKKBuTiDWPp2xKzdOzeYNpnT9L97SQQKTH4Ji36zB0hEUaelbeYcRN5gklme2MbXHT/ZbT4sKi5pKCcQd9DK+hmYi60w6hDUWKs079SPf5+8LpDdgWriKSEwbyWZX98XPLylXMXn5AlAR84axibFlbgZwipNSzdqLBNNNwhgbFxKpnJzbLtQa774r7Ts5l/bC2Qb1B3xTMIddrhSwhrHhAY3xgHnCJKWX2uN6Y9Qpu30ZVvhTUx+AXV6Nt1wh1Q39oOHYEuMn+htElVrmRFbTyMvQPMPOT0sus1BfQk3sfn8A/D5+g+VcAuAKeIc6JcRujZdDe2gNeITfN3Cqat+jrkx+Ccuo2IejaF/UGwAhWsFgm7M72RuUlUiExnJ4peou0Q182vz7Ya2rZpMHEzUB+wy2veyEzhSxm8bXeP/ABHqu5ZRYi0yLf27y/gX1sm0p7o0tKVBMKPqHsHUvdyM24si/BylS4tSeLnOHMYwAIDq2DfD52OU9SFnOkySVN0myTlQzhA5OCXCfXhAvNd4vNs13AItnSlCBU7JJFww0lXhYPCMT6Oodvvx2WhsqnpeSTN+wcO3KrJuiomfAbMO4JcCnBG6/FrvD0xNz1NVZzsLbmU12JRcjO9iPwEXPiMrbVtv0kZl1ISgO64nP0dVX2n/ABiE266tWbzBB9QEhl6XdOXpZ+CYyRSHzMshuYREoCIhzBd0x9a7sbsfST5Bxmtpqknl5PCLjN6YizLasmFYVc+YuJe7fKz9TwD8akYDX4iGu5gvvAQ1h78W3A3s3fosh2pTi0bsaeh21v6bxzmbVW86YjK9F6GZfL1EgtzQym605bOGMwzJepKzIO0cfCMtfcQxi7Lw2AO0AEwc4xINCTLsEEkQHjU/E8H/AH7IT1k9n7CgKRbMUG6WaqnmKE5WA3X7/mhUu17kckV1E1VPD8XzRTsT1YqpU1uM8O7ztf8AcdWw/GVEiJTz5jetamXl7LPm2amr62Tyvm5v+MQO3SlWOKortz6oaSk28TkkNiEBKHTybr+fbEzpg/Qm7dvI30341VMvrPCIoXXnE17Q16r9YaobB7uV6fFfPf8AcyqiiaaC8qJlcITaszovv1YS36huNq1T3s/rFMw5LOVM7quVi3/fgKli+jvVFnZs21P7sIiSafTBuglSr9u07H5mYcijUhVSGMYBxZgACmroEdnmCEXMy9j50kv/AChf95fQOqHityszcWbTptNZQ3l/YWY5jdi6lzoy6WYnqG8xxEcwSCAjfz3iF+2GuqSnZg3ZSh84bq+qKZnBD+xxiT5SDHpWnToktgpjCis589b+umo4xMjSGFKiuJupHy0t6CxXcU1BL5gDFBfixeMFmintuLUTMPRyFi39YRsN0NZPNmD2obQ5RxqyUgcSxkn4OYoXCCg9FwmxCI6huDYIa4wWaTqYUvRbGasJgq2dslMxNchzFMW41/1CJS2d7phrULFs3qVdJJVXi03J8OWZQNRk1L9l+0B2XDcPX5vxvRqlRcQrrdO76FcSfW5+/wCBDolAd7THJCt9rGX1FcydM9h10pVNm+VME8Oe1wHxcq7hX6rrtd3OA+eF8tT7eT5U1qXNTaKcYxa8pVwXDzF1XJhzmG4L9QX67pn2sWBSarkQralZSkms3xY22DFoqghyiFDWZE1+sng67roj7ZZYtUFq9dTdetc1slTrhFu6x8IyqhzcBMmq4Uyl4eq4LhIF1xtVyjY9i1iGqa4vIlsu+XO56WL10v4jLdGbp9ij6qUdk3Ldbfm+ZcjDk7mCzKf1et2xuJPozUeMaZ5zKmOpszMR+CAAF4Bwb8Q6g4MS3tFZMJfSjOkBq5hLXZEy9/wlzbrx16huATc91+oIKLl8modlLyrZSSYGKmybk8I2oPiC4OqIWbpufz/tsnU1K/zHSi+Wnj4RUi4rguKOrUAXXbI4ejtGPa/orI2nVOl/At/xE5mWs861Hs2ivexXM/kNzaLZ3uhZj3dL6PpudogploaFNjYl0fGAyioX3c5BKMdVGUpVFPrJIv5erKFcwuYiusCuLpuKAiIc+0A8wQyVKW/WoUPmoMKg7kU5bV0iRdA/5ghcHnC4Yday63qcVxOVJVPm8qYraOoo1Og2MXNWDweGY2u68QDq9/pdSotZhwVJU20bSeacxHbxIzMhtpFejSpJJWs8x6ERkJHSCa9r6F2juspPFwyeD5urqjWWhsO3CTdk6bfpKaOpwyckxb9uMg+baF+3nuuHfKTFCUUgzmb+apKqTRMq6CSLcPJYxKIiOsbtY6ghDTuft5eg2WYS9JzpCZlHREOLUywu4whb8KlwazE5w2iF98cogsOKlbVCe9ffyPrvsLE0W2Vtkf5DNupT2PnSWnt/4QXS0cBss5fGw82q+4xYjNbFRM4svrRyx43se9UM4YreCYvOXVsENQ3BzHCJZVZI5hMFlAkT/K0bjGp1+EVVse4cvCfb5h1ax6o6ZjS8gt2oVzR79vo0wlSfcqymHNbqBeIc4CHPhAdQhiIN1+KOy4cxEdIeQ+93mlaLLoXJX35CDxRQVVaKome64nVJ/MvvzEGEVm+fnv26qvlCY+X+dHad1MJgvkaQqkl5AnBSJzBwQ27do644TuSzCn50+kc2b5TqXODN1ycLlB0XhsHaA84CEYrZw4br9z/W+O+IJt5G1a73QcBNbrK9k53ddeomHXNqUwl7LTny+ZNXv2KTB3pPxgLzBzAHOPvw1UimmjrqrrzhXNUUzFDr8rEBb+bo/YMJCpKucVBM3M1cZWUpxaBMHITDkF979sdbCZaOjx7dLjMSnI8Ivp9A9Qxzyn4Ybgxdnl7yt/7eg6FUMXKmTdohXcTu/f1DzSOfdmJK+kfZhF9mYlEOHwsQbODtCEAdbvsJWRzhxJ5mlNUPKetwt6nbt89KasPsSY8YT2BucsdbwE2zT0rhf3al9RRcQ1N2pOE8rl6jKpuoHEv4hCYKtlfWDpnwmJi8HF0Dzhsjc9vE4/hGVm/iSl+S4PihvO6O/t/W/wCpfsjdtnnZBDP9dT5fs/ZR0NulUuoOf7ppKldTL4CERVqhCTljumSfAw5rGrm7hk2yJfL9LT8BfFh5hAwFvANvMI80J6aTBxOFlV59OO+KZinHFVxm9qTUHRcGyPsiTb9rz6a+utkzJ4PHxluJd5hvHzBCYiHo2G4LUmScRNsh2vvMj3mRGe4tx7jEzVK7KdZYKT3sxXtytuIztz3hz5PS/bROqeYt2+bmN03GDxEB2Xm6TCBA/Pjc2iVVbBZes+s5XnDuWNJs30hdqTkuEzmHYbmJd0dcZVQzJvQ8lYrsOKd9h5X4fLXI3AAKH54CI+YeiGpqqsqoriZpTyrZwrM3abcrch1/ATJsKHMABEBgyM9XJqqg6n8Bu6UEfMzO5n8bfEP8SSW4ERMVP5q7Gq3IrWIg4lhu5tqi3iWVC+pmcS9j2BTzMhflKmEojq6Nm2H0sDklcWX2ZPW9dzBVtKpi4zGkoJhzTXa8OLmxjwrthS6x1mAAR25Cs5nLdB9a1PZhMJZIE8TNoyQWMl2XW14sXjplG8Lh1GNfzFMAuRX9dy6npKraLXTcXyyqmiSeUkPhTVVDXhxeTLtMa68w+eOR+2LH0ut1FeDaH30qUSVGku9n/wCmk+v9yuRadRIYOoiIzf8AWJvdSkvs/wBveNPS9I1BVFo7asH7fKaJqFcLrYMKSSKesCkv5gAAD0Q0rG1Kn+yczqqmXGgqvVFNKZO0MRT4ziIGTU2DftABuMHQN1466sN1TafV8kfUoHY+WNHqeWfQSGT4k196fmENQjfsvhB0dSswqDiEG/cmZwz+D6Id4d9mj1Gpr1Sxa6TViSlKUKuRIK9yVcrGar2Ii3W3iYLFr82ooj0dGe973I9/I+pW9wmRZ9UDCuJKlNZeOYrllTUzODwg2f1i/EYOaERPbGZfXFaK1HpGgouVDKTVsQnGlWDlmL0Yto9A4h6AjqsvedqDLsG3QVU4zMQyMRVOgSh7DYN46g169cPdIqrkzlu9QfP2rhVdEyC2RdiKUdWsdt/WUbo83TJ0zCdWkO0JRk2ozJJ88pn5W+VraDpMmM47HScpslK03cj5+ga2gqZpjsy5XYSdJs14WioH4WAuwhh267tfn6YdenZTNpAiqg+Qzc85dG4eHMuKN6gdAawD09URxshqe0+sbVJZRsqf9iA0hZR21lyBU8DZHbjON5z37LzGHXEoZzTVTtUeyk9XVUVTUywPg70n4w+fVf5w6Yu1RwJiCn1RiXOcJSFESjMjNRkRalqZc+djMhDN4hiVAlsR+6lJ2sehmZdCCwsXSvZzJdcEs3S8g/hcEhQu5+u+N3V9O6Q9art++6G54aZzF8NHoHrhoqWrmYUvUCj5u4SU0j7KZLcFNxd4QG2X9A/TD1yKsJPVCKU1Q7my2bvPIfDiJwkdhg1D1CEdFoM2LLjKp7mi0338yvvI/nuMVbEMSdCm9vQXcVbdy8D+nIIhvRbiX862leG5IQ+I3OJRNz+96Ywp1SM4cI9wS/ik8Xhkw9fBAt5xu6bxh2ZLKeIVXf8AFJKKcjxC815ufzjHVUMncN2WnSiYcbwfDxF1muDbzXm2bIeLorZR+6R5enP4ho1iBZSspGWbqe74CJb2zSfTZaZMZGZVJFXEm9z0TFTKnjARvONwFvwAAiYdl+qGg/czqCX6cvNm6szVcuOHkd6OUuwom1ahHWIBdfq13XgM+5NZ9J6gkunP9KbdkVCvDoprcExja9ZRvv1jf1xuW9D0vL8rudLi+QTAQpfggABEFDwi4j8s8qV6mZbz/blfyErNxbHU7meLMpOluX88/AQtoCyGcN11aqnzdJJXgt2qPhYh+uyH1kFN9r7LPcS/7J7wcnh4Nm3nx3/FG+qx44q+rW1OyFvmpNlOX4OZrvMPUULx9+HTlFMt5ei2Q77lp5ftC4bi3Q/ptHZkSF5OBrukfU+YbVLEclhhBL3uamXQuQ0NCyVu5QTmr/jcvCogQ/rV/hYemExaI97X5Z2nNwS4zMxn8k1xlOS/3gLd9IQ4dRTqX0fK1Qb5STtTEoQhz8EpfGP0AG27/fEcp9M3FYLuRRcZTDHmPX658OYbmMPV0F+oVP2gYtZgp/o8Q7u2ss/7Eny8VK5F0DXDsFUuQcx38sjuV+pbj+95jQLvOzD1VBD+DM3ShPbZQh9EI5nNm8vmbZBw4ys3i/8AjCjqurqIs/pl8+QmAOXThPR8ZyYSlKO26/p2RDypLaKoqioUkJD5TM9kQuLVwtogHXftuiv0bDsqqwX3lNbJpdklnIyOyS4teV9NbXsLinEsaPM7OV1actd5npb1Eqq6oJtaBTz2RzfKSzc7Qph4TVU5LiKea/gGLzhdzgAhCunbMa4mFXK0cwk6vZVs4Ubro8kqWDUcx1NgEDxtg6rtoROWh5khUFJtRmrhUdIb8YsTlJG2a9d94GD06h64zqhphjKKBn9UA9YAqmzK3XejhbF0cOAJ1FTCAABSj07PahFVoGLJWGjcpuXNmVZPQjva/l1LQStQix31pcdPL/IjbQ9ibhwzczufZXY9mnw+VysQbOf/AHbYwrdKLk8uZ0jO5FxXZpNaWLkwYeMQMkYhg9CoB+YEOzZlbdYk3eJ0qtV4Os1TLvaszqNjX6sOaYCgfzlC7rhst05Wspm9fyenKGEE5NTCZsF3CzXCxgOobXt1ETL6IstJmVmVXyRLbUhJEo9SMiy5TLn42GqXIjLZ2UbvJuWpfv1DRz22aoKXW7TmDhLJbJ8ec/KIsO24wDeFwavfjlQDyoLQKnYse3B1lKKcNFR1/rCXYPWMam2mg5xL5m5r9hL9Jp+bKFUUdIcIrJc+1Na7kXjyTDqEBANuqENTE0cS973A40ZX1s/vdG2/ZzR2SPRKfUaSbsFJJcMtTsR97nfxIxSX65Ng1Q2Jl9mR6FqWnL4Czyhk0JfJkmIINXKSf8twvTePyBGfOGqGSq9XBLM8ijwUyl9Osw/FEO7P90ZMKfepSOrXGaknh4fhE4IcrbsiVVGV9R9UMkl24pK5nh/XZHm7EuDqlRHu0rTmSfMtxi9xKrHnObRlXe5lz+YbK0Lc00/ahLHr1BukxmOZy0yYce0dcNhYbuZ5hZvWjmo6t+y2+LQfkA3yxMFuWcZXqEgkoopiOdY5y4UuYNXOMdzWh1zK582fpuHanh4BN8saWvaBVYcBdNfd7itC5mRfsGblJpip/b3u7zsXX6BKIy9xMEf/AL4S9oM4l9DyXs4/ys1PkEx8v67Iek7KXydkquvlZKafDPyffiv7dD2zN6gq5zKmEvzZU2UMmThnw/FtjZgOhSMVz7IL8NOp/sHlQxY1BTxZegkDQVSdvEsVniDho+0fjECIXFV1GATonT8AbgEuLYIX6x1DCntAfuKHQkdRSKcJJg3xKOiLo4k1WgmuAqhOUIFESAAhcOsRAQvCIS0ZVjiYTpt2Iby/uZPLUIpiLgKQojwLzX7b+EGvp2wsq9tU0ikW0qf1AklME0zMyINXWkmSbCYVFDLKbCHMc+ou0cBQuuvjoMz2evtVNtDfAe9NtxGRl/N7WEO5iNuSxtlqK3wP7MYNvlX0vU9CKt6Sl6ycvc1O2eS4inKwkaOir3ax1Y1EwDnuEt+uGrpuoHHYVtTmj6TlPFlEMfgJ4UxEvmxjf5zj0xwm8+cTjNmuj6NL5cno8uQ8Qw+EPjnHlmHqu2AEbCgJLo9PKzxf+GuDJkP4iKdwrGDziBAv6QEI64zTWqPSExFf3aXO53Px6kW/1FDKWudUu0J6a+RW+Z7g4s7M3l9MZCHFcWn8ISAI+8I3Qk5DUXqK+/7MoXGTxL9WLzc0Z9cPtHp9JBfvqmJRT2w64bmnppo80VQ772RbqM8CZMRj47sFxQ1iOYUmoI2TaYhUUiXqabfDeI+LVVpmqWjQlGfx3CY+5QtLn7ljULFw/dKtGyjZNAihxwpGwLCfB0bC6tmyHQnVosnp+jU7RnDBVR0ooXG2a8HSlANcQx7tgBeN4gGwfeayiqFmFh9j6q82+6Cc5mBHwirqFAh/QmkUCiOzGc10fK3b1A5sapJwg3VUSTXdJuj8rghlYDdV4gMedqnToNSq6n2bbJayTppeyTv6GZb+viOuUtS0xU7bjtr+3uD8SmcvandNq1FcVFEGhjkbJ8nCAiAZYei+7bELrWZtMJw9fPl1++TAvL9qcR/ZEkLF6jXnNJaAh9sGWHMJycV113vgAbOcYRW6csq0iV9u8ob5arZc3ZVBP11M9wEc4ekB4CnSIgPjDCcKLj0etqiyNL91PhzIvXkYd1Vu8Q0s+7w+zEekaTl84ZfbhJJX+TRMbH8YR305SriXsnM1YTDN0ZTL4shiqpdJhKPMAiAXlEdvNCjpGzesJxJezjeX5Uv0grdNZTg41OcpL9twBrHYEPfTNkcnphaW9tfGrPMWYTAY3FjeA4ua+4bo6BVsSs04jYN3N/2lY928hEwKM2+aZGTKrrqEBZ7a24bsmtD1pMFXLBRxpEumGDEoyUxDdi6SCcTiA815gHUICR4ajYz6UN277QGszTUxHarJ4uBtDEBijq5WwwdO2I1VFT7ekKtqSVrr5rSlXbpoc/jppnMBfSN3xwlD23VROFu6JhoOZyztTmLj5gMJdZREAAAvu5oZP4UVWHUyYBElO9XjfUrW3XLfb6mNzeImaWhLclXFuL56+fUSEMVwOjC44p2nh4ecXk6uDh26tl4j0bdcKCUUhONNczxCXqtpfluG6508XdRsHAKGq+7MFMQENVwD0RH6UP6gcStSo16odKtE1Ct1NFWLpOI99xiJgBRG7CI3hf1wkBmc4bzTsr20VAqqnyMtY5XJy+KKqnIDpuAYwjCrz2dBOkm2m4z9OVvoHUnFCW0oUlG/xLd1GZunadbOKuYvm4ZU6UlienI+VMQwgXrBQSXah2gAbNV7FRK6mK6mFYI9g60l7R9JFUypqEdIYtFL5Qip7zifrvvEfREdp9L5fMHrnR+KVTcGTTOp/CC4riYzcx7ruFsHn6Y6fhOc6wx2CQWrRFre5W1+7cupjmuK6czIe7eyf5pnpuvu+Pz6dXTtUsk7HyX90aiuNlWWVR81JhNot/rhNWtIR1ex54aNJ9xyS/k/AwFL+yNnQ26gtBoWVqyRnL5PMGSuxKYN1FCkKJcJihcoXgmDUIDeAw38yrR7MHzl6SXsWwLKGUBFEh8CQCa/CXEYTXBsC8RHrh5RGZ8dC486yiLhVfUy8fEuog66/AkuJlU/uqVxJ5Efh4BZLuO9d0K+F4Beq7r+oQvqKnEvnDJWlX8wV4z7FOoQhcCntroYcKumAfwZr8Afpj6jWU3brAshlAJNnBH6Yn2VGwpK2lWMhA3M+Ig+rhi4p9ZyhN+9fY50MZcRyjrxBcA3CFwGAR5w59kZkhp/sgvnsJxmop8ZyC8UX+U13k6MQAYvWENBM7ZqnnCLZB/L5UZVqnlEXBA+YYvim4dw+9HRL7Xamk6qTiVN2DV0n/CUyHzbvFxYtQdIBt574n36ytcfMyvK78PvxGxhLKXi2ibo+IkOBXGdoKDjisv2JSn4V2ILwARvvjscSPtfepIOHGku+DgQTw4cXszXX6vFDo2w0Q7pypQepP06GpFFymmVMFE2zkt+zhYc+4BG6+8ADqujWP8AdEVpMHArrSiSkU9gisH/AJkKpmKJJGluSnKm3et+o/T49Q8mMQFJzNmZqvpctxB+qqm3ZiVtkOyCvqSoZv4PGlPeJlNnMe8PMJekYybIrNZhaxaDKKHYOFUknCmY7XwF7naE1qKbNt2oPZCWI1fuz1Ldf2Plf+KU/twu7Kd2RaVY+5nD6mqfpdZ1OWmhqLPGzg50k8V45eFYoBeOERvv5IQ8q1eap+H3oeHtJBkeS+hEpW8/QzMxF7NU6cl+dw6X8i3fCxCelp1WtphVEts6oruGn6ZwS9iihycReAJveDCA9Qj4Qw0W6rnDjt0llHN3CuiSGVop4OD3xQuYc3nG8A9ERml27EtJl807LIyCnFFczMuO3cCW8P8Avr409e7p+u7QKoc1VN5RIUHTnLxkaorAmGAgEC7EqYdgdMcjwHhtGHK8xUJpEbbaFa7zN1VrqPxPXXxF0r9ZjzaV2KGZkdy8NCEgrKrO5xaA9cruHCqUkZYdOdcH0Jk1azj0c20et8H7ql6PZJSpg3SVVT4sjUnekvZHNtOMQvlW7TtKk0kY03LKcpRswl4GEE02zgM5Q21VQc+85ufo1AF12qNKG6ttCByL08nkSip/DURWMP62FYwiVbGdVU9JVkiI4GyPf4qPqe8/cQlcMVukYbhEhJmp4+JVvgXgJT1paFOG/cMocJJzBz9lH4JcovMUPojRyyqKgl/HoOFfZ+Fj+m+Ipq271e4WUcLNpWKit+M+Spz/AJ8cgt6rDOSW7Hyq9LkBlq4Q/wDEi2w6Dh6DTkxSbJSt5mad52+XToIiVjGfJmKfzGSeREe4v36icNlVuEvsftB7cX7fuudcW7Ip4CY3X3G6x4UWHUpV1L2kSVtPJS40lo5w4MHKSMJdfyawHVHn1nNqlWz97p0xcJqq8w8Pg/1oc+yndt23WOqgNJOpUqlzoPkFVUjecoKFhrsrtE0r7LkXoIOTPN6Sp9BZbi5yf2DSecL6dKHGgq+JgxJ/BvASeYBEOqNB+5bVFLvUtHcNHOY3U72cyRuWkHK2DtDUIxXaXfh90yX/ANxrMP8ANb/9j2OtXfgN0suqmuah7Nb00zJhdLZhsExR/jvsC/HEP/pyClRutoyq8PuwlkYrqSUE04vMnx+7i1WQ1FVEvR0F/J3auX+cbD7YNQ++MFTz71Fcrt5e7bZeFThk5fCDwdnva4qob773ulkHaj0tG2bCKhMsSnlj4SXebTI5TLffN0dN2ajB3QtmWUrhxgEsmHMID/HeqHq4zpRzbTvsdr/AR5TWu0k9l5le3xFskieThxK2Ojt0myKbcqaeefDwQ1cm7oAI+TVHR2SukTDSXblM2AifJJ0qdYAHovuDniphHfed0s3RyC0jZzdr19jHuLlX8oHl/VH1bfdN0Y5ZLMu0CzBJJxhzjkl8wxqFDwTGF6Ijfs6YWbL2x2ZdBr27G22h9RbNZnSOgJKTxdDjXnePYp85vzhC/wAwB0wpJ1U0npgOPcaTMFVOAiTwjfQHT5xinx5vxG6eco5CNH2atS/yErel+V4MJBpvmtvreZOJs4p+i3TtZMyYHXZuzZV/hEDSQAB89/ywzkxJMKmrZpxEbtjy30LMfM/n8Al6X2yXtJHD9OgsgtUrtzOJ2rI0HGYqooXSj+OpzJh7Aur0h1a2rtXtFk9HjoL9xltZcmbicffVtWMw9fKL6Igoz3f9sLF6m+LTlJnWTUzOMauRxG6+6IbCvd0FX1o81czWf6DmOVDKHTQTOVMoia+4LziN3pjnuGPZ6/T6oU6pZV2IzuZ3NTij1Ufpe3mLPVsQRlQEw4HrpbT7+Afus68qC2ioUqcpnNcqqKZeSmTgpF5zCbZcAc/nh1aGsdl1DyvTpg4SzfX3q/JObxUy7T9QenzRGs23TlW2Xy1ywkNK0usq9Peu9dNnBl1SBsTxFWKAEAddwAF43X33Bdsp7uwbTageJvn0vkgZXe0SIrFSL5i5sTmJKRXau72eMaUMeep/fQPML1eh0dvtEm6n/LQvLx8RMtG0Kn6PykH8wzFnKncjLHyjbBMe7WPNwQuDp68mqbb0KnpKeUDVmUl2ZZrM0zk4KWFQgkKb0CJRivqZW31bOJypPnzSWKOR1AOUphKXmKUMeoAjLmW6Cq2bsU2L6USVXK5BxRWxF/8AEu+KIdHszYs266f4qdb9DLdYSb+P2X3VEpu6OV99htSzScUvM9B0jK0Li8HB5jCOEekbzbf2QrKbrpv2UyKmzVUlFCqKLp99xDyjB09ZfSGu8BZOZ11P5w4TXfCioomGALyjs9IxwGt5uPfkGivtyGH/AFo6iqHHlMkiSnvW1MhR26y5DezxVHkvoR7hN5g8k8vZJTWQzjTmiqeWudqfisIluFNRMQNcPSQwB5oaSb0nJ5fOnM1lPc3FqKIEUJhKQxijs2hq9Fw3RH9C0CfN189sKSSvjkE5T/CxXxsW9rlYNwUucJK5mG/PE6uz25hCIGBh9yluLcYevm33LeXj9kJ+biyLVG0plM94uZBXPE3Gerp/G+zx/UIXVltYVBS71VdhMFdETTM4UQ9iQoiPB83RDKOLVJ+5Xzl2zER6iHH5TR2ym1ifyddRZvLpWpmpmT4wiuoo7brjh5osNQbRPimw6gtS3chXoU5qJJJ9Cj3+osIsY3V0vmGjMZ840Z2p5TxsUSlkNVSeoEEl27hLjPgxSMe0qfisVYpW2JPkcE/B/rQ4lE7sC1yhy5MqGVrJ+TcpKmL8SgRxzFfsjiVX8am9xXQ9wsUbFiFd2X7yFgG69tmb0PTCtOSlx6oPU8vi/ALFdLhbSF1V3HGqqd8PGtr63mt7SJz2bqUrFRfmIQhykL5gE4wmO3ebXfY7T4Bv7UdGwNhyLhCmpip/M3qPqYq9WqH9Qezfp5BfMnziXvUnzfvqfsCm2luHgjq1hqjK7LN+/ryeXqq/97h+CB8PxQ23bxNv4u0+Ab+1Hzt3m3kGvwDf2ouK3I7qsyhHIfcbTlSHBWcTCoJmxlTfvqihU0ECEwlJeYPrfD4PpfL2/YynGH2IyblT9umQ151B61Fbx+FEXaftGmtOzLsszl7FVYQwBnEObD03XGDb+yFCbdAVh3SYJbJsxyIAc+SreUoagKXjNgRBzI3aZiFf8pGpF1V/AlWqiliEtKdXV6GfQgu7SJ9pD1VBv63+yJObljc8y+h5Kxt1tZl/qi94ymZMp3whTFvBwct3BOYNZb+QUQNyjFAsEaftUmsmqlhVDqQySbjLnJXehTFFU7ZwYo3lKoUihTGLfcOHEADdcN4CIC+T/fFbZ5vUoVJMKYo1wsmBSIt1GbrISKHglLpF91+sdd4jFXxtArVXi9gpOVKFXzqvYzL+0ul+Z9NC3jFBchx39tO5biIhNqrW9LAsnVNs1bSummj1PAybLrFKodENhUybQJ18+sR2xF3dD2/SicWgU1KbF5y6bU/SDNZoR6mTgPTuDlFfgHC5RO5JMLjhcIgI3bBiLtfW1VraRVL6r6scN3Uweq4zmwHApC+CmQMWohdgBGhSrF+guksVizHL9icMXnuNELhj2ct0g0S5rudZEZEjTIm5WOxbz0uVz87CVquKn5tm2O4kjLXnoJk2DV5XEwtHbPl3CTaVPVNHPl8FA5hMGAwl5vFEdl5tmrVM5aXMJ+ikuVdJNUUzJ5KxMSa6Y7S4QvvELx5ucYqwlW6mrCTMk2DGlaZSTS6G6/8A63yQtJPvgFsMmzRbySlFVFNqq7RwcwebjwAPOAXxWsV+zyp1mUUqAlDeUrWvv89BboOLqfGikhx5a3Opl15eQnDbUvTFnLyn0aln8rlkqbNBUa5hzFxKDqOVFAgGUOIAABqLz6xDEMbim7YrCqgphzURZypMuwSeeKKjYyB8QFvw69YgN11wxWra/ur7QraX0nmdUyenUXMhzNFO1bLcLGYoiU5VVTgYLyAN1122++EWwteq6XslGKCrfKV1G4A6wvvu1G2X64wx7JHJEBoprpk+nfY9LXO/K+peJBivHCFr2SuAtxloZn4/wJQSt3MLQJpVSE2cJJK1XnKZ5+Sk5OrmhfqvuAdQ9QjDG1JIpxR86VkdSydWWTBvy0VCF4ZRvuUIbYcg8xi6hjTtrfKrbCAdh5MOrySga+nUoAe9qjsqHdBVlVEhCnZ5LpQ5bEUzUBUSUFRuYeVlmFS8l/OAahjpNLpsymv2SktkdrlfUrFa5enL4iCrVRp9UjJyrNLib200Pnbw18wpZQ8cOEO53GVoyaimDlF1eEOsLr9kdraoHHeOyDRL4X+veHxhDUJV5NkGIsUEGiSSih1D4CGAx77uCPC2Bdq84xidtcwv+x2vvG/tROdgbUpRq9BBJqbzaUkk/PUPkd9OJfmLzZxmpZZlEPFOYNt3QIX7OsOYQGO2Tzqz+h8qat5h2w1KrxmNBExWzUw69RlALecNmIAHXsEsNA5tQqRxKBkSqLUUMwil+A+LEBbvG5wuv8wRp+2x9eHENNf8mP0xoTSSdI0vHlLmSdLl48/MiDhytONrSpksxp3GrWx+HLyM9w0N49MEEESwgwQQQQABBBBAAEEEEAAQXjBBAAEEEEAAQQQQABBBBAAEEEEAAQQQQABBBBAAEEEEAAQQQQABeMEEEAAQQQQABBBBAAF4wQQQABBBBAAEF4wQQABBBBAAEEEEAAQQQQABBBBAAEEEEAAXjBeMEEAAQQQQABBeMEEAAQQQQABeMEEEAAQQQQABBBBAAEEEEAAQQQQABBBBAAEEEEAAQQQQABBBBAAEEEEAAQQQQABBBBAAEEEEAAQQQQABBBBAAEEEEAAQQQQABBBBAAEEEEAAQQQQABBBBAAEEEEAAQQQQABBBBAAEEEEAAQQQQABBBBAAEEEEAAQQQQABBBBAAEEEEAAQQQQABBBBAAEEEEAAQQQQABBBBAAEEEEAAQQQQABBBBAAEEEEAAQQQQABBBBAAEEEEAAQQQQABBBBAAEEEEAAQQQQABBBBAAEEEEAAQQQQABBBBAAEEEEAAQQQQABBBBAAEEEEAAQQQQABBBBAAEEEEAAQQQQABBBBAAEEEEAAQQQQAH/9k=" width="303px" alt="Taxes on crypto assets in the UK"/></p>
<p>In this scenario, you’ll pay Capital Gains Tax on profits made from closing your trades. However, any losses can be offset against your gains to reduce your tax bill. DeFi staking rewards&nbsp; may be subject to capital gains or income tax depending on the specific mechanisms of your DeFi protocol. When you dispose of your staking rewards, you’ll incur a gain or loss depending on how the price of your crypto has changed since you originally received it.</p>
<p>However, NFTs may be treated differently if categorised as collectable assets, with a potential tax of 28% on profits. Did you know you can legally avoid crypto tax in the UK by donating crypto assets to charity? According to HMRC, crypto donations are tax deductible in the UK if the donation is not greater than the cost of acquiring the crypto. You can reduce your taxable capital gains by the value of your donation and support a good cause. When you receive cryptoassets as employment income, you are taxed on the value of the crypto at the time of receipt.</p>
<p>The amount of income tax you need to pay on your crypto depends on the value of crypto at the time of receipt and your personal tax band. For a full breakdown of UK tax rates and allowances take a look at our article UK tax rates. Many UK individuals are earning from crypto, not just from investing and trading but through passive income sources like mining, staking and airdrops. As these income streams grow in popularity, understanding how they’re taxed is becoming increasingly important.</p>
<p>Bob’s total crypto mining income in a tax year is £10,000, and his total business expenses are £5,000. This means that his net crypto mining profit is £5,000.So, Bob’s income tax bill would be £1,000 (20% of £5,000). The tax-free allowance means you only pay CGT if your gains exceed the respective amount. The rate of CGT you pay depends on your income tax band, i.e., you pay 10% if you are a basic rate taxpayer or 20% if you are a higher or additional rate taxpayer. However, it is crucial to note that you do not have to pay tax on the entire amount but only on the capital gain you have enjoyed after disposing of the crypto asset.</p>
<p>In exceptional circumstances, HMRC may classify some or all of your crypto activity as a form of financial trading income. This could be buying and selling cryptoassets, staking, mining or trading in cryptoasset derivatives. If this is the case, your profits would be taxed as self-employed business profits, subject to income tax and national insurance and the capital gains regime for buying and selling cryptoassets is not applicable. When you sell cryptocurrencies for fiat currency (like GBP), this triggers a taxable event.</p>
<p>Whether the tax charge arises under PAYE will depend upon whether the tokens are readily convertible assets in the normal way. If you receive tokens from undertaking any services, or for selling any goods, then the tokens that you receive would be subject to income tax (at the fiat spot rate at which the tokens were received). If you&#8217;ve sold cryptocurrency, NFTs or any digital assets, you may be liable for Capital Gains Tax. It&#8217;s advisable to consult with a cryptocurrency accountant in the UK to ensure accurate reporting and compliance with tax obligations. Yes, self-employed individuals in the UK are required to pay tax on any income they receive in cryptocurrencies.</p>
<p>Income from mining, staking, or receiving crypto as payment is also taxable. Accurate records of all transactions are necessary for proper tax reporting and compliance with HMRC regulations. Capital Gains Tax (CGT) is a tax on the profit you make when you sell or dispose of an asset. For cryptocurrencies, CGT applies to the gains you make when you sell, trade, or otherwise dispose of your digital assets.</p>
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width="304px" alt="Taxes on crypto assets in the UK"/></p>
<p>However, there might be times when technological errors interrupt the system or glitches occur due to incorrect uploading procedures. Double-verify the uploads and entries if you encounter any issues while generating your reports. Once your tax report is generated, you can import it into the appropriate tax filing software or give it to your tax professional for quick and efficient filing. With a gain of £2,500, which is below the £3,000 allowance, you won’t pay CGT on this gain. There are some instances in which individuals will not need to pay tax on crypto. It will be the fair market version of the value of the crypto at the time you receive it.</p>
<p>You can also contact them via WhatsApp, email, SMS and live chat in your dashboard. During this meeting, we discuss your crypto portfolio, financial goals, and any specific challenges you face. Whether you are a scaling-up technology company considering your next round of funding, or an established international business looking for support either in the UK or globally, our experienced team is here to help. We work with the full range of technology companies, from start-ups to established internationals, and our experienced team is here to help. Tech companies face specific tax risks and opportunities, and we can provide support through efficient tax strategies and compliance. Entrepreneurs are now “facing diminished rewards, making the UK less competitive” compared to tax and innovation-friendly global hubs, Land said.</p>
<p>However, the rules for traditional financial markets can give us a good idea. On 1st July 2023, you receive an airdrop of 200 UNI tokens, with an FMV of £2 each. As per HMRC, if considered a business, your crypto mining activities will attract income tax on your mining profits. This means that you will pay income tax on the fair market value (FMV) of the cryptocurrencies you mine when you receive them. Due to the transferable nature of cryptocurrencies, exchanges don’t typically know the cost basis of your assets.</p>
<p>However, gains made on crypto may be taxed the same way as interest earnings or could be subject to standard income tax rates depending on the nature of the transaction and what crypto is sold or exchanged for. The exact tax charge will depend on whether you are a resident taxpayer and your income tax bracket, with capital gains charged at 20% for all higher or additional-rate taxpayers. Those within the basic income tax bracket pay a 10% capital gains tax on profits. Cryptocurrency transactions may be pseudo-anonymous, but HMRC actively uses its legal authority to collect data from major exchanges operating in the UK. This includes personal details like your name, address, and transaction history.</p>
<p>In the UK, cryptocurrencies like Bitcoin, Ethereum, and others are treated as assets, similar to stocks or property, rather than currency. This means that buying, selling, or trading these digital assets has tax implications. Whether you&#8217;re using crypto as an investment, to make purchases, or even to receive rewards, these transactions are subject to tax liabilities.</p>
<p>The Treasury is planning to extend the FCA’s powers to regulate fiat-backed stablecoin under the Regulated Activities Order (RAO) act, which is expected to come into effect in early 2024. After you’ve filled out your taxes, HMRC will get back to you with the exact amount you owe. They will also display their banking details where you can pay your crypto tax. That means it’s important to keep detailed records of your transactions across all of your wallets and exchanges. The HRMC regularly uses its statutory powers to collect customer information from major exchanges operating in the United Kingdom.</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/understanding-crypto-taxes-in-the-uk-zenledger/">Understanding Crypto Taxes in the UK ZenLedger Help Center</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></content:encoded>
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		<title>Ieo Listing Providers Ieo Itemizing Company</title>
		<link>http://www.cortedeifornai.it/ieo-listing-providers-ieo-itemizing-company/</link>
		<comments>http://www.cortedeifornai.it/ieo-listing-providers-ieo-itemizing-company/#comments</comments>
		<pubDate>Thu, 28 Dec 2023 01:18:47 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.cortedeifornai.it/?p=40592</guid>
		<description><![CDATA[<p>We can help you with every step of the process from creating your token, wallet, and IEO web site to itemizing on the top change and attracting traders. An IEO or initial exchange providing refers to an occasion the place ieo crypto the sale of tokens is carried out through an established mode of exchanging [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/ieo-listing-providers-ieo-itemizing-company/">Ieo Listing Providers Ieo Itemizing Company</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>We can help you with every step of the process from creating your token, wallet, and IEO web site to itemizing on the top change and attracting traders. An IEO or initial exchange providing refers to an occasion the place <a href="https://www.xcritical.in/blog/initial-exchange-offering-ieo-meaning-and-how-does-it-work/">ieo crypto</a> the sale of tokens is carried out through an established mode of exchanging crypto. It is a way start-up organisations elevate capital by selling utility tokens that confer most popular status with the organisation by way of a crypto change platform. IEOs(ieo development companies in india) present a safer and controlled surroundings for buyers, because the trade acts as an intermediary between the project and the investor.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/12/how-to-reduce-brokerage-cost-with-crm-xcritical-img-2-768x512.webp" width="408px" alt="ieo promotion"/></p>
<h2>The Ieo Exam Is Split Into Two Ranges:</h2>
<p>Please take the time to fastidiously evaluate this notification earlier than making use of for the place. The notification provides information on the appliance dates and eligibility standards, including age limit, educational skills, and additional necessities needed for the position. It additionally outlines the application process, including the dates for submitting purposes, the fee structure, and the selection course of.</p>
<h2>The International Junior Science Olympiad (ijso): Eligibility, Benefits And Awards</h2>
<p>She focuses on writing copy for websites, blogs, social media ads, Wikipedia, and different digital information content material. Her expertise lies in crafting high-quality content on numerous topics corresponding to education, enterprise, finance, life-style, and health. The subsequent stage is to enlist a report on the digital cash trade and full the KYC and AML verify process. While IEOs appear as though an more and more safe and effective choice to ICOs, the expenses associated to token deals may be excessive for model new companies.</p>
<h2>International Pc Science Olympiad (icso): Examination Date, Syllabus And Results</h2>
<ul>
<li>Nothing in these Terms &#038; Conditions might be construed to obligate Us to take care of and assist the location or to supply any corrections, updates, or releases in connection therewith.</li>
<li>White Paper write-ups &#8211; create effective whitepapers that provide an intensive yet concise examination of enterprise plans to allay buyers&#8217; considerations and help in their decision-making.</li>
<li>This means that if one project fails, traders can nonetheless profit from the success of different tasks.</li>
<li>A latest example of a profitable IEO was Sui (SUI) by way of KuCoin Spotlight in April-May 2023.</li>
</ul>
<p>We might experience hardware, software program, or different problems or have to carry out maintenance associated to the website, leading to interruptions, delays, or errors. We reserve the proper to alter, revise, update, suspend, discontinue, or otherwise modify the positioning at any time or for any cause with out notice to You. You acknowledge that you have got or will use your personal due diligence and judgment earlier than implementing any information or info you obtained from our website, Programs. The Participants acknowledges that the knowledge contained on this website is meant as common information solely and also you agree that any decisions you make to implement or follow anything you find on the site are wholly your own. 1.8 In order to participate in the Program, you might be required to register and create an account on this system portal.</p>
<h2>Information Sharing Session On Cm Dashboard Of Government Of Gujarat</h2>
<p>In contrast, an IEO or initial change providing provides a more secure alternative for potential traders to buy tokens in the course of the fundraising part with funds immediately from their trade wallets. In addition to platform growth, token sale setup, marketing technique improvement, and post-launch support; Dunitech Soft Solutions Pvt Ltd also offers authorized recommendation and consulting companies for Initial Exchange Offerings (IEOs). Our group has in depth experience on this area and might provide useful insights into potential dangers and solutions earlier than launching your token sale. Ltd., we perceive the significance of safety and compliance in relation to IEO(ieo growth services in india) development. We additionally understand the significance of pace when it comes to launching an IEO, and we work hard to make certain that our clients&#8217; projects are accomplished on time and on budget. IEOs(ieo improvement providers in india) also present a extra clear method for tasks to raise funds, as all transactions are recorded on the blockchain and can be considered by anyone.</p>
<h2>Ioel 2024: Examination Dates, Syllabus, Register, Eligibility And End Result</h2>
<p>Mentioned under are the class-wise downloadable links of the IEO English olympiad. Boosts students&#8217; capacity in reasoning, analytical, and problem-solving expertise. Even when the campaign is over, there is still work to be carried out, namely analyzing the project&#8217;s performance.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/copy-trading-platform-1-1-768x512.webp" width="400px" alt="ieo promotion"/></p>
<p>You will obtain PDF quick notes, after session assignments and a ultimate mock test to gauge your progress. SOF Olympiad preparation is made simple with Olympiad Recorded Lectures curated by Olympiad Experts. This course consists of unedited recordings of the whole Olympiad reside concept lessons together with assignments and sophistication notes. This course provides you the liberty to review at your individual pace, time and comfort while getting all the benefits. The cost of developing an IEO is decided by the complexity of the project and the scope of providers required. Generally, it costs between $20,000-$50,000 to develop an IEO from start to finish.</p>
<h2>Rating And Eligibility Criteria :</h2>
<p>Additionally, since the trade is providing liquidity for the tokens, traders can ensure that they&#8217;ll be capable of simply buy and promote them on the open market. Dunitech Soft Solutions Pvt Ltd can help scale back these dangers by providing complete companies for platform growth, token sale setup, advertising technique development, and post-launch support. Additionally, our team has intensive expertise within the cryptocurrency business and can present priceless insights into potential dangers and solutions. IEOs(ieo growth providers in india) also present buyers with extra liquidity than ICOs, as tokens are immediately listed on the trade after the sale. This permits traders to rapidly commerce their tokens for different cryptocurrencies or fiat currencies. Generally, you should buy crypto at its initial launch in the ICOs (initial coin offerings).</p>
<p>Before launching an IEO, you have to first analyse your project and look at this time market situation to make certain that your project is possible. It is important to listen to what the market requires to make certain that your currency will handle a market hole. This article covers UIEO eligibility, exam sample, syllabus, examination dates, software kind, preparation tips, and different subjects. By adhering to those pointers, college students can safe their alternative to compete within the SOF IEO Olympiad and demonstrate their proficiency in English on a nationwide platform. The Science Olympiad Foundation (SOF) organizes the International English Olympiad (IEO) for faculty students across grades 1 to 12.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/multi-asset-broker-key-reasons-to-start-multi-asset-brokerage-img-1-768x512.webp" width="407px" alt="ieo promotion"/></p>
<p>These playing cards will detail important information, together with roll numbers, a novel ID, and examination middle particulars, similar to the scholar&#8217;s faculty or another local instructional establishment. The International English Olympiad&#8217;s first level welcomes participation from college students throughout grades 1 to 12 with none particular eligibility necessities. This implies that so long as students meet the important criteria talked about, they&#8217;ll register for the Level 1 examination.</p>
<p>The necessary questions of IEO for Classes 1 to 12 are designed to cater to the syllabus prescribed by the SOF. These important questions have been put collectively after an in-depth analysis of the questions asked within the exam over the years. With a combined variety of questions, college students can have an concept of the forms of questions they&#8217;re likely to face in the examination. Several topic consultants at Vedantu have collectively designed the IEO necessary questions with solutions.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/12/differences-between-mt4-and-mt5-terminal-768x512.webp" width="406px" alt="ieo promotion"/></p>
<p>This helps to ensure that all funds raised are used for their supposed function and that no funds are misused or stolen. Initial Exchange Offerings (IEOs)(ieo improvement providers in india) are a model new type of fundraising that has emerged in the cryptocurrency space. IEOs are just like Initial Coin Offerings (ICOs) but with some key differences. IEOs are performed on a cryptocurrency change, which supplies a layer of belief and safety for traders. Initial Exchange Offering (IEO)(ieo development providers in india) is a new type of cryptocurrency fundraising that has turn into more and more well-liked in the past few years.</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/ieo-listing-providers-ieo-itemizing-company/">Ieo Listing Providers Ieo Itemizing Company</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
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		<title>Cryptocurrency Custody Software Market Dimension, Share, And Developments Analysis By 2030</title>
		<link>http://www.cortedeifornai.it/cryptocurrency-custody-software-market-dimension/</link>
		<comments>http://www.cortedeifornai.it/cryptocurrency-custody-software-market-dimension/#comments</comments>
		<pubDate>Wed, 13 Sep 2023 04:43:11 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.cortedeifornai.it/?p=40906</guid>
		<description><![CDATA[<p>WazirX permits customers to buy, promote, and trade varied cryptocurrencies like Bitcoin, Ethereum and others. Launched in 2018, it offers a platform for spot buying and selling, staking, and peer-to-peer transactions and offers options like a local utility token (WRX) and integration with Binance, a worldwide cryptocurrency change. &#8220;Our mission at Liminal is to empower [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/cryptocurrency-custody-software-market-dimension/">Cryptocurrency Custody Software Market Dimension, Share, And Developments Analysis By 2030</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>WazirX permits customers to buy, promote, and trade varied cryptocurrencies like Bitcoin, Ethereum and others. Launched in 2018, it offers a platform for spot buying and selling, staking, and peer-to-peer transactions and offers options like a local utility token (WRX) and integration with Binance, a worldwide cryptocurrency change. &#8220;Our mission at Liminal is to empower Web3 establishments with the tools they need to reach the ever-evolving digital asset panorama securely,&#8221;&nbsp;mentioned Rahil Shaikh, AVP of product and blockchain at Liminal. According to the company, io.vault is poised to become a disruptive drive in the sphere of digital asset management, with its potential to reshape the longer term panorama of financial networks. By leveraging innovative technology and their own monitor report, io.finnet is aiming to drive the creation of a more secure <a href="https://www.xcritical.in/blog/crypto-custody-a-guide-to-digital-asset-safekeeping/">What Are Cryptocurrency Custody Solutions</a> and decentralised monetary ecosystem.</p>
<h2>Unbound Crypto Asset Security Platform</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2023/01/cryptocurrency-regulation-in-the-uk-img-2-768x512.webp" width="408px" alt="What Are Cryptocurrency Custody Solutions"/></p>
<p>Open your self-custody wallet and examine the wallet steadiness to verify the funds have arrived. Depending on the network, the transaction could take a couple of minutes to several hours. This approach includes using separate wallets for several varieties of assets, such as one wallet for Bitcoin and one other for Ethereum.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/aml-risk-assessments-what-are-they-and-why-they-matter-768x512.webp" width="403px" alt="What Are Cryptocurrency Custody Solutions"/></p>
<h2>Cryptocurrency Custody Regulations: Safeguarding Digital Belongings In Indian Banking</h2>
<p>One key driver of the global crypto asset management market is the rising acceptance of cryptocurrencies as a legitimate asset class. As cryptocurrencies gain wider recognition and acceptance from both particular person and institutional buyers, the demand for skilled administration providers for these digital assets rises. A custodial pockets is a kind of cryptocurrency pockets the place a 3rd celebration, such as a Cryptocurrency Exchange Development or a monetary institution, manages and secures your non-public keys for you. This setup provides convenience, as these wallets often include user-friendly interfaces, customer help, and extra options like integrated trading providers. However, it means you give up direct control over your funds because the custodian holds the keys and can execute transactions on your behalf. The security of your property closely is determined by the custodian&#8217;s security measures and reputation.</p>
<h2>Things To Think About For Sustaining The Security Of The Crypto Wallets</h2>
<p>Its operational excellence framework ensures environment friendly fee administration, transaction affirmation ensures, seamless onboarding, and different wallet operations, leading to important value financial savings for companies. Its unified interface ensures a consistent pockets management expertise across a number of blockchains. Non-custodial wallets offer customers a seed phrase, which is a set of 12 randomly generated words that serves as a&nbsp;cloud-based backup and restoration mechanism. These words are used to generate the public and private keys essential for managing transactions.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="400px" alt="What Are Cryptocurrency Custody Solutions"/></p>
<p>A pricing and transaction data lake might be required for analytics and analysis. Business applications corresponding to KYC and buyer onboarding will enable an end-to-end crypto custody service. As the names counsel, the main distinguishing factor between these two kinds of wallets is custody of the private keys. In a custodial wallet, your private keys are stored secured with the cryptocurrency exchange. Some crypto fanatics consider this a risk to their belongings&#8217; safety and go for non-custodial wallets, in which the homeowners are answerable for securing their keys.</p>
<p>Traditionally, banks and monetary institutions have supplied custody providers for shares, bonds, and other monetary instruments, ensuring that these assets are stored secure and accessible when needed. With the approval to offer crypto custody, BNY Mellon can now present the identical stage of service for digital property, providing institutional buyers peace of mind in phrases of the safekeeping of their crypto holdings. The Ripple crypto custody service South Korea initiative highlights Ripple’s commitment to expanding its footprint in key markets. By partnering with local banks and offering secure custody options, Ripple goals to meet the rising demand for digital asset providers within the country. Additionally, the potential for a spot XRP ETF adds to the rising excitement surrounding Ripple’s future choices within the world financial ecosystem.</p>
<p>A non-custodial wallet is a sort of Cryptocurrency Wallet that grants you complete control over your private keys and funds, placing full responsibility for their safety and administration on you. This association enhances your privacy, as you do not want to reveal personal info to a custodian, and it presents greater control over your funds. However, it additionally necessitates vigilant administration of your personal keys and secure backup practices to protect in opposition to loss or theft, as the duty for securing and recovering your assets rests entirely with you. Using non-custodial wallets, cryptocurrency investors may operate as their very own bank. This is in order that customers have complete control over their personal keys whereas using non-custodial wallets.</p>
<p>However, it is important for customers to safeguard this phrase as anyone who has access to it may possibly control the funds in their pockets. The foundation of this expertise is io.finnet&#8217;s proprietary device, Trustless Multi-Party-Computation (tMPC). It serves to enhance the security of digital asset management by enabling the distribution of weighted signing authority among multiple members. Audited by Kudelski Security, this solution offers scalability and security for managing digital belongings. It also facilitates the customisation of signing requirements to raised match particular organisational needs, all whereas maintaining consumer autonomy over property. In common, custodial wallets may be obtained by way of cryptocurrency exchanges or a designated provider via a mobile or web software or a&nbsp;properly built up NFT market.</p>
<p>For instance, should you use a wallet service like Coinbase, they control your private keys and may freeze your account if needed. Custodian banks will need to embrace the requisite technologies and adopt a safe and scalable application structure (see Figure 2) to offer crypto custody providers. Integrating cryptocurrency custody companies with conventional banking techniques presents logistical and regulatory challenges. Achieving synergy between typical financial providers and the comparatively nascent cryptocurrency ecosystem requires careful consideration.</p>
<p>The crypto business is still growing and could be weak to poor inner security practices. If an individual understands the dangers and they&#8217;ve determined it is proper for their portfolio, buying crypto on a secure platform is key. When cryptocurrency is bought, access to the cash is stored in a digital pockets. User Ownership&nbsp;Users have complete management and possession of their private keys, enhancing security and control. Less Aligned with DecentralizationCustodial wallets contradict the decentralized ethos of cryptocurrencies, as customers relinquish management to centralized entities.</p>
<p>This development is more probably to enhance confidence in cryptocurrencies amongst institutional investors, driving additional progress and maturation of the crypto market. As the demand for safe crypto custody options continues to rise, BNY Mellon is well-positioned to turn out to be a frontrunner in the house, offering a trusted possibility for managing digital property. With BNY Mellon, one of the largest and most reputable banks on the earth, now providing crypto custody companies, these concerns could start to dissipate, encouraging extra institutional adoption of cryptocurrencies. This might lead to elevated liquidity, stability, and funding in the crypto market, as institutional gamers look to diversify their portfolios by incorporating digital property. A self-custody wallet for crypto is a digital device that authorizes you to manage and secure your cryptocurrency holdings independently.</p>
<p>Customer SupportUsers can typically access buyer help providers offered by the custodian for assistance. Now that that is clear, let&#8217;s investigate the drawbacks of non-custodial cryptocurrency wallets to find a way to arrive at an unbiased alternative. The method the world views cash is altering, and some of the cost-effective ways to expand its use is through popular cryptocurrencies.</p>
<p>This marks a major step for the financial establishment because it deepens its involvement within the quickly rising world of digital property. Hardware wallets are gadgets devised to securely retailer cryptocurrency private keys offline, defending them from on-line threats like hacking. They enable users to securely handle and entry their digital belongings by generating and storing keys inside the gadget, reducing the risk of unauthorized entry compared to software program wallets. Crypto custody companies embrace safekeeping, analytics, trading, pricing and valuation, and funds and settlements. A safekeeping service provides digital locking amenities for personal keys of the investor’s crypto belongings.</p>
<ul>
<li>The rise of the digital property market cap from less than $12 billion in 2014 to over $2.69 Trillion in 2024 tells a narrative of parabolic rise.</li>
<li>Sidley and Sidley Austin discuss with Sidley Austin LLP and affiliated partnerships as explained at /disclaimer.</li>
<li>Moreover, the rising number of cryptocurrency exchanges, the need for sturdy security measures, and the demand for diversified investment strategies are additional propelling the growth of the market.</li>
<li>Further, they expect their portfolio to be updated with price and analytics data.</li>
</ul>
<p>As cryptocurrencies have turn into well-liked lately, it may be very important understand the different sorts of wallets you must use to retailer your cryptocurrencies. You join them to your desktop or cell gadget through USB or Bluetooth solely when performing a transaction. MPC divides a non-public key into “key shares” that could be distributed throughout multiple bodily units, making it inconceivable for hackers or cybercriminals to access the non-public key.</p>
<p>As regulatory our bodies work in course of providing clear tips, collaboration between regulators, financial establishments, and custodians will play a pivotal position. Striking the right stability between innovation and safety will not solely shield investors but also contribute to the maturation of the cryptocurrency ecosystem within the broader financial landscape in India. Contrary to custodial services that normally maintain personal keys, io.vault assures corporations can preserve direct management of their belongings. It offers a totally customisable resolution for validating transactions, ensuring firms the pliability and safety to broaden their operations. The term digital asset custody refers back to the means of securely managing and storing digital assets on behalf of individuals or organizations.</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/cryptocurrency-custody-software-market-dimension/">Cryptocurrency Custody Software Market Dimension, Share, And Developments Analysis By 2030</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
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		<title>Cryptocurrency Prices, Charts And Market Capitalizations</title>
		<link>http://www.cortedeifornai.it/cryptocurrency-prices-charts-and-market/</link>
		<comments>http://www.cortedeifornai.it/cryptocurrency-prices-charts-and-market/#comments</comments>
		<pubDate>Mon, 07 Aug 2023 16:19:17 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

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		<description><![CDATA[<p>We also list all of the top NFT collections available, including the related NFT coins and tokens.. We collect latest sale and transaction data, plus upcoming NFT collection launches onxcritical. NFTs are a new and xcritical cheating innovative part of the crypto ecosystem that have the potential to change and update many business models for [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/cryptocurrency-prices-charts-and-market/">Cryptocurrency Prices, Charts And Market Capitalizations</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
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width="209px" alt="xcritical sign in"/></p>
<p>
<p>We also list all of the top NFT collections available, including the related NFT coins and tokens.. We collect latest sale and transaction data, plus upcoming NFT collection launches onxcritical. NFTs are a new and <a href="https://forexbox.info/an-xcritical-review/">xcritical cheating</a> innovative part of the crypto ecosystem that have the potential to change and update many business models for the Web 3 world. The first xcritical to launch smart contracts was Ethereum. A smart contract enables multiple scripts to engage with each other using clearly defined rules, to execute on tasks which can become a coded form of a contract.</p>
</p>
<p>
<p>Please remember that the prices, yields and values of financial assets change. We recommend seeking the advice of a professional investment advisor for guidance related to your personal circumstances. NFTs are multi-use images that are stored on a xcritical. They can be used as art, a way to share QR codes, ticketing and many more things. The first breakout use was for art, with projects like CryptoPunks and Bored Ape Yacht Club gaining large followings.</p>
</p>
<p>
<h2>We Provide Live and Historic Crypto Charts for Free</h2>
</p>
<p>
<ol>
<li>We collect latest sale and transaction data, plus upcoming NFT collection launches onxcritical.</li>
<li>We calculate the total cryptocurrency market capitalization as the sum of all cryptocurrencies listed on the site.</li>
<li>They can be used as art, a way to share QR codes, ticketing and many more things.</li>
<li>The volume of all stable coins is now $65.09B, which is 91.83% of the total crypto market 24-hour volume.</li>
<li>The first breakout use was for art, with projects like CryptoPunks and Bored Ape Yacht Club gaining large followings.</li>
</ol>
<p>
<p>CoinMarketCap also provides data about the most successful traders for you to monitor. We also provide data about the latest trending cryptos and trending DEX pairs. Here at CoinMarketCap, we work very hard to ensure that all the relevant and up-to-date information about cryptocurrencies, coins and tokens can be located in one easily discoverable place. From the very first day, the goal was for the site to be the number one location online for crypto market data, and we work hard to empower our users with our unbiased and accurate information.</p>
</p>
<p>
<h2>Today&#8217;s Cryptocurrency Prices by Market Cap</h2>
</p>
<p>
<p>They have revolutionized the digital asset space because they have enabled decentralized exchanges, decentralized finance, ICOs, IDOs and much more. A huge proportion of the value created and stored in cryptocurrency is enabled by smart contracts. At the time of writing, we estimate that there are more than 2 million pairs being traded, made up of coins, tokens and projects in the global coin market.</p>
</p>
<p><img 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width="202px" alt="xcritical sign in"/></p>
<p>
<p>We calculate the total cryptocurrency market capitalization as the sum of all cryptocurrencies listed on the site. The global crypto market cap is $2.17T, a 2.81% increase over the last day. We calculate our valuations based on the total circulating supply of an asset multiplied by the currency reference price. Bitcoin’s dominance is xcritically 56.90%, a decrease of 0.17% over the day.</p>
</p>
<p>
<p>When asset prices move quickly in either direction and the market itself is relatively thin, it can sometimes be difficult to conduct transactions as might be needed. To overcome this problem, a new type of cryptocurrency tied in value to existing currencies — ranging from the U.S. dollar, other fiats or even other cryptocurrencies — arose. These new cryptocurrency are known as stablecoins, and they can be used for a multitude of purposes due to their stability. The total crypto market volume over the last 24 hours is $70.88B, which makes a 16.62% decrease.</p>
</p>
<p>
<p>As mentioned above, we have a due diligence process that we apply to new coins before they are listed. This process controls how many of the cryptocurrencies from the global market are represented on our site. Price volatility has long been one of the features of the cryptocurrency market.</p>
</p>
<p>
<p>This game was extremely popular in developing countries like The Philippines, due to the level of income they could earn. Players in the Philippines can check the price of SLP to PHP today directly on CoinMarketCap. Since it is open source, it is possible for other people to use the majority of the code, make a few changes and then launch their <a href="https://scamforex.net/">xcritical scam</a> own separate currency. However, they all share the same moniker — every coin issued after Bitcoin is considered to be an altcoin.</p>
</p>
<p>
<h2>What Are In-game Tokens?</h2>
</p>
<p>
<p>The total volume in DeFi is xcritically $3.94B, 5.56% of the total crypto market 24-hour volume. The volume of all stable coins is now $65.09B, which is 91.83% of the total crypto market 24-hour volume. Play-to-earn (P2E) games, also known as GameFi, has emerged as an extremely popular category in the crypto space. It combines non-fungible tokens (NFT), in-game crypto tokens, decentralized finance (DeFi) elements and sometimes even metaverse applications. Players have  an opportunity to generate revenue by giving their time (and sometimes capital) and playing these games. We receive updated cryptocurrency prices directly from many exchanges based on their pairs.</p>
</p>
<p>
<p>Once verified, we create a coin description page like  this. The world of crypto now contains many coins and tokens that we feel unable to verify. In those situations, our Dexscan product lists them automatically by taking on-xcritical data for newly created smart contracts.</p>
</p>
<p>
<p>We do not cover every xcritical, but at the time of writing we track the top 70 crypto xcriticals, which means that we list more than 97% of all tokens. Each of our coin data pages has a graph that shows both the xcritical and historic price information for the coin or token. Normally, the graph starts at the launch of the asset, but it is possible to select specific to and from dates to customize the chart to your own needs. These charts and their information are free to visitors of our website. The most experienced and professional traders often choose to use the best crypto API on the market. Our API enables millions of calls to track xcritical prices and to also investigate historic prices and is used by some of the largest crypto exchanges and financial institutions in the world.</p></p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/cryptocurrency-prices-charts-and-market/">Cryptocurrency Prices, Charts And Market Capitalizations</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
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		<title>Top Forex Crm Supplier In 2024 Best Foreign Exchange Crm Solution</title>
		<link>http://www.cortedeifornai.it/top-forex-crm-supplier-in-2024-best-foreign/</link>
		<comments>http://www.cortedeifornai.it/top-forex-crm-supplier-in-2024-best-foreign/#comments</comments>
		<pubDate>Wed, 10 May 2023 21:15:57 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.cortedeifornai.it/?p=40451</guid>
		<description><![CDATA[<p>Parallely, they may additionally venture into wealth administration, insurance, financing and different verticals of the finance market. We create a custom-designed, Forex Website Design perfectly tailored to your brokerage’s unique forex crm needs. The merchants worldwide would wish brokers to permit them to commerce on their platform. So we have constructed a Forex CRM that [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/top-forex-crm-supplier-in-2024-best-foreign/">Top Forex Crm Supplier In 2024 Best Foreign Exchange Crm Solution</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>Parallely, they may additionally venture into wealth administration, insurance, financing and different verticals of the finance market. We create a custom-designed, Forex Website Design perfectly tailored to your brokerage’s unique <a href="https://www.xcritical.in/crm/">forex crm</a> needs. The merchants worldwide would wish brokers to permit them to commerce on their platform. So we have constructed a Forex CRM that streamlines your processes and acts as a central focus level on your organization.</p>
<ul>
<li>This function allows for the planning, execution, and monitoring of marketing efforts immediately from the CRM.</li>
<li>Such organizations have financial consultants who assist their purchasers and supply value for money funding options.</li>
<li>In order to automate essentially the most crucial and important business operations we at ForexBrokerageSetup						have created the Client Office Forex CRM as it&#8217;s the utmost essential app which is used for						every White label solution.</li>
<li>B2Core is the premier Forex CRM, offering unbeatable flexibility and flexibility for rising businesses.</li>
</ul>
<h2>✅what Are The Benefits Of Using Research Abroad And Education Advisor Crm?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/nevzaimozamenyaemyy-token-istoriya-nft-1-768x386.webp" width="404px" alt="forex crm software"/></p>
<p>In your search, contemplate its key options � the best combination of capabilities can bring immense worth to your business. Automation is an excellent asset for Forex merchants, allowing them to focus their abilities and resources on extra complex methods. A good CRM platform should provide automated processes that streamline every day operations and get rid of tedious guide labor, freeing up precious time in the lengthy term. Under Financial Leasing, a Financial Company (lessor) supplies an asset on lease to a person (lessee) with the rights to use, make investments and profit from the respective asset. The lessee pays the finance company on an installment basis for using the financial asset which is also called a lease rental. Financial leasing is normally carried out under a contract for a stipulated period (primary period).</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/24acc342-a944-4106-8dba-bab14123c29b-768x512.webp" width="407px" alt="forex crm software"/></p>
<h2>Why Do Businesses Want Crm Software?</h2>
<p>In order to automate probably the most essential and significant enterprise operations we at ForexBrokerageSetup						have created the Client Office Forex CRM as it is the utmost essential app which is used for						every White label answer. However, it&#8217;s important to notice that CRM techniques often incorporate features from a quantity of sorts, and some CRM software program options may supply a mix of functionalities to meet the various wants of businesses. With B2Core’s multi-language capability, Forex brokers worldwide can simply access and manage buyer data. An intuitive consumer interface is an important tool for international firms aiming to develop their operations, offering optimum language flexibility tailor-made in direction of increasing in numerous areas of the globe. This provides a chance to streamline the method to realize larger efficiency.</p>
<h2>Why Launchfxm&#8217;s Forex Crm Is Crucial For Fx Brokers?</h2>
<p>B2Core’s top-notch safety measures via 2 Factor Authentication make it appropriate for businesses of any dimension, each big and small. As the market is changing into extra competitive and technological enhancements advance rapidly, a brokerage CRM system is changing into more and more crucial. Such a system allows corporations to handle consumer interactions more successfully, leading to long-term earnings. CRM software program has advanced significantly over the years, transforming from simple contact administration systems to classy platforms that encompass gross sales, marketing, and customer service functionalities. The concept of CRM emerged in the 1980s, with the event of database advertising systems that enabled companies to store and analyze buyer information more effectively. However, it was within the 1990s that CRM software program started to gain traction, thanks to developments in technology and the internet.</p>
<h2>Approximate Return On Funding From A Financial Services Crm</h2>
<p>Encourage confidence and allegiance in your customers utilizing our internal help desk ticketing association for the speedy fixing of problems. Together, we have worked on a selection of tasks for the UAE authorities and the personal sector. Taking a step additional in our professional relationship, we lately grew to become their exclusive know-how companion. Utilize scalable infrastructure to handle excessive volumes of knowledge and concurrent users.</p>
<p>In addition to this, our Forex CRM Client Office can be customized						primarily based on the needs corresponding to the opposite fee gateways can be added or app could be expanded with						extra features and options as per requested by the purchasers. Each and every exercise carried out by the						clients of FX Brokers on administration are logged in system and on top of it all the events						interested will receive e mail notifications for requested actions. A Forex CRM system is a powerful tool for managing customer relationships and maximizing earnings.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/bb1b50a9-a48b-4234-9d58-826523ac4a1d-768x512.webp" width="404px" alt="forex crm software"/></p>
<h2>Make Your Travel Know-how Experience Higher</h2>
<p>It empowers counseling, advertising, finance, and operations groups to be more efficient with their processes and smarter in their efforts. Our purpose-built CRM equips all such teams to centralize scholar inquiries, contextualize engagements, identify a number of gross sales alternatives, manage paperwork, and process payment funds instantly. In a nutshell, it’s everything your Study Abroad and Educational Consultancy must focus on what issues the most– enrolling students.</p>
<h2>Key Advantages Of Economic Providers Crm</h2>
<p>Types of insurance that fall beneath property insurance coverage are hearth insurance coverage, earthquake insurance, house insurance coverage, and a number of other different insurance policies for open and named perils. Financial advisors assist individuals select the most effective suited policies for his or her property and belongings. A Foreign Exchange Services enterprise is undertaken by Forex Companies &amp; Finance Centres. Such financial institutions deal in shopping for, selling and exchanging of currencies at a worldwide stage. Foreign Exchange Companies also called Foreign Exchange brokers or Forex brokers offer international funds in addition to currency trade. Forex firms are different from Money Transfer Companies as they only deal in excessive value transfers for big quantities of money.</p>
<p>A Fire Insurance business could have businesses and residence homeowners as its clients. A CRM for Financial Services businesses supplies an overarching enterprise solution for automating sales actions, organizing gross sales information, and penetrating insights for enterprise heads to take intelligent enterprise selections. Our platform is fully appropriate with all well-liked Multi-asset buying and selling platforms and supplies all the necessary instruments and providers at your fingertips to get you online, with differentiated, sustainable competitive advantage.</p>
<p>This feature permits for the planning, execution, and monitoring of promoting efforts directly from the CRM. Utilize industry-standard encryption algorithms, enforce strict access controls, and regularly replace safety protocols to mitigate potential vulnerabilities. CRM deal with giant volumes of data and should be able to handling multiple concurrent users and transactions.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/active-passive-investing-1-1-768x576.webp" width="405px" alt="forex crm software"/></p>
<p>Finance Companies might have different sources for consumer acquisition and may see return enterprise from present shoppers by way of peppercorn rental contracts (i.e. a repeat contract once the first length is over). One more uncommon enterprise an organization may also present is Operating Lease or Service Lease underneath which the Finance Company supplies financial help to the lessee to assist them keep the financial asset. Finance Companies mainly have executives and monetary specialists to generate income. With the all the options intacted here in ForexBrokerageSetup&#8217;s FX CRM Client Office app is						totally built-in with in style buying and selling platforms corresponding to MT5, xStation, cTrader.</p>
<p>It is the de-facto alternative for all academic organizations in search of to gasoline enrollment development. Meritto offers highly effective but easy-to-use solutions, enhancing productiveness for Sales, Marketing, Admission, Finance, and Operation groups. Property Insurance enterprise is one underneath which an Insurance establishment supplies safety to their client’s property in opposition to fire, theft, and sure pure calamities.</p>
<p>To ensure smooth crusing during growth stages, make sure new options or users are rapidly integrated with minimal effort. Products such as Enrollment Cloud, Education CRM, Application Platform, Education Chatbot, and Payment Cloud are all purpose-built to sustain and increase enrollment in academic organizations. With scalability on the forefront, Meritto not only supports current enrollment progress but also prepares organizations for future expansion. From the Enrollment Cloud and Education CRM to the Application Platform, Education Chatbot, and Payment Cloud, all of Meritto’s merchandise are purpose-built to equip academic organizations to achieve their objectives. We goal at serving to Financial Services companies run highly efficient gross sales operations across different enterprise verticals by using know-how. Get a complete evaluation of a FX/CFD brokers situation, providing valuable insights and practical solutions for real-world problems.</p>
<p>Be it finding new customers, approaching potential customers, participating with involved customers and getting on-board most no. of shoppers, Forex CRM itself becomes a gross sales engine for any foreign exchange dealer, pushed by the sales group. Also, it helps the group to maintain constant contact with the present traders onboard and guarantee maximum retention. A CRM for brokers is crucial for corporations looking to gain the upper hand in the competitive environment.</p>
<p>It presents a seamless and user-friendly expertise for managing consumer accounts on-the-go. The cell app contains features corresponding to profile updates, document management, funding choices, and easy access to buying and selling accounts. It additionally integrates with MetaTrader four to automate deposit and withdrawal processes.</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
<p>L'articolo <a rel="nofollow" href="http://www.cortedeifornai.it/top-forex-crm-supplier-in-2024-best-foreign/">Top Forex Crm Supplier In 2024 Best Foreign Exchange Crm Solution</a> sembra essere il primo su <a rel="nofollow" href="http://www.cortedeifornai.it">Corte Dei Fornai</a>.</p>
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