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	<title>FinTech &#8211; Rheumatoid Arthritis Support</title>
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	<title>FinTech &#8211; Rheumatoid Arthritis Support</title>
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		<title>Brokerage Agency: What&#8217;s Brokerage Firm</title>
		<link>https://www.rheumatoidsupport.com/brokerage-agency-what-s-brokerage-firm/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 17 Sep 2024 05:58:19 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
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					<description><![CDATA[They provide market entry, handle risks, and assist with everything from commerce execution to portfolio management. Alice Blue Financial Services Private Limited can be required to reveal these USCNB accounts to Stock Exchange. Hence, you might be what are brokerage services requested to make use of following USCNB accounts only for the aim of dealings [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>They provide market entry, handle risks, and assist with everything from commerce execution to portfolio management. Alice Blue Financial Services Private Limited can be required to reveal these USCNB accounts to Stock Exchange. Hence, you might be <a href="https://www.xcritical.in/blog/brokerage-as-a-service-meaning-and-types/">what are brokerage services</a> requested to make use of following USCNB accounts only for the aim of dealings in your trading account with us. The particulars of these USCNB accounts are additionally displayed by Stock Exchanges on their web site underneath “Know/ Locate your Stock Broker. One of the issues of utilizing a full-service stockbroker is that investors might get misguided.</p>
<h2>Is There A Minimum To Open A Brokerage Account?</h2>
<p>The umbrella of financial planning covers investment and wealth administration, tax planning, retirement planning, real property planning, and threat administration. They supply personalised investment advice, portfolio management, retirement planning, and access to a variety of monetary merchandise and research assets. Usually, most online brokerage corporations do not have strict minimum investment necessities. They allow buyers to start trading with a relatively small amount of money.</p>
<h2>Instructional Sources And Tools</h2>
<p>These companies prolong beyond mere buying and promoting of stocks, together with financial planning, tax advice, property planning, and extra. Investors require an intermediary to buy or promote financial securities in the inventory market. Investors often get confused concerning whom to choose on between discount stock brokers and full-service brokers. This article could help you resolve whom to choose between discount brokers vs full-service brokers. These corporations have, in fact, been instrumental in enabling house sales in the course of the Coronavirus-induced phased lockdown period in India, when most transactions occurred on-line.</p>
<h2>Threat Disclosures On Derivatives &#8211;</h2>
<p>They will require some identification and financial information from you. Once the account is about up, you presumably can deposit funds and start buying and selling. When you want to buy or sell securities, you probably can order via the firm&#8217;s trading platform or by contacting a broker instantly. The brokerage firm executes your order and expenses a commission or charge. Focusing on cost-efficiency, low cost brokerages prioritise executing transactions at minimal charges. These companies sometimes provide important trading amenities and limited advisory support.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/what-are-cfd-liquidity-providers-and-how-to-choose-one-img-1-768x512.webp" width="400px" alt="What is an example of a brokerage service"/></p>
<h2>Licensing And Training For Real Estate Brokerage In India</h2>
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<p>With stock market transactions taking place on-line, brokers additionally supply a number of platforms via which traders and traders can access the stock market. Brokerage accounts provide entry to monetary markets, investment merchandise, and analysis tools. They come with options like portfolio tracking, statements, and tax reporting.</p>
<h2>What Is An Actual Estate Brokerage?</h2>
<p>While full-stack brokerage companies like Housing.com present all of those companies using one platform, particular person brokers give attention to particular choices, specializing in specific neighbourhoods. The alternative between low cost brokers and full-service brokers is dependent upon the wants of the investor. Investors who&#8217;ve an excellent amount of capital pays for the full-service brokers and benefit from the advice they provide. Additionally, these investors are often long-term traders who don&#8217;t frequent the market; additionally they have a lot at stake and want the sources for handling their portfolio.</p>
<ul>
<li>They execute transactions such because the buying and promoting of shares on behalf of their shoppers.</li>
<li>This makes the process of buying and selling seamless and efficient on your buying and selling journey.</li>
<li>Online brokerage accounts offer investors the freedom to manage their investments online with out the necessity for conventional brokers.</li>
</ul>
<p>However, their function took a extra formal shape with the institution of the Bombay Stock Exchange (BSE) in 1875, Asia’s oldest inventory change. Brokers were among the many initial members of this financial institution, and their position was pivotal in facilitating trades. Acting as your bridge to the inventory market, the firm ensures that your transactions are carried out precisely and promptly.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/12/best-crypto-exchange-uk-in-2022-img-3-768x462.webp" width="407px" alt="What is an example of a brokerage service"/></p>
<p>Traditional brokers help in managing trading portfolios by advising shoppers on diversification, thereby spreading buying and selling throughout various property to minimize danger. A brokerage is a needed mediator, swiftly executing your buy and promote orders in monetary markets. To perceive the stockbroker comparison, have a look at the variations between discount brokers and full-service brokers.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/xcritical-affiliate-marketing-system-benefits-for-small-business-img-2-768x491.webp" width="405px" alt="What is an example of a brokerage service"/></p>
<p>Margin accounts have greater charges and dangers, so it is best for knowledgeable merchants. To invest by way of a brokerage account, you deposit funds with a licensed firm. The dealer handles the execution of your orders, and also you receive transaction notices and monthly statements.</p>
<p>Because of the extra support offered, full-service brokerages may charge higher commissions or charges for his or her services. Online brokerage accounts offer buyers the freedom to handle their investments on-line without the necessity for conventional brokers. They supply varied funding options, research tools, and buying and selling capabilities, empowering users to make well-informed choices and execute trades conveniently. They have gained recognition as a end result of their user-friendly interfaces, decrease charges, and real-time market information access. Brokerage accounts are a handy method for people to handle their stocks, bonds, mutual funds, and ETF investments. To get began, you&#8217;ll need to decide on a brokerage firm and fill out an utility.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/know-about-ssw-1-768x432.webp" width="401px" alt="What is an example of a brokerage service"/></p>
<p>However, some brokers require a minimum initial deposit to open an account. Discount brokers and full-service brokers are additionally found in actual property and other fields of monetary companies. Like stocks, the brokers in the real-estate sector assist purchasers purchase and promote properties.</p>
<p>Once you may have positioned the sell order, the dealer will take the shares out of your demat account to promote on the trade. If the order is executed efficiently, the shares might be removed from your demat account and the sale proceeds shall be credited to your trading account. A full-service broker offers you with well-researched investment advice utilizing his experience. Especially, when you&#8217;re a novice investor or don’t know much in regards to the financial market and its patterns, a full-service broker comes to the rescue. Lastly, brokers usually offer educational sources, instruments, and platforms that empower buyers to be taught and develop. This is particularly essential in India, the place monetary literacy continues to be rising.</p>
<p>Apart from securities, inventory brokers additionally provide completely different investmentproducts corresponding to mutual funds, exchange-traded funds, bonds, commodity buying and selling,futures, choices, and so forth. To ensure a extra seamless trading and investment experience, brokerage corporations these days supply bundled products. For occasion, something like the 3-in-1 service from a dependable dealer like Kotak Securities supplies a bank account, a demat account, and a buying and selling account in a single, hassle-free package deal. Working with a neighborhood financial advisor and opening a broker account can provide priceless benefits when managing your investments. These advisors have in-depth knowledge of the regional market and understand the economic elements that influence it. They offer customized steerage and investment advice tailor-made to your specific objectives.</p>
<p>For instance, if the full-service broker sells insurance coverage policies, they may convince the traders to buy them to earn commissions. In such a case, the traders may make choices underneath a broker’s influence. Full-service brokers help the traders to make the proper investment determination on the right time by analysing investors’ threat, return and time horizon preferences. Novice investors who lack experience and steering could find it useful.</p>
<p>Theyare one of the most necessary inventory market individuals and play an important rolein online trading. Since you can not work together immediately with the stock trade,they open demat and buying and selling accounts within the depository in your behalf. An instance of a brokerage agency is Angel One, which offers services ranging from trading stocks and mutual funds to complete monetary planning and wealth administration. Robo-advisors are automated digital platforms that use refined algorithms to provide investment management providers. After evaluating clients’ investment targets and danger tolerance by way of an internet questionnaire, robo-advisors design and handle a diversified funding portfolio. These platforms are recognized for his or her price effectivity, charging lower fees than conventional brokerage services.</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
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		<title>Swyftx Fees: Trading, Deposit &#038; Withdrawal Fees</title>
		<link>https://www.rheumatoidsupport.com/swyftx-fees-trading-deposit-withdrawal-fees/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 05 Sep 2024 03:58:22 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
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					<description><![CDATA[Content Bitget: Competitive Low Fees crypto exchange, prioritizing diverse investments How Much Are Crypto Exchange Fees? Breaking Down the Costs Crypto platform and number of cryptocurrencies available: Summary Of The Best Crypto Exchanges &#038; Apps of September 2024 Are there any hidden costs associated with using low-fee crypto exchanges? Eligible traders can trade low-fee cryptocurrency [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Bitget: Competitive Low Fees crypto exchange, prioritizing diverse investments</a></li>
<li><a href="#toc-1">How Much Are Crypto Exchange Fees? Breaking Down the Costs</a></li>
<li><a href="#toc-2">Crypto platform and number of cryptocurrencies available:</a></li>
<li><a href="#toc-3">Summary Of The Best Crypto Exchanges &#038; Apps of September 2024</a></li>
<li><a href="#toc-4">Are there any hidden costs associated with using low-fee crypto exchanges?</a></li>
<li><a href="#toc-5">Eligible traders can trade low-fee cryptocurrency perpetuals on dYdX</a></li>
<li><a href="#toc-7">Compare the Best Cryptocurrency Exchanges</a></li>
</ul>
</div>
<p>The crypto exchange you’re using probably charges some fees of its own, and you can’t get around the fee structures that are built into the cryptocurrencies themselves. Beginners can benefit from the relative ease of buying and selling cryptocurrencies on Crypto.com, although it charges slightly steeper fees than some competitors. The Crypto.com DeFi wallet allows users to store their crypto and earn rewards on their assets. It offers a crypto exchange with trading in 27 cryptocurrencies, as well as an online brokerage platform with access to a limited selection of stocks and exchange traded funds (ETFs). Most people who use Binance.US will be charged <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> fees and have withdrawal limits. Fees are based on your 30-day trading volume and are offered in two tiers.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="cryptocurrency exchange fees"/></p>
<h2 id="toc-0">Bitget: Competitive Low Fees crypto exchange, prioritizing diverse investments</h2>
<p>Takers, meanwhile, remove liquidity from an exchange by completing orders that are waiting for a trade. Depending on the exchange, maker fees are usually slightly less than taker fees, although this isn’t always the case. In contrast, countries like Japan, Singapore, and Switzerland have more favorable regulatory environments for crypto trading, resulting in lower fees for users. Among these, exchange fees hold a significant sway over the profitability of your trades. Whether you’re a seasoned investor <a href="https://www.xcritical.com/blog/cryptocurrency-exchange-fees-what-are-transaction-fees/">cryptocurrency exchange fees</a> or just dipping your toes in the crypto waters, understanding how exchange fees work can help optimize your trading strategy.</p>
<h2 id="toc-1">How Much Are Crypto Exchange Fees? Breaking Down the Costs</h2>
<p>Perpetual swaps provided by Bybit have both maker and taker fees for trades and also funding rates accumulated. The website’s interface or UI is so developed and user-friendly that appeals mostly to both rookies and professionals in the trade. BingX is a cryptocurrency exchange that provides access to a wide range of trading pairs and instruments. BingX also offers various services such as futures, options, and leverage for experienced traders. PrimeXBT is considered as one of the top cheapest crypto exchanges due to its competitive fee structure and robust trading features.</p>
<h2 id="toc-2">Crypto platform and number of cryptocurrencies available:</h2>
<p>As a US-based exchange, they are committed to complying with US regulations but are not a regulated exchange under US securities laws. Open a bitcoin IRA with BitcoinIRA and earn a $150 reward while you save for retirement. Available for IRA Rollovers, Roth, SEP, Employer Plan 401(k)s and new or existing Traditional IRAs. Many, or all, of the products featured on this page are from our advertising partners who compensate us when you take certain actions on our website or click to take an action on their website. Get stock recommendations, portfolio guidance, and more from The Motley Fool&#8217;s premium services.</p>
<h2 id="toc-3">Summary Of The Best Crypto Exchanges &amp; Apps of September 2024</h2>
<p>In contrast, DEXs have lower fees since they have fewer overhead expenses. A wider spread means buying at a higher price and selling at a lower one, reducing your potential profit margins. For instance, a cryptocurrency with a buy price of $10 and a sell price of $9 has a spread of $1.</p>
<h2 id="toc-4">Are there any hidden costs associated with using low-fee crypto exchanges?</h2>
<ul>
<li>Most of the cryptocurrency exchanges charge a fee for your transactions, which varies depending on the deal you made and the transaction volume, to support their users with these services.</li>
<li>It’s very important for the customers to know their investments are safe with the chosen cryptocurrency exchange.</li>
<li>While a certain level of risk is to be expected in crypto, selecting a safe, secure entry point is critical to a successful journey.</li>
<li>The criteria for comparing crypto exchanges include the platforms&#8217; fees, asset/account security, accessibility score, and customer support.</li>
<li>Kraken offers over 185 cryptocurrencies for trading, including Bitcoin, Ethereum, and several other popular coins.</li>
</ul>
<p>After launching in 2016 and being founded in Hong Kong, Crypto.com has established itself as one of the leading global crypto exchanges. It’s now available in 90 countries worldwide, and it supports over 350 cryptocurrencies. When you buy or sell cryptocurrency on PayPal, we&#8217;ll disclose an exchange rate and the transaction fee you&#8217;ll be charged for that transaction. If you&#8217;re primarily concerned with paying lower fees you may want to look to other exchanges, like Kraken or Binance, which charge more modest trading fees compared to Coinbase. When utilizing Coinbase Pro, trading fees can be anywhere from 0% to 0.5% per trade. Users can expect to pay a taker fee between 0.04% to 0.50% and a maker fee between 0% and 0.50%.</p>
<h2 id="toc-5">Eligible traders can trade low-fee cryptocurrency perpetuals on dYdX</h2>
<p>Token holders of native utility are eligible for fee reductions from some exchanges. For instance, traders may trade cryptocurrencies on Binance at a discount if they own a certain quantity of BNB. Poloniex will be a perfect choice for both beginners and skilled traders due to its easy-to-use interface and various cryptocurrency choices. The exchange orders about both safety and compliance, making a shield between the assets and the regulatory officials’ requests.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="cryptocurrency exchange fees"/></p>
<h2 id="toc-6">Poloniex: Over 400 Currencies Supported to trade with low fees</h2>
<p>Poloniex is an exchange of cryptocurrencies that allows trading for a great deal of digital assets with competitive fees between multiple parties. The platform ranks among the cheapest crypto exchanges that allows spot trading at both maker and taker levels, thus enabling market makers to buy and sell different amounts of cryptocurrencies. Poloniex has additionally provided its users with margin trading and lending options where people borrow funds and trade in margin.</p>
<h2 id="toc-7">Compare the Best Cryptocurrency Exchanges</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="301px" alt="cryptocurrency exchange fees"/></p>
<p>After the exclusion of the transaction fee and the processing fee, you will get the final amount. Anyone who places limited orders and increases the trading pair’s liquidity is called a “maker.” A “Taker,” on the other hand, is someone who carries out such instructions. We chose Cash App as our top pick among Bitcoin-only exchanges as it allows you to seamlessly and securely buy, sell, and store Bitcoin from your smartphone. Despite the exchange’s drawbacks and the current charges by the SEC, Coinbase is still worth considering due to its ease of use.</p>
<p>“Makers” rely on limit orders that set a specific target price and may take longer to execute but at a lower transaction fee. Makers provide liquidity for other traders, while Takers consume assets from the same liquidity pool. The existence of fees also lowers the risk of pointless or harmful transactions overwhelming the cryptocurrency platforms. Any system for payments and data transfers without transaction fees would quickly be flooded by spam. Just like when working with different brokers for trading stocks, fees can vary from crypto exchange to crypto exchange. If you want to find the exchange with the lowest fees overall, you’ll want to research trading fees, transaction fees and any additional fees for every individual exchange.</p>
<p>When choosing a crypto exchange, you must consider your specific needs and preferences, such as the type of trades you plan to make, the level of security you require, and your budget for fees. Ultimately, by carefully researching and comparing the available exchanges, you can find the one that best fits your needs and helps you reach your investment goals. Crypto exchanges aren&#8217;t generally regarded as the safest or most transparent platform, so industry-leading crypto trading platforms like Kraken stand out quite a bit. It&#8217;s important to note that some crypto exchanges have had issues with these secondary services.</p>
<p>Cryptocurrency exchanges offer traders a convenient way to add digital assets—such as Bitcoin (BTC)—to their portfolios. However, like their traditional trading counterparts, trading on these exchanges isn’t free. Users are categorized into tiers by their assets under management and 30-day trading volumes. Fee tiers are updated daily.Users of different fee tiers will enjoy different fee discount. For example, if a user’s 30-day trading volume is 50,000,001 USD, this user will enjoy fee discounts of -0.010% for maker fee and 0.015% for taker fee. Based in San Francisco, California, Kraken is a cryptocurrency exchange established in 2011 and.</p>
<p>NerdWallet, Inc. is an independent publisher and comparison service, not an investment advisor. Its articles, interactive tools and other content are provided to you for free, as self-help tools and for informational purposes only. NerdWallet does not and cannot guarantee the accuracy or applicability of any information in regard to your individual circumstances. Examples are hypothetical, and we encourage you to seek personalized advice from qualified professionals regarding specific investment issues.</p>
<p>The same discount applies when you’re exchanging Bitcoin for Wrapped Bitcoin (WBTC -2.16%) or the other way around. Most crypto exchanges report their U.S.-based customers holdings to the IRS. Of the world’s largest crypto exchanges, it has been reported that KuCoin does not report information directly to any U.S. governmental organizations, including the IRS. However, KuCoin is also not licensed for use anywhere in the United States. Binance, Coinbase and Bybit are among the largest crypto exchanges by trading volume. A crypto exchange is an online platform where traders and investors can purchase, sell or store cryptocurrency.</p>
<p>Thanasi Panagiotakopoulos is the founder and president of LifeManaged, a financial planning and wealth management firm in Phoenix now marking its five-year anniversary. Thanasi has spent the past 14 years coaching individuals on how to best make money work for them and helping families create generational wealth. He brings a unique perspective to wealth management and financial planning as he manages over $250 million in individual and family assets while leading a team of five. Thanasi’s hard work and expertise has been recognized, as LifeManaged was named to the fifth annual “Investopedia 100 List of the Most Influential Financial Advisors” in 2021. Out of more than 100,000 independent financial advisors in the U.S., the Investopedia 100 spotlights the country’s most engaged, influential and educational advisors.</p>
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		<title>What Is Volume of a Stock, and Why Does It Matter to Investors?</title>
		<link>https://www.rheumatoidsupport.com/what-is-volume-of-a-stock-and-why-does-it-matter/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 19 Aug 2024 18:11:45 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
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					<description><![CDATA[Content What is Wave Volume in Trading? The Difference Between Average Daily Trading Volume (ADTV) and Open Interest How to Trade the VIX Trading Strategy (Complete Guide) In recent times, high-frequency traders and index funds have become a major contributor to trading volume statistics in U.S. markets. Daily volume is the most common time frame [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">What is Wave Volume in Trading?</a></li>
<li><a href="#toc-1">The Difference Between Average Daily Trading Volume (ADTV) and Open Interest</a></li>
<li><a href="#toc-2">How to Trade the VIX Trading Strategy (Complete Guide)</a></li>
</ul>
</div>
<p>In recent times, high-frequency traders and index funds have become a major contributor to trading volume statistics in U.S. markets. Daily volume is the most common time frame used when discussing stock volume. Average daily trading volume <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> is the daily volume of shares traded, averaged over a number of days; this smooths out days when trading volume is unusually low or high.</p>
<h2 id="toc-0">What is Wave Volume in Trading?</h2>
<p>J.P. Morgan Wealth Management is a business of JPMorgan Chase &amp; Co., which offers investment products and services through J.P. Morgan Securities LLC (JPMS), a registered broker-dealer and investment adviser, member&nbsp;FINRA and SIPC. Insurance products are made available through Chase Insurance Agency, Inc. (CIA), a licensed insurance agency, doing business as Chase Insurance Agency Services, Inc. in Florida. Certain custody and other services <a href="https://www.xcritical.com/blog/how-to-increase-your-brokerage-trading-volume/">what does high volume mean in stocks</a> are provided by JPMorgan Chase Bank, N.A.</p>
<h2 id="toc-1">The Difference Between Average Daily Trading Volume (ADTV) and Open Interest</h2>
<p>For example, ten market participants buy and sell 100 stocks each day. Then a new participant appears who applies to buy 200 stocks at once. Sellers immediately come to the market and offer their selling price. As a result, with increased demand, the stocks&#8217; price rises sharply, trading volumes increase to 300 stocks, and volatility increases.</p>
<h2 id="toc-2">How to Trade the VIX Trading Strategy (Complete Guide)</h2>
<p>However, OBV doesn&#8217;t provide specific information about the financial asset, which can lead to misinterpretations. Therefore, traders should balance OBV by using lagging indicators. VWAP is a technical analysis indicator used by traders during single trading sessions to determine the average price of a security, which is based on price and volume. It can provide traders with insight about liquidity and price movement during the day. Volume is the amount of an asset or security that changes hands over some period of time, often over the course of a trading day. For instance, a stock&#8217;s trading volume refers to the number of shares traded between its daily open and close.</p>
<h2 id="toc-3">Why is trading volume analysis overlooked?</h2>
<p>Average daily trading volume is an important metric because high or low trading volume attracts different types of traders and investors. On-balance volume (OBV) is a technical indicator that measures positive and negative volume flow and analyzes the trading direction. It shows as a single line that can provide insights into the intent of market players that investors can use to make trading decisions and identify where to buy or sell an asset.</p>
<ul>
<li>If the volumes at the time of the breakout are unchanged or decreasing, then the breakout is false.</li>
<li>High ADTV might suggest strong investor interest, which could be due to positive fundamentals such as strong earnings or favorable market conditions.</li>
<li>11 Financial is a registered investment adviser located in Lufkin, Texas.</li>
<li>On-balance volume and the accumulation/distribution line are similar in that they are both momentum indicators that use volume to predict the movement of “smart money”.</li>
<li>Buyers require increasing numbers and increasing enthusiasm to keep pushing prices higher.</li>
</ul>
<p>The wave volume is important for traders because it makes it easy to compare volume changes during different price waves. Overall, the volume trading strategy offers a systematic approach that provides traders with a valuable toolkit to navigate the complexities of financial markets. Those who learn how to use volume in trading certainly have the ability to identify many trading opportunities. High trading volumes play a crucial role in confirming the legitimacy of breakouts. Usually, when a price genuinely breaks out of a price chart pattern or a support/resistance level, there should be a noticeable surge in trading volume (as you can see in the chart below).</p>
<p>Seeing an increase in volume is usually a good sign, but as we mentioned above, the relationship between volume and stock prices can be complicated. Here are a few methods for reading and incorporating trading volume into your analysis. In the case of a pullback in a stock or market, the volume should be lower than it is when the price is moving in the direction of the trend, typically higher. Lower volume indicates that traders do not have much conviction in the pullback, and it may suggest that the market’s upward trend could continue, making the pullback a buying opportunity. Volume patterns provide an indication of the strength or conviction behind price advances or declines for a stock or sector or even the entire market. An advance on increasing volume is generally viewed as a bullish signal, while a decline on heavy volume can be interpreted as a bearish signal.</p>
<p>However, while volume is a crucial metric, divergences frequently occur, and volume can’t be used in isolation to make buy or sell decisions. Always use multiple indicators when looking for trading opportunities, and consult with an advisor before making any changes to your investment plan. If faith in markets is based on the wisdom of crowds, then trading volume would naturally be an essential signal regarding investors’ belief in a stock or asset. If an increasing number of investors seek out shares of a particular stock, the price of those shares can be expected to increase. Volume is a handy tool to study trends, and as you can see, there are many ways to use it. Basic guidelines can be used to assess market strength or weakness, as well as to check if volume is confirming a price move or signaling that a reversal might be at hand.</p>
<p>The following week, the share price of ABC stock decreases by 10% in one trading session after being in an uptrend for six months. More significantly, the trading volume spikes higher when compared to its average daily trading volume (ADTV). Trading volume is the total number of shares of a security that were traded during a given period of time.</p>
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" width="305px" alt="How do you calculate trading volume"/></p>
<p>In the above example, price breaks out the range on higher than average volume, signaling new participants entering the market, increasing the odds the sell off will continue. The volume indicator keeps track of all these transactions and displays them as a histogram on the x axis of your charting software. The time period each volume bar on the histogram represents will be determined by the chart interval you decide to use.</p>
<p>Placed purchase orders are not met because there are no sellers. The green bar indicates that the current candle has more trading volumes than the previous one, while the red bar means less. Factors such as significant news events, market sentiment, and economic indicators, among others, play a crucial role in influencing ADTV.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="How do you calculate trading volume"/></p>
<p>With an almost twofold increase of the histogram bars, something similar to a pin bar appears in the chart after a series of growing candles. Then a large down candle (similar to the engulfing pattern) and another down candle (1) appear while the histogram bars continue to grow. A financial professional will offer guidance based on the information provided and offer a no-obligation call to better understand your situation. For information pertaining to the registration status of 11 Financial, please contact the state securities regulators for those states in which 11 Financial maintains a registration filing. Traders often use it to estimate the liquidity risk of security &#8211; the risk that they may not be able to buy or sell the security quickly enough to prevent a loss or take a profit. Market volatility refers to the rate at which security prices fluctuate, and it is often linked with Average Daily Trading Volume.</p>
<p>Without liquid markets, pricing securities like stocks becomes difficult, and trading volume will dry up. Highly liquid stocks can have millions of shares traded daily (especially high-flying tech stocks like NVDA) without significantly affecting price in one direction or another. Think of liquidity as oil protecting your car’s engine &#8211; it provides a buffer so all the different parts function smoothly and efficiently while also keeping costs (i.e., spreads) down. Since the average daily trading volume has a great impact on the stock price it is important to know how many transactions were on a particular share. The same share can be traded many times, back and forth and the volume is counted on each trade, each transaction.</p>
<p>Instead, traders and analysts look to the nature of OBV movements over time; the slope of the OBV line carries all of the weight of analysis. Hakan Samuelsson and Oddmund Groette are independent full-time traders and investors who together with their team manage this website. They have 20+ years of trading experience and share their insights here. In the NVIDIA chart below, you can see that the price was trending upward. Notice the pullback (a consolidation rectangle) that formed with a low wave volume. Later, the price wave that led to a breakout above the rectangle showed a much bigger wave volume.</p>
<p>Such an asset has high liquidity and a tight spread without widening and slippage. Trading volumes are the number of stocks traded or the number of trades in a fixed period. If the price is below the VWAP indicator, then trade opens at a price below the market average.</p>
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		<title>What Is High Frequency Crypto Trading? Crypto Trading 101</title>
		<link>https://www.rheumatoidsupport.com/what-is-high-frequency-crypto-trading-crypto/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 29 Jul 2024 23:01:39 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
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					<description><![CDATA[Content Measuring financial asset returns and volatility spillovers with application to global equity markets Supercharge your skills with Premium Templates common high-frequency trading strategies in crypto High-frequency trading can be lucrative in newer markets like crypto, but HFT is not without its unique risks. Example Pseudocode for Spatial Arbitrage Backtesting your high-frequency crypto trading strategies [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Measuring financial asset returns and volatility spillovers with application to global equity markets</a></li>
<li><a href="#toc-1">Supercharge your skills with Premium Templates</a></li>
<li><a href="#toc-2">common high-frequency trading strategies in crypto</a></li>
<li><a href="#toc-3">High-frequency trading can be lucrative in newer markets like crypto, but HFT is not without its unique risks.</a></li>
<li><a href="#toc-4">Example Pseudocode for Spatial Arbitrage</a></li>
<li><a href="#toc-5">Backtesting your high-frequency crypto trading strategies</a></li>
</ul>
</div>
<p>The configuration and parameter data are not as structurally rigid as market data, i.e., bid and ask prices and trades. Some bots might have 20 configurations or key-value pairs, while others might <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> only have six. So quantitative researchers at Kronos needed a way to efficiently store the configuration and parameter data.</p>
<h2 id="toc-0">Measuring financial asset returns and volatility spillovers with application to global equity markets</h2>
<p>You are solely responsible for conducting independent research, performing due diligence, and/or seeking advice from a professional advisor prior <a href="https://www.xcritical.com/blog/high-frequency-trading-hft-what-it-is-and-how-it-works/">high frequency trading crypto</a> to taking any financial, tax, legal, or investment action. Traders are able to use HFT when they analyze important data to make decisions and complete trades in a matter of a few seconds. HFT facilitates large volumes of trades in a short amount of time while keeping track of market movements and identifying arbitrage opportunities.</p>
<h2 id="toc-1">Supercharge your skills with Premium Templates</h2>
<ul>
<li>However, given the recent moves by the Chinese government to shut down all of the Bitcoin exchanges, there is no doubt that these HFT firms will have to cease operations.</li>
<li>High-frequency crypto trading requires the right blend of speed, data, infrastructure, and algorithms.</li>
<li>The market is deeper, which makes trading more efficient and less risky.</li>
<li>Autowhale focuses on providing high-frequency-trading software ranging from crypto market making services to various custom solutions tailored for our clients.</li>
<li>Due to its volatile nature, crypto could be even a better match for HFT than the traditional markets.</li>
<li>With deep pockets and access to cutting-edge technology, these entities leverage HFT to carve out significant advantages in the digital asset space.</li>
</ul>
<p>Ensuring the integrity and security of these high-frequency trades is paramount, as any vulnerability could be exploited, leading to significant market disruptions and financial losses. So in summary, Ethereum lends itself well to the same HFT strategies and infrastructure as used by Bitcoin HFT traders. Within these broad categories are hundreds of specific strategies for automated trading. “If we’re talking about quant data, the edge is in how quickly you can update your models and parameters and how you can select the right parameter for changing market conditions. We use MongoDB Atlas to give us more insight into these factors, which saves us a lot of time and brainpower,” Hank said.</p>
<h2 id="toc-2">common high-frequency trading strategies in crypto</h2>
<p>CoinAPI, for instance, provides real-time data from over 350 exchanges, enabling high-frequency traders to make timely and informed trading decisions. The Market Data API offers tick-by-tick data, order book snapshots, and trade data, which are crucial for making informed trading decisions. Have you ever wondered how a large number of trades are executed, especially in the crypto ecosystem? You might have even used a bot, program or API to configure your crypto account or wallet to experiment on trades. Well that particular scenario is what we know as High Frequency Trading (HFT), which is a very significant strategy employed by experienced traders and institutions. HFT involves the use of sophisticated algorithms and high-speed data processing systems to execute a large number of trades within fractions of a second.</p>
<h2 id="toc-3">High-frequency trading can be lucrative in newer markets like crypto, but HFT is not without its unique risks.</h2>
<p>Most high-frequency trading is carried out by hedge funds, investment banks, and broker-dealer companies, using clients’ money. For example, MongoDB Atlas tracks key resource utilization metrics in real-time and adjusts cluster sizes up or down as needed. Compared to traditional HFT infrastructure, a big difference is that all of Kronos’s production infrastructure is in the cloud. The choice of cloud infrastructure is limited by what the exchanges are using. With that being the case, let&#8217;s look at high-frequency trading&#8217;s pros and cons.</p>
<h2 id="toc-4">Example Pseudocode for Spatial Arbitrage</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="high frequency trading crypto"/></p>
<p>This enables world-class researchers to build, test, and trade advanced machine learning/AI models trained on large volumes of proprietary market data to capitalize on the best opportunities. Crypto HFT is a trading strategy that uses algorithms to analyze and execute trades quickly and sequentially. This trading strategy’s primary objective is to profit from market price variations. Looking ahead, HFT is always getting better because of new technology and rules. Things like trading with the help of artificial intelligence and better rules will change how HFT works. To succeed, traders must keep learning and improving their strategies for HFT.</p>
<h2 id="toc-5">Backtesting your high-frequency crypto trading strategies</h2>
<p>Once an opportunity is identified, the algorithm must execute the necessary trades before the price discrepancy is corrected by the market. Take, for instance, iRage, an HFT firm where you’ll tackle complex engineering problems and help shape the future of this lucrative industry. You&#8217;ll collaborate with top-tier programmers, quants, and traders, making every day intellectually stimulating and rewarding. High-frequency trading (HFT) is a form of algorithmic trading where financial instruments, like stocks, index futures, are bought and sold at extremely high speeds.</p>
<p>Since then, with the advancements in computational power and speed, HFT has evolved to become a trading strategy commonly operated by hedge funds, institutional investment firms, and algorithmic traders. Picking the right high frequency trading firm for your B2B cryptocurrency trades can have a significant impact on your company&#8217;s financial performance. With so many &#8220;best high frequency trading firms&#8221; claiming to lead the market, it&#8217;s critical to know what to consider when partnering with these companies. Here are five crucial factors to weigh when making your choice among these high frequency trading firms. These firms may use comprehensive and complex technology in order to make innumerable trades within a short time period. High frequency trading firms typically use “black box” systems to simultaneously maintain and execute hundreds of hundreds of trades.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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yjFedVh1G27mfoLUiVEYKmuMM0+VUHJD6NoUgTRmE8O1vl38Lw7sTSn9CfMCQQ9cvCgtjMpbkqArbUjb1pEL1GQaoostiqaK74/AI7eZUMxcunbMcvwLkv8A6mbBynQ6vD4pbXHmT19X0IvUnOb4J/KxDwzNygbThDdOaAC2ItoG+Ft2j3A06zptHwj5g8O3GuGpiqM3NOvlJB7COCzlgkhDTILXFx3Jn5jZA3Flfbcy6K3c9NqUWHJci7aXTJzvE2hxENV2aNoSeE+4Qbd5EWOs/wBHQadT7bdqV+xkm3BDpMoG4sQH4rZTKzHpzgrIBxR0YCW2a68zp79u0Wywmnc08o3hMH7rzReF0iM0eKE6LhF3zNDkruMvES8xeLGuzmBki0PAaqt/tgXnAY1MEO0969nWNO92/K5vPjetKmOaFkx8vL4nWlFnzJkaOxGlR35jKNPuNPBuTegoKIve5doF8IB8UWx7qt65PxZTbtSrmYUh+cy1O4zgU2Q64LgCqE44UgiU9Oxd67hxp+mFkh/vtf8A/qlM/b4ItnBjW9MLJD/fa/8A/VKZ+3xvRrrycl06XU2Z9/kxC4XEXqNM+2Eoj9u99MeEgalZMY55s3v9ixYMa3phZIf77X//AKpTP2+D0wskP99r/wD9Upn7fHqxWzgxremFkh/vtf8A/qlM/b4/VzDyQFFJKrf/AGf/AFSmft8EWxgx6qd45L0uT1OVVr53q0056nHpRjtcbE07Uf8AePt+NjzHvLJiRHlSmqlf5NwxFxz6kpnmIxFPt/vrjzZZNaXaBGDGt6YWSH++1/8A+qUz9vg9MLJD/fa//wDVKZ+3x6sVs4Mb1p1/Jy77opNq06sXy1KrE1mCybkGmkAm4Yiino/romOR6YWSH++t/wD+qUv9vjEOBOXj/wDf5L0tIF1s4Ma3phZIf77X/wD6pTP2+D0wskP99b//ANUpf7fGS8Wzgx6qd45MUioyqZKrF8k7Efcjuk3HpRgRCWi6Kj/MmNT0wskP99r/AP8AVKZ+3wRbODGt6YWSH++1/wD+qUz9vg9MLJD/AH2v/wD1Smft8EWzgxremFkh/vtf/wDqlM/b4PTCyQ/32v8A/wBUpn7fBFs4Mdxl3KmRDoU1qsXz/f8AKcMYOo0/cJRfXN/qunb7mmN2oQMsIF9RbBdrd5lPlP8ABB7qlPFjvmOqqrvKnqRLiKK6nLsmbWxP9k2PsIIUk0kwGbLpoPaLj3FRUi2iRc5bfCPew6rd6O9Onw6BUriuW5I0GsiKJMp8enlFlunTXp4DBcdNScBptgmXydDtdXcG0BcHCN9MLJD/AH1v/wD1Sl/t8ZmcyMnIrPBj3LmW2yBEQMikAWmyLVSIG+s7QUiUlXROb3cSlGT4i9FapXLSItbsi5JLcVylt1A3roiDCB980FQjNA2iPs6eI3WyEeQhJzdy5B6G+YjtWg0ti5KOTU6E/OOovU+Y0xGBl5plRdQk1Qy4u9sNfVRZPaXiwjqfeGUtZivx49y5mlHplNeRWySGoDBRQRyOAJJ0RleXWP60vwcEvN/LSYsZZt+ZtPLCYbjxiKRD3MgCkTeipJ11EzJUNecd3ex5cE2XpaQLpx1Ton3tTW5kgbzoMwYYtccItPnuk269tWO2m0CUwcRdxPIm2P4xLHPvro33Fl9Mt+m1m/LYJ+5K2xQ4xsg+QMGe1XHHFVEHY3v+H6rybdu7lUi5oZQnxBO6czfVhUHfrFOIJdhof1TziXuivKXu47ECuZU3ZbtwVl248wZUa340ZyQ1MZhSOID77ccAHfIVOzf3V5RDlxi97YxmdtoPaQB7yvWtLjZqYFx5FxqHZVau8KreEVafbZXNDhVejMNGINro7FqBtqosyV7zYJwyEe8L20sKgh2EQfBxu2/Xcs75qr1Co9z3+9UpkR+Ui1QozrMk4kY32+skMgjc28LkU0LZ4duPFFZiyqtT2J4QyivSWm3hmVDqEfYqii8WT/i7aecnU5hHu82M1itTBhw3lZuVMeKXoZO0uONdYjgLeYQEDkMWy6y5IUpDnVorhp6gYbnRDmM9xcPH5mvbOSlGs+RKsSoUd2vNyILYBBuY5/HJXjGZw2uO4nVUYRt9p1V37nthHu9TwRJ/BgwYIttj2M31+R0/6XCwpcj6fbc/NKhrd9SgU+kRZfXJb0yQDTWxpCPZzKmu4hFNMNpj2M31+R0/6XCxWV31wvlYzY7I4OteyK2VWzGyjqlt3XnVRzp1Ou2dS37fbofqevFN5BbmttkibvUeGpdnLs24V2S1CyzhOrmBmbdcBuJBfFunUftkPSpApqDj7LXPwA07fhly93vJzdy6YNy43uqs7g4tGnvPWsQ2yeXSYqVnXRVLXu22bkpVSdqFGBipDBZSPtkMnopkxruZ3oXYJ/AxN6DNyUk5dWvkbctbo7T1YprlYl19t1svJdSJzc20bicqep8QF7ezl+Fiq+Pzd97HoqyHl+Xff3fkvbJ15g1Sz8zekGEKPUqVBtVmbGpbconQjxhhMbUcc4nm5tHNC93cOHFmzmPTY8O4KlZt5UlqOywTcCNBr1GdAhRNoEkdYxPlr51DibvjYpngx6KtzQ7TVxuvMt1YLo5u0K3KNcV1XrVqCFsONtwp9PkRAlzJoHxUQGhE9zXMvfVOb+TjldIK46dHODZFgz7eKx2225UBukOo686SgO4phqqnx0Lwlhf0Zt5yx7jdBqcQC5T95t1BGmQ1cd04jOvqvxfgfysRLGvyg81zdl7bW684MGDEdeowYMGCIx3rJ9ltH/H436YMcHHesn2W0f8AH436YMYSeYe5et3UjvnahXYvqe5Lm+4lIvPL/wAY8wJ/xfj73hwvsMO+Rc23c5sk7BuhBVRl7WNy9b7CY11M/ec8Kbx8WF5jyH6NvcPBDujBgwY2LxGDBgwRGDBgwRd6RtWyIHre7ypL/wARUT9Zj/4x5jT/AIvwd77Zjg4kT7LiWLT3FCTsKrTE3lLRWdUZj9gsa8p++fi5B8OI7giMGDBgimdg/WNzfMkn89rEOc7xfKxMbB+sbm+ZJP57WIc53i+VjTF9K/8A1wW+T6Nnr8V5wYMGNy0KT3Jt9DltbeDu6rI1205WC+uXPO6vZI+Unc7nhx3MivbPo/8ABJ+ivY41xg6Fs2uroy0FyJJUCdmo8BfVTqept6+op76eItSx2civbPo/8En6K9iuxj9nz+g74SpVD9aj9IeKl2bX2DvH8tWPoruEhh/5gUwa3CvKnDUoEMyu5p5FlyBZAkGMaLoq/LwrvS6f/wCFdsf9bN4jYPPGyka1x1sPhapWIROfMS3t8SnbT1FOjwoKYbipczRN3aWk2Xrpis7/AK8fylxZV+lSIGR0MiejPgzTak2TsaQLobiflkmip5+zFanvXj+UuInJ4DPVFp3lf4rfjB0hHUxvgD81ixlZ9dH5SeHX/ZjFjKz68Hyk8xaf7cdKqRSO9UBX6QiIz9hoWuynLD+1+7r66v8Ax3mPvYi+JVfLbrL1GRxuWG6iQVHrM4ZW8Vb7CDRV2B7zXgxFcERiaW97Bbm/hgfpjxC8TS3vYLc38MD9MeNUuw7x4hS6L6Q+i74SoXgwYMbVERj1jzj1gikF77fLq7dn1nC9bgrDH61a+1r2/wArx9/xYx0P7A3D+JsfSWsZ78ZdauDR8ZYl1KCW2TNSUaaxWl9cRV7PeHwjoPhxgof2BuH8TY+ktYwk2HePEKTS+ee53wlcHBgwYzUZT/IP27LG+f4X6YcQNzvJieZB+3ZY3z/C/TDiBud5MaG/WHei3xctrvom958AvGP0O+mPzHpvvD8rG9al3L02+i+tbdm3r7/rcJYg99fMyva18he7jg4kF9IbV51xt0ZCGNRkoQyZaSXRXiL2G8irxC989ebEfwRGDBgwRGPWPOP0fPgitOVmU+kZXWXdhz5DxUihVCsiyICPEOV2mGvb2D7mObdO0OknSO5yyy70bjj6/L+1p3/keLHcv+4EoPR+tVFh8fyha7cP13Zw96im/wAy7tNe7jjXLvLpL0cAFwi66WgtvcI9ePL8xeBfv+HHzrDXySvfLJr9OB3BwPiSuxqw1jWtb/wj/wApHyCrW/6+X/yxixlk+vF/b3f7cYsfRnbrjlNMvvrW5PmKX+c1iHu+ul8rEwy++tbk+Ypf5zWIe766XysRovpn+pb5Po2rHhrZX+1fmd830j9as4VOGtlf7V+Z3zfSP1qzjVX/AEQ9JnxtXtL9J6nfCVpdHj21IfzVWv1ZJwyG+4PyRwt+jx7akP5qrX6sk4ZA90fkYmqOvW5cG4vfx+YMERgwYMEW2x7Gb6/I6f8AS4WKyH64XysWbY9jN9fkdP8ApcLFZD9cL5WCLzgwYMERgwYMERgwYMEUppSw0s6uC8tP46OQuFxIRuP9pua8N5OVr427vjt07uItiY0QJhWHcZtFVOri5T+LwXWkjeuO7eKK86/F2eLdriHYIjBgwYIjBgwYIjHesn2W0f8AH436YMcHHesn2W0f8fjfpgxhJ5h7l63dSG+uAj92KXVuN6Jl27opK/s1la7Xe6Aa+cPORbS8OIBhh3wMhGrvIeudX9FQoe1wOr7/AKr27xXn4mm7aqcu3fr4cLzGMH0Te4eCHcowYMGNq8RgwYMERgwYMEXee4HoLhKiQ+OlUk7tsQkf2cFnTV7ukGu7QO8K7l8WODiSSRlegCnl9X9W8rzNu5xvqu/gx920e/xNNu5V5duzb4sRvBEYMGDBFM7B+sbm+ZJP57WIc53i+ViY2D9Y3N8ySfz2sQ5zvF8rGmL6V/8Argt8n0bPX4owYMdoLWqTlquXePC6i1NGCXP6pxFDd3fexsc4M3WprS7ZZ6+UX0PW6LPU+L1Z9XeDCNp3d1g9OK4vY8WnmVO6PLiQZFe2fR/4JP0V7HHucZQ2vapurUeEUSTwesOtq1t607rwEHmQde9v8e/Tsx2MivbPo/8ABJ+ivYgYx+z5/Qd8JUih+tR+kPFSfNwiFu5yH/hU52/+alhM8Z//ACp/6WJznHMmLmHccNZLvVlqLjnB3Ls36Im7Tza6YgmGFR83Rx34tafcFnXSZp3W4E+Ks9F/wbGfwE/9JUMVje9fP5a4s3E/wa2fwE39JUMVke9fP5a4qeTf0lX/ADX+Kn415tP/AC2+AWPGVtfVB3ebcne7UxixkZ3cYNm7duTTb58dOqNSK8nIxPUvqvU+2kQ1PqsI4/Pw+bfu9cc+E4nKeIziXX6E0XqKk0qiSeQqfw+uutGvD4PLw+H3W/gCXPt8+IjgiMTS3vYLc38MD9MeIXiaW97Bbm/hgfpjxql2HePEKXRfSH0XfCVC8GDBjaoiMfo4/Mfo4Iu/enVkrWkZIezqsT61iFGDXqzevqZduuvnLxFuLxY80P7A3D+JsfSWsbN+jJG4zCas7iJBga9edbN3b1VnbzN8u3Tu+7t269uNah/YG4fxNj6S1jCTYd48QpNL557nfCVwcGDBjNRlP8g/bssb5/hfphxA3O8mJ5kH7dljfP8AC/TDiBud5MaG/WHei3xctrvom958AvGP0O+mPzHtr1wflY3rUuzeKsJddY6qsThdff2dViFHY03lpsaLmbH3gXu44eJFfoyQvWujL63xxqMni9dMDkbuIWvEUORT9/by4juCIwYMGCL1iQWNQotzXhR6DNedbYqE1qO4bem4RItFVNezEfxMMofbNtf50Y/PxoqnmOnke3cAn3LdTgOla07EhWSzGsgq3ljaNpN1iH9QwBim/HMZTThNGPrbgKgmn30x5uLKu8pOaduZmy4dLi2zUpJdWlTpscm3iV19VbVpD4iqiHzB8rHBzZqD0PKm258CRtlQy7DHQibI39wf5x82GNT6hUKzkNkrVJRvvT5VzPOGcdQadcPfUBTZ2IKHoAoirj5ZBLV0sUUjXDK+WVhBGou17iRYjU5Rvey+p4g7B5KBlKaZ8dU0McX5iWyMtoSD5tr6ZQQ7clVadycq6uEfousn+Tc0P+3jz6TVV/4X2V/SaH/bxBn3nxeLV4+928+uMfHf/wAs5/pY+pGOpB88f2f818wElP8AcPt/yTlsnKevNlV4MOtWzPlVClvxWGYteiumTpqCCmiH7q9mE2+JC64JDoW4tULz4bHRvccPMaJuIi9b734zHwrat9k5f4Zz85cQ6SSXyyWGQggBpGlt7g8T1LfVMj8mjkYLauG99rfmtLDWyv8AavzO+b6R+tWcKnDWyv8AavzO+b6R+tWcb6/6Iekz42qNS/Sep3wlaXR49tSH81Vr9WScMge6PyMLfo8e2pD+aq1+rJOGQPdH5GJqjr9wYMGCIwYMGCLbY9jN9fkdP+lwsVkP1wvlYs2x7Gb6/I6f9LhYrU5Ge3ESMnt7S3bV7qL58EWvgxn6rI3bernruQe6vnXzJg6rIUd3BPTapa7V9zz4IsGDGbqsn7nP3PCvu+bB1V//ACB+74V9zz/5sEWHBjN1eQg7uCenKvdX3fNj9WLJ3bFjnruUe6vnTz4IpDSVgeg6uC+VH6zxYfASQJ9a77u/hadnm27/AL2zEXxNKGk8LBuQG2asLJO08neC011b1x3ZxVL1T5Gzxbt3hxEuqS9+3qzuu7bpsXz+fTBFgwYzcB7TfwT27d2uzw+bXH6sWWpberu67tumxfOvbpgiwYMZxjyCHcjR7dpFrt9xPPgSLI3bEZPXcI91fOvmwRYMd6yfZbR/x+N+mDHH6rI/yJ+Lwr7nnx3LLZeG66SZNHok6L27V914NMYSeYe5et3XbvvqnWLrQ+o9aW4/UuJr1rhayt3DXzcPXbu+NsxAsMe9QnE3dwNMzyYK6hVdjQdVI067pvVefiabtNOXbv3eHC+WNI03cE9NqF3V8y+bHkP0Te4eCO3WHBjP1SVu29XdRdyjptXzp26Y/Orv6buEem3frt8Pv42LxYcGM/U5W7Z1Z3Xdt02L3vex+dXf03cI9Nu/Xb4ffwRYcGM/VJWu3q7u7cg9xfOvuYEiyNu7gnt2kWu1fMnnwRdZ7qnoPhoHk7rXlKTv27ut8PhM7d6+bh67tvxt+OFiTywn+gGnME1UuEtYl7BJoOq71Yjd1e/xNNuuvLt2bfFiPdVf/wAgfu+Ffc8/+bBFhwYzdVkJ9pP3F7q+75sfqxZOu3gnruIe6vnTz4IpbYH1jc3zFJ/PaxDj7xfKxM7BZcGHcm4NN1Ckkm74O9rtw7aj0bbc9GMexot02XHrM4afDj06dX5YS+tSAaIdUGMQcyujp27duK2augo5nNmNr6+oWue4XFz2qbzXOQtdcC3zufkqvYY9P9oqf8/h+jDDJuDIG0rUuSpW3Xr8y3h1Ck1J2LMhuXNN3Mm3uA2VVInuOJ3sZZFhWuxZkSzqdeNm1AqtUy2HDrEo2GzBnU3nHFjoo7BQeXTESpxKCZkZbe2ZpvY2tv4arZSw2c4AgmxHH5hImvrD8hW/1fyVx+rP8fqonx93WXNvH17N23bt08G3EiyK9s+j/wAEn6K9h7R8i7IrtEpJTMxrQchxGX3IojcEkWhBDfcMG16nuUFIdSNeYV3+ERx5srJGiUK5Rr1CvGz5gUVoesrFrUqQ82UplUaLYUYBJOYtO3u82MMTxKnkopo7kEtcNQRuLKTSYdKx8U9wWlwt22P5Kv2c3tnXH+Puf92IgzHelHw2GjcL3h7cXgtLoXzs8rkrl2jXbei0Q6wUB+ay/KmSBloCH1bqyCym8hcbVfVdA+Nhgt/uaVRoTtRpVsZr0d6pgLgylKnTIbTDIuiThq8klxdWg7diBzlybubiYsMPkvRxBgvZoHuCi1EMflLucfYXPX19yrtDEv7m5kPFwJ/Z4vXqhitq0+a844bUR1xEcUV2gq9uPobnN0eallHkvIqMO82bggUkds+SUR+E+xxHHUBzvvEYET+ikpjs+Ny4rxctEptNkUcBu2iRUqUyWT5FXZjIDvN1ePyMesooCG9U3b+Xbt5sVWFRy0Es7ZG6ve5w7jqrmup4ayKOVj9GMYD7h6lXjyTUvuCT/NFj8KFKikBSYzjYESczgKiYbiGyNO443jSyfWkFM4KXBN4vHbc0JnbwvX3Pcb12/Gx0jp9Gmdbp025aFLhpVYzPGKvzHGBbJrcj29WdQZE12K4ibt/Lt282Lw1Dm62VPHRxS6NfrYn2An5JU3ksLj0vqPknalJho75PEkTi8Ln4uv27Xv8AxsR7Dsuq26QsWmu1OrUp6QFsAccZVSfBz1ARRoGwBjT1ZO2OJLqTfMZCWOe9Z9ktSz21i0nAGbCFEbrkvaTT6aH29X7ja9rp+Hw7sbOeHUowp7jzh7/ySjxMLd9g1y/KgfpjxJRtG0SFtnyzarZExUW+IVXl7RNk/Uz9Y+2p2tD4x8+3GeRRKElIqVMpFw2sw3URpLyl5Vku7UcNd4Jqz52u+98Ae7uxg9+YAAcR4rfTsETi4uGx97SlHgwwG8tKUb4MFmPabYnJlx1MpshBEWUVRcX6n7jmnIXi+CONVMv4RQ+slfNtgvUY0rhrKe373T0JnRGfXG05nB8KeIsbOdbwUTmnf6soTgwwRy0pZVDqY5kWlw+vuQ1eWc/whAWd6PqvV/WVXkQ9O/2bfFjSKwYTdKKonfFuA4NL8odUKW9xt+/RY+nB04ye6Gv8rHvONTmnBci8Fh+W/qHybwepxPrASRnd1Zrd5+3fu3bvj7sftE+wVxfirH0hrE9vGwY826kbm5kW8RE5T4Kvy5hp6ktOacGTqMdPqbutiem7u8vixy6fZMWNQqord5UGScqluPmDMh5SbNqSG1kkVpPVHNvIHi+EOMHyNsO8eKkUzC15v1O+EpcYMMAstaUMhyP6Y1pKLcuNFR3rsjY4DoIqvCXV/WwVdCLwl4SxgTLmArHGS+7c14E57Z1t7dqwe1sNOD33k52k8Y/BxlzrOtR+acsuQft2WL8/wf0w4gR94sN/Lq3rfsfMS37sqOYVtvQaHVKTOfSLIfcM2jc1cVtOCm7h7ef4PxsKU4sjiF9TH3tvdXzr5sa2dKZzhtYeLlk/SMNO9z8vyWvj0HfTzfx4ypGkd7gnptUu6vmTz49BGkC4PqLveTzCuvb5sSFpXQu7qvoqq6weodV66/wOoapG2b128LXt2e9jjYkl9NzjvWulIanq8VSl8TrYAkjcjhb+Jw+Tf8LZy44PVpG3dwT9zwr7vmwRYcGM6xZG7YrJ67iHur508+Aoz2m5WS27ULXavmX3cEWLDFyvtme3VqDeSPtDE8sDBEdy8Xio2p66aabf48QDqcrds6s7ru26bF8/vYcmWbbnoMoPIfstEu54erFivxSUx0zrcbj3FTKBgfML8PzC0rwrNWmZT2dJlVJ916pFUVlm6e4nlZkNi1qq/BE8P+icP+5tyS4/VeF5fk8XrGqtbeLUdeJp4Pfwk7wy7v8Ai5CZf3HMsivMUhzyiQT3Kc8MchekMqz6pt2+qInJ28/h3YeFucb+51yO6v1ni+iN/Z1cUJ3dxajptQuXf72uONxuLm4qQEW/rEvwz291l07K6eunL6iQvIijAuSbANbpqdhwCpHJ28Utnd9zz/8AfjHjYfYkE6ScF7vbV3Cu7cvv/fxj6rIX7Sfur3V9zz4+iFcWDdNbo1e2LE/hb+kx8LCq/ZSX+GP85cNHo3NuDmNDEwIfWy5vvyY+FnU475VKVtaMtzzunKvuEuuKin/aU3os8XKym+pRek7+6ufhqZX+1fmd830j9as4WCxpG3dwT02oWu1fMvmwwMsr4h2a1XqLcFo+XKXXozUV+OUt6IYmy+D4ELjaKW5FDzYlVsbpIrMFyC0267OB42HDrUWnc1r7uNtCPaCF66PPtqw/mutfquVhkD3R+RjNlZeGWNTvIKfQcqzpNRkUmsFGmlcMyVwP72yFUuE62gnqiEmCnwZ1UlRabS4b0yZMIWWIzO3e4ZdiAm5UT/Ou3G6KV0rbvYW99vkStcjAw2ab+35rFgxKallXmZSOr+UbDqrPXJzVPj7eC7xJDnrYJwnC7/hd9aPwmWMNyZc5gWhT/K10WZUqXA47cVZTxsm1xT9bTVtwtULwup6kRcomRcuNqwUcwYMGCLo0qdOp1FvSfTpj0WTHtCa4y8y6QG2aS4WioqaKi4ru9dd07FjLclU4XAdho311zb1c11ca017hKmqj5lxYJj2M31+R0/6XCxWQ/XC+Vgi7vo4vPjE+t2VpHHHm5RH5QeQiebTa24q7u0xRNEL3MYlu26iZJgrmqitE0+yoddc28N9dz4aa+Zxe008XixxcGCLuHed4EZGd2VclImCJSmu9qsdrK97weH4PhwDed3iYmF1VdCHjqipNc1HjLq97vj8Xwvdxw8GCLus3ZdOgRvRPVBa2R2diTXNuxgtWB8/mbXtD4PhxLb3qlw263bMynXXXONUKWNYdNye4RDLfJ0HXAXXlUhHRV869uF5H9fD5SYnea31lZX5LRP0r+I0jyJmMGxv4KRG0GJ5I6vFa9KuGrFaNYN6t732m4EJgnqq8EgI4OGvBYbRdDaTlUh8wchJjiJe96DI616L60j/WFl8Tyg9v6wrfDV3du7/D5N3n28uOjRCkpYdyNtOzhaJyn7wCEBsF6o5pxHVTUFTw6d7mxD8SVHXY9Fl0LG6klyVTq/Vuo8FJbnD6sq68HTXTh6+DzY2Dvm8zf60d3VpXusDL4nX3t/WBDho7ru76BybvPtxH8GCLspd11cHq63JU1a4DsXYs13bwHV3Ot6a9w17STxe7jId63i64rrl1VcjN5mQRFOd1J1rRGj8/eDTlXw+5jhYMEXb9GN3bdvoqq23a+H1673X11fTz/bF7T+F7uuOzad03RKumltSrkqjwPTYDbiOTXFEhZdFWkLVe1A15fg+HELx3rJ9ltH/H436YMYSeYe5ejdTa7rruGC5cwxbjkMPMXK8TGlUebkNC6snjcJpC28M+XiH59yAnixBfRbdXB6v6JqrwuExHQFmubeEyW5kNNe6C9oJ4fDiVXsT3Cu4AKXwkuoVIRjiTBH9V6Kbumonp5g8xJvXw4XuPITeNvcPBDuu6l83orwyPRdWuKj7koXOvvbheMdpua7u+ocql72MKXVdHAKKtxVTgFECCrXW3NOrCuos6a+toq6oHdxxsGNi8Xf8ARvefWet+jCtcfrPXOJ5Qe39Y2bONu3d/ZybvPt5cYfRXc6sDF9EdU4AxTgo11xxE6sa6mzpr62qpqod3HGwYIpB6Ob04pSPRbWuKrzcpT6+9uJ4B2g5ru74jyoXvYw+i26uD1f0TVXhE0/HUEmubeE8W54NNe6a9pp4vFji4MEU2l3lc7tpw3yumWUsqq444aVZ9ZRcFqPwSNvXRABfWz727f8HHEG8ruEhIbqqwkPH0Xrrv29dX/d+2L3vheLG1JN70BU9tXJaM+V5iIJRhSPu4MfUhd03Efvh4R2fCxGsEXa9GF2bdq3VVkTYw3p113usLqwnn8za9ofB9zTGQL1vBpwXW7qrImD70gTGoO6i68io6advYZ6luLzljg4METGsqvVqo025Ic2rzZDIW47HBp2QZgLTRgrQIir5g1LaPhxaG64aRemZRGJWZoRZTF1W08VK4U0t0jgQGjPiA3wt5hy66909CxU7Lz6zub5il/wBbWLKZl/8A6wOm/lhbX5tMxxmNF7sSEbXFo5mY6W64OsHrVrFkZS845oOoGt+ObXQjqUc6TrEKZn9mW1Nzy8mg7cNSiu044tTNGmVkkqx12NqChr27U5cci1GYZeSnyzoSpPeVZ0zjnHqKm9IGE2AluJvvtj2oS+HzY7+cdr27Wc8ukXcFdppTnbersuVEa6wbQ7ikO7tdqoq90cKa0Ljg1S5aTSKVQWaZFjOT3yRuQ48ThnFMddT+83jGjc+bDBFHI/oRtvoy2sQd1X2IUiLJEWOcxt3beffzrfetw605ssWoDdppFiZlQ6i2MaS2b7fXyMhIHlXiNmHqfyE7wgBeLEpyopblUrV5RaZeR1uozytkWokeNNV8ZGzhtloTfMpIWqad3xbcLTJonysCHxjkkAxpaNI9HRoBH6q14Rp66OvnJe6W8fDiyX7m5MbgdIHMOQ7TjkANv0jc83s3RPUB0cQV8679oIic3PiwxKjNQ18D5XWcWA+bxcwfdVt5QyLD4ZhGNC48fuu7Vb3o6ZWQcqbOoke4KZPWr1gplzVYXzJ02qui6JCaa7qI2328PTeZc682JcMiDFKdVzCG9KqG6LIJuWJxXxPmfNNPVGUc+/3CPETvK9qLlvarl0VnMuBR6JS22mZUkZxj6um7YYNom43j9wdN+7HyOzo6VOYV+51VLNG0rxu2htNy5S0Rsqw8jtNiubEVoERwha38MTMA5dxbebaOOijjETAxuwFlx8jzI8vPFX76edeetLIvyXblSeiyLgnOsz+HOBx0YrcN6Q2m9pB2b3WhX4wh8EsfPHOa4K9DZt1uHW57KPQDFxG5JjxBYmuqxrovbs8PwfDhj+iOvXb0Xqtcd0VudVqtPvaS9JmTpBvvvmtvFzGZKqr974OFPnf61bP4jJ+mu4p6WofUVTs3BxA9i6BkbWYZIRxa0n+3b5KEeji9OML6XdWeI2+5KA/KDykLzibXHEXd3yRdFLzrjtUa4a+Vq1gnK7OJWWoMEFKUa7YwuGqMp29jaL4e7iEYlNCT/cpWvP65D83b9sPFtLsO8eIVNR/SHud8JXTu28bnanUuVCuqQ28USJOdchVl91SmrH2G84SlySdnIfvd3zYjK3ZdHVkg+iOqJHGKsFGUlubOrKuqs6a6cPXwebHVv0pBvUbjvTnNKFT9nW4oMbQ4XYgbUTe2nhNe0sRLG1RVICvm81f6yV3VnjLIGXxOvu7uOIbBd13d9A5EL4PZjB6Lbp4XV/RNVFZ4D8fYk1zThPLudDTXumXaSeL3ccbBgi7x3veLpE67ddZIicZeIiqDqqTjXrR97vBpyl4fcx5S8btFOW66sm0XxT6ud7r66vp5/ti9p/C93XHDwYIu4t5XeWu+6quSkLArrOd8zC6se79rXtH4PuaY9Be95tGJtXXWgJHHnkUag8i73vXT73ePxL4vdxwcesEUxuu5qzHqXUqbXXGYfUKcyjNPqTzsfayyBgKKqp3Xdx7fA4paY2KJed4rS67N9FdZ6w2ISwe6+9xBfN1ts3UXd31HlUvPtxy7+cecuIuOswj6lB7ZcUI7m3qrOnIKaaaeYvEO0sa9E+wVw/ijH0lrGuTYd48QpFL557nfCVgW67o6sUP0SVTq5RUgqz1tzZ1ZF1RnTXThovg7uM/o3vPrPW/RhWuP1nrnE8oPb+sbNnG3bu/s5N3n28uOBgxsUddorsulWUYO5aoTfVnIezrrm3q5rq4zpr3CXtUfMuM6Xzeiuq+t3VniE83KU/KDu4ngHa25ru74im1C86Yj4juXEgrVo1Kh3CNtTHI5S3BjEigaqHqwAYdunvODrjEva05Sdd/Zv4rIMc4XA0/PZYCuy6kZVj0TVTgk0+yoddc28N9dz4aa+Zxe008XixlW9Lwcc3uXbVyIiYMlKoO8xMr6kq9vg8PwfcxJLqyduW0Y9Rk1KXBcGmtxnHuC6S7hfdcbDbqKe60WuF+HeHGuGoiqG5onAjs7RfwIWcsL4TlkFipbc913BFuepDTLkkx47MyaMYafU3nY7bb56uo04qoqgfur4/dxyvRddnD4K3PVkDhsN7euu6bGF1YHz+Zte0Pg+5pjPfSuneldKQclx3yjI4hSo4sPEvELmcbFNAL30TEgsPKuVfFGrdxO3VRaDTKCEQpcqpJJIdZDystCIMNOEWph29miY9mnjp2c5KbDQeskAD1kgDtK1gF2gUcS97wB4XxuutcVt92UB+UHVIXXUVHHEXXvkiqhF5yw9chLJi39BgncNwXE4051mC4yzVXGgKPFajOMs9ngEpDmg+HC49Kiz/3/AGwP5qrf+54sl0a7Pt+nQYTUXNO2KmjcuqbTis1DaWrEFF04kYe7p2/L+Vt5nlPizqbDJJKZzmuANjlcOB7Fd4BBHNWtZM0EdR7wvJ5T28F3swQrV1+rOm5xvRA9xBmIzIRZm7TtcUGBD5Pixo9C2gM5jLQ6JdVbqpU2HXYyqwMpdjscHGlKKaFykwSbtW15cNmZRaWze0V1q8KW8QuSXOG2EnduRqXydrSJqupfF5C+Lu1/3P8AsS06ZTLintXhQbsfppNky1BakFHHi7kcNwJLTSns2Np5tvq3N4ccrgtfiGLQuiZIS/8AVEF2a3nPza62uAB2q9xKKmophI1gA6Y0FuDbdXEq0OeFUpNm5S39d9xzIZUuHQpvqJVHq5yXTbJuOwCj6oy4TptoJJzCXdxSaj1CY10c8mlOpJskV+a3KN6QbTTwE9UeJxTTt2FpzY3v3SiGlO9Bj0O7KsMepNPuLbJVFwqdE6sLTLMyPGVVCPqDhM7U2juDcH2zdy7c4n9znkdwuMJjcb+wmWUM93GqPcBew195MdJyuJvRD/in8GVUeC2Dpe75qn0m8rvV83Vumr7jfZkqXXntSdaREZc1Ve8CIO0l5hxg9GF2bdqXVVlTY+3p113uvrq+nn8zi9p/C93XHLk+vF/t5Nv+zGHHZO3VEnb0ebjuGpZhMNVGvVGSDgxBMXpRmhCzJZ4SLqvg1Lb8HC4qF53cxUpCM3RV2+HJkmCjNcHaTxLxVTRfH4vhYm3Rq9sWJ/C39Jj4WFV+ykv8Mf5y4qoD/tGYfws8XKxm+oxek7+6t30W3Vwer+iaq8IWmI6As1zbwmS3Mhpr3QXtBPD4cZvRzenFGR6La1xUeclIfX3twvGO03Nd3fIeVS97EfwYtFXJrZDVSqVTNClNVGpSZIw6JWY8YXniMWWkpcrQA1XlFPeTDBp70WLKiyplKjVKOy6249ClbuBJAS1VpzaqLsLzFovdwsejx7akP5qrX6sk4ZA90fkYImY9nhJ8qN16l5e29S6k3WW64cpmXNMnn2WyCODqE7o4yyK6MtLytDyjjl3VmvVLrtVu0HbYoNNp0dim09jqfWCdap1OI3IUPe64W8W3HHD4q8579pYhGDBEYMGDBFtsexm+vyOn/S4WKyH64XysWbY9jN9fkdP+lwsVkP1wvlYIvODBgwRGDBgwRZY/r7fyh/rxPc2PrKyvyWifpXsQKP6+38of68T3Nj6ysr8lon6V7ESX6eP1+Ckx/Qv9XiuNSFj+gyui8cYXeJC2IVTJp3vua7I6dj339e53vFiLYllGJxLGuABdQRJyDqHkxXd2jjv2/wC0/wDr93w4ieJajIwYMGCIwYMGCIx3rJ9ltH/H436YMcHHesn2W0f8fjfpgxhJ5h7l63dSG+la4l2ihNcX0S9iFOIXdu6XrpH8xp77ng7v2zEAwwb5Utl2pv7PRSm4OpKSa/Vfbx/B+C8Xe8OF9jyH6NvcPBDujBgwY2LxGDBgwRGDBgwRSCQTPoJhDvY4vlOVqnXiJzbwWNNY/mBPec8fd+14j+JC+RpYsEd/IlWlrs6kqJrwY/8AjHj/AAfh73ixHsERgwYyNsuO+tgZbfPtHBFMsu/rO5vmKX/W1iyeZn/6wOm/lhbX5tMxXTLuA+VMu6SQ7Ui0B8jQvPzONCmmLGZmCX/5wKmns5fRfbXb/JpmOMxZwOLC37ifxp1at0ov/M3wet3Oe3pVJvzpH1h11lxuszp7zQjrubFubJaUV/jDFX8sPZwx/BJ+jPYt30gXmTr+dzQPApi7VyUN6btvleb7mKnZRUqq1TMWnUqlQHp0uY49HjMxR4rjzpMOIABt17V1xG5Ol82G1JI1sB7ImAe5SqkNY+mA2sD7SSmrkuTPoEj8Lg7uBJ38OWrpbtsrvtr2R108KecefxYnmQWY9ZyquTMq8aLCjTDYhWzHlRZBqgSY7mxHA3pqoL7omndIB5S7pe6TkXmlk3ZVNi5h0EIfWGJLYHHNh8GHdkguC4+w4aK5z68+3l5R3bcWD6IuQVOasa6c1L0s1qpJdZ0hmmxKtHbkRSprUQVSekdxF874kAOuJt28wd7djp6iB9Q9zIzY3afY5rj7gpjpY48MgdILi509TgqldK3po3X0iKdTbQOheh+h0aUczqhVEprr8vYbPGN1W200RsyEQEPGRKWKvYuJ+6F5X5Z2Jdtr1GxKVTKNVLihSZFTo1P4bDLYtONNx5TcdNOHxdzwbQ2iZR9+3vYp3i0C5ZxBNwrOW9/giS/yvf8A/R5cLfO71q2fxGV9NdwwKTUko/REWYcRmUCX7w3GXSIRdAqDoqaiqL7vuLiE9IEWWnbTGOzwW3qH1ggEiLnOS6p+dV93HO4cC2qcDxc7wC6Jrg7C5Oxrfe8lJ/EoofsUrX4SH4tv2w/dxF8Sih+xStfhIfh3fbD9zF9L5o7x4qmo/PPou+ErxeZMk/SljlHLSkQt3BqCzObh9u7X1ovfZTlDu4jWJTfJOG9R+I6hbaLBFP73LD2ijXd0X1z8L4+9iLY2qIjBgwYIjBgwYIjHrHnH6OCKQXorR14lYOOQrEhrqxUFmBu6s1r6qXbr74+BeTw48UP7A3D+JsfSWsZb7Jw6/vdPcXUYKalBWJ5orX2tfzvH3/FjFQ/sDcP4mx9JaxhJsO8eIUml889zvhK4ODBgxmoyyh3v5Jf1YZOY3tusfgqP9Gj4Wwd7+SX9WGTmN7brH4Kj/Ro+K2p+tM9B/ixTab6F3pN/vJrZ3/Y27PxWifTZeKuh30/+WLRZ3/Y27PxWifTZeKuh30/+eKrkp9Td3t/CjUvGvrA9fxOXbvPhFdlYNgmVAp7+xWZqywUd5d18u15Pjr3vPhp5V+0XmX/Bbn6zdwrb4IivKuGRblKoySUlhdU3auL9pX1r5Hh82GllX7ReZf8ABbn6zdxMx/6oz+bB+NGquLzvUfBJLcXw8Ww6KZaUmnlv/wAZq2v+rU/FTsXN6Db0OLXbPfqLrLcNmvy3Hye02CCBTlNV17NNMReVkYlwx7CbX0v1XBV3yceY60OAvZN+6rEva0KlBve47VqUGh8ciWaQAYjxGpaN8QGzJ1rXiN+uCPfAe9iWdHXob3DlzYc2I5mdUrbvORTX5UmTT2WnGKOJoCHsIVFx5wQ+Cu1T+LzYs3VIMeFBKO7GjVBqocVmeMqOjvEHf9buA4i7dU7S+F8nEEzZ6TmWmUlGvK6Sk02vVmiNFFmUOPLNt515/YgRpAIGwERXG97gn2Dzbd3LhQcnaTC8wLrtcGDXe7S4g6cSXL2txl1exhjYWyAvLtbtyuDRYAi4sAbkk3uNBbWnPTs6NlbiRJOeVNvWvXOBSo0WsBWOCL0UT0Zjugra7SZ36NqHnEndycpFjk0Lb/c3ZIb9mnohf3cR5WB9dqPncTtBPj+HEH6RvTXuDPG2GLKpVtw7bo6SQlTmYk16UU50C1Z4jjrYKgB50BE7S5i7uJ1bxEHRvyOP/wDiF/us8f7bUftfj+R4sQuVjRH5E0cJD+DKmDuMj5XO3I+apJI9dLs2/exixmkevl/Y2/7MYcdo7dc+m30bPbFifwt/SY+FjVfspL/DH+cuGd0bPbFifwt/SY+FjVfspL/DH+cuKin/AGlN6LPFysZvqMXpO/urSwYMGLVVyZPR49tSH81Vr9WScMge6PyMLfo8e2pD+aq1+rJOGQPdH5GCL9wYMGCIwYMGCLbY9jN9fkdP+lwsVkP1wvlYs2x7Gb6/I6f9LhYrIfrhfKwRecGDBgiMGDBgiyx/X2/lD/Xie5sfWVlfktE/SvYgUf19v5Q/14nubH1lZX5LRP0r2Ikv08fr8FJj+hf6vFcuiC4ti3EYtGQi5A1IanwhHVx3zsfbv/U73ixEcSqkjG9BleJ0Y3EFyFsVymG67645rskJ2M/f3d/up3cRXEtRkYMGDBEYMGDBEY71k+y2j/j8b9MGODjvWT7LaP8Aj8b9MGMJPMPcvW7qR3yJ7btLYW0boFFLre1Nfqv/ABfx/hPD3fFhfYYN88NHLtIhaR30SropQlJ3brL10keYE99vx9heDC+x5D9G3uHgh3RgwYMbF4jBgwYIjBgwYIpFIE/QHALYSCtWlpu68pJqjMf/ABfwef1zxd3w4juO/IFpLKgrsj8XynJ1XqKi7t4LOmsjzGPvN+HvfbMcDBFnjtceQ3H3beIaDuXw6ri8OT/RkpjeWcOsFDoNUqtTGn1iS5V7YmS24kCRDN0G2VB0EeNNmpbPdPFP8vqdCqt4UyBUGEkRnHvVGyIkQkQVXTs0X3MfRywusTLEdcjg8TxWdbLjLLJr3yo/YCJoSroi6CPexw/LnE6vD6Vpo5MjrjWwIOoFtQeu/D1jRXGG0zXtdK89g8Sf9dfYk65SsuqPSKlLm0626bEOMLch1zLSqxAUFcDsLiSfVu3byAolu5+62WOpdGYtozumNAgw7WtWY+d3UBtudIpD3XSFVhhxEfR7aG3w8vh8WLT9G3JdzKjLOG1CtgINwVYXHK3wT64+Io4fVmHVVXOEgsqPqWu3ebvixR+8mLKHp70kcu+qlR2rtt6O0MPb1cX234YOtx9FVOGDomA6fALwjiQcBfAXVk8zpHZHgAho87IfstH3P9cd0ldHE11OxoJDhruDbNci1uvRfTWo2vSjdrUJy1aa43HmuSIzRU5lxCd6yRK9uUF4jmq79dS5jwsfQzlNQekHbdZkRoNJvqu0KsRW4sWODDs2O00CA6raIgiYI48g9gk6PLuLh4Vub+XWc1oX3VLmfecft5b3akDGp9eN5IjUiuOu9YcjiqI3tFxtVNE7DPm7uKbWvcdw1LOe9LgrFdqc6fRqbW5jcmVOddkbIiGTbKOmqkicuz4o4m0VXI6mP9XyFrW2G17AHbgBsPYpUMET5qcyVpDX5s5LS7m81wdNS4lu9rduy+gnS6mU2gZJ1K336xG65c0lmGyDkcxIWGkN515EcQdNqBpu7vPt3bixMrgzqj2plnHz6vK3rht0ypbEqbRI8c3ZDBoyCcHVv1ttzYO0pHC279piJcuPnxlFmlW6pe1Duy46x6JJ1Pc68+0886botRH5MtqOr7pubwXzCXdDft7wli0mdfSnyni5NVyXS5vlWr3RbbxR6HMguibbUoUZI5iqnC0bV3tQHC3mHJiyincaiRj9Nrdul/G601dJFHhtM+N2fMZC7Q9DpBtuo3DQezbgmXl/Scu80MuWbrdolHuCn35G8qXDLlAMzjyHwHrbTsl1N7aR13MCOrfBBkB5duPkFmTCt6m31cEC0ags6hx6pMapsoi3LJiC+aMOKvxmkbX7+PUDMe8aRRqjbNHuSqxaRUyIpcNuoPgxI3CgqrrImjbiqiJrvEtcRUyIyUiLcpdqrixXOqwpf4Gqfl+P6ixp5sQrTrDlsjW7nOlvRaK3H4Xk1yQJeqGWu8TT4eNw/wDA1/8A5/H9RYhucL3XaRQp7jIC+3JqFPUx3czTBtI3rqq9vaWOcowfKAR99491/kuhp3iOhlu0O0Zob/ePUQuP6F8t/wB8U/8AqJ/9pjrwKFZDNCqjMe/jJhxyLxHPIj6cPQjUezia9q4hsinwgsmHVRZ+q3qk/HNzcvrYttEiaebzmWM9D9ida3f5SF4dfth4uX9JtwTuBw6x2KLBNHzluab5rti77p/iUyu227BV6lrJv+S3/eeFs4kJ+VuHh9ioqOepov8Ak/B3ca9rZZWZeVxQbYol/bptQd4LQuUd8A3aKvaqufexEryGOL9KSOEYdaTC38CnrD5uH27t3rh++8nKfexK+jd7cdr/AHppfoXcZy5mRudmOgPV+S8oJIaipjhdC2znAHzuJA+8obT7admXhGtTrICcieMHjbV0Elc2btMSin2RYdWqMekwswTKRKfbjtiVEfQd5FtTVVc7O1cd27aPTaD0kWKVSI/CitVqAQBvJdCPhGXauq94ix1cpLNtuZmXAGVTeILNDhVVtOKY7ZSnHXidi++ZdndxBOIx+Stq9cpYHcL6i62Q0rRLzJYCcxbrfS3cQozeWSU+0KJGrL1aiyEkUuLU+G22aKKPPI2gaqvua4V2LndI+lU+FldBlRYvDdGnwYYrvUvUheaJE/zrimON+H1XlcXOdqyx+hiw+pEUQsLAowYl9CodMmZf3NWpLG6bAl01uM4pKm0XVe4iaIunbsHz4k9g2pbtVy9uSq1GmA9MiR5L0d7imitE220Q6aKiecyxlNXRwAkg6ODfWbfmq2OkfKQARqCfYSPkoZfYOBcJCYEC9SgcpTuuL2xWl9cX83wdzw4wUP7A3D+JsfSWsSrMij0iLBoVRgxY7bsyNo+UeIcUC2AyKepH3V7S1Lxrz+LDIsrLmzZlCofWKSpLWbTqM+b9UuDxHmXwVo/P2ae8mI9XikNNEJHA2LiP7FyeP8Jt6lIo6R75S0EbfENPFVxwYlVn0enVJax1+PxOq0eTKZ5lTa6ICqL2L9/EXeHY8Qj5kLFk14c4tHBQHRlrQ7rX6He/kl/Vhk5je26x+Co/0aPhbB3v5Jf1YZOY3tusfgqP9Gj4r6n60z0H+LFKpvoXek3+8mtnf9jbs/FaJ9Nl4q6HfT/5YtFnf9jbs/FaJ9Nl4q4HfTFVyU+pu72/hRqXjX1gev4nLv3yJJeNcEhISGoyRISlrKIfVS87y+u/L8WGllX7ReZ3/wDLn6zdwqryFlLsrAMcFG0nP7EZhLEDbvLusl2sp8Re75sOLJ5Y7WSOZMh+I1IEZNutq25v2EKziXRdqovYq6+fErlC7LSM/mw/jRqvpo87jrsCkFi6HQrsm7LzgxmrXoEmf1B+qPSnE0BqOCsU9AJxw1EQ3L3UVdxeHCRuaxbWgXHJhRqZw2G7uapgBxTX6lIEVQ7V/wBvexfroTZlWLlvlo5YdYFylMTZb9wtTxAnWCKOAMGy7tRT3KLgmJ6EO4O3by4jYvUUOI0zKapcWMlvqbD7JO+oCucLgqKOSSeIZnsAsNTfpAcPaonTcs+nBTb5ulCqV4DQXrqaKjss3kxwG4AvyFIAbSXyJtcb9S03bfDy4r9e+Sub2VfR9u17NC1pNOcqU9lxt5ybHl7iKUyXObLrmw15l0Ndy8+LwRemn0Uo405kc6KcQR2JI8QaXPHcDm7n7WORzn7i/AwjulH0v8kKzk1WLFsCvRrun3Qwwyf1C+0xT2hcF3jHxgD1fk0bAO4XMWJ78IjLRlcdDGf/AOsiw9dtfaoDK4vf0wBcOF9ftfkvnE164PysXdt7n6OGRwhzL6JHx2i9wC9eqP2zwfw+HFI0Pn37cXPqldOL0ectLmaZaVZN0k0jEll2ZHibTlsKbbAKJHqgkfD8RGWKnlSwyy0TBxlNu8xSAD3k37O1T8EEDYp5HyWcALNsTmF9TfYW033uqZP+ul/46/7UxhxszREJbwAW4RcIUXbt7EX3l82NbHXHdc8m30bPbFifwt/SY+FjVfspL/DH+cuGd0bPbFifwt/SY+FjVfspL/DH+cuKmn/aU3os8XKxm+oxek7+6tLBgwYtVXJk9Hj21IfzVWv1ZJwyB7o/Iwt+jx7akP5qrX6sk4ZA90fkYIv3BgwYIjBgwYIunSW4Mij3k1UphxYrlpTRefba4pNh1uFqSBqOvydcV/KmWejPF9E0njdTfeVryaqJ1lD0bZ14vdIebf4fglh8Mexm+vyOn/S4WKyH64XysEUqKj2GklQC8JitJLYbE/I68zBAiuO6cXvCXZs8XwhxgWmWXwSMbqlk7wZRoHkxfXQPSOGvF+2J2qvg+NiNYMEUoOk2MjiiN2zCASiaF5HVNwn6+vrv2v3Ph/FwDSbH4giV2zBAutopeSVXbsX6n+2/bPd+B8bEXwYIpQ1TbNUAd9FUrjcKGezyUvrpn6uGvF+1p2oXj+Lid5lU6znW7KalXVMbY8hA3v8AJO5eriUhWndEdTtIuVQ8Pe3FhRR/Xw+UOJ5mt9ZWV+S0T9K/iLMf18Y7/BSYvon+rxWalU+jJY1fWNW6uUfq1MdkG2ygMNSldc9QNtXNXvEQuJ2d7lHHEGj2F1zglec3q/XSZ4vkZd3Vka1R7ZxfPxOTh6/G3eHGKkrG9BtcV1ymcZHIfC40Ujk9pu7uE4nYHxte8m3EXxKUZSNKbaHUeL6J5PWfJ6vKz5MXb1rfpwd/E7un2zT+TjaKjWEkwWkvKYUbroM8XyOu7qytak9s4vnRzk2a/G3eHESwYIpGFMs3q3F9E0njdTkucLyYvr4noy3rxe6Y8yn4PgljO5SrFB4xavCaQDIjNi55HVNzJInGc04vZs5tB8fxcRXBgik6Umytmvoqm7uHLLTyUvfBfqcfXftidq/A+NjrWvTrPbuamnEueS84Mumk2BUlR3GTo8YdeKu3Z7i+P4uIFjvWT7LaP+Pxv0wYwk8w9xXo3TBuenW1IC6OvXHVY7JXQ91gm4SEwwY9c4GocVFcNzm5kT1MQPXduHEG8mWZ1bieieTxerxTUPJi+umej4a8X7WPai+P4uOvfHA490ofU+P6JOXdHJZGzWVrsc8wt694O8pbPg4gmPIdY29w8EO6lY0mwkkiyV5TOAst1tXfIy7hjo3qDu3jecj5dnh727GqdPtDqau+iSTx0gA8jfkxdDlKSoTO/i91E+2advwcRzBjYvFLfI9gdc4PoymdX67weJ5GXd1bhbuNs43e4nJw9fjbvDjWCnWgkVHfRNJ6wsBx5WvJi/XSGiAzu4vdJObiadnwcRvBgilp0mwlkk0N5TeB1tptHfIy6lHUNXHNON5xPl2eLvbsYPJlmdW4nonk8Xq8o0DyYvroHowGvF+2D2qvg+NiM4METFmUq0Rs+CyF01jqKVgkB4qcnBcImY3WNGuMqgbae/67ybdu0scPyTZGop6Kpmm2ZrtpKr3F+p/tv2xO1fgfGxqyFYWz4a7oCvLU5Kkgx1GVs4TGm9zuk38EPCu/4WOEHeX+BcETisyzKPbGZ1DpEyvnInbqa8kcYSi271gEN4OJv7NgH59Ofu8uPo/0c6WUeLFrlEfZeSk0K03ox1DfDadIKV6mG8d66lqOqIhbBx88Hv8ACFtz5NJ+hhj6K5F3RT6dYsil1l44tPodAoVUbeZZJ8/VqS1xWtmqdmkcdund7uPn2OOpq11McRkLGENJINtQQRw0u6w9a6hsToqOUwjZ7hbfdv5arezyzOpth2PWKLFOY5WapCcp4MlHNsIwPNkqvK72C8iBu2cPvH8HFMcgM+afCz5saRRmWZji3fBiiD0UwEorpiyjo86bD1e02e53ubu4bPSZzdt+5rYpt3kDsSgl/e+GT7RrIcBUdVHTAddqlvJdq93kHFNOj0LIZ92G4we1krpo4t8QkEiHygz5k93zYuZLVkk9RKy/NDoGxA0uT362V/LX4pyTwqOloKlrGVIPORgtc4GzQc4LbtBF8tjtfey+lOZ3Slyhs+6p2WNtVWdXrmOvjaxw3qU8y1GNx9GHXHnXUFs0BFLTh7t5bPDzDTLo70rLiX0m6tDu+vGVuyHa9GrQzWeqteTVjPqTrj6OLw043DbX4nNuHw8rMwE/u8rjNSH2zNopuTdr5Sb9zXXEWsz2zsy/yduv9E9iZBM6opmTv850bSfWB+a4iMBtgOsr6RdImi2ZFyvkTLvpsOmyqWwbNsK3EBh0ZZtk2TEdBQd4ExxNw8wiAb/Dux8978rVhymTotXr70RyPS2KcBMxTeMWSMHhLbuFDJdG9efu4x2TXapW4tBCqV96pdRamx2QedkOlEBBkogLxTJN21B04aDybBLu4kVT6IGYuYTkS7YFVosSLVKfBkso/JNS2LGaREVBBe3l1xFxSooaWdtRWz80BYC7gAT6+y6uZOWmGci+T2XE2wkTucGulBzNu23QIcNt+NjwS9yZ6ONUz4r5UGwak/IONGly58qZC6vDhNNnowb76uLsR3zdiEQnyiDnNt2s6ujHVsg58GFmDcMcW6s209Bl0+P1mO+IqiTABxTBd7G9vlUB37x27cfUfogZDekBlI/aVPh0ubeFYhNVCr1KGypm/NRwnWGkNzui1Fd2h2CHE3EPOWHxZ/WZlqyoRGblfKaHFSRzSRgKQI4re7mQdN3m/Ox0QlY5oeDodu265Js0b2teHCzrW7br4zwfQZI6Li0apXPMiwzzBdNqY1Skkb226SIIqto6ipqJ7l7eQuX42OZmbl1Hl0KhN02pVKocYnqkz1WjGXJLNkzQ/VeRQb5k+H3eXH1Gzwy0peeuT90W/WKazIQozxUaZUpYtA3V0aLqxtLs9RNF86hu2tbxLdux8r+lpZFw2NeNEtivwQalU224bZnHPisGKbk4jbmnO2u1dF/i727FQaOWCrY5jzYlxsQLDS3YeO9/Ur+mnjfQzMkGoDbWNiRm17NO5RatWvSKPbNNpleq1Vp8Y65OUHpFGUTJhGGtjiN8XXtVBTTXs/k45NKh0AbYqgsV6SQlHp7jmkLaQyldPVlPVO6n+U/7OOVK9ranfPMv9BHx5onsUrXd9chd7zeuHiwZcMIdvm+frUSOxl006J+EqTXnSLS8pUduo3VWGGEhQ2WXJMRJJFBSNq3JFBd5BIuVI+u4B5t3hx2ejzBtoM1LTdj16S5LLc4bPk/QRkbHU4W9XO7t7d+n8nC8vFIqO0vqx00v70w1PqcY2edWu3ibu+58Ix5VLEs6N3tx2x+Ol+hdxsqfoX9x8Ewr69D6bfEKZ3zHoTvSP40usvMzVuGltpHGEpjwOrsrv4m8fFtHZp9/djuZSR6SOZEA4tVeeMrTjcUCicPhihxuH27y37vd+D8bENzD/wAKUfnmm/oo+JJk37Z0T8kIH58bHMNNsFhP/Bb8IVtCP68f5rvFNHpFtw3cr6cE+Ycdom4AuujH4u0FdZ3ns1Tdp8HxYqJ5JsfaO67Zg8ssi/vSveBdI4+u/bE7V+B8bFtOkz7UsP8AARP0jWKkw7VCVY9Qu5JyiUGexC4Ctd7iAa7t2vubPexY4HI2OjBed3W9ZstvKqN0leMv3R7rqYUCDbbWXV1MRa7JeiuSqCTz5QNpNmpv8QEb4nNtTt115vi4lWXUWgNZe3U0xWJLkTg1QTe6jtIWkbZRs0Didu4e3aq8vxsL21/apvL5wo/9cjEuyv8Aatu38QnfR2ca609GXT/es8GKtpRdzNfsO8XLFmVDpRUG3Dq1WqkOWkMCRmQ0ks9xLH3jxRc02C3tNv4vJyqOG7ZceitUu1moFVkyGhtCsNtulC2cSPxg9UVOIui/E/7WEXmaUY6LbPUzp5M8B4fqSOTDW5OChchdu7XvL4i3FhyZe/YSz/yHrH6YMV+MOvTNsPtzeEqk4aLTuI+6z+4kpZ8agtxqu7Aq8l98rXfccaKFwxB9dqG1v4i66DtLfpzfBHHFco9heUCbO8pnB6/w1c8jLu6vw9Ve2cXvcTk4evxt3hxt2G04Hl4yAxQqBL2/6AYiL0OVxj+pnu8XgXHVRkc471eCpZGnm2rsjTbQ6sjo3NKV7qDrytLTF+uUPRtnXi90h5t/h+DhgX9Dtx3MwXZlelMvi/Rm22xp/F3R+qMava8QdF18H/awpRiyh1I45iiCXh+9hi5jMvemwy7wT2cOj9vufW0fEWdwFUz0H+LFthaeZd3t8HJxZzR6U7R7sKVUpLLvUaaWwYm8d4y5fCDXenfXzlpyfGxXc6TY6PFw7vmEguRNi+R1TcJevr674Pc+H8XD6zv+xt2/itF+my8VeDvDir5LG9GdPu/hxqXjX049fxFTy7aba7l2VRatcVViSnJ1ROU1JiJMeYdFz1IDdF3a6R+I07vxsM7K6LQwyNzFGLWHngcftQnlKFs4ZrN9UBE4i79vv+L4uEhdrQO3XVxgDEcaCa/s6jHNpjbvX1tstVAPeFcODKQSayJzMB0NpddtvsLs/wAdxv5RG1Kz+bD+MxQqME5vRK2brnWoWYs2guVuYM30WNT9g0/UNybQQNeJ9/z4emW7cf0MQdsk93kmqdnC982d/u+5/wBr4uKt3UqSs95sxgwcY8vsc7fMPa6Gnan8GLy5O9H/ADOreWNLvIKbTabTZUGpRY5VaasN1w3TBWiRtWyLYSAS6/B5tvNjlcbw2oqqSnjpwXnLc7adA9y6vCqqKGokfMQ0X/vA8T2FfPNKZZBzAF+8p7bXWeDv8jLu6qjKKjuxH/OrnJs1+Nu8ONTyfaPUeKVzTOteT+PwfJi7etb9ODv4vd0+2afycNui9DfOqvZtT8pXKEzAqFKYCRKqEt7bTm4ypo3J6wIlq04qaN6IREXLt5XNk8D9z0zLodcp6XXWaC3TnXAcf6nON8zYQ9D4TnCQd+m7zp2Lju8QxGlwuE1FY8MaOJ8F84xTFqLBYDVV0gYwcT7h60rcpOjy/nhdTlt5e1t+SMd4XJM2VTVYixoXD1KQ6fFXZ6r6mLfePw+LbZPN/Kmr5R5G5ZWRd87dUot0G9HdorvFakPm/LcaZakGrew/VBHiqPIWwtumLJ9HHJ+w8t27plWlFkQYFRCJElKshyUvWGXnVa0QzXk0KRrovwcQH90FbZDLTL5qO9Gep3o2HjOToyk1v6suvEaRVU2eH50Rdxc/xcU7J4OUMFPWsa5nNyXAcLG4zRkEXPWVnyR5Q0/KKh/SFI0tY8OADtDobHQE8QeK+bk+lWUlTlAt2z12T2A3OUpSImi9fNfVe8C7uXx/CHGv5LspA3+iuZu4Ustvkpe+C6Rx9d+2J2qvg+NjgztvXn1HZpxC04Y6D5/cRfcxrY6VTk9Oj/BtpjMGOdMr0mYYjCIAKn8ISIpDPHRV4habOXT4fxcLyZS7JdnudZu2Y2pSZoubaOq7UFV4Beu+P3U8HxsSro2e2LE/hb+kx8LGrfZOX+Gc/OXFXTn/AGjMP4WeLlYzfUYvSd/dXZWmWZ1bieieTxurxTVvyYunFM9Hw14v2se1F8fxcZgpNhpKEFvSZwOtvNq55GXcMdA1bd04vnIuXZr2efdiJ4yMtcV4GvNuIR/z4tFXJr5HxqPHzPoy0upvTCeoVXcki5G4XBeWmS9W0Xeu/Ts5+X5OGFQYJVSsU2mtU06gcqSyykMZwQykkSiiNdYJFFlC911e4PNjNljlxl7Zcu2KlJr1wyrsr1oVGsxmW4TA05sXoM4UbNxXOJ2C05zIHexyybbdj8J0AcacHaQOAhCQr4VTGmCoZUtL472uRqCNu/gvSLJzXHlhlzGvCi2/SJFSh/7qHKXcCSqww61ChBFhPG7HfXtNhOO8KPObnT/k49ZyZY5X2fbs6qWXMklMjzadHaB65GZhDIeM0mU044qSocZlGZKuqbhFxtu8hHCVZhw47Yx48Nlloe6DbQiI82vYiffXXAzFixyEmIzLZC2LIk2AjtBPMHZ7ifBxuXiy4MGDBFtsexm+vyOn/S4WKyH64XysWbY9jN9fkdP+lwsVkP1wvlYIvODBgwRGDBgwRZY/r7fyh/rxPc2PrKyvyWifpXsQKP6+38of68T3Nj6ysr8lon6V7ESX6eP1+Ckx/Qv9XitChdf9AFydX8q8Di0/jcEmureuO7OKhc/n7mzxbt3hxDMSekpA9B1cJ8KP1lHIfBWQRpK77m/gInYvZt3/AHtuIxiWoyMGDBgiMGDBgiMd6yfZbR/x+N+mDHBx3rJ9ltH/AB+N+mDGEnmHuXrd1J726xwLw2dc6v6Kx37eH1Xf9V6b0Xn4mm7bpy7d+7m24XWJ7ffU+sXURBA616I/UlIl61wtZW7Ynm4eu3d8bZiBYxg+ib3DwQ7lGDBgxtXi9YMd237PrtzR5UulREdYgk0MhwnW2xbJzcgIqmSefaX+bG96Wd2fcTH+vRv2mMDIxpsXBSGUk8jQ5rCQeoKJYMS30srq+5WP9djftcHpZXV9ysf67G/a4852P7w9qy8hqf3bvYVryRk+l/T1Xr/VvLE3TcTfVeJwY+7Yic/E027teXbs2+LDAsfI2Nddsw687WZ6OzBlOk1HjxRajtMPNMqbj0mSyPM4+2KImOImWF0P2rERqk0zrA1GTxHUnMI8gcJnahauIOzvaac27d8XDTbtisxuj/UaC/DbbmpAktk2chsdpFWaeSIp7tvmT38VuI1bmcy2F4GZ9jsdMrvnYqdR0ElpHyxE2bcXB3uB4EqXUfI+TX85LYqcB6qE5KmQIIOizAdisK0yyJE6YTFMNBcE1TZzeDicpYvJMy9tW0su7kgUmNM65FtQors96QZ9ZGm091tve1rwm9wJzEGKj5dtFDpdR6xsb5nOYXU5f7yU8fOK9namHRbeaF8XBYsyjXNPZlR5li02QD7cQutPvuRnlkrIfFPMaIPKfexxNZX0cVDIzEo+csxobYa9fqsbG/UCrqagrZonmkBDRmc4dQA84/64pDxcprxz5tKhZZUMGW44/VUeS4G1tjqwIjiyDVRRE9U2J2juLu4upkNkpQejLl9Qrcjwoj9eqEZmoVqoRzUePIQy0Xem5SQA2iIIuxPD3ixB+hy1BlZPTGTng3LcrPEPdzCLQspsU9EUhQjNzQtNu4MSrMjNis2fmnlNlbRnqPOhVuvtRq2kqDxTFqQm4G2zPRQ5A183j+Tju8OoXQtc4yFzdTY2/K/vVVy+xps2LGqlY2NoY1mRjQGktaXZjcklxFxvawGl7kt646TbFel12jSbVpsulRZfWijuijTROrJ4ovGKDoio76sp9/fzCW7CImdCjo92XXJ1bC2KxKnXLTXustlcEoWWGZIutPiGujhG5qSlxO6W3aOFBG6Xd+2h0icz7Duo41Ys+3ahXXtgxQ8oNx2nkdbbaf1HUQXugad3k3eId3MX902ypYterDl5Qq7U684Tvk2PXqSy1EjyHN295XEdI+GK8/CRNxlsHl5ixIpBHLSxzMbZrmggdQte3quufZUAyuiaTmaRf1qIU3oT5lQ7sq1GtyqslbVsvuMwqrcEtI4Sxkg66DcduO04W8OsCL29BHfv2cvKPKzp6LGfFlZdQ6tbldo0hy1Ik5yqwqPU5PWCaWRxt7Y8IEcFtvcRDruTn5N3LiYdFHpdss5XOUbNVyZU5ceoS6xGq1P0lSnXXJEh9wJrTiggL2ko8NeYDHlHbzSDOvp02JadluV6y6DXpFeuJueNKSoRGW40Y0cJk3nSR0iXap7xaQO3ukQ42MZG5zwBe41B6gR+QUrEWPmpKeKqA5sPuztdzcgt29AvNuxViyw6ZeeNq5U163o9YgTDo7bQ02pVCMUmfCR97ZtafVzTRvmVviAe35IiOMnQ+qE6dLrdRfnzCkCM+pI4st7d1pI+qPa7+1zVdd682ERbLxP2bdjh/wCSprY/JGSKJ/sTDw6GPrVc+b6j9FTHb8n6eIVtJ0Rq0n2PcPALguU8rnYVWMOzXADs6DD4kq73RJ6S1ezlyZo0G73oA3hEmyW4MiOHCfqTCB9UOI2nZxkURUuHt3Ce4QHmxA+mfPpNdqTNuV6BTapUodgXROkdcgtuyIRs8FyI4DqpvZc3q5rovd2bsUhmS5dO6NVpzIUl2O+1X5xA6y6rZiSAfmUVRcTzL596TYpSJDxOOuWFezhm4SmREr2qqqrqpFjguVLhQiKOIeeGeq8Wcn2j3rruT80lbDUSSHVjnj1CXKB6h4JKLQpNdtJKdRupk7Erctw2nJbLCiBNsoBaGY9i7CxmpVj3Exb1WiG1DR15yIQbanF8Jmq9vE0H+PECqn2Tl/hj/Ox3aIiehSubtvrkLXd5vXD8+MHRytaC1wsSDqCd7cbhXFLIxz9Wm+V3H+E9ikd32XdM96kqgmfCo0FtOvVaBu2o32cLa4nqPwFXt24kWQtmV2kZs23NntQxaGWW5W6jGcL1l1OwQcUi/iTC0vJIKPUtYI0oR8kwuJ5PJVTi8Lm4mv27Xv8AxsTDo2aenNa348v6F3GU7Zubd0hax+yer0lswsxurYQAfObx7R2LuZif4U3/AE1Tf0bGJHk37ZsP8kYH58bEMr8uRNz+o06Y8bsmVNpbjzhecjUWk1xM8m/bNh/kjA/PjYoZYjDhEcZ3ETR7AFZwEGtuOMp+SZPSZ9qWH+LxP0jOFBk/R6VVMiM2XqjAZknTokSXFVwNysPcRA4g+8uhkmG/0mfalh/i8T9IzhU5G+0DnN82xP0wYhOe5mENc02POx++Vg+at8UAOLAH9274HJd29oOWF7CPmGo0n86RiW5X+1ddn4hP+js4idu+1le3zjSfzpGJZld7Vt2fN876OzizrfMl/ms8GLm6fR7PRd4uXJzc6z5MtnrvX+L1Yvr42yd27I+nrfJt07vxNm7mw5sp2Qfj2C06O4HLQqTZiXiRZbSKmEjmZ1fyJbPVgpotcJ36wMiY19R17V7d+vf+Puw8co+7l7+SVR+ltYquUBIoLj703wyqbhQBqjfqZ4sUDfvpyHdt20eLaNoMx6WzVFZRugsIRI04oiBrpzJomII5nPPEiH0EWPy9nscjf+GJTWLcrEO678rL8dsYjses7DGQyu7V4lTlQlL/AGYST/1wfyyxfUFPSzgvFnaDUG/BQK2pniNrkanxTEHOacX/AOw1ja/k5G/s4bEK5gq2dtNs2o2na0iDIbhi44VHZ4/NAE+xzTUdFTs97FYg738kv6sWAoH+EzR/wcH9V4iYzTxQxvfGLERSn2ZVuw2pllewPN+mwe267ude4qPdRF9x0T6ZLxWEPXB+V4cWdzq+w90fiNE+mS8VgDvp5v48eclPqZ72/hsWnGvpx6/iKclJkDSq1mhcdRorFRqNLRFbCvR2ZRi45UWgcVwU9TVzQi7R/k4lloXg7W8oL5usqDb8V+3HqWsdiLSmWo7/AFl7hOcZpE0c0ROzECh9WGlZspB6iMbhRuClPIli7PKjGnCVe3Z72O5lqJH0d82BDmUn7e5f/PCxhjIBa5x4TQt9RdECPYT7VIoq6pw5jZKV5Y7I/UaecXNPtGilVSq1OpD1zkdNpcGnQ3rfJxlqA0TAjNg8R3a0oKPrgaomnZuLH1wefp1Rt6k2xVKj1eq0VwmeM3EXq7qqAI6umqqA6t7h7S5e98LHx6zJhnDtG5K87IhnDr62t5OMZbLpSOBCIXfU0JSTavYu5MTiu9J/OaJkbHsZq5wKO5acQnKgUcfKTgOTFYVrrSLv2cJOH8Lb4sb8HfFEznCTdxaPXkZf15iQe0KbjldWV8UdLMQREHZTbUNzus0H7o3AHWnvZXTysS6s95VpeR5ke1KsxApNMqpNbpRPtvPmD7jSdvBdOYYoGu9odpeJwRRfTI6VUbMa56TbuWs+qxaTbLc1pZhE5FdmSXib4hq1rqABwBAUPm7xfBxX7JYydzXtYy85VmD9IDHAun2W1P8AGZP5x46bmmyMBdrrbwXCuk52odTvAIyg+8q4ORV+XFZOahDRJ5jEmS6gMqE4alFk/UcRz1RrVEJd3bu7/wAbvY7Ge+ZV1Zr5N5Z3XXgZZqDt7FHZZorSMCJMyZbILHB0yRHC4Y8zhlzbN3LiD5be2gz+N1H6BGxsXvwC6NOW6TOp9XW+JfGGYSpH2deqG/iqnbw9O98XEv8ApJY2GSgkZoXVJBtxHNyGx9YVLyEqppKyop3OJa2njcB1El9z67BVBqm7ylK4m/XjHu4mm/Xcve07NcaeNmbt66/wuDt4hbeF3NNfc19zGtiCunTb6NntixP4W/pMfCxqv2Ul/hj/ADlwzujZ7YsT+Fv6THwsar9lJf4Y/wA5cVVP+0pvRZ4uVjN9Ri9J391aWM0P68Z/CD/XjDjYh/Xsf8IP9eLQ7KuVrG23GryymEw2l6WDhfyVgVZUxHB7o/IxKpXs4yk/5LP/AMG1XEVH1sfkYrsJN6Ud58VslFnkL9wYMGLJa0YMGDBFtsexm+vyOn/S4WKyH64XysWbY9jN9fkdP+lwsVkP1wvlYIvODBgwRGDBgwRZY/r7fyh/rxPc2PrKyvyWifpXsQKP6+38of68T3Nj6ysr8lon6V7ESX6eP1+Ckx/Qv9XiudRXJiWHcgshVOArlO4vBZaWN647t4przj8XZ5y3bsQ7EqpIxVs2uK91PjcSFwuJUTad77mvDYTle+Nu7nn8WIriWoyMGDBgiMGDBgiMd6yfZbR/x+N+mDHBx3rJ9ltH/H436YMYSeYe5et3UlvgpCtXeI9c6v6KhU9rYdX3/Ve3eS8/E03bUTl279fDheYn19cDi3TuSNx/RIu3dKUX9msnXRnumGvnc84ltHxYgOMYPom9w8EO5RgwYMbV4mLaCCWVF7oX3TRv00jC93F7+HvYWUN9VHJ2vzo9NgtR69LgpTzmVmFE46xn3he04zobdqrp2+dfNiKf3OOaX3Hbf9L6P/7zisGKULHvDpmCxt5w3AAPHcHQ9qn1LS6GCw+z/fclju+9g3fewzv7nHNL7jtv+l9H/wDecH9zjml9x23/AEvo/wD7zjP9LUH79n9pv5qHzb+pReQIlYlMJRHXypO/Qx8WHu6mzCyGuirjF1hsxno5uapyuFVqYQpp5+1ALC7fyGzHW0oFOSLb3HZqEt4912UgQEDbZROdZOngLFg63YdxzujbddtRxpaT50lHGeJW4SMbUqELzvq7wgXs7BMhLHP4xitM2WldDI1361oPSBsDoTvwC6GhYHU1S133AfZr8ljsv2KV/wCQ9+o6bifZYkWlxD4fSztzl/5mVj3kRk/Vr5qvoNm1KBT2KxLfjvyY9RhyH2GwocTiKDQuEpH6gW3s29w+53nzXsscvbfs26KzadEepLsO1CZ4r1RdkcSBBjOk22fE7N+i95Nu4sc1XYbLimGzyUxDgGs4j7Ia4+4LOpqo4hzTtySfcR81UCj1uuW/Fyom29Wp9LkO3Q5FdegyzjuuMEG42SNtRVQJWx1Duls5sd7KyrSp925CVyvVJ6RJk3NBkSpkyQpm44rJkZuOGupKvnVVxyptn3dT6DlZOqNn16HEiXe249JlUmSwy0BjtbNTMBQRMjFB+F4ccyjMMyLUypiymeIwZJxG9yjuFIDy7ezRfcx9ewyN76KVkQ6RzAX2vdtrr57/AEky0o5S0zq55bAAwvLRmIbzU5cWgloJsNBcX6wo1mBJZldJjPeXGeBxpwbmIDbPcJIqJ2ouOffNk5CSclSr9nxKp6KG4MWapSHZGhcSYUUyJO1nTiC5psxqvstRc28zo0cNrTNv1RtsO9tDqzaonb72JHlndWStHs2k0TM+jzZr1bpIstNtNOvg40FVlkgbG+1F4vb9/u4oa2i8gw+F0wlcacC7YSLuIs2xBtmbfUjTS653lFURS1P6Tw4zvja5j2tjAa97DqA9uYgjLqWhxsdL8VHcoSkegSKLvX9gsTBZ6w0ABt1k68Ig7VHd59/j3+HbiK58+w2x/wAFVfpo4sXZ2V9qSpt30u1+p0FihyX2fJ8mQ4/IECQxRXAI/UAL1Qh7C1Ax7xYQPSLaRm3bLHyTMpqGzVSCNLaJp0UWamnKXanZjTg2Lw11ZUwsaQ5jBcGwtmLCBuQdOq6+iYpiWFV2E4aylq43ziVrnwgnnI89NM4ZxbLsRfK5wB0ulzaXsIu38FT/AKVh69DL1qu/N1Q+iphE2kqJZF2fg6f9Kw9uhj63Xfm+ofRUx9T5P/XaP0HfiPXz7lNrhtd6Q+Bi7eTHRtvDP/o90KDRqrS6LCg1qa47OqXG2OaiqbGgaAicLt7fCPyuXGyeXN05UQ51h3lGaZqlPsC8yUmXuKw+0ZoTTzRdm5sxXcnYJfCES3Dh3fudF71y4Mtxy+qUNmdBt2J5Tgeq7Hd0qbIaNk9E9bTg79ddw/J7rQ6QeQVZzGrXottq5KILr1i1m12aY888PPI7Y5tuK2vITiua71+MPL3fnvKWnmq+aDh0mhhsNdOaLRwG4IJ6ttd122CMbRwzs4vLz7Zc3gD/AK0Xx7qn2Ul/hj/Ox36F7FK1t3euQu75/XDxoXXRqjQ7lqtGq0U4k2DNfjyo7uiGy6DhAbZJr5xJCRcbtFIUtStCpDzOQ/OWn2w8bJNGNHd4hTqPzz6LvhKyX6cw3qN13yj9gqfw+utNBycHl4ezzt/BVebTz4kvRs9um1/x7/7l3ESu9InGpfVChqnkiHv6vUDlc/C7d+71s/hNJyh3UxL+jby5z2ruIfr1fF/xTuFR9E7uK3YT9fg9NviFlq3t7UD8bpP9TWJzk37ZsP8AJGB+fGxBamQlnnQFExL6rpPb/E1idZN+2bD/ACRgfnxsc/WaYd/5Fa031sfzD8kyuk37UsP8BF/SM4VOR/tA5zfNsT9KGGt0mPamh/gIf6RnC+6NA24eTOcz93LVPJMWm00pKU0mRkEJywDQFeRRxU1By4K0/wDFi/FjVzihDcXBP7p3vY5Ka3faxvZP/tGk/nSMSrK/2rbt/EJ30dnEop8ro9+g6vFFg3/5LGbA6+PGpXGJ31bhbNG9uzXdu1+L8bHWtB7JA7SuAqHDvwaV1SX19HpFN37OG1xOHw2/Pt26eHv4m1dWSyXoO1kYduxi5ul89nou8XJW5uFJKmWycpZ3G6sX1802Du1Aj7Oxvk26d34mzd24dOUXmy8/JKo/S2sRa7JPR3ahUdKjGv56KTBFF6vUKU+glta4upq2qa7vD4C3CPLhk2CVhmlqehpq4x3UKb5L8oOxiQYXWQ4iO8IE9U37dunZs8/Niux6YvobZTvLw62yeCm4Tfyr1M/uKvk4UG/8wOUd3V63u/niwpZHrx/KLDbqXtgZgfi1b/TnjVyZsy07nk3TVbzcqvk23aJJqxtU3g8Z0m3o7aAivAQonq6qvZ4cdVTTNghMjtgG+CqKwXfbtPilc13v5Jf1YsFQP8JmkfgoP6sxAc8bDpWW+ZtatSiSpL8GC+gsnIEEd4ZMNOpu2Ig6+q6diYYlsMi/0prfike3jLTW1X+GmimK/FKiOtozUQm7XwSEdxDCFJwpuWZjT+8j+a6udX2Huj8Ron0yXisLXrg/KxcHMCn0CrOVSjT/ACiPXBokdw2Ta5d02SLapqi+Yt2uIFaWSFmy8pb3v6s1Crm/asingLEXgCL4yai7E01MCUSRGt/nxFwCsioKDnJtAXRt24vbExo9bnAetSsVo3zSZ2kWAN+zpEfNRQyfOPm+UzrfH0YV3rjQNyN3lVnXiCHIh+/t5cSjJii1auZEZpQqNRp9Qe6zbpcKHEcfPRJhKpbW0JfMhYkdl25lNKtfNu56h6I/JVMWmx3mabOiyEklIqaoCtOutrvATZHQz76d7F2+h1cmVUrIil07JmY9Tyhzpfl+NMlsR6i7LJ41aeeVvYLwcDhg2YcgbNnKQlicWRYpLPTgkZJY3HTi0RSW4biw7L+pQJnGGNgGvRtp2ucvkKJOcRsC2d4dPN/Xhw3L7B435G079ZliX9NeVlbXs1Du3KtqMUGqE4E2bD5Ys6eyoBJkMonZsJxS507DLcfi3FDrl9g0b8jad+syxNrXc46I/wAQ+ILKOA05ewkG7QdDfzmh1u8XseoghRTJP21LV+eoP0lvGnUKJVq/fdQplFpsidMfmSkZjxmDedcVN5LtAEUi0RMbmSftpWp89QfpLeLpfuftfy4p10X3SHno0PMGoVF0oUl5zhuv0kNVdYYdVUQSR31RwE2kY7C5hHlvNor9vyC5dg/2g/0R4pa5fsuxM1gYlMmy6zPqTZg4CgYkkKNqiouiouNq7SfTo65YFH6zx/R5J4fVQA39/X52nDRzlU9e6h8u7vYd2fFUsyo9IS2mrf4T1bhwqlHuOTH0IXJaNsqyLhp668DHKRfgh+18qNvdWf7mrLjrHB4Xo6l8TrMgo7W3r1Q13OhzNB75pzD3sP6Qag1MGFzEWzVN7dV4pT6+9VnI+mFJjdbC03DaeMex8g+SqBU1JZ8rdv3cY9d4ohedfPp7uNTG1UNvXn1HZt4habDU08/uKvnxq40LpU2+jZ7YsT+Fv6THwsar9lJf4Y/zlwzujZ7YsT+Fv6THwsar9lJf4Y/zlxVU/wC0pvRZ4uVjN9Ri9J391aWNiH9ex/wg/wBeNfGxD+vY/wCEH+vFqdlXBW8Uact1ZXHMekDM9KwerA2Aq1t8n1P1wlXd5t3mTEMH1sfkYlUr2cZSf8ln/wCDariKt+tj8nFZhH1Ud58VunN5Cv3BgwYs1pRgwYMEW2x7Gb6/I6f9LhYrSTRmZKOwtyrpzJ7+LQUSpTqNSrwqlLk9XlRbSmvMuDou0xlwtC7ezCAO/wC7Or9R8rErIwn6bt2N/W7p7nA7viVP4cEUdRlz3Nnvd9Pd/jwdXc27+TT5aYlJZpXucpyYVdd4rkpicZcJvnfZBAbPu+4CYwLmNdpRyjLVj4ZRpsVU2N+tSj3Pj3fGvn/2bcEUb4Tnvh/pJ7uBWj+J/pJ7mJSeZt5uuE6dbfInChuFyNd6KurPh8P/AP1ux5HMu8wdbdCtvITZTSHka88pdX/D4l/+HbgijkdlxHALl03CveTE7zUHfDsoR2+xeJ4kT7a9jjs5iXbw24Q1Z3hcKFFQdjfcinuYTu+BfN/t3YnmZOYl4QgsqcxWXUeWhBUN3Cb7JDxPA4faK+cF24izC88Z7/BSI/on+rxUHo7rzNiXIwrkkRJ2n7wbgo612OOr6o99pX3h8f8AJxFurn7wf6af+OJ/Srur79m1h1ycBrFi02mtqc0Giajg6ZAAMbdHuZO8vMHv82OYOad8BL6+Nfd6x18qlv4Tf1wrPBU+75+Hy/BxKUdRHhH74fC03pj0sc/if6Y/+OJB6P7rGD5L8sn1YactJ4ewNOqqe7h93XTX+PG0WaF7HLScVed46T26lv2N/XANcJD7vn4fL72CKKDHM+7s/wBNMHAL4nueNPd/jxIvTEuzqiQyq5q11STB02B6w+e94O74lxnPM69XXnJDlbdVw5UWWRbG+16OKIyfd8O0f82CKL9Xc015P9NMdmz9I90Up10g2DNjEXOn+VBcbzeY93lta8sPbdkxruN92Ue97w+Jf/h24Yr1d8kuWsNRqtamSrip9LmPE27GAB4EkxYDThKugKGvn5vFjVM4NYQVujhMjS4HQLt3fklV1duyBLzAsaEa3Ejj0Z+4Iw8B1FlpsdJUVW3E104evbz/AAcQv0g3f30ct/6Vx/8AwwxM5L6KgZg3y2smqtDAuqSAcCpst6HIR/iKEcmi3ASD2me5Q5dvrhYV6Zn0sYqQxO40aGNFiIPW4/rUY+IwP1v4TxCpeefAx+bcA7dnepcscTHlumhPE/ktz0g3P30ctv6WR/8AwxqXHkfWqFbUy6olyWtWodPdYalJSa2zLcZ4pELZKIadiqmNn03mOshN6zc3HbluzwPrcXlfcb4Zn9b+6C7cTC1blhVPKC+CXyuUOLGt6Bw3JbPF6sM17hgCi0icpdvaha4ymllgaHk36TRt1uAPivGwxSHLcbHieAv1Lr3arTvRWtshIFEnJu1ezbtWsn7vvYrMIuF3dn+zFnMwcyKvQ8lbEcpbsgZFRl1moNynHWydadCplvMkRvaRHxPeEU+DhZ2TcVXqtpXa3UZfGGk24UWGhAHqLTkkN4p2e7uxX4RI2no5H7jnpR7ZnhZ1GWo5mNp81lj7XO8CErybP4n+kOOpb1AqlzVmBQKWDTkypyWoccSMB3OuGgAmq++q4YuWF6XDdGZNIgVuolKjzKqzLfbcab0ddbZUANdBTzIIpjxkzfl1SMzrPhHWHuElYjR9NgdyTPZN8fN4j7cW75wHvjA1a0O9ub/p96hthuGuOxJHst+al9FybOktQIVQvLLuSVOl1B4wO4IzoqSxwHboqKhbDDeXZyjzYZlfrcC2Mk6k7XrhtmpBLloLUOBUI0kZBpNiGqbEHaqo0hH2phf5k5nyLXqVcOlhPjyCq02M0LchvgtvssMtg5pw9ezfuREXvd7HvNG6rgpeWtFlQKq8269W6o2Z7AIiF5v1Tzp7uOYqojWupZKm4DnNPDcBzrf58V1NNN5FFOYQCWhvaNwNiLHbYgjrTT6PUyRe+a0Kh0G4pNBbrLLjrUuPsQ4z3VYPCfaDzNmDe0EFOXubsfQeRUo9XHrlRjdXj0Vt2sTOo09X354sMmqg+00BE8uq70BsB3O7OXw4+ZGUFarUpXqWEyQ4Mi1CEGm9BMjCHB4Qgopu1QnOzTm3YvPkFnlc0eRcOWucj9ati5pD5FQahclJGks1aOw2YOgzJIARxwHdryoa7iHn5ubEnDWRMe6jDCQQNe4m1/Zp7OCyxUSV8UmMySxsfe3NgZSc25Y0NyADjcjgdSp1fN8WfaFSZfva6qbHiVZwWYcGVLAn5oOcrbDcYl4hrqop3OTvFt24+flBIPQzlNzdvv8A/R7+Lf5wvRr3both2+bNeugqxT6wyUecy6NLgR5QlJlSJG9RZbMU4Igp7nT7olwyIa2VylX/AGNKy5t+9GDiVqJLJ58N7TqE6VOkIpi43ubNNq+dF247/Czqbb6fExfB+XcZeGF3m2fqBx5mcHXTs4pKTj/8sWaP5P1T6I1iRWhYVUqVi2BeWW8OoVC/ozTwUZhl5tyO/wD38eY2m2QaabXnDJzeIinNy97HNq1bqsrNnMyHImG4xFtepxWw2JytcFpzZ5vh9uHHkze96U2xLPuOnRqrX6xFhVCpRoUVkCOoS0r/AAQZNeGSAJg4QKWnL4dpY2GnFWJ4XtzAtfodb9ID5qM6QRUlEwHR5ga4WFnNMTszSDuCANF1M6cms0LVepeds+vW/VptHgMxaqtJiutDEPrW9o9HfXmdT2Kfh5C7vMKC6QOad53RTLQlnJgtOvOVZpW0isk2hMTOCh+qoW3kDt7cXL6Ul8XlQ8v5Fu03L6qwabcEbqtVrD06LKjsNEY74QcAyXe57puI3yd3m7tIczrquDyVY7HlN4UcqFWeMdgd+NUDRlfN4dMcvh+CYbNiAaYWXiaxgsB0QS1th1Xaf9XU6fDMKhxGkkp4mjmyWi7fNaYpTlsbEcNCOCh1GuO5Ttm5HZE+lm6AwuGbceLsHWT279A083v4b/Rbq9SlP1rys4y+Q0+dsWHHb2/W3/Fon8eExbV63TJse6keq5kjbLTacgd2VM3SPc8a/wD4sOnojXPXKy7cEqozyedKlyWyIgAeVmKiNp2Indx9BwGGAV1HliA6J47frH9iz5R08TMOrSANHDh/Axb3RXzWuuyb2tGcw9EfaqNMq0WpRkabAJbGr3IhtIm3TlJCTxe5i1TXTOyer7dUCDQ7wKRbtKqjzzT0SKAPt04BU20MJBKikhiiFs+NimGQ1fq8it2XKdnmTsyNXZEhdg8zpm9vLze7jatO5J8iZdkCoVM1aqUG4LfAS2coucJtn3tUb5l+Fz4peVVPTYZhcNbAwMLgy5HH9W35ABXPJKlrMW5RSYPh7czpNmiwu7PNc3JA1awDUjYJaX70j8x7vvevXW5MpTR1ie/KJtunQTBvVeQBMmNxoIIAIZ8xbffxrU/N6/H6HUqg/UoCOxnYuzbSKfy7zND1Tgae57uJeto3ykwZo5lqLrct+cB+TmtRfdBQcPvedRXT4ONJcurtRY+mYm1IsRqE0iQU5Y7aqoB3/c3l5+bHzqWvwKW7rNLj1sP/AEr9CU39F/LyI2fTPy2I0li4gjT9Zwuo7cucF/U5ymg1Vmz41KiPL1q3IEfaRN6qgas87fwT8WJJkZmtelxZrW3SKpPhnGfl7XQGmQgIh4Zr2GDQkPm9xcblVse45pReoXssQY8NmOYkzxuIYBoppuLkFV8wJyj5hx18t7PuCh33QavWbyanU+PL3PtuRwZHRQJNddffXGJrcGfcMawOO3RI19bAt8H9GvLKje2omglyNIJs6M6A3OjZXOPqBPYo9lZddaujPml0evSYk2O5VHWzaKDGHcIA4od1tFHbw2/NjoZSyHJubTc18wJx61IDhqICI7lOL7iaImONkzXqtUc/KPSps43oo1aSPBIEEdvCke8muJBlDUZ0rMSJTpEkyj+heA8gFppvVYybtf48YV8bYnTCNoaBG3awAuX9Q7FxdPkcInOe4nnXbjiAzQ9Lh1qe9Jvlymh7uX1CL+kZwrch/wDB3z8H/wCy6L+sAw3ekSzPp2VDNWpqcLq4Q2zebNC5zcDTz67tdhYguU6XOnRxzbuqsymzWZSaa9TD4zauiI1QWnDUB7qKQkKb07dnLiuqXg4Qy1rc9D7eejNvcrHE42nFA517hnVwsdb37UoLNgjUrAu6B5RgRVlVGm8M5UhGgLZ1glRDX72JXZcCPRLBumjlV6bMklS50jZDlC/tDhsjqu3zduIi3d9yegWoT/KrvHbrEdkT2B3eC8vvfexv5dXhWahHuoapVCNRtuYTCFtHQ0JtezRE9zdjoqimkkZI47Zmm3aA0dXYuahfTtc1uY3sRsOsn7y85qK4/SrZ3vOuEUY+eREGKW1Bj/a0ROVE8xeMefxYufkr0X78kWJZV0T5cal1aPbzsZq3pTRjKc6w8DrWrnrbJkKCSAfNz820u7T/ADNuKsR6PQ3Is5E6zEfF7hy0lifIyi+qKn3+54O54cfSad0hYdMauCGVsSXK9bdJdqUYxNsae9wHmmGhNNeMC87akIBt5O9zYg1ktC6MUtecuYzEH/zFrvXZ+iyhbNHeopTe2QEEAbgEW14216l806kvCzCzAbPlMY1bEgLsIS459ip7+NjJHaNvZqBvDX0Ezi5TEuXrkHHLoF73PdMu55Vbq70p2ZQ6g7JIwAeKbjiyDXlFPO864f8AHiY5QX3dc6kZpTpdYdN1bWmTtxNNL6sMmngh6bdO4m34OLSpYI4iwcCwe8KsleZQHHjf81xOleiFnlc20h7H2deZPuKNiTWb/hW2zzh2u0vT4397xxg6Qt4XM61Z1VfrDr0usZfUtia+W0jfB1HuJvVU85cJvVe9yDzY6to16rO9Jm36O7PIocioUuc81tTRx/yYKb17NfN/JxSsi5jCY4HHzKd7e8tawKfhhvUMPXJH4lSK8PZHM/DW3+spOMlBNIPRmzWOUYNjOeoT7B70ISBK88Slqnm7HBxuXPW6rDrEyLFmGDAuUJnZsHuP1CQjqebxIg42HqrUl6P95VcpZ9dbaoDgP7Q3CYVcNhebTs0H3MUwI/RsTOuam9z6cq4qG5o5ifuu+JQekK5EyWzxqc03tlSqlIaZcdjjHdcdZq5uOobKacE0F1tdqoPfwsbztx217Kt0UqMSUjjsl8dWQXcjqNdobtdUFWtFXDihV2sUzo+ZiTIE/q7zNfejgrcwZYiDlQZQxR8k9WRd5eqL3u9hXXvct2Ue0LOYKousOvUxsJQqDepdXlEcdF7PCm1U/wC1i9w15dX1DmuteocCOu0DGju0HvWhsUMWHPL6cyExMIfmI5smU3Nho7MNADtuNVhCyLsvex7catK26rWCp4VB6V5Np78vggUrkI+CBbELhuaKvZyHjoVMabVsvUkRK7BNYdsw4MhpS1IXQmG9s+UqdmPoz0MEcrHR0t24KHTThyapJqUqpyFdBpyfL668JStdRUg5BBPg8Hbt+FQ7pp3LUrf6SF+0ihKVLhk9EinFFptBIRZZfUwTRdrbjzjjw6fDx0M1KZw0h1iCDt23sqyKvgpqhxmjEjS3LbMW65MocCLE2NnW42t2pVZKtK1mta+5RJErENNRJF/xhvHMr0OQ/c1cdaJjY1Jf3q8QaaqZonn933sTHKW/bqq2altJPrDrnGuWJUT5QTdIIwaU+wU+18vvY5Fw3VcPWbhipU3UaitO0toNockU5JKTfm8yr/Hi6pYxILO2AcfY2/yXJOdlrnEH7Lfe7/NWVyCo8Wu58W7S3x+p6lX5UIkEdoihU0HF0T3/AFHTT4+LHdJbKayJOSLci16XGtdLFqEavU9mngToyTWTtWPw3VJHH3Fklwh5d7uwe6WKs2hU6h6Y0WrdceGYFdmvC82WwxIaN2EippoqaYva3l+5mDlPbeXmaVeqVaqTkSNImVuG8VOlPSn29yGoMbBPYj+0eIhdzf3+bF1yxoon1MVQ/Ui9gTcAgnpNGwNnWJAB6yVSclnQtme6MWfzUQLrnVpL7C2wsWk6b312XxdqTReUZXqwOerkm/sTdqq9umNZY7m3dyf6aYYF63Ve9s3dWKNIuhqc7DrAk7Ji8Mmn34Tistuguzu+paj8XTduxw0zGu/h8Lyw7t4U1nuN9yUW99O541//ABbccwuuUhyGrXkXMyiNHE4yT5saGii6g8NXH2lQ/MuumzzY4cyfZBTHjK2ak4quHz+W29C7fwGJHljft01TMm2oc2rG41LrNHZeQgDmCO+PBHsHw644EjMm9Ic9zg119CZkTXAXY335Krxi7ni/+W3EPyeM1Tn8S0cSNi7tU3nnilaB948B1DrWp1uyNu70JVb/AK7b/wDd8ZY82xwfD/cvUR2uefy63oOnu+sYxemHdfVhh+VnOEMaHFQUbb9ainvZHu+Ev/x7sSmw6vmzmDd9Podr1IpFVmVF6ayrhsMoL7jJ8VxTNEAfUhc18P3t2M5GQxRukkcQ0AkkuNgBxOqjiVx0sPYPyTpeksyr6yqdYZNtr0sHBACPeQikCrImq6D/AFYjlPhzKlIjwIEZ6VKlE2yyyyBGbhl2IAIneVcdt2VB9MzLqhx7hpVWkUTLyRTZJ02a1MYbdbgVVVb4jSqKqiODr2+PHGpciPFmQ5U2AcyOy4249EGW7F6yCdqtcdtFca3J2bw5h8ONGGNDKYAba7rGR2Z2YroTrRu6kSm4FXtKsU+U9LKntMyILgE5KTZqy32aOKnEb9b3d/GSsWPfFvQ3J9x2ZW6TFbk9RORMiEDQyNu7hb+1F7PEnIXhLdiVPZ3Vh24qLWxtWHHi2zXfLlDpo1Z449N0jR47cRv1MdsZtIgmIIA9/b4dxGY+dlUzFo8iiP2fSqWMwoAyJUec8+6UeG+7IYZUFAQU+sPuOOSNBI9+3YPexYLBLrBgwYIttj2M31+R0/6XCxWQ/XC+VizbHsZvr8jp/wBLhYrIfrhfKwRecGDBgiMGDBgiyx/X2/lD/Xie5sfWVlfktE/SvYgUf19v5Q/14nubH1lZX5LRP0r2Ikv08fr8FJj+hf6vFcmi+we4B3hzOQOXyYrpdjjv+MJ2M/x9/u+HETxL6K26diXE6ISVAXafuVuoo00OrjvfY19V+98DveLEQxLUZGDBgwRGDBj0QEB7SHavvLgi9tevN/KTDRun7IZZ/MMH6a7hXNevN/KTDRun7IZZ/MMH6a7jRNt6ipcP0Enq8QpN0i6HPG6MyLgU4fVH77cigPCQnycBt4zXd4ARCHl8X8nmUdwWhV7ZOmNT2w3VaAxUI6Nnrq07rs195ezFhs/KfHqIX4xIqsSnj6Zk/R6TxNhF1bzepgWIHmfS6TPfsx9bspUcI9s01tOMEkeIIb03jo0vYunu82KnD6881FGRwtseDRbh2qZVUjS57x379ZUPmZZyoSzWCuGhPS4TbxuxW5u531ISJxETb50QCxMsrKe/VMor8p0XZxpT9vMhxC0Dcs97vL7iYg0i64US+6zXG2iqFPnuTw2IasqTL+8dUVUXYvPr5sNDLiuUGnZWX1V6TQpTYRXKE5wHqhv3H117Zzo2O3Qu1ff+LjOvfO2nGYXOaM8BrnbpqQsKdsJm3sOlfuylZMwaGFTyfyzg+W6PHRsbg0eelKDTmtSFfUy2c2IdQG6NY9CuM6pVqPVwqkRqGMKHUCR0tXwJV1Rvs0QcdjM0Ci5E5VtAfrbNwjr5vNUwTCVJxw+8ZkOI+D05no3Mc7TnZT7Jnnf1LR5Q2J+ZjdbfJTyj3taFv1NmsUiz5TMyMRE0a1gyQVVFTXThffx2cm72u6o5pWnDn3HUpEdyt01s2nJZqJCsplFRe33UwqMT3Ixtx3Ny0RaAyLy7TewR3eaYzi0ko4WMe8i5Itckna9t79a8jqZHPa0GwvwAG/ctrMhw3knE4ZEXoorHaXaXmZxMc55rwZf29AEA2lU6nKUvFqKsht//ALuIZmH3Jv5UVn+prEozr9h1t/jNW/SRMQ52gy0reGY/huVrE4+SVJ42Z4q1H7nNSKPXLjiX9MlDTZFFptQpYI4XFFx9YUFtp8E0RQUEXeum7bs3YanTzqVBtro4ViLdDMOoSK9UokGkC3ICRw5gHxzk9ir2Ay25r8LjbS72KXZZVuvWrkpT7ltqoTIFVpd2y5kOSwZIbToULcBJ/wCC8pDyluHCozbzrzJzmqkWpZkXPPqsqmslEjhIRtoWRVdSRG2m2wRVVO1dm5ezcq7RxMohkztHWq2tb0I5Cdx4KyXQD6QdoWLUKnlZdrK08bsnxpMOotR1cFuUDZNIy622ilsJD1Q0TlLvdnNhx5+5mW3mRWssH7Qe65SYk2a9HnlHNgpfWIRmugOIJIA8Ps1T4XwsUGyH9uO0PnZj87FmaD7GsqPlf/g97HS4XC1x5w8CLf2m/mvl/LjEZoYjSMtlc11+28Ux8WBQOd7cmaf5P1T6Kzh8dHDMaBlRlzRb+qdNfnQqbaldblsx9ou8F2vcMzb3aJvFD1RF73d3D3sIid7cmaf5P1T6Kzid0Md3RgcH4VoVkf8A/YUxaYdHz1RLHa92vHtcFSVchjpcPc3fPT/hOVh+lBnBbB5cpZFtT3qk5dqi+cltpxlpiNCksk4Ci4gmZmTjYImm3buxRzND6wsT8buD9ZHh3ZziX+5EvCNPq46/+eRMJHND6wsT8buD9ZHiop6ZtJjEkTOAj37XMPzU7DsVmxuOkrqgAOc51wNtGTjjc8OJKXtpewe7PwdP+lYenQx9brvzfUPoqYRdpewe7PwdP+lYenQx9brvzfUPoqY6XAfrtH6B+N6tOU37NrvSHwMXFyAkba3l/H4faVOrRbv4Cews81V293/hBWvz2cMXIP2S5d/Ndb/Oewuc2PMPz/Wvz2cRMde5+F02bhlH/tN/NMJAbygmt1f4s6XvHc+L/opj2y6SOiuo95PAi/7Ma+MrPrwfKTxaf7cchYLvMzutSe9CIZFKQTaL+80HzU1Yn2v7/rv4bzH3sTjo7V2qS8xqBar8rdSZc7bIi7E0c9TNe9pqnd9/EHvsHW3qPxAkhrRIBDxp6SuVWvOHavDD3m/BiT9Gz25rW/HV/Qu4j1cUcsLmyNBFuKuuTtfVYfiUMlHK6N2YC7XFuhIuNCND1JnZL5yZsz88aPQZuZdzPU1uqPsjEKpuk1sRuRommvmTYOO3lVmhmRVswoVLql+V6ZFG3IE5GXqg6YpII4+rnavfXeXb8fCyyO/wiqX88yf0UrElyZ9tKF+SNO/PjY5PE6GlD57Rt+jb9kdb+xTqTpMhJ/eu8GJw9KJxx3Jpt10zI5Fv2jKeUvtj5rKVxxffMvdLxYgWXH+CLfn5Jwf/AEjkYnnSd9paL+TFmf1ysQPLj/BFvz8koH/pFIxUSANwpgH/AOxB8USvKzSv/wDRPxpAXdMkjZlr08ZDwxyCa8rO9dnESU6m/T39OzGHLn12vfMc78xMF4exe1fwE/6YePzLrv175hn/AJg47plhSut953xlcQT/AFgHsb8IUizU+wtt84F9SO92EsPwR/tS/nePv+LFzLsNxmv30/1OSQOUSTCR0Q5B3SWXd6qunZqAt9niPFNc2BcGjW2LoPNl1R3sel9aPbsj6eqe97w+AeTw4ujfn2SuT5iqX6yhY+ecrnFstKBxM4/52n5WXW4DPTwUlUaiLnL8yG9ItyuJADtN7X2OhXzqhVap0WYkykVGTEeRsR4kd1QLRRTVNUw5smrruap23mQ/PuGoyHItmzHmVckGRNGkyCiGHbyl2l24Rb3f/kj/AFYb2RnsYzQ/Iid9Mg4+iYnGx0GZzQdW8P4guJZI9ps0lSDPO57kpMCwDp1dnxSkWTRnHlbkEPEMusamXvqumP3K2TIm9IWwJsp43nnmqa4444e43CWGvMqr51xyekKqjS8uST/gLRP/AGrG3kPclIrecFjr5Eks1CI7HipJ67uaLhRzFFVrh+6ifCxTyRBmFyPYz7D72txHqVphshdVxtc77bN+8KcX7OnQL6h9RmPR0el0NlzhmobgWVN1RdPOmO/MkPSujpfEiQ8bjpMUPcbh7i+zCe/hIUzMh+7LlocSZDf625WILjklyXxfUglOkDaCop5usaa6+DDlGfCldHW+mGJPEdZao7bobFEhIa2Ir509/FXX0D6Kkgje3USQAnThLEOHXZWjahk8FQ5h0LT4hR11xoujtmM0pgRuXCTnLEWMJIlRjprwF7WfkL3e7hOZhVmpz6VbLMyabwlSQkLu07TJ11FX/MIphxtxpFQyevq34zMlyoyK1JRth6R1h0iGpRyIVfXscNEAlUtebvYS+ZFNmUtm3YE6PwX49IabcHcJbVR55fCqp7uLHB2xisqA62YzPI67ZGC47NFlWRYlBhcc8bZGwPja1xAcGOs9xAcQMpsdgSrPdEnplx7Es6JlHdNmyaxFpnW3KO9BltMOMiXFkOsu8RC3hv3EJpzDv2/BxWHOPM6t5x5hVjMSvssMzKy8LxtshtBoBbBptkfiA222Ca+9r4sdzo92Het63y3Gs21KlXJDEWS86zCZ3kDasOhvXzIibiFO1fPiA3PbNetKsyqDclJlU2owXSjyoshpQdZdHvASL5lTHVXJeQexcu5reYa4edcg+oNt81I8kvbUtX55gfSAxp3F9fXT+NF9IXG5kl7alq/PMD6QGNO4vr66fxovpC4s6HzT3P8AgK5+b68fRZ8asVZ/s4i/Pc79TYZEvP8AzepfRby1mwb2eZl1isFRZU/yc1KldTR6S2jQ8vFXlbHsbUTLuiXNhb2f7OInz3O/U2MdYqUT+5pyYofFe67KuZyQyyy8rBkAzJIrtf8AM2u9wdD17O94cTf6RmSk0EkANxUEEj7hZMSD/CS1pI6wOpVXIlkBqpnzAXFPFa9ty6TZVVqJbp0he1U4pInJs7EX4Ph+T7mNPG3U9yVGTu3a8Y+wi3r5/f8AdxqYoV1qmGUXtp2f8+wP04Yj9QaVydINsgUScNUXiD76/fx4p1QmUqcxUadJcjSorovMvNloTZiuoki++i4m3p8Zvf8AD6p/zif2cRJmztl5yFoNwBqSLWv1Nd19ilxugdHzcpIsb6C+9u0dSgfVnPfb/nB/8cOHotPsU7OGjTJshplllJbjjhOogiPUZQ6qvyjFMRj0983v+H1T/nB/8MPHJmZcua6WfTq/WnZk6qV+p09mZJL1gEgMv6Kgom5NWy7Pj7sUuPz1DcMnbUsaGOY8EhxJAykk2yDa3WrrAsPwyuxCKGqndHGXDM4s2FwODifclDkSZFm3BVT120SrD8nSkyOzE9b9bH5OIRko+EvORl9tngtvUusuC2rqmoiVLklpuXz+fE3Huj8jHRt21XOyNa1xa03HX1r9wYMGMlgjBgwYIttj2M31+R0/6XCxWQ/XC+VizbHsZvr8jp/0uFish+uF8rBEY/REj7uPzDj6PrzzUe6TafNteoPFqK6cyQZhJ/mVNf4sa5X82wuAupVFTeWTtgva/HdKDgSOUeCfN5uXALLxDvEC2+/hkWtdd0P2ldciRcdVcdZjQlZMpZqTe6UCLouvLqmJRmVcVwQs6WabFrc9mGT8Dcw3IMQ5tmvIi6duMDM4Py29/d+aligjMAmznccOsuHX/CkjHZeN4CFoy5k8OJ5mmy45DsvYBFtteJ5vwr2O5mvc1xwK5BagXBUmAcGVqLMgwEtKhLFPMvvIKYwZl3XdESHaBwrhqTKyLbjOO8KWacQ1de1ItF7V7MR3Oc+aI26+PYvHwRU4kjLibW4D81EqWLA2hXGnmo3HJyFwuJTzce77mvDfTlZ+Nu7/AJk7uIyMd403C0RYa1pXPdT+Wt+1Byt1112JHppNv9e5GSKZp5lXfqqebb8bd4cGdF1XNS70RinXBUorJUqmucNmWYDuKG0qroi+6vbiTzrs+W3v7vzWvySPmDPmPDgOJd2/wpUmy80vOBj/AA4/eryN3rJ8vn5MWO6LdbrVcq1eGs1WXOFuE0QJKdV1BJXtOzdrhXXHeF1sW3aj7Vy1RtyRAfJ1RluIripMfRFXt95NP4sYtmcZCy23b39nYtz8OYylbVZzZwOluotHX2qCtx3hJSJo9u0vD97E9zzZNzM6so20S9rHmH/6sziNNXxehFzXbWO6X+POe9/Dib503VdFOzFq0WBclSjsCTO1tmUYCPqDS+ZF+/iJLm/SMXoP+KNamCLyZ+ptmb1dTu1K5tiRxB9RPvfBw0LnEuv5Zlt/+gYP013EF9Hd6/8AC2s/687/AOOGxTaXWKmFMuyt5klSYJSYNPaZkLMkrIfSMy8Q6NASCi8T3fFuxvq5Oabmf7rk+wC69p2MkjexhOtt7DjfiQOHWpR0jd3Bvjb++hN7v4thTZqC47DsvaGv+5eH+e9iw+ZMx5qjZ18Anhcg3NO4Bj9pHixUQR+D4vNiO9KQ6xTqRRZVBSZGBuTL47kMDARDZH03qPYiar2a45TDsSMdTT0hZ5xcAb9TGOvt/Fb1K5qaJj4JJ850A0t/ER19iq1wXvgHrhv5fCoZJZiCvn3UDl/8/exqTq9WwyXptSGsTBmHccltX+MXEIEhx126666arhrdGSkzL4sO/I1wO1GVHc8hIsgXT4o7akauI27oqguzzqnuYv66dz6fNbZ7Bv8A8Rovsq2komvqGxMcbuabadbT2qBZrCR5I5YgIdvDuHs/6VHCT4L3+SPFobtvqyoWVGWtcdsmqcKexXXBAbmdaMdKgKc7gtKTn3tcQD03cvP+A9a/ppM/YY14IXMpnNaL/rJvxXrU+lpiR+uGw4O/JJzgPf5M/wDNhy9HN6p06oXVMpcp2JPG1aqzDkNu8IxlOACNIB6poaqhaYBzay/Mto2NWyUvMno0mfsMTrLO9rPqT1zEFh1RkqfbNSqQ9YuN+RzMAKpojrGiL29i4l17pnU7gxov27KfhFNhba2M1055q/SyA5rW4ZgBv2pTV+17hjUml06TTnetS6vNfBtdDIhUGe3sVfeLF5qJ0AKhmXattpf98nbU+RVJ0pKYzSxmPCzKfB7Rx3iiAOC2I69hihH4ubFW6jm/apQIVUkWVP1SbJiADdyutbVEGtSXZHTenqnup+di2dh/ugTJxatSLoy3nzKjZcSZMKoRam0IywjE00aG2TCIhmh82nLycveLbrp2SyFjqoAFtzp16t8Cp+M/ouIyNwNz3MdYWkAzZcoOttL5gfUArBBkBkValpt2lCyjtWRAgPtiKVCD1h1wyjDvkumS6m4aep7l+Afix84+nhkvl/lPmJT5dhkxAYuOnlVHqGHcpxq8QepD2qDLuhG2GvLsd05du201S6b12X5kxX6tY1HqVoy4cKpMq7KltzHYxxobUlvgLwh5d7nePcW35WPmxfV21+97qqty3VWplWqtQlG9KlzD3uul5k3L2J2IiIgoiCiJomJsE0cj3sZ9k699gfmuTkY9rGl53vZdrIf247Q+dmPzsWaoHsbyo+Uv6vexWXIf247Q+dmPzsWaoHsbyo+Uv6vex0mF+Ye/+8xfKeXv0o9F34VQoFO9uPNP8n6p9FaxPKD/AIMhfkhWf/SMcRCJS59ez4zHodJinKn1Cj1KPGaHvOGUZlEHtwxpVqXBZvR6mUC5aaUGoRbQqiPsEYHw+JXAdBNzaqPdMS7FxNwmrgjxM073gPcHkNJFzZwvYXubdiqcQqYBDh9PnHOF1OctxmtzbhcDcjtsp7mmIvZMR2tm1sZvaI68xgYIp+fs3L24qhmh9jrD+NJr/wCsjxbDM7lyXbL/AO0nub/nWsVmvxh9iFZbMho21Ju43BEg2loU81Re330XXGwYfFDirY4ri4B1JdvI1x1JJtdxsL2A0AAACpeQThHSj+fIf/ZkulLaPsIuz8HT/pWHp0MfW67831D6KmEXafsIuz8HT/peHp0MfW67831D6KmJmBfXaP0D8b19H5S/s2u9IfAxR3IVtt248vW3AAhKl1vVC7fE9iWMdHkr/s25rvuCtrQY1LqVSmQDdicRp5pdiqarqi7fUtvZiKZB+yXLv5rrf5z2JrSr5uyfaVftiVXZK0tmtVaCMfk06ujO5GddN2zU+7r/ANnlxCx3DK7F8MoqWhlEd5YczjvkEQLsvRcMxGguFzeKuxNuJTOwyQMIDS4nU5RNNmDQQRcjTUKobzYg5tBdyY/G9vFHd5tyeftxL6Blhe90W/UrroNvy5tNpBNpKfbRCQFPTTRNdS8+q7UXT3cd4ej7m61XpFu+guo+UIUQZ7zKcPcLC+Y0XftXXQkTRdd3ZjiH4hSRPLHytBG/SGm1768Mw9oX02TFaCBxjknYCNwXAEWsTfXS2ZvtHWoleJRjepixeq6eSIe/q8EovPwubfu9cP4Tqcp97Ev6OOjWbtuzHdBZiyVeedXsFsEbNNVX+FRx1alknmxecO26zQ7SrU6HUaZDiQ35chhUNQY10bVCTY1onLu0+N24545YZ25b0uoXkVuTqTDgPFClyDVkkEtyJooqpKo6r3tNv38R6nEKZwdBFMznNgC4bk2tbffT1KxwbH8DpsUhFdUDK17cwY5pfvawBIGa4sBfdS3KG1K7Q87aXcdWpxRqe3UX3jkuOtoAAoPIhL2r8McdDJ4SazSho7yqNpU4S3fLi4jGT1+XXdF+02j12rFIiPq6jjSstju0jPEndFF84DiaZbTJU2p8SY8cghoTBeqHu87EIl/zrjmsSmqYXVAqA3Nzbdr2sS+2/He6+nyxcnal0H6EdOGh7y7nQy+gZtkJ96Z3SbITyVj7ebbbdnNl8UhWUipiDZcCS9Ei/Nobv9yUDzflFIxLMzaNWq7lNVqMk9l50qbQKpHVwNgtx1GU9wuVOZU4ZduIllZKrUXo2V9bfqT0Ge5SaHHZfZdJoh33LKFece1BXXtxUZxNhTLed5RB8UY+ScoYoqHFZBC/OxsZAIvqM/aAeKr9eAODa1rKYGPqM1OYVT/Gzxjy771e+Yp35iYsg3l/mLmHbFSy5t6rVy7axJhFH4KyuKLjseYLzjvqipoqcIm0Uy7Bxw8xrHuXLm0rNs68qJJo1Zp9mV8ZMSQAI6Osx1RVdqkioqLqiouOpp8TzxZA3QyObe56nPvqB1Wt6+xUeNcmKrA6lraoi5ja8WLXaZgy12ucO2/qSrzP4C0O20i9W4fVn/reIcVvdtZ19TPt1185eMubxYutff2SuT5hqX6yg4phmyEgaRbgykncXqjhfVjwOu7VBhU5g5dund94NmvNi599/ZK5PmGpfrKDjjuV301J6VR8QWrDvqc/pU/xBfNx31z+SP8AVhu5G+xfND8iZ30yBhRO+ufyR/qw3cjfYvmh+RM76ZAx9IxL6ue9viFybfOWz0h/sVlz+QlE/wDascjoz+3ZafzkP6JzHX6Q/wBisufyEon/ALVjkdGf27LT+ch/ROYrj+xpvRf4FWGF/tGH02+IUUy/9ndB+cIn6YMWAontIZmf9G/+kJYr/l/7O6D84RP0wYsBRPaQzM/6N/8ASEsZ8oPoR/Mh/GjUvDvqU3on4mL3arrMbJXNasQVjtvUuZT3Kc9HiFHBnrFYdadVpg9VbEmgFNhcwj2YrbXLkrFzSxm1mYUl0U2oRCI7U97QURMWVpoujkdnV1nrYvdepHFSW6BvbvL727iGPKR++ScuEfldkvmRnHOl0zLizp1ekwmesOhHENoDrom8zIRFFLs72q9u1C2liPgjGOrq95GomsD1DmojYdWpJ7yssRxOtFJDQc8/mcrTkzHJfXXLe19epW//AHPLODLC2rFuCwLortMt+ryasVWCdUzaix5sZIzTSMccuze2bbhoB+cXiUftmEx07Mz7GzQzgGfYhhMi0emsUqVVWQ9SqUho3V4zZ+NsQcFsT059m7u7cX56N/RWyctKx6DQ69lxRatV5VNGVVZlapjEiaU1xsBksIaoqsg1ucb4La8vB5txERFw8++jt0fq3lvXn63ZlpZehSQGaFbpNJjwDhOiYigOKAJxQPfw1aPd393eHHSC9+xUVm5dN+PyXzl6OVi3ldmatula9rVWsrDqUOVJSDEcfVhhJAaunsRdgfGXBmbljmTl/Jrci+bDr1vtVN9woR1KnORhk7XlU+GRIiKqJ2qne2/ex9f8tcvctcqqG3QbDo9HoNOg8QpEz1IDmhs2sTH5BadYNFXfuNfHyYrd0ws3slKrkpXrBTMK1a9Vqs6wMMKfO8oDCfYfAjkunGQ1a0TcCa9/ft7u7EqnmdHewvo73tIPsULyZklRnv0rN06rG6rjZ/s4ifPc79TY3p2SubN0ZKZIP0XK646hFZemzJDnkGRKjhFOebgOONonqjZNrv0Tvj3cdbKw7eoWcdtVSpy41Up0W6n5E1gYxluYGmCpAoOAiLqiF2ebF96xnvkletJtmr29nLZPVZ0NhliHIrbEV8XiAV0VhwxIHF1FdipvHf3cdXype6UxCNpNnOOx/jZ/ev6lzHJ2m5id4e4X5uHYg8ZOIJHH3L4f1mFMiVOVHkMK2YPGKhwla26EqabF7R082i+bzY53Cc+AuLmZ+5t9Hy980qxcFCk04mXiabdlJTH9ZrwNALknsb7N5D/K73iwuvRfkt91U7/qyR+yx8zlxSaN5a2neQDuLar7tQcisKqqaOebF4I3OAJa7PdtxsbNIuOwqvHBc+Bg4LnwMWG9F+S33XTf+rJH7LB6L8lvuum/9WSP2WNX6XqP/wBZ/uUz/sDg/wD/ADdP/wC5/wBCrxwXPgYtp0QBUbgy118/ovqn6mTET9F+S33VTv8AqyR+yxMbPvzL2lMxqrQqk0xNpkhyTSZLD6xBjPGHDfNWjBOJua5E3d3w4peUNXUYjh8tN5O8F7XNBtxc0tv3C9z2duisMN/o9opJbUWL00jujpmc3TO25u5oGg1sLk20CSmQ/tswfmSrfqeRhgD3R+RjqWBScr4V9GdEmRkq6UmsONNdYkmW5afI5W0RsmtNvw3B/Nxy2/Wx+Tjr6WpFVEJGtI7xZfM8awl+CVr6GSRj3MNrsdmb6iNO3s2NjcL9wYMGJCqkYMGDBFtsexm+vyOn/S4WKyH64XysWlo0aJLpV3xKjUepRXLSmi9IJknRZBZcLU9gdpaYQZUC2Cjo/wCjECdKE/IVvye+Pq4noDO5eznTt390fFgii2G9kD9bXV82yPoEzERK17OSUbKX2CtDNjRxc8lSeZowRXHdPPyr2bO8XuYZGTVMosCl3E/Tq8E55ynz97PVHGtuyJNFvnLs5w5/i91ebEeq+iP+uKtcE+vx/wCuCX1newy8PxeB9LDEqzS9vaP+Hp//AKmOfb1Ht6PQLqjRbsF+O5GpG94aY+m0TlNcQ9q9q7Pe8fhxLMxaTQX86Ib8q6gjvk6xvZ8nvFtIBaVlNydi8VV/keLGB0l9vg1So3DyFp7WfFKpRczFl0OyfRpcNlBcE0q/JpLQuVWVEBphCkP/AGhU1XeZefGO5J9iehaiXC7lRSpTfofGWxFK4Kky6xFB7araK3ymgq55zXdz42MzoNNdybAHa2Aj6M3C39Ud7xsuo4mn/FopL8fZy97HBvGTRaNQLFj+XYcmDIt+XBcJ6nyTF6Kh8RHERtRIdxtimmu4d+4uXFE6Ayyxam5c4ee4aBrj94DgpFbI1skgsLWadhxssNBvzKuVZl3zhyao4jGjQuJGcuGpOOviUoU0AlLkQVQVL4XLjvZtVix6E9Br9VyfpsxudDhstmN0VNDHbDaXaqIWmieZF8XeXEhPLbLazrfvW07gzAosORHZpXliPEt2rOxmCJ0XWkdMXF39rnLsUfv4xZjwMr6jOjUivZo0QmYUSE80w9Z9ZLbuit9urZj50XzL5v4cQ3YhSv5uSFsxYdb5ZzdttC0gHj7tepa2vApHBxF+jbRv3n76dSx9Ha8LDrlbrRUbKiNSybhNcVwbgqD3ERXh0HaZ4XdZzDyyiUO2X3ck4Ztv094mQ9E1STgikp4VDsP303YbuSVv5VQKtVjtvMKlOGURvjDFtSsAW3iDprxTL/ZiFVC1ckCpNEF3Mm3iYahODGIrPrhIQK+6q7fVPfX3cZiupA8ksntw6NR79FJmcf0dDYi/T4C30jdri3fZRti5cp36OxWajlRQafGnuOstBIuiskTnD2oXraF2c/u4il85g2bXbrqlVGy484JD/qb/AJQlNcQBRBBdu5PcTE3rdmZOVmHDpo5006DGg8Umm49mVjbq4oKqruUl8GOJ6UmS37/Eb+h9WxnFV0AdzkgmvqPMqDoT6PYFSvqHgc2zLbS+jd7f5lQT0V2f+96z/wBbSv8Axw1ZVTofoFt107ZZJp65ozbTXW3vUzWBEVD111XROzHF9KTJb9/hj+h1Wwy5+UbdUyopdbsW55N0RqPd8RuU1Btyfx2xWEzofD2EuzhNb/5e3CeuoZHMa3nBc26TZmjbTVwA962wSvEMt7bcAPkFycxriYqNQzup3U6dHkQZL7hFvcOU8Tk9lHDDVdoN8je4E8WzE/y4vyDmflVcdOrtpRmYdduan0+ox2qhJQnCkFGE3EPXUFHhN8icvhLE8tPo2UO6M7L6smt3xUZUe4asxIrMCDQJTTDLXGalKBzSRWgPhGIb0UdvFIvPtxb8MuLQpkGDZNHy1oMekF1YghR6MyCE+ggm/egbkcBQEEPXcPBDGWCNpsSpW1NPc2DcpIe24LWE2zAXBtvqFYyYi6gqXBw6Dg7Sw+84A634L44VQd2R9K2+K5pJf/4UZcWU6NdFue5+jLdtq2fGmTKvUqbMjwo0N1RJ14pscU8SIn3zXlQe9y4tFlF0HspLENtqZMqV6PUKrPyoEadTo5RSdf8AUmjRhdeI42ywKau8m7e7t7u2xcfL207SpNehUOz6bRZQu8Myg0xlgxAnhVwz4QIpASNMqWnw93hxdPonSx5CbdMO9jgfeq6LEG00heBe7MvcdPyXzPvzoadJC48sMvrdpWVrxy6Z5bGS2NUp6C2T08Xm0Q1kIB+pj27FLb7uEHenRXzxy/kRo91WNJgrMBXGT6zFdbMR72htOkOqe6OuuPrpmdnNk7lbHocLMnMij2/IqFGdgsNvMyD3A06Kq8G1pV0JT0UVQfHt3Yp10t+lVlncVkN2NlffcaoTEfGsPVJiC8bA8IDAIramAqjjnE5j02AAbd24sZRUj6KndHSEZi5zule13OLiNO06diwwt+HmsYcVa8w7O5stD9txmBae479a7GQ37nXbVAi0a9M36n5TqrMIKs5afVBKOJFsJoJLyGvE2gXENkE2l3SLbuxZEcl8maRxqpS8o7MbduKAUOeTdGbFp4N5orINjoIdi82zaR8m7ujhD9HPpb3rmjUKZlvEpVGuC5qRGFTul2RIgA5AjsoqzHoaMeqmzq2zwwdAnv8Ai09UxxOk1anSCyrpU/NS0Ok/esymyGkg1lJ4g3ICQan1ZGxj+pNsmThNaogk0WzvB63MEQtZ2qiS1Li8mPojbTTTh7lVrpGZdW/ZWZlZy9y8lOVSBT7omtQWRLrDvFKNELqmqdrhg8fA+ERB8LH0otHolZS0S1ZluVLLim1IKpCeGq1aY0DVUnuvt8UwR8VF0EVzkQGuUdnysU66HFZb9Mi0KbbkaJWnY8+S4cmQLkRpyOEPfLeBSAi4zKP6qKp6qXC2l3tv0FzAuyy7Sstu6rovOm0um0PgsypDwP7G+IQMtmu1stup7fk78aoOcdm51ltTbW9x19ncrDE2UdM2EUNRzuZjS/oubkfY3Z0vOt94aG6TmcWQdtzckrsHLXL6lUeoxaPUCp8KgxG4vlJ15sWnW+AOnGPYm4STm5Nvi24+RNQivHVZDCDzk+aaEm3TtXz66bdPd182PuvbdzWnm1SaHellXgzVKdVIzAsydhiZOjtExRERdhofnA9pCXewgri6EWXFXzeezpavOqskV1DV36e3SY3V31R7rCMtanq3zAKmZ7hL1Xl3Ocu1kDYnOeBq7UqpMjnNDXcFSvLHovZ5WTcNm5nXJl7UYlvLUYTxSScYU2mni0bNxgXFfbRVUe1xsdPd24YFC9jWVH8f6vfx9CLtqbFuwirrLLNU8rE8zHhkK6lvXY5x9dB2N8TUhRSIvDiP5N5S2faGSuWEd626fOkuU2JIqVWn09p+RGmKG1wBV0C4GwHHA26CW3vc27Eygxilie+na9rpGnVoIuNWnUb8F8/x2hh5Q4g6jp52B8bRnFwXNzMlaLgemD3KhWV04Kf0t7nlnHB1WY0o0Td2j6gz5v8A8eG3mjLS48iK1ejoG2/UrcloLG/cLYJUo+ieZNV+/i0NxZY2TP8AKzsiyaDQZjLEvZUY9JajuwnTHRPVBRCNDPaCiqlu/wBHFXr3h9U6MsynPvAJM0CaybuwxHsqUdFLRebFjhdJQTYk3EWt/rFy0m5NmOuQLXsLkHUAE2XGco8Ghw/E6KQkGVvkzLg62BcDpwBI07ipxTmaHLtajtV5IixXKjJEAkhuBx1TaRsPe1VV7NcVq6UVbj1m9rRqoKrbUmjzRi/BcBNEDZp7m0fd24f9SbYOyLZ3TAD/AHRsFrwjLn63H0Ds9/3+7iuufsClOyct3JFdbZNukkIt9UcLc0YpxHOz4Hwe8XhxYGmEPKTy7MSXMiZlJOUWkBuB1nN7lyXIXDgcTbVFxveVoF9B+rcSQOs6A9yr1afsHuz8FT/pWHr0MfW67831D6KmFTblFt1qx7p4N2g5ujtEo9SeTmbl+oD/AM7/ANjxYdXRJptHhvV9qBcITGvJckhcSI41uIoicQdC7eT/ALXhxOwF4NdR+ifxHr7Lylaf0bXD+IfAxQnIP2T5d/Nlc/OexIbRgTKoFfp1NjHIlyroqzTDLemrhrGHRE10xo5F0+lNXbYjTNdBwG4VwNtH1R0eIAq7sPt8273vD4sNvo30WnPXbWJTMwJZRqxUJJCUE9GXjFoVTiLygYp7vu7y2+LGnGcaGA4CMTy5uZAcBrqRBoPWe+y5zHqz9Fvr6si+WIkDrIlmsDbtUqygyIG1Mmys+thvl1x5iRVxVpxdNDBeESA5zIIhs1RdF+TifMWQ7Juq8KyZK05WKdGp0aSO4nGmhYXVU5tETiO+ZEEsSUJUUKm8x5VjaKy0Rt9YHl53U9/THQJ6MIOPjMZEXOVC4oiG37y/xY/IkmJ4u1/PTxOzvOY+cLnM2WzRa2zGMtrsV8NxCXGqmd9XUBwfNdx0IFyGyZWgjqjjbbXzSOCjVLsWkUOBblHpFMjMxKQREwAAYbD4RN700XTUuIWu/d/n5sK3PCxLrrmQ1Qt6hUR2o1OoVoZTkZs1FUDrJvKpK6S+ZEFO1dvveHD1F5nvPyQbASLhkToDu97TXGOJXYsJvytDEJpUx8nTji6nqht9uzVNewtNN2N+HxV+F4sxzGc5zZDcxccjnuLmXzC2gllJOouG9ZJXlBPW4bVMr3AvbG5ry43LczXa3OhI5x7ybEbKjmV/RNz/ALFrNIzEujLeowaG1GKa++87G4zLDkV1EM46OrIAecddzY7R7S2408ro7/XRNWTEHKFGEDLlEiWNC8yronuYv1M6VWSNZ8n3NGulXKjd8RyqQKDKgyOulxEe3tO8it8MVbcAj37SAOXvCOKAdH9GJtZtanSrpemsOFME4bwPmA7GQRtrt5dFTnH4HysfV+UdMGRzyl3SDBcdjc5B9eot2L9/ckZI31EUVQDzZcdW2ublodbcXATquptxqzak0QbVG0KFqn/mdQwuMnIr8jo/1NqMG4yg0JxEUxTcjdyyjPz+8Ka47181p+LltDrMqeBHIteyhkvPNOOjsf60LqmAaEaaGXYne8ONbKybRxyykR4c6mxIY0+B61FfUeElym0nrikqI6PE8/MPi8OObFFUQ0Fm2J56HXhdrmn2K8nq6KrxCJ0+YRPYL5bZ8rnt2v0b96sP0JepxmszhfajO1AZcWcyy4gmTkQ5tQ3OKPibDeyq+FCeDd4ca/TbsSRfdPtGqUtKVFqTcKs0VW9nC4keR1fhucmqbG3i2aafbSLw4qXe9MzdyRvGLesjMGpWrKfJApEqKwYvNtPHtksrw+7w29qkBeue5zDyyvLK9rgzHOrV298z5lz1GPXaXECTMhPcUWBfNATXROx3TueDx47FtQRhrZYXNfc7tN26vtp12JsudpJsEx3GnyUUj30zs3NnoucS0Ws4g20IO1zcAW10RuZsB3yNQWoceGQssyWz8nxzBgSTgoXYXbu1Qtxe6e/Fyb+lQ2qrXmiksib1IqMdoCNNxOlPiOIP8YNkv8jFXb0qtMlTaXTp9/VWmyo7AnNYkRXCdEXG2iENzXJog+ZfgmO7m3YdOYNp5j5g1BH7STyNIhy541xG44O8DaLJNp2+ueYkQA+HuxyHKGnNRV00crhGAZtXXaOkRbUi3ZpfUgHdXmFyYDhuG1GJ45K5tK0xNcWuiDw4EZei93ml1gSQBrZJzI7ofZg5yXO5Bnm3b1GgMC9Uao6ISOAK8oILQOIrhkSbUTUU90i+FZSzP3P+4bOq1zUVi+QlWfclryaStw+T0F+JNOTGcRgofG51JtkiExc27RPdt28y06MuZuctrOVm9LXMbyokSlNOVujvsJD4zm9SSM0+jarx209UQxEgIeUk5hw0YPT7eql2zpsNmBHsqkxiKRRCGSbsslJnSoda4CEChxOGLfC7u7du3bh7yF/lLDDUOaXtIzBp24i43Gmuq4zEp8GqcSlhwF7nRMtpIWGRpLb9IM0F9x1iy37/AP3P0r2eoceoZrBApNFten0iBJbonGky345SBcccZ44iy2il2aOOEfxdvMlcjuidmdbfSfiWjU48ViLbMg6jUarxRWOlPBnd1loVVHHUNHmdgIOu49pbdpElgsr+mJeObL1WkUHKmm1Km06ABwoTdZdiuwpCuFuYfmOx9r/FRScDY0HC7vi3YjVi1HpX07M68c5TtSTcTLM5im1KEEIWoT1LVkClR4wb1kKDbaM7OAjp72gIeJucbLU6WlkLsNhe0u+0y/SDXcbDUb7qHhWJ4b5bJTunHPsYXta1zS4OFi0vbuGnu1JbwN0ps1ehPVMiH7avyhXgd0UhutwYdRMqZ1J+EZvBwjUEdcRWyVNN27US2Dzbt2ODRRJcj8zB2cxeTdqfC1uEsNzO7pHvZs2lloxRjS2KHc1Sl1KWxvemOzXYM9GIzKuo23sbPdxO0OU9m7u4X1t0siy1vafAneUIUekzos2bzAMJp6YCo5wiTeagrTgDp8bEHGqqKalEjXdESMHHdkzbj1ubl7yONgeiwOkdVwTwggHI49ItaLDKfOcQLm1gNymt0f8Aoq1jMnIG/KpXa/T7Wt68qnHhUKTT4KyOt9Tqb0hx1iOrgcNjTkHeW7k82m3cyMlrfs3oo0t3Jy97yprDVcqD9colenNJDaqzWyOw5GcRCPhyY7m3QNSEweAgLvCOvlj0vrOy/EskM9Kq7S247LFUpc2Uu4ImsVkeG4bDS7Dd0cf7QISJ0x9T9Tx6u64svc3rtoualOqLw2paTDsCiPyh2Mz5Dh7pErn0VU3i2Aeph9b7ubcO0/EIMOoXYhDGXSTG4a0OLnvIDQALE6taALDYXtcm/H8vMWj5GslkrXB5jAawMc1+dxF2ta5hLSTsSCcutxpZKzp25iXfat2UZ/L3Nq4KPGq1JGPOplNnSYrU16NvVJOoKPMurbHhMhaHw4thTbHsusZS2nSLqkxs0IEyMNYSrXU75ZKXIdD1xtXVIETQy2i33R5RxIMuIGXt5W9SZHUKVVqfIFiQ85KiMyFYkqYjI14oFwjZbPu+HvFuxKo8qZZtJlUi2aVDt+LHqjv97afTmWGIm7t3o2gaauKpan4u94sW2Gw4jDThmKNtNrmHUbno7DQbDc8C4nVVnJuStnwmGfEjeZ4LjbYBxuAPRBA1udNSV89yyuzRrPSgc6O2VF8XJUcvLLnwaxJptSrDxUy3o4cKQTL5rqmxlTIA13EpbB7wkWEz0g+i3mbkrS593XHJpVWpFYlk2EujyHnwjOq4Ro2+jrTZARDuJF0IeQ+bXH0my2y4tzL/ADevm5acD0enXrbMJKnSoveZlJKeI5LKEuiagrbqtIm3nP4WEh+6GXtT7ZyciWTTbjKLPuWYUp8H4Ji6UOGm4NmxS2bpJthvNR+L4sWdFU86XNgIdYPBsb2OU39Y6lPZ5JUSuljfmAOU2INiDexAOhHEKt9oMuhfEbeyf2bnbuRfdo3Z/nxGMs7cti44TAXjdsCgxae6UxkqjGU48t0IEdOC5qops0XmDvGPcxL7UJs8xY0Zaob0Yq7L3PkJ6ctG7F2L28uIPbzbKUy1zYuyY3KdqzbgsxY7hPlIWPHQGG93Ipud9CPk3d/H0HHo56iAxsfkJNswtcdJ2wc0t9oK4igpY5pnRRSuYTFCMwDbjpS7Zsw27O4pCSadPdeN8IDgo5o5o20u0dy9mn3vexj8j1LdtWDI1UlH1pfOmJtIWCkl9j00JJCk2HF3FCloRNLorju3w8I93J3i8OPBOxUFHfTOk7xbnOp9TSvXAXRof+dTt3eDunj5uDJbgvpdoBuT7P8AXBQvyXUUHd1F7zIXra+ZcfpUmoAe04jw82zmBU5tNdMTL6ib3tDmc/s4cAB+pJabhcVeKP8AzXn+P4MX5/c9Mvsqbiy4vW+ZT0C9r1plW6jwahHWR5Op5bUCYEV7doTiB68qcvc8JYXf2LwcwADrwXzSGnVE2uMEN4g27kJAXTb5tcZBptXEuGMSR3tumxfP58X0/dB7Ly7tyLatw0ipM2rcNWdfiy4FPiONNS4AcJOsq0yiACg4eztQeKPwibxUMSp5ztvprSdhT3m1e6lL5Wga5JGmuvMvJs7yedeXHhD+xetMI1ueH+a3MgoU1rNCE6/HeEfJNb7SFU81LlJieN+tj8nEaybmvBmRRY7V0yKkEigVhyS2QPAjBlTZSqyu7sPTQeZOXE1t2mlWa5S6MMOfMKdJYijGp/CGU+RmIoDSu8gmuum4+Ue8WMxe2q0vy36Oq0MGGffuU1Bo1SapNuVufFmBX36LWBrnDGLR2m4cSU5J4ggBvMNBLc3PGgbxaDaI+uF3c58jLNy1tedWbcuuo1k4dShQ40lyXFdYli84QuM6MAnqzTQDJLRdux7bt8WPVgkngwYMEW7FbJ23b6FoNxeguoFoPwUlwtSwgI9l3hUWglwbZqklh4ScacaiOELg++ionb5sWNtj6wvv/k+rf6aFiK2w1IK7svZTbTzgRbHqDzyiO7hhw5ybl95NVFMaZZTGNFY0FGypIzHcge0gfNJ5bAvge9aFXH5UJwf+7DTyYte46JFugqxQp8ECpsgkWRHNpCTqMtOzcifDHEkzkyhqFWzKm26dZii7R7KduY3OCe0mgB2TwUTXv6Obd3d3YadPyFqGYA5bXKxdUOnrKt7qsRhyI47uNyEQ86oqaCiAS/8AZxEmqA5gB2Py1966DDsIdHVuMYJMZA3Gtzb1WvfiqmWf7DLx/F4H0tvDFvG151xZ2VKVDeZbGhwY1WkcRV5mmuDvQNEXn5+zEZsa1jkR71tc5wtqy2w27IRojQRZlake1NF8zeLF3BlDVLauG6r+qNbh9VnUTyajLLThm2Rx2XkNfNvTY37mMZ6lkUuW+uvAne1tgepa6CjfPShpFwC2/qdIuHmVl3WpuR8t6PJiaQq4xWD3OKPqU7VhlE7F7UKQ3u+9uxE8xshqlUsxKBaltVWmj1pt+gNg8b22I9Fh8U0M1BdQJHNUVP5WHrdrMd3JGuR35nBYJq2/V+ERbSSVH2cnn5l7Pi4gtnSgmZ2U99oDESzJuzlL30p4IuKygfJI7nL2Dc+liAbkW36tVYV1FA+obE8efk46jpFp91l2c68g6vMqWal0TK7QY1KnlT45y3Fkq7CWIw2696mLfOKpHLzbvDt8WFbP6P1w535k1qFalepbKUS36RKN6ZxgF4CjNNoQJsUk9/nxbDPWQI5eZqRTA+I47UHkLw7RgOiv+1cQLow+2bfnxrOoH5jeNWCyuiwuAt4Rst/ZYpH6Lpnuipy3ovyk6niJD4pUZJZXVvLKVVZ9ZnQ5DdQ8oU9tIpkqidPltsvKqEidhK4O3EAvLIW6Ir1Cs8qpTCmUpilw3jEz2EdUlPOM7eTXQdeb/Zix4/WjXzne362j44t9iJZmEJHt+rbB7f8AnHcWjJnGVx/1/rVeVOHwjD42W0F/+YB594Cr2HR5bqFaqdo27mDTapctKRxX6a1TZoEStmgOiLhN7S03e558dyhdDq9q1SGq96KKHHhFWplEcIuKZNuRzNsnFRB7hOBtT5WF1cV40ednLPvaMrzlMdr5VBotm0yYSQhoui+ZdqebDGvjM6wkvuzKrRapKnxKLWZVVlvrAJggR6qJK2IBLqqiKEmJjudFrHfs/wDpc3EKBxe57BZpsBmIuLix1ueu/wAlsU/oS5mz6jKpo1iiikWA5O6wfH4Dii5IbVoDRvvp1ZSVPgmOJjmfQGssLnjZcRcxINstQ5UaV1OnLUllTdW2mNHZGvBHVWSQe7tHmLEg6NOeEW+s37wZrDYtVC4qa5HpLMGEotk2yEt0t3MWxVRzd2+7y4S3SAmOzOkvW575hueq0R41HlHVW4y4rZ809QIZjrlcR1btF9bi4vp61aSCgocPFZTxh4MgBa4mxAubHKQ4XG9iNCvoT0WEgVCm3u5NrXDrUmuGT0V49RjspIkGe/zlsR91xnf3PqcBwnf3RHOu7LBr9iWrZeZdYgzafT5NSns0upyWBIXX2kjA4KKgGiCw44KGhfJ295H50XdeVlgdZsa565b8/wBEtcZ69TJKxB2lUZaqByBUSFS07G9dpjv3etjit9fqNzXVVH65ctecqlRlHxH5k6pC+++emm83DNSNezzquNuBAeQNbbQFw9j3aqm5Q1DZ8SfNEwRg5SGtvZvQboLkm3eSe1fRvoxfun1vR7jpNGzktdqntzGhj1K44ctwg4omhI85D4egCW3n4Zlt37tu3dtZebnTZySsO2bgrdnZvxLwlPDJbptLpMt8XZb76HsV3VBRlsd+pnr4OXcRDj5AELjB+faY+ZR/rRUx0oVLrtbmRqZEF6bKlvhHYiNnxnnHSLYAC0iqZGqrtQUTXFuBZUpN1vXDdt0X7WCql03NVqxM4IicuoznZUgwbD3TdIi8yLoOuiYvdb/7mta8ywGYdevaqs3xMjC6CsiwdLZfcESbZPVvjup2iJGDg83dHFN3+j1nvSmHqhJyivWOxGEzeddtmoADYCmpbyJlERNPPrhy23+6DZzW5lwlilEpU2uRY3U4VzSuIc9hrTRsiTdwXnADuvGnwFLdt5vV4k7l3mLffRvzO8s0dOqVOkvvw5kN4hdafb38ORFd29hgSt7FVPg7hwz+kh0y7lz5oUS0KbQY1sUGO8MyZGhznJBS5A7kbJxx0AXaArytonf5/OI4ilk9GHNHMugNXlAgxSiTXHFbddmgBPIK6KaJ2r3t3avauLd5S9H6yMn3GptOWROuCRTnOJ1lBNDMUQnOEKIuz3uxe7jlcS5XUVJJ5JR/r6gkgRs1NxuDa+W3G48DbgeUX9I2EYE10MLhNPcgRsNzcbhxF8vrHzUdySyWt/IeNaWYFautyk3HFcddkcUmwjvdZaRs4Tidu8EHl73aXN8Ha5M2ekda1IuJvLebR4kGLMYiVCSj0h+U6+0Tm0S2JHUdon5h3biLvYRNXurMTNbLevVKsWNW6T1eu0tuDTSpz20Y4yI7huakAka97d2bRQBxwOkh7f0FP/4XgfTcSsL5N1ktC+fH5HSOkGsdy1jekTYFhaTbbR1jx4Lh6NmNYhUvosdqXOErX542kNa2wje0NLRm05wtNna236mPQelTLoVwXJb1AtM6cNAr0mmmUao8IJBssSneMraN6dvU9Nq7u/8AFx2rN/dAxuy5qjZZ5Ow21ijNmOyPRC5tI4zR9otox6nvVPcUuXlxW6D7YWZH5b1L6DVMQ3Jsf/LNcnzfXv0TuN2A4BQ4bfyZrhcsB6bz4uK7ehwWj5PQTvw4OZ0AfpJHC4udnOI93uTgu7pQ5oX90jbet5qolQ6AL0CKFJhOkbPCdBHj3EabjMld0I+XcO3lw427xu+i23lENEuqtU8Z8uEkwYtQeaGShU95V4iCqb+1B7+KdUsf/wBKC3S/+vUn6Izi1tQ9j+TH47A/VkjHa4BR0z2PmMbcxsScoublo3t1XHrVBypjYyeKoY0B7oy4kAAk81PqSN1kK/L3ldK6l2tNvKvSKMVDGUtPkVF52PxusuJxOGRqOunZu0x+ZiERdGurb+YvI1S73zqzjiR1I+mZSQHvehweX+CUa47WYn+DXV/mapfrVnFjQwsjrHFrQLyu92a3s4Lmq4DyuhPEikv7XKRTRbdtSzWpDnCacvCC287/AJNoqhFEz/kipLhq5mZNZPVnL6oUWvUGjwaXb9Gk9SuIo7ZTIDDLRE3JSXpvNF0FSRV2u79uFHWPYPa+z/hRG+mR8ILpCXpeDdOy2s0LprHkF+jukVK6871Qib0VtVY14ZKK93s5cY10L5cUjax2XRmvVdzR87qX/RxicFK11PJEHOe+SztLgNYXEesCyrzbjbbVm3cLRa+o0si+KSvjqn8S4eHQx9brfzfUfoqYRdpewi7PwdP+lYenQx9brvzfUPoqYn4B9eo/Qd8b13/KX9m13pD4GKO5C+ybLv5rrn9b+Gz0Z3nmr6qgA8YiVyVjcImoiWkcF7cKfIP2S5d/Ndb/ADnsNbo2ezyqflJWfo4YzrmtfhEQcLg5fwFR4i0Oqq0OFxzf+NMrXMx4/oglfUzP1kx4B/yj2OkTbe3ZwQ2/B2Dtxos+yCX+JMfpHcdDH5lc4vbc8Fz7gCRfsXJo/q5VIXdjgs1BxtoSDdtHhtcqY5dZ2x7YuA4/qZcWf2iG33Cx1KD65WPnJz9E1jl1/wBitwfh5/8AUuOx5PMa7lVGwjTyg6cPpCVEq42ijc0DTKNFSChezHKD8lpP587HM6Nvsytn8bkfRWsdOhezHKD8lpP587HM6Nvsxtn8bkfRW8beWX1jEP5Y8Zl+peRX0MHpyfExTnNP2i2fyPsn+uRjmZJ+1t/0RQv/AEudx080/aLZ/I+yf65GOZkl7Wo/NFC/9LncVYF6D/14/ijW+T6Sm/lM+JJrOO5rjr1SiRq5WplQbgrKYjDKd4nABJLg7EVfvNj5+3DB6LP2Krvz1QP07uFRmb9mv+cm/THsNbosfYqvfPdA/TO47LlDDHBAGRgAfqtBpuWFVnJmNkOJNZGAADJoNODilDmCjKXdL6s3AFtW2frN1XGt3ADdzF49ddye4e4cWf6Qd0XDblxVUbfrcum9cfroyermiccRCFoh9i++WKzZlG6V6zUkFLI1Zi6rKjg05t6s3pyB2bdO6viHaS9uLB9J72ST/wAPX/zIOK90Mc/KDD45WhzSJdDqNmLB0bJsHrY5ACCY9DrxKQlgXbctFj1ymUity4cSowHBmNMnoL4p2Ihf5/cxjsIiKm3du85UJ39PHxzLS9fqP4i7/wB2Onl/9i7u+YnfpEfHSVUMcdLG9rQC4uubb7b9yqMNiY2skc1oBIF+3TivoN+55WfZVNyeqF20nqc6vVSqOwarxdj3VGGVFYwcNdUTehk5vVPk8uLfyqbDkPQTgTIcXhsMNqy3uEmHREd4Nom7tRfCqjtLvY+HuXl/31YxVSXZF51u33nIiib1LqL0UyFDRdCVtUVU1XGw7m1mhbj1fotBzFuenwK1LdfqUaLWJLTU1w+xw30Q04hEnYRF2l7uNBw6ONnlYAubAm2vrPqWu7HTF1hmIAvxIHC/rVl846pl9deZRQ6NccCU3QbqrMiAsM+E28UmqlIUNpa91xNm5F2l3h5SHFiOiDY1hLk5VKkwcG6HLgqc6n1tmoRG5MdgWXzNuMsdxCEdeKRqp8x/Jx8ycvnXnb5oSulu1qUT9MGL+dGLpT5d5U5djZuYFwybVMatV5UKezHkympYHK5wMI4E4Biu3zptIfFu5cUlPhrIJHB7i5pcXZSARmLi++33jddrX4xTV2Esp6aiZE5gAc9pfmdbKNcziNTbhfXQjUGX5/8AQQsjMioViqWfW6lRbqSDGp9LgeoeRmTisg0EZERvjgBbCDfxOXf3dg7cVJ6Lderkhus2rNqUlym09rrDMNwl2Numvqi7F8evYuGpnz+6MXPJqlzWhl5bLFKb5qezXZgPBVh0TY66rBLw23C5tNU3APe58JbonOk9WLkdLl+oWhRPgohaImOy5NwRmtYMos0Ejs0I09RK+Vcr2NfhEpcL2sR2dIfJMXL/ADBvm086rwpVr3nWqRCecpbz0eDNNppw+qom4gRURV07MLq+elr0jaTe9bp0DOe722IVSkx2QGqnoIC4qInbr72JJbvt9XZ/0X9GHFeszvbHuf53l/pSxZcsqOnkMT3MBJkqLkga2kba/cqLkrEyonc2ZocBDT2uAfsdqcWVXSRzsrOZ1vx52ZNdcWZVoovmUhN7gk+KEm9BQu1CX3cKzMe6Lmue9apLue4apWZIuOs8eoTnZTuwFNAHc6pFoKeZPcxkyT9tW1fnmD9IDHFuj2W1P8ak/nHjlKalgpI/6uwNudbAC+29l1FLRU9HWvZTRtYC0E2AFzc6mysxZ/s4ifPc79TYWdKJkKfbZP8AVuF5fjcTrTqtMbeox9eIadoB8Ivg4Zln+ziJ89zv1Nhb0HidXtXgHJF30SQtix2RddEupx9FbAuwz94V5SLH1PEdx3j4iuPwX6z/AOlD4ypLSxEZLgjs2oRacPVR8/ua+5jBix/R16JuYGdVajXJNtmp+g5yW+zIqAuxo5OuAKrsbB1xDNd3IqtiewuXvd3UzlyLtmjZwU/LXLmRUX5MkGWn4z4IRxniJdR3ko7uVCPRfNt27vg/G5MRihqDTva7RpeXZTkAHW61ge9djVY7SUVcKCfMHFjpM2U5MrTY3dtpx6vWFXvEhtK+7xsGpFV7Luaq0Oc4wUUpFNqD0R3hEqKQcRkhLYqiK6a7cMPpD5R0TLLMQLQtWVPmNLDimSPBud4jm5No6ab9dOz/ADYlGbnR1ouVmT1v3JWZlQZumdKFqZHUQJkdwKWzcKqIqCD593P+bpbjdG/ycNJvP5gsbkZcxJHAAbnYaKNHyqwyRlI9rz/WvoxY3Oma5HAAWuToLhJC6r0uq96n5Zu646rWppCLayajOelOkI90eI6SlomvYmvZjgYzEy4I7iTsLGHFsuhBumT0ePbUh/NVa/VknDGJtt1nhOgDgODtMCASEhVO6qYXPR49tSH81Vr9WScMge6PyMF6sbMOHF29VhxmRHaKC20g7dC1TTRPcVdcAxYoPdaCMyL+3h8QWkE9m7Xbr59uMuDBEYMGDBFIbMbZdZvZp83m2nLCrQmrICZ9r0LzAqjqv8eNuxaNT4TscuuVTQcvJcFeNTgDlV55f8qXqnxP+1jnWx9YX3/yfVv9NCxqZdGrT1JdEALdl1IZMXA3CQK9KVUVPeXaOKrFWu5slrrbdXWujwHLzgBGtx4jsKauYMWlyc47jqBzJ257KuTD9RhCbW1YGnK5xE3Of8Xp/Kw1Ms5FPh2/lXF659Zwmm04wcMuyM6nqiIpbP8AtYVGYlTJjOm5oXU4jnBymkyuI41uMtKd62q+638XDZyrc6xbuUjvrPWKe0WxnkFvWK6vqaeDFZK2UxtuTt2dXcu1w5oNZMGE3za7feA6lUKh23Sor+YbvXK1tnQpY81JAeVXj9b9XXevvd3Fpc0nqfNtWsR+uH6o2x6yCGX2O07EVRxTWfdL4QMxxjUekRjZbKLxWYiC6Tbk3hHqWvvYuPmrXaZTnKba9TZ+qbvn0+lU0ZEIZUVw3YgMKToKY7gDiar/AKON00M2cF7j7uAHYqrCnxNpZCCQAG8RxdIOrrUdu1+iplBVKc/Ujb6wFvi2ItArpE3JjuLsbU03aIGpdvIO8ubbhU0y8G7SzFny4FBn1zg3RVqzFcboJOvCT6G071dwJgoYE03qm9ovh/J7/SOp9ttUuHl5cl2yestOxqw29T7XXqrcUoqg0zsSR30AtVLXEM6P2XLKZoUprLmpz65WnG5INNy6EcKO0BR3G3HXX1eIQAW3S8+nao/JKBTVAjpHuhc5zjmcBkNnX1GuTS/XwSopamqrmNZZgFuk57Wgak3N76C/bt2pm3POtus3jn7XWqu6Mev06LsPgtE1tWA8nqLvEQXl9/uc2I9a96UOwcxRqJwK7VAqUagCDkeIyLQi1H03Kau+7xO3s5cXS6MnRronR9sStVyjwocyvVJ8Wp77cjr7TEcF9SDa4CICJucNeXmI+buiIqHpO9Ekc1LpoF3ZVM0ij3oZE5PjkwkaK/FYVrhznnETZGRvQgX1MuLyiI7hxZUtCKSljY55DQ1rdRrs1gvba5A9qqX14pZfJoTnMZJzNcC02zEkXbqOkoJGKkuw2xGe9u8pXcWzgju9VqbC+bf8Tl+F8XEOzFzFoVGumVVosRJsifGoxQXXojb8dl2n79HE0ktbzVXNfi+LEuk5d5w2HeHWs1Ils9VmU94abNtvXqTkhySL0lszJBJH15XNqp2jzD3S2vToP5fwbc6MVmXXSLXeCuVwZblVmvQt0rhDKe6mAISErbBNKTg7OUyMzxthpHmZ136ju4+pTq/E2MooZG3yuvbUC2Wzeo9ZXz/yp6L9Yzfrb1FtF2t6RYvWpM2dSmIsRgFXQNz5SVHca90fOv8AAJY5F/5Crljc8y0rzqFbp8+KXLrTYqtPtqmoPNOdc0daJPMaff8AEJDj6DRukp0f8s867jynrFYj0amk/CqM2oxWTdisVRW+HMirwkLZtFGz3pygZuiW3bi19vMQa7Ft2VMhszaVInuDKfGIDrTcdR1jC24iFoye4l3B3vhYnRsmcOm8h3qPyXK1cVLDL+pJdGRcXsHdoI1sQbjttfYgr4u5P2hUYV9Q4+Xkqt1au1JiTS48ZuixnS2SmTZcNds3kEW3CLinyB3ix9EMr+iralk1GRmVeVKptdveSLTLnEAJcOnR+A0LZsgW4CccbAdz23l7o+LdYtaXKKPXiq1vcOpC43F2M08AKNFXdvVhBRNyIqNiqIpcn+liqvTP6VFa6ONKodAsGfSpV4VQX3HpMqO9x6TAQNrS8JXA5zd7W+IhDtZPlIcZMpQJRM9xJAIG2xtfbfYLI4kWUr6KJoyOLT0rFwLb+abDLe+ttTYa2uC/LTyty3tC6HMw6dbcZm6Zgjxycj72oUeUZvyH2GiTaDjzit8VdOXw7dxYlVcbqRdYIDhxR6ztN5wGWg2bBUERdNNd/E1FObFAehrnV0tr6okwrfK3a6xQqoy55WvM5gltc3G7GbmtGpG4vfQCac2C74Q4bZWJvDpS5MWHP9BOYNeq9v12K71x6CVEmSgYF4BVFR5lsgeAuH6m633vFt8O9kbYm5Wiw1PtJJ95KrnvdI67jc6e4AD3AKlXTatPK+3OlFAYCOFMZqEam1C5+otKIdYffNX3mtuqKRxkFxeGnrvd5yLH0ws6VltYlDGbQn6DQ8vYNGc9DVYHhjS4UdU+pJnWV1Tzed1V37zPdj5F9MjPO38881ErFqw3maRQqe1RYch9tAcmg0464sgw03BuN4toEuoAPvkQinAuuvFTEoB1qZ5O13dV6y5wN+7drw9+zvduunxvPjNYr7b1rMyw4ENmc7mpasdinxOJIX0SRT4BB2uuqiOqp69/s3bsU/pPRrt6Tnhc2Z9ToMSHb8upPVKiUth4jFsSdU9Xw2om3XVzhJyju28wiOOVlU3kjk5YkLMG2gnS51xwwHV5peK84GquCKaaMoi7tdF0+ViS13Mi5Iedj1DhnGbh02JUm2QISItzcOWW/wA4pqqtN+dMcdWtxrH2uZBG6mpAcr5HAiR23mNNiBuM1yD2WXxXlJynxjHzLh2FRmnhAeHSPBD3ZbXDG6ZdyM1ze/DjN7nqynQrjKCMmnpb0uTAfej+5pCdNTRBUfHt05v9HCxhV6RcV1Zd1l16SXWJ95C3xj3GLIPPA0C6fBBBTE2uV7i0S/A4LLfDr80eQNql/es+1ffXC9tOJFhWzYd3zZ5tNU2sXNCGO3HUzfdlzJLYc+ooCJt7V5sXOF4PQYVBzFGwNDCCXG1+jkJN99rk24k8LAc7h2H0tBh7WRM6RNgdyS+KYAX31Nr8O4BKLKd5w8gK8pu7jS5aMI/VRqYjxImicNe4PvF4v5OHPnfZFFq+dFq1CfcUiLIrkCJTWI7dPF0BEJrKKZucUfOr4jptwoMk6bVKzkLcMKmQJcx0bkpb3CZiqXIJRFM+Inn0RO0fB/Kw+83YsqpZ2ZVsU6OcpwtXBBkNy7BnwSNf4EBCXHZ0LRJSl0guNN/TI8Cr7lFUPh5RtZC/KSZr2tt5PE4bg21aOHBKp+56UWYOYEIbDtxso93VCKT3Ckb3SGLU14hrxdFVdmnmHvliIZX3pSqlmXXKU1YNuQ3mKfWNZkdqSLxbGj8+rypze72Y3C9s/Mzb/wAOqp9Cq2ITk57ctyfN9d/Ru4q6WQh5H8TOA7V281DCKWZ2v0QPnO6j29i2Lxzcg2df6S4WXdsuz4IQn2JrrElXRPq7RCvryJy66J2eHDmuu9K3S6TYseP1Ygoc+jjF3Nc3O0TC7+3t5HC/lYqjnD7YE38Xg/Q2cWPv/wCxtu/OVD/SDi1wOZ7nPaTpkJ94Ssw6mLKQuZfMLG9zu0Dj2OcO4lc6/qjKqnSMy/qkow48qnxHHOHyjuU5fmw5Lq/wUj/JmX+sYuEfdnt9Za/NcP8APl4eVzpu6KZfkzL/AFjFxuwppfi8zeuQe8yrmuUrGxxYcxosA+HxKklZ9hFr/lRG+mR8Vo6Q/wBlMsfmWT/UmLL1f2DWv+U0b6ZHxWjpD/ZTLH5lk/1Jiym/a8fdH8bFxHIf6wz0pvwnJHWn7CLs/B0/6Xh6dDH1uu/N9Q+iphF2n7CLs/B0/wCl4enQx9brvzfUPoqY24F9eo/QP4j19a5Sfsyu9IfAxR7IP2S5d/Ndb/Oew1+jV7PKn+Ula/QBhUZB+yXLv5rrf5z2Gv0avZ5U/wApK1+gDG2s/ZUXe38BUlf9brf5f+NOrYs+yCX+JMfpHcbuNJn2QS/xJj9I7jdx+Yz5g7h4Bc+7f2eC5lD9cq3zk5+iaxy6/wCxW4Pw8/8AqXHUofrlW+cnP0TWOXcBbLTuIvCLk8l/iAsdnyc/72xf+I/xCo9UP6o4D7o8FSChezHKD8lpP587HM6N3sytn8bf+itYvHlv0KrHgWpZtbzGq9beuih22G5KTLZCJHbkG6rYhxGiJw/qnQiVdnwRwq7u6L9udH6uWte9oXDUplssznYs0KsbRy2JBMFwyBWWxFxsgaIe4JCQeLdyyeV0D5jXVDBdrmWHbbnP+oL9RciGvkmp6BjSZC91gNb3LSLW7AUqc0/aLZ/I+yf65GOXkp7W/wD0RQv/AEudxJbst6vXplUlrWnSJlYq7Nt2vBOBDjm69vhq71jsROYQ4g82uOfltQKpaVoLblzRHqVVWoNNiuw5Lai627Hr5zTQuzs9RPXt/gxzwqYBRZM4vz0ZtfWwcwk23sADquk/7MYzNWxUTKWQyshYXNyOzAZhqRa4VcMzPs1/zk36Y9h49C6y7jvdK/S7agBIfZqlFmPm86LTTDDTjxGbhr3U7Oz4RcuEbmUYu1YHQPcDjkshL4QrMfVFxav9z5vqh5YxrtS8Deh0253ICNTWwV3gOREkqpG2KKW1ePt5ebd97XH0HlCYAAKh2Vv6vXuyH5fNcnyeo8SrK9zcLgdNIM5ytBJtqCbDqv6zYcVX/pDZUXxlXfz1Ou+ghTzlRGZDBszVmR320bEVcafXvjvQkVPAXJ3du5sdJ72Szfw9f/Mg4tZdmWuXvTXjR7jm1e4INlWVJk0WDIixEhz6tUpTMaQ6eyW0SsxWmeDpqm5110i9TERIs2dvQwtq/Gq2Nu3TW2rpU6gVPGZ1fqBSJCNIsdxBZRzZrHEEdQt24923by4htpn/AKZpK0+ZGH5j6WW3gVCZUsbh9RTu895YR6ib+K+XVpev1H8Rd/7sdPL/AOxF3fMTv0iPjft3Ly94TsspFq1VtHohtt7oxjuNdOTtTvY2rbtG57boV1Sq9QZ8Bh2iuNg5IZIAI1kM6Jqvu4uauVjqOEAjd3iFHoqWeOpe5zCBYcD1FSfI7ou5uZ0UerV6zaRDGmtCsPrdRnBCadfXavDbI0XiGniFO74lwsb+t+t2pd9WolxUmRT58OU4xIjPjtcacEu0DT3/AP5p2aYvF0Q+lzlPa2UUTLjMOfLoci2nJTkeSzT5E9uWxIkuvruBkCVowN3Tt5SHZza7hGqHSZzTjZy5y3DfcOiFTGJTjceOwZATvCZaBls3VHsV0hb1LtL4Ph3L4ZJDBkI6II19tlDygOvxUKy39nNC+con6YMSrMz2O0X8drH0wMPzoSdD2HnFS5GbN7XFMpdv06oDCp7cEwadkTGuE6Rm4604KMjuENoCRGW/uo3zSTM/oH5jVC9mLEs6o0+fQ4bEusx6/U5CxY5NTJCq0wRg2e59FaeRRAPMG/k3COK9wu8Ef60KtKeZhpZGX1t/eaqV3lwfRZV+r8DhddfUOryyltbd6914u10fjr3sOzokfZS4/wATa/OxAM+curvy0zQuO37zgOMy+vOSWnhZEGJbDikTUhrby8M07unvEPKokKT7ok+pVS4hM9pFEZ0T+UWOm5NfXx3HwK4vlb+x5vV8QUnt32+rs/6L+jDiv2ZLav5mXI35uJWpQ6/wvFiwNu+31dn/AEX9GHCBzB9tG4fnyT+mLFryuGkP8yp/EaqPkhpUPP8AwKf4E5cusmKDbd4WdWZV6S3JjkKi3N1VujirXClTGWha4qyEXchH2rs82FpcNLy2O46o5IvO4G3VlSNzY280vNvLXRet4f8AA9k9l/kHZ362i4qvdPstqf4zJ/OPHLVEd2MykjU7djiON1fUL5KiskL3nRo6vyVqbWZoIX3B6rUZ7iFWZ+/iQgDaXknRdNHS15O35XL8bC+g0ekha1uV2BVDeaj3TCjvNzh6kG0oIEBK+24atptb5j05N/i24mNn+ziJ89zv1NiX5M9GzNLMHKejVuksU2ntOXDT6zASqSOE7NjswhZ3stECoaK4vLxFAT2d7bzY7zGpTTMa5z/tdm2d3UAuYwOJz6klutoofGVWD6Mub9rVPo5UGq3EfkELOpo0J5O1/rfVB29Yj8NF7/wT28/wh5sL6q2Rbtx5+Xxn1d9LOPDpbrUmmt7hMAJI+5x0mxVVUxQv9PcSYhuZFMl5ZZcZbZXSh0ecnos5RjoIE8yJOnzp7vEL3tT9340h6UVQj0vJ+pUSKztdrzJPPObB5hZ2Evamnb62KfFx8NNfLyi5OczFII31dS6FhF78zGC5xvfcgG+w1FguJxvlPiPKN0FHDIGMqZHxtLAc3NCTKXXJOpDHbACxt2heQrWidIHPml3XUqQh2+lDj1Z8OQeTjPJHBxFVd27bzafm4l+bNKgZv5mU/LyZCcKlUyqQAfNo+G6QpHnq7oqr5h4Yomnb3vi4ktqNDlFk9blNqLStVypx4lOVCaE14ygSqG4F00FtHNO3HItGeNkRMxMx5BEy3Ep0QGXuGDqCbIPH2DuRSXV4dUXT+HvbaWPDufwGp5UxXDIXNpaUa2u45Xyjg7Wwbb7pBVNUY1JNiElXQD9XBHzFKLmxcXNiMgI31OhA1DbabqNZ35bWteEewslctYFOiyWrpbtxHHgUUjOOR0NdzvaRjo4Jnp3i93djezr/AHPmw7RyirF3Zf3TW5NctmnvVWb5VNnqs+OwG6RwgabEmDRNxhzODybC+FjtdDcK4dh1a76qmyVXrhk1Bp4dg7j5BcMNF7PVQc/0cZ+mdnncEnLCuWNR3I0UXupt1aVHaNt2SBvFuY8+0QLaKlw0Hd3e7y4mcnMShpambA4Gvk5gMLpPOBc8tDy77p5xxFrnW+q7zkfynpMNxB/JI55JIyf1hObO43dIXfds4kWu7iL3CpdkAyTGbUdo+83Ta2K/xUyVhiD3R+RhddHsiPNWGZcylS62Sr/0XKwxR7o/Ix3C+tr9wYMGCIwYMGCKQWhHdksXrGjBxHXrDrLYD8JVehYx2fRqpS/JZVKJwRGxZENVJ0PXROWSh2L7y642rCpNSrrt40akxDkzZlh1lthpvTc4SvQuztxr0fJbNJqv2XOKyZ/Cpdq1GDK52eV9WpqIHf8AdVwf9LFRiUkYcGOka0b2Oh07bjey6PAxYh+UnpDu3aFP79hv1HpBXFTogCUiZlE/HZAjENzpwNopquidqrjcKr5o2nWcm4NPeKJb1IpMRutLtjmjEpQda0M+Yk5fe5MeM57CuipXvXq3SLKueoTZ1mN25HjR4kYmN6sgnFV1ZCHomnm4WMT2WN+NUdwPQNPbP0M02Hs2MiXFbEt7PaaJqPwcVlTiEDImZZG3u0EE9bg08eF7+pdZAHeUzhtx0r3Bt9q9tuy2/FJSVkzmK56Omgtd4grDglE2y421xEni5/lf8n24fd0VG6YFZy6vl6gUGW03WpA1apTqNT5UpuJFkQuELbjgK6G1OMg8P3T3fGGvdsdHXOtu3q/ELLKqvvzWYbMXhtNHxDSU0qtpoa6qvveLF7KH0TKbPGz7mzQnn1y26lNqECnUeWHrpORHE6w6TZJy8DYoNoXf7+M8QjfiL4m0kjXAOOa2osY3jUB33rWvx11sqCKppKaJhqo3ZMzCW5spcA59wDkNt+o7rSywyfsjM0qxmPU35L1FSS3S40BoiZeKejAPSXjcRF2MjxBEARPhd0RHECzCu4uhtnRRao1TmKtZF20+QJtqapUITCvtBIAF3bXDbMGTDcnqg7g5S5sLO8sws1egbmpXrLti4olxW1c8WPW4satMFKAgcIxaecbFxvZKb4TjKuNmImAjqPdRutmcuc93533k9el5PsnLVoIrDMdrhMRowKSg003qWwE3kXnJdxku7E+hwWlo447tBe37VuKk43/SBjeKump2VMgpn9ERufmAbwB0F++wV0ukH04aRVbMk0rIyVOJGH4smp1aYp054dVdFtmOzv3n4jM9ezkHb8GRfuemfkTMuuX7aWYVdMrruGDTUoovS3HZE0IzrzkjYrxbXTb+pz4KLvVriqHdLFXuid0Ya10iKRdYeXqbQKHSeojNqr9J69IF81fVpiOnEDnLbzdumzz93aWv0huiZdmQNXtyNRq0V10+43ii06VGpxsOuTRUdYxsibmj3qg7Nhkpp3e0cWJpojIJSLuGy5mLGa6CjdQRyWiduLDXUHffcA78F9lpEeVFqD0Kk9ZKjMk02ysXfs4A7kkkun2zid7Xn2/Fwrc6s1LfyetGoZl5jVKTT34otxwhN8h1aUgiLbEc0VO0kDt7wgIGfdxSC77z/dA7cySmWrdWWtbjwo8Lqc64nKOZVYoqltVHJAPEq8nqZO8Lft7x7tzmKNzBmw3nIEsHGXGCJs2j5SbLVUIdF7v30xvVbfSytTlL0bLy6Wt13XnDVKnAtOiVOrTJATViOvJJnuvcZxqOy2bZbG+J2uKo9u3lIt21t5a9BTpGTa1Jtmq5wSbVocSWFNt+Y3NnusVbfou6PHZkN8FkBMd27btM+HtLaRYUnRP6Z8fJS2pVgXrbcmr0DrBzoJU51liVHkObUcHV31M2z2a9vMJd3lLaLoy2/dELquetV2LW8rq3XLdhyRkW8Fu7Ou0UC2oTLpqm15HFb42/lIXeLpuAh24uc1gzONgsHvbG3M82CmuaXRHo45fSnbBzIzCK5rbiO1CBPq1zPOhNdYYPiooaikYnA4mhgfJ3S3DuEvmDcVYq1eqj1VrdRkzZT20ikSHjddcTamimZKpKum3zri5+e3Sh6SGcFOr9p0TLcrboVZPhyAi0eQM92GSdrL8hFUfVO87w2w3c47tveXeW/Q0ve5PJFxXebEKnTHeJMjG6STODqvaibdBUk5u1fd9/FXX47h+GRc7VStaO8XOl7AcVS4pylwnBoefrZ2tbw1Fzpew11Kn/AEKOlLZeVmXVSsrMUJMOkx6oUyFUYMbrToyJDY72XGEVCUNI+qOp3e6XhwkulvnlTc+s0SueiwDi0mmwWKPThe5X3Y7JulxXUTsQzN9xdvgHaOLL3bkl0ZLHpk5m5qZU4sZoWprz6SZjpAiI6Iojga6a6lye7s+LiNWhYfQ0vubJptqyKpMehsFIeEnqk3sbRRFe+ie6Y4pYOV4qY2Sw0NQ5rxdpERIcOsG9iL3XHw/0n0VTB5TBRVL2feEVx7cyo5j8Hz4+gdZyJ6L9Cr9PtaoQav5Vq3Vupxmpc90nePv4XaGqJrwnPP3dnNiP3jYXQ2sKcEK7HatT5Lwu7WieqJl6m6TS91F8YdnvjzJ2Y3u5TTMBc7DqoAceZP5rdH/SPBKQGYfVG+36k6+9RaL7QuX/AOAk/wDr4YV0bv7oSrfB4FY+gVDEdqU/KiuWO1GsWpVRm2LZ2ow8Ufim9x+NrojxiSIJNOd/+Lsx36belmXZmCd10+RUmfRVBmusMyqOw6bLRw5x9jvH1bPRHNVBObkHxcvfV1Q12ANlc0tzAOAIs62p1HA66hVDzJXvklZG5vReCHAtLS4NcA4HY5dSOGyaL1O8rejSl8bg9eut+Pv2btu+lkOun8eIA63TmsrbVapL8l6O3d0wd77Qge/r8lT7EUk0QlLTtwzLckwZasyHJso1mzSnvGsVtFeeVJAby0P4I7P4BHC/jxrXDLC3wKr1Xq/oxncN3ye1vJ3rsjUFDj6Cm/cm7Xu823wjz7ZGOopJGfbzH1GON1vVey5Klc8VLInE2Y+EW0tcGoafhFknchx//RyzA3By9dh/4xqPrtP+1e58vxfycNS9RH0aZH8n/wBHw+z+CZTcQrJeDYqZCX4xQLhrUuMT0Te5JoTMd8XUdh7B1GQYmGqDy67g5+94pfeTkz0YZJq6yyJDAi8La6pCX1VT9NexNMdThjC+lDraW/xArjGnZuUTyPvv/wDiBKs/bQzM/LqqfQqtiE5Oj/5Zrj/Ea7+jdxO5BEWZuYoGAiTd5VLXh/CWFVCXt7Ne33fg4hOUUhX84LhZNtoeHBrva0CAfrZ+dUxWxQMgnex7tWvYNuq/avocpJo5jb/dfIqC5q0+XPzBnBDaNwm4sEj+KnU2ffxYa+xIqdb+3m21Kibv4nE1wjczjR2vXMjrLWoR6QqKIIJc0dnVNcPG/wDnp1u/OVE/SJi5wiGKAAtuc0Rdvb7VrWt2da8mkc9tMOAsP+Vh+a4l1iXp6ZeO+BmmwhcX4PPLw6rmkNF0X5EMHg40e2Xycb8QiVRj6f59MJS7Pb6y1+a4X6WXhwV//B0mfkYun/WoY34M2KTGJS0EEPbxv9qTsFveuU5UXEeHg/vIviKmlX9g1r/lNG+mR8Vo6Q/2Uyx+ZZP9SYsvVvYNa/5URvpkfFaOkP8AZTLH5lk/1JiRN+2Gd0fxsXD8h/rLPSm/CckdafsIuz8HT/peHp0MfW67831D6KmEVafsIuz8HT/pOHr0MfW67831D6KmNuBfXqP0D8b19a5S/s2u9IfAxR7IP2S5d/Ndb/Oew1+jV7PKn+Ula/QBhT5A+yXLv5rrf5z2Gv0bPZ5UfyjrP6AMbaz9lRd7fwFR1/1ut/l/406tkz7IJf4kx+kdxu40mfZBL/EmP0juN3H5jPmDuHgFQO39nguZQ/XKt85Ofomscu4BE7TuIC8Tk/X/AECx1KH65VvnJz9E1jl3B7E7i/Cz/wCosdnyc/72xf8AiP8AEKj1ZtSO9EeCiGVPSSzqrlpWlRIFv2nW3vQ451ipVcn2TIQRBjgaMuJxebxadnewgMxukFmVm7VTpt1R4dBj0BydGClUl1zq/WARoXHjNTJXjXzIWu0R7veLEMq1+VTLmlZP3bROE5KhxHh2O9xwCABMD+92449FuyHXqpWLguhxGplYrD7bIRWUAN7gtIoog93udmvyu9jouWFJVU9VM2JrfJi1mUNHSDrC43Nxx4W21X3r+jNuJzY8WyyMbThpyOccpa5rnAgk3GosAdODdd1C6fm/XraKVS1ZamstvKjSvEqq2KLptRU9zGCq5z3bUZDZwzagoKbdjYCfavu6ki4gtTIjqMgi27icLXb5vPjsZf2jMv6+LfsiA8w3MuKqRKTGN8lFoXZDwtApqnbs1Pt07cR24VRE846JpJ7F2UvLvlI2n/R7a2QRDQAOI0B2vv71MbkysuaPlTbuaLxRFpEpShNiMhFd13nzKPvKqaefX4W3DU6AFxWhSs5W6de1QiR+uQX0oYS9eEVY3s9W7V5Ec2dY4e7s37PFsxZ4/wBzuyim27RYDt53aTVvuCVQXisbalxRVDRpvh6RVIhEt/qhbA2ruL1QYXW/3N62Z+aFCYtC5Z8GyHoUyoVspZtSJ8YInBU2WeRBeN/jt7FcDa16ru4nqYrYzB87yahwk6ujlsANBbM65btfS/UFxOES12HZnGWziX2LbtIa4nonU30NidL9QX0TrUOYEWLQZUZ6cxHbbF7ay7K2yiESXXaouNHoY82u0h5cfO7pN9Ny7oOY+YeVmXkCiQ4NO4tPYrrQSPKDRtRgbl6bnFb39Y6wCO6f9rmxbmn2zVqRa9NolJvOpN0mlxHKO1JlNMyqy0XCHqxtTSBGx4SIXrsd0i5ObHzf6U3R1byNvgqlRq7NqlCumkzpsM6k6hzWHW1EZDbpoicTmcE0d05uLzcwkRTKBjJKhrXjRezEtYSFXW1z4kmomgCP1E52fe7MRvd97Flehp0eIeed1VpyuVh6HQKJBbeqQRTEZT6POE22y2RCohqTZbjVOUe6m4uWzxfua2UXooG4Rue4fQlwOqrSOK11/rvn161w9vB29vre/dy7tuE8rHU8cYOozX9ZH5IxhD3O67L5y0ASMKg2PeKIWn+kmLdZRdHzLf0ualmjm7CddYlq5OYVmY8CNwhRVEtrKoqmXe07fD3S3YhXSm6N1P6Pd0tlbNSemW5clLkyoAzDApUYmnAbeZcUURD2qQkJ6DuE/hCW6b3ff1UvvKW25dWZhslFqEmP9TgoI5tpkvm2eZPN7mIWK4RiWO01PR0b+biMjOde11ntbmy2ZpuS61+HUVwvLaPEqjmaShlMTXuOd7TZ4a1uazT/ABEWJ4dR2VlOj5ntlZUq7aWTFpjOdolVRVhTAYcTq6skDPDMHNri7kIudOYdm7mxZecLkilt+WZJx2OsuFTjba4rXC2BrsRFTk04emzxb92KZ9EfICzqhYUHMW4evyJDkuq02mxoNQep/UgbnLvd4rKi5xdwDt0XaA/Gxyekl0xM68g8z5VhNLY1UpfCYqUVXqI6shxmQBK11lBkjo8HMJK2gCXKW3m4Y5R4XSYNTx0FI9z8m7nm5JNidbD7Rd6rLoeTmGvwiibRlznNaXWLjdxu5xuTYXJBBTqze6K1p5w37DvzMudLmUGPRhpNvQabI6k/uBwnJMmS5sIteK5oDScu3mw0Idl2XYFnjaVLo8am5eU+NtSO59b9VUtVNw17TeI+1TXnJ3HzNp/Thzzs7NC7q49ccGuxak840lOq9Mc6jHFnsZKNF4rZxSQB2bd/N9t4h8yXTonRkeqEypXVmLe0+qZlXI2A1CbHMRpUQ028KJHjbN3AbT1NC3bvHt8OJNEIzO3nXZW3Go4fl38FZ17pW0zzCwPdY2adiqb0Tg+n9d3A42zdTdnE7+nAHTd9/wB/Fe8wfbRuD59k/pixYSiMmxn7d7Dre1xsqaJDu12kjCIqdmK+Zg8uaNwfersn9MWOr5W7Q2/eVP4jVxfJS/lclxb9TB8Cts1SKPFYy4rJ1CX5UqdlWvsYFoOCLDNYhCpK5ru36l5tMU7un2W1P8Zk/nHi4sn61ye/IOg/r6n4p1dOnotq3N/jcn848c9V2aGAf6vr81Z8nnOfLK9xuSXe57mgewBWGh3IzZ1wt3RLbNyPTa+5IfbbBCImeoMg4ibuzVQIvPi1uSHSlylj2Fa9n3A7XYUqiQ41AZVumE8EtiOy0jBqbZrwTVom0LXl37iHsxS6+PsHW/nKT9Aj46OX311TvnMdv8xEx32KYdDiT2RTXGtrjQi7n3tcEcBuCqahmdQ0pqoj0iwDhs1oLeHAuJ9eql2bWaWXV+Z8rd9+3LdjTkOpFwYUeDG4MRgy14QELm8uwh1LbuXGbpG5m5eXNer1BqtwXHBbpMUqcbcKnRSB0XdjhrvccFzt0b9zwYrzmWv/AJV6h+OtfmN42M/Q4mcVwNbtN0hr/ay1j5zU4RTNk8v1LoHFjBfotDgbkDg4hobf7unVaVBybpJMRpKpznZmROy7WFyy5Ay7nMbnqKsjemaNi3blZRr5kXDcceoUaQMTrkWmMIeiEqaq0Titcyj4V/k6Y5+cuYlmxKXKysrNdrrNOmqxOMo9Jik72GpIHEJ8ezcGvm1+Npy4bWTfQzta7OjbSaZfVy1JmoXTEarsSRTHQ4FPakBxoyOA43q+SIYk72h8Af8AKFU7pdUWVbubU635pAUmmtDDdJvzETbrwKqfeXTXFjBSYZFgLsOgGaOMxva12zXl0jjlGgAaSANNrA3sqyj5F09FXQRub0A6Vzdjl6UZZbTSxLrDYcEzsp+kbYWXECk2nFrtbeosSU46SSKNGV0hdVVVN4PKXYRa9g7vc7uGfdjOQVROsQb7eqjjRMeUzAusNp1dlUVTTgdvYTvi5sfPaIqDKZJfNuH+vFvc1vspWvyLqn50XFdh/JKgr8PxCWJz4XSc1mMTspJEheHE2Ot+Ki45yNomYxDNTySRSTZ8zo3BriR0r3ynUkm54grRpLXRzLM+O/lRMrozAolY4TTjJlHcd8nytdxyDR4eTd5gJN2IyPrY/Iwuuj97a0X5qrf6rlYY7LbjvDaYZeedc2i20yyTpuEvYiAAoqmq+4KYq6Sm8jgZT53Pyi2Zxu49pPEr6ThlD+jqVtNzjpMv2nnM4950uvzBjZkU2qQniizaPVY8ht/qasvU55p3rHL9T7CBC43O36l3+cOXmHGSdQ69Sx3Va3q3TwF8opOTKZJjgL6JuVlTdAUFxE7eF39vhxIU9aWDBgwRSGz5TkNm9pTQMkbNhVpxBeZB0NyPQvODiEJJ8VUxNLf9BVLvixwClNt1dvKkqky03SYBwdx0d15x00cBS4iubz5U73ynMRDL+kz68/dtDpkfizalZVWhxWtyITjzsiELbaa6dpEuiYs7D6D2ZzFWsfMK47ktugtt5cs2i/S5hvOzGJp0s4q9jQK2YATupEjnd+VilxeB9Sx0cd/Mft2iwB79VdYZN5LlmcARmG+2jmE+wLp9GHM2z75rVwQHX6OWY0B/gq8NKjwphU8GgRwGXRbBTBHU1NEXu8Il5duIbn7eViVXpAUCxrYqUb0ZS+rU+rP9XakReuPPcJsHFJFFXhacHi7vi+LE6vjoFZEVWJVLUj02pR7nUza9E71RedMp4Eur5xSPq3DU+xW9vK13S3c2KA9Fa2vLXSky/t51lya0VzQuIMPUgIWnePqO1FXhatb9yeDmxsdg9PJRNonDoj87q4o+WdVhmOS4zSRxjnMzXMDbRlrhYjLtbjrcX1IK+zvofodkTm4FOpsCn2rTZfUaVT4LQNQGxDeqeptogptcDUuzdv5sacyO5Agw4TVNB4HBdeOPM0E9+7TeBoYqobNqb05f5WPN4ejCVZ11Ve16VAmXIVElyqazOiNCEmaDRLH4jquCjwb/AB6Dy+LvY+YXTUyYz+gT284cxa3b90QpCM0436HEMI1H7S4MbgPDq2yZG4oGG4SPfv5iHFqBbQLjVFOmjmxS7rz8uaqWDXI9TpijTYZvJGYejcWGAajGIgXRhHd2mi8/PruDbhIemDczMkZCnDF0JL8xE8mRfXHgUSXThaaaL2D3R8KDi5H7nxlDlFeNv3Jdt2UWj3NXKfJYht02qR2pTEaK4yhdZWOaKhKru5lDVNo7OXm3YX37oFlhlzl9mRSHbGjwKO9WKR16oUSDG4TUR3jE22YIPI2jzab+EicvCIvtmPUWl0XelTduRlEuWa7abNzW9IZpsWZASWxT0bNvrAx3gcBtTJ7t2blA9w79/wBrw1LH/dBaNdufVp3BflsBbdm0iNOjxGWnUnv0uoy2eClVN1RbU+EnuNiJAG7buLCc6OPRKzAz4tOtTab5FpFK47DLNTqkF5x1x9tSVxqPwkIuwSHidm3uDruwoM1cqbxybvWoWHeNMONU6eQ8wHvaeaJNzbzR6JvbMO1F0RfOJCJCQ4IvtHTM2MrLsqkiBl5mtZ9arMghcah0etsvyhiiHOAIKouwSTt08OKMdNuZQq/nxbFoWAdLG8H0aKvS3GYrjHlBS2RuORoRG8EbdxEXcmhMd48UppUW57jms0uAxMqL7x6NxxZOQRHzeZtEJVXveZMea3Ra7RKk9Tq3TpMOUym11h+ObBN69uitmgqHn17U+/jF4cWnIbHgd1hIHFhDDZ1tDvY8DbS9jwuFfbLvot0e3qPUW8zFg3OXVn48VIMfq21hxVcdHQEQlcIvMSly90duO/TLry8tbLu8rlyriowVNpzFckNHHdFD3iTLS7T2/c+1U1H/AD41bDkSHb4zOakPPONtzbc2A46pCOrL2uiKuieb3MLq2vaZzV/IWk/SZuOcj5CfpCnmqcaq5Ji0uIaOhEcjWOAMd3A6nXUXXwH9E1mNV0kWN1j5m5oTkBLI+kW6GO7h7La3PHSRXv0g7wtePUnYCU516DbUCtED0JeGRvmgroqO6+75v9uJDlnmlceZGX9t3ZVuDDlTavV4LwQ94A40xEUg1RVXxduETmwQkNybT3f+T6i/pRwxOjkX/kUs78oq/wDQyx3FHyUwLDsSoqijpI2PzM1DRfWYNPtboewle4tydwujwZ9TDTsa/rDRfWnLvHVcK/LirMjLZuqPnx5B2HRJDr7zTLguOupN14gEKq7rzaa8oc/wsQXorVudU7nrjErqxDHt1YYKMRsCFpqTH2JqIIvu9pd4vFuxJL54fpXs7uDxPS6oG3cypO7dJeuh+YU98fFyfBxDeiP7L7i+ZXvpEXG6EBr6MN0GUfG9fQf/AMbWN4ZvkFcG/mWPRVYNR6nD62tQo/q/V2yPtCaKjrp3dF7uKJZ0XFUIF1VOJH6m2xMKbFdHqLBbgGpy1TtUVVC+OnNi+N8MuSrky9ixw3OvVKitth4iJet6efFLc28ra5W7smSGq1bMcRlzuWRcMNsu2fJLzK57x4mYxFm5sgfZPi1auSlXHEXCZ9trXPC52Upy+uGpz8paxUn3I3WPKEaZqMJgB4us4ddggg6aAPJpt+LzY6WVE99qRZkUeDwn6DJExJoCLatPqB9i6ap2gPm+T3calq2hV7WyZqiTygutPSI7bb8KczKaJRKYRohtGSaojg649ZW/ZCxfmR/9V1LEHlA3LhTbj7C3c82Z1W9huM549USs5aMyQbdLkFs3iW71oNvelp5tNMLymyHouUtv8DZ6peNSZXcAHyrUJKL3kXT5Sc2J3Z+7qtNAe97m75cvC5jlI9Ke39gM8L0Z1DZzru3eUJXn7PNjnKRrjhd78D+DCvm9M4nEH6/72P8AEqlB8kas9IyKvRmsOoy7Jm09tnYDYNGQrB4YA22goJ6J2l4+T4OGXeU18L7yRkDwd5U+MSrwgIeaVT0XsVNP7Phwocq222slblEDZIhr9E12tKLu36i03n5lT3h8PP8ACw1709mmRvzbD+mU3HeeTNpqRrANQ57f7L4wrjHBfHzJfznP/wDiD80tX6jJHNHMwURnkvCdHHdHbLkGLVjTzp59fOXeIeUuXlxB8p6zOmZr12nSDYJliNcMgNsdkC3m0e/nEEIk+Kq7fexLZftqZm/ltUvoNUxA8m/bluL8Qrv6N3HOzD/aEv8AMb4lfQJPqEo/4Q+EqLZr3FVYN7y47DzCNeT6dH29UaLcAsMuohaj2khL3l5vD5sWDvqoSRjW++vBIyqlGLmjtqO4lQV5FHTzeb3i5h5sVlzh9sCb+LwfobOLIX99jbd+cqJ+kTErAnFz3g8Izb2hbarSOjI6h4NXNuGqTIeeOX8Njg8KTRokdzdHbM9nGkl2GSKQlqneRd2G/eBIXRhen7A471rviZiCDuFKpH07E7PGWErdvt95a/NcT8+Xh13d/gql+TMn9aRcbqB7m4rLY/7xnjIuQ5Si0eH/AMyL4iphU5TrVl2iDez6ouqFDVeEBdjk+K2vnTvc/e72K89I+oTaTXsvaUwcYgCBJ1MojO4iYLQO1QVUTs7QTlLxbsWFekUiValrtSnJG+LeVPb2sgPrvXYhNou5U7NVHXT3MJrpF29QatJpNTCfPbqFDokuay0TQcFwFlNMuIp79yKnFFU7MXD2CXFWFu1me57LriuRhdBPEXbl83sMWnsuq321ddafse6gd6ltFhhtNKdGTlkTNXPM37/d+B4NuHZ0Q69PqjlflTOrEZUuW2StxGQ5W4qIHYIIn8PwvFuxXu0/YRdn4On/AEvDr6FD5FPu6IRqTbdDkPAPwTVpwVL/ADIOMsAawV9E227XfG8r6tylLjhdcQdnD4IwsGRVbnv3VYTrhRlWRDuB41SIyPM4ru/TQOxOzup2D4cNDo6VSXKvaoR3ODw2a7Vo6bY7YlsGOKp2oiLu7e93i8WE9kJ7JcvPmut/nPYa/Rq9nlU/KStfoAxsq2tGFxd7fwFSYgSautvwj/xZlbNsi8uSA8IwmC/zuu428aTP2elfiLH6R3G7j8ynzB3DwC512/s8FzKH65VvnJz9E1jm3ARHatwb/C7NFP4gLHSofrlW+cnP0TWOXX/Yrcf4Wf8AmljsuTf/AHsi/nn8Ryj1X1R3ojwVC8yLkqrViZYzGihi66BPKnk+NsQ29ohoCtqCaIvdRNvv4jVCr1Qap9Lhj1bhDWnoKbojJFwnFBT51Ddv949d4+Ehxv5m+13lX+Ae/PHEfo/rdO/Kn+zj6Hyms1un8H4bV995HkucSf4/xCuBU78uJKpKPjQNxS2JBf3sijzsL6n9r+92j3S8W7GGFmNdMCZGmwpzEWRDdfejyI8GO26w464LpONmjeoGjgioGnM34NuOFUx3VWQK9m54u0v4cXh6GnQ7y/zHtuTfeZUs6rBWGM1imwZZx3QRp7aQG4C+IlHd2cg/GLcPN1NdDRtjEu7yGgDiT+QuT2A8VExTEIMPla2S95H5GgcSSfVoASb8AbXNgY3J/dDM/qXbdvyVbtJxxUAqg4VHPfU0ACTSR6ttTcW1xeAjRbu7tHlxBq108M9KvmPb+YzE6lUp+3Wno8anQISjANh/b1ll1pwzJ4HtgbxNzwDs4aiJYsH0ruhdZsfLf0XZO0d6lybffbZk0cp0mb11p4iRCjq8ZmjwqnaGu0g5uUhxSb0kM2FHcGXtwkPhUaa9zf7MT66voTNlicG2DQQbDWwufWtTK2CIujmlbmB2JAsDqPcvplkj00rJvWjuUHNWfaVk3BTxakSI1QlpFp09p9ppxt1pwnT9UHf2hxNwifysVI6VXSBp+a+dUyfZBQ3KDbNJ6nSn+rgYPmAGrr4I6BLwzccLQDUhLYJ+LCZu3LDMen1Qp8a0alEj9WiN8WHSZERrdwWhJNqpru4nKS+I+bxYkOVWQWYlZvSLRa9atYpkGooTEqY/CcbBppe013GGiEooSD8bbjGmxGjppOfmkAa0EnUbAarTX4rRU1M+aSVoa0XOo2Gp9ymvQlurMcM24L1DmNBTIVOWHU2uE2DMiEOqg06Iim8uIQkJr6pyltPFysyekHfVp1C249Eh0EqXVH32ZMKRHN8N47V3goOiSH2Em/Uvg42skcrsubJmS7Xt2C7Gjgw5V343WHHSf2k21obhKpAnOP8A3YiPSIyptS0afat02lG8mMuXIVPep5S3X+M9KB59DY4qkW9SAtWkXbz7hxQ8jvK+VONw4jVB0VHYBkbhrL53ScLjKLnonpA2t2j5bSYni/K6Z3KCke6KiiBDWE2LyGuu82NhZxFt727FWbpA35mnm/eix+pRZPWLeiNhFh0xrhRuJryNuGhONCRqRdrne8WN6RJq9Iy0oDlRYCNPeq0txpuREbBSFmnSR3I0QJ5tR15ebxbt2HqycPKXLyNUXnSj1yrFTYrm31Xc+pA0CaEibQRF2r/445Nu2lF6QuatqejWWDUCg02u1KTDi6tHLaR2PF4Ami7g16wJkfeQQ2jt3bh7bAsaOKSVdTR04bRRyWEl/PDJYgCxmXUF2YF2bW1+xe4LyjrOUlWyBkI5kOe0SZtXvEbrnLaxBOgIPDtSxyKztzBy2ijQ7aqUMqXIj1eUcGdT2pDHWAmIgPaLou/RSHdr2jy+EcIfOHMy86tmtdlQq9SZmSZFdVxx56DGIyKM8otdqt+4IiPvKI7S3Ji82bvRtsi15lt1bLnZQW6g/JoB02RLekA46+JSeOBvGbuqcJwSDXxgQ7ebCZuHoPSLgumpVwr/AISeUJ7sxWfJx7xFxwi268XTVN3wcVXLHlPguGGnlqJMheHcCSbZBwB4ghdJUcq8N5K1z6TGKjJcZmizjoXuN9Gns3Snsuw8w817+uOjUGVTqclIdqTrq1RqLIMUkvKLjbjiAXGMlTTfzCnh24tRZ+cmflkOzMpr1qtEqTtJpYeT7jGO55QfY7va4Tm0zAfU96t7/ERERbsc67XMp8krZvW2bUYdpdSkU3yzMjRWOscNk3RYQxB/1Lain63r3fMOOJW83LsqNci0vdAbjxp8WOq9SAyfFwGVLfxN2nrhdzbiq5CT41yixltY2DLQ6gCQFr/MJa8CxuMwItp3rlJeV2PY5zlXQR83RuGVufoSbMIeCA64JdYW0I1ul5QqzLLOm56b9TdXZcguAgxGRLc5FBD50Dd7nYmvL4cI7MO8q0OYVyQt8IWOvuRF/vfH3cFqSZh28PXdr5y7xeLdiwtuXjXJed1x0ggo4sgdNECGjQxPnYHXU0bQi/jXCon5oUzynICoVIJErjGLzhWjRtzh6qhLqoa9q4+ocpqHyhkclwMslQNxxkB426l0PJmqqGVDzkDv1MHE/c9EqzDcGsvv5bwKo3GiSoOX1PqTzfk+N66FWhLsREDQAVPCnKPeQdw4pTc92VoK9VaUBQgj7ZVP+x8bdwVdMu/w927Xx67/AI2LSxs0JEyr1msT7qnuVKBlbHep6vUyIINIvVHtW205SPVN+xU2p4cVjmt5bSpj0iRV7jKQ4R7zKNH75Kuuvqn38UtbSMe1oY4aE8R2WVtydFXTySOqhw+yDuXOcbXA01HrumbeFYmxWaxWWuD1pmqPuARR2iDckCOna2qK2v8AGmOhYlYmvv01ourbQmkym2IyK7TZiEuqoHn18XeHw4ZNudFjMrOHK2dedJ6hSfLxO1GhU2qOqEqosHHaBo+VCBnibPU95c3KXd5sKSxJ0KnXc5atdZnwZ9NnC48JNIQtbUjsug4mu5DAmy1RMdczEKOonY6J4NnN+J5HuWqShqoqAse05svyaFCsw7pq8XM2qRGXIogdUiSVQqdGJVNsG9nara/5u6vixsZ5XfW6dmpXocV6GjTPEYDWCwRbH2Wlc5lbVVXs7CXmHw7cRrNR7q2aNUkbNyNyG3NO7u0bBcbediPVbNetFGZ7ZCtPCHZu2rGbL+rHGVAD4Z42DUyj3h4XR09xLA92wiOvrjPyVirH6W+cVh9GtDp8ujzJVPcGm0yZOp4m7TWeZttGUBRaXh7NwcRs9pfCHlwrekdetwQ8wgfGVGdd6qTyuvQWHTI5BOcUlU21Vdfv93w4h4XRFcyKkW71Z5HkqzIcTVNnbxXf4fcxzs4L7p1/XKFZpcV6M0McGtrpIpaiRr7nysT6qWiZhro4rBzmw7A6kZ83iLqup4K1+JNlmByNMw4bEx5PA2XHYvWuFwoaOwuHwokX7HRt2yOe5vt4euuveXzn492LU5mVaZDq1W4HVvUbUqUoOJHaPnTqydu5F1T4nd+LimsclB0T01283+btxbC5bpty5q7dMJ8KjHOmWq+MnaAEnBdCOaqnanOmPcAkiGH1ULiA5xZa/YST7gVljUchr6WVrSWtz3t2gAe8pSZH1mdVs0aU1N4CjAoVYisq3GaaUWxpkvTXaib1+MepYYNFmM06qU+fICY4xFfaecCHLKG+QIXODb6IpMqSdm9E3DiMZLx8v2swWSo0utuT/Jda4KSGmRaJfJsnXVRNV82O2PdH5GOXqITA7KSDx0XRxSc6L2I70yruziK9J0MazArfkil1t2qUthmsixKhRzjRWUhtvixyIPVtUdRN/P8ACHiFuZmZ4N5g2rItJi2JkGO45BbZORVuscCHDkHIjsgCNAm9Dd4au94mga3c+4sKrBjQtiMGDBgiefQrqkOjdIKn1SqT2YcVuiTW1deeEB3nJhCAaqqdpL2Jj6SX7Jg1FuoO143osKki5KYkwY/WvUBbHiAbYru3ojfd7275WPmB0XLZt+9M2XrTuqiM1ilVG16k2/CeNwQeJH4Sgiq2on5/c17cfROpEzArGzyaz1x7hvE8Opm264OvqXbt5VXs13c2CL5rZq9MvP7pA3BVrPybpVYZt6dTRhswIdKGVV34rQ87jj8cCeQjBwUMQXaAbB3d4i4nQJtO67Z6YNvx7gpx0edbQzqrOjVKO9GeaBunPCgK0oIYa9Zb86DoPNiw3QTGyrDrGa+R0GTHK76TcJtsVZA4QVSjRVVhWQeVeVUfTjE0qiJEZbd20trMvQW4WfFs5iUR2HFqdpUuZSq7LkRVPrsWWScOM3IQkHeyKOLv5xEntnwsVuIYvQ4VGZauUNA9Z17Bc+wKpxTHsNwWJ01fKGBtr8TqQNhdx34BNjNm87dyjtusZuXgbzdvwWxbOK2aOz3+MnBbjMAnYZma6CeuzxFtHdj59dKDpsW7mtlo7lzllatbbj1iQw5WJVZCOhCDDgPNssIw44i7nREiM1HsDaI83LZPpBXDTs8LPq2S9o3PR6JpJgza065BZI9APjNNiw06mmpgJKZr5uVB5t2FTaGQmUmXVoQaVXLfp1z1N+QTbkzhJxJBKuqkIG4uxAb9xF/2lilqOWFDz7KOia6eZ9rMY03sW5r3dZtra7rksU/pLwahe2ClzTyuy9BjTezhmBu7K21rcePVqq19GvKXNqty5V2WNedSshWYxIzVWDfYN8TLaYNmCjvTl5u3b3fd7rqpvQ8qdWv1i780swBu4DdJ+pJI6z1iYWxUTe6TpF59uv3h082GVWMwaK1ZlyR7cprzVLoNvVZRFvY0RFECOiC1vExBNrxJztl8nCnyYr9s3plxmrcwUSsMSYtEdjvLOqbEoyRWT7QcaitKC6dnbvxnQYFyq5TOJdUNpI5AS1oaJHAAalxzNIPEZc3qtryNZi/KzGaeaubKKWElrAwND3jMQ25dcWOtxY6diuZkN6EKNlwNuZa9Wg06PPkzGhjSNqONHt3GDinzBxQLXtwtOkdByEvK4oNdvemQLhqtPpfVJM1uogeoR35GjIAL6E4YLxELYhbj5eYhwkqi5Q/SAPrFN3NeQmdjLjw79qTJe9AXYqfw9nwMLiuwYMKhZeMwGjSOVvQ5DQPGhmO+fKLTVEHXTX3sWNHyedW0rMNlqXFoeW52uc2SwaXi7tL9RPEcAuggFRWYQMLnnkGV1g9ri15DSbAuzEl2mp4jSysv0SpPRqiyAm5bUJmi3HV4prR5VQdIZBx23HUktNOOuKon2CXZ4A73hxI+kNS8hbuuhmDfNvw61dlFp7j1Sf3+qMQS2k0Dz6GImSaOH3twAfxsUWtH2v6Dybv9xdz9n8D54acgW2/RILYg2i2G5oggIp9Zu+4mLar5NwMonYe2aXLaI5s5L7yNMh6Vr2B0A+7pdSaiN4wv9EiaQZnyDnM7ucAbNtn3N9t9tE3jiQ7BrWaNdmMuk+K02oFBGWwR8KMzIXsRF3DrqPMfwx+NjjZMyLddsK/6hb7dRF5uyIkoCm8B0didcJhdiDt3oW5V1TbiVUt22o3SkvqVd8mmt0WPS6W5UlqBB1fq4gfE4iLr2dvu44GTNLtu3rAvSlK95WkR8uoBVSRT6m0cdwd9QRGmTRtdhbA136n3+7y46HDZ2RTzUABIaXWJ1P0bNSevTXtK5I01sNNW4kvc2G51sQQ0WIJN7A95vql5m1Nkz8o7gKe8LxM0WlKJK02KjxGAI01FEXRS7dP9HDX6CrlDayA6/V+ofU9RqpRnJQAQtOq0umxS17V0xzab5F9AF8VSBTXm6hRbH8qRXJTrMpgXW6fqxq0bWiqOvu94ubb4cc3Ja9LkuPKe3pNWnNmsu4q2y+LMRiOLgsxTVvUGWwHVFXz6Y3VbzX1dJSbfRgnvm4C3zWuqzQ4HUFrQAJL/AP8AnOlu2yx1qix8xst7WqNxzHlZkZfxpVcWmyILEgiAZz4jwS0XeQJtAtuwR4uFf0fZGUUit1w7CiXY3O8jOES1R2GTOzjx9exkBLXu+fEvtng+TaXv6txvSshbN27j7fJ1T12e5s7u7+ThL9ET2SXB8xP/AKeLiopYiyekZfQMBHDeSTTttw7F22X+o1jQdAVfKlvx6w5R5mwxOj3Rb1NECACHUZKrxhXTciqhbNuvdx81c9yIb0lc236rqH6ymY+lmWsdmqVCoUt/eIxbiptWAxPxszGW0BU08y8THzRz79mkr8aqH6ymYuccuObaeDXewlqh8hQ0VlU0dbPhTusX/BXY+epP/wB5jBlUybsmznQPaTNDdLm+/T6ii/7Fxnsb/BVY+epP/wB5j8yl9ftL5hd/V9QxoxoA4aLi/wCqJ9jLrKncWsrSP38ngVYmy+Jw6bv2abuXb8uX58QCH7UtuflrUP1jJxP7RbEmaWZ94e7zr/lJf/hhfxfaktv8tqh+sJOOThcDhQPYffDCuEpj/tB5/wCLH+JVpf8AR+Q5vR/vV2YD7wt1GG42TmzhC6JU9NQRO3eief4u342GNevs0yP+bof0ym4WnRy4PpCX39b8XrULdt14+3fB03e5s72n8vDMvX2bZH/NsL6ZTcdnSPc+gY5xuSXn/njVpjhP/aV44B7v/iJTukRZn5mfl1VPoVXxBsmvbmuT8Rrv6J3E3P20MzPy6qn0KrYhGTPty3J+JV79E7jnKZxdIXONyXs8Svo8/wBUm/lDwcoDnD7YU38XgfQ2cWPv77G2785UT9ImK4Zw+2FN/F4H0NnFj7++xtu/OVE/SJi0wDz5PQPyWyr+jo+4eDFwbr9vnLb5qifny8Ou7v8ABXL8mZP6yi4Sl1+3zlt81RPz5eHXeH+CoX5Myf1nGxsof2rL/Mb4yLkeU2rKD+ZF8RUnGK9MoVpwyN5vrGYdIZbN40IB3T6eOraJ7mvnFebdidZ75FWTU8r7kqNEaeg1ug29LNmpSpakL8dg0lOtvgujQb+B3wQdhbO8OFdJrkKms2jSHYLMgahebbimxJVp1t5h2nm2rmqLr3x823s24jWdvSHvy7gujKKe8yzToNuNy5j7bQDIqTvXWUTjuIIrsRD0UO6fi+DjY6pa/HY6eN9n6cD94HuOig8hGwR0j/KIS4k5muuNBkY08cwuRbQd+ipza47LKu4A83Dp/e7F+usOXoRfZe7/AMnnvzXsJi1DI7Ku4iPcpN0/Vf8AzrDm6Ef2XvD8nnfzXsW+A/tGh9F3xSLr+Un7KxDvb8MS5mQfsly7+a63+c9hr9Gr2eVP8pK1+gDCoyD9kuXfzXW/znsNfo1ezyp/lJWv0AY31n7Ki72/gKhr/rdb/L/xp1bFn2QS/wASY/SO43caTPsgl/iTH6R3G7j8xnzB3DwC592/s8FzKH65VvnJz9E1jl1/2K3H+Fn/AJpY6lD9cq3zk5+iaxy6/wCxW4/ws/8ANLHZ8nP+9sX/AIj/ABCo1Z9Ud6I8FRmdZ0m/KLk7asWdGiOT2n2xekdwVTm7fN8Hze7jm1fKe+LObYkTrdqT1KiXUjfldmnveT3+YQ1bkbNnriEG3du3cvnx3I9NhVdrJCBUCZSK9IDjI93CbR9ojRflImz+Vj6WZoTLdomXterdzUp6pWk9T3xSFFaMhkxyEkaaBsU9REeXnVBFrZv3Dt3Y7XlJJnrzBzo+jY7JYX80dK+/Za3rX2bkrVuhrxHzgIcHDJbpfSnpA8eojhvfVfNfof8AR4tzPHMeszLvmv8AkW2Wm6lLhxyVp6bvfVptlHU0VkNyamac23lHb3sXFzbmp0a6bYVbyplw7Yo0aTNo0mJOnI83t6sTzZ/VCqbnaJIXNt5+6W7ljP7mu9RqRlTeNTbpsSVXFurq82QYJtkxlhNE2LmioRgjgyFQF5dzu7Ck/dRW3pV/WXVgqkaNDkW46I0Zl4uHGdCYSOPttKqoAvbm+bxdX73LiudSU874n1EbX824OAcLi47O4lb8ZwqlxluSpbq0lzTxa6xAcOoi5seB1UhzH6T+cplXA63bKhTo0M6bDbjsRA3uGKPGqcRO3Qx7TX4O3C/rHSezup08oTAWw8INtFvJ6MBEStiS9iyPfXC6zv8Ar25/m2F+kjYVGZHsqkfi8T6M1iy5Xck8HmqnPfSxZrM1yC5vm3JPcPUuKpeS2F4u/wAqrYGSPfckvaHHQMA1JurX3Nn7nItoPTqf5Pp08Z8SOiOHERdhRRfItVdJvmLzDru4Z47NEz4zYnQoEyW9busp2MJgDQcon3tFR9UX72K5XF1P0pZPUfJvB8uQvrDXg7/JXN5+3fu3bvj7sS6zdvoZt38PS/68VfJfkXgNTUuZNRxOA4GMFacS5HYHDFZlHEOlb6Mf64K02X+cFUy+rTdekGFUfnPlFqTJPNg+5FefEVdBewd48NvQV5T2bPFuHrZsdJRy+rXt12ygeodIGpNVKUc4IQE5tB1EDY0bjQh4lID3l8URwkah9kI/4WN9OXEXie0Pbf4s3+idx9VraKnqJWSyxtOVhFiLtIblABF7EWJWEEWWhfQC3NvcLjKDo4G414aDRMm+bvuKU7FrMqpRmjjuU0ddjINNCUnR0ufd3gX3V/g7cclMzLosSvWfLol3Q6U3BfqTc83Dh8ok2XVwLemq7l2pp4vFjjZuexZ75VJ+mDhR57eaL86D+ZjGYMwek8lo42NibkAbl6IGe9rAgWOWx7CetasOwGkkEUMbAwDMBZoFuibEdoLy4Hg7VOlekpmzX6pT51535Qm3afEnCkQeoMR25HGHhept6Lqbfn5ubb3sY4WbF/emM1Potx0qVArTcvjGnUyH1NkNnD27TLaSF7pfGxU+uwY41CsVOZHccbGbwQQHUDmXcq69i+9hjZaDH8qWO6wBtgTFZIQI923lJPPomOcmpKeukdS1MERBytJydIsbIOiSTYtJu4jbNqrPEOTOH1D3V1TG2R72uaczGm+hdvvoQANdAAE0c8q7eVTqU630q7K0yoWky/KF56KDjsgdNFJS2nomwfd2dmPdSehUq4+tVKpQYbXlGC7q/LaDsBqOpL2r7iJiK58+zlz/AJPm/wA9cRLpGevs/jf/ALFExceWT0ktRO0glpFrgng4dfasoMLhnggpWAMDxc5QBr0de06AKe25VKJDzirl0ybgpLdMmHTiZlLU2NpI20KOePXsVFwi6zZldlV+TMYWmm0Uk3AXyrF5hVxVTzuYg25cZY3NLa+UiY5jEcZqsTYInhoAe92gO7zc7uO3BX+HYG3C3mSF9yWsZqODBYcdyN+3qVlho03ypUC3xNCytajp9Vs+uJFa+P3Pj9342E7TrDcKrK9c0mJGpw8Vx02anFJzRAJRRERxe1V2p5sNRPszU/8AkjY+htYr7I+v3B2fbV0T+PEOuZKQAXDc8O7tUqlZI7MA4DTq/wA19C8munfYVGyypduV+za27UrYhMUmErLsUIsuPHZFthX1NwXG+RvYextzubh+CNeKcNy1/PetXpUHoz0yszDqBuU+bG4rj7khtxVZBXF2lqvJr8Tdi8nRsyiyfl9Hu1Y1OtGiV2FdlEjSK5KejNSDkzHGRSW0sjTczwnOI2iAo8LZihEGDbFLz+uKm0KpRqhQIcl2PCmyj3MSIQSGhaccVPOBNIOq+IebxYsMNDCIxELEPZe+t/PseFtNOOy8rY5A0uzaZT8lFs0bSrU6/KzNYWBwlc0RXKnGAvWgTtQnEXHTvy1qvLzPnz46wOFwme9UIwFr1IE7iuIuIlm7t9Mete9xP/uQx1cxvbcm/gmfoQYzjEnlDrEfTM4dru1aLSc2zUfRu4ej2rCxZ9cGwpUHdA4pVZk0TynF27eA6nn4mmI76Abm/wAjTP8AraJ+0xlYH/yby/nhj9A7iPlAkDBGpIK8FxwmkL4yIir/AF4p5o5nhuUjQdX+asmc6L9Ib9X+am9yWRVzOnlEYpwIFOaR3++UUOfRdV7XO3+HDOdoM9LtzClksPhybSRkF66zru4EdO1N+oJ8ZeXCYvD12kfNLX5i4basOejDMuRs5PQiIa/G6tHXHQCOUzyAEaOB2/gf2qsk5wNZmcNjw/ib2rhZH2lW6VmSxPmBA4IUutbuHUY7pdtMlJ3BcUlxKR7o/IxDcnKe1Sc6m4LBmTbdNrIoq+f7FSF/78TIe6PyMc5NDJTyuiltmBI9iuYXGRgfe4IBHD5lfuDBgxrW1GDBgwRMvo7ZlQcm8xp2ZtXgT5kKg2vUHJDMEGTeITkwR3AjyiBad5dV+TzYa1R6fE3Mu13rIyhy/q9Nvi5ONCjOznYr8Wki6RI5JbcHV7cArvTUBES5ubl3KXo/s2tIv6pR71SB5E9C1Rcl9eBCY0GTC2qqL5+33MSahZ0dHy3r6ELds2nU91Xip4VOKcZozBXNu/goSFoqdvm3+HbihxbEMRpy6HDqV0r8t7gtDQSSADmcDwubXXHcpOUddhb3UuHUb5pMmYEZQ0EkgA3cCdrkAE7KV5c5YUzo6WNUJg6VWq1B5oH5MfVgXB36NCgmRIgt8QlVeZV8/MuOtfAVrMi0Lzt+jPyWHtKhTWIrZMqfHafAI4qpom0XE7VEu3ae3djPf19ZdV+2/JtEvOmuT9rdQmBIdIOACuoqCvJ2Igm32fHxgoiS2b2qILdlLJty8X97bVTJeIKEfqGmnM4nuh4ceUnJnDsIwuXFK9zaisLmuMgAOV1gQGk7NbwsBcdVhb4vhWF1lbKMUxNgdVGXMXPBv0dgBawGgtYD2aKsebUWPFzyzLiNRgbALX3I0IcoktNiKqp/HiY9FpUXLuLtEB/3UyewR0/+jWfcxya/c93TM1LzgemqzCgOMyW6eEqsONBAcIG0acVNPU0FfMvuYnOU14SKWxRrVreb9Nua4JlYlzGUp9YOWQx0hAOinsHTtBxdMdrhckbsQheT5zif7Te9fWZhUR4SIMoOVjATc8GjW2X266dq/U9r3ML8n7o/Mg4hPRZjkOSebRyPUwmRChskXidWMZbET39E1wx2q3WY9lXe6dZksO+QLkegvk6XqfDOC2JgqaqmxxS+ThbWxeV6Fk88c2+5lUqki86XFhy2KgbvfHQmUc5fOPE1T3sWuA/qqeKQHzYieH3Gjr7VUsgqKugMAAGaRmtzwLSPs/w66i3bZNW7afbtvZS1ej9WrsiBT6aMV3hyGBVwQnzR51VvQVVULbonysQOoM2TWGssKWFPrrAVCiUtiOYzmC4Tbk90G92rXOqKvb3d2O5V23vSMdh1SZGKaVEFt19+WvrvXpfEXevf7e8S4Xt4VSnW5ScsJFRrERvg0Cm6bZZNE5w5j5KYGiagnvOeEsUmEucyUucAAJddtP1RWVDRlzAzO4vzO1BOp6WtlG6ZCCmW1T6c2ZkEa0rqZBV721JLqduGNL//AGm/IJz6G7jLV79WZatEmWtd9Rpsp23riOSy5cb01C2qnV3weVsFNUXjIvvYnpXdBW2qoMW76qNyt2qMozKpuEx2tyENeHs0DaAMnv39pGfwcWFS4uu4tINqfSwuLQkde3gs6iWpaWEsB6ch84/vgfuqVZ81GcNx3vRhk7YI2DCnIyICP1QZS2zd1011UGxTC/6PPtb5hf8AJrT/AOqfiVZwVKLVrzv8I73qkew4kGTxuUm3Ucmku/72jg82FvY7b1PyUzGajzxEzsGjsq8ya7BHiy9SVU8BIuNeFSOiFXUFumZ59sbCoTKQSYYykBsTzIvbqya+5Tmh+1rmcX/9My/VoYjXR69p+1PymuL6IWNdi8ysur3tIduk6czOymbhRWm5Bh/fIxaCO5onYHauiO+H4uOVlXcV11SxmHazeh1h4bs4ISBqBPjwChpvaRezz+6GnNiYyN8eLUjiDZzohfhpLf17KNW4bLJgkzWuGUkOvrfWLLa1rcb3vwtZdO3pjbFMpcUzk7nsr4ZCDYIQdlOqabjXzoqb+zw7d+FP0XqcsC6axHY04pW4464rnOPM9HVNNP8Axw0KBcpWxT6TUX7j6jHj5cQ4oOi6vqbhRpotqmnucU2+3+VhdZdXRdw3rAh1bM0JlKdZHjQhqpu8d0gRd6hp27nF3dvysYQQxxRwVBGvNx66cXy34roAJ3srImWy3Gtz1A7ZfmrpZVjWPRFVupPQ9/HEiEmTLcTbgv8AZoaedWNMfNXM2sU6uVOHX50CQJVSM5PVtt5NrRPypDqh2j7ini98m/aLYMqdcFbrT1Lp8WfLhy5A79u96BIBkF26r666yvxe94cfPe/Xop+RYkaXHlFDpbDDpRz3gJoRqqap8rEjG58sjQGiwY3UjfMTp6rC6ci6N7J6iods/Jbhs0g9/BWLsfb/AHL7BjyxfLEnkLtPd6p4/N/swZVigzLRAe76H3CTd831DCysm7YEeyotEl3UzHjkr/1E9LNAGQRno4reip3F278NPKzqjlQoDUWrwZKwKQ9DdFl3d6qlOm66dnb2OCvycRMWkE+GHLa4jd1b5D+S2y0T6JtTm+3I5w04EFWEs/63pv8A+Xjl4X0b2pbb/LaofrCTjBVKhVIVr3JIgVs4b8eTTeA83LMOrageooqdzdqXm72Oc1Vaz5JsdpLjNGyrFZcdDrZoL5JUNB0TxqI8mOGpagCiEDgeq4t+6Y2+pH3Pf2a8jDg7xOakOGsjTb0TM7t35y3q7dIr0cuN/c93v9c8Lr8TTcI8Ldvp+ui97d3dfD3MMe9dfRtkf82wtP8AXKbhL2lWbkLLmnw374ZfKVdjTckxqrh8ZnqgLwTTTTTeG9E90vk4ld5Va4Qv6lg1dhstRaTCJtgqgYkJb4/OCeH+FMd1BIyKjDBcgF42HAxu2v6t1Y4xg8smNmqDh0szra/ueate3/mv6u1cNfbPzO/LqqfQqtiE5Ne3Lcf4jXf0TuGd5TrwXrfpSLvAmvRVUFRvrp7mGup1P1Mk8Oi9unxPi4i+QVZqV4Zp12NMzBNqnpAqhMBJdcICAhNAUPN3UXf2+5jnuepKJj6id5DQWO82+3YCT7AV1NbUOgoZ5HgZWx6kZjwPU1JrOP2fy/xeD9EZxZe8yhhCoKzGXnh67RtiMmIbT3poq6oXYnvYRebV53rRL9nUuHc05tptiEQCzILYSFFZLcPytdcOjMStU0qRa02pXBEZYmPU2fGdkOkIuNMKBOKPZ8Exxd4K+mgeS19yWEAEAX226RupFQJXspA9ulhsSTsD1Cy1bmfoIZ25dhKp84phU2JwnW5YCAjxZOmoK2qr/nw4Lt6p/ctOasvcP0My9ibk3fZKLpr2e/hKVbqFbzey8rtOrVOcjtU2MIoTqib212Siq2mnanbjt5iVJ6rZUWS1TbgCPAkgw24Lks2mpLSnuNvZ40Uw3aKmNbK7mcSzWBzSsAtbUXl1VDiuHmsNIy5GRzHHc+aSbetM+4zjLKy+48ed7LHOrbzEQH1Wna6dnOG7+Pdu+LhRX+/QfTHvoDhzuuehdkjc6wGwg67H7EDZ2L/HjYy+kTJsjLcpldhzHG6tKccIag48Tx+U4mi83jRsBD5OzGrflPR3Me+JpVGA3xLXZZ4bkjaTf1bHXefZ2JiNh88k/KhsuUAXtsLixA+S04ThX6JjNKX5rNOouL9IDb1Kvz90WnT6DU6Nb1JqTR1RGBddkywcQUac3pogtj58MzomXL6HJl8zFh9Y4NoVKYg8XZu6u1rt8y97i4VSWA2XevG3P+sP/hw08ireCknfDY1ulzONY9bb+pZXF4e5oE3H2JoiaYsqKoq21ccrdC0EDQaXufEldriFJRyUcsLwSHkF1yddgPALXyFumltXNRac7S5Jzbep9ZNt0ZKC08CsPvKihsVUX3PPhw9G2tU2TV3K7Ap8lk5E+oznG3JAmm84bRqiKgD2cw4rbQaTULcnv1ug39RKfUAHdHkR6mQGyqrouhIPwVJMWYyFuS6CJh+r3k9UXHXp7LbzM0nR7ITTmzXs98jxlXV8rMKLZXBuUG2jdwx7Rba+gAsSufxrDxG+WphbfO0A9Jw4ucdLHQl57lbFvkuCZ+JMfpXsdAR5saI1ioeXpQ75+0YjHJ8EuI77muN4axM3D9f/AP5fx4+GGkhAtmO3U3/rXAudP90cOJ6vRXDtWR1puqSNm3dUnx0+SID/AN2IvmbcXoSy2umvLD611V2eRN79m7QDXz6L72JNaNaqRw53FenvENSkihb1LaO4dE8+IdnPXq41lXdL0CrzIUgXZnClE6TQskjZ6c6L2aYt8Pe6nxJtVFIc4fmvZu5Nz9u25UmGKSaZsMkYLSQCMxGn9lVFod7UqkVfIy4+rTGKTSbh2yGS0fdcitTGhdTsQUJSbUk24+rr1QerMOLcNGrbMqlkxu6yzLAmhIV0dJQ1T3U7R0+L8XHyXrt63+zaFsrCzdbi1R7rz0yQtYIVks8bY1z7e3bscTG1Rc2M36DaE1aXnDTesOS4xFKkS25WmoPIequtFpu2N/6GPpmMU1TXh1RQBhnDW6uOVtmixF2tcdDfS1hqvofO4hRQZqKKMuJI6bnDd5tchhNgTcaG9+Ca9tO5wZPZxXhXss7cqNo2FcVfYGPDcjxXmerHUGhb9TJC2atm5oOnIJ7fDisfSLvG5LzzguWqXRWHqjKbqEiK2rmgi0026YNtiA6CACKdgim3/SLDWtnOPOavTHINdzgps6PujEgwiYYcFUmMp3mmhLtRSDz9u/CmzCtAZ981+Wdz0Jk3KlKLhPTdpjq8a9qbVxV4Ph2Itw+STEmxiUyf7u9rZRuSAbleYFLijauT9Lc2HnW0WbKfN1OYA3/yUvzx+urn+bYf6SLhUZkeyp/8BG+jNYaeZdSodz1KrN0+4qcLNUgMNxpLzuxoibNlSTXT/iywqswJEaZc8lyHLZkMi3HDisluAiFhsS2+bXtTHXcpyDM4g7hng5WGBtcyJocCPO8WpkXcUo8sJBTPKHF8tU/6+BoHdvkgdOxrl26d3xbNm7mxJLN9jNu/h6X/AF4ilzLF9KuQEc4KN+XIOnVJqvta+S0RfVC0XXXvJ4S5cdyy7gt8qBQ453BTm3Y/VJDzbjpCTYMrz69nnxX8k3tZVuzG2vzC8xVjnxHKL9L5Ju1D7IR/wsb6cuIvE9oe2/xZv9E7jI9mVYsqoNlFueG4LZNOHt3cojLJxV83uB24j0K/bMdygodBC44nlGPGEXmCItzejbqLr2ffx2U1RE8jK4G7X8RxLVz0VPMG2LD5zeB6nKcZt+xV75VI+mDhRZ6/4r86D+Zhh5gX3ZNxW4MOmXZTd7j0EkJx0gEuC+huJqqe4mF3mXOt+73hYpl1UgVYmhIXrEjYJjs07OxcRMWkY9j2tIPmbEdbj4KbhML43Rl7SNXcD1NCXt1fY+r/ADwn5hYneVn17Yf4tW//AFsR2u2ukpya16KbfbF2eb2hVDb7mmi8mO/aVToNsVe0GJ9w04ggRqp1h5l3e2Ku7uGm7T3cVzjkrnPdoOj+K0q1nBfSgM1Ov4bgpfnv7OHP+T5v84sRPpGevs/jf/sUTEnz9mw4t2RKk7MZ6rUrDbZiPC6hC8e8u4qf7MRvNWRQr7k76NdVIFpmTuUpEjhbtYscezVF90CTCqc14qWtIuSLdu6jUTHDyZ1jYNN/ckbjLE+uWflp/XiVel+z/wAMbc/6w/8AhxkasNpt4T9GFucpbvsh/wDDjlBSyX28F0hmYRv4psD9mal/yRtfQ2sV6nfXkj8IX9eLLhR9tVnn5Vg82V7UXTi9vZFaTiL2dz7+Eq7YrbjzjnoxttNxEX2Q9/8Ak4nVdPIbADioFFKy514DrXcsS8bupthXLb1Nuqtw6XNB1ZUKNU5DMaTvZUT4jTZi25qgii70LXHWy143prrwOscUY8bZ1UAJ7dujacNC5d/wd3LuxzrdtcIdFqkX0TW+5xh84zd23UCTt5Mdu1YdNol9BVqjclvk1IbjMcI6graaqrPfNE1AOXtPwjzY6GOLJSU1hrmbf1GRRJZHPlladdDb2NUbzcYp7F71ORKZkuOyHSTQXUFB2tgnbqi46d7M0+Vm9LimzJF4m2ecTTb2Qg9zTGPMGl0+569Iq9Ouu3xjvEZN8SbtXtQU82372OlVoFOreZb1y0266E7HcbEQDre0+WKgL2ae+GMYg01zWtAymSM8Nbg3PtKwdmFMCb3Ebxx36NlDYbNPmZd1LgMvN8OpMuJudQu1GHfvJjhP+xCL+Pv/AJjeJpTaDCi2pPohXbbivPSReEvKHZtRkxXw++uNF+zQW3o0L0U25yynXN/lDlLkBOzkxXGLNCHAC5Yb2t1jqU9r7PNzpmFvYudc7lOHyX1qPJNzyWzooPII9xffRcOKQyyNRzDfHfuK29p7vvQ4y/8Afha3LaDcpyn/AO6i32+DT2mdHJum7RF7U5cMZ2qW2Tl1yfRZReFWqQUGKXWPt/Vo7ei9nZ2tli2hdaacPsNOwfYd+ar6jpNiLL+/77T4AqPZYQnfTvWVvZ4fkysdnFDf9iZCdzXXEgb9bH5ONDLa3kazfOrDcFHe20yseoMy97pf3qkD5tMb7frY/Jxy+MgCulIFuk74irmhP9XYOoDwX7gwYMVilIwYMGCKS2DVGaTVqo6/XoFFKRRH4rMyZUEhNCZSohbOKqFoqttufKxmbqdyjVxkFnjbnVRki4oemJG28Lfr3ere94dcMHLaxujnWrLotRzAzKp1Dr0triTGW7ubacH1U9Ccjkm6OqiDYm0vrTT3FIt7fEwrLxi0Gm3hXIFm1U6hQI83bSpfWePxI6tgvY79sEXFcAXfGICXNu3FsEsjW5WvIHYSPBQ56CnqX85K25tZT1u7n1qFQSTnXZpxnqaw3GMbxZEhfHhbk02cvaBLuxKrHzColIfZdrOdtoEZVkpTxvXW3IIo/PpquwdfDyf9rCC3PfDcwcRz4Z41kyGmNLzjrE3vmN/FVMvJfD5TexB/yI+ak+Y8mqXZLuCHGzgsqVTqsvDbCVfLPAHuKho1wuXTZ8LCxo+WNw0Cqs1iiZ25fwZ8bfwJDN5tIbe4FFdpIPvLpiT8Rz4Z4OI58M8GFzLEuJItqSSdO0q3p6GClj5uJunHt71J7gk1Cv2+tNmZn2Igv9Ziux499ttCzCNIqowJ8NdWzNlxSDTGCgQWbTszyRa2bNp0yW5ViluhHv6OKk3wRFCV3g9vb4duI/xHPhnjyTj3hP8Ag58Z00jqQERE6i25/NaDhNJzYiDbNBva+idkC6rcpuVDdsQs5LQj1VunNMi2F0MEvHGQ84qlIUO9zgW9B7f5OIzetzVKo021mKJnlbHFgUYY04m75YYXrHFNS3KrJcRdFHn7MMml2B0PiotMCZnN1qo9UYkTpEqtnSycNQ0cAYZeqMrv9UQDT4DAkW5zdXAXC8DxkPuGXKRD8JU9z5OMIXSQNyMe4C9/OI4W4KPHgFFHJzmW5uTr2kn5pjx7iqDdIhx388LZKQNHqMV4vR3HIuO6Z8HtRodV026HoOzEkbvmIL1QP07bTEXqJ1Nn/diz9ccMk/yfKuvj/wCzhLcRz4Z4OI58M8TH19RISS46ho8532W5Rx48esrW/k3QSbtO7j/aNymtfNRtW4FvCVDzYs1yTXqXTYgujdrLJvk08Kuhv2Eocm7Ul3b+7jh06Pa1PpNUpDeaFmDFqFlDRHIw3gxsflAerYEmxE1HUtHF5R+DiC8Rz4Z4OI58M8QGMyRPjBNnWvr1AAe4Bb4sEpoWhjb6dvYB8kwna7JYKux6XnVazcV6nxmKcA3ywAtmKs70bTgrw+658L/tY7FnXYxAtxiHcedVpuTBr7c5eNebMghZRlB13o2PZr4NPjbsKXiOfDPGN6U8wy4+LJyiZHiIwJkBPaduzXw7vNuxZjE6gPikDj+rNxq6x6RdqL9tlGfyZw99OafKbGwvx0AHV2JsVSv0qRSG3Y2c1rpWW7cptOF0bwYEidbV5XhV7YS70Um+fTaf8nEJGo3ZHafCnZy2gybjTiBuzBYIBdPzvbUjiu/Xt8/nw6gsfofzIMiYOZwU0h4zbMf0XK+ZbC4e9pHEIzRdOOwK7ikCezmEdo1xhvTHYcc5vqcgmGyeAe6Lqjzinavu40GtqXRNiMjrAW848CT19qlRYHQxuc7Je5vr3AfJSeTb9YzAoUa0KnmbatcqEqXCYZhhfzRDIcECaDTVpe0nTFdPfPvYi9x9HKNactqFdkq06RKeYGQ0xOvltgyaUiET0KOi+dsk/k4zkThiQHv2lyrjaqlYrFcqD1XrNVmTpsjbxZEh4jdc2gIhqq+8ACmNEzjPbOToLbn81LioYYARGCATfQkeBCjKZPWfp7LbD0/5Q2f/AHfE5y6pFItOrxjXMGwWIEcJxrxL1ZkERnT3mGm0RGh2pvcHm9zHC4jnwzwcRz4Z40OiDmOjubOFjqfzSWiinYWPvY9ZJ8SU0pNXtqdRLlp0rMHLwVnvU92KIXWzq7wwXialtXZtX/P8XGssi1UC0WmsxLC4NIqFVflKV1M6to9MF5o05OfXm5fc+FhbcRz4Z46lqx6DUbqosC76qdPt+RObbqssZHAJiOu7eXE8Ca7dx+Ed5DzYhjC4ALa+3sI+agNwGkaMovbffsI+a26BbVoUuy6bQXMwbHF2LcY1M2VvCKYiCRQb4nFRpFXzbeHp/Hjs3NBs6p3bHrUbMSw3gap0aLv9F0dvmbVpVTbwy83D8+vNid3pY/RcpdlXBMsnNBKhX4UOeVNZeuPec2UPFWOjcdV52+VlnRUEzA+sH9rcwjCcLcW14yHw8+LEaRc1wuTueNr8ewLbPg1NUTCd97gEb8Cpo/TLM9EV4VSPmFYfCrVam1Fo/RhHHjcWNMaQtnC9T16wPZqW3f8AF5oxl3Y1mWnW5E875sSKD0CTFU/RxHe5jDROXgD/AJ8aXEc+GeDiOfDPEdlMxhuCeHHqW5+GwvjdGSbOFjqdlzsx8s4143e9cULM3LVpp2NAbRsruZ3CrUVlok129vMBduJVedsWxclq2hQn8wLAlOUCCkY1C8mY6a8GMi/ay15mixxuI58M8HEc+GeHkzLNGvR29lltNHGQxutmba24WXeo1s2fAuGzaoV/WI2NvxG47h+jWOXD0deXu8JOJ2O/Fx1blp1oT7Fs22IeYVgyEo7QHJBy8I7RsugWqCho0SOJ2l7iYhnEc+GeO1acegz51SauWY8zHboVSkQSGohD4lUBsVht8VxCHnPs2qm34XLyl42ljbK2bW7SCNeq/wCa0PwuCR4e6+nae380wLAy74lv2vcVEuO25cG0Jsl6fJZuCPIjwk66zNeQ3BbHdpHade3Lt7mzmxBcwaONQzSm3hZuclgswnogwyP0VssG8CaloY6L2b0bXb8TDzds7otU2kVyHAz0Zit1CE5Fkxafe4TAf2lqIIiIXH2GnEZA9xSOM6JCQt7RrNDenFDjuzPU5BMNk8AnyiapzonavmXG6mYKWrbWs84G+u290/RcGcyG5JBBub6FbPEzh8XSWszX3f8Adix+zwK5nDtIP7pizBQx2FtvRgdwr50XRvzY8cRz4Z4OI58M8TPLan94faVu8gpf3Tf7IXMbtG8wgOQDz2sNGhhN09kfRgz6mwB6iCaB3U5sPezrXuXKpyHMzXvK1aW9JrE2oMypdwNiT7y0xptTHUE4vrzfMnL6ru5sJvc98NzG1KqlWnswWJ9SmSGqbG6nCB50jGMxu14TaL3A1Xu40VL31MPMOJA0230v+ZWNTh8FUwscLX6u235K3I5t5MeUJBFnFl71VyI3FEfKAbdvEMjDTXu9o42/TnyaVzi+nTYG/ii8q9eDviOiH3/OiYpjxHPhniT2RDsWojWmswrpm0FttiEVNlxRN53iLKAJKBHFFWSfVlcIQ8GzeQubduKP9CRfvH/2v8lRnkhQHdz/AGj/AKVZ+076y6dpNQdazOsl6OzJl7zbnA6DbDm509VReQSQCNRX4GIpmFmPlxXLLrVOo2cViFUZT7jkbh1tuOeooSMEji7tijy6dnLjgZiWh0XqHZ9zyst81zmVpmE+NPjeidXXKg8hGTAdW10cD1tkgVBLbvfLbubcwhScLcQg8ZD4SxmzB443iQSPv6X+S2N5K0LXiS7rjtH5LtVKCTtPorUPNm0hfhxpzbqjf0cC3ypLrj+pdXXfvRR1XlxtUCzKzcrB2zbl+W3UqxOehk1Gi32y6++kMHTDTSP9r0FUTTt2YjPEc+GeMkeVMiyGZUWS8y+y6LzbrZkJNmJagaKnuouLuGaSAENcTcEbnj61bHDac20Ohvueu/ipU1bdz2XXnodz5oW9Rqgybco2J17Mm4JSHI7zpK3wAVFcZ7f5WI/fFi5iNVupTkzis+BS6m7wYgvXSy0LkVtzjsAGor2Cjomnb48a8yoVKpTpFSqU+TKmTHCkSJDxqZuGRamaqvnVceXp0x9tlp+Y84EceGyJGRC2KlrtT3sbhWSth5kHS973JO1uJPBZMw+njlMobra3z8VtXBY+alJ8nTapnDZ9OqAyHZXHkXWyBOPqCiZpq359jm3EZ9B17+T/ACR6fNg9T6h5N4PowY29VQteF635tcdx6dMlC2EiY84LLQstcQyLaCdqAn3u3Ewyvp+XFXnVJrMupBFZjv0covGrLlOacYdlOjP1ca5lVtlGzTRR2+LlLGVRXTVLszzwA9gA+S2x0sMQytaPYFxqjGr79AJI2fVjuVoqzEqvWyuiK0vECn9XcXlHTsXkQtOYeYu3ESCzbqlRnKfVs77AlxUhPxGm3LxZJBFxd/wfhpuw9LytXo1hlvOuiyL/AHvRGVPYkU2iOXJ1iQMgkBzq7rGirv5yZeBfWeCB+pk4REnScc3d88aYaiWB2YOJ1vqgpYhw/wAu5Y4VHvxmTKlSc/LDcdfIJGpXix9cNAgtOet+cUTsxy27ArjUjrvpy5dDIJl8XXPRczuJ1zfvPu+7vx2OI58M8HEc+GeJLMSqGNDb6C/XxIJ8F4KSAEkNA24dS15FBvh+A0wufNhq+LzTjp+jFjm4Cgsf7X4FTsxzqzl/W6tV3am7nJl2RPEJObruZLcqIidvqf3sdniOfDPBxHPhnjI4pUkEZt8vE/ZFh/mjaOBuzRx4dazOQb5hSXpVBz5sSE49sbM27xY1JkNUbBdW/MKL2Y/CPNjaKtdI+yhMvXi9GLHMWvn9b97bjFxHPhnhlZP2/kvcMGV6bV7PW/KbqzjMZfKfVwch9REkNQQFItJG5E0758JrukW7KoxerqXl7nWJ6rham4dStAHNg94CgdUezTOqznqd0mrSciuyDcaN67owKoKXZ6mje0OzwDyjjAR5rcFtR6R9m9Y5t7vo0Y7vuJ63hrZtWz0fKRZjdXyqv7ylXilxGwgDcKTXSYXaklXWkUhFOYnOKG0RP1AfE3hRcRz4Z40Mr6iMEB517SsjQUrtTG32BeuJnB/+8rZf9MY37PBxM4P/AN5Wy/6Yxv2ePPEc+GeDiOfDPGHltT+8d7SvfIKX903+yFyRtO/BuVy8gz/sYa041wTmejRnik1pt2Ku3zaJ5sTgrF6TA256LyzloXkHQS8peihnq/a8TKeqcLTXioQad7diO8Rz4Z7cbBVSqHSxox1KYVObl+UBik8XCGRw+FxkDzb+GuzdjFtVOy+V5F9dysn0lO+2ZjTbTUBe2m8wnWnHaj0gLGkS2/rV4rxY3Mlp500bT3UHGzTVvuLW4KO9ImzWaQMlpyQ23dcZ3s3CTq7Cb0NVLcWi8pY5e5z4Z4bWXdn5GVaj0aZf98QKPNlxprlRIr5jMOxyGQy3HI4biepmQm8aNd3gBvPiO7ds841VmJkWbRpB462JOvt9wWkYXRhxdzY17B+SVpLm0SJwOkfZXGLcTxDeLHMuvYvrfuJju16wc/LUlx4mZmbNuQoks30CPUboZaR82C0XbqCdx3b24k2cVsZL25TqHIymvwK3NlS3RqcZutpUQjx1bMk17E2bHUbbaPzyAPeXE9cwvJ1Uq1Ucju1KpTJhxYjMGOch0jJuOzu4bKKuvIO8tB+PjUzFKqOVswcbttxNtAB77ar04bSOaWmNuvYF4BzNkt3WOkfZTiiO4C9GLHKfv+t49l6aHBF1rpF2SM0lUXHvRixuJpO0A9b9xVLGvxHPhng4jnwzxi3E6lrMuc7W3PZ+S9OHUh/3TfYFsyBzHj7Ro/SFsaKLgi4/w7xY9UeXtcNdW/Oq4/N2aPV+MPSJsbr+7bx/RixrwtNdnrene7ca/Ec+GeDiOfDPGb8Vqnvc8u3Ftz7l4MMpAAObb7ApFbE+7KPXX3K1nhaE63gptRjeSodzMynHuJCebaabaQEUyV0xxw6XFbmVCHAfkvMhKfbjk4zEOU6O4hHkYb0J418wgnMRY1+I58M8ZIsqVCkNzIEyTFkRyFxl+O6bTrZp5jBwVQgVPcJF3Yi1NTJVymWQ6n/WikQQR0zMkQsExqpkmUW5qDblIvONUHa5cxWyYlTHGjpcgY8d8+s6OEJmISdCBtSETDbv5uX3f2S3oIsZm+QuSXKYlMUmoMxpVHWGYw6k4TTCOLxSRJIONlxWu6g7ObC+KuXAcx6pO3JW3Jkh0nHZLlWkm+4agLamrhOKRGoA2ClruIQAe6I4J1cuCqDwqvclbqAE+Ugm51TkyAJ9R0V5QcMkJxU7OL39vixHW5aWDBgwRb9BnU2BXqXMr1KeqlJiywenQG5CtFJYRdVBD1T+HReU+4W0S3Cz3rwyFkZc02hHZMZm5uHTgmTG7e2ARsqBSH1cafFfVNrwECOc5SNxbgbLCwpMWjvtVebXpFVahUejv1Z1aXwesHw3o7exOMBB9v1Xs8GI+V/ZOtFzycyx2ltL1Wjd5P8AmsETyuS8ejlVoDjNLy04NTZrNOnFUHKYLUWoR2mEGSwkRpwVYbcNO2Oq8Ij5zEsR3NS5sr7jbo7WWlpeQxgu1TrgDBSPxBeki4xqupK6qN+bt2NBsaER2lhW+mFkz92Zl/z1F/ZYPTCyZ+7My/56i/ssEXTwY5hZiZM/dmZf89Rv2WPz0w8mPu3Mv+do37LBF1MGOX6YeTH3bmX/ADtG/ZYPTDyY+7cy/wCdo37LBF1RcIe4Z4/Mcv0w8mPu3Mv+do37LB6YeTH3bmX/ADtG/ZYIupgxzPTCyb27uuZl7ff41G/ZYPTDya+7cy/52i/ssEXTwY5nphZN/dmZf89Rv2WD0wsmdv15mR/O0X9lgi6eDHNHMHJsu5KzL/naN7n/ADWD0wsm/uzMj+eov7LBF1d5fDPBHJsZUV19kHGm5LLjjZBuFwBdEjA090CRNFHxDjkemHkx925l/wA7Rv2WD0w8mPu3Mv8AnaN+ywRWHrV7dGeVWrfmUGxmabFpdQkyprblsE60TBvaoxwEdEZGjalwyNDFnugO4RxxZV5dHt+RQZtLylfgxY8GqR6tTZzQyn5L7wyFjPtvo4gcQCWNoRoRNDsFohFkuIkvTDyY+7cy/wCdo37LH6OYWTZlyzMyy/56jfssETAzYr1k3NmBUKzlzQQotvvNMCxDbiDFEXUD1QgbRV2IvKPbzbgMvFiJY5nphZN7vrzMv+eo37LB6YWTP3ZmX/PUX9lgi6eDHM9MLJv7szL/AJ6jfssHphZN7UJZmZeheZeLRv2WCLqbi+Ge3H5jn+j7J/m2ycy+UdxerUbu+/61jwWYWTYcpTMyx/56jfssEXTwY5fph5MfduZf87Rv2WD0w8mPu3Mv+do37LBF1MGOX6YeTH3bmX/O0b9lg9MPJj7tzL/naN+ywRdTDHyZuvKm2ZlQLNW1Y1UacdjOQJPkdJ7rOjUoXQUFX1sjOKuz4Qbi9bwpPTDyY+7cy/52jfssHph5MfduZf8AO0b9lgifNrX/ANHmnM09i6MrnqwPlKbMVpunA0cBh2OfCB115x3r5A4raIGogBMg4AiIti5F5FzZfsZbSrapdtU0q9Ip7tPKb5EHmJyoESTEffVyQElqFyNnxO9393DHCu9MPJj7tzL/AJ2jfssHph5MfduZf87Rv2WCLqY/eXx/9nvY5Xph5MfduZf87Rv2WD0w8mPu3Mv+do37LBE75l5ZDzMv6TSBsOHDuYSp7lQkM28pRxdZjNJINFR9tXQcdbeTgqe0ie4ro7d2Nmv310dqm9FfomVzcN2NdsSpS3pVM3MVakiDKPspGbMerAXqypGc3Nbt5EO9z1ND+mHkx925l/ztG/ZYPTDyY+7cy/52jfssETMzYuXLq45dvelva/kVmn0t1mq/UIR+syicBW15SXibRRzU/wDjtvNtLhwfHL9MPJj7tzL/AJ2jfssHph5MfduZf87Rv2WCLq8Rzbs3ntx+Y5fph5MfduZf87Rv2WD0w8mPu3Mv+do37LBFK7PmUOm3dQ6ldFKZqVGi1Bl6oQpEcZDUmOi6ONG0uiHyL2D8LZhpTL46OIXBS6pAsbdTYNEKHMhlb3EdmvqBJtDc+IA4h7R62YEZb9wmIbiwgvTDyY+7cy/52jfssHph5MfduZf87Rv2WCKwtDvjoxx60zUp9gBTaT5Cp0M6RIt46s/19swJ97rYmI+4SqXDE5B+ult2t4U96VCg1a8q3VLUpvk+iyppOU+LwhY4bWwEX1NFXYJOI44geET2+HES9MPJj7tzL/naN+ywemHkx925l/ztG/ZYIupj93bMcr0w8mPu3Mv+do37LB6YeTH3bmX/ADtG/ZYIurxC27d/L8HH5jl+mHkx925l/wA7Rv2WD0w8mPu3Mv8AnaN+ywRdTBjl+mHkx925l/ztG/ZYPTDyY+7cy/52jfssEXUwY5fph5MfduZf87Rv2WD0w8mPu3Mv+do37LBF1Mfu4g7mOV6YeTH3bmX/ADtG/ZYPTDyY+7cy/wCdo37LBF1dxH3zx+Y5fph5MfduZf8AO0b9lg9MPJj7tzL/AJ2jfssEXUwY5fph5MfduZf87Rv2WD0w8mPu3Mv+do37LBE5bBubI2l5cyqJe9khMuZ5qpNtT26ZxTf6wYqxvkIYkCteF3vAIbA9c5ug5eHR4ctmVQXcvTerBUQosaus0xYsaNI6zuDVgXVkGfC7Cko6Lpjy79xFtRXph5MfduZf87Rv2WD0w8mPu3Mv+do37LBE48xrqyhq1uvQLIokMaiUunkzMj2mNIIQZicOSZrxCXRxzsRpE2jsAv8AjMKuoDMfp8qLCkmy+4w422YmobTUSRC1Tu9uND0w8mPu3Mv+do37LB6YeTH3bmX/ADtG/ZYIrA3NfHR1q9NprFEsmNSZ7M5uZJP0NqTDYpH4apwxdFHwM9q9XVdm5ncY+qYzOX10YZVYpM+Pl09QWKfXZsqe5IoPlIZ8MxHhAEds02Jru4bTm8WRMyEd+3bXj0w8mPu3Mv8AnaN+ywemHkx925l/ztG/ZYImHmPXMua56HCy5s163G4dPfj1Zp4wPrcrrJK2+jicx6tf5TmEeEH2vEQxy/TDyY+7cy/52jfssHph5MfduZf87Rv2WCLqYMcv0w8mPu3Mv+do37LB6YeTH3bmX/O0b9lgi6mDGS1K3lbeVY9D1EqF+NT3Ik2RHKcdLOPrHjOv7XEaaQ9q8LTsXGIS3CJ4Iv3BgwYIjBgwYIt2Lw0t29ldAyD0ITd6DykQ9bha6KqLid0bMfojzbj8t3j1WrRaW+xMpcJm0zY8lU1DJQpqrHNAkuMuIyrsh/ig61xQAiJzlgkUhG3b2Ig3INoTSVOXmFJkL7y/1YsHcnSf6OVeqEK4a7l7UqwVMqA1mJU/QifAGILxuNxuE5J7XgZUgF3dwgN7eIbdzeMmsc/zRdYucG7lK6TWug4FLqFNo0Bukzq3S6jDStzKPU5DdObcZFIZ8Bw3PV01FHng7x8wbRcxtVWB0G7Qt60Y78KJcEirkL1Ueps6c7UoUAYRGTioMjY1NKaLfKrY7Wj2kHqZFhEdGy9rNsTMkbuuy0Z91PwYr50ykQ2mySXNPRsd6EBIgC0bx9wuZBw9q5mP0XrPy1qlmx8saxBm1yDNZhzKlbiiYutyiciOSFcf1eQUUR5OUR28o+t4wzAHKTqtga4tzAaJGdJauZS1e56XGykgRotJp1Cp8Jzq9PeiC5Jb43GPa+pPFrub53FUiwn2Y7j5bG9gqnbzmID/AJyVMeXiE3CIdUT3Nxar/nw/eiBmDSLBvK5etA6FQq9uuw6c+zRXqpwDB9qQ6SssONPadXYe5wc5e8W4cerFIPqsnaRdXPQO8u1eXGHF7QtHKiv5f3DAofRnuwK3UqJJj0ieNjTEF+q8AiB1gkdcWMCuHxh3cgtGIfad2KeXBYV3Uemnc8206rCocioPwY02RCeaYJ5tS3soZCibx0LUfPyH8EsEUVxswyaB4lcDUSbcFNfhKCon+3GtgwRX8qebPQazTuIY97WbGp7EUho9KcbiSKeAtcdr1XisIOwdit6A4g8LZK5yFxvESuCrdBanRqydBtVKu9BYltwozYVMWZc0WS6no8kheHDVRIHAc9VN31Xdwu8rsoM3sqcvMjsyrXq9pu1W9LwjNUmlT3ITJBTopBo+aOluMS1Ul2inNsDmHDYn58dEy77UokC77QrAnCchTmKe3RGHwoseM60cimxXBNrjNyUYcRXXF5eLu5eYcEXfr9e6FeYF+Q6HTbboFJCRT6g6FQnRJtKgRJQviVPbcFX2hSFw3ZHFHlIyBoBP1vHEbu7otWxa98WC0zDct52+H5sbbT5kiTJoghE4Yx5gprv3NSdiuPCIkYH6oHenzVU6PTNuw6JVeirdXUoclyYLJWNMj7TlxxZhi4aOqTh7A6tu7rsgwfHbirPShfy6ZuWkUixbHl2rKpNIag1iBMp7kN8Zo6KvEFxw1M9q8zi9/f3nO9gicVZDojWS1lvd9kJbZ1Ry4Bcnxnut1I2qejLyH1uGr5bV4xMkCacUfgubduJdTMxOgPW7gp9YumgM12VSxHiSmbZfYKbK64bvGktxm2mX9/qfnaDUN47Obh4r1k5m9lZl/kxmZb1wWs9V7xu6A3RqLNchMG3TIppo+YuuamC6nrsBObYPMPewx6Z0kck7kCxIuadpu3QtFg0emzSm0tt0WUaZm9ZNpGzDfvfKnbtdxE0ye34xEqekH6SMmLa4ZOUvgyWqa+5XODEmMgTyupo4gyDLs7HO5yiOwdxacqVdZcZLa6BgXvEOmPoZS7j6NNWs2r0OgdGG8qhSEYfuCA2NryjdiR32yaYcOQ2+ROE4rUhWZCcNpodgedvFWulQlmR8ywiWVYky0Y8WlQmZFPlUc6aqSkAlcNGHDItFRW03r39hLzd4iJKYaWQNfsi3b2CbeTQMEcOSzTak9B6+3TKgYIkaYcRUVHxaLcuzQu+JbS24VuG9k10Zs189aZXKrYdvBIh0RgeI7IlBGR+SQ7wjM7/XXlbQj28qd3cQ7m9xE9oFy9BZuCNSua0zrFXc47hkFKqUJlyRuPiOOMsvo1sN3nZaDaLTR7D5xxluRzoEUaU+zSabLnMFTRmA5HZqTrnA6s2os8QpCCM/rJbuNoLDQA6wYie0sVktnJm+bsoMy4aJAZejRHihg0UlsJMuQiCRMxmCVHH3BAhMgbEiES9/lxnd6P8AnmCkbuUN7ELb/UyMaBMIeOm5OHqja6ry6dmCK3AXn+5/FS49tzbNR6LHrBTRQaVUw5SiEPCR9dz3B4nMQacx7C28uM9jZ0dCC35tBhxrKbbfotClxYtVlW4cgnJDsgT3ydQJ1w0Xtbe2GQeqh3SEcU6DIjOVzTh5WXYX1yKbaNJ5ljp6vpyeDzL9/G1fnR9zjy3R9+9LCqlNiRxjOuzSZU4rYSfWCN8dWw36diGor7+CK496dITomVG2mYFItumxZ78nhwpjNpqfkusq49rVTbdaEX2UVRPhczpd0msUvzsrdq3DmFU6lZ7IDCIWGzdbiDDblShZAZEluOn1uDrwuOIz4N/h7uOpcXRrzkt6rBSGLMmV9wmG3uNb4rVY/qjPHBtXo6EHEVhRe2a7thgXiHGs70eM62qFDuIssLjOn1Fs3o7w054yVoTAN6toKmAETg7SUefw+7giWmDHWuO2q/aFXlUC6KPMpVUiFskQ5jJsvNKqapvAkRU1RdccnBEYMGDBEYMGDBEYMGDBEYMGDBEYMGDBEYMGDBEYMGDBEYMGDBEYMGDBEYMGDBEYMGDBEYMGDBEYMGDBEYMGDBEYMGDBEYMGDBEYMGDBEYMGDBEYMGDBEYMGDBEYMGDBEyejx7akP5qrX6sk4ZA90fkYW/R49tSH81Vr9WScMge6PyMEX7gwYMERgwYMEW2x7Gb6/I6f9LhYZJW5nh/c1eUvSUqPoc9CHG8s+WYfC6n1bXrPC4nE27ObTbuwtmPYzfX5HT/pcLFgCu3pDf3IXkvy9Y/oU9AQs8HyZJ6/1LqumzicXZxuH7u3bu8OM2coq/k/9Re1vO9B1xe4PAdq5flLR01X5P5Q1pyyAi5cNezKRr36KofRjn1+kZ723Ot61na9UmZD6tU1qQ2ybxdWeRRFxxUEdEUi7fgYanTruS+rgcs70a5Xz7Q4LM5I6SqgxKWSikxvUeCq7dug+f4eFH0dKldNNzuoE60pFOZrDch8mDnNG7HE1YeQt4CqKqbVL3cMrpq3BmZXHrR9Madb8omWZ3VPI8RyPtFTZ38TeZbvMGmOdqcIo6jGocUkbeZjSAbnQdK+l7HzjwX1OjklHJ6doLspcOAy7t3J6XvVXMN3ovyr7iZw05/LGlszro8m1gaa048LWji02QimJHy7xRSIQXRDLk15sKLDW6NdIqNbzahUin3l6EllUqspIrBNAfVIo02ST58zjaAvDEkQ947F5vDi/XKK7U6r5oXXVpFGuHIO33G7ipHkl58bz4DMKLLjg0cCMaxiejubUF8o/qgbQ3A3v5iXfSWuzMGPkzULqvKzbSJ+8KlGopVui1x+QLkeBNedYZSOrXBDa4w8BHxBdIuYwEtw4kV05WZqSL46reWd9HqhhPjXtMmyrLCTTZEdYoU0XXDQ+CT5No2hx+UBDe/xR24VPS5qV01SxIMm+a41UKvEueRSRGRZ0anzI7QRWpgt9cZlvb2UGot7QHcK97iuDtNwiqPgwYMERjK166P/AOX9eMWM8ciB0CAtpCW5F7PP7nnwRfSG3cwukMDfpfULJynMR7ZjUSUMp67AeOE7PcAlJZKtKrjyNObh2buDsM3us8o4pV0jFqDmbtxTKjblHopy5ASAYpMgHorrbkdk2nwdbERd4zZNv79gbieJdg67UtvZdn5t2zHZGz+kY9EhTqFSXDhzrOcahFDp8lmE4LocQ/qhptkQcBE4pByvcHlxT3P12tO5sXNGuCoxpkqBUpNPU4sQYrAtxHFhti0yHY02jcZsRDwjtTVdN2CJb49AWwkLz9vmx5wYIrU2DnLmFW7dkXvb9mN1ObYlt27QZNTeqzqyijtVkXG2AbH1V3rLjjbJgHdaDvc23EL6X1wXlWM4ZrN8W5GoVUp8GBDchtTwmk0KRgdFHHm0EDPSRzbAEfDpy7i6/RGybzBzZevNbBu5q3ygUiI1KldXJ1wSKaw/HRvaok0Quw0e4ydzg+JSxxOl3SLzpeb0x29L4eu+ZKp9PearRxgYGZHRjhNGgtmYd1rzovMW4sESQxcTodXz0g7asi74uVAW3JhqTUoBraqRR5yN7UdjoJDz8JBH1Tk7Gv8AJlup3hj5cxGJdKrIvXk5RxKPwnWg1TjgWvKXam8fiYgYo+aKmLoHhrtNS0u466Ai+natsWD4njrvIsIexkx1BktlsNT5z2DUAgdJWE6MVnZ23Nl36MrBnWnMKDWahMpbdcp/WpsCYwzGJx6O6qogBL1bZeNe6QAXKRcTDzlxemNYlNpZMu5WOOQYwU1igtibUKMw71iPChtuK6m7i+ogyHj3gJHiv/RaypZvSwIs+LnvXrLuDrNfGBDh1BGGuADVP3uacqlq8bPFZ19VAA28zZYfV25CZkU2nRmofS6vOdUtpNyJLkgeATEl14XFBrrAkDbLZtm+aubmRB3hD3RxPWpadu0Pph1auSHX/Sy6lFYdg1Cpx2etATDPWGUY2gYOOJBcV5jZy7ONz9YLmHQve3Okfn5kzCpNMu+xaqF3UykVevUyOA012mtPRuPGccMpLm7iFFYZ1NkdxAGzl4hY18u8grzlx6w+z0wrkGhxZ9SGaxHNIUiW6zMltSi1WQ62AuSEceBS9eQz3IJDy79p5O1q4sqcuXrd6TF52tPbtmJKYamvFKhm1JhErseKw2AbxZ5R77vCDfu2ltwRcO0ab0mbGrFg3DLu+yafMuW5IlDagiBzRZKTTIrSSHgacEfU2qVHRUQu/wAXn2OEOJlmBXuk7QbPlV6nZhZb1C151GqFeaqLMRWDqhsQzlnwgakmMh9xth7cOpAAc4/FVuZuV+ZlEs2xJlN6QlyXHcNSuiiRaODkgI8CnCUOSUeUKq447qBo5o942t/exNAyUuC/riuF3+68uCpWBWiYipIj1Zt5qbDdYJt9HXxJGGUSS0QE0DRb2+9u5tpFRTNXMSt5q31VL3r7ENudUCDihFZVpoeGAgiCima+H3TLVcQzEjv23UtG7qrbCynZHkyW9FV1wEbMiA1FTUEIkTdpuTmLlUebEcwRGDBgwRGDBgwRGDBgwRGDBgwRGDBgwRGDBgwRGDBgwRGDBgwRGDBgwRGDBgwRGDBgwRGDBgwRGDBgwRGDBgwRGDBgwRGDBgwRGDBgwRGDBgwRGDBgwRGDBgwRGDBgwRMno8e2pD+aq1+rJOGQPdH5GFv0ePbUh/NVa/VknDIHuj8jBF+4MGDBEYMGDBFts+xu+vyNn/SoWHmWUS/3KPom9OK7eH6CeueSeusdU+td3A2bN3D8O3XdtwjGPYzfX5HT/pcLE7IeiB/c5b99t+j/ANCXw3uteVOB/m4nExaYZS09TznPtabNuMxtY9Y0NyuN5X0tZU+S+RzOjyyAuyxiTM3iDcjKP4hqEmeiTYkLMHpE2tZ8+56lQ2J0mS2VQp7wBIZ2w5Dm4DMVHVeHt7U8xYcf7opkdSMm3bGClZj3JdXlRmpOGtYlsP8AVuEUZERvgthpu4nbr8DCH6NPpX+nfbvpvdR9CPWH/KHXt/A4fVntm/b2+u8H+PDQ6cA9GITtH+518hbeDO8reSOJt374/B4m/wC9xtMfOa6HEDypppI53iAMOZgjBY42fq6S+Zp1FgBY2HXp9EgDv0e/paX2vrw4bKqWG10XzosfOejzrhrkmj0+HEqkx2ZGqMmC6Cs0+Q42IPRdX03GIgqNIpkJKI97Clw0ejjUbNpmb9El37ToFSpItT20i1CCcuO9KchvBFFxsGHyUesmz5mXdF0XYWOyVarRU2wsuahCp9zW1n9X6jVBr8y6Qt968VhyJ5ShcSkNq6S/U0p0BZbckbuKgydpcP7WpelZ6X1IpFtUm3yqr9yVBjy5chTLncq6R5shFBWeLvJp0x4WwnEQS0ZAS3bsM66690TKXW2pVEsV6HKi3VCuGUUizEOn9RacZhVOm8J5pDVkWhkSfWREXPE2e1vC06QFcykmZeMU2k0Sj0W7WKsXWKdDtFaW+21q+W94iYbUFUHGPU0ddbIdpC1GwRVjwYMGCIxmY9eQdyDu5ebsHt9/72MODBF9ArLtjLC8WqoNWzIvaoU2VCtWQydQvnbwA6tHebZdRJAqUopTrgNBwyaa4J7TbPFUeknb1sWvnNdFFtOulVoMebrximrK2umy26+HFVNx7H3Hg1Pn5Ofm3YaPRvrORUTKy60zHo9KbqjcuMUarTbXeqzULiC2DDjyi0aC2Drbxq1xGuL3SF4eUVJn3LtSZmrcL9m02BBpCytIjcOI5GAm0abHfwHGmlZUyEnFa2CgkZiPJtIiJa4MGDBFZjokWFlre1JvZ+/LreoT0ViJGZkM1lKaMSI9xlkyXHFXnBFaYa27HR3PDvDxjH+mDQbcomcc5KDXJ1RKVDhyJZVGrLUJTUgm9DZcfUzUiEQb87h6b+9t27fzo117KO3xuCXmsdtyIbbbCs02q0F6WdQVd4k23IaacKIgbuIqjwzdIGg3iHExq9K30vW80HGcvLclUqI3TYIyEepK00ZMpG14rwRlaZ4YF6n5mGhXYXL4iIklj2JFjxgwXoNlmbkONjsHZt8+hAhf14yLPf8AgR/d/wAXb93+LGrgwXi2EmOhroDPN8JoF/7seynPltIuCpDr2k0CqWvwl05v48amDBFs9bPQR2M8un2oPc9/s7ceinynTIn3BeMvObgCZdn31RVxqYMEXoiIi3F/4Y84MGCIwYMGCIwYMGCIwYMGCIwYMGCIwYMGCIwYMGCIwYMGCIwYMGCIwYMGCIwYMGCIwYMGCIwYMGCIwYMGCIwYMGCIwYMGCIwYMGCIwYMGCIwYMGCIwYMGCIwYMGCIwYMGCJk9Hj21IfzVWv1ZJwyB7o/Iwt+jx7akP5qrX6sk4ZA90fkYIv3BgwYIjBgwYIttj2M31+R0/wClwsaxZqUb0ofQz6Eqpx/IXU+tdXb4W/h6b9d2uz7+mNln2N31+Rs/6VCxwSsO/fSt8t9XpHk3yP1jXrR8bg8PXu7dN+nua4s8NqaKn5zyyXJcWbpe56lzvKCkp6rmOfAOV4Iu4t19R1PYoRkPWxoWa9Dq7lFl1XgPPF1OI0Jvu6sOptBCVE93X+LDA6WF5Bdr1smNl1i3kityh21GO21xtxNdobFXzaduFjk9Oq1LzIo82iRo8iay45wm5BqDRLwjRdVT7yribdI+vXXWzt9bopVNhEy3J4KQnzdQhVW9d25E082OHqqLPj8FXzYOVhGbMQRo/TLsd97cV28NKHYe+fXQgbacOPBI/DL6P0+owM1aMtGotSqUuUkmC21TJIsSmkkRXmTkMukm1p1kHCeFw+QCa3EojzCtMNvovUat3FnTQqHQKrS6e/NYqLbztUY40Q4iQXylMvt7h3tuMC62qbh7/eHHSqqV4Wc084bUt+2qa1kFW7jpVPhVKGxUq5c1PlSHXXDJGZ0iQ04QtME2xIR1xz1Ii4RC4W0d1Pekhlxf9Kfbv2u0q8maJIeGlwpd4VuLOqkkm1eRTNGz4nD3g6gHt4ewBUTLcOLO1P0w6Lbi2RSLsy1jWLS6VFbuiJT6PVijsUuouSFgRkjDJNH1kOyC54ijI37N7peJS9KuDnIxldRGMzJNtBAp1SKkUqPSDnx0bOKUvjROquPpHAIo7Wxe4PHNs447y9UwRVCwYMGCIx6Edy+9jzjI24TTgmC8w+ZcEV4Mm3c1snctK3l/VMhZdwSHJ1NrbJeUYwQC4zrMNoJbzTncR6N60jne4vGEQHdivHSlqtZrmet41uuWi7bM2oVMpTtNdmjKNgjbbPtdBVE9yELm4V058WLyXuXOPPiwqpQYNSy6ptqMlAo42nJoxzmpCJJCW5I0V05DDLaKIbkcFhoT2ALO0SGu3SkbuprOm5gvKZS5lQ6yzq/TQcSO42sVhWjHiqTnayrOu4zXdu5y7xESgwYMGCJgZWUC8SqZX9bNryqvDs6XTahPFgQIR3zWgYbXchczju0BFAMl+CSYmHS6uKXXs6KwdXt6q0iqwhYg1BuqSG3ZLsppv1R1wWVVhtS3ivDZ9SHw94sZOjhlxmZmDRMxYljLTW6UNt8GuvT3SFpto5LTrQAqdjbxHG9cc5AaF0ixq9LSjV2l5zVt+4KxAqsqocCcU2nQXYsORvZREOOhkW9vRvsNDIS8PiwRJXBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYIjBgwYImT0ePbUh/NVa/VknDIHuj8jC36PHtqQ/mqtfqyThkD3R+Rgi/cGDBgiMGDBgi22PYzfX5HT/pcLEicy8vf0gvRD6aEvyd6F+teTPJcfZwuDrweJ3tNOzXz4jrHsZvr8jp/0uFjSKJll6TvH9GX9+PIW7qfl0/rjh+t8Hfp5/Bpj0YZJiX0b2tyanNbUdQvxVNjETpOZy8HD7Id47d4SqylpM+r5j0ml06rnTZTrpi3KBlHCbJGzXur2L5tMTDpFWvXbaOgjXLseriyW5BNK5FBjhbSDdpt72uuILlq1SX73prVbmdVhE45xXusKzsThn9sTTb26Yk+d0O1Ii0hLZrRz0IX+NuqCytqooaedV2+LFTLLbEY4bHUb5bjju7gvodJSF3J+eozN0cBYvIcdWbM2I13PalPh1dESnv1PP63WI9crFGNqNVH+t0dlHpoo1TpDig02rT3EU0Hh7EaMlQ+USXCVw1OjQFhuZ0UEMzAo7lucKeskKs6LUMnUhPdXR017BHj8Hz9muLVcqrvXBaN1+iC16k1mzmQMinwm3qVSpHUo8quFKD1VmA0UZr60HmfR+K6Qh3AbP1PCQ6X1hHl7YdtwgzOu+71qyMuPyagqyKY7whkq2Ud8Y3CVxFcc12yHDLinvxIK3R+hTR6+zU6FWbcnOjd0GoOQ32ZL9PGkOmzDmweKhoBKBlImDs8Ozbyd5JZn3Fk1ULPn1C0rQo0G451wyaaTMOQ91VmnRj4rU1iOp+pFJB1lgu0uWIRDzPFgiRODBgwRGDBjOxs4o712ju7SVNdv39MEVmejWNdLLm6XaDnJUbHeYrFAQ3H3WWqa01IkG0cp1wzQk2cLuJsE9gi6TgltFc9KOiTbcz4vOjTbpl3CcWrONjUZclt918dgKJErXImgqIbQ5R2bR7uHpa69Ed2kVuZJpttxlejW5KCHKqch2RG1jR1mRWD0RziFI6xxpIL6kIdwR2lisGaoWqzmHcTdlKz5DSrTvJ/VyVWuq9ad4OzXt28Lh6YIohgwYMEU/wAoK9dMK7ItAtm8qpbDdySI9KmyoDhiXAfeBotREk36I4paf5tMTbph02oU7OWoNTLgq9Xbdhw3471YeDrosm1q2DscY7HVFRP8XVoVD+ViPZMu5UOwrlp+ZtNZJTYpbtOmFOdYJvSqxRltgAoW4ziOP8+hbBaIhEix0OlG3luOaEsssToIUZY0Ygi0QVWJGcUPVGgd1UZCjy6vDtE/g7hLBEm8GDBgiMGDBgiMGDBgiMGDBgiMGDBgi9YmeXtzUqgynYtUtiJV0nuMtgT+nqOiqi6aiXn3YhmNqnSAiVCLJd12Muia7fPoi648K0VUDamF0T72PUSDpruCDwTzuCVa7V9U6yQsqmjvfacKSLIDuFUVdiggf9+JA5a1HqD9RptXsCnU+mi36lOAmRJxPdVEFEJvTCnq1/UadmZCvJlmX1FjhqYECcXsFUXRNdP9uOzDzeo8io12PX2Z0qj1HsjtqKOG2mmipoRbUTGOl1w0+EYiIYuZzXDBm6Tr5idbdIC4HA6LDlPb9upNrFbrIxZFOhOJGZV4OLzEWiLt0VF1THVhWjS4ecz0OTT4z0F+Ob7bBMJwh1Duonm7McSlZrwbQtmLSLWguvPi6ZvFNHs0Vfc2qmOw9m7aT1xUm4XItRF2LHdZfFGQ28w+Hn9/HthxUmrgxZ9TPKxjsj2uaNdrAZTbSxJB48ezXrvUezL3qdbtNLWjwJlI9ZksbQ3ap2Ku1E933F3Y26Fb8KBYtPehWNTq5URHhmBCy0rmhkilxDFcRqdm9aFOCpVG0qJICs1Etzj8gE26/C75eb3vNjBT8zbEl2lEt27KbUZitczyAAohHqq6oomK+7gAFAdQ4qYwGteGZm6FxLvN6Z88GxPDMF1bLjUytXxXG59l06EcSO0HUC4bwCae8qAg9uNm9reoj1iTavV7Pg0OoRt3AFp0FXXXRO0NEXX3sRS3L+sa2Lhqcyi0ydGgS4oMsgibzE086rucX+vGCq5k0i4bEcoFbCc5VGyImHhEVQtF1HcSqq+bz4ABTZMPxF1bHLEHCMGPi69gOlpnI4a3zHbVWFy1yHyoqmU1q3PUMoqpc1UqcTiSjp9VVkt2pc6o7LZD/RxD7B6Ptk3Nf181i4aHPpdsWlJIRoXWtZGqN7+E44Bnqmnui7/KxC7j6QLx5R2ZY9jVi5qHVaCBN1CRHkdVaeHRdEEmnNx/ykHGlkn0ganlvdFRn3WMy4qXcAbaq09IJ11wvNxfVF2menYu/wA6e7jJdymrRrcyI6SdMrlIsHL6ZalfosTiQpLQgDbraFo2JgLm0jLxbub4+MmRORWXNfyq9EF25ZTrjrjNUkwnmYdSVh1BA9PFJZZ5f4cR+T0i8lrHoNYhZJZVzKfUq+04zKk1I9gtCQ6cmjrpKPb3EUBxFLaz+atDJCNYlAercO449Z8odbYPhRyZ37lbVwXEc5vdTTBFJuk5k1YtkUO2KvZdqT6BNq0hyK/TZE7jkHZqO5eI6m75Lm3CguG3I1r01qHXqA/Eqb7Sk2fFQxJULTXlcVP9mJrn5m/ZebNXodyUli4I9QiReDNjv7W2Uc8+9gkdc2dvh2Dhf1O5KdWoBLVfKkqoAKiy5KlE/t1X39U/qxolDi5pF7dn/wBjRHcyYiHhxfcWINh23HH2hWByiyWymzysSl1Wm0HyHV6RUm49dCNUJJBJY01Xbxt6CpJ26B5vhYSmdqZct39MpuV1HOn0WniMVUI3iJ54VLiH6sZF97w93u4atI6UNsZcWTbNo5T0mqsJDlDIrZ1aO251kV0V1G1B3xKnvDhYZ83pZGYV/vXfY1NqUGPUWAcnBPEBcKXuLeYoBlyqPD93vbsb0S3wYMGCIwYMGCIwYMGCIwYMGCIwYbGUFgWTc9Buu4r2rUyDGokOIsdI/DFXn5EhWgFSNtzamqefQfvkKYkN6dGV20H7egyLwhuSrmrQUWIz1F5nYSKIuvEri+toa8nidHaQdhYIkNgxbWN0JCZOoxKregOOsPxCjHDpzxgcd4iT3UX1ZETXgou4B5z5Sxt3r0I6bTtzVtXm846SiALMhEQC6ZEIaqyKaNoqDve7jXiHBFT/AAYtPSOhozPCpVhL/gyqRT+tiRR4rjEgyjcdl3RHVUR0kNbdpd8OYduObQOizQqvT6PVpd+sxwl29Er0qL1Rd7ASIrrjScVV4eiux3kXl5B5i3YIq1YMWej9D1nyqxTZ+ZFNhlJCS6029RpYu8KO6wy4RNqSaeqyB2dvOHqndLHbpHQcccor8+tXzDWSTnAjNxY5CG5SXQnXDQtgcPaW5E7C5PjYIqjYMWBvTovpaVtzK+d3tPOMw3ak3D8jyWnurDw2tzgkXqK8Z0dRPuh6p3eXGjQejStZtWm3e5mNbcSFUmo20DVw3m3X1FlsDbTtT6q4rKl5k4Rn3e6RIzBiwZdFGQk4qE3mbZ5VbhcYWFlGgECn1dOf3+vfU23vbub/AIvHm2Oi+F0SJVPhX3AF9mqSocdXKfIRqVHiFHCW+0evMgOSdiB4yAtpYIq/YMWie6E9SCrSqMuYVBSRTYxPzFOJJQBRxT6tsVFXibkbJT2+teLdiKwujQ/5ebpVTugIsd6nNTgmlSpPBF2TLaixYx6qKg8RujvH7VtPXdtwRIfBh+ZvdG5rKHL+Hck+641SqcipNwXI8OOfV20KK66pcUtN5bm9qadhjzaYQeCJk9Hj21IfzVWv1ZJwyB7o/Iwt+jx7akP5qrX6sk4ZA90fkYIv3BgwYIjBgwYIt6lVKPTVqTc2hsVmJUaa7TJUN6W5FEm3HGXFVHWkUxVFaDTTsVCVFxq9Wy6/ebif0yqX9jBgwRHVsuv3m4n9Mql/YwdWy6/ebif0yqX9jBgwRHVsuv3m4n9Mql/Yx+tsZeiQk1k7FQvcVLyqSL+ZgwYIvRMZe7txZOxd3v8AoyqWvn+R7+PBRsutuhZNw9PyyqXn/wBDBgwRHVsuv3m4n9Mql/YwdWy6/ebif0yqX9jBgwRHVsuv3m4n9Mql/YwdWy6/ebif0yqX9jBgwRexYy/2kHpOxdvLqnoyqWn3vBjwUbLvcW7JuHr7v+7Kpf2MGDBEdWy6/ebif0yqX9jB1bLr95uJ/TKpf2MGDBEDGy75tuTcP7/+7Kpf2MfrjGXZGRO5ORVL3VW8qkq/mYMGCL86tl1+83E/plUv7GDq2XX7zcT+mVS/sYMGCI6tl1+83E/plUv7GDq2XX7zcT+mVS/sYMGCI6tl1+83E/plUv7GDq2XX7zcT+mVS/sYMGCI6tl1+83E/plUv7GDq2XX7zcT+mVS/sYMGCI6tl1+83E/plUv7GDq2XX7zcT+mVS/sYMGCI6tl1+83E/plUv7GDq2XX7zcT+mVS/sYMGCI6tl1+83E/plUv7GDq2XX7zcT+mVS/sYMGCI6tl1+83E/plUv7GDq2XX7zcT+mVS/sYMGCI6tl1+83E/plUv7GDq2XX7zcT+mVS/sYMGCI6tl1+83E/plUv7GDq2XX7zcT+mVS/sYMGCI6tl1+83E/plUv7GDq2XX7zcT+mVS/sYMGCI6tl1+83E/plUv7GDq2XX7zcT+mVS/sYMGCI6tl1+83E/plUv7GDq2XX7zcT+mVS/sYMGCI6tl1+83E/plUv7GDq2XX7zcT+mVS/sYMGCI6tl1+83E/plUv7GDq2XX7zcT+mVS/sYMGCI6tl1+83E/plUv7GDq2XX7zcT+mVS/sYMGCI6tl1+83E/plUv7GDq2XX7zcT+mVS/sYMGCI6tl1+83E/plUv7GDq2XX7zcT+mVS/sYMGCIWNluQqK5NQ1Eh5kW8aloqff5MfrkbLp9C4mTcMy5dd141JfMKIHnD3EFET7yD72DBgiDYy8VwnVybh8TiGSl6Malu3mnOuuzzknnX3fdx+7cvduz0oI2zgmGnozqenDLbuHud1fEnu4MGCL96vl3qv/AJG4epKJF/uxqXaWhaKvJ59CP/OXv48FGy5IVE8m4ajptJFvGpabdPN3PNpgwYIvTgZfvukbmT0Y3V271K8qkqryppqqh28u3H6TOXvDVssnYvDICEh9GVS2qKkqkips8yruVfv4MGCLIYWGTrj55PxlcPdxDK9ampFyoi7l2ar2bU/g7MYurZd7dPSbh6fllUv7GDBgi/OBl3u9p2Lr+WVS/sY/eHl/ua/8j0fc2ScL/dnUuVULXl5OzRe1Pv4MGCL02zl60u9vJ2KPIQ6+jKpa7VEt6dgeZR8+Pzg2AjaimTsRAIlLQbyqSIp6lqq8nn193BgwRfpjl8Te08oIqgLYNii3nU9EAUXYKcndRN21Pcxj6tl1+83E/plUv7GDBgi36PPtO3pRVShZVQafNWLKjtTCuadK4AvsOsmSNOBtNUA3NNfMvbjlj3R2+bBgwRfuDBgwRGDBgwRf/9k=" width="301px" alt="high frequency trading crypto"/></p>
<h2 id="toc-7">Retail, institutional and HFT essentials</h2>
<p>The hardware environment for traditional securities has been in physical data centers that were as close as possible to the actual exchanges to limit latency. In modern markets, crypto exchanges are natively in the cloud, so it requires a different approach for high-frequency traders to be physically located close to them. Another HFT strategy is volume-based trading, where the method leverages the total market volume at a given time. This strategy typically involves tracking the number of shares or crypto assets traded within a certain timeframe. Crypto trading is extremely volatile and crypto high-frequency trading algorithms are crucial for spotting lucrative trading opportunities. Generally speaking, HFT can be applied to bid-ask spreads, arbitrage, and other short-term trading techniques.</p>
<p>High-Frequency Trading significantly influences crypto order book data in various ways. Understanding these impacts is crucial for traders and market analysts to navigate the complex landscape of cryptocurrency markets effectively. This not only yields profits for the traders but also contributes to market efficiency by helping to equalize prices across platforms. The ability to execute these trades quickly is essential, as arbitrage opportunities can vanish in seconds due to the highly efficient nature of the market. Kronos Research is a leader in developing HFT for cryptocurrency and derivatives trading.</p>
<p>It’s good to make sure that they have proof of reserves and assets that they claim,” Hon said. To that end, I got the sense that Hon feels that decentralized exchanges need to catch up to their centralized counterparts in terms of the user experience and quality of execution. My impression is that part of his current firm’s goal is to bridge the current gap between centralized and decentralized exchanges.</p>
<p>A government investigation blamed a massive order that triggered a sell-off for the crash. It has replaced a number&nbsp;of broker-dealers and uses mathematical models and algorithms to make decisions, taking human decisions and interaction out of the equation. Some of the best-known HFT firms include Tower Research Capital, Citadel LLC, and Virtu Financial. The reputation of a high frequency trading firm is a cornerstone to consider. A strong, positive reputation indicates a track record of reliability and success.</p>
<p>You can gain a clear insight into a firm&#8217;s standing in the sector by exploring their website, reading online reviews, and client testimonials. However, the liquidity that HFT produces can come and go in only a couple of seconds. Many claim it is therefore not beneficial at all and call it “ghost liquidity.” Furthermore, HFT users place unconditional trust in the infallibility of its algorithm. Should there be an error, millions can be lost in the blink of an eye. This article will cover how crypto HFT is different from the conventional one, its current best practices, and bottlenecks. If you would like to know more about Empirica’s R&amp;D project for detection algorithms contact us here.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="high frequency trading crypto"/></p>
<p>Many crypto exchanges, like Coinbase Pro, offer maker-taker fee models where market makers get paid for providing liquidity through rebates. Another factor that sets crypto HFT apart from the traditional one is the&nbsp;transparency of transactions. Everyone can see your orders, including pending ones in mempools and your slippage protection settings. While transparency is an outstanding benefit of blockchain technology, for HFTs, it could be a problem.</p>
<p>Advanced networking technology like co-location and direct data feeds provide HFT firms with speed advantages to capitalize on these short-lived opportunities. The ability to quickly retrieve and process high volumes of data is the key to capitalizing on market opportunities. MongoDB Atlas accelerates the data analysis process to enable quick changes to trading models. As a result, Kronos is able to trade US$5 billion per day on average, with a top day so far of US$23 billion.</p>
<p>Some institutional investors and hedge funds specialize in an ultra-fast style of trading called &#8220;high-frequency trading&#8221; to swap trillions of dollars in cryptocurrency each year. To land a job in a High-Frequency Trading (HFT) firm, you need a blend of strong quantitative skills, technical expertise, and a deep understanding of financial markets. This comprehensive guide covered everything from the essential qualifications and skills required to the various job roles and responsibilities within an HFT firm. The HFT traders may provide the most competitive bid-ask prices, which may result in the narrowing of bid-ask spreads. Spread is the difference between the immediate best ask price and the immediate best bid price of a security.</p>
<p>Such variability necessitates a deeper analysis of&nbsp;crypto market liquidity, as traders must discern between genuine liquidity depth and momentary spikes caused by HFT activities. The sheer volume of trades generated by HFT can also lead to market movements that may not necessarily reflect underlying market sentiments, adding layers of complexity to market analysis. Direct market data feeds like FIX API are used to get real-time price updates.</p>
<p>For HFT to function effectively, it must achieve low-latency response times and handle high trading volumes. Additionally, it relies on tick-by-tick data and a thorough understanding of market microstructure. The key is understanding the industry&#8217;s landscape and honing your skills to meet its demands. Breaking into this competitive field requires a specific skill set and a deep understanding of High-Frequency trading job requirements. Virtu Financial is another major player in the high frequency trading space and specializes in advanced algorithmic trading strategies.</p>
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			</item>
		<item>
		<title>Digital Asset Change Platform Improvement</title>
		<link>https://www.rheumatoidsupport.com/digital-asset-change-platform-improvement/</link>
					<comments>https://www.rheumatoidsupport.com/digital-asset-change-platform-improvement/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 25 Apr 2024 03:38:14 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://www.rheumatoidsupport.com/?p=4912</guid>

					<description><![CDATA[Also, it is very important acknowledge right here that fraud and disputes are potential threats inherent on this system so we have to adapt and innovate correctly to mitigate these dangers. Further, the decentralised market infrastructures won&#8217;t provide the same diploma of accountability as current clearing firms. Thus, having dependable solutions to such questions is [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Also, it is very important acknowledge right here that fraud and disputes are potential threats inherent on this system so we have to adapt and innovate correctly to mitigate these dangers. Further, the decentralised market infrastructures won&#8217;t provide the same diploma of accountability as current clearing firms. Thus, having dependable solutions to such questions is crucial for traders. Further, one other circular was issued, which provided the mechanism for withholding taxes on transactions aside from these going down on or via an trade. No deduction with respect to any expenditure or allowance (other than the worth of acquisition) shall be <a href="https://www.xcritical.in/blog/digital-asset-trading-a-guide-to-digital-assets/">Digital Asset Trading</a> out there.</p>
<h2>Key Features To Assume About When Creating A Digital Asset Marketplace</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/fundamental-differences-trading-768x512.webp" width="405px" alt="What Is Digital Asset Trading"/></p>
<p>While the United States leads in regional inflows, outflows in areas like Canada and Sweden indicate the complex and multifaceted nature of the global cryptocurrency market. As regulatory readability improves and technological developments continue to boost the utility of digital assets, the cryptocurrency market is poised for sustained growth and further integration into mainstream monetary methods. An various to VDAs being handled as ‘securities’ is treating them as ‘commodities.</p>
<h2>What Is The Difference Between Crypto Belongings And Digital Assets?</h2>
<p>Consequently, by providing a broad selection of benefits, such a platform is seen as an opportunity for development and is being adopted in a widespread method. Geographically, the Digital Asset Trading Platform Market across the world is sub-segmented into North America, Latin America, Europe, Asia Pacific and Middle East &amp; Africa. Asia-Pacific will dominate the with largest Digital Asset Trading Platform Market share in upcoming years owing to the growing home consumption within the developing countries. You can use ClearTax&#8217;s Crypto Tax characteristic to calculate taxes on cryptocurrencies received as gifts. Cryptos could be gifted both through present cards, crypto tokens or crypto paper wallets. However, if the worth of the crypto present from a non-relative exceeds Rs 50,000, it becomes taxable.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/business-intelligence-tools-for-brokers-reasons-to-start-using-bi-768x512.webp" width="406px" alt="What Is Digital Asset Trading"/></p>
<h2>Which Crypto Transactions Are Liable To Tax In India?</h2>
<p>After an almost two-year legal battle, the Indian Supreme Court ultimately overturned RBI&#8217;s order, ruling that it was unconstitutional to prohibit buying and selling in cryptocurrencies without any regulatory framework in place. This landmark decision played a significant position in igniting the crypto increase of 2020 and marked an important turning point for the struggling Indian crypto market. For Individuals, whether crypto property need to be declared&nbsp;within the Asset and liability schedule or not is an unanswered query. In Schedule Asset and Liability, currently, there isn&#8217;t a particular subject for disclosure of your Crypto holdings.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/customer-retention-for-brokers-8-tips-for-brokerage-firms-img-2-img-1-768x512.webp" width="404px" alt="What Is Digital Asset Trading"/></p>
<p>It additionally helps peer to peer transaction capability and maintains a system that administers millions of transactions to fulfill consumer demand. Led by Bitcoin’s substantial inflows, the surge highlights the evolving landscape of digital asset investments and the pivotal position of institutional adoption in driving market dynamics. Achieving a YTD total of $29.2 billion in digital asset investments signifies a powerful and sustained curiosity within the cryptocurrency market. This milestone displays the maturation of digital belongings as a respectable and enticing investment class, comparable to conventional monetary devices.</p>
<p>In addition to this tax, 1% TDS will also apply on the sale of crypto belongings of more than Rs 50,000 (or Rs 10,000 in sure cases). The government&#8217;s official stance on cryptocurrencies and different VDAs was clarified in the 2022 Budget. In layman&#8217;s phrases, cryptocurrencies are digital currencies designed to buy items and providers, just like other currencies. However, they have largely been controversial as a end result of their decentralised nature, which means their operation without any intermediary like banks, financial establishments, or central authorities. Currently, real-world tokenization (RWA) is making a buzz throughout the digital token landscape. The rising recognition of RWA tokenization is driving unprecedented&nbsp;technological advancement on this industry.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="406px" alt="What Is Digital Asset Trading"/></p>
<p>You would know the value of the Monalisa portray by Leonardo da Vinci within the Louvre museum–it is certainly one of its type and a single piece. In the identical way, the more distinctive a digital asset is, the extra its worth is. Hence, the much less the possibility to reproduce and replicate a digital asset, the upper its value.</p>
<ul>
<li>However, since blockchain transactions are anonymous, it is a fertile alternative for fraudsters and scammers to search out methods to steal and launder cash.</li>
<li>However, before leaping into this asset class, you must be taught to spend money on it.</li>
<li>In a landmark week for the cryptocurrency market, digital asset funding merchandise experienced net inflows of $2.2 billion, pushing the year-to-date complete to a record $29.2 billion.</li>
<li>Loss from transfer of VDAs is neither eligible to be set off against any income nor permitted to be carried ahead.</li>
<li>The European market, notably Germany, has proven regular progress in digital asset investments, pushed by a robust regulatory framework and increasing adoption of blockchain expertise throughout varied industries.</li>
</ul>
<p>There have been many modifications in the monetary providers sector, thanks to developments in expertise. Effective from 1 April 2022 onwards, any income from transfer of VDAs is taxable on the rate of 30% (plus surcharge and cess). Such bodily property are likely to be gold, USD commodities like soybeans, and extra. For example, a stablecoin is one such asset-backed token; its worth is tied to the US Dollar.</p>
<p>The number of digital property is rising at an ever-increasing pace all all over the world. These decentralised digital instruments have revolutionized the world of finance. As a result, there has been a gentle increase within the demand for tools and services supplied by digital asset buying and selling platforms. It is challenging for crypto asset service providers to navigate regulatory frameworks with out steerage from authorities on how FEMA or different laws could have an effect on their trade. Regulatory stability performs a crucial position in fostering client confidence in a market and so as to increase people’s confidence in the monetary system, strict regulation is required.</p>
<p>For a digital asset to be considered an asset, it must first have the potential to create worth in that it may be utilized in a manner that generates worth for the proprietor. The digital asset ought to then have the power to transfer ownership through purchase, gifting, or other technique of giving the rights to someone else, along with the value the merchandise can convey. If you&#8217;ve digital asset transactions, you have to report them whether or not they end in a taxable acquire or loss. This report presents a complete overview of the Digital Asset Trading Platform market, share and progress alternatives by product kind, applications, key firms and key regions. Please note that this mandate is only for companies, and no such compliance is required from individual taxpayers. However, reporting and paying taxes on the gains of cryptocurrency is a must for all.</p>
<p>Conventional exchanges frequently fail to ship subtle buying and selling instruments, strong security protocols, and extensive help for traders of all ranges. Furthermore, the market is missing platforms that present a complete vary of trading options, similar to spot, derivatives, and P2P trading, along with interactive consumer options and adherence to regulatory requirements. Digital asset market improvement is a fancy course of pushed by the rising popularity of digital tokens. Key issues include thorough market research, careful ideation, regulatory compliance, robust platform development, and structured tokenization processes.</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
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		<title>Bitcoin Breezes Past $71,000 Mark: Listed Here Are Four Components Fuelling The Rise Of Cryptocurrencies</title>
		<link>https://www.rheumatoidsupport.com/bitcoin-breezes-past-71-000-mark-listed-here-are/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 23 Jan 2024 02:22:33 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://www.rheumatoidsupport.com/?p=1234</guid>

					<description><![CDATA[James Butterfill, the top of research at CoinShares, informed me this rally is more &#8220;fundamentals driven&#8221; than rallies in years past. The prospect of interest-rate cuts by the Federal Reserve has buyers of all stripes bullish on riskier property, together with crypto. (Also, not everybody agrees will most likely be good for bitcoin&#8217;s value.) Others [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>James Butterfill, the top of research at CoinShares, informed me this rally is more &#8220;fundamentals driven&#8221; than rallies in years past. The prospect of interest-rate cuts by the Federal Reserve has buyers of all stripes bullish on riskier property, together with crypto. (Also, not everybody agrees will most likely be good for bitcoin&#8217;s value.) Others pointed to technological improvements in crypto and bitcoin, or to troubles at New York Community Bancorp, or to Argentina&#8217;s presidential election. If you&#8217;re planning to step into the world of crypto investment, note that Bitcoin’s value could go up or down for the reasons mentioned above. Despite its volatility, Bitcoin is a more reliable value store than gold or other traditional commodities.</p>
<p>They&#8217;re more accessible for investors, simpler to commerce, and higher regulated than a direct investment in bitcoin. The SEC accredited practically a dozen of these funds, together with products from Wall Street stalwarts corresponding to Fidelity and BlackRock, who&#8217;ve come round on the asset class after years of claiming bitcoin gave them the ick. This has helped legitimize the asset class and made extra folks snug investing in it, particularly when it is packaged within the acquainted ETF format.</p>
<p>Companies that are early adopters of blockchain expertise could see important gains in the coming years. As the technology continues to mature, it will be necessary for firms to remain abreast of new developments and potential functions. Investors incessantly peruse the information to gauge whether or not the value will rise or fall. Fewer individuals will need to purchase if nervousness ranges rise, decreasing prices.</p>
<p>But then a crypto whale decides to go on and dump 10,000 cash into the market. Well, it is going to be time to pray to god because the worth will surely collapse after this transfer. Scams and safety <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> breaches can contribute to Bitcoin’s unpredictability. The volatility increases when there&#8217;s a rip-off or a security breach since people are more more doubtless to panic.</p>
<h2>Why Bitcoins Are Risky: Key Points To Keep In Mind</h2>
<p>Ironically, this approach to safety produces unbelievable outcomes, as evidenced by the countless beneficial open-source software actions, such as Linux, which have resulted from it. To establish successful options for cryptocurrency, Bitcoin and crypto builders should expose safety points to the relaxation of the world. The great majority of cryptocurrencies, similar to Bitcoin, are totally digital property with no bodily backing, corresponding to money or a commodity. This means that the pricing of their items is totally determined by provide and demand issues. Ethereum, or any crypto asset, is risky due to the newness of the asset class. But if compared with different smaller cryptos, Ethereum is relatively stable.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/55ebd8e2-3cc0-4975-a603-760ef05376bb-768x512.webp" width="304px" alt="Why is crypto so volatile now"/></p>
<p>Let’s perceive in detail how both of those factors affect crypto volatility. Another is that the US economic system could additionally catalyse extra crypto gains, in accordance with Deutsche Bank, with sturdy economic performance and a surge in the largest tech stocks like Microsoft and Nvidia. In January, nine bitcoin ETFs entered the market, which resulted in $4 billion in buying and selling on their first day of availability. Bitcoin boomed when interest rates declined through the pandemic with extra individuals borrowing and investing cash easily. During Russia’s invasion of Ukraine, rates of interest soared and bitcoin shrank.</p>
<h2>The Economic Times Enterprise Verticals</h2>
<p>Considered to be most risky, analysts aren&#8217;t shocked about the sudden rise and fall of the cryptocurrency, which dropped beneath $17,000 after the fall of Bankman-Fried’s FTX in November 2022. Save taxes with Clear by investing in tax saving mutual funds (ELSS) on-line. Our experts counsel one of the <a href="https://www.xcritical.in/blog/crypto-volatility-important-points-you-should-know/">crypto volatility</a> best funds and you can get high returns by investing immediately or through SIP. Download Black by ClearTax App to file returns out of your cell phone. Blockchain is a distributed ledger technology that permits for safe and transparent record-keeping.</p>
<p>Hence, crypto whales can be powerful movers of the market, inflicting major volatility in cryptocurrency with their moves and even words. The early adopters of cryptocurrencies who hold massive volumes of coins are referred to as crypto whales. Because they maintain massive provide of anybody or a number of cryptocurrencies, they are in a position to maneuver the market.</p>
<p>The worth surge has triggered largely by allocation of institutional gamers and increased retail participation because of Spot Bitcoin ETFs and the upcoming Bitcoin Halving occasion. CAs, experts and companies can get GST prepared with Clear GST software &amp; certification course. Our GST Software helps CAs, tax experts &amp; business to handle returns &amp; invoices in a straightforward method. Our  Goods &amp; Services Tax course consists of tutorial movies, guides and skilled help to assist you in mastering Goods and Services Tax. Clear can even help you in getting your corporation registered for Goods &amp; Services Tax Law.</p>
<ul>
<li>We’ll undergo the following pointers in detail within the post, and possibly you’ll get the answers you’re in search of.</li>
<li>These Bitcoin ETFs, on common, are clocking a daily inflow of almost $210 million, as talked about by Forbes report.</li>
<li>Despite this, a vast variety of companies, like Microsoft, PayPal, Etsy, and others, have already embraced blockchain know-how and are actively selling and promoting it.</li>
<li>If all Bitcoins are mined, and there&#8217;s any spike in its demand; its value will transfer up as a outcome of there isn&#8217;t a new provide coming.</li>
<li>&#8220;Simply put, [bitcoin] could finally be rising up. We have been ready many years to see this growth, and it might now be occurring.&#8221;</li>
</ul>
<p>To comprehend why the cryptocurrency is so volatile, you must first comprehend the nature of volatility itself. Again, when China banned all crypto mining-related actions in 2021, there was a significant drop in cryptocurrency costs. Warren Buffett, known as a legend of investing, too, have strong views on bitcoins.</p>
<h2>What&#8217;s Driving Bitcoin Costs &#038; Where Are They Headed Next?</h2>
<p>Investors typically wonder why the value of bitcoin fluctuates so sharply. Meanwhile, crypto traders have been bracing for the halving event, expected in April, which will reduce the quantity of bitcoin rewarded to miners in half. Some strategists have used halving to justify six-figure value forecasts, pointing to the token making new all-time highs within the 12 months following the prior three halving events. Cryptocurrency remains to be a model new and creating market, so there is ‘uncertainty’ that can drive market volatility.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/d09c7dcf-230e-4475-bedc-93e197cf32ff-768x513.webp" width="305px" alt="Why is crypto so volatile now"/></p>
<p>It was created to act as a digital foreign money and is now being used as a store of worth. On the opposite hand, Ethereum has multiple use circumstances, and various apps are being built on it using sensible contracts. According to the Farside Investors data, Bitcoin ETFs have soared to an excellent stage of $6.7 billion because the Securities and Exchange Commission gave them an approval firstly of the yr. These Bitcoin ETFs, on common, are clocking a every day inflow of almost $210 million, as talked about by Forbes report.</p>
<p>Whichever side one is on, it is advisable to train due warning before committing giant sums to it. &#8220;Greater ranges of institutional curiosity may be dampening [bitcoin&#8217;s] day by day value strikes,&#8221; Colas and Rabe mentioned. &#8220;Simply put, [bitcoin] might lastly be rising up. We have been waiting many years to see this growth, and it could now be occurring.&#8221;</p>
<h2>Where Does Cryptocurrency Get Its Worth From?</h2>
<p>The high-profile use of bitcoin in drug gross sales through the Silk Road bazaar, which was shut down by the FBI in October 2013 after being uncovered by the media, has also caught investors off guard. Moreover, the growth of decentralized finance (DeFi) functions built on blockchain expertise has also opened up new investment opportunities. DeFi purposes are designed to supply traditional monetary services, similar to lending, borrowing, and buying and selling, without the need for intermediaries like banks. These functions typically depend on cryptocurrencies as their native currency, creating new alternatives for investors to participate within the emerging DeFi ecosystem. Compared to the entire provide, there are far too many bitcoin holders. Most bitcoin holders don&#8217;t perceive the expertise or its functions totally.</p>
<p>&#8220;Over the final 3 years, many people began their trading and investing lives targeted on digital currencies like [bitcoin],&#8221; DataTrek&#8217;s cofounders said. &#8220;Now that volatility is lower than ordinary, they could shift capital into spicier single stocks where every day returns give them a chance at brief term gains.&#8221; The potential applications of blockchain know-how are huge and extend past the cryptocurrency area. In  the financial sector, blockchain know-how has the potential to streamline and automate many processes, including trade settlement, clearing, and funds. It could additionally enable sooner and safer cross-border transactions and reduce the necessity for intermediaries like banks and clearinghouses.</p>
<h2>Gold Vs Sensex Vs Bitcoin: With Over 62% Returns, This Asset Class Is Main Returns In 2024 So Far</h2>
<p>Carter told me that while there&#8217;s lots of excitement in the meanwhile, he thinks bitcoin is on its way to being a &#8220;boring&#8221; asset because it turns into extra institutional and as the ETFs present more-permanent purchase strain. It&#8217;s not sure that everybody will get wiped out as soon as again, although after bitcoin hit its new excessive, its value fell almost immediately by hundreds of dollars. Different investors purchase in at totally different times, and lots of true believers by no means sell, it does not matter what happens. And hey, possibly it will all work out this time, nevertheless it&#8217;s inconceivable to not acknowledge the sample here. In contrast to extra stable investments like bonds or shares, Bitcoin’s price, which has surged by 50 in the past five years, may be very unpredictable. The price of crypto may turn into unstable on account of the bitcoin neighborhood publicizing safety flaws in an effort to create remedies.</p>
<h2>Sign In To Read The Complete Article</h2>
<p>For occasion, when RBI (Reserve Bank of India) suggested banning all cryptocurrencies in 2018. It scared all of the cryptocurrency buyers in India, leading them to dump their cryptos (even at losses). This incident resulted in high crypto volatility within the markets and exchanges, contributing to a sharp value decline. The rising adoption of blockchain know-how has also led to the development of latest business fashions and opportunities.</p>
<p>If there&#8217;s a safety breach or an algorithm that&#8217;s compromised, it could put the integrity of the whole system in danger. And this is bad news, as security breaches could be harmful to the apps and utilities that run on that blockchain. It can also open the network as a lot as vulnerabilities, such as theft of cash or tokens. The first, as quoted in Barron’s, is spot Bitcoin exchange-traded funds (ETFs), which have been permitted in the US in January and have sparked the latest leg of the crypto rally. These funds buy and hold Bitcoin itself, and as such their inflows can have a mechanical impact on prices. The rally has come after greater than two years since November 2021, when the price of Bitcoin skyrocketed to almost $69,000 but later dropped by half, diminishing its attraction as an asset class.</p>
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		<title>Best Forex Robot May 2024  Top 10 Trading Bot Providers for Beginners</title>
		<link>https://www.rheumatoidsupport.com/best-forex-robot-may-2024-top-10-trading-bot/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 12 Dec 2023 02:46:55 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://www.rheumatoidsupport.com/?p=1706</guid>

					<description><![CDATA[These fraudsters offer robots which work, but to offer such a farfetched guarantee of success is just impossible. This means that it is in the provider’s best interest to try to increase your ROI by placing careful trades for you. The bigger the profit the robot provider makes for you, the more they stand to [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>These fraudsters offer robots which work, but to offer such a farfetched guarantee of success is just impossible. This means that it is in the provider’s best interest to try to increase your ROI by placing careful trades for you. The bigger the profit the robot provider makes for you, the more they stand to gain themselves. However, because the technology in question is automatically executed, you can just take a back seat and let the forex robot buy and sell assets on your behalf. This is another way in which a forex robot can be advantageous, as they are accurate and logical by design – crunching numbers and  making ‘decisions’ with no emotion whatsoever.</p>
<p>These predictions are the product of thorough market analysis and cutting-edge algorithmic methods, giving traders a competitive edge by keeping them abreast of market dynamics. Forex Robot Easy proudly announces the launch of its groundbreaking platform, designed to transform the landscape of algorithmic trading. This comprehensive portal is set to become an indispensable resource for traders, offering in-depth robot reviews, expert analyses of financial companies, and financial forecasts. There are some successful robots out there, but be aware of the data-mining bias that is front and center of most made-for-purchase systems. Typically, these systems maintain an edge and manage risk successfully. They&#8217;re less about high win rates and more about position sizing and cutting losses quickly.</p>
<p>Well, perhaps it is worth using them as part of an existing strategy. For example, if you are only able to be physically present for a certain period within a trading session, but you want to keep your trade active, the forex robot could enable you to do this. For example, the 1000pip Climber System has an introductory one-time price&nbsp;of $97, while the GPS Forex Robot has a one-time charge of $149. Other systems offer higher-end options for a monthly&nbsp;or yearly subscription price.</p>
<p>Traders should keep an eye on these systems to ensure that they’re working as expected and make adjustments when necessary. Forex robots can be highly effective at recognizing technical setups and profitably trading the forex market. Be sure to check a forex robot’s historical win rate and profit and loss record. You don’t need prior trading experience or exposure to other forex robots. They come accompanied by elaborate user manuals to guide you through the installation process. Plus the customer support team is also on standby either on the phone, social media, Skype, and email to walk you through the installation and settings configuration process.</p>
<p>Once a limit is reached, trading for that particular security is suspended until the next trading session. Daily trading limits are imposed by exchanges to protect investors from extreme price volatilities. A Financial instrument ideally refers to the proof of ownership of financial commodities of monetary contracts between two parties. In the money markets, financial instruments refer to such elements as shares, stocks, bonds, Forex and crypto CFDs and other contractual obligations between different parties.</p>
<p>Our mission is to assist both novice and experienced traders in navigating the complexities of the Forex market with ease and confidence. Forex Robotron is another example of the success of Forex trading using a fully-automated trading robot. At the same time, the<br />
robot requires deep knowledge and understanding of trading processes in order to achieve similar results. That is why it can be difficult for beginners to master working with it. The law does not currently prevent you from using trading robots, but it doesn&#8217;t specifically permit the use of them either. The best thing you can do is to make sure that you are aware of the trading laws within your specific region, so that you don&#8217;t get caught out if the laws change.</p>
<p>A feature of some robots is that developers maintain the availability of analysis of the history of trading operations so that traders can use this data to improve their own strategies. Many companies create and sell forex robots, but be careful whom you deal with if you&#8217;re in the market to buy one. It&#8217;s not uncommon for a company to spring up overnight and start selling an &#8220;instant riches&#8221; forex robot, including <a href="http://www.tvserial.ru/serial.php?id=1562">http://www.tvserial.ru/serial.php?id=1562</a> a money-back guarantee, only to disappear in about 45 days or so. The best way to get started is to open a demo account with a forex trading broker that supports MetaTrader and then start experimenting with developing MQL scripts. After developing a system that performs well when backtesting, traders should apply the program to paper trading to test the effectiveness of the system in live environments.</p>
<ul>
<li>With so many excellent forex robots to choose from, how do you decide which one is best for you?</li>
<li>After developing a system that performs well when backtesting, traders should apply the program to paper trading to test the effectiveness of the system in live environments.</li>
<li>Automated forex trading robots are available for purchase over the internet, but traders should exercise caution when buying a trading system this way.</li>
</ul>
<p>This is not only helpful for traders who do have hours to spare a day, but also for people with busy lives who do not want to risk missing out on some great gains. As we are going to talk about a little later on, one of the obvious benefits of using a forex robot to trade is the lack of trading emotions, and the ability to be on the ball 24/7. The bot  will go live as soon you fund your account, but you have the option to turn it on and off and to decide of the number of trades it can execute simultaneously.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="fx-smartbot"/></p>
<p>That is to say, the forex markets can change at a rapid pace, meaning that the best forex providers will continuously update the underlying code. Of course, us humans require sleep and rest in order to function properly and make sound decisions in our day to day life. We extend an invitation to all interested individuals and organizations to visit our website at forexroboteasy.com. Discover the multitude of ways Forex Robot Easy can be your ally in achieving success in the dynamic world of Forex trading. David Aronson is one of the leaders of the fight to make investors aware of data-mining bias. The finding of the outlier is often proved by looking at one data set and not testing that indicator over multiple cycles or the environment.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="fx-smartbot"/></p>
<p>If you find a platform with a money-back guarantee should you be dissatisfied within 30 days, then that is a good sign. A good idea is to only join providers which offer free demos, trials, or a money-back guarantee if you are dissatisfied. At Least this way, you are not opening yourself up to the danger of losing a sizable amount of your hard-earned money, only to find out that it was a <a href="https://recommended-cleaners.co.uk/contact-us">https://recommended-cleaners.co.uk/contact-us</a> bogus forex robot. The vast bulk of providers ‘offer’ remarkable win rates of between 80% and 90%, as well as enormous monthly returns. With automated trading, a lot depends on how accurate and fast the robot is in making decisions. The EA must provide its owner with timely entry and exit points from transactions, which in turn should significantly increase the profitability of its work.</p>
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" width="308px" alt="fx-smartbot"/></p>
<p>Ordinarily, the process can be very demanding, sometimes taking several months to fully comprehend the market. On the other hand, when it comes to forex robots, they are not restricted in the way a human investor would be. A robot can scrutinise thousands of markets at a time with virtually no strain at all on its processing capacity. As you are now aware, forex robots enable you to trade automatically.</p>
<p>The key to the success of the 1000pip Climber System, is the state of the art algorithm at the core of this Forex system. The algorithm has been developed by a professional Forex trader and is regularly updated to account for changing market conditions. For such an advanced robot the installation <a href="https://www.hbbusiness.org/EffectiveAdvertising/internet-advertising-efficiency">https://www.hbbusiness.org/EffectiveAdvertising/internet-advertising-efficiency</a> process is fast and the user interface is very easy to use. It is no surprised that the 1000pip Climber system is one of the leading and most popular robots around. Many users are also impressed by the fact that they can get help directly from the professional trader who developed the system.</p>
<p>The system is programmed to follow hypothetical conditions so it can never make an irrational trade. All you have to do is provide the funds by means of a deposit, and you are able to go about your day to day life. An increasing number of forex traders are taking advantage of these sophisticated systems, as they are capable of executing a forex trade from start to finish without you having to do a thing. Some investors make a full-time living from trading and may dedicate 8 hours a day on research and making moves within the market. When it comes to forex trading, a big part of the process is dedicating time to monitoring the shifts in currency market movements.</p>
<p>That is to say, you can elect to automatically place the required entry and exit orders every time a new signal comes to fruition. On top of 17 major currency pairs, the bot also covers 5 cryptocurrencies. Once you meet the minimum deposit amount of $250, the bot is activated. This means that you can then set your own stakes, subsequently ensuring that the bot trades with amounts you are comfortable with.</p>
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		<item>
		<title>What is the Role of the Business Broker in a Business Sale</title>
		<link>https://www.rheumatoidsupport.com/what-is-the-role-of-the-business-broker-in-a/</link>
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		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Fri, 08 Sep 2023 17:31:12 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://www.rheumatoidsupport.com/?p=3281</guid>

					<description><![CDATA[Content What Is the Difference Between a Prime Broker and a Custodian? The Role of a Broker in Identifying Government Sales Opportunities[Original Blog] Boost your trading knowledge with Purple Academy! The Role of Broker Price Opinions in Foreclosure Sales[Original Blog] The Pathway to Professional Growth: How to Become a Health Insurance Broker Forex Nano Accounts: [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">What Is the Difference Between a Prime Broker and a Custodian?</a></li>
<li><a href="#toc-1">The Role of a Broker in Identifying Government Sales Opportunities[Original Blog]</a></li>
<li><a href="#toc-2">Boost your trading knowledge with Purple Academy!</a></li>
<li><a href="#toc-3">The Role of Broker Price Opinions in Foreclosure Sales[Original Blog]</a></li>
<li><a href="#toc-4">The Pathway to Professional Growth: How to Become a Health Insurance Broker</a></li>
<li><a href="#toc-5">Forex Nano Accounts: A Quick Start Guide To Nano Lot Trading</a></li>
<li><a href="#toc-6">What Business Career Is Right for Me? Quiz</a></li>
</ul>
</div>
<p>It is important to do your research and choose a broker that is regulated and has a good reputation in the industry. Brokers handle all the necessary paperwork <a href="https://www.xcritical.com/blog/broker-risk-management-tips-for-brokerage-business/">risk management broker</a> involved in a deal, such as contracts, legal documents, and agreements. They ensure that all the documents are in order and comply with the industry regulations.</p>
<h2 id="toc-0">What Is the Difference Between a Prime Broker and a Custodian?</h2>
<p>Conduct thorough research to identify reputable brokerages that operate in your chosen market. Look for firms with a solid track record, positive client reviews, and a strong reputation. Evaluate their technological capabilities, research resources, and <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> customer support. Consider factors such as accessibility, ease of use, and the availability of educational materials. The impact of the broker&#8217;s understanding of various health plans on their advice to clients is significant.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="What is the role of the broker"/></p>
<h2 id="toc-1">The Role of a Broker in Identifying Government Sales Opportunities[Original Blog]</h2>
<p>These additional services are designed to ease and enhance the operation of a hedge fund, including risk and performance analytics. Prime brokers often partner with risk management service providers, such as RiskMetrics Group, to provide their hedge fund clients with daily risk and performance analysis services. The future of foreclosure sales is constantly evolving, and one key aspect that plays a crucial role in this process is the use of Broker Price Opinions (BPOs). As the real estate market continues to fluctuate, lenders and investors are increasingly relying on BPOs to determine the value of distressed properties before they are sold at foreclosure auctions. This section will delve into the significance of BPOs in foreclosure sales, exploring their benefits, limitations, and potential impact on the future of this industry.</p>
<h2 id="toc-2">Boost your trading knowledge with Purple Academy!</h2>
<p>Capital introduction is essentially the process of connecting hedge fund managers to potential investors in the form of the prime broker&#8217;s asset management and private banking clients. A broker has a deep understanding of the market and industry-specific regulations. They keep themselves updated with the latest trends, news, and developments in the field. They can offer valuable insights to their clients, such as market forecasts, risks involved, and investment opportunities. This rapid rise created a need for an intermediary, who would cater for the complex and difficult operations that are necessary for hedge fund management.</p>
<h2 id="toc-3">The Role of Broker Price Opinions in Foreclosure Sales[Original Blog]</h2>
<ul>
<li>They act as intermediaries, connecting parties who have specific needs or interests.</li>
<li>Brokers provide clients with valuable information, analysis, and recommendations to help them make informed decisions.</li>
<li>This further streamlines the process of borrowing investment securities and capital since the hedge fund&#8217;s assets can quickly and easily be shifted to the prime broker as collateral.</li>
<li>Outsourced administration and trustee services, along with enhanced leverage enabled by offering lines of credit, are additional features offered by many prime brokerage firms.</li>
<li>Business brokers are similar in some respects to real estate agents, though they deal exclusively with the buying and selling of businesses.</li>
</ul>
<p>Offer a new plan to make a meaningful difference for your clients and boost your business. Here are four key plays that can help you strategize with new and existing clients to make the new plan year a success. Six health insurance carriers are included in Newsweek&#8217;s &#8220;America&#8217;s Best of the Best 2024&#8221;. As a physician, I see how inflated health care prices directly harm patients every day as a ruling class of health care stakeholders make billions on the backs of everyday American workers. Eighty-five percent of companies either currently use or plan to implement HIPAA-compliant AI features in their consumer directed healthcare accounts. You might think your agent is walking away with a $6,000 check for all their hard work.</p>
<h2 id="toc-4">The Pathway to Professional Growth: How to Become a Health Insurance Broker</h2>
<p>To provide accurate advice and recommendations, brokers conduct extensive research and analysis. They gather data, analyze market trends, and evaluate the performance of assets or properties. Brokers use various tools, software, and resources to assess the potential risks and returns of different investment opportunities. This research-driven approach helps clients mitigate risks and potentially maximize their chances of success. In real estate, a broker is a licensed professional who typically represents the seller of a property and may oversee a team of agents at a real estate brokerage. It requires an in-depth understanding of the insurance market, the ability to interpret complex policy details, and the skill to align these with the client&#8217;s needs.</p>
<h2 id="toc-5">Forex Nano Accounts: A Quick Start Guide To Nano Lot Trading</h2>
<p>Brokers must maintain a high level of trust and confidentiality, acting in their clients&#8217; best interests at all times. A discount broker is a stockbroker who performs buy and sell orders at a reduced commission rate. Enhance your strategy with effective data visualizations for improved insights and decision-making. Boost your brand&#8217;s market appeal with essential financial tools, improving pricing, investor relations, and strategic decision-making. Explore how educational tools revolutionize learning by enhancing accessibility, engagement, and personalized experiences across various fields, preparing learners for future challenges. Once you complete the pre-licensure courses, you’ll take your state’s licensing exam, submit a licensing form, and pay related fees.</p>
<p>Agents help negotiate prices, market properties, and prepare paperwork for final sale. Each agent must affiliate with a broker, who oversees their work as an agent and ensures they are following state and federal real estate laws and regulations. Once they’ve earned their license, brokers oversee the real estate transactions conducted by their real estate agents to ensure compliance with all legal requirements and ethical standards. Insurance brokers add significant value by providing personalized advice and expertise to their clients.</p>
<h2 id="toc-7">The Rising Importance of&nbsp;Health and Wellness in the Workplace</h2>
<p>Learn more about how this works and how to decide if dual agency is right for you. Because of the legal implications inherent in each real estate transaction, every brokerage firm must have a principal broker for their office at all times. The principal broker ensures all agents comply with state real estate laws, all transactions are financially and legally compliant and zero fraud is being committed. A real estate brokerage will employ a principal broker who is responsible for all operations and transactions at the firm. They have the highest level of authority and shoulder the most responsibility.</p>
<p>Effective communication, active listening, and persuasive skills are essential in this regard. By leveraging their industry expertise and contacts, freight brokers streamline freight transportation, saving shippers time and resources. They handle the logistics of finding carriers, negotiating rates, and managing documentation, allowing shippers to focus on their core business operations. Freight brokers help shippers secure competitive rates from carriers, maximizing cost savings without compromising service quality. Their ability to negotiate favorable terms and identify cost-effective transportation solutions can significantly save businesses.</p>
<p>An insurance broker’s careers develops through work experience and continuing education. Financial rewards come through honing their skills, deepening their knowledge of the industry they serve, and through exceptional client and insurance carrier relationships. A managing broker has a broker’s license and handles the day-to-day operations of a brokerage. Think of the managing broker as handling more of the HR functions than the real estate transactions that come under the principal broker’s scope of work. The relative size or success of prime brokerages can be measured in several ways.</p>
<p>A Real Estate Broker is a professional in charge of overseeing transactions between buyers and sellers. Their duties include drafting contracts and outlining all details, negotiating sale prices, and assisting each party’s needs as they arise during negotiations. So, in the example above, if the broker is the broker-owner and the listing agent, they would keep every penny of their 3% commission on the $200,000 house. In addition to commissions, brokers can make money in other ways, such as charging agents a monthly fee to cover administrative services, regardless of an agent’s performance. But to take on added responsibilities, like hiring and managing agents, real estate agents need a broker’s license.</p>
<p>They provide individual assistance to clients in selecting optimal lending options. They also assist with obtaining the needed financing, its conversion, and repayment, etc. Real estate brokers in the U.S. are licensed by the states, not by the federal government. Each state has its own laws defining the types of relationships that can exist between clients and brokers, and the duties of brokers to clients and members of the public.</p>
<p>Because they are not tied to a specific insurance provider, insurance brokers can sell policies from various insurance companies. As a result, insurance brokers may offer a variety of insurance products ranging from personal auto coverage, homeowners insurance, and life insurance. Now that you understand the vital role brokers play in the financial markets, it&#8217;s time to put that knowledge into action.</p>
<p>With an efficient system in place, provide top-notch care while increasing productivity. Let’s say you list your home with a brokerage, and a buyer submits a contract to purchase your home for $200,000. Your listing broker will get 3%, and the broker who brought in the buyer gets 3%. Real estate agents typically work for a standard commission, which is commonly negotiated to 6% of a home’s purchase price.</p>
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" width="304px" alt="What is the role of the broker"/></p>
<p>In today’s complex financial landscape, individuals and businesses rely on brokers to navigate the intricacies of buying and selling assets. Whether it’s stocks, real estate properties, insurance policies, or foreign currencies, brokers provide valuable expertise and guidance. They act as intermediaries, connecting buyers and sellers, and facilitating transactions. Additionally, brokers offer market insights, research, and recommendations to help clients make informed decisions.</p>
<p>Securities brokers register with the Financial Industry Regulatory Authority (FINRA), the broker-dealers’ self-regulatory body. Explore precision engineering, workflow optimization, technological innovation, and personal growth strategies to propel yourself forward. Join us on this transformative journey towards efficiency, innovation, and sustainability. In today&#8217;s fast-paced and competitive landscape, success is not merely an outcome but a continuous journey of adaptation, innovation, and efficiency. Similarly, for an insurance broker, having deep subject matter expertise in a specific industry keeps them ahead of the competition. For example, a broker with expertise in fleet insurance would be no match for a sports broker in advising liability waivers for a ski hill.</p>
<p>Brokers often have extensive networks and established relationships with key decision-makers within government agencies. This access provides businesses with unique opportunities that may not be readily available otherwise. By leveraging their connections, brokers can help businesses secure valuable contracts and increase their chances of success in government sales. In the complex world of government sales, navigating the intricacies and nuances of the procurement process can be a daunting task. This is where a broker comes into play, acting as a valuable intermediary between government agencies and businesses seeking to maximize revenue.</p>
<p>Another example would be a discount broker, where advisory services are not included. Let’s imagine that Michael has signed up with an online share-dealing platform and deposited his first payment into the account. When he’s decided on investment strategy, Michael makes a market order on a platform, which his online broker executes.</p>
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		<title>UK registered crypto exchanges &#038; platforms</title>
		<link>https://www.rheumatoidsupport.com/uk-registered-crypto-exchanges-platforms/</link>
					<comments>https://www.rheumatoidsupport.com/uk-registered-crypto-exchanges-platforms/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 29 Aug 2023 20:33:21 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://www.rheumatoidsupport.com/?p=4798</guid>

					<description><![CDATA[Content Consider Your Needs: Owning, Trading, or Staking Discover the Best Crypto Exchanges for UK Traders and Investors Methodology: How to Choose the Best Crypto Exchange in the UK? If you have personal loans or credit card debt, it makes sense to repay these first if you’re being charged high interest rates. It https://www.xcritical.com/ may [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Consider Your Needs: Owning, Trading, or Staking</a></li>
<li><a href="#toc-1">Discover the Best Crypto Exchanges for UK Traders and Investors</a></li>
<li><a href="#toc-2">Methodology: How to Choose the Best Crypto Exchange in the UK?</a></li>
</ul>
</div>
<p>If you have personal loans or credit card debt, it makes sense to repay these first if you’re being charged high interest rates. It <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> may also be worth looking at cheaper options, such as a&nbsp;0% balance transfer credit card&nbsp;or a lower interest&nbsp;personal loan. That said, it can be hard to navigate through the multitude of options available. To help with this, we’re going to take a look at how to invest money, from setting your investment goals to finding the right type of investment for your individual circumstances.</p>
<h2 id="toc-0">Consider Your Needs: Owning, Trading, or Staking</h2>
<p>Coinjar is a good option for crypto traders in UK if you’re looking to deposit <a href="https://www.xcritical.com/blog/best-crypto-exchange-uk-in-2022/">best crypto exchanges uk</a> and withdraw GBP using multiple methods. The exchange has been operating for a couple of years and makes buying and selling crypto really simple. Gemini is the oldest crypto exchange and one of the best options for traders in UK.</p>
<h2 id="toc-1">Discover the Best Crypto Exchanges for UK Traders and Investors</h2>
<p>• The performance of most cryptoassets can be highly volatile, with their value dropping as quickly as it can rise. Gemini is a reasonable choice for individuals looking for a regulated and safe exchange to invest in crypto. However, with its Earn program running into a few issues, it&#8217;s advisable to be wary when storing funds on the platform.</p>
<h2 id="toc-2">Methodology: How to Choose the Best Crypto Exchange in the UK?</h2>
<ul>
<li>Kraken’s fees start at 0.4% for takers and 0.25% for makers, while Coinbase tends to charge around 0.6%.</li>
<li>It also provides UK users with an easy way to access crypto, making it ideal for UK users who are new to crypto.</li>
<li>While compensation arrangements may affect the order, position or placement of product information, it doesn&#8217;t influence our assessment of those products.</li>
<li>When searching for your next crypto exchange, take into account your crypto trading knowledge.</li>
<li>Also, investors can use crypto exchanges to buy or sell their assets for fiat currencies.</li>
<li>OKX, MEXC, and Kraken offer advanced tools and low fees for experienced traders, while Coinbase and CoinJar provide user-friendly options for beginners.</li>
</ul>
<p>The app also supports the Lightning Network, which allows you to send Bitcoin to other users without having to pay any transaction fees. Cash App is an interesting option for UK-based cryptocurrency investors, but it’s important to know that it only offers Bitcoin. If you’re someone who likes to invest in other cryptocurrencies as well, consider choosing among the other exchanges we’ve highlighted in this article. Similarly to Binance and OKX, KuCoin provides many different products for crypto traders beyond just the basic spot trading functionality. KuCoin also offers cryptocurrency futures, although you have to keep in mind that crypto futures are not allowed in the UK so you might not be able to access them. NFTevening is an award-nominated media outlet that covers NFTs and the cryptocurrency industry.</p>
<p>Between the two Crypto.com platforms, users can buy crypto with fiat, manage the Crypto.com Visa card, create basic trading bots, and access various staking products. Unfortunately, however, residents of the UK and US are unable to trade with margin on Crypto.com. Launched in 2007, eToro is a global financial brokerage that provides access to several markets, including crypto, ETFs, stocks, indices, commodities, and forex. Millions of investors and traders use the broker across multiple regions, including customers in the United Kingdom. Though investors have many options in terms of choosing their crypto exchange, however, there are only a few exchanges that do not hide their fees structure. It is essential to choose the right exchange that does not mislead the investors with its overlapping charge structures, and discounts.</p>
<p>As mentioned, this isn&#8217;t an available feature on every crypto trading platform, but it&#8217;s little additions like this that separate the quality exchanges from the average ones. Still, throughout this article, I&#8217;ll be exploring some of the best crypto exchanges. We will cover their features, what makes them worth signing up for, and, of course, what their pitfalls are, too, so you can make an informed decision before you set up a crypto exchange account. CoinCodex tracks 36,000+ cryptocurrencies on 200+ exchanges, offering live prices, price predictions, and financial tools for crypto, stocks, and forex traders. Many of Crypto.com’s most exciting features are only accessible to CRO holders, which will be a downside for some users. On Binance, you can find a variety of products that can complement your cryptocurrency trading and investing — for example, you can grow your crypto portfolio with services such as staking and lending.</p>
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" width="306px" alt="best cryptocurrency exchange uk"/></p>
<p>HTX is a decentralised exchange that offers fast and secure cryptocurrency transactions through its P2P platform. With over 20,000 BTC in security funds and a cold wallet for asset protection, we consider it a secure platform for trading. HTX also provides a web-based platform and a reliable mobile app for on-the-go trading, along with a wealth of educational resources and welcome bonuses for beginners.</p>
<p>The exchange is also known for offering over 200 cryptocurrencies to all of its users. Coinbase has highly advanced security mechanisms in place on its platform to ensure that your transaction is completely secure. For instance, whenever you log in, it checks for two-factor authentication (2FA) and includes multi-signature logins to protect your cryptocurrencies. The total transaction cost on Coinbase is approximately 1.49 percent of the transaction value. For instance, if you want to buy $100 worth of bitcoin with a debit card, you’ll have to pay $1.49.</p>
<p>Have you ever heard the term ‘liquidity&#8217; thrown around in the world of crypto? This basically refers to how easy it is to buy or sell certain cryptocurrencies without leaving a major impact on their market price. In essence, the exchange will basically be matching whatever orders you&#8217;ve placed, and then they facilitate the transaction, transferring the digital currency between whoever is buying and whoever is selling.</p>
<p>Below you can see which payment methods are available and their deposit speeds. After buying your coins, staking is available with APYs ranging from 1% to 20%. It&#8217;s a very simple process, with rewards automatically added to your account twice a week.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="best cryptocurrency exchange uk"/></p>
<p>The crypto exchange accepts buy and sell orders and filters them by price. The order book will display live trades, which will impact the rate of the trading pair. This is why we can see price discrepancies between crypto exchanges in the UK as the liquidity and trade orders differ.</p>
<p>As such, don&#8217;t be surprised if you see your account balance (in whatever fiat currency you&#8217;ve deposited) decrease slightly more than the amount of cryptocurrency you&#8217;ve purchased. If you&#8217;re a novice trader and are unsure what these are, it&#8217;s essentially a kind of digital storage for all your crypto holdings, not dissimilar to how an online bank account works. Please keep in mind that UK customers are not allowed to go short on cryptocurrencies using eToro. This is because shorting on eToro is performed through CFDs, which is a type of derivative that can’t be offered to retail customers according to UK regulations. One of Crypto.com’s best known features is its Visa card, which allows users to spend their crypto balances with all merchants where Visa is accepted. Depending on the card tier you get, you can also earn crypto cashback rewards on your spending (the cashback rewards are paid with the CRO token).</p>
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" width="309px" alt="best cryptocurrency exchange uk"/></p>
<p>They store over half a billion dollars worth of user cryptocurrency in secure cold storage and require two-factor authentication (2FA) and Know Your Customer (KYC) verification for added protection. Beyond trading, MEXC Launchpad allows you to discover and invest in newly launched crypto projects. You can also generate passive income by staking popular coins like Bitcoin and Polkadot, potentially earning up to 10% annual returns. MEXC offers 24/7 customer support and advanced trading tools to help you make informed decisions. The platform is accessible from your desktop or through their mobile app (iOS and Android).</p>
<p>Here you will be paid a rate of interest and your money, or ‘capital’, will not be at risk. To help support our reporting work, and to continue our ability to provide this content for free to our readers, we receive payment from the companies that advertise on the Forbes Advisor site. We were the first crypto exchange and custodian in the world to obtain our SOC 1 Type 2 and SOC 2 Type 2 certifications. Gemini Trust Company, LLC, which is part of the Gemini family of companies, is a New York trust company regulated by the New York State Department of Financial Services (NYSDFS). This means we are subject to requirements including capital reserves, cybersecurity, and high banking compliance standards. Cryptocurrency differs from other currencies in that it is not issued by a government or central bank.</p>
<p>Julie Hawk earned her honors undergraduate degree from the University of Michigan before pursuing post-graduate scientific research at Cambridge University. Further honing her skills, she attended the prestigious O’Connell and Piper options training course in Chicago, mastering professional option risk management techniques. Not all exchanges offer integrated digital wallets, and even if they do, you may decide that a hot wallet is not as secure as you would like it to be. ” for more on the different types and which would be most suitable for you.</p>
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		<item>
		<title>What Are Darkish Pools And Why Does India Keep Away From Them?</title>
		<link>https://www.rheumatoidsupport.com/what-are-darkish-pools-and-why-does-india-keep/</link>
					<comments>https://www.rheumatoidsupport.com/what-are-darkish-pools-and-why-does-india-keep/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 04 Jul 2023 23:11:21 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://www.rheumatoidsupport.com/?p=4616</guid>

					<description><![CDATA[Purchasing an OMS, or replacing an OMS, is a time-consuming effort that requires the involvement of quite a few individuals and departments. Therefore, you will need to consider a number of various factors when starting the OMS search course of. SEBI want various new Regulations by which Indian markets can compete with International Exchanges. Several [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Purchasing an OMS, or replacing an OMS, is a time-consuming effort that requires the involvement of quite a few individuals and departments. Therefore, you will need to consider a number of various factors when starting the OMS search course of. SEBI want various new Regulations by which Indian markets can compete with International Exchanges. Several current EMS/OMS integrations include Linedata LongView and REDI, EzeCastle and BNY Convergex, LatentZero and Fidessa <a href="https://www.xcritical.in/blog/dark-pool-trading-pros-and-cons-and-how-it-works/">dark pool meaning</a> EMS, and ITG and Macgregor.</p>
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" width="404px" alt="Broker-dealer-owned Dark Pools"/></p>
<h2>Why Do Traders Trade On Dark Pools?</h2>
<p>Stock exchanges facilitate this secondary market, and they&#8217;re pivotal in the Indian financial system, very related to their international counterparts. If the amount of buying and selling in darkish pools owned by broker-dealers and electronic market makers continues to grow, inventory prices on exchanges might not mirror the actual market. For example, if a well-regarded mutual fund owns 20% of Company RST&#8217;s inventory and sells it off in a dark pool, the sale of the stake could fetch the fund an excellent value. Unwary buyers who just purchased&nbsp;RST shares could have paid too much since the stock might collapse as soon as the fund’s sale turns into public data.</p>
<h2>Tech Tuesday: Equity Listings Are A Slam Dunk For Sports Activities Groups &#8211; Traders Journal</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/a-book-vs-b-book-brokers-in-forex-trading-img-2-img-1-768x512.webp" width="400px" alt="Broker-dealer-owned Dark Pools"/></p>
<p>Electronic trading and an SEC ruling in 2005 that was designed to extend competition and cut transaction prices have stimulated an increase in&nbsp;the quantity&nbsp;of darkish pools. Dark pools can cost decrease fees than exchanges because they are typically housed within a big&nbsp;firm and&nbsp;not essentially a financial institution. The rule would require brokerages to ship shopper trades to exchanges quite than darkish swimming pools unless they&#8217;ll execute the trades at a meaningfully better worth than that obtainable within the public market.</p>
<h2>Bajaj Finserv Limited Regd Office</h2>
<p>Dark swimming pools enable traders to make block trades with out having to publicize the buy/sell value or the variety of shares traded to the public. SOR additionally uses routing order slicing, venue prioritisation, order sort choice, time weighting, and danger tolerance to customise routes primarily based on the trader&#8217;s preferences and objectives. By leveraging SOR expertise, merchants can access multiple liquidity swimming pools, optimise commerce execution, scale back market influence, and obtain higher execution prices. Smart order routes are customisable and supply many configurations that permit merchants to optimise trade execution.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/proof-of-reserves-what-is-it-and-why-do-they-matter-img-2-768x512.webp" width="405px" alt="Broker-dealer-owned Dark Pools"/></p>
<h2>Team Miax Supports Autism Consciousness &#8211; Traders Magazine</h2>
<p>In reality, the extent of anonymity within the third market is so high that neither the customer nor the vendor can verify one another&#8217;s id. This ensures a excessive stage of confidentiality and discretion, making the third market a beautiful alternative for institutional investors in search of privateness in their transactions. Third-party buying and selling techniques play a vital function on this setup by bypassing typical brokers and facilitating substantial orders from varied institutions to &#8220;cross&#8221; with one another. Anonymity guidelines make sure that the identities of the events concerned stay undisclosed, preserving the confidentiality and discretion of those transactions.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/prime-brokerage-what-is-it-services-examples-img-2-768x468.webp" width="407px" alt="Broker-dealer-owned Dark Pools"/></p>
<p>Dark swimming pools work in a unique way, though, so let&#8217;s take a hypothetical look at how this type of buying and selling works. Say ABC Investment Firm sees a great opportunity in Company 123 and decides to purchase 20,000 shares within the company. Since they can&#8217;t buy these shares on the open market, the firm has to go onto a dark pool to make the acquisition. Results like those, in addition to concern that NYSE and Nasdaq had been too powerful, helped spur reforms since 2000 similar to decimalization and a broader overhaul generally recognized as Regulation NMS that was aimed at lowering obstacles to buying and selling.</p>
<h2>What Could Be Traded In The Third Market?</h2>
<p>This simulation process reveals the chance and liquidity results of potential changes within the portfolio. Once a trading determination is made, the portfolio manager will authorize the trade and send it electronically to a dealer. When closing out intraday SOR orders, it&#8217;s vital to handle your positions fastidiously. Manually promoting the shares on the exchanges where they were executed and cross-referencing your order and commerce records will allow you to navigate the complexity of intraday buying and selling successfully.</p>
<h2>Tech Tuesday: Market Participants Look To Ccps For Assist&nbsp; &#8211; Traders Journal</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/f5c67d7b-e660-4159-93b0-dfd9601fcc45-768x512.webp" width="400px" alt="Broker-dealer-owned Dark Pools"/></p>
<p>Global financial events, rate of interest changes, and political uncertainties also can influence inventory costs. These components can influence investor confidence and indirectly have an result on the supply and demand dynamics for particular stocks or the market as an entire. Strong monetary efficiency, profitability, and optimistic growth prospects generally enhance investor confidence, pushing the worth upwards. Conversely, poor financial performance or adverse news can erode investor confidence and trigger the value to say no.</p>
<p>Advocates of dark pools insist they supply important liquidity, allowing the markets to operate extra effectively. Dark pool smart order route prioritises execution venues which may be dark swimming pools, which are anonymous buying and selling venues that don&#8217;t show orders publicly earlier than execution. The algorithm aims to execute the order with minimal market influence by routing the order to dark pools, lowering the chance of opportunistic traders profiting from predictable market strikes. VWAP smart order route prioritises execution venues primarily based on the volume-weighted average price (VWAP).</p>
<p>The NYSE performs a twin position in the US equity market, acting as a venue on which buyers buy and promote shares and in addition in an administrative and itemizing capability that oversees two of the three official worth feeds for American shares. Transaction cost analysis (TCA) tools analyze a firm’s executions and compare them to specific benchmarks. The tools take a glance at the executions by dealer, by dealer, and by other metrics to measure how the buy-side trader is performing. These analytics try to analyze market impact, examine trade execution to the portfolio manager’s instructions, and look at the execution at the facet of numerous portfolio or agency benchmarks.</p>
<p>The algorithm aims to execute the order with minimum market impact by selecting the execution venue with the highest liquidity. By doing so, the algorithm reduces the chance of slippage and ensures that the order is executed at the absolute best worth. A good order route is the path that a trade takes when utilizing a sensible order routing system. Smart order routes are designed to optimise trade execution, offering traders with entry to a quantity of liquidity pools and making certain that their orders are executed at the best obtainable worth across the various trading venues.</p>
<ul>
<li>Global economic occasions, rate of interest adjustments, and political uncertainties can also affect stock costs.</li>
<li>However, this development isn&#8217;t consistent every year; it can expertise significant fluctuations because of factors like economic reforms, company earnings, geopolitical events, and modifications in investor confidence.</li>
<li>This simulation process exhibits the chance and liquidity results of potential changes within the portfolio.</li>
<li>While darkish pools are legal and regulated by the SEC, they&#8217;ve been topic to criticism due to their opaque nature.</li>
<li>Bats Global Markets Inc., the Lenexa, Kansas-based equity exchange that merged with Direct Edge Holdings LLC this 12 months, was founded by a high-frequency trader.</li>
<li>Transactions within the futures market stay outdoors of the scope of the SEC Treasury clearing proposal, given that that is an exchange-traded and centrally cleared market and is interlinked to the money and repo market by way of arbitrage.</li>
</ul>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
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