<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Cryptocurrency service &#8211; Rheumatoid Arthritis Support</title>
	<atom:link href="https://www.rheumatoidsupport.com/category/cryptocurrency-service-2/feed/" rel="self" type="application/rss+xml" />
	<link>https://www.rheumatoidsupport.com</link>
	<description>Connect, Learn And Live Better With RA</description>
	<lastBuildDate>Tue, 26 Nov 2024 15:06:22 +0000</lastBuildDate>
	<language>en-US</language>
	<sy:updatePeriod>
	hourly	</sy:updatePeriod>
	<sy:updateFrequency>
	1	</sy:updateFrequency>
	<generator>https://wordpress.org/?v=6.8.1</generator>

<image>
	<url>https://www.rheumatoidsupport.com/wp-content/uploads/2019/12/cropped-Rheumatoid-Support-Clint-Version-450px-wide-32x32.png</url>
	<title>Cryptocurrency service &#8211; Rheumatoid Arthritis Support</title>
	<link>https://www.rheumatoidsupport.com</link>
	<width>32</width>
	<height>32</height>
</image> 
	<item>
		<title>Calculating Break Even Prices for Options Strategies</title>
		<link>https://www.rheumatoidsupport.com/calculating-break-even-prices-for-options/</link>
					<comments>https://www.rheumatoidsupport.com/calculating-break-even-prices-for-options/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 30 Jul 2024 12:32:17 +0000</pubDate>
				<category><![CDATA[Cryptocurrency service]]></category>
		<guid isPermaLink="false">https://www.rheumatoidsupport.com/?p=5322</guid>

					<description><![CDATA[Break-even diagram (also known as break-even chart, see above) is a line graph used for break-even analysis to determine the break-even point, the point where business will make a profit or loss. Number of units are plotted on the horizontal (X) axis, and total sales/costs are plotted on vertical (Y) axis. Using the diagrammatical method, [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/what is the breakeven price/images/what_is_the_breakeven_price_(2).jpeg" width="452px" alt="what is the breakeven price"/></p>
<p>Break-even diagram (also known as break-even chart, see above) is a line graph used for break-even analysis to determine the break-even point, the point where business will make a profit or loss. Number of units are plotted on the horizontal (X) axis, and total sales/costs are plotted on vertical (Y) axis. Using the diagrammatical method, break-even point can be determined by pinpointing where the two (revenue and total costs) linear lines intersect. The total revenue and total cost lines are linear (straight lines), since prices and variable costs are assumed to be constant per unit.</p>
<h2>Understanding Break-Even Analysis</h2>
<div style='text-align:center'><iframe width='566' height='312' src='https://www.youtube.com/embed/3Mg6Edyro00' frameborder='0' alt='what is the breakeven price' allowfullscreen></iframe></div>
<p>The break-even point (BEP) is where the total money coming into your business (revenue) matches what’s leaving (expenses). Below, we’ll cover everything you need to know about break-even point to calculate your own (with a simple formula) and use it to guide your business toward smarter decisions. In other words, the stock must decline by more than the cost of buying the put option contract to make a profit. So, even though you sold the $100 call option, you don’t lose money unless the stock is above $105 at expiration. In effect, the insights derived from performing break-even analysis enables a company’s management team to set more concrete sales goals since a specific number to target was determined. In most cases, when you go long a call option, you are betting that the price of the underlying stock will rise soon.</p>
<p>Below is a break down of subject weightings in the FMVA® financial analyst program. As you can see there is a heavy focus on financial modeling, finance, Excel, business <a href="https://www.crypto-trading.info/this-is-how-the-bitcoin-bubble-will-burst-2020/">this is how the bitcoin bubble will burst</a> valuation, budgeting/forecasting, PowerPoint presentations, accounting and business strategy. The Break-Even Point (BEP) is the inflection point at which the revenue output of a company is equal to its total costs and starts to generate a profit. Let’s imagine a trader buys a call option to buy Zoom Video Communications Inc (ZM) at a strike price $140.</p>
<p>In this article, we look at 1) break-even analysis and how it works, 2) application and benefits, and 3) calculations, assumptions, and interpretations. Market changes (outside of your control) fluctuate all the time, and they can influence your metrics. Upgrading to a paid membership gives you access to our extensive collection of plug-and-play Templates designed to power your performance—as well as CFI&#8217;s full course catalog and accredited Certification Programs. Take your learning and productivity to the next level with our Premium Templates.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="/Users/d.tretiak/Library/Application Support/scm-next-plus/content_cache/672e86d3cffade839920e4fb/cache/what is the breakeven price/images/what_is_the_breakeven_price_(1).jpeg" width="454px" alt="what is the breakeven price"/></p>
<p>There are both positive and negative effects of transacting at the break-even price. In addition to gaining market shares and driving away existing competitions, pricing at break-even also helps set an entry barrier for new competitors to enter the market. Eventually, this leads to a controlling market position, due to reduced competition. Even though break-even analysis can help forge a path to profitability, it’s not a perfect analytical tool.</p>
<h2>Why Is the Contribution Margin Important in Break-Even Analysis?</h2>
<p>The Break-even diagram can be modified to reflect different situation with various prices and costs. The diagram clearly shows how a change in cost or selling price can impact the overall profitability of the business. The breakeven price formula tells us how to calculate the price level at which the business will be able to cover all the costs and earn profits. It is the level where total revenue of the company is equal to total cost. The revenue earned from producing and selling the goods and services will exceed the cost incurred in it. It is to be noted that at this level of price, both fixed and variable cost is covered.</p>
<p>This formula acts as a tool to interpret the financial health of the business, which is again used by the management, investors, analysts and various other stakeholders while taking investment decisions. Adam Hayes, Ph.D., CFA, is a financial writer with 15+ years Wall Street experience as a derivatives trader. Besides his extensive derivative trading expertise, Adam is an expert in economics and behavioral finance. Adam received his master&#8217;s in economics from The New School for Social Research and his Ph.D. from the University of Wisconsin-Madison in sociology.</p>
<h2>Long Call Strategy</h2>
<p>Any number of free online break-even point calculators can help, like this calculator by the National Association for the Self-Employed. If a business is at the precise break-even point, <a href="https://www.topbitcoinnews.org/binance-coin-price-prediction/">binance coin price prediction</a> the business is neither running at a profit nor at a loss; it has simply broken even. We provide simple, predictable pricing to keep your break-even point analysis accurate and up to date. With monthly caps, flat pricing, and flexible solutions, you always know what you’ll pay.</p>
<p>If you’re a latecomer to a market, there might be too much supply, and you might not <a href="https://www.coinbreakingnews.info/blog/buy-basic-attention-token-bat-in-the-uk/">buy basic attention token bat in the uk</a> be able to break even without economies of scale. However, if you jump on a trend early, you might be able to command market share and price to accelerate toward your break-even point. This means the startup would need to sell 750 subscriptions each month to break even. Once the startup exceeds this number, every additional subscription sold contributes straight to profit. For example, suppose a startup offers a subscription-based software for project management and they want to know how many subscriptions they need to sell. Once you reach this point, you’re usually ready to scale toward profitability—and that’s exciting.</p>
<p>Traders can use break-even analysis to set realistic profit targets, manage risk, and make informed trading decisions. Break-even analysis assumes that the fixed and variable costs remain constant over time. However, costs may change due to factors such as inflation, changes in technology, and changes in market conditions. It also assumes that there is a linear relationship between costs and production. Break-even analysis ignores external factors such as competition, market demand, and changes in consumer preferences.</p>
<ul>
<li>A trader who purchases a call or a put benefits by knowing which factors influence the value of the option.</li>
<li>The break-even price covers the cost or initial investment into something.</li>
<li>Help the management of the company determine the breakeven price for the business.</li>
<li>In such a situation managers would want to reduce costs, so that margin of safety can be increased.</li>
<li>Out of the several ways to measure your business’s profitability, calculating the break-even point is one of the most simplistic.</li>
<li>Break-even analysis works well for short-term planning, like setting immediate sales goals or dedication to prices.</li>
</ul>
<h2>Unit Economics and Cost Structure Assumptions</h2>
<p>It is also helpful to note that the sales price per unit minus variable cost per unit is the contribution margin per unit. For example, if a book’s selling price is $100 and its variable costs are $5 to make the book, $95 is the contribution margin per unit and contributes to offsetting the fixed costs. This margin indicates how much of each unit&#8217;s sales revenue contributes to covering fixed costs and generating profit once fixed costs are met. For example, if a product sells for $10 but only incurs $3 of variable costs per unit, the product has a contribution margin of $7. Note that a product&#8217;s contribution margin may change (i.e. it may become more or less efficient to manufacture additional goods). Break-even analysis is widely used to determine the number of units the business needs to sell in order to avoid losses.</p>
<p>In the event that others engage in a price war, pricing at break-even would not be enough to help gain market control. With racing-to-the-bottom pricing, losses can be incurred when break-even prices give way to even lower prices. Being a cost leader and selling at the break-even price requires a business to have the financial resources to sustain periods of zero earnings. However, after establishing market dominance, a business may begin to raise prices when weak competitors can no longer undermine its higher-pricing efforts.</p>
<p>Neither ZDNET nor the author are compensated for these independent reviews. Indeed, we follow strict guidelines that ensure our editorial content is never influenced by advertisers. At Business.org, our research is meant to offer general product and service recommendations. We don&#8217;t guarantee that our suggestions will work best for each individual or business, so consider your unique needs when choosing products and services. The answer to the equation will tell you how many units (meaning individual products) you need to sell to match your expenses.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://www.rheumatoidsupport.com/calculating-break-even-prices-for-options/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Learn all about BTC Get Started with Bitcoin com</title>
		<link>https://www.rheumatoidsupport.com/learn-all-about-btc-get-started-with-bitcoin-com/</link>
					<comments>https://www.rheumatoidsupport.com/learn-all-about-btc-get-started-with-bitcoin-com/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Thu, 15 Feb 2024 10:45:19 +0000</pubDate>
				<category><![CDATA[Cryptocurrency service]]></category>
		<guid isPermaLink="false">https://www.rheumatoidsupport.com/?p=1102</guid>

					<description><![CDATA[Please appreciate that there may be other options available to you than the products, providers or services covered by our service. Connect a credit or debit card via the Lolli browser extension or the app and shop online to earn up to 30% back in bitcoin rewards. If you&#8217;re not ready to put a large [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/4gHYSUNDX1BST0ZJTEUAAQEAAAHIAAAAAAQwAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlkZXNjAAAA8AAAACRyWFlaAAABFAAAABRnWFlaAAABKAAAABRiWFlaAAABPAAAABR3dHB0AAABUAAAABRyVFJDAAABZAAAAChnVFJDAAABZAAAAChiVFJDAAABZAAAAChjcHJ0AAABjAAAADxtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAgAAAAcAHMAUgBHAEJYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9YWVogAAAAAAAA9tYAAQAAAADTLXBhcmEAAAAAAAQAAAACZmYAAPKnAAANWQAAE9AAAApbAAAAAAAAAABtbHVjAAAAAAAAAAEAAAAMZW5VUwAAACAAAAAcAEcAbwBvAGcAbABlACAASQBuAGMALgAgADIAMAAxADb/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCALVAssDASIAAhEBAxEB/8QAHgABAAEEAwEBAAAAAAAAAAAAAAMCBAcIBQYJAQr/xABqEAABAwIEAwUDBgcJCAsOBAcBAAIDBBIFBhFhBxMhCDFBUXEigaEJFDJCkbEVI1JicsHRFiQzQ4KSk7LwF1NVY3Ois+EYRlRkg5S0wsTS0yUnNERFV2VmdZWjw+LxGVZ0hKUmNTa11OP/xAAcAQEAAQUBAQAAAAAAAAAAAAAABQECAwQGBwj/xABHEQABAwIDBAYHBQUJAQACAwEBAAIDBBEFEiEGEzFBUWFxgZGxFCIyocHR8AdCUnLhFiM1YrIVJDM0Q1OCkvGiJdImY3PC/9oADAMBAAIRAxEAPwDyqRERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERFzGVcm5uzzirMDyXljFcexGQatpcNo5KmUjztYCdN1QkAXKLh0W33Cz5LDtZ8R4WV+L5Yw7JNDJoWyZgrBHM4bQRB8jTs9rFtRkH5HLhFlyBk/GbjNiuL1fRz6XCIoqCFvm26TmyP9QGeij6rFqKjaXTSADt+PBZWQSSGzRdeTK7BlDh5n7iBVOosi5Kx3MM7Do+PC8PlqSz9LltOnvXuZkjsrdirhTE2LLHBTCcWqWaa1eKwOxGVzh43VRcG+jQBssrw5+iwmjjwzLOWqDDKKAWxQxsDWMHk1jA1rfRcbX/aXglHcNkzHq18rj3qUhwGtm1y27dPNeKmRPk3+2Pn0xyU3CCrwWlf31OOVcFCG+scjuafcwrOmVfkXeOOIyMOb+KGTsFhP0/mjKiukb6NLI2n+cF6T1me80Veo+f8AIafCGMN+Pf8AFcTUYpitWCKrEaqUHwfK4j7FyNZ9sMYJFNCT22H/AO3kpSLZaQ/4jwPf8lqbl75Gbg1g7W/u8474/iMrfpCipKbD2n+TIZj8V3/BPkwuwxl1wfjDswY/p3trMdkDT7qVsZ+KzRb6pb6rnKj7WcVkvuowO0k+WVb8ey9OPbeT3D9V1bCOyR2DssBowzgXgdXZ3fO4qit19fnL3a+9doo+F/ZPwoBuH9nzJzQ3u/8A5coz97SvtvqlvqoaX7SMelN8zR3H4krbbs9Qt6T3/oueoWcFsIaGYRwhwCja3uEGD0kQH81q5qnz3lSiFtFlGKBvlHFGz7guj2+qW+q03beY87/VH/UfJZRgVCPunxKyG3irhzBozBZmjaRo/UqZOJ2DTfw2APfr19osP3hY+t9Ut9VZ+3OO/wC6P+rfkq/2HQ/h95Xb6vMXDrEdfwlkChqde/nUUEmv2hcFXZX7OGMOLsW4HZUqHO73S5donu+23Vcbb6pb6rMzb/Hmf6g/6j4Kw4DQn7p8VZ1/ATsYY80sxPgFk5t3e4YBDG4ejoxqPcumY32AewFmoOczhvBhczu6WhxfEKUt9GGXl/5q7/b6pb6qQp/tNxyH2sp/7Dyd8Fgfs3Ru4Ejw+SwFi3yRXZLxou/c9nzOGGvf9FseK004b6B8OpHvWL83/IlzBr58gcfY3n+LpsYwMtHvmilP+jW5tvqp6etrqT/wWsnh/wAnIW/cp2l+1ytYbTw37HfAg+a05Nloz7EniP1XmHm75ITtYZfhknwA5RzPZrbFQ4tyJX+gqWRs+1ywFnHsf9qHILpRmjgVnCBkAJfNT4a+rhAHeeZBewjcFe51JnPM9GRZissg8pQH/eNVzNLxQxaMj55QU8zfG3Vh/WPgunovtcoJLCoaW9o//UnyUdLsxUs9gg9/zX5u54J6WZ9PUwviljcWvje0tc1w7wQeoKoX6NM1YbwP4nAN4lcLsDxpxbaZMSwqCrc0eQe5pcB6LA+ePkx+xVxJlfV5aocRyhVzak/gXFHNYXH/ABFSJGt9GBo2XZUG3GEYhpHKL9FxfwNj7lFTYVVQe2w+C8Q0XpHxL+Ra4h4bNLU8JeLGC45THV0dLjVM+hnb5N5kfMY8/naM9FqJxR7Gvab4OvqH544PY/FR0wLn4hQwiupLB9czQF7Wjx9ogjxAXTRVsE3sOC0CxzeIWF0RFtK1EREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREWS+DfZt43cfsQbQ8KeHmKY1EJRDNXCMRUVO7x5lQ/SNug66Xa+QPReg/Br5H7J2XYosa7SnEo1s/R4wTL7jFCAO8PqHjmSa92jGM0/KPho1mJUuHsL6h4aB1/Vu9ZY4XzHKwXK8vMBy/j2acWp8Byzgtdi2JVbrKejoad880rvJrGAuPuC2/wCDPyUnac4nQQ4rm2jw/h9hUpBD8aeX1jmeLm00erh6SGM+7qvVTIOV+EPBTChgnBbhjg2XoRGIn1EVOBNM0d3MkOskp8dXvJV5iWPYzixd89r5HMd/FtNrPsHRea4v9qdDTXZRNLz08vE/AFTtLs7PLrKco9/h/wCLW/hl8mD2R+Fnzevz/X4pxExaAAujrJjDSGQeIp4COn5skjx56rZfL+I5O4f4Z+AuGGQMFy5h4OvKo6OOnY4+ZZGACdySuHs3SzdeZYpt/jWJEhr8g6uPifgAuhp8CpINXDMetcjX5qzBiJPPxKZrT9SI2N+H61xJBcSSSSe8lS2bpZuuNqJ56t2eoeXHpJJ81LxsZELRgAdSht9Ut9V1LiTxTy1wtgw+fMUVZIMSldHEKaMOLQ225ztSOgDh3akpX8YuFmG0rayqz3hBjfGJWiKcSvLT+YzV2u2muy24sBxGeFk8UD3MfcNIaTe2htYcisDsQpo3ujfIAW2vcgWvwXbbfVLfVYYxntZ8NMPldFhVLi2Khp6SxQCKNw8xzCHfa0LpGL9sfFpRbgGSKSmId9Osq3T3N/RY1mh/lFdHRfZttNXWLKQtHS4hvucQfcoyfajCqfR0wJ6rnyFls9b6rhMzZzyrk1tK7M2Mw0Hz2TlU4eHF0jhproGgnpcNT3DUarXaTi92mMfY9mD5PqqQP0e2SDBHkhuxlDmke5Yp4j4/xLxLGY4uJNRiP4RpWB8MNXCIeW12ntNjaGtANo1IHXTZdLgf2TVFZViKuqYg2xJax4dJw0sLWte1ySouv2wjghL4InE8i5tm+N78Fv1b6pb6pRviqaOCpgkbJHLG17HtOoc0jUELXftC8fKzBq2oyFketMNTEDHiVdH9OJx/ioz4OA+k4dQToCCCuB2f2ZrdpK4UFG31uJJ4NA4k/VydF0WI4pBhdOaic6chzJ6Asv5o4n8P8mSOgzJmmjpZ2aXQNJlmbrpprHGHOHQg93cV0eo7U3CuGYxRuxeoaDpzI6MBp39pwPwWF+B3BWfivV1eYMw1tRDg1NMWSyNd+Oq5z7RaHEHQDUFzup6gDvJGxQ7O3B0UnzP9xsRZrrd87qOZr+nfd8V22KYBsdszUegV8s08zfa3eRrWno9bW/Vc9dioKkxHG8Vj9Ip2RxsPDNmJPhy7lx9D2keD9Y1nMzLNSPedOXPQz6j1LWFo+1d9wHMWAZopHV2XcYpcRp2OsdJTyh4a7yOncfVa28X+zE/LeHTZlyDNU1lJTNMlVQTG+WNg73RuAFwA1JB6jTXU9wl7HeYeXjeP5Uka8/OqWOvidqLWmJ1jxp5u5rP5hWXFNitn6nAJcc2fne/d2zMfluLkA3AaCLA35ggaEqykxzEYsRZQYlG1ua9i29jpyuT2cls/b6pb6qSQxwxullkaxjAXOc46BoHeSfALWPiz2pKsVk+AcNHxxwxF0cuKvYHukcDprCD0De/2iDrrqANNTw+zuyuI7T1Po1Ay9vacdGtHWfIC5PIKexLF6bCot7Uu48AOJ7B9BbMW+qBoI1HUFabZF4O8SeNbG5gxzHqiDDbiI67EnyTvk/KMTCfaAI6nVo17idDp3Gt7IGYsLaK/LHECCWui6s5lI+lI6eEjHvIOunh711VXsPgWHTmjrMXa2YaECJzmg9BeHWHXfhzCiYcexCpj38NGSw8CXgEjpAIWzFvqlvqtNsL4wcY+D2PPwDNTqmsbAQZaDE3czVnddHN1IBAOhBLddehW03DviHlziZgQxrL87gYyGVNNJ0lp3/kuG/eCOh+0CG2k2FxHZyNtU4tlp3WtIw3brwv0X5cjyJW7hmP02JvMIuyQcWu0P6+fUux2+qW+qms3XWcd4kZEyxjjMuZhzNS4fiEkDalsdRcxpjc4tBvIs11aemuvTuXK09DPVv3dOwvda9mgk2HE2HJS8k8cIzSOAHWbLsFvqlvqqaCtoMUpWV2GV1PWU0upZNBK2RjuunRzdQVcWbrC6EtJa4WIV4eCLhXVDjuNYaW/MsSqIw3ubdq3+aei7Jh/EzEoiG4jRRVDfFzPYd6+I+5dRs3SzdStDjOJYdb0eZwHRe48DcLVnoqao/xGA+fiFx3Ens69kvj7HP8A3QeF2DMxKpJc7EYYPmNbf+V84gLS47PJB8QVqDxg+Rhw+rY7FuAPFUxhwJbhmY2cxjv0KqBuoGxiP6S3Ps3V1Q4jiOGvvoK2WE666Nd0PqO4rvsJ+06vpLNq2Zh0jT3G48LKDqdnIn6wut2/P/1eHfGbsg9orgJLUycRuGWKU2G0564vRs+d0Dm69Hc+LVrQfJ9rvMBYcX6T6DiFUOjNNjdBFVQvaWPLQASD36tPQ6+XRYP4vdgfsi9oW6vjywzKOPyA/v7L5bRSOcf75BoYZOvXWy785eoYPt9hmKWZms7oOh8Dx7iVztVg9TS6ubp08R9dq8IEW7vHv5J3tB8LWVONcOZKbiNgkTiQMPZyMRjj83Uzib/L8U958bQO7S3F8IxbAMTqcFx3DKvDsQo5DFU0tXC6KaF472vY4AtI8iF2sNRFOLxuuostLeKtERFmVERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERZA4NcBOLXH/MYyxwoyXXY3UscwVM0bQympGuJ0fPM7RkY6HvOp0OgJ6L087PfyWnB7hI2kzP2gsVhz1mWJ4mZg1Nc3C4D3gPadHVGh6m+1h7rD3mNxHFqTCozLVPDQFmhp5Kh2WMXK85uAfZH48dpGvji4a5KqJcLMvKnxyt1p8Op9PpXTOHtka9WMDn/AJq9JuBnyXHAHhCyjx7jbizuIeZYCJHYc0GLC4n+DeUDdNp5yODXeLPBbauxw0mHQ4FlzD6XBcKpWCKno6GJsTI4x3NAaAGjYABcUWknU9SV5Fjv2myy3iwxth+I/AcfLsXS0ezwFnVJ7guUizBHhGFw5fyhg9DgGE0rOVT0tDC2JkTPJoaA1o9AFw8rpZnmWaRz3u6lzjqT71Xb6Jb6LyyurqvEn7yqkLj18O4cAulgghphlibZRW+iW+i6RmrjnwoydPJR41nGjNVGXNdT0rX1MjXDva4RhwafD2iOq4HAu1HwcxuoFLJjtRhkjnWs+fUr2Md/Lbc1o3cQtuLZjF54fSIqWQs43DHW8lgfitFG/dvmaHdGYX81lW30WNc5doXhbkqpqMOrsakrcQpZTDNR0MDpHse1xa4OcdGAggggu12WS6eanq6eKrpJo5oJmNkjkjcHNewjUOBHQgg6grp1ZwU4X4lmCtzRieT6KtxHEDdUSVJfKxx0A1EbiWA9O8NBVuDswqOZxxdshYBoGZQSbjQl3AWvw1Va11W6MCiLQel1+HVbmsG5m7ZkjmOgyfk5rHHTSoxGe7Tv1HKZptob/cpuGjeP3F3HcKzvi+ZX4XlyjrI6hsbPxMVUxjwXRsiZoZGm0tLpD4kAnQgYD4oZTdkTP2N5W6mKiqnfNye8wO9uInoOtjm6+Guq2f7HWa3YvkTEMrzuaZcDq7ov8hNq4DzJDxJ18iB4L27aTBML2c2c/tPAaZhL8t3vGdwY8cRmJsdQOjU6Lg8Lr6vE8U9FxGV3q30acoLmngbcRxXXO2nPGGZTp7vbaa15Gx5I1+BVHC3soYZjGXKPMGfMQxGGor4hOygp7YjDG4atvcQ4lxGh00Gmuh6rM/Ejgxlridi2C4rj1XWRnBnkiGFzRHOwua5zH6jXQ26agg6ErvojDQGtAAHQALgRttPhmztLhOEyFkjS8yOAsdXEgA9YNyRroB0rojgUdVic1ZWNDmnKGjuAJIWAOJnZ14dYHwyx+uyvgAgxSgojWMqpqqaRxEOj39C4tBLGuHQAakLT8SOaQ5rtCOoI8CvTbE8PZiWG1eHS22VUEkDtRqNHNIPTx715kVkE1DVz0VRG6OWnkdFIx40c1zToQR56hekfZHjNXicFVBWyukc1zXAuJcbOBB1N9PV4da5fbOhhpZIZIGBoII0FhoertXpPlXFo8w5YwjH4YjGzE6CnrGsd1LRJG14B+1Yw7RfBmv4l4ZQYrlmGJ2OYfIIbXyNY2amefaBcfFp9ode4vGhJC7D2dsQ/CnBnLM95cYqeSnJd/i5Xs09Bbosj2+i8SbUVOyuOPlojZ8L3AX4WBLSD0gjQrvDHFi9A1k4u17QfEA6LHWMYpV8J+CLazE5GSV+AYFT0hdHq9j6sRshYRqAS0ylvUju66LQieqmqZ5KqpmdLNM90kkj3Eue4nUuJPeSeuq3a7WL3xcHK2w6B9bStdp4i/X7wFo6xzS9of9Eka+i9x+yGlYMNqcRcP3kkhv2AAgeLiuB20md6VFTD2WtFu0m3kAvRbhbld2UOHmAZelhEU9LQxmpYNDpO8Xy93f7bnLtNvopGN9hvd3BfbfRfOlVJJWTvqJTdzyXHtJuV6ZC1sMbY2cAAB3KKzYLHuVuB2UMnZ5rM9YFJVwT1jZWGjDmCmjEhBcGNDdQNR0Gug19Fke30S30WSlq6qjjkip3lrZBlcBwcOgq2WGKdzXyNBLTcdR6lgHtZ8Qp8tZVpMnYXPJFWY+XOqHxu0LaVmlzde8XuIHTva14Pf11cyDliozvnPB8q0zXE4jVNjkLSNWRD2pH9fyWNc73LIXa0x52J8X6nDSLW4NQ01IBqdCXN5xd6/jgP5IUvZEofn3FsVFjXfMcMqJ9SPo6lkeo/pNPevpDZuBuy+w7q2AWkdG6S/S5w9XwGVeYYpIcWx8QSeyHBtuocfHVbmYbhdDg+H0+FYZSx01JSRNhhiYNGsY0aAD3K5t9FLb6Jb6L5lcwvcXONyV6qCGiwWBu1tk2hxTIDM4tp2CuwKeNpmB0Jp5XhhYfP23MI8uuneddceDPESq4dZ6oMWE4bh9TI2lxGNztGOgcQC47t+kDt5ErcHtEOpIuC+aH1o/F/No2t0/vhmjDP88tWgF6+jPsviGM7MT4bWDNHmc0X6HNabDsJJHQTdeZbWPNDisdVBo6wPeCR7xovUC30WOuK/CHh9nejqcx5po6mKroKN5+e0szmythjDn6WnVjvHvbruF2PhfXy4tw4yxiNQ98ks2E0pke86ue4RtBcT4kkE+9cD2g8yDKvCLMNaxzRPVwCghBdoS6ZwjJG7WOe7+SvEMIp62jxmOmopCyXOGXaSDq7Ke7pvp0rvaySCahdLO0OZlzWOvK60TwfMWO5fnNTgWM1mHTO0ufS1DoidO7W0jVZ3ybnjtW/gqkxDDsKqsbw6oia6mfWUcb7mHudeLXu183ErXugpKnE6+mw2iYH1FXMyCJpOmr3ODWjX1IXpjgeDU2AYLQYHRkmDD6aKliLu8tY0NBO+gXvH2n4vR4OyBr6WKaSS/ttvYNtwIsQST08ivPdk6OatMhEz2Nbb2Ta5PiFjzNnG/L3DatwXA8/09TBiGIUMdTUy0cXNggeTa8fSuLQ4O7g46Ad67NlbiNkTO1rcr5pw+vlc2/kNktmDfEmN2jxvqOi5PNGT8uZzwuTBszYRT19LICAJWAuYSNLmO72u8iNCvO/POBR5PztjOXKSqfKzCq+WnilPRxDHm0nTx7u7xXmuyeyeEbZQvp43PhqWC5OjmOBPEDQi2gtm69dV1OMYxW4G9sjgHxONhxDhp06g9N7L0it9Et9Fqr2U+MGN1OZn8P8z4zPXQYhE+XD31UjpHxzMFzow46m1zA46Hxb07+u19vouR2l2aqNma91BUkHQEEcCDz8bg9YUzheKRYrTCoi05EdBUVvogaQdR0IUtvolvooDdKQzLmMKzhjeGaRmcVMQ+pN109D3hdd4s8E+zt2mcMfhvFjItDNXmMMhxEDkV0Gndy6pmjtAfquJafFpCurfRLfRdNhO1GJ4SRkfmaOR+B4jy6lG1WGU1VqRY9IXnJ2jfkg+JGTBWZm4AY4M54PGOa3B6sthxSNvi1jukVRp39LHHuDSe/QPMWW8w5Qxqqy5mrBK7CMVoX8upoq2ndDNC7ycxwBHTqv0W4TmTFsIIbBUcyIfxUntN93l7lwXF3gnwA7T+CnBOLGTKSauDLKbEW6Q11MfDk1LdHAAnWx2rT4tK9fwH7Q6SvtFU+q7r+B4H3FcvWYJNT+szUdXyX53kW9nad+Si4vcKHVeaODUk/EDLDHl/zSGINxakj7/ahHScDuui9o99gGumi1RTz0k8lLVQyQzQvMckcjS1zHA6FpB6gg9NF6LDUR1Dc0ZuoRzS3QqhERZlRERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERZ27MfY14y9qXGRHkvCPwflynkLK/MlewsoabQAlrT3zSdR7DNSNQXWjqrJJGRNL3mwCqASbBYUwjB8WzBilLgmBYZVYjiNdK2ClpKWF0s08jjo1jGNBLnE9wA1Xon2YPkn8RxKmpM+dqfEpsv4ZI0SwZXo5QK+frqBUSt1EQI+ozV/XqYyCFuZ2eOypwP7KOGBuQsIGO5tliDK3NGJMa+dx00c2Ed0MepPss6kEXOfoCsoVVTVVsxqKqZ8sju8u/t0XmG0X2hRU16fDRmd+LkPrq8Qp6hwV8tnz6Do5q3y3QZU4d5bgyTwryrh2VsBpW2x01DCIy46AFziOpcdBq4kuPeSVQ657i5x1cTqSepJUthSwrx6vrarE5N7VPLj7h2BdTBDFTNyxCyht9F8IABJIAHUkqewrGXGrhFjvFiHC8Moc81WBYbC6UYhBExz21THW26tDmgkaEe0SBdroe420FJBU1DYqmXdsPF1i62nQNTfgOtKiaSKMvibmdyFwL95XXuI/an4c5IvocFmGZcTaD+KopAIGEd182hb/ADQ49OunTXEOXca4ydqfEq/DWZvo8v4NQNZ86pqa5jSyQuH0Gm+bo09HuDe7u1K6z2jeANLwebhOL5erq2swiv1ppX1dpfHVAFwGrWgaOYCQNNdWO6nw6rwF4iHhvxMwvGqiodFh1U/5jiOnd83kIBcQO+11r+nX2V7xhGy+FQYC/E9nhvKjKS18jQ43adQGnRp0IGhOo1IXntbi1ZJiLaTEvVjuLtabCx4EniR0rYl/Ylyb+DTFHnHGhX8rQTlkRh5mnfy7dbdfq367+K1i4kZAx3hhmqoypj9jpomtmhmj15dRC7W2RuvXTUEHyLSPBel7QHtD2ODmuGoI6ghakdun8GtxDKdr2/hDk1V7RpdybmWk+Ol1+n8rdQf2fbZYxXYw2hrpDIyQO4geqQCbiwGmlrcNVv7SYHRQUJqKdmVzbcOYJsrzsX8QK+tfivDmvqJJoaWD8JUAd15TL2slYD4C57CB5lx8VtNb6LWHsWcNMTw6DEeJmK0zoI8Rp/mGGh3QyQ3tdJJp+SXMYAfzXeGhO0lhXGfaE2kftFUGjtbTNbhmsM3v49d1ObNGYYZGJ+Otr9F9Pdw6lp121cqx4fmbBM4U8YaMUpX0lQQOhkhILXHcteB6MC4Dse5ndhPFN+BySnkY5QywWXAAzR6SMduQ1sgH6a2C7WGVnZi4NYlUwwOlnwWeLE4w0EkBpLJD08BHI8nw0GvgtH8iZnnyfnPBMz08hY7Da6GododLow4XtJHg5tzTsSvUtk//AOS7FS4a7VzQ5g7R6zPC4HcuSxj/APF48yqGgJDvg74+K9PLfRLfRSRlssbZYzq14DmnTvBVVhXzxurL0rOobfRedvH7CRgXGPNdG1paJa91ZoTr/DgSk/a8r0YsK0i7auAswzifQY1DCGMxfC43Su16vmie5hP8zlD3L1H7Jan0bHHQnhIwjvBDvIFcntlFvcPEg+64e+4+Syv2L8afiHDbEsHmnL3YZir+W090cMkbHAD+WJT71sBb6LUvsL43EMTzXlySY8yaCmrYY9O9rHOZI7/4kY9626sKgPtAoRS7R1TQNHEO/wCzQT7yVI7OT77C4ieQt4EjyWL+0bl2ozFwbzHTUcTXz0kDa9gJ09mF7ZJPU8tr9B4nRee5eCNNe9eqlRSw1dPLS1MYkimY6ORhHRzSNCD7l5v8aOGeIcKc81uX5opjh8j3T4ZUPAPOpifZ6joXN+i7oOo100IXof2QYtGyObCZDZxOdvXoA4d1gbdvQua21o3OdHWNGlsp6uY8yvQjKWNRZnyrg+Y4WBjMUoKesDNdbeZG11vqNdPcuWt9FgLsecSqfMuSHZErqiJuJ5eJ5Md3tzUbnatfp42ucWHTuFmvUrYOwryHHsHfg2JTUUgtlcbdbeLT3ixXaYdWtrqVk7TxGvbz96ht9Et9F13iTn7BeGOUK3NuOP1jpxZBCPpVE7gbIm7kjqfAAk9AVgDss564j8UOJeY8yZkzBWz4XS0OrqJs7hSwTyyN5QZDqQAGRy9e/p1JJOuxQbM1Nbhs+K3DYoran7xJAyjr1F+0LFUYrFBVR0fF7+jkOkrG/a6wR2D8Y6rEC+5uNUNLWjQfRtZyNPX8Rr7wuV7Fr2niniYLgNcBnaAfE/OKc/cCsgdtfINViOX8L4hUOrhg7jR1rLddIZXDlv18AH+yfPmDy64S7LmZqbLvGjBDWzthp8SEuHOe7XQPkYeWOnnII2+XtL22gnGM7APiiN3Mjc0jndmtu9oB71wdTH6DtG179A5wI/5frdegNvolvoprClhXznu16dmWEO11igw3g3VUdzB+E66lptD3m1/N6e+ILRiMSTSNhhY573uDWtaNS4nuAHiVsZ21s+xYnmXCshYfWXxYNG6qrWMdqBUyAWNd+c2Pr6SldN7LvDGp4gcRaXFaunk/A2XntraqS32XytOsUWvdqXAOI/Ja7u1BX0lsRk2W2RNfVaA5pLdN7Bo7XWFu0Ly7H82L4yKeHW1m/E+FzfsW7mSsBkyzk/BMuzmN0uG4fT0srmfRc9kYa4jYkErX/ts5qZS4Jl/JkLhzK2okxCfR3VrIxYwEeIcXuP8Awe62gsK0H7W+aW4/xjrqCF2sOB00OHtIdqHP05jzp4EOkLT+gvMvs4oHYptK2olF8maQ9vAf/TgV1e1FQKTCzEzTNZo7P/ArTsyZWZmzjBhDZ23U2FX4nKPMxD8WP6Qxk694BC39t9Fq52G8qt+aZkztNHq+R8WGU7tD0a0cyUeR1Ji9Ld1tTYU+1Gu9Px90QPqxNDe/2j7zbuVNkqf0fDg88Xkn4DyXHYtiNJguF1mMV77KahgkqZnAakMY0udp7gvPLFssZkzflXH+Nc9vzZ2NmGpia1xsdL7Rfcfqhz42Ddw9+3PayzfJlThDW0dNJZU49MzDGHxDHaul8OurGOb/ACtVynCThphlHwJwzJOK0hEeMYa6XEBaA8vqQXu16fSaHBo1HSxvks+ymInZHC/7Wtd00rWW/wD62avt2kgdqsxilGM1fod9GMLv+TtG+FrrQrLeYKrLGYMNzFQ6Gow2qiqowToHFjg7Q7HTT3r0ywLF6HMWC0OPYY++kxGnjqoXHvse0OGu+h6rzMzhlvEMl5oxTKmKg/OsLqX073W2h4B9l4Hk5ujhsQtxOxnnv90OQKrJ9ZVX1eXZ/wAU1x9r5rKS5vqA/mDYWjoNF2v2r4SzEsNhxin1yWBI5sfax7ja35lA7H1jqWqkoZdM39TeI8PJZ9t9FgjiV2gM3cJs+1GH5nyD84ypPyxh9fTvLZJDy2l5uOrHEOuFhsIA11I78+2FYS7XuYqDA+ENRhtTSwz1OM1UNLTCRodyi08x0gBHeGsIB6EF4Oy8i2TpqepxSOkqYBK2U5LXIIuR6wI5ttfXS1wu0xiWSKkdNFJkLNb2BvbkQenzXa8hcbeGvEZsMWX8wwsr5dR+D6v8TUhwGpAaej+nXVhcN+hXfLfRae8N+x3UZuyPQZpxjOE+EV+JwtqqaCOiEohjJ1Y55vaXFzdHaC3TXTwW0PDjJuIZFyjR5bxTNFbmCqpy8vr6q4OeC4lrQ1znFrWt0AFx7tfHRbW1GD4Hh8rhhNSXkOLSwtNxa9yH2DSAdOnnqNVhwmtr6lgNZEG3FwQePVbiDzXYbfRLfRTWFLCuR3amsy5TB81YnhVsTn/OKcfxbz1A2Ph9yxJ2iexL2e+1nSTYrWYeMs5zLHcvHMNiayoc/ToaiLo2paDp3kO06B7dSsj2FVMMkTxJG9zXNOoc3oQV1GC7UV+DuADszByJ1HYfgbjqUZWYbBVC9rO+uK8RO012KuNvZcxJ785YJ+E8tvkDKXMeGsdJRS3fRa8kawyeFrwNT9EuHVYEX6VWY5h2N4ZUZdzphdNimG1sZgqI6mBsscsZ6FskbgQ8H0+1ef3a1+SbwzGIaziN2VpYoJnCSpnynPN+JmPeRRSuP4s9+kTzb4BzdA1e2YFtbR4uy2azufT3j48FyVXh8tKfWGi8q0XI5iy5j+UccrctZpwaswnFsOlMFXRVkLopoJB3tcxwBBXHLrQb6haCIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiL7HHJLI2KJjnveQ1rWjUuJ7gB4ldj4d8OM8cWM3UOROHWW6zHcdxJ9tPSUzRqQO9znEhrGAdS9xDQOpIXsP2ROwLw97MEFLnXPTaLN3E0tvbOWX0ODOOhAp2uHWUadZT7XeGhoJui8VxilweEzVDrdA5lZ6emkqX5IwtbeyH8lxWY5TUfE3tSw1WD4K8c2iyox7oq6t6gg1Lho6GMj6jSJDr1LNND6TUrMLwTBaXKuU8Fo8CwGgjEVLh9DC2GGNg8LWgDf1+1TVdTUV0zqiqlc97vE+Gw8gobfVeHbQbVVmNuLAcsfQOfb8vNdZRYbHSesdXKK31S31UtvqlvquS3alMxUVvqlvqpbfVLfVN2mYqK31S31Utvqlvqm7TMV1DijkOk4kZExfJ9U4MdWwH5vKW68qdvtRv08g4DXu1Go1Gq8xcSoazCMRqsJxGB0NXRTyU08Tho5kjHFrmkeBBBC9abfVaNdtjhqct51peIGHQFtBmJvLqdG9GVkY6+l7AD56teV619leNmkq34VKfVk9Zv5gNfEeQ6Vxm19BvoW1jBq3Q9h+R81z2UO11mBmRMDyVlnJddmDOUNKKPmOBfG7l6hr7GaySnltaXdW9bjrp39FzPwM7TfEbEanOuZcpVNVV1QDvx1ZTRPDB3MZEZAWADuboD6k9fnY74gxZQ4qxYFWujbR5ojGHl7tAWVAN0JBPm7VmniXjyC9ArfVbO0GJ/sJijmYXSMBkGbO7M4kE6gajKAdLDoBWLDaX9oqMOq5nEN0yiwAtwJ0NzbW68w4eIHF7h5iP4FbmrMeDVOGPbG6ilqZWtitAta6JxtLdNNARoRp4LbrszdombipHNlPNxgjzJRxc6OaNoY2uiHRzg0dGvbqNQOhB1AABA4Xtu8NaLEcoUvEqhp448QwiZlNWPDNHTU0htbqR3lj7dNfB7lrb2ccYlwfjflGohDjz8QbSODTpq2ZpjOuwv19ym6qmwzbbZuTEWwtZMwONwBcOaLkX5hw6enpF1oxS1eAYq2lLy5jiOPAgm17ciPh0L0dxfCaXG8JrcGrYw+nr6eSlma4ahzHtLXAjx6EryuzBhFZl3HcRy/iDLKrDKuajmbrro+N5a7r49QV6xW+q89O2FgdFgXG/EZaKqhk/CtJT18scZ1MEjmljmP8AJx5Yfp5SNPiub+yauMFdNQng9ubvafiCfBSm2VPnp2VHNpt3H9QtxOz9mV2b+DuV8WlkMk0dC2jmcSSXSQExFxJ7ybNTuVkK31WhvZ27TGFcG8sYplvHsGr8Siqa0VlKKZzAI3OYGyAlx7jYwgDfzW6PDXPNDxLyThmdcOpJaaDEmPcIZHBzo3Ne5haSOh6tK5Xa/ZirweumndHaBzzldpbW7gOnQadyl8FxaGup2Rh15A0XHZpddht9Vp527MQwOfEsrUVJiNLLilI2rbV07JQ6SGN3KMd7R9HX2iNe9bTcQ8EzLmHJeLYJk/HBg2L1sHJp65wJ5OrheRoNQSy4Bw6gkEaEBYDyv2Gcutc+v4g51xPGK2Z/Me2jaIGXH6Vz33vkJPW72fRZti58NwerGLV0+UxkgMa0kuu2178ANem5PRzsx2OrrYTR08dw613EgAWN+0nRa/8AZt4mYLwt4ktx/MU0kWG1NDNQ1MkURkc0OLXt6DrpfG3uW9eQeK3D/ig2tdkbMAxP8H8sVI+bTQmO+63pKxpOtruo17l02h7IPAWkhbHPlCprXtP8LPidUHH1DJGt+CyFk3hxkjh7TS0uTMs0eFNqA0TOhYeZLbrbe92rnaXO01J01PmtzbPGsC2ikNXTMlE9gBfKGEA8SLl17dY5LDgVBiGGMEMrmGO5Ol76+A4rnrfVdR4mcLMq8VsvOwDM9I42EvpaqIATUsn5THEePiO4jv8ADTudvqlvquEppZqOVs8Di17TcEcQV0ErGTsMcgu08QVoNj3Zw47cI8xxY7kdlTigpXl9NiWEHSUDr7MkJNw1A6t0ewg6EnXRd4ou0V2o6SkFNWcGp6yZg0578v1zS4+ZDSG/YAtwbfVLfVdvUbbnE2NGLUccz26Bxu099vIWHUoCLAPRHH0Od0YPLQj3/wDq8+M4YH2meOWMRVeP5Lx2QQnl01M+hNFTU4PkJLRqfF7iT3AnQADaDs1cFMW4PZbxGPMNVSzYpjE0cszabVzYWMaQ1hcdLiC556DTr0171me31S31WrjO2VVitAMLiiZDALeq0dBuNe3XQC54rNQ4HFR1Bq3vc+TpJVliOG0WLUFTheJUzaikrInwTxPGrZI3AhzTsQSFoZxr7NeceF+MTY9lGjrcTy6xxqYKqnBfPQhvtaShvUW9/MHTQanQ9F6AW+qW+q0dmtpazZicvp7OY72mngfkR0+IK2MVwqHFow2TRw4EcR+i1b4V9tHK1XhVNhfFNlTh+JQsslxOCDm09RoPpuZGL2OPk1rm69fZB0EvEbtr5Ow+hqaHhvRVWLYg5pbDW1MJhpYyR9O12kj9PyS1vqs7Y1wo4aZilfPjeQcBrJpAbpZcPiMh1OpN9t2uvjrquNwrgNwcwV/MoeG+BXhwcHTUjZ3NI7iDJcR7lKCv2TdUGrfRyA8cgeN3fwDrdXDqWoabGRHuRO382U5vOy0T4d8JeJHHfMU2JQMmNPV1D5MQxurYeS15Orzr9d/X6DfMa2jqN/OHfDrLnDHK9NlXLVMWQQ6vlmeAZamU/SkkIHVx+wAADQABdnp6Sno4I6Wkp44IYmhkccbA1rGjuAA6AKS31WrtRtdV7S5YS0Rwt4MHDqJOlyBw0AHILLhOCw4Xd980h4uPwVvPJDTQyVFRI2OKJpe97joGtA1JJ8AAvK7OWZH5tzbjOZ3scz8K109WGPdq5jXvLmtJ8dAQPctv+MmWu2Di+IY1h+VsRoKvLOJOmhho6GSkilZSu1Aa98zGPDi3vtee/vWpmY+G2esjSRz52yZjOG0QlaySaSnc2M6n6LZdCy4gHTqvRfszw6lwsSzvqI3ySBoDWuu4DUkEGxuTbp4cVzG1dVNV5IxE5rWk3JGh7Drp81v52b8rQ5V4MZapWQhk1dS/hGd1oBe+c3gnTv0YWNB8mhZMt9VjzgxxnyDxZwqSnyZFVUUmExRMnw+ensNNGQWs0c3Vhb7JA0Oug6gLv2K4hRYLhlXjGIy8qkoYH1E8hGtsbGlzj9gK8gxmGrfiUxq2FsrnElp43cb/AB09y7ahfCKVm5cCwAAEcNNFqpx7/wC+r2kMncJoSJ6PCrJK6I9A3mATzg92v4iOPx8dB1JW2FvqtSuyLBXcQuLGd+MOIwmNri6OJrtTpJUSF9rXaAGyOMNP6bVt1b6qc2xj9Dkp8Hbwp4wD+d/rPPvHgo/A3Gdstaf9RxI/KNG+RWl3biyIcOzDg/EKjgaIcUiNBWOa0DSeMaxucfEujJGwi9Fjrst55/cXxgwls7wKPG9cKqOvdzSOWe/TpIGa7E+K3L7RmRWZ84Q49hjIy6rooDiVGQNSJYdX6AeNzQ9n8rz0XmvBVT0s8dVSzPhmheJI5GEhzHA6hwI7iD11XqOxEzNo9mJMKnOrQWdxF2nu4D8q5HH2OwvFm1kfA2d3jiO/4r1ut9VqJxdaeO/aVwbhfRSPmwbLgLK8tJtbppJVHVvUHQRxa9PbAHTvWeWcXKCLgUzjBO+BwGDNrHMu0jdVaWcrv6azexprrr071ivsWZKqpsJxvi/jxfNiOY6mSCCV40uia8maQeHty6jbldO8rzXZ+nfgMFXi8otJFeJn/wDo64JHW1tz3rq8SkGISQ0TNWv9d35RqPE2WycNPFTxMggibHFG0MYxjdGtaBoAAO4AKu31UtvqlvquHyXU/mUVvqlvqpbfVLfVU3aZiorfVLfVS2+qW+qbtMxUVvqr3DMWrsJlvpZDafpRu6td7v1q3t9Ut9VlhdJTvEkRs4cwrXgSNyuFwuh9o/smcFO2Bl90OZ6AYLm6mic2gx+kib87gOnstk7vnEIOn4tx6dbSwnVeMfaX7JvFzss5o/AnEDCefhVVIW4ZjtG1zqGvGmujXEexIB9KN2jhodNW6OPu0wvieJI3Oa5p1BB0IV5mLCclcVMq1vD/AIp5dosawbEozFPDVx6seCNAdRoWPHeHtIcD1BB6r1HZvbZzSKeu8eX6H3di5yuwi13w8Oj64r82SLd7tufJs5t7PxreJPCgVmZOHgumnYRzK3BWaannaD8ZCOukoHQdHgfSdpCvVoJ46hmeM3C55zS02KIiLMqIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIsr9nHs08Te09nlmTOHmGjkwWSYritQCKTDIHa6STOHibXWsGrnEHQdCR23sh9jTiD2rc1OZh9+CZMwuUDGsxTQkxQjoTBCD0lnLXAhuujQQXEAgO9peGXDHh/wAEci0fDPhVgLMJwKj9qRxN1RWzH6c88h6ve4+fQDQABoDRzW0G0cGCx2HrSHgPmt2jon1btNB0rq3Z57OPC/sr5N/crw2ohVYvWMb+Gcx1LG/PK+TQagOA1jiBHsxg6Dv6uJccilpJJJJJU1iWLxHEa6pxSYz1Lrn3DsXWU8MdMzJGFDYlimsSxR+6WfMobEsU1iWJukzKGxLFNYlibpMyhsSxTWJYm6TMobF0XjZw2h4p8NsXylpGKuSL5xQSPHSOqj9qM694BOrSR1tc7v7lkCxLFsUsklHOyohNnNIIPWNVjmY2eN0TxcEWPevH6OatwjEGysdJTVlFMHAg6PjlY74EEfBepXCHPkHE7h1gmc4WBktdTgVMY00jqGEslaNr2nTYhaK9sbKmF5T444kcKlp+XjNNFissMRGsM0hcJGuA7nOcwyekgPirns6Zo7SNJheIZb4LYM6sw+qqeZNPPTMdBSzlgBcJZCI2utDCWnXW1vTz9z2rw2LazBafEI3NjcLOu82ADh6wJ6ja3Z1rzzBqp+C18lK4FwOlmi5uOBstmu2VnTBsucHq7LlXUMOI5ifFT0lPr7ZayRsj5NPBrQ0DXzcB4rAXYt4V4rmbP8fESqpnR4Nl2/lyvadJ6tzC1rGHuNodcT4eyPHUZVy32MsWzPjz838fs+1GYq+Xq6ko5Xhh662umcA4MGpAYxrAPAgdFszg+B4Tl7DKfBsCw2moKGkYI4aenjDI42+QA6LiH43SYBgr8Gw1+9kkvnfYhouACG31Ogtfv6h0DcPmxKvbX1TcjWWyt4nTUE20Gutu5WuY6DFMRy9ieH4HiRw/Eamjmho6u0O+bzOYQyTQ99riDpstesmdiPK8csmM8VcyYhmnFKiTmzNjmfBC4nvufrzZD3+1c3v7umq2csSxcjQYvX4XE+KikyB9rkWDtOWbiB2FTdTRU9Y9r525svAHh4cF03AuEfDLLNJHR4JkLA6aOMAA/Mo3yO07i57gXOO5JK7UyFsbGxxsDWtADWgaAAeAXysr8PoBrWVkMOo1Ac7qfQd64OszzhEDi2mjlqSPEC1vx6/BaMnpFU7NK4uPSST7ytqNjYxaNoA6hZc/Yli6PVZ7xKVxFLTwwN8NdXu+3u+CszXZpxb22SVcjT/ewWt+GgQUZAu4gLJqsgSyQ07b55mRt83uAHxVlJj2CRfTxKE/om77l0+LK2O1Tr52Nj18ZZNT8NVeRZIqD/DV7G/oxk/rCoYqdntP8PoqtiuYmzhgkf0JJpf0GafforZ+eMPH0KSd3qWhUx5KoGgc2onedtAPuU7Mo4O3vikd6vP6lZnpG8iVWxVq7PUI+hhzz6ygfqVP7u2/4L/+P/8ASuSZlnBmd1C0+rnH7ypW4HhLe7D4PewFU39KODD9d6ZT0riP3dj/AAZ/8f8A+lP3dt/wX/8AH/8ApXM/gXC/8HU/9EF8OB4U7vw6D3RgKnpFN/tnx/VMvWuJbnqE/Tw549JQf1KZmd8OP06Sdvpaf1q7flzBn/SoGD0JH3FQuyngzu6B7fSR361UTUh+6R9dqZT0quHN+CS/Tlli/TZr92qvIsewWX6GJQ/ynW/euKfkzDXfQlqGfygf1KzlyO/UmDEAfIPj/WCrh6I7mQliu3xPhnbfBKyRvm1wI+CrsXQZcpY3TfjKZ8chH97eWu+On3qllRm/C9XfvwNHfcOY0fbqFcKeN/sPBVNVkCxRz0sFVDJTVMLJoZWlj45GhzXNPeCD0IXTKXPeIxOAq6aGZvjpqx329R8FzNHnjB5yG1LJaYnxcLm/aOvwVDSSM1srTdMv5ByhlKfEarKmXaDBpsVsNW+igbEJHMDrCWgW6i9x7u8nXVaz5h7HvFmhwytwfJfG2rqsLrA8SYdXzVFPHI0n6D7Hva/UE6ktGp8FtnSV1BXgmjq4ptO8MfqR6jwVzYpXDscxDCpXSQuuXWvmAdfLw9oE6crEKPqsPpqtgZILAXtYkWvx4dK0S4ZZ94mdkx9RlriFwwqn4JilZzDVRH2+cWgDlzNLopPZb9DUHx1GhC3kiukiZI6J8Zc0OLH6XN18DpqNfQqSoo6ariMFVTxTRkglkjQ5pIOoOh8iAfcpbFfjuKx45K2qMIZKb5yCbO4WNje1uepurcOo3YewxCQuZ90EC46dRxUNi8suNWTTw+4p5kyoyn5NPS1rpKVg7hTyASRabWPaPdp3heqdi0j7f+TZKLMmW8+QREw4hSyYbUOA6MlidezU+bmyP0H+LK6f7M640WLGmcfVlaR3t1HuuO9RG1lNv6ISjiw37jofgsSZdzrmPO/D3LvZ4wgScytzEZWyOd7AjktsZoOtokdNI7p4A9Trp6O5Wy1h2UcuYZlfCWFtHhdLHSw66alrGganc953JWn/AGDOGTsRxrFOKmI07TBhrXYdhpc3Umoe0GV7T4WsIbvzT5HXdqxW/aHVwvrv7PpRZjCXO65H6k9wsPFXbMQSCn9Jm9pwAHU1vBQ2JYprEsXnm6XTZlDYlimsSxN0mZQ2JYprEsTdJmUNiWKaxLE3SZlDYlimsSxN0mZclhOOOpYzQ18fzijkBY5jgHaA9CND3jZeefbm+TCpMXhxDjN2XsKaJ3X1eK5SpwS2ck6ukoG/Vd1cTB0H970IDDv1Yr7CsUqMLl1YbonH24yeh9PIrrtn9pJ8KeI5Tdnl8x7xyUXXYeyoGZmjvNfmpngnpZ5KWphfDNC8xyRyNLXMcDoWkHqCD00VC9n+3V8nhl3tCYdW8XeCdJS4XxBijMtZQtDYqfHLWk2O1IbFUk6aSH2Xdz+8Pb4243gmMZaxmuy9mDDanDsTw2okpaykqYzHLBMxxa9j2nqHAgghe0UNfDXxCSIrl5I3ROyuVkiIt1Y0REREREREREREREREREREREREREREREREREREREREREREREREWznYq7E2bO1Pmf8ADGLOqcE4d4PO0YxjNha6oILS6kpSWlrpi0jUkFrAQTqS1rqexN2LczdqjNxxLFTU4Pw8wOZv4axgNLXTuBaTR0riC107muBJOoY03HUlrXe1eV8rZYyLlfDMjZHwOlwbL+DQNp6Kip2BrWNA+k7T6T3HUucdS4kkkkkrltotomYTHuotZTwHR1lb9FROqXXOjVb5RyhlLh1lHDOH/D/AKXBMu4PC2Glo6dgGug0Mkh73yOPtOe7UuJJJJJK5O30U1volvovG6iSSqkM0xu48108bWxNDWaBQ2+iW+imt9Et9Fg3avzKG30S30U1volvom7TMobfRLfRTW+iW+ibtMyht9Et9FNb6Jb6Ju0zKG30S30U1volvom7TMobfRQYhSz1VBU0tLVvpZpoXxxzxgF0Ti0gPAcCNQevUEdO5XtvolvoqiOxuqE3WrfDrsRYLS4pJmnjLmKXN+LzTCZ0IkkbTl2uusr3HmTEnTvtHgQ4LZbDsLw7CKKLDcJoKaipIG2xQU8TY42Dya1oAHuV9b6LjMXzDg+CNPz6rYJNNRE32nn3eHv6KSxLE63F3h9W8utwHADsA0HgtWkooKMZYG2vx5k9p4lXtvooKytosPi51bUxQs7gXu019PNdCxbiPX1JMeFQtpY9NL3AOef1D4rj6PLuY8fkFRMyQNeNedUuPUba9So7dBuripAMP3l2bEeIWHQF0eHUz6lw6B7vYZ+0/BddqM0Zjxp/zeCR4u/i6ZpB+0dfiuxYdkDDacB9fI+qk7yPoM+wdfiuxU9FTUjOXTU8cTfJjAB8FYZWM9gXVwyhY/pMnY3Wky1QbAD1Jldq4+4fr0XN0mRcPiaDVzyzu8dDY39vxXarNvgoauT5rTSVFl3LFxHmsD55n87KuYKzpsGwyjAFPQxM08bQT9p6q7s8B4KSF8dRE2aJwcx41BAUUjjFVxNI9mZpbr5OHUfDX7FrmMuN3KudfSzRLFM5mjSdO4ar7Zr1/Urd0mdQWJYp7Nvglm3wTdJnUFip5drTruVc2bfBR1Ashe7yaT3bJukzqixLFPZt8Es2+CbpM6tZ3sp4XzyHRrGlxUOHTPq6KKpePaeCTp6lWOZqvRraCMjV3tv8ATwH61c5bdzMNDP709zf1/rV250Vc2l1fWJYp7NvgvjmhrS4juVu6VM6hsSxTiMgdfuVPQvMYHUDU9O7y/Wm6TOrOow2iqgRU0kUuvi5gJ+1cRVZJwicEwCWBx7rXaj7Cuy2JZt8FkZvI/ZKpnXQKrJOLUv42hqGTFvUaGx/u8Pioo8xZpwEiGrEhb4NqWXA+ju/4rIlm3wVMkEcrCyWNr2nvDm6grZbUP4PF0zArrmHcQcNqC2PEKd9K497x7bNfvH2Ls1JV0dfFzqKpimZ3asdrofI+S6/iOSMGrrnwxupZHeMX0df0e77NF1qqylmTBZPnOGSvmA+vTktePVvf9mqyjdP4aK3KDwKyXb6LpPFvhBlbjNlhuV81Pq4YYahtVBPSPayWKUNc3UFzXAjRx1BCtMM4jYhSPNPjVKJw32S5rbJGncdx+C7rhOP4RjbQcPq2PfpcYndHt9R+zos8DpaOVs8Lsrm6gjksE0IkYY5Rdp4rg+GXDzCeF2R8KyPgrzJT4bEWume3R08rnF0kjh10LnOJ016DQDoAu0W+imt9Et9FZMX1EjpZTdziST0k6kq2MNiaGM0A0Cht9Et9FNb6Jb6LHu1fmUNvolvoprfRLfRN2mZQ2+iW+imt9Et9E3aZlDb6Jb6Ka30S30TdpmUNvolvoprfRLfRN2mZQ2+iW+imt9Et9E3aZlXQ1tRh8wmgcPJzT3OHkVrZ24uwnlTtXZflz9kKOlwfibhtOGxTu9iLFY2A201T4B3gybvHRrtW6W7IW+impKmeimE8DtCO8eBHkVO4Li82EygtPq9H17wtKrpW1Letfm3zTlbMWScxYhlLNuDVWE4zhU7qWtoqqMslglaerXA/aD3EEEagri17mdufsP5a7WGVH52yRBS4XxNwenIpag6MZikbR0pKg+f97kP0T0Psk6eIeYsvY5lLHsQyvmbCqnDMWwqpkpK2jqWFksEzHFrmOB7iCCvaMOxCLEYhJGVzEsTonZXLj0RFvrEiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiz52POyXmvtWcRRgtI+XDcp4M6OozHjQb0pYCTpFHqCHTyWuDG9QNC49GkHqPZ27Puee0pxLoOHGSKewy/j8RxGSMugw2kBAfUS6adBqAG6gucQ0d694uDvB7I3AXhzhnC7h3h5p8Kw0F8sz+s9dUu/hKmZ3e57j7mgNa3RrQBz+P42zCocrNZDwHR1lbdJSmodrwC5PJORso8M8nYVw+yBgcGEZfwWBsFJSxNAJ0HtSSEdXyOOrnPPVxJJ6lczYVNb6pb6rx+Z8lRIZZTdx4rpGBsbQ1vBQ2FLCprfVLfVYt2rrqGwpYVNb6pb6pu0uobClhU1vqlvqm7S6hsKWFTW+qW+qbtLqGwpYVNb6pb6pu0uobClhU1vqoqqopqKnfVVk7IYYxq57zoAPVMiXuvlhXG4zj2FYDDzcRq2scQSyMdXv9B+vuXTMzcUzc6ky2zQAkGqkb3/otP3n7F13Bsp5gzXN8+mc9kMnV1VUEm708XfdurDYcFsMh0zP0C5HHeI+KYkXU+FNNHA4W6g6yu9/h7vtUGEZFx3F3Gory6kjcdS+bUyO/k9/26LvmBZNwbAQHwQc6o0Gs0o1drt4N9y5uzb4LEXHkr941ujAuAwnKGC4Po+Gn5sv99m9p3u8B7lzNims2+CWbfBYiwu1KszkqGzdfLRrpr1U9m3wVE8UhjJi+m3q3p3nyVN0mdUWbq0xZobhtQSfqEK6o6mGtiEsR69zmnvafIqzzDI2OgMWvtSuAA2HUpu1UO1suAwfEnUEnKlJMDz1/NPmucxdl+H/OYHBxic2ZhGx7/sK61YfJX9DiMlNE+lmBfBI0t08W6+SqYwshPMLsNNIyqp46hndI3XTy2VNEC+mj1PVotPqOn6lYYRLLh8UkNbG9kYHMY4j2TsCrvAZDPROLu9sjh3efX9apulYTZXdm6Wbqazb4JZt8E3StzqGzdWuJgsoZnA9Qx33FchZt8FaYsw/g+c6fUKbpA/VVQls0TJmH2XtDh6FUVk8dHTvqJT0aOg8z4BcXhmNRU1MKeqjeSz6BaNdR5KxxKvlxCXUttjb9Fv6zum6V4vdcbO+SpmfPKdXPOpXNZXkAfNTE9XAPb7uh/UuKsPkp6Kd9HUsqGjW09R5jxCqY1eTcWXbrN1bTOD6uKkHUgc1+wHd8fuXyXGaBkHNZJe4jowDrrv5KHARJUmprpur5Hhvd3aDuH2qm6WK5GpV7KWQxulkdo1gLidla4bdJTvrpTpz3F+h+q0dAPsHxVtj9SZHsw2A6lxF/6grvFNKHCTFH+SIm9Pt+GqbpVupKEmalZMenM1fp5AklT2bpQxWUUDSO6NvhsprNvgm6VpeobN0s3U1m3wSzb4JukzqGzdLN1NZt8Es2+CbpM64nFMv4VjDLK6kY93hIPZePeOq6Xi/D3EqBxq8DqXThp1azW2Vvoe4/BZKs2+CWbfBXtDm8FUSkLGmEcQ8YweX5jj1M+obH7LrhbMz117/f13WQcHxzCsdh52G1bZCAC9nc9nqP7BQ4vl7Csch5WI0jXkfRkA0e30Pf7u5Y/wAYyJjuX5vwjgM8tQxhJBi1bMwbgd/u+xZWu6VUiOThoVlawpYVj3LXFIFzaPMsdpJ0FTG3QD9No+8fYsiU81PVwMqaWZssUguY9h1DhsVlDQ7gsD2OjNnKmwpYVNb6pb6qu7Vl1DYUsKmt9Ut9U3aXUNhSwqa31S31TdpdQ2FLCprfVLfVN2l1DYUsKmt9Ut9U3aXUNhSwqa31S31TdpdKWomo5hNC7QjvHgR5Fan/ACgfYYwztL5Zl4rcMKCKm4lYNTaPhbo0Y5TxtOlM/UhomH8XIe8Cx3S0s2wt9VPR1MtFMJY9SO5zfAhTWDYpLhcoIPq/X0VqVVO2ob1r8ztfQ1uF11RhmJUstLV0kr4J4JWFj4pGEtcxzT1BBBBB7iFAvXX5S7sJxcR8Kre0dwZwi7MtFCZsx4TTRkuxOBoANRExo6zsGpePrtGo9oaP8il7BR1kdbEJYyuckYY3ZSiIi21YiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIi5vJGSc0cR824VkXJWDzYpjmN1LaShpItA6WR25IDQBqS4kAAEkgBcJ3r2b+Tf7GreBGSmcWuIOFWcQM00v4mCYAuwfDn6FsemmrZ5Bo5511DS1nQh+sfieIR4bAZn8eQ6SssMRmflCzL2T+y/lXsr8L4Mm4VyK7MOIW1WYsZbGA+sqdP4NjtLhBH1axp/OcRq4rM9vqprNks2XkVXNLWzGeY3JXQxtbE0NaobfVLfVTWbJZstbdrJmUNvqlvqprNks2TdpmUNvqlvqprNks2TdpmUNvqlvqprNks2TdpmUNvqlvqprNks2TdpmUNvqlvqpSA0FztAB1JJWMc7cVo6cvwvK0jXyDpJWaatbsweJ37vLXvVkmWMXcskTHSmzV2bNWdsHytGY538+sI1bTMd7Xq4/VH9tFieuxfNGfcRbA1j5z3sp4hpHGPM+HvKuMq5FxrN8/4RrZJIaN7rn1MmpfL1626953PT17lmHBcvYZl+kFHhdM2Jn1nd73nzcfFahzy68Aty8dNoNXLqWWOGVDhllZjJZWVQOoj0/FMPofpH16bLuojDQGtAAHQAKewpYVURLXdKXm5KgsSxT2FLCq7pW5lBYrKvqJaCRk5bfA/wBl48WnwIXKWFR1NK2qgfA/ueNPQ+abpA8KGGSKdpdE8OAOh2KrsXXQyop7nxPMc9ObXgHvb4HTx8vsV3Fj9Q1uk0DXnwINqt3avIPJcZiDZKLE5jTyOjJdd7J07+qtZ5Jql/Mnlc93mSrmoe+pmfPJpc86nRR8tU3aygrWniNx4wvD834hhEdNi8bsNlfRyct7Qxz2OILh7Q6Fda/2QOH/AJGOf0jf+usd8WhpxPzUP/S9V/pCupL26h2NwqWljkc03LQTr0gLg59pcQilcxrhYEjgOlbAs7SmGmlFNLDj7gG2n8a3qP56jou0hh9HG5gZj5udr0laP+esBItv9isI/CfFYf2nxD8Q8Athj2m8P/veYP6Yf9dbIcC8wuzbk38PcypcyqmLoxUPue1to6HqV50r0X7OkTRwhy2WNAuoIidB3nV3Vcnths5RYXRNlpQQS4DU30sVL4NjNTXzOjnIta/C3MLIlijqoBNTSxaA3sI+Cu7D03SwrzXdLo8y6Bywte+LnGzDsGzhU5djgxaKTC9IZXQvaGSOIDtR7Q8HadVspXUwhrJogNAHnT08FoZx8GnF/Mo/3yz/AETF1exuD02K1z4qoXAaSLG2twPio3G8Rnw+BssB1JtwvyK7R/d4pfy8c/pB/wBdfDx3pf75jn9IP+usMIvS/wBisJ/CfFcx+1GI/iHgFmc8d6b++45/SD/rq9pe0RT0tMYWPx67UnXnADX+esFon7F4T+E+KodqMRP3h4BbzdnPHZc60tTjUs9VLG6Rr2ipfc4FpePM+IWVsxyXzxUzT0aLiNz/AG+Kx32SqaMcH8Iqgxoc5k7S7TqdKuo7/h9i79O753iBl8HyDT016LxvGqRlLiE0MfstcQOwFdvR1DqmFkz+JaCe2y7I2INaGjuA0X2xT2FLCo3dK/MoLEsU9hSwpukzKCxLFPYUsKbpMygsSxT2FLCm6TMoLEsU9hSwpukzLqmZchYRmFrp2tFLWadJox0cfzh4/fuugMqM38Na+x4LqV7tNDq6CYbeR+wrNVhUNZh9LiFO+kradk0Mg0cx41BVN0eIWVk9hldqFxGVs54PmqLSlkMNU0avpnn2huPyhv8AcuwW+qxHmrhriWBy/hjKr55Iozfy2OPOh3aR1cPj6965fJPFWGsLMLzQ9kM/0WVX0WP2f+Sd+70WRj9csmhR8IIzxG4WRbfVLfVTBoI1Hclmy2d2tTMobfVLfVTWbJZsm7TMobfVLfVTWbJZsm7TMobfVLfVTWbJZsm7TMobfVLfVTWbJZsm7TMobfVLfVTWbJZsm7TMpKCrdSSdQTG7o5v615M/Kc9hxvDTF6ntDcJcI0yhjM/Mx7D6aM2YTVyO/h2gfRglc4DQABjzoNA5ob6xWbL5W4XguZMFrsqZowymxHB8VgfS1dJVRiSKWJ40cxzT0LSCugwLFH4dKGu9krSq4BM3MOK/Mmi2Q7cvZGxnspcVJcOoo6iqyVj75KrLuIPGv4vXV1LI7xli1aCelzS12g1IGt69SikbMwPYdCoMgg2KIiLIqIiIiIiIiIiIiIiIiIiIiIiIiIiLLfZc7POZO0zxfwnhtgfNp6J5+dYziDGAigoGEcyU69LjqGtHi9zR3aqyR7Yml7zYBVAJNgtofkvOx6ziZmgdoDiJhXMyrlmqAwOmlAsxLE2HW9zSDdFD0J7g6QtHUNeF68OBc4ucdSepK4rJeS8tcPMpYRkbJ+GRYfguB0kdFRU0YGjI2DTUnxcTq5zj1LiSepXNWBeYYtXPxKcvPsjgOpTVPGIW25qGxLFNYEsCi92s+ZQ2JYprAlgTdpmUNiWKawJYE3aZlDYlimsCWBN2mZQ2JYprAlgTdpmUNit66ro8MpJa6vqI4KeFtz5HnQAL5jWMYZl7DpcUxWpbDBEOpPe4+DQPEnyWv+bc6Y5xCxWOho4JRTGS2loo+pcfN2ne74D7StWpmbTi3Fx4BbVNA6oN+AHNcjnviZW5mkfhWD30+Gk26DpJOdfHTuH5v27c3kXhQXCPFs1Q6dzoqM/Ayf8AV+3yXP8AD/hhS5bZHimMNZUYoRq0d7KfXwHm7f7PM99sWrHTPkO8m49C2JalsY3cHDpVsyFkbGxxsa1rRo1rRoAPIKqxT2JYtrdLSzqCxLFPYlibpM6gsVL4zpqzS4dRvsrmxLE3SZ1bR2yND2933HyVVijn1ophUaHkyHST80+Dv2q7DdRqO4qgiVS5cBi0HzWqjrms1Y/2JB4H/wC4+5cXWUfzaXRpujeLo3ebSu21lIKqmfCe8jpsfBcNSw/PaV9C8ATQ6ui1+IVjodVkbJouEsSxXRiLSWkaEdCF85as3ay5gvO7i704pZsH/piq/wBI5dRXb+L404qZtH/pmr/0rl1BfReHf5OH8rfILyuq/wAd/afNERFuLXRejnZybrwfy0f/AEfF97l5xr0h7NzNeDuWT54fH97lxO3bc2HsH8w8iuh2cNqh35fiFkRw/HMj82ud9mg/WpLF9aA6reB9RjR7yT/qU1i8l3S7LMur47TCOsEgH8I0E+o6fsXnz2gBpxizMP8AfLP9ExejWP010EcwHVjtPcf/ALLzn7Qg04y5nH++Wf6Ji7XYFmTEpPyH+pqgtpHZqRn5vgVjtERetriURERFvt2XJuTwJwlw+k4VDB76uo/1rIlNHrURD89v3rGHZic53BfAYvqgVLvf87qFlmmZ++Iv02/evANoGXxWf87vNem4abUcf5R5LstiWKexLFHbpZc6gsSxT2JYm6TOoLEsU9iWJukzqCxLFJK6OCMySutaPFVNaS0EtI1Guh8E3SZ1DYlinsSxN0mdQWJYp7EsTdJnUFi6LnjhhSY82TEsGbHS4h9Jze6Of18nb/b5rINiWK11OHixCvZM6M5mrCeT+IOK5Nrf3O5rhmNLE6wiQHmU24/Kbt5d3ksz0dTS4hSx1tFOyaCZocyRh1DguAzlkTC84Uds7RDWRtPIqWj2mnyd+U3b7FirBMx5l4T42/B8Yp3yUT3XSQa6hzf75Ee7X7+46Huwtc6lOWXVvT0LacxlWM0ejuY6VnqxLFBhGK4bjuHxYnhVUyenmGrXN8D4gjwI8le2BSIYCLhRxJBsVDYlimsCWBV3apmUNiWKawJYE3aZlDYlimsCWBN2mZQ2JYprAlgTdpmUNiWKawJYE3aZljvtCcCMo9pnhJi/CvN7I45KmMzYXiPKD5MPrWg8qdmvXoejgCLmOc3Uar8+nFLhlm7g7n/GuG2esMfQ4zgdS6nnjcPZeO9kjD9Zj2lrmnxDgv0oN1Y4PadCOoWlHyn/AGRI+NnDk8asiYUHZ1ybSudWQwRXS4phrdXPj0HV0kWrns7yW3t6kt06/Z7EzGfR5ToVHVcP32rxcREXbqOREREREREREREREREREREREREVUUUs8rIIInySSODGMY0lznE6AADvJK94ewJ2VKbszcHYDjtFEM8ZqZFX4/MWe3TjTWKiBPXSION3m9zz3aLRT5KXsrjidxFl47Zxwxz8tZJqGjCmv0srMX6OadPrNhaQ893tuj79HBexlpXJ7QVxd/dIz2/JbtLH98qG3dLd1NYUsK5TdrezKG3dLd1NYUsKbtMyht3S3dTWFLCm7TMobd0t3U1hSwpu0zKG3dLd1NYUsKbtMyht3XHZgx7C8s4XNi+LVAihiHQfWe7wa0eJKusaxfDsv4ZPi+K1Agpqdtz3EfYAPEk9AFrPmvNeP8UMyRU1LTSOY5/KoaJh1tB8T4XHvJ8PQLQraltK2w1ceAW5R0pqXXOjRxKqzJmfMXE3MMVPT08jg55ZR0cZ6MHmfDXTqXH4BZm4f8OKHJtIJ57KjFJm/jZ9OjB+QzyG/j8FPw64cUWSMPvlDJ8UqGj5xOO4D8hnkB8fsA7jYteloXA76bVx9yzVVYHDdQ6NHvUFiWKexLFv7paGdQWJYp7EsTdJnUFiWKexLE3SZ1BYlinsSxN0mdW0kDJY3RvALXDQrjaGd1LM7D6k9GnRjj8AubsXF43R6tZUtHVvsu9PBWviIGYK9j7+qVe2Lg6+N1DiIqIx0d7f7R/bzXI4XWmXSmmJLwPZd5hfcbpr6dsoHVjvgf7BWujzNuFVrsrrFcfitE17W18A1a8Au0+9cZy9lz+DyNkjfRS9RoS0HxHiFYVtA6kmLNDaerT5hY3RXGYLI2S3qlea3GIgcVs3jyxqr/0rl064Lt/GY6cWs4DTuxus/wBK5dNu2XveH/5SL8rfILzWp/x39p81XcEuCou2S7ZbiwKu4L0m7NYB4NZZJ7vwfH97l5rXbL0d7PdYY+C2WaeMEOfh0ep8hq5cbttb0Fl/xfAqe2f1qHdnxCyhh3491RUDufJoPQDor2xR4VDZQx9Ppak/aruxeYti0XWOfqrGuphPSSx+Nuo9R1Xmr2iDpxozSP8AfTP9CxenFi8y+0tGIOOmboWjo2sYB6cpi7HYqPLiDz/If6mqDx916Zo/m+BWNbglwVF2yXbL09ciq7glwVF2yXbIi3y7LbbuDeBH82p/5ZULLsTbZWO07nArE3ZUbfwYwM/m1P8AyyoWYOWvCccZfE5z/O7zXpGHutSRj+UeS7JYlirpzzYI5PymgqSxa26VcygsSxT2JYm6TOoLFHPJFTxmWVwAHxUlVUxUjLpDq4/RaO8rgaqaarkvlPQdzR3BWPaGq9nrcVJFJLidewOFsTDcG+QC5qxWWB01rJJyOrjaPRcpYkcRtco9+tgoLEsU9iWK/dKzOoLEsU9iWJukzqCxLFPYlibpM6gsXC5ryhhWbsMdh+JR6OGphmb9OJ/mP1juK7DYlio6APGV3BVbKWHM06rXWhxHNHBrMzqOtjdPQzHV7AfxdRH4PYfBw/1FZ6wPGsNzFhkOLYTUtmp5h0I72nxa4eBHkrfNWUsLzfhMmFYpFqD7UUo+nE/wc0/q8VgzC8UzJwUzY/DsRjfPQTEGRjT7E8WugkZr0Dh/qKjxmw59naxn3KRIbiDbt0kHvWxVu6W7qHCcUw/HcOgxXC6ltRTVDbmPb8QfIg9CPAq8sKmAwOFwookg2Kht3S3dTWFLCq7tMyht3S3dTWFLCm7TMobd0t3U1hSwpu0zKG3dLd1NYUsKbtMyht3UkL+W7R3VrujgfJVWFLCrmtLDmCoTcWK8Q/lLuyY3s98Wv3bZPw4Q5GzxLJVUTI/oUFd9Kel/Nb1vYPyXFo+gtN1+kDtDcDst9ozg9j/CfMwZF+EoC/D6wxh7qGtZ1hnbr+S7vAIuYXN1AcV+dzPeScx8N85YzkLN2HSUOMYDWS0NZBINC2RjtNR5tI0II6EEEdCu/wAIrvS4crvaCi5o8jlwSIillhRERERERERERERERERdl4acPcycWM/4Dw3yjTCfF8w10VDStdra1zj1e8jUhjW6ucfBrSV1perHyPXZqbRYTivaZzPQgz4hzcHy02SP6ELXaVNS0nxc4coEdwZKO5y1aypFLCZDx5dquY3M6y354JcIMscCuFuXuFmUqdrKHA6RsT5Q211TOfamnf8AnPkLnHy10HQBd5sU1myWbLgntdI4udxKkQ6wsFDYlims2SzZW7tMyhsSxTWbJZsm7TMobEsU1myWbJu0zKGxLFNZslmybtMyhsUNZU0uH0s1dWzsgp4GGSWR7tGsaBqSSryzZa4cceKP4erH5SwGoJw6lfpVSscdKiUfV3a0+4nr4BadfUsoYt47jyHSVt0dO+rkyN4cz0Lg+JHEDEeIuOx4dhccxw+KXl0VMwaumeTpeQO9x8B4D3rMfCvhlBkvDxX4ixkuMVTBzX94haevLb+s+J2XC8EeFn4FpY83ZgptMQqGa0kLx1p4z9Y/nOH2DcnTL9ij8OoHvPpdT7R4dX17luV1Wxo9Gg9kcetW9iWK4sSxTG6UXnVvYliuLEsTdJnVvYliuLEsTdJnXE1Va+kqbHsDo3NBHmFcQVFPUj8U8a/knoVaYuA6qA/JaAVZCPQ6jUH1WsSWuIWcAOaCuesSxcbT19REQ17r2jvB79PVcwy2Rgew6tcNQVmYA/gsTrt4qGxRVUAmp5IyB1adPVXV0dxbzG6jvGo1UNVUwwxO9sF5GgaCqujFtVQON9F1pgMb2yM6OadQuxR8urpw4tBbI3qCuF5Y8lyWESaF1O7XQ+039a1oW2NjzWeQ3F1x0tO/DatrmjoDq0+YXK1FLFXUwAI6i5jvJXNXRtqoSw9HDq0+RVvhbnBr6WQEOjPQHyWUQ5XZTwKsMmYZuYXljxsa6Pi/nON3Qtx2tBH/AAzl0rU+a7vx4IHGrPI/9YK7/TOXRNQvaaEWpYx/KPILz6oN5n9p81JqfNNT5qPUJqFtLApNT5r0a7PDbuEGVun/AJNi/rOXnDqF6T9mOD5xwkyo3TX94Rk+gc9chtm3PRMA/EPIqf2eNqhx/l+IWZIIOVCyPp7LQFXYrixLFwO6sukzq3sXmP2oenHzOI/35H/oY16gWLy+7U2g4/5yH+/I/wDQxrqdkWZa1/5T5tUNjjr07e34FYu1Pmmp81HqE1C9EXKqTU+aanzUeoTUIi9AuyY27gtgZPlU/wDLKhZk5Y8gsP8AZEaHcFMEO1T/AMsqFmrljyXimMsviE5/nd5r0Whdalj/ACjyV9hEofEadxFzPo+i5CxcdhlA6SQTnVrGHpoe8rmbFhijJbqFWRwDtFb2KxrcQZATFCLpB0J8AuUk0jY557mgldce0vcXu73HUq2UFgsFWOzuKtpC+V5fI65x8SqeWPIK65Y8lVDAJJWM0+k4Bau7JWxnsuWoqcQ0sbNNPZ1PqeqmsVxYli3xFYWWoX3N1b2JYrixRsex8romdSwC4+R8lXdqmZR2JYrixLE3SZ1b2JYrixLE3SZ1b2JYrixLE3SZ1b2LgM7ZKwzO2DPwuvaGSt1fTVAGroZNOh3HmPH7Cuz2JYrX07ZGljhcFXMlcxwc06ha15NzXjfCDNU2WczMeMOkkAmbqSGa908fmCO/TvG4WxtPLBV08dVSytlhmYHxvadQ5pGoIK6jxR4b0ufcFIhayPFaRpdSTHQanxjcfyT8D18wcacFuIlVlvFXcPc1XwxGYw0zpehp59dDG780nu8jsekTAXYbMKaU+o72T0dRUlM0V8Rnj9se0OnrWfbEsU1myWbKc3aiMyhsSxTWbJZsm7TMobEsU1myWbJu0zKGxLFNZslmybtMyhsSxTWbJZsm7TMog0g6jwXmR8r72X21lBQdp7J2Fk1FLy8MzU2L60XRtNVEfmnSJx8nRdNGkr08s2XD5wyhl/PuU8XyRmvDY6/B8do5aCtp5O6SGRpa4bHQ9COoIBHULcoZnUcokHDmrJAJBZfmHRZH7RPBbHuz5xjzLwpx8F78Hqz80qNOlVRv9qCYfpRlpI8DqPBY4XdtcHtDm8Co8i2iIiK5ERERERERERERF3rgbwlx3jnxZyzwpy7c2rzDXMp3TCO8U0ABdNMR4hkbXvPUfRX6O8j5PwHh5k7Bci5WpBS4RgNDDh9HF01bFG0NbqfEnTUnxJJXnP8AI6dn9uFZdx/tGY9Sn5zjDn4HgIezS2mjcDUzAnvvka2MEd3Jf369PS69cpjFVvZt03g3zW3Cywupbt0u3UV6XqIusqlu3S7dRXpel0Ut26XbqK9L0uilu3S7dRXpel0Ut26XbqK9dez3nWgyNlyoxytLXyN/F00JdoZpT9Fo+JPkAVZJK2Jhe82AV7I3SODGi5K6Xx24nHLeGnKuC1OmJ18f497CQ6nhPkR3Od3DyGp8l0bgRwy/dDXtzfjlPrhtHJ+9o3gEVEwPeQe9rfiengQunZRy/jfFrO7/AJ7PI/5xIanEKr+9R69dNe7wa0eHTwC23w2hosIw+nwvDoGwU1LG2KKNvQNaAubo2OxepNZMPUb7I+vf1qcqntw2AU0Xtnifr3K+9nyT2fJRX7/FL9/iunuoBS+z5J7Pkor9/il+/wAUuil9nyT2fJRX7/FQTVLoXgkXMcPA9QVQuA1KqASrl8sUYBe4NB6dVBNiEEbTy/bd4adytaiZlS4NALdz5rjcVa9mHVeuoIgk/qlYXSm9mrIGDmukZh4r0+D41V4ZLhEk74H2mQTAB3QHu03XH/3aaT/AMv8AxgfsXms7FsSe4ufiNU4nvJmcT96+fhTEP931P9K79q7D9jemX3fqogbRxAf4P/1+i9K/7tFH/gGX+nH7Fe4fxzpIjyX4DKWnu/fA6H7F5j/hTEP931P9K79qfhTEP931P9K79qq3Y4tNxL7v1R20ULhYw/8A1+i9QarjHh9U3/8AoEjXjud84H7Fxr+MVMxxa7AZQR/jx+xeaP4VxL/CFV/Su/avn4VxH/CFT/Su/arn7H5zfee79Va3aKJum6/+v0Xpd/dkpP8AAUv9OP2KqPjPTRSNkZgUmrTr/wCED9i8z/wpiP8AhCp/pXftT8J4h/u+p/pXftVn7G2/1fd+qv8A2kh/2f8A6/RepDeN9G9oeMBfoR/ugfsVvPxnpGzNqo8BcHN6OHzgdR9i8v8A8KYh3fP6n+ld+1fDiVee+uqP6V37VmOyZI1l936rEMfhH+j/APX6LtnGTEG4pxYzfibY7BV41Vzhuutt0rjpr4966dcFS6Rz3F73FzidSSdSV8uC66GPdRtj6AB4Lm5H7x5eOZVdwS4Ki4JcFlViruC3V4ScesuZI4c5ZwmHNmBQzQYWxtRFPKDJHLe/VpGo0OmnTdaT3BLgo7EsNZicbY3m1jdbtDWuoXl7Wg3FtV6CydrPB2/7dMAH6I1/WrZ/a4wcf7eMHHpDr+paB3BLgogbLU/N59yk/wBoJOUbfet9z2usI1//AL6wv3U3/wBK0/4y5ohzlxNx7M8FZHVx187JBNG21r9I2N1A9y6RcEuCkcPwaHDpDLG4kkW1t1fJaVbij66MRuaBY30VdwS4Ki4JcFLqMVdwS4Ki4JcERbzdnDPtPk7gxlqKfDn1Qqm1btWSBpbbWT+Y3WXcN4xZYqpAKyhxGnb9ZwYx4+DtfgvMamxXEqMNFHiNVAG/REczm6emhXNUHErPmG6fNc2YnoO5ss5laPc/ULi63ZV9RO+drx6xJsbjib9a6ilx2CKFsUkZ0AFwehep1HxSyDO1sceNNh8AJYns0+0aLn6DHsCxQa4bi1HVeYina4j1APReWNFx64iUhBlr6WrA8J6ZvX+baV2jC+0vWxhoxbLUT3jvkpZyz7GuB+9aMmzdZH7IB7D87LaZilBJ94t7R8rr0qxGQNpi0d7yB7lxNg8lpXl3tTYcCwQZjxXCi3+KqgZI9dgC5v2gLLmVe0RU18QkMmG4zB4yU0oa8etuo92gUBWYfUwuvIwjtClKcxTD9w8O7Dr4LPFg8lNRMHzqPUeOq6PgfFrKOLhsdRVOw6Y9LKkaN12eOmnrou60s8bjHUQyNkYdHBzHAgjYhaAZlIur3tc3Qhc97Pkns+StvnUVt3MGnqraete/2IQQD018StwyBq1Q0lS1laGAwwdXnoSPD/WpKCAwRHmD2nnUq2ijbTM58g1f9UeSuoXnlNLj1I1PVWNuXXcrnaCwVx7Pkns+Siv3+KX7/FZbrGpfZ8k9nyUV+/xS/f4pdFL7Pkns+Siv3+KX7/FLopfZ8k9nyUV+/wAUv3+KXRS+z5LDnHnhkMaon5zwOD9/0cetZG3vnhb9YD8po+0egWXr9/ivl+vQrWq6ZlZEYpOfuPSs9PO+mkEjFjHgbxNObMK/c7jE+uLYdGLXu01qIR0Dt3N6A+4+JWU7t1rLxWynX8Ls4Uud8qgQUc8/Ni06tgn6l0ZH5DhroPK4eCzxkrOGH51y7TY9h50EotmjPfFKPpMPoe7zBBWjhlU8E0dR7bPeOlblfTtsKmH2He49C7Fdul26ivS9S91GKW7dLt1Fel6XRS3bpduor0vS6KW7dLt1Fel6XRS3bpduor0vS6Lz7+V67Obc7cMsP4/ZcoIzjGS9KTFyxvtz4XI/2XEjv5UrtdPBssh8Ovjwv0+49geD5swHEsrZhoYq3C8YpJaGsppW3MmhkYWPYR5FpIX5yu0ZwaxfgBxozTwpxfV/4FrnCjn8Kijf7dPL/KjcwkeB1HgumwWp3jDC7iOHYtaZtjmWN0RFOLAiIiIiIiIi7Hw3yHjfFDP2X+HeW2NdieYsRgw6mLgbWOkeG3u062tBLjsCuuL0T+R74GnMHEHMHHjGcPa+hytAcKwiSQa6187fxz2bxwG0/wD6gaeOmvVzimhdKeXnyV7G53AL1O4a5EwPhbkDL3DrLcYjw3LuHQYfT+yGl4jaAXuA+s46uJ8S4ldkv3UF2yXbLgi7MblSOWynv3S/dQXbJdsqXSynv3S/dQXbJdsl0sp790v3UF2yXbJdLKe/dL91Bdsl2yXSymMgaC5zgAOpJWp3FrPlVxDzYKLCjLLh9JIaahhYNTK8nQvAHeXHTTbTdZT4/Z+/AOAjK2HTNFfizCJtD7UVP3E/yjq30uXUezzkL59XPzvikOsFG4x0IP1pvrP08mjoNzsucxSZ1dO3D4T1uP10edlOYfE2khNZL3fX1pdZb4WZGgyFlmKikax2I1Wk1bKANS8jozXyaOg31Piu48zdQXpep6GNkEYjYLAKHle6Z5e/iVPzN05m6gvS9ZLqyyn5m6czdQXpel0sp+Zuo6gh8Z26qi/RL0JuLIBZW6jxPSXCavX6TYJPeLSp9CrfEtW4bVn/ABEn9UrE3Qq48F4/XBLgqLtku2Xti87VdwS4Ki7ZLtkRV3BLgqLtku2RFXcEuCou2S7ZEVdwS4Ki7ZLtkRV3BLgqLtku2RFXcEuCou2S7ZEVdwS4Ki7ZLtkRV3BLgqLtku2RFXcEuCou2S7ZEVdwS4Ki7ZLtkRV3BLgqLtku2RFXcEuCou2S7ZEVdwS4Ki7ZLtkRV3BSU9XUUkonpaiWGRvUPjeWuHvCgu2S7ZUIBFigJGoWQMvcas5YK5kdbUMxSnb0LKke3ps8dddzqs3cN+0hRtmZFQ4xNg9U8hppapwdBIdifZ+3QrVG7ZLtlDVmA0dWLhuU9I+XBS9LjdXTeq45m9B19/FeoeUeMmEYwY6PHmMw+pcABKDrA8+ve339N1k6nbGGiW4O1GoIOo0XlFknixmTJ0jKcymuw4H2qWZ2to/Md3t9O7Zbb8HO0FBUUjBQ1b63Dm6fOKKR2k1KT+Tr3eP5p6ricRwObDjnIu3pH1oulpa6DEBaLR34T8OlbRTSmV2w7ldh4AA17lw+EYth+OUEWJ4XUtnp5RqHA9x8QR4EeS5G9QzdCbrYcLaKfmbpzN1Bel6uurbKfmbpzN1Bel6XSyn5m6+Oma0akqAvPgFSOp1cqZuhMquWSucLndNe4L7zN1Bel6rdLKfmbpzN1Bel6XSytMyYHh2acEq8BxRhdT1cZY4jS5h7w4bg6Eei154f5gxLg7xCqsq5iksw+qkEM7nHRjf73OPDQg9dideoWyN6xTx8yG3MWAfumw+Jv4QwlhdJo32pqfvcPVvVw2u81E4pA4gVcPts17RzCkcPlbc08vsP9x5FZeEgIBDtQe4pfusUcB8/HM2XfwDiM5fiWENDNXd8lP3MduR9E+4+KyhdspCmqWVUTZWcCtOeB1PIY3cQp790v3UF2yXbLPdYbKe/dL91Bdsl2yXSynv3S/dQXbJdsl0sp790v3UF2yXbJdLKe/deb3yxvAT8N5Sy52icAw1rqrA3twTHpIx7RpJHE08rvMMlLma9/wCPb4Dp6NXbLrnEzh7gPF3hxmXhfmaEPw7MuHTUMh8Y3Ob7EjfJzHWvB82hbVFUejTtkVkjMzbL80iLms7ZRxnIOcMbyPmKldT4pgGIVGG1cThoWywyFjvdq3ofELhV3YIIuFHIiIqoiIiIgBJ0A1JX6DextwZh4DdnXKORZKV0GKvpBieMXt0ea+o/GStd+hq2MbRheO3YK4PycZu09lHBaimbLhOCVH4fxW9oc0U9KQ9rSD3h8vKj08nk6EAr3uvXM7QVNi2Adp+C3KVnFymv3S/dQ3peuazLbspr90v3UN6XpmSymv3S/dQ3pemZLKa/dL91Del6Zkspr91bYlidJhGH1GKV8wjp6WN0sr9O5oGp9VXesPcfc3mKkgyhRTOD6jSesA/vYPsMPqRr/JHmtasqhSwulPLh2rYpqc1EojH0Fi+qkxjipn24u0nxOosjBGrYIR3d3g1g1PnofNbT4LhdDgGE0uDYdEI6ekibGwAaa6d5O5OpJ8yVivgLlNtBh8+bKpn46t1gpgW/RiB9p2v5zhp/J3WWuYo/B6Yxxmok9p+vd+vFbmJzh7xCz2W+auLwl4VvzFW3R/RrtD5FTN1GWUt4S8KF17PpNIVPMVLpZXF4S8K35icxLpZXF4S9qt+YnMS6WV20tI6aK2xTQYZVn/ESf1SqeZurbE5NcNq+p/gJP6pVQdVQjReQd2yXbKi7ZLtl7WvOlXdsl2you2S7ZEVd2yXbKi7ZLtkRV3bJdsqLtku2RFXdsl2you2S7ZEVd2yXbKi7ZLtkRV3bJdsqLtku2RFXdsl2you2S7ZEVd2yXbKi7ZLtkRV3bJdsqLtku2RFXdsl2you2S7ZEVd2yXbKi7ZLtkRV3bJdsqLtku2RFXdsl2you2S7ZEVd2yXbKi7ZLtkRV3bJdsqLtku2RFXdsr/BMexTLuIxYrhFU+nqIj0c09CPEEeIPkVxt2yXbKjmNe0tcLgq5rnMIc3Qhbpdn/j0ypImb7Dxa3EsPu8O7mx6/wBvA+BW3FHX0uIUkNdRytlgnYJI3t7nNK8h8u5ixHLGL0+NYXKWTQO1019l7fFrh4ghegHZt4pUmZaCDD+eBSVwL6drnamGcfTiPr1I3H5y86x7B/QX72L2D7ur5LtMNxD0+Mtk/wARvHrHT81n68JeFUImb/aqg0DuC5uxW/cKkAnvGiq0CL45wa0ucegSyXRxDQqLwoHTXHVfOYrbqtlcXhLwrfmJzEullcXhLwrfmJzEullcXhfC5pBBGoPeFBzE5iXSy13zFQ1fBzibDjOGRynDZ3maNg6CSFx/GQ693s69PL2Sti6Kup8Qo4K+klEkFTG2WNw+s1w1B+wrpfFPKbc35WmhgiL66i1qKS3vc4Dqze4aj10XWuAebHVOG1GUqtx5tDrPTknqYnH2m6fmuOv8rZQ9N/cKs0/3H6t6jzH11KUn/vlMJvvN0PZyP11rMF+6X7qG9L1M5lFWU1+6X7qG9L0zJZTX7pfuob0vTMllNful+6hvS9MyWU1+6+slLHB4PUHVQXpemZLLyD+V94LDJnHLCuL2FwgYbn+hHzm0aW4hStbHJr+lEYT56h60JXvB8otwij4xdk3NDaXDzU4zky3MuHFo9togDueB4nWB03s+JDfEBeD67jCKjf0wvxGijZm5XoiIpNYkRF9Yx8r2xxsc97yGta0akk9wARF6sfI98JocIyHm3jPX07vneP1rcFoHObpbS04D5XNPiHyvAO8A3XojesY9nPhrFwc4G5K4btpWU8+DYTCysY3u+ePHMqHajvJmfIdd1ke9edV1T6TUPk5E6dnJTEUeRgCnvS9QXpetTMsllPel6gvS9MyWU96XqC9L0zJZT3peoL0vTMlkrsQpsNop8QrJOXBTRulkdp3NA1K1nDa/iJnf8a9wlxOp6u015UQ/U1g+CylxpzE6iwSHAqeUCXEHXSgd4ib192rtPsK4vgpl/kRVWZJmjWX97QajqGg6vPvOg9xUHXE1lUymHAan67PNS1IBS07pzxOg+vrgsrUdPBQUkFDSsshp42xRtHg1o0A+wKa9W3MTmKaBsLBRRF9Srm9Lz5lW3MTmJmSy5GKs09mXu81M6GGQajQa+IXEcxSQ1b4T0Oo8Qrg/pVpZ0K9fTPHVjg74KB17Do5pCuoamOYasPXxHiFWSD0IV1geCpe3FWN6Xq5fTwv+radlA+jePoPB9VbYhVBCpvUVUw1FNNTh1vNjczXTu1Gi+vinZ3xn3dVEXkd6pmIVbArVGD5OivliZI7izSC9odoMJd01H+VUw+Tlm+txbg92FH/tVtRzN05i6D9qMR/H7h8lFf2JSfh95+a1aHycxJ0HFuL/AN1f/wDVRz/Jx1mn724s02v5+En9Uq2woy50wIHRvUrkbtlc3abEDrn9w+Stdg1INMvvPzWhma+wBxfwaF9TlzFsCzAxv8VFM6nnPo2QWf5615zVlLM+SMXlwHNuA1mFV8P0oKmIsJHmD3OafAjUHzXr02V7Tq1xB2K6jxW4X5S4yZXmy1m+hY59rjRYgxg+cUUunR7HeWumre5w7/BSdDtXK14bVC7ekcR8FpVOBsLSYDY9C8nLtku2XOZ9yXjXDrN+KZLzBE1tbhc5ie5h1ZI3vZI0+LXNIcNiuAu2XeMcJGhzTcFcy4FpLSNQq7tku2VF2yXbK5UVd2yXbKi7ZLtkRV3bJdsqLtku2RFk/s88LMG4xcQhk/Hsbnwml+ZS1PziENLr2uY1rfa6dS/T7FtPH8nzwuafx3EfH3D81sDf+aVgDsYO/wC/I3p/4j/0mnXodVQFmskY9nxHkuF2ixSroqvdwvIFgumwmhgqKfPI25ufgteo+wBwWb/DZ5zW79Cemb/8kqf/AGAnAjxzjnP/AI7S/wD+ss6cxOYue/aHEP8AcKlf7JpfwLBT+wJwJcDZnHOTTvWUpH/JlZVHyfnCWTX5nxCzHF5c007/ALo2rYLmJzEG0OIf7hT+yaX8C1mq/k7stSanDeLlQw+Amw+N3xEg+5cBivydOaGRl2AcTcHqn+DaqjkgH85hf9y245iCUjuOnvWdm0+IN+/fuHyWN2C0p+75/NaEY92Gu0BgrnfNMGwrGGN+vQYizQ+glDHfBYqzZwo4mZFeW5tyJjeGMB05s1I/ku9JACw+4r1Rjr6qL+DqJG7B3RXLccrLSyYxzMI0LXtBBCkINsahv+KwH3fXgtSTZ+I+w4hePN2yXbL1HztwN4HcSTJLmfINHS1soOtfho+bTXH6zjHpef0g5aycUOwXmfB4JcY4TY6zMtGwlxw+pLYa1jfDQ9GSH+YfIFdFRbTUVWQ1xyHr4ePzsompweogFwMw6vktU7tku2U2JYbiWDV8+F4vh9TQ1lM8xzU9RE6OSNw7w5rgCD6q2u2XQg3Fwok6aFV3bJdsqLtku2VUVd2yXbKi7ZLtkRV3bJdsqLtku2RFXdssq9n7PdTlrNUeEOqnRQ1z2yU7tekdS3q0+8DTc2rE92ylpaueiqYayleY5oHtkjeO9rgdQftWrW0rayB0LufnyWzSVLqSZszeXlzXsBl3GYcfwOixiEt0qog9wB6Nd3OHuII9y5HUeaw/2as2szLkgEEa6R1TW69GtlbqQPRzXfasu3bLyCVpieWHiF3xDTq3gq9R5qzqai91jT7I+K+1lTymWN+k74BcfzFgc/krmt5q5vS9W3MTmLHmV9lc3perbmJzEzJZXN6Xq25icxMyWVzel6tuYnMTMllc3rBGbaWXhxxHp8fw+B/zSaT50xoOgcHdJYwfefQOCzdzF0/ingLceyvLMxpNRh+tTHp1JAHtj7OvqAtHEIjLFmb7TdR3LcopBHJld7LtCu80tZDWU0VXTvvinY2Rjh4tI1B+xS3rG3BrMXz/AC+/BZ3kz4a7RuvXWJ3Vv2HUemiyFetqnnE8TZBzWtNCYZCw8lPel6gvS9Zsyx2U96XqC9L0zJZT3peoL0vTMllPel6gvS9MyWV5A2nqTJQ1kbZKerjdBKxw1DmuGhB9dV+dXtFcK6vgnxwzpwvqmEMwLF54aVx/jKRxvp3/AMqJ0Z08CSF+h4SaEEHqF5UfLH8LYMG4q5Q4xYdDZDnDCnUFdoOhq6QgB5Pm6KWNv/BbroNn6jLMYjzHktKrZoHLzzREXYLQRZ07EPDWXil2oMiYCafmUdBiAxmuJbq1kFIOcbtnOYxnq8LBa9GPkfuHMlRmDPfFmrhIhoqWDAaJ5HR8krudPofAtbHB/SbLRxKf0akfJztbvOiywMzyAL1DvCXhQXBLgvOMymrKe8JeFBcEuCZksp7wl4UFwS4JmSynvCXhQXBLgmZLKe8JeFBcFwucsX/A2XKyrjksmczlQkd97ug03HU+5WPkDGlx5K5jC9waOaxDnTEZ81ZvndSsLwZRSUzQe8A2j7Tqfes1YLh0GC4TS4XA1obTxBnTxd9Y+86n3rEvDXCRXZhFbINY6FnN9Xno39Z9yy/zCovDml2ad3FxUhXEDLC3gFcXhLwrfmFOYVKXWhlVxeEvCt+YU5hS6ZVcXhLwrfmFOYUumVXTJXMcHMdoRur+nrmy+xIQ13wK4bmFOYVVry1Wll12K7dLt1xFNiTmaRy+0PAnwXICZp0Oumvdr3FZw8OWIsIU926+Otd0cAfUKi4pcVddUsvhp6c98bfcvnzWn/IH2qq4pcVTRVuVW0NYLWAAbL7duo7ilxVbqllJdul26juKXFLpZaUfKBZZo6TMeV84QRNZUYlSz0VQW9L+S5rmOPmdJSNfIAeC1Lu2W5vyhTj+Dckf5ev/AKsK0v1K9V2ceX4bGXdY8CVw+LtDax4HV5BV3bJdsqNSmpU4o1V3bJdsqNSmpRFXdsl2yo1KalEWe+xif+/EP/0H/Sqdei92685exgT/AHYv/wBh/wBKp16LXFeabWG1ePyj4rssC/ynefgraqpe+SEerf2KyuC5a4q1qaQTe3Ho1/wK5RzeYU213IqzvCXhQycyJxZI0ghU8wrFdZLK4vCXhW/MKcwpdVyq4vCXhW/MKcwpdMquLwq455IXiSJ5Y4dxB0VpzCnMKZkyrqPGLgvkXjnhJp8yU7MPx6GMsoccp4xzYz3hko/jI9fA92p0IPVec/Efh3mnhZmuryfm2h5FZTG5kjNTFURH6MsTiBcx3gfUHQggeo3MKxR2l+FVNxX4dzupqdhzDgEclXhc1ur5GAayUxI6kPA9keDwPMrrNncffSSimnN4zp2H5dPioHFsJbOwzRD1h71503bJdsqNSmpXp64tV3bJdsqNSmpRFXdsl2yo1KalEVd2yXbKjUpqURbt9hjHJZsJfh8j/Zi+c0zN7XMl0/8AiFbbueGguLugGpWiPYWxN0eZsSoHuJ0qKeRg8AHQ1DX/AGkRfzVvBiMxjp9B9Y6LybaGMQYhKO/x1Xe4Y/fUkZ6reBsraaczSF58e70VF4VvzCnMK53NdSuVXF4S8K35hTmFLplVxeEvCt+YU5hS6ZVcXhLwrfmFVM5kh0YxzvQJdLKa8JeF9bRz6XSFsbfEuKpc+mi6BzpT9gVdRxVOPBfbghc0gggEFQuqHHoAGjyAVPMKpdVssUYPfkTiQaMyBlJUSckk9xik6s+w29disz3hYs4r4U2SOkxqOP22HkSuHkerdfQ3fau7ZUxduNYBR15J5hjDJf029HfaRr71oUZ3Ej4OXEdhW3VDextm58CudvCXhQXBLgpLMtGynvCXhQXBLgmZLKe8JeFBcEuCZksp7wl4UFwS4JmSynvC1h+Uw4dQcRex/juKMpjJiGRq+mx6lc0aubHdyZh+jy5nuP6APgtl7grfGcuYbnjLGYMhYxCJaDM2E1eFVLD3Ojmicw/BxW1RT7ioZJ0FYpmZ2EL82aK+x/BqzLuO4jl/EYnR1WGVc1HOxw0LZI3ljgR4EFpVivSwb6qFRe1fybeQX5E7KuXqyqiMdXmmpqcdmaR1DJH8uH1Biijd/LXi1RUdViNZBh9FC6aoqpWwwxt73vcQGtG5JAX6HuHuWIciZCy5kqnc10eA4VS4cHN7ncqJrCfeW6+9cztNPkhZEOZv4f8Aq36Bl3F3Qu03perbmJzFxWZStlc3perbmJzEzJZXN6Xq25icxMyWVzel6tuYnMTMllc3rHXFXEhJJR4Qwn2AZ5PU9G/877V3zmLEeY55cbzJUOjFxfKIIhsPZH29/vWlXyWiyDmtujZeTMeS7jw8oBQ4F85czSSreXkkdS0dG/rPvXaOYrClYylpoqZn0YmNYOngBopeaFmibumBg5LFI7ePLulXXMTmK15oTmhZMyssrrmJzFa80JzQmZLK65icxWvNCc0JmSyuuYnMVrzQnNCZksrrmK5pMRdTm13tRnvHl6LjOaE5oQPI1CoWg8V2iOSKVgfE7ofJV3uHeAfTout0te+lfc06tPe3zXNw1MdRGJI3ag/BbDJMywuaWq55jfRfbwobt0u08VkurFNeEvChLz4dVSZQPpHT1CXVVcXhLwoBID1DgV9v3S6otSPlCXA4dkj/AC9f/VhWmGoW5Xyg7v8Audknr/HV/wDVhWmVwXq2zP8AC4/+X9RXDYz/AJ1/d5BV6hNQqLglwU+otV6hNQqLglwRFXqE1CouCXBEWe+xgR/dhP8A7P8A+lU69FLwvOjsYuH92A/+z/8ApVOvRG/deZ7XH+/j8o+K7TAf8n/yPwU14S8KG/dL91y11MquVkUzbZGAj7lx0+HyM9qB148j3q+v3S/dWuAdxVwcQuEc5zDa9paR4EL5zFzT2xyi2RrXDcK1kw2lf9EOZ6H9qxGM8leHjmuP5icxXZwln1Zz72r4MJb41H+arcjldmb0q15icxXzMLpx1fI93wVxHTU0R1ZE0HzI1VRG48VQvC4+KGom+hGdPM9Ar6DD2sIfK8uI66DoFcX7pfusgYArC8leXXaAyrDkrjJmrL9PA2Gnjr3VEDGt0a2KZolYAPICQD3LH2oWwPblpoqbjYyaMAOqsFpZnkeLg+Vn3MC17uC9qwuYz0UUjuJaPJec1sYiqHsHAEqvUJqFRcEuC31qqvUJqFRcEuCIq9QmoVFwS4Ii2U7DYMnETFGjujo4ZveJmt+55W+VfG6eHSP6TTqB5rRzsCUvPz7maoINsOEM67mojI/qlbzX7ry3ayxxFw6h5Lt8CNqMdpXCF5adHAg+RC+cxc04Mf0e1rvUaqkQ046iCP8AmBctuz0qb3gXD8wnuUjI55PoRPO+nRcuLW9GgD0C+37oI+tU3i45lBVO+kGt9T+xXDMNYP4SYn0GikmrIKcayygbeK46fG3u1bA20flHvQ5GcVUZncFyZioaYXva0aeLjqrebGGt9mnj95/YuGfUOkdc9xcT4lU80KwynkrhH0q9kq5ZjrI8uVHMVrzQnNCszFX5VdcxOYrXmhOaEzJZQ4/RfhbBqugABdLGbNfyh1b8QF1vhXiT2srMHkPRhE7Ae8eDv+au1c0LodIPwBnsWOtiml08hbJ3D3Ej7FpzHJKyXuK2YhnjdH3rKV6Xq25icxb+Zadlc3perbmJzEzJZXN6Xq25icxMyWVzel6tuYnMTMllc3qWkqTTVUU4/i3h3u1VjzE5iqHW1QtuvE35RXIUHD/tg8QKKjpzDS4zWR49CNNA41cbZpHDYyul+5a2r0X+WRybDHnHhpxOgj0kxnBKjBqpwHRzqSUPYT5kipcPRoXnQvTsPl39Kx/UuelbleQsu9kbKj86dpfhzgLIuY047BWSN01/F02tQ8/zYnL3f5i8iPksstx4t2jqvHJYb/wDl6qqI3afQkkfHCD/ADZHj3r1vvK4/aebNVtj/CPP6ClsPZaMu6SrjmJzFb3lLyubzLfsrjmJzFb3lLymZLK45icxW95S8pmSyuOYnMVveUvKZksqcTrjRYdU1TSLoo3Obr56dPiseZXpDU41FI7qIdZXe7u+JC7TnCqdHhPIb3zyBp9B1/UFxOU4OX84qSO/Rg+8/qWjOd5M1vQtuEZIields5icxWvMTmLZzLDlV1zE5iteYnMTMmVXXMTmK15icxMyZVdcxOYrXmJzEzJlV1zE5iteYnMTMmVXXMTmK15icxMyZVdcxT0le+kkub1afpN81x3MTmIH21CoW30XcY52TRtkjdq1w1BVd+667g1eWTfNnu9iT6OxXOXbrdZJnF1rPYWmymv3S/dQ3bpdurrqxVOjiebi0A+Y6H7QqHRSd8VXI3YgOHxX27dLt1TRV1Wovb/+ctw/JYnkY8c6u0IbofowrTi7Zbj/ACgjv+5+SdD/AB1f/VhWmupXrWy/8Lj/AOX9RXB43/nn93kFXdsl2yo1KaldAopV3bJdsqNSmpRFXdsl2yo1KalEWeuxm7/vvn/2f/0qnXohfuvOvsZk/wB153X/AMn/APSqdeh1268w2vNq8flHxXbYB/k/+R+Cmv3S/dQ3bpduuVuppTX7pfuobt0u3S6Ka/dL91Ddul26XRTX7pfuobt0u3S6Ka/dL91Ddul26XRTX7pfuobt1wWd85YRkPK+IZpxqcMp6GF0luvWRwHRo3KuYDI4NbqSqE5RcrQvtlY/FjXHbFKeFwc3CaSloLgehcI+Y4e50pHqCsH3bLkc1Zjr83ZlxTNGJEfOsVq5auUDuDnuJ0Gw109y4vUr22hp/RaaOE/dAHuXm9TLv5nydJJVd2yXbKjUpqVtLAq7tku2VGpTUoiru2S7ZUalNSiLdT5PfA3x4PnjNMsejJZqHDoXaeLRLJIP86L7VttfusNdkTKU+T+z9gklZGY6nMVVUYy9hGhEbiI4vtZGHD9JZfu3XkG0FQJ8SlcDwNvAWXf4TEYqNgPb4qa/dL91aT1cFMy+aUNHxK4erx2WTVlMDG38r6x/YoN0rWcSpRrHO4LnKiup6YfjZAD4NHUri6jG5pPZhHLb5+K4YzFxLnOJJ7yU5i1nTk8FmbEBxV2Zi4lznEk+JXzmK15icxY8yyZVdcxOYrXmJzEzJlV1zE5iteYnMTMmVXXMTmK15icxMyZVdcxdRztTAVFNXsJDiDGSPMdR95XZOYuLzHEKnDHnTrE4PH3H4FYZxnjIWSH1XgrstDWCrooKkEHmxtf7yFPzF17KVQX4MyMnUwvcz9f61zN5WxG/M0FYHsyuIVxzE5it7yl5V+ZW2VxzE5it7yl5TMllccxOYre8peUzJZXHMTmK3vKXlMyWWqHyqmTm5o7KWH5rijBqcmZop5nv01tpamN8Lx75XQn+SvHpe7/a8y0/OnZJ4tYHGy6WmwB2MsHf/wCBSNqHf5sbl4QL0HZyXeUWXoJUFWtyzFejnyR2WWx0nEbOcsfWSTD8Lgfp3WiWSUe+6H7F6IczdaafJcYScO7O1fibmWnFMx1UgP5TWRQs1+1rh7luHzFx2OS7zEJT0G3gAFMUbMsDVcczdOZurfmJzFFZltWVxzN05m6t+YnMTMllcczdOZurfmJzEzJZXHM3Tmbq35icxMyWXB5sm5ssFOPqNLz7+n6lXgzeTQM8C8l39vsVljbjLiDyD9EBvw/1q/gNkLGD6rQFpg3lLlskWjAV5zE5ituZunM3WXMseVXPMTmK25m6czdMyZVc8xOYrbmbpzN0zJlVzzE5ituZunM3TMmVXPMTmK25m6czdMyZVc8xOYrbmbpzN0zJlVzzE5ituZuvrXOcQ1oJJ7gAmZMquo5XNka5p6hwI9V3IP3XXcKwmUSNqattob1aw95O65u7ZbkALRcrWls46Ke/dL91Bdsl2yzXWLKp790v3UF2yXbJdMq1N+UCdrh+Suv8dXf1YVptqVuJ2/3f9z8lf5au/qwrTjUr1zZb+FR/8v6iuAxzSuf3eQVepTUqjUpqV0KiFXqU1Ko1KalEVepTUqjUpqURZ57Gjj/ded1/8n/9Kp16GX7rzv7Gx/77rtf8H/8ASqdehN2y8u2xP/5AflHxXc7PC9H/AMj8FPful+6gu2S7ZcndTuVT37pfuoLtku2S6ZVPful+6gu2S7ZLplU9+6X7qC7ZLtkumVT37pfuuAxfOWWsCaTiOLQMeP4tjr5P5rdSsT8Q+0zgWWKaT5tJFS6jRklR7Uzj5siGv2np5rPDTy1DgyJpJKo7LG3O82HSdAsx5hzRg+WKJ1di9Y2JoBtYOr3nyA/X3LQbtLcfqzidin7nsKntwejf7QjdqyR4PcD9YDTUnxOmnQDXq3FDjvmbiDUTQQ1NRT0UurXue/Wadvk4jo1un1W9Op11WMNSvRNn9mzRuFVV+3yHR19vkuQxfGWzNNPTezzPT1Dq8+xV6lNSqNSmpXZLmVXqU1Ko1KalEVepTUqjUpqURV6ldm4aZHxPiXn3A8i4VcJ8YrGQF7W3cqPvkkI8msDne5dW1K337DfBibJGVanjRmWlfFimPQmkwSGRujo6QnV02h6gvIGn5rdeoeo3Fa9uHUrpjx5dq3KGldWTiMcOfYtkX0eH4RBS4FhEQioMJpoqGmZ32xxtDQPguMxLGGUf4qLR8pHce5vqrouJOp711zEsMrmzyTsYZWPcXat6n7F4lUSvcS/mV6XDE0WbyCgmqpah5kmkLnHxJUfMUDhIw6PY5vqCFTzN1Hl3St0N6Fc8xOYrbmbpzN0zJlVzzE5ituZunM3TMmVXPMTmK25m6+hzj3An3JmTKrjmJzFCGzHujef5JVQgqnd1PKfRhVbqllJzE5iNoq93dSS+9hCGiq29XtYz9KRo+8pr0Jp0pzFHUjn08kJ+u0tXx4LOjpGe52v3KPmbqhPIqoChynKY3VEBPQhrgPgf1LsXM3XVsJcafFXN8H3N/X+pdh5irAbMsqTC7rq45m6czdW/MTmLNmWOyuOZunM3VvzE5iZksrjmbpzN1b8xOYmZLK45m6czdW/MTmJmSynqsKgzLg2N5Xqm3wY3hFdhsrfymSwPYR8V+dipgkpamWllGj4Xujd6g6FfotwOq5GMUUpPQTsB9CdCvALjblw5P4zZ8ykWWfgXM2KYeB5CKqkYP6q7XZOS7JGdhUNibbOaV6z9gvBxgXZSyNFbpJWRVddIdPpGWrmc0/zC0e5bAczdYr7M1GML7PfDqha22zLdA4jd0LXE/aVkzmFcdXSbyqkf0uPmpiFmWNo6grjmbpzN1b8wpzCtW6y2VxzN05m6t+YU5hS6WVxzN05m6t+YU5hS6WVxzN05m6t+YU5hS6WXEVAMtVI4n6Tz96uxI3xJ9yt3jTV59VRzFrXss9rq85jD9Yj3KoOi/vp/mqx5icxVzqmVX4DD3VDB6gj9SkbTOd1bUU/9IAuM5icxVzhUyrlRRVDvouY79HU/cFWMMrT1sA9Tp964fmqplVLGdY5XNOxIVQ9vMKmU8ly/4Krf8V/SBffwRX/kx/0gXHsxnEWfRrZfe7X71PFmTEo/pSMkHk5g/Vorw6LndWkP5WV0MGxB3c2P+eFWMCxE9/KHq7/Uom5pc7+HoYn+h0+/VXcOYsKfpzIHRH9AEfaFkG5PNWneDkqGZerD9OeFvoSf1KdmXB9es+xn+tXdPiOHVA/E1bPQvLT9hV0NO8OP84rMI4zwWIyPVlFgNDGdZHSSbE6D4K+gp6amGkELGa+IHX7U/lH7U1P5Z+CyBrW8ArCS7iVNful+6iu3S7dXXVtlLful+6iu3S7dLpZS37pfuort0u3S6WWp/b9drh+S+v8AHV39WFadalbgdvt2tBkvr/HV39WFaeanzXr+yv8ACYv+X9RXnuO/59/d5BV6lNSqNT5pqfNdEodV6lNSqNT5pqfNEVepTUqjU+aanzRFnDsjVsWHcTqrEKgu5VNhT5n2jU2tqacnT3BbrjjDlA/XrR/wH+teZGB5ixzLVVJW4Dik9DPNEYJHwu0LoyQS07atH2LlxxOz+P8AbVXfzh+xchjmzkuK1O/Y4AWA1v8AJdNhGNU9BT7qVpJuTpbqXpEOL+Tj/HVY/wCAKf3Xsnf7oqv+Lleb391HiAP9tNZ9rf2L7/dR4gf/AJprPtb+xQ37E1H+433/ACUp+01F+B3u+a9HjxgyeO6SsPpB/rUT+M2VG/RgxF/6MLf1uXnI7idn93fmqu9zwP1K3l4gZ4m6Pzbiw1/Jqnt+4hXDYmbnIPf8ladp6TlG73L0XqON+ENB+a4NWSeXMcxn3arhK/tBwUoN2H0NN/l60dPgF55VeP49iDS2vxuvqQe8TVL3j4lWJc497ifUraj2IZ/qS+A/VYH7UsHsQ+Lv0W8uYe1fQ0gs/dNhFOfKijNQ73kXgfBYxzT2sHVkToaWfF8TLu9skgp4SPQak/zVrRqfNNT5qUp9kqCGxfd3u8tfetGbaarfpGGt7Bc+/wCSyJj/ABxztjGsdFNDhcJ6aUzdXn1e7U/ZouhVNVVVk76mrqJJ5pDc+SRxc5x8yT1Kg1Pmmp81P09JBSNywMDexQtRVz1bs0zy7tVepTUqjU+aanzWytZV6lNSqNT5pqfNEVepTUqjU+aanzRFXqU1K+RslmkbFExz3vIa1rRqXE9wA8Vt32cuw7iuYRTZ842RS4PgDAyogwlxLKqtHeOaO+Jh6dPpnX6vQnUrK6Cgj3k7rD3nsWxT00lU/JGLrq/ZJ7LtXxZxWPPed6Z9LknC5b3cwWnEpWEHlN8eX+U4fojrqW76YniEdXIyKkiZBSUzBFTwsaGtYwDQAAdB0A6eiprK+iioabAcBooqDCKCNsNNTQsDGNY0aNAaOgAHcFYXbryXG8akxWa/Bo4Bd9hmGsoI/wCY8Spb90v3UV26XbqDupSyku3VLmQv+nGx3q0FU3bq2qsUoqMfj6loP5I6n7AqFwHFVDSeCuDTUh76aH+jC+fNaPv+aw/0Y/YuDqM2RNOlNTufu86fBWE+ZMRmPsyNiHkxv7VgdPGOtZBC8rtnzekHX5vCP5AUUlThlP1fJTt08Omv2Lpc1dU1H8PUSP8A0nEqLmLGaocgsgp+kruL8wYXH9Bznfox/tVtJmiMHSGlJHm52n3Lq/MTmKw1LyrhA1dgkzPWOGkccTN9CSrV+OYi/vqnD0AH3BcTzE5isMzjzV4jaOSvpK2om/hZ5H/pOJUfNVrzE5isz3V2VXXMTmK15icxMyWUsRtr2SDxcP2LmuZuuDjOpDx4FcpzCskZsrHi6uOZunM3VvzCnMKyXVllcczdOZurfmFOYUullcczdOZurfmFOYUullcczdOZurfmFOYUulldwzGOZjwerXAj7V4w9vHL8mE9r7ijTwQksqMaNcCB3moijnPxkK9k+YV5rdt/KJxLtQZyrxTl3zhuGSa29+uG0y6vZOXLPIOr4qKxVvqtK314RUpwzhTkzDnDQ02X8PiPq2nYCu2cxcJluEUWXcKo+7kUUEWnlbGB+pclzN1yMr8zy7pKmWts0BXPMTmK25m6czdWXV1lc8xOYrbmbpzN0ullc8xOYrbmbpzN0ullc8xL9emqtuZuqo3XSNGveUuqWVNX7FO4+n3rjuYuRxc8ukB83gfeuF5o/sVhkNjZZIxcK55icxW3NH9inNH9irMyvyq55icxW3NH9inNH9imZMqueYnMVtzR/YpzR/YpmTKrnmJzFbc0f2Kc0f2KZkyq55icxW3NH9inNH9imZMqueYrinxWupOlPVPaPyddR9h6LjuaP7FOaP7FA8jUIWg8V2mjzc4EMroQR4vj7/sXO0mIUtbHzKadrx4jxHqFjnmj+xUkFZLTSCaCRzHt7iCthlW5vtarA+nafZ0WSb90v3XB4JjzMSbyZtGVDRroO5w8x+xctd6rebIHi4Wo5habFTX7pfuobvVLvVXXVLKa/dL91Dd6pd6pdLLVTt7ui/B+TeY1zjza60h2mnsw9/TqtO1t729zrQ5M/wArXfdCtP17Fsn/AAmL/l/UV53j3+ff3eQVaKhF0ahlWioREVaKhERVoqERFWioREVaKhERVoqERFWioREVaKhERVoqERFWioREVaKhERZx7PPHnIPBSsbimL8HKPMOMNe58WMSVpE9NqNByo3McxunmNHHU+1p0Wb4e2HUZ5xo1jc0RUWp1jw2piEULR+SCehO91y0fRQeI4BTYkS95Iceu/uPwspegxiag9VrQR1j4j9V6XYBxrw6rDWY7RmmLgNJ4DzIz6jvHu1WQqHEqHE6dtVh9ZFUQu7nxuDh/qOy8sctZ/zVlRzG4XibzTMdqaWX24j5i092u2hWdeGnaEp3VcbDWPwTEnkNIL9aebyGp6e53uJK4XE9lKmjBki9ZvV8R8rrrKLHaWsIY71HdB4dx+dlvDful+66Hkvihh2YyygxEMo693Rou/Fy/ok9x2Pu1XdrvVck4OYbOU0WkLg8w43UQzmhpnmMNAL3DoTqNdAuumUk6k6krtONYM3ERz4XWTtGnXucPIrqdTDUUchiqYXRuHn3H0Pio2ozh13cFuw5S2w4qvmJzFbc0f2Kc0f2K18yzZVc8xOYrbmj+xTmj+xTMmVXPMTmK25o/sU5o/sUzJlVzzE5ituaP7FOaP7FMyZVc8xOYrbmj+xTmj+xTMmVXPMTmK25o/sU5o/sUzJlXK0BvDx5aK+5mi47BXXvlGwVy9+j3DXuJWdh9W6xOHrK45icxW3M3Tmbq66pZXPMTmK25m6czdLpZXPMTmK25m6czdLpZXPMTmK25m6czdLpZXPMWC+MXDSmzNxDxHG5KNsjqmCi1cfG2lib/wA1Zr5m67LSZYosUpYa6aEufJG0E6+QA/UpjBajcTOPV8Qo/EWZox2rpsJMcLI/yWhv2BV8wq2ZNexrx9YAr7zCoHMpTKrjmFOYVb8wpzCqZkyq45hTmFW/MKcwpmTKrjmFOYVb8wpzCmZMquOYVLSPuqYx5uVlzCrjD3k1sI83hXNOoVC3RXOY9GULD/jR9xXW+buuy5v9jDIz/j2/1XLp/M3WOoNnq+AXYrvm7pzd1aczdOZusGZZcqu+bunN3VpzN05m6Zkyq75u6c3dWnM3TmbpmTKrvm7pzd1aczdOZumZMqu+bunN3VpzN05m6Zkyq75u6c3dWnM3TmbpmTKrvm7pzd1aczdOZumZMqv6askpZ2VETtHxuBCyLBUMngjnYfZkaHD0I1WK+ZusiYMXNwqkDj15LT8FuUbzcha1S3QFcnePNLx5qC/dL91v3WpZT3jzS8eagv3S/dLpZardvV2tDkzr/G133QrUBbddvM60OTf8rXfdCtQ17Lsl/CIv+X9RXm+0H8Qk7vIKpFSi6RQyqRUoiKpFSiIqkVKIiqRUoiKpFSiIqkVKIiqRUoiKpFSiIqkVKIiqRUoiKpFSiIqkVKIiqRUoiLJHDzi5iOWpIsLxySSrwvo1riSZKYfm+be72fDw8juzwq4qU+P09NhmJV7KgztBo6y7UTDwa4+fkfHuPXv83lkDhRxGnyliTMLxCd34LqZB7Rdp82kPc8eQ101+3w68dtFs5HWRmophZ41IHPs6/PtXUYLjjoXCnqTdh4Ho/Ty7F6Y3jzUc8VPVRmKojbIw+Dhqun8OM5NzTg4ZUzNdW0oa2Ug68xp+jJ7/AB39V22/deUPbkJa5dzwXDV2VYJLn0M5ice5j+rft7x8VwNZhOJUPWancW/ls9ofDu967vful+61n07HcNFmbM5vHVY65u6c3dd4q8HwytLnT0rL3d72i12vn071wlXk4gF1DWan8mUfrH7Fqvp3t4arO2Zp46LgubunN3VdXhGJ0R/HUjy38pguH2juVjfp4rXOZuhWYWPBXfN3Tm7q05m6czdUzKuVXfN3Tm7q05m6czdMyZVd83dOburTmbpzN0zJlXZMtOvmn2aPvU1Q8ieQeTz96tsmm+oqR5Mb96rrHkVc48pHfetpp/dgrXI/eEKrmFOYVb8wpzCqZlXKrjmFOYVb8wpzCmZMquOYU5hVvzCnMKZkyq45hTmFW/MKcwpmTKrjmFZHy3OwYHSA99h+8rGHMK75gUhGEUvX6n6ytyifZ57FrVTbtCxfg9YKrCaKqaek1NHIPe0FXnN3XVOHWIDEOH2WK9p1FTg1FMP5UDD+tdh5i0JPVeW9BW43UAq65u6c3dWvMTmKzMrrK65u6c3dWvMTmJmSyuubunN3VrzE5iZksrrm7q5wyTXEKca98jR8VxnMVzhswbiNKSenOZr9oVzXesFRw0K53PLbcGY7ynb/AFXLoXMCyPnqEnLc8mn8G+N3+cB+tYu5u6pXerL3JSax96uuYE5gVrzd05u608y2rK65gTmBWvN3Tm7pmSyuuYE5gVrzd05u6ZksrrmBOYFa83dObumZLK65gTmBWvN3Tm7pmSyuuYE5gVrzd05u6ZksrrmBOYFa83dObumZLLkKOJ9ZVRUsf0pXBvpusmx6RsbGzQNaA0DYLp2SsOJLsVnb06sh1+J/V9q7bcFKUjcrMx5qPqXZnZRyUt580vPmorglwW1da1lLefNLz5qK4JcEullqz28Ha0OTf8tXf1YVqIttu3c4Ghyd/la37oVqNqPNe07I/wAHi/5f1Fea7Q/xGTu8gq0VGo801HmulUKq0VGo801HmiKtFRqPNNR5oirW3HZj7LPBfi1wxbnHP+Z8y4fiT8QqKZsNBURMiMTLbXaOgeddSdfa8O5aiajzW+3Y6IHBOk/9pVn3tXN7U1s2H0G+gNnZgPNTWA00dZV7uUXFj8F2JnYX7LMX083Zyl/Sqo/1UwVzH2KOyjHpdiWaZf0q0j7ogsh3BLgvNDtPiR/1D4n5rtBgdEPuD3fJdDb2MuyY06n90btjXSfqYvknYx7Jj/onMcf6NdJ+thXfbglwVv7S4l/unxPzV39i0f4B4D5LGs3Yd7K8/SPMucaf9CrYf61OVYT9gDs8VOv4O4m5rg17ufLTu/8AkNWWbglwWRm1OJt/1PNWOwKid9xYUrPk4OHVUP8AuNxvqYSf7/RwT/BsjF0/MHyamf4XudkziVlrGIh1HzyOWje73MEo/wA5bN3BfRJaQ5pII7iFtx7ZYiw6uv4fJa79m6Nw0FvH5rR3MnYT7SeXYZKmLJtNi8MTS5zsNxCGR2m0bnNe47NaSsNZiyPnTKEnKzZlHGcGfdbpX0MtP18vbaF6sU+ZcdpABBi9UAO4GQuA9xXJtz7iNRSS4djNFRYpSztMcsVRCCJGHva4fRIPkQVL023jwbTxg9mnz8lHzbKtOsT/AK93mvHlF6a517N/Zl4lUr21OS3ZOxJ7tW1uBkQtafIxAGIg+P4vXyIWs3FvsF8ScmU9TmDhzXwZ4wGFvM/eYDK6NvjrBqb9PzCSe+0LqqDabD6/1Q7Keg/P52UDV4LV0mpFx1LWNF9qIJ6SeSlqoZIZonFkkcjS1zHDoQQeoI8lHqPNdBxUQq0VGo801Hmqoq0VGo801HmiKtFRqPNNR5oirRUajzTUeaItmuzHxQlpJ4cPr6lxkw7SN+v8ZSOOnvLDp9jd1ue2UOaHNcCCNQQe8Ly0yNmF2Wc0UOK80shbII6jyMTujtfTv9QF6Q8OsZ/DGU6OV7gZKcGneR429x97bV5HtjhooqsTMFmv17+fz716Ns7Wmspcjz6zNO7l8u5dqvPml581C6VjGl73BrQNSSdAFwtbnLB6Rzo43vqHt6fix7Ovqf1Li3StZq4roGsc/wBkLsF580vPmukS5+qCTyKCJo8L3l33aK2kzxi7/otp2fosP6ysBrYhzWYUshWQLz5q0qsLw2tJdU0cT3Hvdpo77R1XRDnHHCelW0ekTf2L4M4Y6O+saf8Agm/sVhrYnaEK4Usg4Fdjqsm0ztXUdW+M+DXi4emvRcLV5bxekBd83EzR4xG74d/wUTc6Y03vlid6xj9SlbnvFB9KCld/JcP1rC59O/hcLM1s7egri5L4nWSscxw8HDQqnmBctNnN9Uzl1mFUkzR4OB6fbquOqa/C6g3Nwx9Of8VPqPsI/Wtd2Qey5ZWl33gouYE5gVu+RgceW5xb4ajQ/eqebuseZZLLuuQfbqKw+TG/eVHXS/v2o6/xr/vKn4aNMhxCTToOWP6y42qmuqpnecjj8Vvg2gZ3rTOszu5S83dOburXmJzFjzK+yuubunN3VrzE5iZksrrm7pzd1a8xOYmZLK65u6c3dWvMTmJmSyuubuu74RWsiwymY5wBEYPf59Vj7mLiMycQTgOLPwrnBvJhpzpr+VCx361I4cwyyEDoWpVkNaLrqfAev+fcFMi1QOofl6g6+kDB+pd65hWF+yNjH4X7OORqoPDuVQPpPTkzSRaf5iy/zD5hadeN3VysPJzh7ytqn9aFjukDyVzzCnMKtuYfMJzD5hamZZcqueYU5hVtzD5hOYfMJmTKrnmFOYVbcw+YTmHzCZkyq55hVTJ3RvbI3vaQQrTmHzCcw+YTMmVZNzjGZsrV5b1HJDx7iD+pYY5p81nCphdiWUZI2DV1Rh5t9TH0+KwJePNZ8U0e13SFiw/Vrm9BV3zT5pzT5q0vHml481F5lIZQrvmnzTmnzVpePNLx5pmTKFd80+ac0+atLx5pePNMyZQrvmnzTmnzVpePNLx5pmTKFd80+ac0+atLx5pePNMyZQrvmnzTmnzVpePNLx5pmTKFd80+av8ABcOnxiuZTRkhg9qR/wCS39q4mmhmrKhlNTML5JDa0BZNwLCIcFohAz2pXdZX6fSd+wLZpot8654BYJ5BENOK5SCKKnhZBC0NZG0NaB4BSa7qG71S71UwDZRllNrumu6hu9Uu9Uulgptd013UN3ql3ql0sFq527D+8cndf42t+6Faj6jzW2fbqd+8cnf5Wt+6Fak3Be27H/waL/l/UV5jtHpiUnd/SFXqPNNR5qi4JcF0yg1XqPNNR5qi4JcERV6jzTUeaouCXBEVeo81vr2PjpwSo+v/AJSrP6zVoPcFvr2QXacEaHfEa3+s1cftv/Cj+ZvxXR7L61//ABPwWb9d013UN3ql3qvHLr0ewU2u6a7qG71S71S6WCm13TXdQ3eqXeqXSwU2u6a7qG71S71S6WCm13TXdQ3eqXeqXSwU2u6uKDE67DJ/nFBVyQSd2rHd48iPH3qxu9Uu9VUOINwVQtB0K6vxm4G8Oe0FRS1OJ0tLlzOto+bY7Tx2x1Tw3RrKpo+k0+yL/pN0Gh0Fp87+IGQM1cMM1VuTc5YY+hxKhfo5p6slYfoyRu7nscOocO9enF3qsc9ojhZS8ZeH8lPHTtOaMAidPgtVbrJMxo1fROI6lrxqWeT9O4OK7rZjamSmkbSVbrsOgPR+i5XHMCZMw1FOLOHEdP6rzq1Hmmo81QToSCCCEuC9YXAKvUeaajzVFwS4Iir1Hmmo81RcEuCIq9R5pqPNUXBLgiKvUea307LWZDjOSoo3SE608T+p63sLopPiwH00WhFwW33Y0qi/LtQGS6vZPV09g+ro2CRpPqXv/mlcdtvTiTDd7zaR4H6C6bZWYsrDHycPeNfmsyZnzDNiNXJSwyFtLE60NB+mR4n9S4PmnzVoX6nqTql4818/vlMjszivXGRhgsFd80+ac0+atLx5pePNWZldlCu+afNOafNWl480vHmmZMoV3zT5pzT5q0vHml480zJlCu+afNOafNWl480vHmmZMoV3zT5pzT5q0vHml480zJlCyxwvitwSsq3dA6oLSdmtB/WV1d8xc4u8zqu1ZN/efDeeqHQyMqHg79Wj7l0rmHzClZTlhjb1X8VHRjNK89aueYU5hVtzD5hOYfMLXzLNlVzzCnMKtuYfMJzD5hMyZVc8wpzCrbmHzCcw+YTMmVXPMKcwq25h8wnMPmEzJlVzzCtT+0rxROWuNOP4GNf3rHQN+2igd+tbURuLntb06kBea3bXzc2m7UGeaYSfwM9JH3/k0UA/Uus2RgFRVPB5N+IUPjL93G3tWxvyf+Mur+z/ABUDna/gvF6ymaPJri2X75Ctk+YtMPk3seE2UM5ZbLutDiNNWgbTRub98HxW4vMCiNo2bnFZ29d/EA/Fb+GOz0kZ6vLRXXMTmK15gTmBQmZb9ldcxOYrXmBOYEzJZXXMTmK15gTmBMyWV1zE5iteYE5gTMllmrI1R88yxRvcdXRh0R/kuIHw0WAcTjNFiVXRkacid8f2OIWauEtY2owarotfbp6i/T81w6fFrlirihQ/gvPGJxMGjJntqG73tDj/AJxct3EPXpIpe768FqUXq1Ekff8AXiuA5qc1WfNKc0qEzKWyq85qc1WfNKc0pmTKrzmpzVZ80pzSmZMqvOanNVnzSnNKZkyq85qc1WfNKc0pmTKrzmqqN0kr2xxtLnuOjWgaklWTXve4MY0uc46AAdSVkXKWWBhjG4hXsBq3j2Wn+KB/Ws0Ebp3WCxTPELblX+VsvsweD5xVAOq5R7XjYPyR+tc9eFDel6nGNbG3K1RD3F5zOU14S8KG9L1ddW2U14S8KG9L0ullNeEvChvUVTW09HC6eqnZFG3vc86BC4DUqoF+C1k7dDtaHJ/+WrfuhWpd2y2c7ZuYqXHKfK7KKOTlU8tWOY4aBxIi7h7vitYLivbtjHh+Cwubw9b+orzDaZpZicgP8v8ASFXdsl2youKXFdSoFV3bJdsqLilxRFXdsl2youKXFEVd2y327I+jOB2GO/Lr60n+kA/UtBrit9+yY7TgZhG9dXf6ULjtuf4SfzN+K6PZb/P/APE/BZmvCXhQ3pevGbr0mymvCXhQ3pel0sprwl4UN6XpdLKa8JeFDel6XSymvCssSxvDsJj5ldUNZr9Fo6ud6BcZmfMseA0oDNH1Uv8ABMPh+cdvvWMaqvqa2d1TVTOlledXOd3rTqawQnK3UrbgpTL6x4LvtVxHha62iw1z2/lSPt+AB+9QM4kTg+3hcZG0pH6l0TmlOaVoGtmJvdbgpIuhZMpeIWETaCpgngJ7zpc0e8dfgufosWoa4CWhrI5NOosd7Q93eFhTmlVxVUsMjZYZHMe06hzToR71lZiD2+0LrG+hYfZ0WsXaQys3KXGHHqWCIMpsQlGJU4A0FswucAB3ASXj3LGV2yzH2oa2qr84YVV1kxllOGiO9w66Nkfpr595WGbivpPZ2sNfhUFQ7iWj3afBeJ4zTCkr5YRwBPv1Vd2yXbKi4pcVNKMVd2yXbKi4pcURV3bJdsqLilxRFXdstp+xDUXfunp3a/i6qgezyAdFVh322M+xaq3FbS9h1hdNm6XrpG/Dvi2rC53asA4PPfoHmFM7Pm2JRd/kVmDHKd2H4tVUrm6BshLf0T1HwKsOau28QsOJZDi8TSS38VL08Pqn7dR7wujc0r5sqG7qQtXtkJ3jA5XnNTmqz5pTmlYcyy5Vec1OarPmlOaUzJlV5zU5qs+aU5pTMmVXnNTmqz5pTmlMyZVec1OarPmlT0MM1fXU9DANZKmVkTB5ucQB96qDc2CoW2Fys5VkTMG4XUtOTa6SmhGn57yHOHxcsdcxZE4ryNosHwzDWHRpkLgNmN0H9ZYx5gU1XENkEY+6AFFUgzML+kkq65icxWvMCcwLSzLbsrrmJzFa8wJzAmZLK65icxWvMCcwJmSyuuYnMVrzAnMCZksuUwsc/EqWLTUOmYD6ajVeQnanxoY/2j+JGItfe0ZkraZrvNsMpiGm2kYXr1lyVjMWink+hC18rvRrSV4kZuxSTG8141jUzrpMQxGpqnu8y+RzifivQ9g47uml7B9eC5raB1sjVst8nfjbqLilj+CGQhmI4KZbfAuimZofcJHfavQTmbryu7JOZXZY7QOU6gveIa6eTDZWt+uJ4nMaDsJCx38lepN+6h9uYd1iYk/E0HwuPgFv4A8PpcvQT81cczdOZure/dL91xuZTdlcczdOZure/dL90zJZXHM3Tmbq3v3S/dMyWVxzN05m6t790v3TMllkjg3XNZj1XQPdp85prmjzcxw/USrPj1hBhxnDsYaPYqoHQO/SYdfiHj7F1/I2JDDM24XVuktb84bG8nuDX+ydfc5ZU41YM+vyh8+jGrsPnZK79B3sH4uafcpaMekYc9nNuvx+ajXnc1rXcnafD5LXmzdLN1cWbpZuoCymLq3s3SzdXFm6WbpZLq3s3SzdXFm6WbpZLq3s3SzdXFm6WbpZLq3s3X1sLnuDGAuc46ADqSVcxwPle2ONpc9x0a0DUkrIOV8oswxra6vaH1ZGrW94i/1rPBTumdYcFilmbELlW+U8otw1rcRxBgNURqxh6iIft+5dptKksSxTkcTYm5WqJfIZDmco7SlpUliWK+ytuo7SlpVZaANSdBuUba76LgfQpZLqi0ppp4hQYjiNHhcXNq5dC7oxg6uefIDxXEuosZzD1rXPw6gPdCw/jZB+cfD0WNzwDlAuVe1txc6BfMQzM1sxw/BKc19Z3aM+gzcn+3qreDKdViMza3M9a6oeDq2nYdI2bf8A2+K7FQ4ZR4bDyKKnbEzx07zuT3lXFis3OfWXXq5fqrt6G6R6dfNao9uGngo8LybBTRMijbNW6NYNAOkK1N13W2/btFuH5O/y1b/VhWouo817tsaLYLCB/N/UV5TtIb4nJ3f0hV67pruqNR5pqPNdQoJV67pruqNR5pqPNEVeu6a7qjUeaajzRFXrut6+ypi8NHwey9h8+jRV1eIWPJ+sJhoPfqtEdR5rcngTqOCWWHNdoRV4iQR4fjguI+0F5iwYvH4mrqdj2iTEg0/hK2WtKWlcZljFfwxhjJXu1ni/Fzbnz9/7Vy9i8dY4PaHDmvRnDKcpUdpS0qSxLFdZUuo7SlpUliWJZLqO0qOoljpoJKiZ2jIml7jsArixdWz9X8igjw5jiH1LrnfoN/adPsKxyvETC5Xxt3jg1dFxfEJsXxCWumJ9s6MaT9FvgFZWbq4s3Szdc+buNypkWaLBW9m6Wbq4s3SzdW2Vbq3s3SzdXFm6gr6ulw2jmr62ZsUEDC97nHQABXBhcbDihcALla1dpSqjkzpRUrXAup8Pbd17i57z9yxHruubz1mV2bs24lmBxNlVN+KB+rG0BrB/NAXA6jzX1JgFC7DcMgpX+01ov28T7yvBsXqm1tdLO3gXG3ZwHuVeu6a7qjUeaajzUuo1V67pruqNR5pqPNEVeu6a7qjUeaajzRFXrutwewdRa5cz/iLh0NZhELDuGVhd97Vp3qPNb49iLCmUnAnFsVLNJcTzQ9l3nHDTRgfY6R32rmdsH5MHlHTYe8Kc2dbmxGM9F/JZoraKKvpJaOoGsczS137ViLEcNmw2tlopwQ+J2nqPA+8LM9i6rnnAfndKMVp2fjacaSfnM8/d92q8BrYN4zMOIXrlLNkdlPArHNm6Wbq4s3SzdQ1lJ3VvZulm6uLN0s3SyXVvZulm6uLN0s3SyXVvZulm6uLN0s3SyXVvZuu18LcMdiOesMZYXNgkNQ/YMaSD9un2rrlm6yxwEwpzq3FMYcz2Y4mUzHHxLjc4f5rftC3KCHe1LG9d/DVa1ZLu4HO6vPRQcYMQM2ZYqFrvYpKdvTyc4kn4W/YuiczdX+b8WdjGZsSxAv1bJUOaz9Bptb8AFxF+6yVMu9mc7rVlPHu4mt6lcczdOZure/dL91gzLNZXHM3Tmbq3v3S/dMyWVxzN05m6t790v3TMllcczdOZure/dL90zJZU5ox8ZT4a57zgXhpwbLdfUxn/ABghcWAbktA968We/qV6udrfGv3PdlDO1QJbJMWlpMNj66FwdPGXAfybvcCvKNetbCw5KF8v4neQ/VcZj781QG9AXK5Ux6XK2aMIzNAwvkwqugrWsDtLjHIHW6+GumnvXsNT1kFXBHVUszZYZmNkjkadWvaRqCNiF4yL1S7PWZ481cE8m4wyQuJwuOlk16HmU5MD+nh7UR020Wh9oVP+6hqRyJae/UeRW1s3L674ukA+H/qyZzE5itubunN3XluZddlVzzE5itubunN3TMmVXPMTmK25u6c3dMyZVc8xOYrbm7pzd0zJlV1zdOoK2cpRDnbIjNJWn8J0Fhf+TIW6H7Hg/YtWebus+8AMcjr8u1eBveedh8/MaP8AFydRp/KDvtCmcFlG+MLuDh9e66i8UjO6Eo4tP18FhGWnkglfDK0tfG4tcD4EHQhU2LufFHAW4JnOujiaRFVkVcf8vq7/ADrl1PlqMmiMMjozyNlvRyCRgeOagsSxT8tOWsdlfdQWJYp+WnLSyXUFirhppqiVsEEbpJHnRrW9SSrqkoKiuqGUtLEXyPOgA+8+QXf8GwPD8tU/ziqmi57x7cryAB+a3Xw+9Z4KczHoHSsUswjHWoMtZVhwhgqqoNkq3Dv7xHsN912C0LgK/O+G09zKON9S8dxHst+09fguuV+bsarfZjmFMzyiGh+09VIb+GBuVnuWluZZjmcu91NXR0bbqqqjiH57gNVwdZnfB4NW0zZqlw7rRa0+8/sXRpDJM8yTSPe93e5xJJVPLWu+uefZFlnbSNHtG67BVZ7xSXUUtNDAD3E+2R+r4LiZ8fxyoJMmJz9fBrrR8NFa8tOWtV00j+JKztjY3gFHI+aZ100r3nzc7UqlocxwcxxaR3EHQqblpy1jssl1yeX8YdSYtHPXj5wJNIzJIbnxjzBKyXaFiWlpnT1MUMYJdI9rQNyVl0NIAHkpSgLi0gqPqwAQQqLQloUmhTQrfstRandvPRuH5N/y1d/VhWoNwW33b36YfkzX+/V39WFafXBe3bHfwaL/AJf1FeX7R/xKTu/pCruCXBUXBLgunUGq7glwVFwS4IiruCXBUXBLgiKu4Lc/gKLuB2WT/vrEf9MFpbcFur2fxdwNyz/+qxH/AE64b7RP4I78zfNdVsb/ABQflKyflHEvwbizGSPIhqfxT/LX6p+37yslWhYhDCCCNQQsp4DXHEsKp6pzgXltsn6Q6H9vvXiVBJoYyvT6tmoeru0JaFJoU0KkbLSUdoS0KTQpoUsijtCxpm+rdW45MNdWQaQt93f8SVkyeQQQSTuHSNhefcNViKYvnlfNISXyOLnHzJOpUfXus0N6VuUbfWLlbWJYp+WnLUXZb91BYliVdVR0MfNraqKBnnI4N+9dMzHxUwPB6eSWmex4Z0M0zuXEPt6n06LPBSy1LgyJpJPQrXyNjaXPNgF2ytq6TDqd1XWztiiYNS5x+A8zstbOOPF12NF+V8FkcynB0nIPX0O58R4Dp1JOnA8QeNWJ5ilfT4XVS2HUfOCLdAfCNv1Rp4nr6d6xeX6kkkknvK9e2Q2GdSSNr8RHrDVreg9J+A8V53tHtUyZho6E3B0LuroHxPgqrglwVFwS4L1RefKu4JcFRcEuCIq7glwVFwS4IiruCXBUXBLgiKu4L0s7OGXZMr9nTI1DUxmOoxOKrxuVpGmoqJjyj74o4z715vYHg+IZjxqgy/hMBnrsTqoqOmjH15ZHBrR7yQvVLHccwHKE1JkmjbNLT5aoabB43sYNDyImsJ7/AMoFcD9oFayCijgcbZneS63ZGmdLVOlA9keavrQvjmNc0tcNQRoQfELhYs64JIdHvmi3dGT92q5SmxXDazQU1dC8nuaHgH7D1XkjZGP9kr0IxubxCxxmbAnYPiDmxtPzebV8R8vNvu/YuIsWWsbwiPGaB9I8AP8ApRuP1XeCxfPSyU0z4JmFr43FrgfAhRNVT7p9xwKkaebeNseIVrYlin5actatlnuoLEsU/LTlpZLqCxLFPy05aWS6gsWccrCTJnCGoxZzRHUTQyVbNfy5NGxH7LCsQYRhM2M4rSYVT9JKuZkTSe4anTU7DvWVOPOJx4RlzCssUklgneHOYD15UTQGg7akH+SpXDxuI5ak8hYdpWhWHevjgHM3PYFhYyknUlfOYrbm7pzd1E5lJZVc8xOYrbm7pzd1TMmVXPMTmK25u6c3dMyZVc8xOYrbm7pzd0zJlVzzE5itubuq4A6onjgZ1dI8MA3J0VQ66pZa5fKRZjkwzhJkPJLH2/hbFJsVmAOhLYYi1oO37419wXnottPlJs4fhnjbhuT6eT965WwWGEs8BPMTI8/zOSPctS171s1T+jYXE08SL+PD3WXneJyb2qe5Fvp2B8yMxThjjeWTMTPgeKiWw/VhqY9Wafy4ZtfLp5rQtbKdgvNMWE8YarK9RMWMzJhU8MIJ0aaiD8e3X/g2TAbuA8Vh2so/TMJlaOLRmHdqfddZMHn3FYwngdPH9Vv3afMpafMqazdLN14QvQ7qG0+ZS0+ZU1m6Wbol1DafMpafMqazdLN0S6htPmUtPmVNZulm6JdQ2nzK77wUx92BZ6paeQ/iMUaaOTXwc7qw+twA/lFdIs3VcL5aaaOogldHLE4PY9p0LXA6gj3rLTymCVso5FY5oxNGYzzC2E46YAanCaPHoYdX0chhmcB3Rv7idg4afylhOzdbOUEtJxDyHHJzBZilHa8gfwcumjun5rwfsWt9VRzUdTNSVDbZYJHRvHk5p0I+0KbxiEbxs7ODx9e6yicMlOQwu4tKs7N0s3VxZulm6h7KSurezdLN1cWbpZulkur2mxuTDad0GFQshc8e3O72pHfqA2XH1M9TVyc2qqJJX+b3aquzdLN1cXOcLHgqAAG4VvZulm6uLN0s3VtlW6t7N0s3VxZulm6WS6t7N0s3V5T0k1VMynp2F8kh0a0eJXPUGSayedwq5mRwsOhcw3Fx8dPu6q9kT5PZCtdK1ntFdVs3Szdd8xTK+XsMwerrqh00bKSB88kxfqWtY0uJ07u4LSqu7Q2E1NdUVEGJ4zFHLK5zGBuga0noNA7wCmaHZ2vxHMadmYDjbrUfPjFHSkCd4bfhdbd5Kwo1OJGtePxdKNRu8936yu+27LSLDO1BgeGUbaaLGMwgj2nEN01d/PV23tYYUB7WO5jJ8fZ/+tdDBsjicLMu6N+xRU2O4fK6++C3St2UNZV0eHwOqq6ojgiZ3vkdaAtMZe1jhVptxjMb9u7/AJ66FnjtLYzjsL6bAYaqIvaW/O62XmSt177G9Q311PoFvU2x+JTvDXMyjpOi059oMPhYXbzMegalcp2v+KdHn3O9HgeEkuoMvxPjv8XzSEF/Tw0DWj7VgS4L5JM+aR00r3Pe9xc5zjqXE95JVNwXr+HULMNpWUsfBo8ek95Xm1bVOrah07+Lj/57lXcEuCouCXBbq1VXcEuCouCXBEVdwS4Ki4JcERV3Bbq8Aaqkp+BeWPnNVFDdU4lbzHhuv4/w1Wk9wWRMH404rhGT8Iyc3BqWWnweSpkilL3B7zM8Pdd4dCOmi5nazCp8Zw00tP7RIPRwU9s5Xw4bXCec2bYjp4rc4Yjhh7sRpf6Zv7V27IeP4ZG+ow+TEabR45rPxzdNR0Pj6fYtCRxsq/rYBCfSc/sVzRcd6qiqGVDMuRuc3Xoao6HX+SvMIvs/xaJ4dYeI+a72Ta3C5Gluc/8AU/Jej34Uwod+JUv9M39qpOMYM36WK0Y9Z2/tXnse0rX+GVKcf/unf9VQy9pLHT/A5coG/pSPd92ikhsRiX4R4j5rS/abDfxnwK9C3Zgy+z6WNUI//cM/aoJM3ZViGr8fofdO0n4Lz1d2j8zkezgWGD+kP/OVpL2h87vJ5VJhUYP+IedPtesjdha88bDvVjtqcPHAk9y3zzXxMyfSYLVNixcSSSN5YEcTz9I6Hrpp3arFc3ErAI9eVDVy+jAPvK1GxHjNxBxIOZLjTI4nHXlx0sQA9CWk/FcDPnDNFSNJcfrz4+zO5v3FZD9m887gZZWjsufgFaNtaWFpEcbj22HxK28xXi9BRMvFJT0rT9F9VUAa+7p966FmHtB0sV0bceDj/e6CLX/P7vscta3yvle6SR7nvcdXOcdST5kqm4KYpPs4w6E3meXe75n3qNqduKuTSCMN7bn5eSyXj3GrFK+V5w2kLSdQJ6p5lkO+ncPTquh4njOJ4zP84xStlqXjXS89G6+Q7h7lYXBLguyocIosNFqWMN6+fidVzFZilXiB/vEhI6OXgNFXcEuCouCXBSKj1XcEuCouCXBEVdwS4Ki4JcERV3BLgqLglwRFXcEuCouCXBEWx/YVyFBmfjKM64rE52EZBo5MdqenR8zQW08evgbzePPllbKV9TNiNdUYhUu1lqZXzPP5ziSfvUfBvh4/gf2eMNwCujbDmbPcjMZxdobpJDSgfveBx7+g0Ong50g3Mtm68A29xUYjiW6jN2xi3fzXruyVAaKi3jh6z9Vb2bpZurizdLN1w9l1N1cUWOYvQEfN66S0fUebm/YVTi2InF5m1UtOyOfS17mHo/y6efvUNm6Wbq7O4jLfRW5Wg5raq3s3SzdXFm6Wbq2yuurezdLN1cWbpZulkurezdLN1cWbpZulkuu+8EcvtxDMk2LzNJjw2LVnlzH6gfC74Lp/GHHm5gz3XPgkLoKHSijPh7Gt2m15csx4A08OeE9Rjc0bG1csTqsB3jJJo2Jp/wA3Ueq1ukvlkdLI8ue8lzie8k95UjXf3akjp+bvWPw+upadH+/qHz8h6o+Kt7T5lLT5lTWbpZuoZSl1DafMpafMqazdLN0S6htPmUtPmVNZulm6JdQ2nzKWnzKms3SzdEuobT5lczlKl5+OQPd9CAGZ2vhp3fEhcZZurHP+bhwy4NZ24gkgT0OGSso9fGoc2yIenMezX3raooHVFQyJvEkLDUyCKJzj0Ly77Q2d/wC6Nxtznm9kl8FZi07KU+dPEeVCf6NjT6lY8X1znPcXvcS5x1JPiV8X0ZDE2GNsbeAAHgvMXuL3Fx5ouy8M84v4fcQsuZ3bE6ZuCYnT1kkTToZY2PBezX85tw9660iuexsjSx3A6KjSWm4Xs64UshEtDUNqaWUCSCZo9mWJw1Y8bFpB96+WbfBYz7LmeDxF4A5TxibrWYRC7L1cR3GWktbGfU07qcnzdcspWL51r6R1DVSUzuLSQvS6acVELZRzChs2+CWbfBTWJYtSyz3UNm3wSzb4KaxLEsl1DZt8Es2+CmsSxLJdQ2bfBLNvgprEsSyXWa+ztmUuir8pVDh+L/flNr36HQPb9tp95Vnxny0cMzE3GYIg2nxNtx06ATN0DvtGh3JKxtlTHJsr5ioMeha5xpJQ57AdL2Ho5vvaSFs3nbA6fOuTXuoWiaR0Tayic3vc63UAfpNJHvXSUn9/oHQfeZqPrxCg6n+51gl+67j9e9a2WbpZupyy0lrgQR0IKWhQllKZlBZulm6ntCWhUsmZQWbpZup7QloSyZlBZulm6ntCWhLJmUFm6Wbqe0L60DXU9dPBVsmZT085wynLoDpVzt0v8YmHy3P3eq73g1N82wqlhdrcIwXep6n4ldDpKd1bWxQakumkDSfU9SsmhloDR3DopGiF7laVUQLBY07ReNfue4I5wrmuLXy4ZJRt66HWfSLp7nkrzAuC3y7cGZn0/C0YVAdYa3FIKRxB+k5odK71A5YHq5aF3Be17BRZcOfL+J58AAPO68x2skzVjWdDR7yT5WVVwS4Km4JcF265dVXBLgqbglwRFVcEuCpuCXBEVVwS4Km4JcERVXBLgqbglwRFVcEuCpuCXBEVVwS4Km4JcERVXBLgqbglwRFVcEuCpuCXBEVVwS4Km4JcERVXBLgqbglwRFVcEuCpuCXBEVVwS4Km4JcERVXBLgqbglwRFVcEuCpuCXBEVVwS4Km4JcERVXBLgqbglwRFVcFs12I+z7FxOzlJxIzpSlmScmvFXUvlj1jrapvtMpxr9IDo5469LW/XCxt2eOz7m/tDZ3iy1l+J9NhlMWyYtijmaxUUBPf+dI7QhrO8nr0AJHoxmODKeQsnYRwj4ashgy/hDLJjE4F9RM3S58hH0iXauJ8XbALkNrdomYPSujjP7xw8Pr9ehdFs/g7sRnD3j1Auv5xzHVZuzDV43UkhsrrYWH+LiHRrfs79yVwtm6ntCWhfPr3OkcXuNyV6+wBjQ1vAKCzdLN1PaEtCssrsygs3SzdT2hLQlkzKCzdLN1PaEtCWTMoLN0s3U9oS0JZMygs3XO5Jy47M2ZaPC3Mc6Av5lQW+ETeruvhr3epC4m0LMvCXCKTLeWK7OeLOMTZmOdc4fQp4+pI9SD9gW7QUwqJw13AansC1qufcxEjidB2rrHaHzFG6TD8oUhIEA+dVAb3AkFsbfcLj7wsLWbfBczmXGarMuO1uOVjnGSrmc8An6Le5rfQN0HuXGWLVrqj0qodLy5dnJbFJD6PC2Pnz7VDZt8Es2+CmsSxalls3UNm3wSzb4KaxLEsl1DZt8Es2+CmsSxLJdQ2bfBLNvgprEsSyXUNm3wWvfyiGdX5X4N5e4dUsls+Za/5xVAeNPTgPLffI+L+YVsnhtIKmtiicDbdq70HUrzj7fPEF2dOPtbg0FQJKHKlLHhUTWu1aJf4SY/pXvsP+TA8F1+xdD6TiTZCNGa+HD3kKEx2o3VMWjidPruWuCIi9oXDoiIiLc35ODPb247m3hJV1bRHi9G3HcNiee+qpARM1m7qd73nzFOPJbt2bryJ4NcRKjhNxUyvxGp4XzDAcShqpoWnQz0+ts0X8uNz2fyl7CVrKIzCowqpFRh1XHHV0M47pqaVofE8erHNPvXk23eH7mrbVtGjxY9o/Sy6/Z6pzxGA8RqOw/qrGzdLN1NaUtK4Sy6FQ2bpZuprSlpSyKGzdLN1NaUtKWRQ2bpZuprSlpSyKGzdbCcAc1jE8DmyvVyONThn4yEuOt0Dj3fyXHT0c1YBtK5rJ2Y6nKWY6LHYLnCB/42Np05kR6Ob7x8dCt7Dqo0dQJDw4Hs+tVqVtP6TCWDjy7V3rirlT9z+ZH1dNCW0eI6zxkdzX/Xb9p19HBdL5a2RzfgVJnzKV1AWSvkjbV0MmumriNQNfIg6e/Za7vgfE90cjC17CWuB7wR3hb2KUno82Zvsu1C06Co30WV3FuhVty05auOXsnL2UZZb11b8tOWrjl7Jy9ksl1b8tOWrjl7Jy9ksl1b8tOWrjl7Jy9ksl1c5dZpjVKQPrn7iu7Vz536UVGdJZB7T/AO9N/K9fILquWIC/GYTp0YHOP2Fd4ZE1mtrerjqT5lSVI28ZHWtKocA8FaWfKBV8FFDknK9MdGsFZWPYD/k2tcdz7fxWndwWwnbqx04pxxdhocbMHwmlpANelzi+Un1/Gge5a8XbL6A2Yp/RsJgZ0i/ib/FeRY5LvsQld128NFXcEuCou2S7ZTyilXcEuCou2S7ZEVdwS4Ki7ZLtkRV3BLgqLtku2RFXcEuCou2S7ZEVdwS4Ki7ZLtkRV3BLgqLtku2RFXcEuCou2S7ZEVdwS4Ki7ZLtkRV3BLgqLtku2RFXcEuCou2S7ZEVdwS4Ki7ZLtkRV3BLgqLtku2RFXcEuCou2S7ZEVdwS4Ki7ZLtkRV3BLgqLtl2zh3wp4jcWMWGC8PMn4jjdRc1shp4/wAVDr3GSU6MjG7iFa97Y2lzzYDpVWtLzlaLldWuCzz2a+yNn/tB4jHiQhkwTKEEn77xqoj0a8A+0ynB/hH9CNfot8T3A7McHPk+8i8NoafOXaKx2mxetjcJYMCpHH5rcOukh6PnOunsgNZ53ArNuauIc+J0MeXMtUMeDYFTMEMNLTtEesYGgaQ3QNbp9UdPVcNj+2tNQNMVKcz+n68zp2rqsJ2ZmrHB8+jfr6+StWOyRwjyZFwn4N0LKPDYARWVzTrLVSEAPe5/e9ztOru7To3QALpvLVxy9k5ey8WraybEJjNObkr0ylpoqOMRRCwCt+WnLVxy9k5ey07LYurflpy1ccvZOXslkurflpy1ccvZOXslkurflpy1ccvZOXslkurflpy1ccvZOXslkur3K+Xpsy47SYPDc0Tv/GPA1sjHVzvcPjou/cd8xw4LgVHkfCpGxmoY0zsb3sp2dGN21I+xu65rhfglJlLLNXnPGyYDPCZNXD6FO3qCB36uPXf2VgjNWP1macfrMcrHe1UyEsb+RGOjWj0GgUpJ/cKLL9+T3N/X64LRj/vdVf7rPP8ARcHZulm6mtKWlQVlLqGzdLN1NaUtKWRQ2bpZuprSlpSyKGzdLN1NaUtKWRQ2bpZuprSgaSdB4pZLq0xzM2HcP8mY/nzGHW0mDUM1U7zdY0utHmXG1o8yQvGnHcYrcw43iGP4nKZazE6qWsqHuOpdJI8vcT6klehnyhfEb9yvCrC+G9BIBVZoqr6nr1FLAQ9386Qx+5rgvOZevbD0Ho9E6odxedOwfrfwXGY9Ub2cRj7vx/RERF2ygkREREXqb2LOJB4o9nLDaStrBPjXD6oGX6xpOshoX3SUMjtg3mwg+UIXlktmfk+uLNPw649UuVsamEeA8QYP3N1rnO9mGeRwNJPp3G2cMGzXvUDtJh39pYe+MD1hqO0fMLew6p9FqGv5cD2L0bt9Ut9Ve1tDUUFXPQ1Udk1PI6KRvk5p0KhsPkvDC22hXfg31Cgt9Ut9VPYfJLD5JZFBb6pb6qew+SWHySyKC31S31U9h8ksPklkUFvqlvqp7D5JYfJLIs2cAc5tlgkyVXyND4rpqEud1c09Xxj0+kNi7yUXGDKH4MxNuYaKICmr3aSho6Mm8T/KHX1BWIsLxCtwbEafFcPl5VTSyCWN2muhHmPEeYW02E1+D8S8mCVw0hrYzHMwfShlHeOviDoRtoV0tC8YjSmkefXb7P17uxQdW00VQKhvsu4/XvWuXL2Tl7Ll8cwSrwDFKjCq5mkkDtAdOj2+DhsR1VhYFCuY5hLXcQpJrw4XHBW/L2Tl7K4sCWBUsq3Vvy9k5eyuLAlgSyXVvy9k5eyuLAlgSyXUDOZG66NzmnzaSCuawLF69ldFTSyvlilcGEPOpGviCuMsC5LCX0dDfiNTJdJG08mJo1c52nf5D3rLDcPFjZY5bZTcLzV7R+YhmbjnnTE2HWNmKy0bD4FsGkII2PL196xvcVnis7GfaozDWVGPxcJq+VmJSvq2yGvpPbEji7XrL46q2/2EHaq/8z+Jf8cpf+1X0rS1VHBAyJsrbNAHtDkO1eJzwVMsrnmN1ySeB5lYQuKXFZv/ANhB2qv/ADP4l/xyl/7VUnsS9qgHT+49in/Gab/tVn9PpP8Adb/2HzWL0So/23eBWErilxWbf9hL2p//ADPYp/xmm/7VUf7CrtS/+Z3F/wCmp/8AtFX0+l/3W/8AYfNPRaj/AGz4FYVuKXFZod2Le1I3v4OYz7pYD90i+f7DDtRf+ZzGv58P/XT06l/3W/8AYfNPRZ/wHwKwxcUuKzJ/sNO1B/5m8d/+F/118d2N+0+wang1j3uEZ+56enUv+43xHzVPRZ/wHwKw5cUuKvMewLGMr43XZczBQS0OJYbUPpauml+nDKw6OY7TxBBCsNT5raBBFwsJBBsVXcUuKo1Pmmp80VFXcUuKo1Pmu3YVwf4tY7htPjOCcMs1YhQVTL4Kqlweolilb5te1hBHQ9ytc9rBdxsrmtc7RouuqXFLiu4v4J8Z4xrJwkzo0eZwGr/7NQO4RcWWaX8MM2t17tcFqR/zFbvoj94eKu3Un4Suq3FLiuzu4T8VGi53DXNYA8Tg1T/1F13EcOxHCK2XDsWoamiq4CBLBUROjkYdNdHNcAR0IPXzVzXtd7JurS1zeIUVxS4qjU+aanzVytVdxS4qjU+aanzRFXcUuKyTkTs1cduJuB0+Zci8NsUxXCqpz2w1kZjZE8scWuAc9wHRzSDuFkHCvk+O1ZiZBn4fU2Hsd9erxmjH2hkrnD7FqyV1LESHyNBHWFsMpZ5BdrCe4rXW4pcVt9hnyX/H6rDXYjmHJ9CHd4NbPI5vrbFp9hXdcE+SpxRhbJnHjXh1E0dXMosKdLr6PklZp62laj8cw+MXdKPefILYZhdY/QRn3LQy4pcV6X0Hyd3Zjy02N+auIGY8TeOrmiriia/z0bHGXAe/3rvmXeD3Y/yAAMu8IaPE5m/x+IRPrC4+etS51vuAUPU7aYXT6ZiT3fO/uUjBs1XTcrD6+uK8rcsZMzhnWsOH5PytiuN1I0uiw+jknc3chgOg9VsJw6+Tw7ReeGsq8awegyjRv0Ifi9QOc4bQx3PB2favQRnFYYRSMwzKGVMMwiii6MhjjAY30YwNaPsXGVvEjHsVjfBikjnxSC0theYunuXN1n2iNN20zbdZufl5FTVPsc4WMzvr661iPI/YI7OnC8w4hxQzRVZyxSn9p9HryKYv7wORGS8gfnvtPiNOi2Ay9m/LuFYR+AOHeWaHAMOpjoyCnp2RNbr9YMYLRr59VjCVsXMcYS6zXpcOvvVxhda7DqxlQ36P0Xjzb4riazaeuxCT9871fru8AF09NgdLSM/dt1XbMzU0+O0r3zyvlqG+2xzjqSfJdAMZB0I0IWT43MlY2SNwc1wBBHiF1bM2D8iU18Dfxch/GAD6LvP3qLrIi794O9b9NJl9QrrPL2Tl7K4sCWBR1luXVvy9k5eyuLAlgSyXVvy9k5eyuLAlgSyXVvy9k5eyuLAlgSyXVvy9k5eyuLAlgSyXVvy9l2PIeUn5rx6Kkew/NIdJapwOmjAfo6+ZPT7T4LhooJJ5WQwxufJI4NY1o1Lie4ALNEAw/hHkKWvqxE/EJRcWnoZZyPZjHiQ37g4+K3qCmbM8vl0Y3U/JalXOY2hjPadoF07j3nBkLIMi4W4sawMlrLOgt0/Fxfc4j9FYUt9Vf19XVYnWz4jWyGWepkdLI8+LidSrew+S0a2pdWTGU93UFuUsApohGO/tUFvqlvqp7D5JYfJatlsKC31S31U9h8ksPklkUFvqlvqp7D5JYfJLIoLfVLfVT2HySw+SWRQW+qnpItZQ89zOvVLD5LGfaV4oN4Q8GsczJT1DIsUqo/wfhgJ6mqlBDSB4ljb36fmFbFJTPq52QxjVxAHesc0rYYy93ALz47XvE9nFHjhjVfQ1RmwvBiMHoDr7JjhJD3t2dIZHA+IIWF19c5z3F73FznHUk95K+L6BpadlJAyCPg0AeC86lkM0hkdxKIiLYWNERERFVHJJDIyaGRzJGODmuadC0juIPgVSiIvZ/g/xPg49cEsqcXo33YnNCMGzE3UXMxWmaGvefDSVlko/T69V2OxaG/JlcZqbLPEzEuBeZ68xYFxIjZDQukOsdLjMQJpn/m8wXREjvJjB6Dpv5VUc9FVS0dVEY5oHujkae9rgdCF4ttThX9nVxLR6j9R8Qu1wir9IgDXcW6fJWtiWKW3ZLdlzVlLXUViWKW3ZLdksl1FYlilt2S3ZLJdRWJYpbdkt2SyXUVi71wnzw7KGOfNa2XTDMQIZPcekTvqyfqO3oF0q3ZLdllgldTyCRnELHLG2ZhY7gVsjxKykzMeGDFMPYHV1I25tg1M0feW7nxHvHisKGMg6FZL4OZ9/CNI3KuKzfvqmb+9ZHu6yxj6nq37vRW3EnJww+qdj2HQj5rO78cxo6RPPj6E/H1CnKxjKuMVcPeFEUz3UzzTSdyx7Zulm6n5eycvZRFlI5lBZulm6n5eycvZLJmUFm6Wbqfl7Jy9ksmZQWbpZup+XsnL2SyZly1PnbNtJTxUtNjtRHFCxscbBbo1oGgHd5KX+6BnQf7YKj7G/sXCcvZOXss4qJhoHnxKxGKI8WjwC5z+6BnT/APME/wDNb+xBxCzqP9sE/wDNZ+xcHy9k5eyr6TP+M+JVNzF+EeAXPx5/zxK9scePTuc4gABjOp/mruFNmTMkcEbJsWlkkDRc4tb1P2LqeXcJ5Y/CNQ0AkfiwfAflKrE8wiMmCg0c7uMngPTzW5FPLE3PI869ZWtJHHI7Kxo8Au1TZwxinAM+McvXuuDBr8FI3NWPPaHNxN5BGoIa3Qj7Fi+V0s7zJM9z3nxcdSu74fA6Chghd9JsYB9dFlhrZZSRc27VZJTRxgaDwXNHNePtaXOxJwAGpJYz9i6jVcS84vqZH02NPZFd7DeTGenvapsxVnzej+bsPtz9Ong3x/YuHwLCPn0/Olb+JiPXX6x8ljnqZ3PEbHnxKvihia0vc0eC8te0BV1FZxuzzV1by+efHauSR2gFzjISToOneugXBZA7RJ047Z9GndmCt/0rljy7ZfRVBf0WK/4W+QXjVX/mH26T5qu4JcFRdsl2y2lrqu4L147J+bcWw/s95Gw+nEJhhwiItuYSfae8nrqvIS7ZesfZaGvAjJZ/9Dwfe9cZtu9zKFhabHN8Cum2Wa11U4OH3fiFnX93GNfkU/8ARn9q+PzzjljrI6a7Q26sOmvh4rgrSlpXlnpM34iu83Mf4VZu4wZrY4tdTUALToQYndD/ADl5Y9rXFajGe0TnTFKtrBNUVUD3hg0br82iHRelWYKL5viT3gezN+MH6/ivMjtRHTj1m0af+MQf8niXVfZ/PNJiUrJXE2Yf6mqB2uiiZRRuY213fArF9wS4Ki7ZLtl64vO1XcEuCou2S7ZEXqp2H8exag7NOUqOirDFDpXyWhjT7RxCpBOpGvc0fYs5SY9jcn0sTqfc/T7lr92J/a7OOUz/AIut/wD8jVrOtpXhmPSPGJTgE2zHzXquFNb6FEbfdHkpJK/EJekldUO185CrSeQRRPnlJ0Y0uJOyntK4vMj3R4Y5gP8ACPDfd3/qUJI8hpcVJsAJAC6jW1EtdUvqZXdXHoNe4eAUFm6n5eycvZQp1NypMGwsFBZulm6n5eycvZUsq5lBZulm6n5eycvZLJmV9huO1NBG2nexssTe4E6EehXOwYvhWJRugleGXi0sk6a+/uXVOXsnL2WwyoewW4hYXxNcb81NiuEyYbUWdTE/rG7zHl6qys3V7zpzCad0hdH4Nd1A9PJQ8vZYXZSbtWRpIGqgs3SzdT8vZOXsrbK7MoLN0s3U/L2Tl7JZMygs3SzdT8vZOXslkzKCzdLN1Py9l2DJuVJMzYmI3gto4NHVD+7p4NG5/ar443SODG8SrXyBjS53Bdj4VZRYHfurxRrWxxa/NQ86DUd8h2HUD3nwCx/xTzvJnLHSylkd+DKEmOmb4PP1pPf4bAbrvHGDO0eG0QyTghDHOja2qLB0ji06RjcjTXb1WF7dltV0zYYxRxcB7R6SsFHGZX+kycTwHQFFYlilt2S3ZRFlJ3UViWKW3ZLdksl1FYlilt2S3ZLJdRWJYpbdkt2SyXUViWKW3ZLdksl1C4WjUrzm7f3FgZt4j0vDvDZg7D8qMPzgtdqJK2UAv29hlrfMEvW8PGriZQcJ+HWN54rA17sPgLaWEu059S72YmehcRr5AE+C8f8AFMTrcaxOrxjEqh09XXTyVNRK46l8j3FznHckkrvth8M3szq540boO08fAea5/HqrIwQN4nU9n/vkrZEReoLlERERERERERERFcYbiNfg+IUuLYVWTUlbRTMqKaoheWSQyscHNe1w6hwIBBHiF7ZcMeKWH9ongvlrjjh3LbiFZGMLzLTsYG/N8WhaBI7QdA2QWyN2c3XqSB4ircT5NTtB0nDLivUcJM41r2ZP4mcrDZC5/sUeJA6UtQAeg1ceW4jT6TCejAoDaPCxilGWj2m6hb2H1RpJg7keK9CrAlgXKYzg1XgWKVOE1zC2ameWHycPBw2I0I9VZWLxRzS0lp4hdwHBwuFBYEsCnsSxUsq3UFgSwKexLEsl1BYEsCnsSxLJdQWBLAp7EsSyXXykqKigqoq2jmdDPC4Pje3oWuHcVsNk3NeH57wFzKqKM1DWcqspyempH0gPyT3jy7vBa9WLk8uY7X5ZxSLFMPf7TOj4yfZkZ4tdt+vQrdoqo0z9fZPFatXTiobp7Q4LuGa8rTZcxAxgOfSykugkI7x+Sdx/rXCcsLMlPUYLnzLzZWe3DMOv5cMg7xsR8RsVjHGcEq8Ern0VWOo6seO57fAhbFTAGHPH7JWtTzF/qP8AaC4nlhOWFcWbpZutWy2Lq35YTlhXFm6WbpZLq35YTlhXFm6WbpZLq35YTlhXFm6WbpZLq35YXIYXhkcxNXVkMpourifrHyXympWSayzvshZ9I+J2G6qrKp9TbG0COGPoyMdw3PmVka0N9ZytcSdAqsUxaSt/EQfi4B00HQu9f2LjOWFcWbpZurXEvN3KrQGiwUuDYf8APK5jXN1Yz23+g8F3EtAGp0ACssEoBR0gc8fjJfadr4DwCpx6q+b0vIjOj5vZ9G+KkImiGPMVqyHePsFwNUJcaxS2LqCbWeQaPH9a7RS0kVJAynhADWDT13VtgmGijg5srfxso1Ov1R5LktAqwRFozu4lUkff1RwC8fu0WdOPOfxp/thrf9K5Y6u2WQ+0cdOPXEAf+sNd/pXLHN2y+iKH/Kxflb5BeOVX+O/tPmq7tku2VF2yXbLaWuq7tl6v9lWraeCuTaJw0P4Ege0+fV+oXk7dsvU7s0TOg4O5FqAdLcGp9fS5+vwXDbfPyYew/wA48iur2Rbmq3j+U+YWd7fRLfRSaBRufpURxflNc77NP2ry06Lu1wuZ6QSU0dSB1jdafQ/6wvKztTG3j7m8ad1TB/yeJetNfTtqaOaEjq5p09R1HxXkt2qjp2gM4D/fMH/J4l2OwbMuKSO6Wf8A/TVze1jr0LB/N8CsVXbJdsqLtku2XrS89Vd2yXbKi7ZLtkRepfYjex3Z0ynFcL+VWu02/CNWs9W+i1u7HFS+l4AZKqGfVhrtR5j8JVeoWycb45Y2yxnVrhqDsvCMcfmxWob0PK9ZwxtqCE/yjyVNvouDzSPxEDPAvJ+wf612DQLg8zs1ZT6ebv1KGqB+7KkYvbC6zywnLCuLN0s3UVZbt1b8sJywrizdLN0sl1b8sJywrizdLN0sl1b8sJywrizdLN0sl1b8sJywrizdLN0sl1b8sJywrizdLN0sl1b8sJywrizdLN0sl1b8sJywrizdSU1HPVzspqaN0kshta0d5Krlul18wnBqvGa6Ogoo7pJD1Pg1vi47BZDzFjmG8McsMoMODX10wIhaepc/xlcPIfsClp48J4cZfkxHEHNfUvHtaH2pH+Ebdv8AWVhTH8ar8x4pLiuIyXSSHRrR9FjR3NGwW254oWae2fcFrNb6Y/X2B71xlRLNVzyVVTK6SWVxe97upc4nUkqOwKexLFEcdVKXUFgSwKexLEsl1BYEsCnsSxLJdQWBLAp7EsSyXUFgSwKexLEsl1BYFBWSiCInX2ndAr0t0GpWH+0JxgoeEvDzFc4yuidVMZ81wuCR2nPq3g2DTvIGhedPqtKyQwPqJGwxC7nGw71Rz2xtL3cBqVp12+OMIzRnGl4W4RUXYflt3Pri1+rZK57fo6D+9sOnq948FqgrjEcQrMWxCpxTEah89VWTPqJ5XnV0kj3FznE+ZJJVuveMMoGYZSMpmfdGvWeZ7yuBqqh1VM6V3PyRERb610REREREREREREX1rnMcHscWuadQQdCD5r4iIvaDsqccYu1HwAo8w4hUxyZ7yLHHhOZIr9ZKmEA8isIPX22g6n8psvkF3yzb4LyQ7IHaOxTsycZsNzw3mT4BWj8HZioWND/nOHvcL9GnpewgPb3dW6a6OOvsbmDDcMaKLH8t1kddgGOU7K/DKuI6xywSNDm6Hy0cCNiF5Ttbg/oc/pMQ9V3uK6nB6zeM3L+I4LgbNvglm3wU9iWLjVOXUFm3wSzb4KexLES6gs2+CWbfBT2JYiXVpPJBSwSVVVNHDDCwySSSODWsaBqXEnoAB1JVYYCNQpZaeKeJ8E8TJI5Glj2PGrXNI0IIPeFjTI+daHB83YlwnxPEWzPw6a3Cql7v4SEtDxTk9dXxh1uuvtBvcCOu5TUUlXFI+IXLBmI/l4E9xIv1G/IrWmqWQPY2TQONgevkO/X6KyPZt8Es2+CnsSxaa2brmMnZqrMp4iKiK6Sll0bUQ/lN8x5OHgsyVtNhGc8Gjmgma9j23wTDvY7f7iFgOxdiydm6ryvV2kuloZT+Oh17vzm+R+9blNUZBu3+yVp1NPvDvGe0FyOIYXU4ZVvo6uO17PscPAjZW3LCyfXUeFZswyOogma8ObdBO3rafI/rCx/X4bVYbUupaqO17e4+Dh5jZZJIspuOCxxy59DxVhywnLCmsPklh8ljssl1DywnLCmsPklh8ksl1DywvrIWk6uOjR3qWw+S+2HySyXUcpMmje5jejWjuCo5YU1h8ksPkqkXS9lDywr/AAfDvndUHPbrHF7Ttz4BQMhfI8MY3VzjoBuu10FE2ipmwjS7vcfMrNBFndc8AsUsmUKQgNBJ6AdSuFpYDi2IvrpATBEdGA+Ond+1chir5HMZQwfwlQdPRviVdU1MylgbBGPZaPt3W64bx1uQWuHZW35lLfVLfVS2lLSsqx3Xjh2kCRx94gj/ANYq7/SuWOLisjdpIkcfuIQ/9Yq7/TOWN7ivfqH/ACsf5R5BeR1X+O/tPmqrilxVNxS4raWBVXFep/ZvbdwQyUT/AIEp/wCs9eV1xXqr2am3cDcknT/yLB/WeuE+0H+Gs/OPIrrNj/8AOu/KfMLO9A4zUUMhJJLBqd1S5uuIxjr0hef85qpwN1+Hsb+QS346/rU1pOJ+kH3u/wBS8uBuxp7F3R0cVLb6ryP7XsYp+0hniFg0a2sh0G3zeJeutpXkb2xyR2l88j/fkH/Jol3Wwo/v8h/kP9TVyu1R/urB/N8CsN3FLiqbilxXqS4NVXFLiqbilxRF6cdj6Iu7OGTZdOnLr2//AMRqlsHl6pujdRvd1Z7TPTxH9vNYN7GEBn7LuVnAamNta/8A/iNXr8Fl+klfS1DJ2d7T13HiF4BtAd1jM7ulx8169hHr4dE3+UeS7Xb6riMyRa00TvJ+nwXNMLZGNkYQWuGoOy4/H4y6g1/JeCtGYXjK2IzZ4XVeWE5YU1h8ksPkouy3rqHlhOWFNYfJLD5JZLqHlhOWFNYfJLD5JZLqHlhOWFNYfJLD5JZLqHlhOWFNYfJLD5JZLqHlhOWFNYfJLD5JZLqHlhOWFNYfJVxU8s0jYoYy97zo1oGpJSyXUEVM+aRsMLC97za1rRqSV3/CMMw3JeFy41jEjWzBmrnd9o8GN8yV8wnCsOypQvxjGJWNlY3Vzj1EYP1W+ZKxpm/NlZmmsuddFRxE8iHXu/Od5k/BZszacZjq7ksNnVJyj2eatM25nrs14k6rqCWQR6tgh16Mb+0+JXCWbfBT2JYo9zi85ncVINDWDK3goLNvglm3wU9i6/nHNtFlChilkppa2vrH8mgoIATLVS/kt0B0AHUuPQDfQG+GGSokEUQu4/X10KkkrIml7zYBczZt8Es2+C6Vw/r+LFZiFQ7PmA0VJQzsdJAYpWcyFwI0YWtc7UEEnU9Rb179F3yxZKulNJKYi5rrc2kEeIVkE4nZnAI6iLHwUFm3wSzb4KexLFrLNdQWbfBLNvgp7EsRLqCzb4JZt8FPYoKyoioqZ9TL9Fg7vM+ATgnFcTjta2ni+ascL5B7Wzf9a8uO2NxrHFLiG7L+C1Yly9lhz6amcz6NRUd00uviNRa3w0bqPpLantk8eJOG+R5cFwisLMy5nY+CndG/R9LT90k3mDobWnzOo+ivNckk6k6kr0DYjCMxOJzDqZ8T8B3qAx2sygUjD1u+A+PgiIi9IXMoiIiIiIiIiIiIiIiIiIiIvS/5MbtK0ua8Cm7KXEPE2NqIRJWZNrKiQ66jV0tENfL2nsH5JkHg0LzQV/l/H8aypjtBmbLmJT4fimF1MdXR1UDrZIZmODmPafMEBadfRx18DoJOaywyuheHt5L3frKGooKqWiq4uXNC4se0+BCht9FwPZ7454J2tODdLxEw4QwZuwRjKHM+HRuFzJw3pK1o6iOQBz2HyDm9Sxdlt9V4nX0MlBO6GTku1pqltTGHhQW+iW+int9Ut9VpWWxdQW+iW+int9Ut9Usl1Bb6LVDh9lql4kcY8Z/CE80MDJq7E3GGVzHhxl0ZY8dxa+Rrh+gtqMdxSDAMDxHHapjnQ4dSS1cjW95bGwuIHuC117JFM6oxvMeIHRxgpYInOPfrI9x+PLP2Ls9nHvo8Lr6xhsQ1rQfzGxt7lzuLtbUVtLTu1BLiR2BZ2yzNjrGT4NmGIyVVBaGVzI7YqyI62PH5MgA0e3wPUdHADm7fRT2+qtI8SoJMTlwds+lZDE2d0TmkExuOgc3UaOGo0JGuh6Fci8mZxe1tum3D9Ne4KfbaNoaSpLfRLfRT2+qW+qxWV91zGVM11uWqnQEy0ch/Gw6/5zfI/espSMwnNeGMnhkEkbhrHI36THeX7QsK2+q5XL+YK/L1VzqVxdE8jmwk+y8fqO6zxSlgyngtaaEPOZuhXYsRwmpwycw1DOh+i8Do4bK1s2+C7xQ4lhGasPuj0eNPbjd9ON36vVdfxTA5sOeXgGSEno8Du2KzWB4LC154O4rh7Nvglm3wVxy9k5eypZX3VvZt8Es2+CuOXsnL2SyXVvZt8Es2+CuOXsp6SkFRKGuNrG+09x7gFUNubBC62pVzgeH9fnkjdmA/ErkKuupqMfjHXP8ABjepVpV4na35vQi1jRpdtsuLLS4lztST3kraMgibkYsGQyHM5fZ66olqH1DHGMvFo07wPLVXGDzVDq1rHSvc1wNwcdQrXl7LmMGpmwxvrJdGgi0E+XiscWZ7xqr32a3guSt9Et9FZHGKfnCNsbi0nS/X9S5G31W+1zXcCtQtLeK8ZO0oSO0BxDH/AKx13+mcsbXFZI7SvTtA8RBr/tkr/wDTOWNtR5r3+h/ysf5R5BeS1Q/fv7T5r7cUuK+ajzTUea2VgsvtxXq72ZW3cC8kn/0LB/WevKHUea9ZezDA8cBcjSOYQ2TBYS0+ejnhcJ9oH8NZ+ceRXV7I6Vjvy/ELM+Xx+95WeT9fh/qV0wXYnL+bC0fElW+At6TN/RP3q7pwDiFXr4csD7CvLIvYb9dK7p/tOVxb6LyH7ZRI7TOeh/vyD/k0S9fLfVeQXbM6dpvPY/35B/yaJd7sMP79J+T4hcptR/lWfm+BWGLilxXzUeaajzXqK4Wy+3FLivmo801HmiWXq52FYxL2ZsrNd3Ojrmn/AN4VayrJA6KR0bh1aSD0WMOwfG//AGMmUpC02u+ftB8yMQqtfvCzHjFMI6wvA6SC73+K8E2mZfEZnfznzXrOCutSRD+UeSuMCn5kBpnn2o+rdfyVdYnDzKCZug6Nu+w6rhqKU0tSyUdwOjvRdkkjEsTmjqHtIHvCi4TvIy0rdkGV+ZdMs2+CWbfBXPL08F85ey0bLaurezb4JZt8FccvZOXsqWS6t7Nvglm3wVxy9k5eyWS6t7Nvglm3wVxy9k5eyWS6t7Nvglm3wVxy9k5eyWS6t7Nvglm3wVxy9lc0OGVGIS8qBnQfSce5o3SyZrKyp6SaqmbBTxF73dwAXbaWkwvKNC/E8SmbzQNC/f8AJYPEr5UVWD5OoDNM66Z46AfTlPkPILGuPY9X5gqzUVjyGN6RxNPssH7d1QvEfDirQ0zdQVeac012Zqq6QmOljJ5MOvQbnzK4K30U9vqlvqtYkuNytxoDRYKC30S30U9vqrXE8Rw/BaCfFcWrIqSjpmGSaaVwaxjfMko1pcQBxKqXAC5Vvi2JUGB4ZVYxik7YaSjidNNIQTa1o1PQdSdh1K67knBqmucc95gjYcVxaJroI9dRQ0h9qOBvk7QgvI73E+ACi42YTjGNcMMbw7AaWaprJWQubDCCXva2ZjnhoHf7Id08e7xWHXSdonirT0+XJ8InwDDABHUyvp30TXNDdCX3e28H8lg0JPdoNR0mFYSKyidKJmRguIcXGxDQARYcTmJOnPKB0qHrq809QI925+l2gDQkkjU8Ba3vXdOJHH7DcCndlzJELcZxmRwhEsYvhikJ0tAb1lfr0tHTUjqSC1YxzBwx4u4rgVZxCzbX2yUjXVvIqah3zhjR7RLWNFseg6huo0000GgWdeGnBbK/DqFlVHH+EMYcwCWumb1afERN7mD4nxJVxxEkOZHQ8MsNLnVGMBr8SkjcAaLDw4F8h6H2n6ctgPeXE9Q0qUosYpMMnbBhMYLQfXkeLuIHtWH3W25cT2rSqMPnrYjLXu1+6xp0B5XPM+4div8AhzVYhiOQsv12Km6qnw6CR7ydS8Fg0eT5uGhO5XYrfRVUlHBQ0sNFSx8uGnjbFGwdzWtGgH2BS2+q4ud4lldI0WBJNui5XRRNLGNaTcgBQW+iW+int9Ut9Vhssl1Bb6LGfE/iDgmV8ExHMmN1gp8IwaF08smnV2nkPEk6NaPEkea7dm7GxSRHDaZ/46QfjCPqt8vU/cvNHtncexnfMH9zXK9dfgWCTa1s0TzbWVY6Fu7I+oHgXanwBUhhGFyYzWCmZ7I1cegfM8AsVVUtoYDM7ieA61hLixxKxriznrEc640bXVT7KaAH2aenbqI4x6DvPiST4rqCIvcYYWU8bYoxZrRYDqC4R73SOL3G5KIiLIrURERERERERERERERERERERERFmXso9pLMnZh4r0WesJ5tVhFSBR47hrSNK2iLgXAa9BI0i5jumhGhNrnA+0DqvLWcsuYXxKyDiMOI5czBA2rpp4Tq0B3gfyeuoLT1a4Fp0I0X5+lux8nX2xoeDuPngxxOxFoyDmSc/N6ioeGx4RWv0HMc4/RhfoA7ro12j+ntk8ztHgwxGHeRj12+/wCvrkpDD6w00ljwK9HbN0s3XN4/gUmDVdrdX08vtQyDuI8vULi7B5LyZ8bo3FruIXWteHjMFBZulm6nsHklg8lZZXXWNu0BWSYbwfzHUxfSdDDAev1ZJ44z8HFYs7NGb8gZOyhiU+Ysx4fh+I12IHVssuj3QMjbZqPK50v2rZTEMLw/FqOXDsUoIKylnFssE8TZI3jXXRzXAg+9WFNkzKNGxsdJlbCYWs+iI6GJoHpo1dDR4tBDhT8NmY45n5iQQNABYag8xdRNRQyyVzayNw9VtrEE8zrxC6ZV8feENJIIP3YxVErhqyOmpppnO2FjCNfVdKztxJzHmyCklyPwozjHitFM2ow/EqmiMDY9fpgjqJI3t6FpOh1B6FoIz7FTxQsEUMTY2N7mtaAB7gqrB5LWp62ipJBJHAXEfifceDWt0PMEkHgs01PUztLHygD+Vtj4kldLyFnf91dM6gxnDJsGzDRxMfXYZUNLXsB7pWa/SjcddCO46g9Qu22bqwx7LseLxsqqSRlHi1Ix/wAwr+S2R1O9zdD7J+kw/WZqAfMEAjjcpZxbjNdV5Xxynjw/MuFtDquiD7myxdA2phP1onajT6zSbXAHv1JYmz5pqdtgOLeOXs/l944HkTnjkdFaOU3PI9P6+fEdA7DZulm6nsHklg8lpWWzdV4dX1mFVTauhnMcjfscPIjxCyRgGa6HHohTVAbFUkaOid1D+nUt8/RY0sHkvrQ5jg9hLXNOoI6EFXAkLG9gfxWSMSwC3WahGre8x+I9FwpYQdCNCFVgOdXstpMYJc3oGzgdR+l5+q7JU0VHiUYqInt1cNWyM6hw/WsjZbaOWuQW6FdZt9Et9Fe1FFNTOtlb08HDuKisWca6hUure30VWrgwsB0aTqR5qaxLFWxS6t7fRLfRXFiWKlkuo4KfnSBmoaO9zj4DxKmrKrnBsEIthjGjW+e5X0+ywxt8erj57KixX6gWCt4m5ULIy57WtGpJAC7SGkDRcVhVOHT85wGjTo3dxXNFoA1Oi2qZlmklYJnXNlgfMvYP7Neesw4pnTNf7oG4tjVZNW1nJxFzI+bI8uNrbDoOvdquMl+Tn7JEDDJK/M7Wjx/Cjv8As1nps/z2ubEz+Bj9o/nEeP2qDF5uZKKdp9lnfuVOjaXEIo7MkNhoNT81GHBqSR93MFzqVgdvyePZBe1z2zZnIYNXH8Jv6f8Aw1R/+Hr2P/8AdGZv/eT/APs1nFgDKWQeMjmj3Dr+xQ2LGdq8UFv3h8T81cMCofweXyWFP/w9ex//ALozN/7yf/2ay1hGT8q5BwDCck5KknfguC0baWlM7y+S0OcfacQNTq4+C5GxLFo1+N1uJRiKodcA35/NbVLhtNRv3kLbHgrrAxpNI3zbr8VdU4/f0585Gj/NKhwdulWd2H7wrimH7+k10/hXfAFacXst7Vsv4nsXyuxEUkgiYwPd3u69yw7mrsUdnXi1mfFOIOcxjwxjF5myVAp8QMcerY2sGjQw6dGjxWUah3OnfL+U4keinwyf5vOGuPsSdD6+BW1Q4pUUM5fA619NOha9TRQ1UYZK29tVgz/8PDsh83kc7M991un4Tf3/ANGpD8nN2SRIIS/M97hqB+E3d39Gs4VsfJxEu06FzXhX9R7Fcx/T2YXFSzdp8T1vIdD0n5rROCUWlmD3LXp3yefZAY4sdUZmBadD/wB03/8AZqWL5OrsjzRmWOTM7mjvIxR3/ZrMtmvUq7w2bkThjj7Ensn18CsbNq8TLrGQ+J+audgVEBowe75LiciZHyNwiyzhPD7h7NVOwLD2zcv51KZJGvlmfK7VxA19p58O5c7jVPfTtm06xu09x/sFY1FPyZ3xeDXED0XK0jhXULoX6F7W2nX4FQ8lRJWSPdL7Tte9SLImU7WiPgNF1630XPYTMZqYMJ9qL2fd4LiTGQSCNCFc4dL83qWk/Rf7JWrC7I9ZpBmarSsi5dVKzQdHlQ2+i5XF4Q2rv0+m0H9SsrFY9uVxCua64BVvb6Jb6K4sSxWWV11b2+iW+iuLEsSyXVvb6Jb6K4sSxLJdW9volvorqOnkmfZEwud5BctT4bS0MZqq6RnsC4lx0a1WucGcUurHDsElqyJZ9Y4e/XTq70/apcazPh2XIDQ0DGSVIGgjHcw+bj+rvXEY9nWSYOo8IuYzq102mhI/N8vXv9F1FwLnFziSSdST3lYC8lZGxX1clfWVeJ1L6utndJI/xJ7h5AeAVvZup7B5JYPJY7LYBtoFBZulm6nsHklg8ksq3VjX1lFhdFPiOI1cVNS0zDLNNK4NYxoGpJJ7gsF4BxcyrxT4sQYNXVT4MHw48zBoZfZZXVodoJJNwNTG0+PU+1oFlnFsly5pxvn5pniqMEo3sfRYUxp5csgHWWp1/hNCfZj0tGmpuJ9nXHtA8BZ8oTy56yRTP/BBfzaqmhBuoX663t0/i9fL6Pp3dbs3S4bUSOpqiQtle2zHcmk8vzHh0cQDexUBjE9ZEwTQsBY03cOZA+H/ALwW2Fm647MOI1GCYJWYvS4VVYnLSRGVtJSjWWbT6rR4nTw7z4LCfZ87QTMy/N8jZ3qgMWAEdDWvOgqwNAI39P4TyP1v0vpZvxXMWGYTiGH4RNzZq/E5LaelgZfIWAgPld4NjYCC5xIHcBq4taYeuwmpwqs9GqGXI16nDpB6LcTy52UhS4hDXU++hdYHTrB6O3zWG6PtB4txCqxlvhVk6pkxGcNvrcRcBBRNJAdI9rLtQOunUddOh+icpZNydFlWgk59bLiOK1zxPiOITacypm0/zWN7mM7mjp5k8zheAYJggmGDYPR0AqZDLN82p2Rcx573OtA1PU9Sr6weSV1bBINzRRbuPnrdxPWegcgNOfFVpaeVh3lS/O7ssB2D4nXuUFm6WbqeweSWDyUVZb11BZuuLzDjMOB0RmJDppNWwsPifM7BcjiVdS4VRyVtW61kY7vFx8ANytbeP3HDCuGmWavOePvZLVSaw4Zh4fo6ol+qwd+jR3ud4DXxIBoGSTSNggF3u0AWRmVrTJIbNHFYt7X/AGhncPcvy5Sy/iGuasfidfKyT26Gnd0dL06h7urWd2nV3gNfPFznOcXOJJJ1JPeSuWzZmrHM7Zir805krn1eIYjM6aaRx6DXua0eDQNAAOgAAXEr2fAMFjwSkEQ1edXHpPyHLx5rjMRrnV82fg0cB1IiIpxR6IiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIi9RPk6u2RS57wWk7N3F/FdcYpI+VljFKmT2quJoFtI4kfwrADYSfbb7Pe0Xbk4jhlRhtU6lnaNR1a4dzh4EL8/FFW1mG1kGIYdVzUtVTSNmgnhkLJIntOrXNcOrSCAQR1C9hexB2wcM7TGUm8O+INZDTcRsDp7jIdGNxaBvT5xGNesgGnNZ5m9vQkM4PabAQ4Grpx2j65eXYprDa7Id09Z4sPklh8leVVFNRzup52kOb8R5hRWLz4tsbFdCDfUKCw+SWHyU9iWKlkuoLD5JYfJT2a9FirNWbMx8EcPqcQxXDcSzTlWNutNURPD67D3d3LqHPI5kRJAbL9No1DrzoTs01I+rfu4vaPAcL9nK/Vz5a6LDNO2nbnf7PM9C5jizxRwThPll+N4mBPWTax0FEHWuqZenTXQ2tGurnHuHmSAdUOGGDcUeNvE2fN9DmGTDq2jkbU1WLiO5lL4Rxsj1AdqAQIydC0Ou8deID+IPae4m6Nb7cmxNPhtID9w19XOO/TeLIWQ8D4dZYpMrZfgLKemBc+R3055T9KR58ST9g0A6ABd1MINjqEwts6rlHrcCGtPLXTu5nU6ABcvGZNoqnem7YGHTkXHp+uHAa3XH5QxXOArJcs52wcfPqWHmx4tRRO+Y10d2mo11MUo1Gsbj16lure7tVh8lVV0cdZSzUcrpWsnjdG4xSujeA4aEte0hzT16EEEd4Kwl/dop+E2fzwu4k4+MRonxMnw/GyBzaeJ5cGQ1oHe8Bo/GgdQ5rnAXEjjYaOTE3ONM31gL5RfUcyPl4dA6OSoZRNbvneqTa59wPz8Vmuw+SWHyVdPLBVQR1VLMyaGZgkjkjcHNe0jUOBHQgjxUlijrWW3dQWHyXI4VjWIYQ/wDe77oifajd1af2FWtiWKlrodV33Dcew/GGcvUMlPfC/v8Ad5qqow0fSpz/ACSughrmkOaSCO4grnMMzRV0oEVaDPGBoHa+2Pf4q0Z4zdixmO/Bcs6FzTa5uhHgQvnLV/T1tDicd0MrZNB1Hc5vuXx9Jp1YQR5LPFVMecr9CsLmOCseWgZorkxadCE5Wy3Q3mseZW3LTlk9AFc8rZVMZabtOo7vVMiZlcUEWswYALYW9dPFx7/2L5iVSTrTRH9M/qVcTvmtJq3+ElJI2HmrPlEnu1JWdxszKFjGrrlTUQFNSy1Lh1cbW7/2/UrEsLiXHqT1K5Grba2OmHdGOv6StuVssb28G9CuaeahczRjGDcn1P8AqAVHLV06PU66ei+crZWFiuzK25actXPK2TlbJkTMq8LZpVd3e0r7F0nlk/yrvgpcOj0qm+h+5UMaQx507w746LK0WaFYTclWHLTlq55WycrZYsivzJVnnxwzHq60sd6j/wC6nqXXObJ4up+vvUQb+LMZHTXUKSRtzG7RAf5yyC+pVisOWnLVzytk5Wyx5FfmVNQ3mtjm+sRa71H+rRKKQ084cfono70UrGEsdHp3+0PUf6tVRytldYg5gqX0smIU/Lqn9Oj/AGh71bctcjK3n0rHn6URtPoe5W/K2R7NbhGuNtVXVfvilhm+s3VjvVWfLV6wfi3xHud1HqP7FR8rZHNzG6NNtFbctOWrnlbJytlbkVcytuWnLVzytlWylLu/RoVj3NiF3myqCTwVnyyfBXUGHOebpTY3y06lVVFXh+Fsvnla1xGoHe4+gXXcTzPWVYMVIDBERoTr7Z9/h7louqHSaRjTpWZsZ5rnq/HMNwRhijAkm/vbO/8AlHwXTcUxjEMXkuqZNGD6MbejR+07q3LSSSSST46pYrQ22p4rK1oaoLD5JYfJT2JYrrK66gsPklh8lPYun5tz/Dg2JxZSy5h5xzNFUwSR4dFIGNp4idOfUv68qIHTroXHUBrT4ZYYHzuyRi5+tSeAHWVZJK2IZnlctmLMmX8pYa7F8zYvSYbRtcGc2okDAXHXRo8XO6HoNT0K6hlrj5wmzdjsWXMCzU2auqHWwMkpZomzO07muewDXY6E+Gq4ubs9UOdKgY5xhx+szHirxoIKaV1LQUrfBkMbTdoPFxdq7TUjvWH+HvBzDW9pnEaLKNTI/LmTKiGqmmfIJC2YxAinuA6uEt469QI3AnUdekocMwienm3szjIxpdcABnIAa6m5IHBt+ShqqtxCKaPJG3I5wFibu6SdNBoD0rbaw+SpkgZNG6KWNr2PBa5rhqHA94I8Qrm1dHzRxTwbB8Zhyhl2ndmPM9RIGDC6KVutM360tS/qIY26jUkF3tN0adVzkFPLUOyxC549g6SeAHWdFMSTMiF3m3171rZxq7P82G8RsKw7hqxsj8wl87MPY8h1AWOF0pP1INXdHHuIIGvQLZLhrw1gyHhl9diVTjOPVUbG1+K1krpZprR0ja5xJbG36rddz1XMZUydFgDqjFcRqvwlj2JWuxDEXsDXSEAARxgfwcLfqx6nTUklzi5x7DYpvFMfqq+mjo3vzNYLE83dvOw0t02udeEbRYVDSzPqGtsXHhyH6+V7DTjBYfJLD5KexLFz1lLXUFh8lHUSw0kD6mpkbHFGLnOd3AK5ldHBG6aZ4YxgLnOcdAAO8lYl4hZ8oTS1VbWV8dDgmHMdPPPM8MZa0EukeT3NA7likfkFhqTwCyxRmQ9S4TirxNwfBMHrs25krhQ4JhMZkJd1PkOg6ue4kADzIC8rONnGHHuM+c58x4mXwUMOsOG0IcSymg16DyLz3ud4nYADtnaZ7QtdxnzF+DMIfLT5VwuV3zGA+y6of3GeQeZ+qD9EHzJWE16hsps4cNZ6ZVD987/5HR2nn4dN+bxfEhUncQ+wPefl/wCoiIuzUGiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIi5TKuacw5IzHh2bsqYtUYZjGE1DKqjq4HaPikadQR4EeBB1BBIIIJC4tFQgEWKcF7X9kbtY5Y7VmShh+KGnwzP2CQN/CmHtPSZotb87h6dYnOPVvUscdD0LXOzLPTSU8ropW6OavAnImes1cNM24bnjJOMTYZjOEztnpaiLQ6OHe1zT0c0jUOaQQQSCCCvZfspdq/J3anyeIZeThed8JgacWwq4nUC1pqYdfpQuce7qWE2n6rnedbRbP7gmppx6vl+nQe4qfw+vzfu38Vlu30S30VzLTPheY5G6EfFUWbfBcWW2NipkG6ht9FRNTw1EL6eoijlilaWPY9oc1zSNCCD0IIVzZt8Es2+CpayrdYdwThwzgpmvEMx5KwN9blvMLoWYlQU0ZkqcOka52k8IGrpYfbIdE0F7ehbcNWjLlvoprNvgumZswfO+F4g7NuRq9+IPDQa3AK2fSCsY1ug+bvd/wCDy/5jjpcB9Jb0kz8RkBmcM9rZjztYC56baX7L8ytVkbaRhEY9XoHLpt528Ohcbxq4sYRwhydNjdUY5sSqA6HDKN2us8+nedO5jdbnHp06A6kLT/gpw4x7tBcSKvHs1VE1ThkE/wA9xmqe8gzOcdWwMI7i7QjQaBrGnQj2QeNzrV8T+P8AxrZlrFsMlw7Fpak0VNhs4cxmGwAlxLwevss1e5wGrtNQPohbXVPBhvCTIsmNcI6ypo8wYFhr5JWvJlgxoxgyPZUQ9znu9oMe217dWtutGi7yNkOy1CKdjwKqce1xDQeGo4DrF9deAXLPdJjlUZXNO4iPDm49nT1dGnEq7zHgeOcGKaozbw7o3V2WoS+pxbLNxIij73TUP96LernRfQIBtDT397yVnTLfEHL9PmbKuIsrKKf2SQNHxPABdG9p6tcNRqNwe4grAWFdubK1Rl2Wuxnh9jzKyICKQUgjlo+Y4G0Olc5pZda7QWk6A9+ixz2L8zZiPFrEMJwuje7BsWpZ6ivibqY6W03RSeQNxEe4fsNIiXZ2skoZ6itZkki1uSPXHMGx1I5Hib2N9Lb8eMU7KqKKmdmZJy19U8iOo8xy49K3gt9Et9FNZ/bRLNf/ALLjLLpLqG30S30U1m3wSzb4JZLqON0kTg+J5Y4dxadCuaoszVEXsVrBK38pvR37CuJs2+CWbfBWPja8WIS67lTYhR1o/ETNcdNbT0cPcprR4aLpDWuaQ5pII7iFyNLjVdT6NkdzmDwd3/asLWTwawu06CrSxruK7MGa92ics+QXG0+OUk3SQmJ353d9q5Bk9zQ5jmuae4jqthmJhmk7CFhdTn7hVZa49+nkqo2Brw5wGjeqNmYfpDRSNsf9FwKkYamCf2HA/XQsD2OZ7QUJY5xJPUnqUEZ8grjlpy1sZFjzK25Z8gnLPkFc8tOWmRVzK25Z8gnLPkFc8tOWmRMypo2ls4Og7nfcoww2Eaf26K6gZpJr+a77iqDH0HTw/Wrsuitzaq15Z8gnLPkFc8tOWrciuzK25Z8gqzEQwH8ofrU3LUjmAwM0HcSCqhioXKy5Z8gnLPkFc8tOWqZFXMrcMIOoAQxnXoFcctOWmRUzKGNpBLSBo4aFUcs+QVzy18cGt6uIHqqOAaLuVQbnRW/LPkE5Z8gpHSxju6+5QyVAY0ucWsaO8laEuIU0Wl7nq1/RZmwyO5WVRZp36JaNlxtRjtLF0j1md+b3fauKqsZrqjVrHcph8Gd/2rUdV1E3+G3KOk8VnbA1vtG67BU4hRUI/HStDtNbR1cfcuDrcy1M2rKNghb+Uerv9S4stLiS4kk+JXyzb4LG2AXzPNz1rILDgo3l8ji+R5e495cdSVTb6Kazb4JZt8Fnsq3UNvolvoprNvglm3wSyXUNvolvouFzRnbAcqPhoqt81XitYx7qLCqKPnVlXaOvLjHgPF7iGN73OA6rHOJYr2l6fOuDY+3KeEyZSleI6zBKCtikrYY3tA5kssrWNL2uOtsTi3oQSR7a3aegfUDNdrRYkZiBe3IX434dF+JC1papsRtYu6bC9u36v1Lt+d28ScVqG5dyL8zwaKWISVOYKxrZ+SCSOXBTg6vl6A6v0YB5k9NK+JGWuInZ14pUuOtx+pr6mZxrKLF5Wv0rh0EjJdSbiNQHtuPRzTr1C9C7Nvguk8YOFeEcWsl1WWMRDIqkazYfVEHWmqACGu6d7TqQ4eIPmARNbPY63DJhFMwGF4s/TUg8yeJt0cLXsLqNxfDHVseeNx3jdW66dluHfx67LpOCcWsw8aMtwU/CSjOGVU9OBieMV8RNPhU31oY26fj5tDcOgYGua4nU2rFWIdhrMc1Q+pi4l0lVLK4vklqKGRr3uJ1JJvcSSfFYr4V8RMz9m3ijV4TmSjnZSNm+ZY3Q6HVzB1bLGDoCQCHNPc5rtO52o3aylxCruItbFX5NwSRuVmEOdjWIRPh+fC0+zSwnR5AdprI8BvQgNd3iaxBldsvKXYWQIHi4dZpv1Em+vQBxGtr3KjaR1LjjAK0Eyt0IuRbrAHvJ56dC1qk7D2fecyNmeMFdTuI5jnNmDgNm2kH7Qtl+F/CXKXCjA24RlyjDp5ADV10rQZ6l4He53g3yaOg1PiST3mzb4JZt8FzWI7Q4hisYhqX+r0AAX7bcVNUeEUlC8yQt16SSfC6ht9Et9FNZt8Es2+Cg7KTuobfRUyOjijdLK9rGMBc5zjoAB3klSzPhpoXz1EjY44wXOc7oAB4lYsztndtfHNHFUNpcLpwXyyyODA8N1Jc4noGgdevqdsUsgiHWskUbpD1KjPOdoqyOaOOpZTYXStdJNNI4Ma5rQSXuJ6BgA16+Wp28z+1V2m5+KGISZIyXVyQ5TopfxszSWuxOVpIvPX+BHe1p7z7R62ht/wBqrtTy8Q56jh9w+rHxZYhfZWVjCWuxNwPcPEQg9w+t3npoFrGvQdltmTARiFePX+60/d6z19A5dvCExbFA8Glpj6vM9P6efYiIi79c6iIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIi5zI+eM1cOM1YdnXJWMz4XjOFTNnpamIjVrh4OB6OaR0LXAggkEEFcGio5ocMrhcKoNjcL2i7JPbFyh2m8uswXFvm+EZ8w6AOr8Mv8AZqWtADqmn174yT1ZqXMPQ6jRxz9JA6N2jh6HzX578vZix3KWOUWZcs4tVYZiuHTNqKSrpZDHLDIO5zXD+xHResPY67d2Acc6Wl4f8SpaXCM+RtEcT+kdNjGmvtQjX2JtBq6PuPezpq1vn2PbOmG9RTD1eY6P08lOUNfm/dycVtZYliuCzr0SxcUWlpsVMg3VvYliuLEsVLJddEzxwuwrNlfR5ow2f8DZqwm52HYzBEHSRkgjlytOgmiIJBY49xOhaTquz4bFicuFwsx2OlZWuitqRSvc6K/uJYXAHQ9+hHTXTr3rlLEsWZ88kjGxuNw3h1dXZzt08OJWNsbWuLmjU8evr7etaK9kythyZx8zVwvxSJhirxW4cInNvaZ6WVxAOvS2xs3qdFuxQYNhWF3jDMMpKTmaX8iFsd2ndraBqtX+M3AjPeS+LsXaH4ZUH4bjhr4sQxDBqdltSAGgTFg68wSAO10F4dJqAepGyeSM7ZY4iZep8zZTxSOtop+ji06PhkAF0cjT1Y8a9Wnquk2lkZXmPEac3D2tD+p4HA9GnDpsbKGwZjqQPo5RYtcS3raeY+PRzXLOia9pY9oc1w0IPUELVnixxto+zVn/AA/KmT+ZiuETxPq8UwKomLmUF5HL+aynV0WvtO5RuYBba1l2q2L4jZ3wjhrkrFs7Y24/NsLpzKIwdHTSHpHG3dzy1o9V508M2U3GnjpBmDihjEMGHV+JfOsRqKqblwvcdTFSB56NvtDGt1BtaQO5Z9lsLZUtmq6wEwMBuPxG2gHWBwtrcjpKx45XPhdHT05tK46HoHyPhxW/3D/ixlPiFT0zKF1VhmKVFIyt/BOKQmmrBA7ulax38JGemj2Fzeo669F3SxcbmTJeWc34c3DMwYRDVQs6wuGrJID4OikaQ+N3k5hB3XWXYZxKyNfLgtY7OmDRRtazDq6VkOKRaf3upOjKjp9WUNce8yk9DzTo4ZyTCcp6HHydoPG3aVMh8sQ/eet1j5fK/Yu8WJYur5H4q5G4g1FVhmAYy0Yvh9za/Cakcmto3sda9skTuvsv9kubq3XuJ1GvcLFrywyQOyStIPQVljlbK3Mw3Ct7EsVxYlix2V91b2KuN8sJuikc07FS2JYqFt9Cl1cRYvVMP40NkHpoVeRYxTvOkjXMPn3hcXYli1ZKGF/K3YrhIQuwQ4g1x/E1Adtr+pXLa54+kxrh9i6tYq2STx/QlePerW09TD/gykdR+vgh3b/aau1tr4j9KNw9NCpW1VK76+nqF1VtdVN73B3qFK3En/XhB9Dosoq8Si4gO+u5YzBC7pC7QJIHd0rP5wUgYD3dV1cYlH9aJw9NFW3EIfNzfcsgxapZ7cF+w/8AqtNGw8HLs7GaO108D9y+WbLroxGPwncPeV9GIjwqXfzirv7ccOMDvruVvoX84XYOXsnL2XAfhIf7qd/OK+HEh41Lv5xVP7cP+y767k9C/mC7By9l9A0YWnuPVddOIx+NQ4+8qN2Iw/lOcq/21IfZgP13J6EObwuxOfC36UjB7wqDU0re+Qe4arrpxJn1YnH1IUbsSf8AUhA9TqrDiVc/2IgO0/qFcKWIcXLsLq6AfRY4qJ9e4/QjA9eq686uqndzg30ChfJNJ9OV596xl+IS+08NHUPrzV4ihbyuuemxJrOktQ1uwOhVlLjMDT7DXSHz7guLsSxY/Qs5vM4uPWVeHhujRZXE2L1TyeWGxjYalWUjpJTdLI5x3OqlsSxbLIWRewLKhcTxVvYliuLEsWSypdW9iWK4sSxLJdW9iWK1zBmDAMqYXNjeZsZo8LoKcayVFXM2ONvgBqT3k9AO8noF1XLPEbEM94tBJk7KdVLlctvfj9e40sVQ0jp81hc0yTDXT23BjNASHO6a52U0sjDIB6o58B2XPPq4rG6ZjHBhOp5c/wDzr4LsmP49gWVsJnx3MeLUuG4fSgOlqKmUMY3U6AanxJIAHeSQAsb5c4n4lxqdXx8JquHDsDw6rFJV4/VxB80rrQ5zaSnPcdC38ZMABr0jf10vM89njK2fsCxikzJiWKYvi+IU7o6XEsRqLzQvHWMwwxhkUYBA1sYC4XBxNx10u4FcUcY7NnFfE8BzZTTnD3yvw3GaSJ2pbJGTy5WBxDSQ7oCSAWvd1C6bCMGp8Qo5pKZ2adliGkaW52HM8QL6cLjVQuIYlLSVEbJhlidoSDrfr6O7x0W/2Vci4BlBk78NhlnratxfV4hVymarqneckrupHk0aNHgAFiDjrxkxDKWZcAxHIr8WxymyxWzOzZR4VSvnpoqVzANKiVosZI32nNa5w0OpdpoFkFuA584jxczN802VcvVEfXBaCp/7oVAJ7qmqZ/BNIHWOA69espGrV3jCMCwjL+HRYTgmG09DRQNtjggjDGNHoPHzPeVERTR0s2+qRvXagi+motq7W5twtoNDfSykJI3zx7uH1ByNtenh5346i3NWmBY9guZsEpMyYFiMNXhtdCJ4KhjvZcw+PXu06gg9QQQeoXW+HnE/CuIfDiDiRh+G1kdLMKl3zSNhqKgcqV7LbGAkucGAhoGvtD1XX8843iWesIxHhdwapaZ5qmzYbieOAW4dhDHDSVjXN/hpyC5oZHrY52ry3TQ9k4PcJcE4N5NiyhglbV1jeaamoqKh3WWdwaHOa0dGN9kaNHd4knUm19PTw0znyXEhcMreeTW+bovpbS+l7WKq2aaSYNbqwA3PLNpa3Zrft43C6DHwJoeKGfo+LfFPLdNRuZBFDQ4BcJCGscS2StePZkkOunLbqxoAaS/QrNkcEcMbYYY2sjYA1rWjQNA7gB4BXViWLWqqyaryiQ+q0WaOQHQPq55rNBTx09ywanUnmT1q3sSxXFiWLUss91b2KGtqqXD6Z9ZWzNihjGrnO8FRjeN4fgFIauvl011EcberpD5ALCHEfiVQUOGVeaM4YtBheDYc0yOdI7SOJuug3c4kgdBqSdAPBYZJcpDGC7jwCzRRF/rO0aOa5TPefoaqlqaytrIsNwahY6aWSeQMY1jRqZJHHoAB18gvNrtQ9q2s4mT1GRchVE1JlSJ5ZUVA1ZLibge89ekPcQ09T3u8GjhO0h2o8d4yVj8vZfM+F5Rp5NY6a62WtcNdJJtPDxDO4dCdToRgZehbNbK+ikV2IC8nEN5N6z1+Xbwg8TxYSA09No3men9PNERF3i59ERERERERERERERERERERERERERERERERERERERERERERERERERERFXT1E9JPHVUs8kM0Lg+OSNxa5jgdQQR1BB8VQiIvRvsg/KJw1TKLhp2g8UbDO0CCgzRM4NjeAAGx1h+qen8N3HUX6dXn0Ip6qCeNkkcjHse0OY9pBa4HuIK/O4tq+yn27s38DXU2Tc9CrzHkkGyOK8Oq8NBI6wOcfbYOv4pxA/JLeoPG41s0Jrz0Ysebfl8lLUeIlnqS8On5r2At2S3ZdR4e8Tcn8SMtUubckY9S4zg9WDy54Halrh3scD1a4eLXAELuUbo5m3xuDhsvP5I3ROLXCxCnA4EXCjt2S3ZTWbfBLNvgrLKt1DbsumYxw1pmV1fmTIdXFlfMde1gqK2ClZLDWWFxaKiE6B/0jq5pbJ3e3oNF3mzb4JZt8FkjlfEbsPyPaOB71Y9rZBZ312LQ/tt4txtr8OwfCc1ZNbQ5ew13NqMRwud9RQ1tU4WtedWh0OguAZJ1Bc4Bzho47CdmngphXDrhBSYRjOG0dZiGYY24hi4ljbK15e0FkJ11DmsboNOouLyPpLNFTR09ZBJS1dPHPDK0tkjkYHNe094IPQhdBHDPF8nyfOuE+OMwynM3NmwDEL5sMkae9kOhvoz5cvWMf3oroJcaNVhzMNaBGGm+l7O7eJBv2jhwAUSzDhBWOrHEvJFteI7OR8+26hZw5zDkx7ZuFmYG01CJTJLl/F3PnoXA97YJestJsG3xjwj79en0faKx3GOKeF8HKDhnX0GYmz8zHfn8zHU1HQtaHGaKSInm3AtDS4MGrmg967/QcU8LpKunwXiBh02T8WqpjT08eIPaaSrf4fN6pv4qS7wYS2TzYOmvIYdw7y5hWfsZ4nQGU4rjdDTUNQ57mmNkUOpFnTUXatu6kGxvktJkjWZzXR5nZTlPSeFyRo4DU311AF7aLZc1zsopn2FxmHV2HgeXfwXCZW4Q4Pljijm3ihE+OWtzPHTRNYYQHUzY2ASAP1Ookc1jjoB9Ea696o4pcdeHPB99JSZvxOY4jiDb6TDqOndPUzi63UNHQAnUAuIBIIGpC71hOL4Nj9Ia/AsWosRphI+IzUk7Jo72nRzbmkjUEEEd4K1i7ZvBzOeJ4rgHHfhxHLU41lBsXPpY4+Y8RQTOnimjZobrHufc3rqCPIrJhsceJV7IsQeQLZejgLNBNjYaAXsrKyR9HSukpG3N79PE3J6+nisuUnHXKow/8KZmy3nHKtMOr5cby7UwxRjzfKxr44xqQPacOq73g+MYPmHDocXwDFKPEqGoF0VTSTtmikHm1zSQViXs89p/JvHLDY8LqJIcJzXDHpVYVK/+H0AulgJ+mzv1b9Juh1GmjjwvHzhdmPJkbOLXZ/jq8JzVHWQRV+G4dEX0uLRSPEZMtMPYLmlzSX6a6BxPUBwPw1oqvQpwYpL2GY3b1a2BAP4tR1c0bWkwekxESM6tD19p6tFsDbsluyqpmTmniNUGiaxvMDR0u066baqSzb4KEspK6ht2S3ZTWbfBLNvgllW6ht2S3ZTWbfBLNvglkuobdkt2U1m3wSzb4JZLqG3ZLdlNZt8Es2+CWS6ht2S3ZTWbfBLNvglkuobdkt2U1m3wSzb4JZLqG3ZLdlNZt8Es2+CWS6ht2S3ZTWbfBLNvglkuobdkt2U1m3wSzb4JZLqG3ZLdlNZt8Es2+CWS6ht2S3ZTWbfBWLsawRmLR4A/GKFuJzROnjojUME742kBzxHrcWgkanTQaqoaXcAqFwHFXFuyW7LG2P8AFPPbqysw3IXBHMeMSUjpGGsxOSLC6OQt8YzITLID100jGvTTUdVqxhPbl41ZcxigzPxEyNRz5Ux2J0lFFS0zqcOY11rnQTuLr3NIIc1xPXp7PRTVDs9W4g1zoctxyzC5vfS1+Oh424KNqsXpqQgS3sedjYdd+jXldb4W7Jbsuk8K+NvDbjJhorskZginqGRh9Rh82kdZTa+D4iddAelzdWk9xK75Zt8FEzQS0zzFM0tcOIIsVvxzMmaHxm4PMLRnttZYzPnnN2MYxgX74w3h9g2HuxKFjyTGaqWZ14b5ta1pd4hpaT0Cy12KOK0Wf+FcWV66dhxfKVlDI3X2pKU68iTTYAsO7NT3ruHCTA6PPGA5+zBj0TKyizxmDEYR3fjaCAfMY26t7hbA7Qg+Id4rR3hvmHFeyt2lZsIx2aSOgo652E4oZGaCWglILJ9P0THMNPAadxXfQRtxnDJcJA/eQAOb12Hrj/tcd46Fys0hw2tZXn2Jbh3Vr6p8LeBXpxbstK+3zweMbqPjNgtM7R3Lw/GgxnQeEE7iPdGSf8WFtzmLP+SsqOoosdzHR09Ribgyhpmu5tRVuOmgiiZq+TvH0WnvHmurZ+yjnXipFiOSK2Oly9lCdxpq2pJZU1+JQ6AkQt6x0zCdQHvL39NbGaAnmMCq5cKrWVfBvO/NvAgdJ7L62U3ikDK+mdT8TytyPLs+SxB2Ye07g+O8NqPKuYhiOJZuwVvzOCgoaR9RU4jAwfint0FoIb7DnPc1otucQCsxNypnHPwM3EOpGD4NK1jm5dwypN7uupFXVN0L9e4xRWs7wXSBc7w94V5E4WYM3A8j5dpsOg75JAL5p3eLpJHauefU6DuGgAC7VZt8FixCtp5Kp81DGWhxuL6kdnJvvI5FX0dPMyBsdS7MQLacD29PuB6FY0GG0OFUcOHYZQ09HSU7QyKCCNsccbR4Na0AAbBXFuyms2+CWbfBRJuTcrfBtoFDbsluyms2+ConkhpoX1FRKyKKMXOe86Bo8yVRVuqLdl1nNWdaDLzXU0AbUVxHSIHozp0Lz+rvXAZr4kulvw/LpLWdWvqiNCf0B4evetS+0J2rcp8HYp8Gw18WOZue020QfrHSuI1D6hw7u8GwG46/VB1WOFs9fMKajbmcfd+nXwWxkZAzfVBsFknjNxtyzw2webN/EDGDzJA5tLSR6GaqeBry4ma+mp6Aa6krzT45doDOXHDG/nGMS/MsGpZHHD8KhceVCD0Dnn+MkI73HfQAdF1LPvEHNvEzMU+aM5YvLX103QXdI4meDI2Doxo8h6nUklddXp+z+y8OEATzevMefIdnz49i5vEcVfWfu4/VZ0dPb8kREXVKIREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREWQ+C3HviVwFzH+6Hh/jRhbLoKzD6gGSkrGA/Rlj1Huc0hw66EaleqfZs7Z3Djj3TRYfSVbMAzaGnnYHVzC6XQal0DzoJm950HtDQ6tA6nxpUtJV1dBVRVtBVTU1RA8SRTQvLHxuHc5rh1BHmFDYpglPiYzH1X9I+PStylrZKY24joX6JKLFaep0jkIjkPTQnofRX9i8rOzh8o5jWAfNcoceBLiuHAshhx+CPWqp26aa1DB/DNHT2mi/vJvJXotkXifgGbcCpMxZWxyjx3Bqtt0NTSzB7T5jUdxB6Fp6gjQ6Feb4hhdRhj8s7dORHA/XQp+CeOpbeM69HNd9sSxfKGvo8QZfTShxHe09HD1CubFoBt1kJtxVvYliuLEsVcqpmXHYjhWHYvRS4bi1BTVtJUNLJaeoibJHI0+DmuBBGxWvvEjsUZPzfy25SzlmDKlM6YOqsOhqpKihkiP0mshe8cs6d2htA6W92mydiWLco62poHZ6d5afd4HRa9RTQVTcszQfrp4rWztP1OZeCXACPA+COV6mgpITHSz1uFmx2F0rdC6Y2+2XvI0MneLnOcdSNcs8IuIuXuK+QMJzll2tFRFVU7G1LHO1kp6gNHMikHg5rvcRoRqCCu8uia9pY9oc1w0IPUELFNd2e8FwfHazOPCPHKnIWO12hqm0ETZcNrDr3z0TtGE9/tMLHAknU6nXZE1PU024mGWQOLs/G97XDufLQi/ZqSsJjlhn3sZuwgDLwtbm3l2g27dLLFfaI7G1Hm2qm4kcG5m5dzjTuNW6CneYIa6UddWObpyZiR0cNGuJ9rTUuVr2We1Xjmb8xP4L8Y6OSjzjRulgp6qSLlGqki15kMzBpZMA1x1ADXBp7iBdmHFMxdozLlIyNnDHK+cJ9CDPhWPOw+4/lOgqYyIxsJpO7w7lhjh92ZOKeb+0Ge0PxgpsGy26GtFXT4Hh1Rz5S+OMMivkZ7GgAaSQ4lxB1a0HRTUE7KmgkgxR7XBjTu3ZgXg8mgD1sp6wLeFo2WJ0NWyWhaQXH1xYhpHM9Fx1cfPbOxLFcWJYuQyroMy4nGsIdjFA6iZiddh7y5r2VFFKGSscDqNLgWkeYcCD4grVvjx2iuIvZgzhg+CV2KYdnvC8XppKvk1tM2jxCnja6xoM0GkbrjcbuSNbSAAturF5gdquvrOK3a/OTon85kVfhuWaRgcNGhzm3t1H+NmlPXu1Pkun2VoYq6rdHUtBja0udcd2h4jp0I4KEx2pfTU4fCbPJAH/AJwPet2clcZeImZMIwjH8W7P+YaTDsYp4amCoosUoaotjlAc17onSRyNba4E6i4fk69F2jGeNPCfLeYZsq5lz7hGDYnAAXxYlN80boRqCJJbWO1B8HFd7gpo6eCOniaAyJgY0eQA0C6fxlo8uv4W5rrsz4LR4nQ4fgtdWPhqYWyt0jge/UBwOh9nofA6KHb6PUThpjytJtZpPM6e1mv7rqRO9iiJz3I6QPhb4rnsHxnBMw0LMTwDGKHE6OT6FRR1DJonejmEg/ar2xeaeVMB479kvAMr8dMryDF8pZpw2krcVo2hxgY2YNeyOdgPsutcLJh3FxadNS129/BLjlkXjtlduYMo1llTA1rcQw2Zw+cUUh+q4eLTobXjoQPA6gb2K4C6gbv6d+8hvbMORHJw5HzWrQYoKo7qVuSTjY8x0g8132xLFcWLAHFzH+0LwWyDjnEKHPWT8z0eEsZO+lxDL01NLa6VrLWPhqQOl+urh108FF0tGat4ia4BxIABvqT3EeNlvT1AgaXkEgcbW09/ks72JYum8N6nizimH4djGfKjKXIrqGOodBhNNUskjke1rg2+WRwIGpGug1XerFilh3Tiy4PYsjJM7c1rK3sSxSztnbBI6ljjfMGExtkeWtc7ToCQCQNfHQ+hWvXGPtB8Z+CuBS5pzHwMwmqwaCVkMldRZqvY1zzozVjqdsmhPTW3RZqSglrZBFDbMeAJAv2XIusc9VHTNL5L2HUT5ArYCxLFr/wR7bPCji06DBsanblHMUrxG2hxCccid57hDOQGuJOgDXBriegBWxAaCNRoQUq8PqKCTdVLC13X8DwPclPVw1TN5C4EK3sSxQY7hVVi+FT4dRY5XYPNMGhtbQthM8WjgTaJo5I+oBHtMPQnTroVrn2g8u54yRHkbEf7t2fqvBsRzbQYTjUXzmlpHilncQXNlo4IZGnVoGmp1u6aEK6iohWSCPOAT1Ho6hb3q2oqTTtL8pIHYtknBrGl73BrR1JJ0AXRM0cduC+TZZKbMnE7LlJUwvslphXslnY7ydEwl494XYsJ4d5RwfAqvLUWE/PcOxB7pKyHE6iWv+cucADzHVDnufqGjoSR0WqvyiPDjLWGcJsuZjwDLlDh8mEYwKTWjp2QsbTzRPuaWsAH04o9PLr5rawmhpq6tZTSucA42BAA+fYsFfVTUtM6aMC7Rexv+i2Ey5xjwXOkmGzZKyrmnG8KxKSwYxHhvzaiibroZC+pdE6Rnf1ia/XTQdeiyBYsJdibNcGbezjlgtla6owbn4TUtaNLHRSGwevKdEf5SzrYtbEaZtLVPp2ttkJGupNjx/8AAFmo5jPA2VxvmAPiFiPifwQxjiDQYoyHjBnnDpaiGb5lSUeIQ0lHDI5vsteIYWySR66ah73HTXxXCdkKDLsvB/D5qTL1Nh2YsPnqMKzEXRD507EIJC2TnSaXPcRY7qToHBvhoM72LBvDeN+SO0txHyE2Ngw/NNDR5yoGs7opT+96sO17y+QNeNOgHqtqGaSpopaYn2bOFtOBsRpx0N+5YJI2Q1LJgON2nv1B91u9ZqsWB+DGX8v41h/EjghnDBaHEKHLeaKvlYfUwtLY6CtPzqAhv1QTJIWuGhHhpotgLFqxxD4jZd4E9sKjxnMNaKLA895Yjp8Sma1zmx1MEjxDNI1upPssEeunQO8tVTC4ZKhssEV81szbcbtN9OvLmsrq2RkRZK/hex7Haedl0Pi72EMay3Wvzz2dcwVlHV0v45mEvq3RzscD/wCLVOoPlo1516H2zqAun4P25OMWTsJx3h5xNyxNU5ljppaOireV81rKWqLC1hmi0tk0cWkFoaen1tRpu/gnEqLNOKUNNljJ2Y63C6rV0uMz0XzKkiZaS1zRUFkswcbdDGxzSHa3dEz1wa4c8R8SwnGs25apqrEcDq4qyirG6xzsdG4Oa0vboXM1A1YdW7KZhxzO0QY1FvQOB++OonjbpBsem6jZMLyky4bJuyeI+6ez5j3KPJGAt4YcK8FwF9FUVb8v4RBBLDRRmaWaVkYvDGj6Rc/XT11J8VgjPnZaxTtIcQ6XiPxCpnZKwuKkZSDCoJWVGJVUbHvLXzyN1hhcQ4C1vN0AAJ17tr7EsUDS4lUUcrqiE2kdf1uevG3LXs7LKVno4aljYpBdgtp2cOv61XReHvB3h3wupPm+Tct09LM5oZJWSkzVUoA0AdM8l5aB3N1tHXQBdysVxYli0pXyTvMkriSeZ1K2WNZE3KwADqVvYliuLEsWPKrsyt7EsVOI4hh+E0zqzEquKnib9Z7tNT5DzOwWM8zcU6mqvo8uxup4uoNQ8e24fmj6vr3+iwTSshHrFZoonzH1Qu45kzdg+Woy2plEtSRqynjOrz6/kjcrDeeeIbpqKpxnM2K0+GYRRNdNIZJRHDCwfWc49/qfcsMcbu05w94NxzQ4xiDsXzE9ofHhVNIHTEnudK46iNvjq7qR3Arz54x9oHiHxqxEy5lxL5vhcTy6lwqlJbTQjXoSO+R2n1nanv00HRSOFbP12OEPd+7h6Tz7Bz7eCpU11Nh3qj1n+Xy81nntA9uKrxMVWUeDMstHSG6KfHXAtmlGmh+btPWMfnn2vIN71p/PPNUzSVNTM+WWVxfJI9xc57idSST1JJ8VQi9TwzCqXCYt1TNt0nme0/Q6Fy1VWS1j88p+QRERSS1UREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREXfOEvHHiZwSxo4zw+zHNRCQj5zRyfjKWpA8JIj0P6Q0cOuhC6GixyxMmYWSAEHkVc1zmHM02K9UuAPygPDfiU6mwbOsrMl5lJYxvPm0oql56fipjpYSfqyad4Ac7qtxMJzto1rMRaJWO00mj79PMjuPuX56VnPgd2xOL3BIwYXS4n+HsuRv1dhGJPL2sb4iGT6UWwGrdetpXF4lslxloDb+U8O4/PxUxT4oD6tQO8L3OpKukr4hNSTslZ+ae71Hgp7FpdwN7avCfiw6lpKDHXZZzJKQ38F4jII3Pf5RSfQlB8BqHH8kLZ3CuITmWxYvBzB/fouh08y3uPuXHTMkpX7qpaWu61KNYJG54jmC7pYlijw/E8OxWPm0FZHMB3gH2h6jvCvLN1UAHULGbjQq3sSxXFm6WbquVUurexLFcWbpZumVLq3sXxzdATproNdB3lXNm6WbplS6xVmXtA5DyVh81dnWjzFl4xRueG4jglU2OR4BIjbOxjoXPOnc15Xn/ANjzncUu17TZvx0xSVMlRiWYpw5rQHTuDyNGnxD5Q4ad1uo7l6pvhZIx0cjQ5rgQ5pGoI8iuh5o4BcHc4VDa/GuHuECvY4PZiFHD8zrGuA0GlRBZL7rtF0OGYpT0EE0O7IMjcua4NuPAWHT0qKraGWqljkzCzDe1rX79fJd2sWDO2xjNTgvZuzVHRPe2oxT5rhkZYep51RG1zfQsvb71lOhybieW8r1GB5TzTWuqybqWrzBLNi3JOoJDi+RksjdNQNZNRr36DRYM488Gu09xZwPCsAkzJw2qsPwzFoMYligpa/Dpal0F1kRc59Q203E9QPaDTroOunhcULayOR7wGtcDrcXA17PetitdI6ncxrTcgjTrWe8Hyvg9DlGgyiaCGbDKXDocPFNOwPY6BkYYGOaRoRaNCCFpdxn7JOfOCWZTxq7K9bWwCjulqsEheZJoWdS8RNdrz4SB1idq4eF3QN2myjxE4nV+OU2BZ54F4xgLanVoxKjxWjxCijIBOsha9sjAdNBownUjUDvWS7N1dS1tVhMxIIId7TbhzXDrsSPirZ6aGvjAIII4HUEHqutY+zR2zso8aWwZSzc2ny7nUAR/NXOLaevcB7ToC46tdqD+KcS4eBd107r2u2wDs2Z+NQ0Fgwvp+lzWW/52i6X2luxFlPjJJLnLI88OWM6tPNNQxttLXvA6c5rRq1+oGkrevfcHdNNUuJvH7j3krhTmXs1cfct18uJ11PTR4Xi9S/WYxR1Eb3XSdW1UbmxuaJQ4uDtQ4uP0ZqkwylxGpjqsNOUhzS6MnVuouWnmPePco+esnpIXw1gvcEBw4HTgegr0oybFIzKGBsmYGyNw2lD2g66O5TdQuYsX2hpY6Wip6aEaRwxMjaPIAABT2brkHjM4lTzTYWVvYsD9uZgb2Xc5Thgc+B+GyMPkRiNN1+wlbAWbrCXbTpIanswZ9jnkaxraKCQEnvcyqhc0e8tAW7hQy18Dv52/1Ba9d61LIP5T5Fdf44di3hNxphlx3CII8s5inY18eJ4dEOTP46zQjRsmoP0ha7u6kDQ6+Nx/tg9i95psdojnbIFLM0Nne59TTsiJAAZL/C0p8A14MYcegdrqd2OCmLx4xwcyHic9XG+esy1hk0ntgkvdSxl3v1JXdpIGSsdFKxr2PBa5rhqCD3ghSMOMT0oNHVNEsQNsruVvwniFqSYfFORUQEseeY59o4Fa8cHO2zwT4tcjDanF/wBy2OzPEQw/F5Gxtlee4RT62P1J0AJa4npb3a9i7WmW5cy9nnOAoJ2w1eF0bcbpZx1Mb6ORtRqwjucWxuaD+cutcZuwlwX4rfOsVwjDzlHH5zf89wtgED3+JkpujHa95LbHE9ST1111zJwd7bfZ/wAuYtlbK2KPz/kivopqWakpw6tDIJGuY5oppPx0R0JOkJLeupJOum3S0eHVE7J6CXduBByP6jfR3A9QOpWvNPVxROiqmZmkEZm/EfJb65KzHTZ0ydgWcKSLlQ45htNiMcZdqWNmja8NJ8xdp7li7tk5Klzt2cs30NJAJKvDqdmLQd5INNI2STQeJMTZGj9Jcj2QpsTquzbkQ4xh9RQ1UGHvpXQ1EbmSBsU0kbCWuGouaxrhsRp0WX5II5Y3RSsa9jwWua4ahwPeCPEKEJOG1+aP/Tfp/wAT+ikremUuV/32+YWiHyZGf8NdhmbOGdXWMjrW1MWMUUL39Zo3M5c1o/NLIifE3jyK3pLQBqdFgrGewz2dsUxqTMFBleuwGtkeZA7BsSmpGxuJ6ljGm1g69zQAO4ALlYOyNwoJjGM12cccjjGgixLNNdLGR+iJAFIYtNh+JVTqtjnNzWuMoOtuRzBatBFVUcAgc0G3A3I08F2jN3GXhzk2uZgldj8dfjsw/e+B4W01uIzkjUBtPFq8a/lOtb4kgAlcFw2ybmrFs/Ytxrz/AIYzB8RxLDo8GwjBRKJJMOw5shkcah7SWOnkk0cQwlrGhrdSdSu+5R4d5GyDRigyVlLCcEh00cKKkZE6Tu6vcBc9x0GpcST4ldgs3UWZY4mlkAOuhJ426hyvz4nrtdboY57g6XlwA+tfd2LiMdwd+N4XPhbMWr8N54AdU0EjY52t1BIa4tNuoBGoFwBOhB0I65lLg7w6yVO/EMGy1BJicrrpsVr3vrK+V3eS6pmLpT166Xaa6kBd6s3SzdYGySMaWNJAPHr7VlLWucHEahW9iWK4s3SzdYsquurexLFcWbpZumVLq3sSxK6tocMp3VWIVkVPC3vfI8NHxWPsw8YKCmvp8u0pqpNNBPKC2MHZve74LDLLHALvKyxxPlNmBd8qZ6ajhfU1c8cMTBq58jrWgbkrH+ZOLVFTX0uXYPnUumnziQERg7Dvd8B6rE2fuJNLh1BNmTP+aqehoKcaulqphFCzZo7iT4ADU7rTbjF2/aKk+cYHwcwoVUo9j8M18ZEQ8zFCdC7Yv0Gv1SFbSU9fjD8lDGbc3HgO/h3albEgpqIZql2vR9f+LbXiZxZy9lGgfmjiVm6Chg1tY6ok9p5/IijHVx2aD5rRfjZ27Mz5o5+AcKIJsv4Y66N+JSafPZ292rNOkI3Gru7q1a2ZvztmvPuMy4/nDHqzFa6YkmWokLrR+Sxvcxo8GtAA8lwi7zCNjaWiImqzvJOv2R3c+/wChKzG5Zxkh9Vvv/TuUlRU1FZPJVVc8k80ri+SSRxc57j3kk9Sd1GiLswLaBQiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiAkEEEgjqCFnrg720eM3CRtNhb8WGZMBgOn4OxVxkcxn5MU302bDVzR+SsCoteppIKxm7qGBw6/rRZIppIXZozYr1X4Qdung7xENNTV2NPydjj3BgpsTlEcbn+HLqBowg+F1p18FtTgvE7EoGMNWIsQp3AFrwQHEeYcOh+xfn/WSuGPaM4w8I3NiydnGqZQAgnDqs/OKQ+kb9QzXxLLTuuNrdjrEvw+TL/K7h4/MHtUzDjAcMtS2/WF72YTnjLmLWMbWCmmd05c/sHXyB7j9q7AGAjUEEHxC8q+GfyjeVMVMGH8VMr1GCzuAa/EMO1qKa7xLoz+MYPS8/etteGvHTL+bKAYlw3z9RYrTdL4oKgSGM+T4ne0w7EArlqqCtw02rIiB0jUePD3qQjZBU607+48VtBy05axphXGJ7A2PGsKD/AAMtO7Q/zT+1dywvPOU8XLWU+LxRyO7o5/xbtfLr0J9CscdRDL7LlY+nlj4hczy05ama1rhc06g+IX3lrYyrBdQctOWp+WnLTKl1By05an5actMqXUHLTlqflpy0ypdQctddztw4yPxHw2PB895Vw7G6SKVs8UdZCH8uQdzmnvafDoRqCQehXaeWnLVzM0bg5hsQqGzhY8FbiPQaADovvLU/LTlq3Kq3UHLWJ8d7KvA/NDnvzPlbEcYdIdXnEMw4lUXnXXU8yoOvXqsv8tOWs0MstObxOLT1EjyVj2MlFngHtWF6TsgdnShDG0vDKkYI9LB89qjbp5ayrLlNRQUdNFSUsTY4YGNjjYO5rWjQAegCvOWnLSWaao/xXl3aSfNGRsi9gAdgUHLTlqflpy1hyq+6g5actT8tOWmVLqDlpy1Py05aZUuoOWnLU/LTlplS6g5actT8sLhsXzdlfAiW4njVNFIP4oOvk/mt1KtcWsF3GwVzQ55s0XXJctOWsaYzxww+IuiwLCZagjoJah1jdfO0akj3hdBx3iLmrGo3iuxY09P1Lo4PxTNPIkdSPUlaEuIwR6N9Y9S3Y6CZ+rtAs2Y5nLLOXtWYlikQmA15MftyfYO736LHeO8Z66oDocv4e2laf46fR79NmjoD9q1V4jdrHgpw5NRT1uamYxiUOoNFhOlTJf8AkueDy2nzDnAjyWq/Ert9cR8yF9Dw/wAMpcr0Z1HPdpU1bv5ThYz0DSfzlt0mFYxi2sMeRh5nT9T3BUkmoaL/ABHZndA1/TxK3z4i8VsuZTpHZh4k5zpqGIk2urJ/aefyY4+9x/NaFqJxX+UFp4vnGE8IcAMzxqxuL4mzRm7o4AdTsXkbtWmeO5hx7M+Iy4vmPGa3E62Y6vqKud0sjve4krj11+G7E0dMRJWHeO8G+HE95t1KLqcdmkGSAZB7/wBF2PPHEXO3EjFnY1nbMlZitSfo85/4uIfkxsGjWDZoC64iLs442RNDIwABwA0ChHOc85nG5RERXq1ERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERFc4dieJYRVx1+E4hU0VTEbo5qeV0cjD5hzSCFbIqEAixQG3BbBZA7cXHTJZhpsUxemzRQxgNMWLR3Slu0zSH3buLvQrY7InyhXC/HiylzvgmJ5aqD3zNHzum/nMAeP5hG6870UBW7MYZXXLo8p6W6e7h7lIwYrVQaB1x16/qvZ7h5x4yxmeEVfDniTRVzRoXQ01aC9vlfC43N/lNWVML415loyG4jTUtczxJaY3/a3p8F4IQzTU8jZqeV8UjTq1zHFpHoQsm5P7TXHLI8TabBuIWJTUzNLaevcKtjQPAc0OLRsCAuaqNiqmHWhn7nfMXHuUkzGoZdKiPvH18V7mYZxxy3UEMxSgq6Jx+s0CVg+zQ/Bdpw7P2S8UIbS5iow49zZX8on3P01XjnlT5RDOVHG2HOeRcLxQt0HOoZ30ryPMtde0n00Gyy7lft58Fsca1mORY1l+bT2vnNLzotdnxFxPvaFETYZjlH7cOcdLdfLX3LZbJh0/sSZT1/r816mxOhmbfDI2Rp8WnUKvlrQbKXaJ4V5hew5U4qYS2d30Ivn4ppj6MeWuPuCyrhnFrOlPGHUOa5qmPzke2cfa7U/FRr8TdActTE5p6/1ss4w3eC8UgP11XW0nLTlrXmj4+Z3pdBUsw6sHjzYC0/5jh9y5qm7R9S0AVmVoXHxMVSW/AtP3q9uL0juJI7vksTsMqRwF+9Zs5actYlp+0fgLtPnmW66Pz5crH/AH2rk6ftB5Cm05kGKw/p07T/AFXlZ24hSO4PCxGhqW8WFZH5actdHZxx4bvGpxaoYfJ1JJ+oKQcbOG5/8tyf8Vl/6qyel03+4PEKz0Wo/AfArunLTlrpv92nhx/ht/8AxWX/AKqf3aeHP+GpP+Ky/wDVT0um/wBweIVPRp/wHwK7ly05a6WeNfDkd2LzH0pJP2K1m475Di/g/wAIzfoUwH9ZwVDWUw/1B4qopag/cPgu/ctOWsX1HaEy43/wPAcSl/yhYz7i5cbP2h3kH5plUbGSq/Y1YnYlSN+/7isgoKl33fJZi5actYFrePWb6jVtJQ4bSjwIjc932l2nwXCVnFbP1a0tfmCSIHwhjYw/aBqsDsYp28LnuWduFznjYLZRzWsFzyGgeJ6LhsSzhlPCNRiGYKGJ7e9glDn/AM1up+C1QzJxCoKCJ1Zm/PFPTRN+lLiWJtY0epkdosUY/wBrfs/ZeL2TcQaaukZ9TD4JKnU+Qcxpaft0VI62rqtKWAu7AT5D4q80MMP+PKB4DzW7uKcbcn0QLaBlZXv8OXHYz3l2h+wFdSxXjrjdQCzCMJpaQH68rjK4encB7wV57Zm+USyfSPdFk/IGK4iBqBLX1EdK07hrOYdPUg7LDube3dxvzA97MElwnLtOejW0dIJZNN3zF2p3AHopKHAcfreLRGOsgeVysDqvDKfhdx+uwL03x3P2ZMSidLjWY5mU4GrhzRDEBuBoPtWDM69q7gTkd00NfnmmxKri11psKBq3l35NzPYB9XDdeaOaeIee871LqrN2b8Xxd7j0FXVvexuzWk2tGwAC68pmm2CY4566YuPQNPeb+QWrLtAWjLTxgdvyC3Kz38olilQyWk4b5GhowSQysxeTmvA8+TGQ0H1e4bFa4Z+46cWOJriM4Z1xCqp/CjifyKYf8FHo0ncgnddERdZQ4Fh2HWNPEAek6nxN/coioxCpqdJHm3RwHuRERS600REREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREXI4XmPMOBytnwXHsRw+Rn0X0tU+Jw9C0hEVrmteLOFwqglpuF3zBu0xx3wNoZScTMYmaPCse2q198ocfiu34X23eO2HkGqxHB8SA8KrDmj/AERYURR0uC4bP/iQMP8AxC2mV9VH7MjvErt2G/KBZ4jtGL5CwKpPj82nmg1/nF67thHbmqq9rTNwzibr+Ti5H/yURQ9Xsrg4bmEIB6i4fFb0OMVt7GT3D5LJeV+0YMxxMk/cb83u8Pwjf/8AKCyTg+bBisd/4P5W3Nu/5oRF5xi2HU1K4iJtu8/Erp6OpllALzfwXYIHiZpdbbodO9RVNcKXX8TdodPpafqRFzrGgusVJuJAXTse4qDA7v8AuDz7df8Axq3/AJhWLcx9sR2AzvgZw7Exbr7Rxa34clEXbYLg9FV23zL95+BUBXVs8PsOt3BdCxn5QfGKJxjo+F9EHHudLij3Ae4Rj7107FvlA+L1WCzC8u5XoGnucaeaV495lDf81EXd0+y+EMaHCAd5J8yVz0mLVrjbeH3BdOxPtl9oXErg3O0dGHeFLh9OzT0JYSuiY/xn4tZnDmY7xIzHVxP+lC7EZWxH/g2kN+CIpWHC6Kn1iha3saPktR9XPJo95PeV1CaeeofzKiZ8rj9Z7i4/aVQiLe4LXREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREREX//2Q==" width="454px" alt="how to get bitcoins"/></p>
<p><p>Please appreciate that there may be other options available to you than the products, providers or services covered by our service. Connect a credit or debit card via the Lolli browser extension or the app and shop online to earn up to 30% back in bitcoin rewards. If you&#8217;re not ready to put a large amount of money at risk, you can start small and still get a good grasp for how the process works. Bitcoin can function either as an investment or a medium of exchange. If you&#8217;re spending Bitcoin, there are a handful of retailers and digital services that allow you to use crypto as payment. When creating accounts for your digital wallets and currency exchange, use a strong password and two-factor authentication.</p>
</p>
<p><p>If you choose bitcoin, you’ll earn 1% back in BTC on each purchase. If you choose other digital assets like The Graph (GRT) or Stellar Lumen (XLM), you’ll earn up to 4% back. Bitcoin debit cards make it possible to spend bitcoin anywhere credit cards are accepted. Buying Bitcoin while at the coffee shop, in your hotel room or using other public internet connections is not advised.</p>
</p>
<p><p>Each of these steps requires research and a careful assessment of the pros and cons of the relevant service. Bitcoin is available at bitcoin ATMs or from payment services like PayPal and mainstream brokerage firms like Robinhood or Coinbase. Bitcoin and other cryptocurrency investments are not protected by insurance from the Securities Investor Protection Corp. (SIPC). At regular brokerages, the agency protects against the loss of securities and cash in brokerage accounts containing up to $500,000, with a $250,000 cash limit.</p>
</p>
<p><img decoding="async" src="data:image/jpeg;base64,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" width="456px" alt="how to get bitcoins"/></p>
<p><p>You can buy bitcoin through a payment processor like PayPal Holdings Inc. (PYPL). At most exchanges, you can connect your bank account directly or you can link it to a debit or credit card. Although you can use a credit card to purchase cryptocurrency, cryptocurrency price volatility could inflate the overall cost of purchasing a token when combined with a credit card&#8217;s interest charges. Bitcoin is legal in the U.S., but some banks may question or even stop deposits to crypto-related sites or exchanges. You can sell bitcoin at the same venues where you purchased the cryptocurrency, such as cryptocurrency exchanges and P2P platforms.</p>
</p>
<p><h2>How to buy bitcoin</h2>
</p>
<p><p>Learn what a Bitcoin cold storage wallet is, why it&#8217;s important, and how to use one. Find out the many ways shared wallets can be used in the real world. Learn how to protect yourself from big losses with this simple but powerful <a href="https://www.bitcoin-mining.biz/">https://www.bitcoin-mining.biz/</a> investment strategy. From phishing scams to fake Bitcoin exchanges, here&#8217;s your guide to identifying and avoiding Bitcoin-related fraud. Sending bitcoin is as easy as choosing the amount to send and deciding where it goes.</p>
</p>
<p><p>From security to fee customization options, these are the key factors to consider when choosing a Bitcoin wallet. One common rule of thumb is to invest no more than 10% of your portfolio in individual stocks or risky assets like Bitcoin. And as always, it&#8217;s a good idea to make sure you understand what you&#8217;re investing in. The Securities and Exchange Commission has officially approved a spot Bitcoin ETF. We believe everyone should be able to make financial decisions with confidence.</p>
</p>
<p><h2>Getting started with Bitcoin</h2>
</p>
<p><p>Cryptocurrency exchanges where you can purchase bitcoin include Gemini, Kraken, Coinbase and Crypto.com. It is rewarded to blockchain miners for verifying transactions and can be purchased on several exchanges. For instance, American Express users will pay the current cash advance fee for such transactions, and the fee charged will vary by exchange. The credit card company also limits users to $1,000 worth of bitcoin purchases per month.</p>
</p>
<ol>
<li>If they send it to another wallet, it can still be traced back to the Coinbase purchase connected to the account holder&#8217;s identity.</li>
<li>Cold wallets are the most secure way to store your bitcoin or other cryptocurrencies.</li>
<li>To help bring attention to your podcast, create clips of episodes that resonate with listeners.</li>
<li>Individuals can insert cash into a machine and use it to purchase bitcoin, which gets transferred to online wallets for users.</li>
<li>However, it becomes very complex when you try to understand how it works.</li>
<li>When you buy bitcoin directly from PayPal, it earns money from the crypto spread, or the difference between Bitcoin&#8217;s market price and its exchange rate with the U.S. dollar.</li>
</ol>
<p><p>As of the date this article was written, the author does not own cryptocurrency. The European Commission entered its long-anticipated Markets in Crypto Assets legislation into force in 2023, setting the stage for cryptocurrency regulations in the European Union. Like any new technology, the attempts at regulating <a href="https://www.topbitcoinnews.org/">https://www.topbitcoinnews.org/</a> bitcoin have been difficult. The U.S. administration seeks to impose regulations around bitcoin but, at the same time, walks a tightrope in trying not to throttle a growing and economically beneficial industry. After reaching a high of about $69,000 in November 2021, bitcoin&#8217;s price crashed in 2022.</p>
</p>
<p><h2>Key Takeaways</h2>
</p>
<p><p>All transactions are broadcast to the network and usually begin to be confirmed within minutes, through a process called mining. Frank Corva is a cryptocurrency writer and analyst for digital assets at Finder. Frank has turned his hobby of studying and writing about crypto into a career with a mission of educating the world about this burgeoning sector of finance. He worked in Ghana and Venezuela before earning a degree in applied linguistics at Teachers College, Columbia University. He also taught writing and entertainment business courses in Japan and worked with UNICEF in Namibia before returning to the US to teach at universities in New York City. Earlier in his career, he spent years working as a publicist and graphic designer for record labels like Warner Music Group and Triple Crown Records.</p>
</p>
<p><p>The block chain is a shared public ledger on which the entire Bitcoin network relies. It allows Bitcoin wallets to calculate their spendable balance so that new transactions can be verified thereby ensuring they&#8217;re actually owned by the spender. The integrity and the chronological order of the block chain are enforced with cryptography. Finder.com is an independent comparison platform and information service that aims to provide you with the tools you need to make better decisions. While we are independent, the offers that appear on this site are from companies from which finder.com receives compensation. We may receive compensation from our partners for placement of their products or services.</p>
</p>
<p><h2>How To Buy Bitcoin</h2>
</p>
<p><p>When you open and fund an eligible Charles Schwab account with a qualifying net deposit of cash or securities. Understand the different wallet types and their respective pros &amp; cons. The comments, opinions, and analyses expressed on Investopedia are for informational purposes only.</p>
</p>
<p><p>But if you see a future for Bitcoin as a  digital currency, perhaps your investment plan is to buy and hold for the long haul. Whatever your plan, know that owning Bitcoin may create a complex tax situation. Many or all of the products featured here are from our partners who compensate us. This influences which <a href="https://www.coinbreakingnews.info/">https://www.coinbreakingnews.info/</a> products we write about and where and how the product appears on a page. 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.</p>
</p>
<p><p>Bitcoin has a short investing history filled with very volatile prices. Whether it is a good investment depends on your financial profile, investing portfolio, risk tolerance, and investing goals. You should always consult a financial professional for advice before investing in cryptocurrency to ensure it is  right for your circumstances.</p>
</p>
<p><p>Much like Yzer, but only with a fraction of the learning material, Simple Bitcoin is another app that lets you learn and earn bitcoin. Use your Coinbase Credit Card to make purchases either with USD or the bitcoin and crypto you manage in your Coinbase account. Some of these exchanges give you even more free bitcoin once you deposit funds, fund your account, make your first trade or refer a friend. Learn how Bitcoin is similar or different to other stores of value, like fiat currency (US dollars) and precious metals (gold).</p></p>
]]></content:encoded>
					
					<wfw:commentRss>https://www.rheumatoidsupport.com/learn-all-about-btc-get-started-with-bitcoin-com/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>The Evolution of Sponge Token V2: An Analytical Perspective on SPONGEV2&#8217;s Market Development</title>
		<link>https://www.rheumatoidsupport.com/the-evolution-of-sponge-token-v2-an-analytical/</link>
					<comments>https://www.rheumatoidsupport.com/the-evolution-of-sponge-token-v2-an-analytical/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Mon, 28 Aug 2023 13:58:40 +0000</pubDate>
				<category><![CDATA[Cryptocurrency service]]></category>
		<guid isPermaLink="false">https://www.rheumatoidsupport.com/?p=5316</guid>

					<description><![CDATA[Sponge ($SPONGE) is a memecoin inspired by Spongebob Squarepants. It was released in May 2023 and how is bitcoin taxed in the uk went on to make 100x gains for early movers. Sponge V2 is the second coming of this project which bridges Sponge V1 to Sponge V2 and brings staking and gaming perks. Similar [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Sponge ($SPONGE) is a memecoin inspired by Spongebob Squarepants. It was released in May 2023 and <a href="https://www.crypto-trading.info/how-is-bitcoin-taxed-in-the-uk/">how is bitcoin taxed in the uk</a> went on to make 100x gains for early movers. Sponge V2 is the second coming of this project which bridges Sponge V1 to Sponge V2 and brings staking and gaming perks.</p>
<div style='text-align:center'><iframe width='560' height='317' src='https://www.youtube.com/embed/PZNo72FpKz8' frameborder='0' alt='how to buy sponge token' allowfullscreen></iframe></div>
<h2>Similar Coins to Sponge</h2>
<ul>
<li>Would you like to know how many cryptocurrencies 1 $SPONGE is equivalent to other cryptocurrencies or vice versa?</li>
<li>You can use the ticket symbol SPONGEV2 to find the token once it is listed on crypto exchanges.</li>
<li>ICOholder is not involved in any way, including technical support or promotion.</li>
<li>After you have connected the wallet, enter the amount of ETH or USDT that you want to swap Sponge V1 tokens for.</li>
<li>It is a decentralized coin based on blockchain technology and is intended to bring value and benefit to its ecosystem.</li>
</ul>
<p>The platform’s new, utility-focused approach has likely attracted multiple copycats. Here is the complete guide that explains how one can buy $SPONGE tokens. In conclusion, this guide has addressed everything investors need to know when purchasing Sponge V2 Token.</p>
<p>Twitter, Reddit, Telegram, and Discord are just some of the platforms where groups of $SPONGE fans and users gather. A new cryptocurrency called Sponge Token V2 has just emerged, following in the footsteps of its predecessor, Sponge Token V1. It is a decentralized coin based on blockchain technology and is intended to bring value and benefit to its ecosystem. There may be times when the SPONGEV2 price increases due to factors such as greater adoption, utility expansion, and good sentiment.</p>
<h2>Sponge Coin: Unveiling the Latest in Cryptocurrency Innovation</h2>
<p>Furthermore, the remaining SPONGEV2 tokens are directed towards pivotal aspects like marketing (7.5%), game development (4.47%), and Play-to-Earn rewards (8%). As mentioned, there is no allocation for presale or private sale for investors. Now, the team behind the SPONGE token has taken strides in creating a second iteration, SPONGE V2, with added utilities and features that will make it valuable in the long run.</p>
<p>It’s already off to an incredible start, with a trading volume of over $1 million in its first hour of trading. It’s amazing how much attention this new cryptocurrency is already getting. The current bullish wave that the entire market has been going through make it a good time to invest in memecoins. Sponge has already proved that it can make parabolic gains for early movers. The token pumped 100x in May 2023, surprising investors and meme coin critiques.</p>
<p>Platforms like Uniswap are known to support SPONGE coin transactions. Additionally, crypto marketplaces like CoinMarketCap list current trading pairs and platforms for SPONGE coin. If you’re acquiring Sponge as an investment, take a look at your financial goals, your investment <a href="https://www.topbitcoinnews.org/how-to-buy-chinese-yuan-what-to-know-about-buying/">how to buy chinese yuan</a> fund, and your portfolio.</p>
<p>Click on the Connect Wallet button at the center of the screen. Make sure that you have an adequate number of ETH or USDT before you do so. If you don’t, we recommend going to Binance, a leading cryptocurrency exchange that lets users buy cryptocurrencies easily and at a low fee. Unlike other memecoins that came out as spur-of-the-moment assets and disappeared fast, Sponge persisted. Basically, it is a new name for stake-to-earn, except that a different type of token will be rewarded to you in exchange for staking tokens.</p>
<h2>Market Analysis</h2>
<p>It is noteworthy that SPONGEV2 has migrated from its original blockchain to <a href="https://www.coinbreakingnews.info/software-development/learn-c-programming/">learn c# programming software development</a> the Polygon network, differing from the tradition of many memecoins remaining on a single blockchain. The live Sponge exchange rate varies from moment to moment as transactions take place on exchanges all over the world. Technical analysis is valuable in crypto investing even if you don’t have access to years of historical price data in the Sponge chart.</p>
<h2>Top 8 Most Popular Cryptocurrencies to Invest in November&#8230;</h2>
<p>Apart from that, Stage 2 of its roadmap will see the start of the development of Sponge’s upcoming game. During this period, the project also intended to reach 10,000 holders. Find out more about Bob (BOB) —&nbsp;another popular memecoin related to Pepe. Download the CMC mobile app to get the live price of SPONGE, BTC and other cryptocurrencies.</p>
<h2>What is the lowest price of $SPONGE?</h2>
<p>So if you want to buy $SPONGE tokens, you can get them from Uniswap. And it’s no surprise why – with such a strong initial trading volume and impressive liquidity pool figures, Spongebob Token ($SPONGE) has a real advantage in the market. This kind of early momentum is a promising sign of the token’s future potential.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://www.rheumatoidsupport.com/the-evolution-of-sponge-token-v2-an-analytical/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>What is Variance and Covariance &#038; How to calculate both</title>
		<link>https://www.rheumatoidsupport.com/what-is-variance-and-covariance-how-to-calculate/</link>
					<comments>https://www.rheumatoidsupport.com/what-is-variance-and-covariance-how-to-calculate/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 28 Sep 2021 15:22:39 +0000</pubDate>
				<category><![CDATA[Cryptocurrency service]]></category>
		<guid isPermaLink="false">https://www.rheumatoidsupport.com/?p=5224</guid>

					<description><![CDATA[Moreover, the formula of variance can also be modified to scale the variance by the square of that constant if, for example, the data set values are scaled by a constant. We could use the probability density function, of course, but it&#8217;s much better to use the representation of \( X \) in terms of [&#8230;]]]></description>
										<content:encoded><![CDATA[<p><img decoding="async" src="data:image/jpeg;base64,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" width="609px" alt="is variance always positive"/></p>
<p><p>Moreover, the formula of variance can also be modified to scale the variance by the square of that constant if, for example, the data set values are scaled by a constant. We could use the probability density function, of course, but it&#8217;s much better to use the representation of \( X \) in terms of the standard normal variable \( Z \), and use properties of expected value and variance. The usefulness of the Chebyshev inequality comes from the fact that it holds for any distribution (assuming only that the mean and variance exist).</p>
</p>
<p><p>Vary \(a\) with the scroll bar and note the size and location of the mean \(\pm\) standard deviation bar. For each of the following values of \(a\), run the experiment 1000 times and note the behavior of the empirical mean and standard deviation. The relationship between measures of center and measures of spread is studied in more detail in the advanced section on vector spaces of random variables. Real-world observations such as the measurements of yesterday&#8217;s rain throughout the day typically cannot be complete sets of all possible observations that could be made. As such, the variance calculated from the finite set will in general not match the variance that would have been calculated from the full population of possible observations.</p>
</p>
<ol>
<li>As such, the variance calculated from the finite set will in general not match the variance that would have been calculated from the full population of possible observations.</li>
<li>Note that the mean is the midpoint of the interval and the variance depends only on the length of the interval.</li>
<li>Next, recall that the continuous uniform distribution on a bounded interval corresponds to selecting a point at random from the interval.</li>
<li>When there are more relatively extreme values, the Euclidean distance accounts for that in the statistic, whereas the Manhattan distance gives each measurement equal weight.</li>
</ol>
<p><p>In the dice example the standard deviation is √2.9 ≈ 1.7, slightly larger than the expected absolute deviation of&nbsp;1.5. Author Gorard states, first, using squares was previously adopted for reasons of simplicity of calculation but that those original reasons no longer hold. Gorard states, second, that OLS was adopted because Fisher found that results in samples of analyses that used OLS had smaller deviations than those that used absolute differences (roughly stated).</p>
</p>
<p><h2>Square integrability</h2>
</p>
<p><p>If the distribution, for example, displays skewed heteroscedasticity, then there is a big difference in how the slope of the expected value of $y$ changes  over $x$ to how the slope is for the median value of $y$. Then (by the Pythagorean theorem we all learned in high school), we square the distance in each dimension, sum the squares, and then take the square root to find the distance from the origin to the point. Compare this to distances in euclidean space &#8211; this gives you the true distance, where what you suggested (which, btw, is the absolute deviation) is more like a manhattan distance calculation. Directional relationship indicates positive or negative variability among variables. Whereby μ is the mean of the population, x is the element in the data, N is the population&#8217;s size and Σ is the symbol for representing the sum.</p>
</p>
<p><div style='text-align:center'><iframe width='561' height='311' src='https://www.youtube.com/embed/fK_l63PJ7Og' frameborder='0' alt='is variance always positive' allowfullscreen></iframe></div>
</p>
<p><p>If an infinite number of observations are generated using a distribution, then the sample variance calculated from that infinite set will match the value calculated using the distribution&#8217;s equation for variance. Variance has a central role in statistics, where some ideas that use it include descriptive statistics, statistical inference, hypothesis testing, goodness of fit, and Monte Carlo sampling. Covariance is the measurement of two random variables in a directional relationship. This means, how much two random variables differ together is measured as covariance. The standard deviation of a random variable, denoted \(\sigma\), is the square root of the variance, i.e. In order to calculate the variance of the sum of dependent random variables, one must take into account covariance.</p>
</p>
<p><h2>Variance and Standard Deviation Formula</h2>
</p>
<p><p>In many ways, the use of standard deviation to summarize dispersion is jumping to a conclusion. You could say that SD implicitly assumes a symmetric distribution because of its equal treatment of distance below the mean as of distance above the mean. One could argue that Gini&#8217;s mean difference has broader application and is significantly more interpretable. It does not require one to declare their choice of a measure of <a href="https://cryptolisting.org/blog/what-is-positive-and-negative-variance">is variance always positive</a> central tendency as the use of SD does for the mean. Gini&#8217;s mean difference is the average absolute difference between any two different observations. Besides being robust and easy to interpret it happens to be 0.98 as efficient as SD if the distribution were actually Gaussian.</p>
</p>
<p><img decoding="async" src="data:image/jpeg;base64,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" width="603px" alt="is variance always positive"/></p>
<p><h2>For vector-valued random variables</h2>
</p>
<p><p>In the formula represented above, u is the mean of the data points, whereas the x is the value of one data point, and N represents the total number of data points. You are planting 5 sunflowers in each of the 2 gardens, where these sets of plants shoot out in varying heights. Where κ is the kurtosis of the distribution and μ4 is the fourth central moment. This expression can be used to calculate the variance in situations where the CDF, but not the density, can be conveniently expressed. The exercises at the bottom of this page provide more examples of how variance is computed.</p>
</p>
<p><h2>Basic properties</h2>
</p>
<p><p>The square root of the sum of squares is the $n$-dimensional distance from the mean to the point in the $n$ dimensional space denoted by each  data point. The reason that we calculate standard deviation instead of absolute error is that we are assuming error to be normally distributed. This shows that if the values of one variable (more or less) match those of another, it is said that the positive covariance is present between them. There exists a positive covariance if both of the variables move in the same direction.</p>
</p>
<p><p>When adding random variables, their variances add, for all distributions. Variance (and therefore standard deviation) is a useful measure for almost all distributions, and is in no way limited to gaussian (aka &#8220;normal&#8221;) distributions. Lack of uniqueness is a serious problem with absolute differences, as there are often an infinite number of equal-measure &#8220;fits&#8221;, and yet clearly the &#8220;one in the middle&#8221; is most realistically favored. However, there is no single absolute &#8220;best&#8221; measure of residuals, as pointed out by some previous answers. Another disadvantage is that the variance is not finite for many distributions. Open the special distribution simulator, and select the continuous uniform distribution.</p>
</p>
<p><p>Recall also that by taking the expected value of various transformations of the variable, we can measure other interesting characteristics of the distribution. In this section, we will study expected values that measure the spread of the distribution about the mean. The standard deviation and the expected absolute deviation can both be used as an indicator of the &#8220;spread&#8221; of a distribution. It is equal to the average squared distance of the realizations of a random variable from its expected value.</p>
</p>
<p><div style='text-align:center'><iframe width='564' height='313' src='https://www.youtube.com/embed/W6IkyPh2uL4' frameborder='0' alt='is variance always positive' allowfullscreen></iframe></div></p>
]]></content:encoded>
					
					<wfw:commentRss>https://www.rheumatoidsupport.com/what-is-variance-and-covariance-how-to-calculate/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
	</channel>
</rss>
<style>.sponsors{text-align: center; display: table-column;}</style><div class="sponsors"><a href="https://casinogames.fandom.com/wiki/Avia_Masters" title="avia masters" target="_blank">avia masters</a><br></div>