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	<title>ISA RC47 - Social Classes and Social Movements &#187; FinTech</title>
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	<description>RC47 is the Research Committee 47 on Social Classes and Social Movements within the International Sociological Association</description>
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		<title>Every Thing To Learn About Foreign Exchange Liquidity Providers + Tips On How To Get One</title>
		<link>http://www.isarc47.org/every-thing-to-learn-about-foreign-exchange/</link>
		<comments>http://www.isarc47.org/every-thing-to-learn-about-foreign-exchange/#comments</comments>
		<pubDate>Thu, 28 Dec 2023 00:35:18 +0000</pubDate>
		<dc:creator><![CDATA[Lukasz]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.isarc47.org/?p=17554</guid>
		<description><![CDATA[With an FX liquidity provider, this is particularly necessary because you want to have the flexibility to belief them along with your cash. If they don&#8217;t have good customer support, it could be challenging to get assist if one thing goes wrong. Liquidity providers play a significant position in the monetary markets, however their capacity<br /><span class="excerpt_more"><a href="http://www.isarc47.org/every-thing-to-learn-about-foreign-exchange/">[continue reading...]</a></span>]]></description>
				<content:encoded><![CDATA[<p>With an FX liquidity provider, this is particularly necessary because you want to have the flexibility to belief them along with your cash. If they don&#8217;t have good customer support, it could be challenging to get assist if one thing goes wrong. Liquidity providers play a significant position in the monetary markets, however their capacity to supply competitive prices and providers may be influenced by various components. The liquidity provider’s financial stability ensures that its obligations to its shoppers will be met completely and on time. There are numerous strategies for determining how financially secure a provider is. First, you ought to look at its financial statements as a end result of you&#8217;ll better grasp its general health.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/bitcoincash-meaning-prospects-768x512.webp" width="301px" alt="How to choose a Forex LP"/></p>
<p>The coverage should also cowl&nbsp;any circumstances beneath which its prices will deviate from its acknowledged pricing methodology. And if the market moves the place it benefits you, the dealer won’t execute your order with the price enchancment. Another criticism entails brokers participating in asymmetric slippage practices. If a dealer is under a regulatory jurisdiction with minimal (or no) transaction reporting necessities, it may be very hard to prove, which is why it nonetheless continues today. While this follow just isn&#8217;t as frequent because it as quickly as was, it nonetheless continues with shady brokers who operate in unregulated or minimally regulated jurisdictions.</p>
<h2>Currency Pairs Supplied</h2>
<p>However, buying and selling with out an LP could be challenging and will not present the identical advantages as buying and selling with an LP.Faster execution occasions, higher pricing, and narrower spreads are just some of the various advantages. Furthermore, Forex LP provides strong buying and selling by matching buyers and sellers of currencies and supplying Forex with the necessary liquidity. The drawback is that costs usually are not readily verifiable as there is a lack of transparency surrounding the process by which retail foreign exchange <a href="https://www.xcritical.in/blog/currency-market-the-role-of-forex-liquidity-provider/">Forex liquidity provider</a> brokers and CFD suppliers show costs to their customers. Some forex brokers may even require their clients to acknowledge that the reference costs used to discover out the worth of the underlying asset (e.g. currency pairs) could differ from the value obtainable out there. Unlike traditional foreign exchange brokers, CFD brokers do not take the opposite aspect of a trader’s trades, making them suitable for traders who want to execute large volumes of trades in a brief time frame.</p>
<p>Non-banks, such as hedge funds and proprietary buying and selling companies, also contribute to foreign exchange market liquidity. They often use subtle algorithms and know-how to commerce currencies and revenue from market inefficiencies. The broker unfold (and/or commission) is the most important part of the transaction value in Forex, and so it trumps most different considerations. However, there&#8217;s a secondary transaction value in Forex and that&#8217;s overnight interest (also referred to as swap or rollover). If you do not know what this secondary price is, please read our article&nbsp;What is Swap Rate in Forex&nbsp;the place we also discuss concerning the three totally different methods that you can trade to&nbsp;keep away from paying any swap rates. To find out how competitive your broker is concerning the in a single day swap rates check out our&nbsp;Forex Broker Swaps Comparison Tool&nbsp;web page.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/crypto-liquidity-provider-1-768x512.webp" width="301px" alt="How to choose a Forex LP"/></p>
<p>To help you higher understand why it’s important to understand the importance of the FX market being an OTC market, let’s compare this to an&nbsp;exchange-based market like the U.S. stock market. This means that costs offered by your foreign exchange broker&nbsp;might or could not mirror costs obtainable elsewhere similar to from another forex dealer. Collectively, the ASK and BID prices are referred to as the foreign exchange broker’s “price” to you. An experienced media professional, John has near a decade of editorial expertise with a background that includes key management roles at international newsroom retailers. He holds a Bachelor’s Degree in English Literature from San Francisco State University, and conducts research on forex and the financial companies trade while assisting within the manufacturing of content. I&#8217;ve been a foreign exchange dealer for over 25 years and I&#8217;ve researched regulatory environments and forex markets all round the world.</p>
<h2>What Are The Most Effective Apps For Foreign Exchange In India?</h2>
<p>When considering a liquidity provider, it is necessary to be positive that they&#8217;ve access to probably the most cutting-edge applied sciences so as to guarantee clean execution of buying and selling processes and optimum customer support. For more data concerning their services and products, you can go to their website or contact them directly. Ultimately, it will assist you to resolve if engaging the supplier is well value the effort and time.</p>
<p>Most brokers offer free demo accounts in order that merchants can try out the buying and selling platform prior to opening and funding an account. Quite typically, when buying and selling available in the market, one can observe the phenomenon when a market order placed for purchase/sale is executed at a value completely different from the predetermined one. This phenomenon is widespread and known as slippage of the quotation, the reason for which is the poor liquidity of the asset.</p>
<ul>
<li>To ship on this efficiently, IG has adopted the time-honored adage, &#8220;go big or go residence&#8221; because it could.</li>
<li>Many brokers offer standard, mini and micro accounts with various initial deposit requirements.</li>
<li>The major cause why you must do that&#8217;s that it may possibly help to ensure that your buying and selling expertise is easy and efficient.</li>
<li>Regardless of how retail foreign exchange brokers present themselves on their website or market their companies, there’s actually only one “type” of forex dealer for retail traders.</li>
<li>After thorough research, listed right here are dependable brokers that Benzinga recommends.</li>
</ul>
<p>IG accepts residents of India as shoppers and outranks the competition in a lot of our most important evaluate classes. Though technically not regulated by the RBI or SEBI for forex trading in India, IG has obtained the best Trust Score in our database of over sixty two foreign exchange brokers. IG&#8217;s award-winning offering delivers a extensive range of forex pairs, tradeable symbols (including foreign exchange options), and complicated order varieties for superior buying and selling strategies. IG additionally caters extremely well to newbie foreign exchange traders and delivers a wealthy instructional expertise for investors who are new to foreign forex trading.</p>
<h2>How To Choose A Foreign Exchange Dealer</h2>
<p>In most cases, conversations start with salespeople liable for buying new brokers, who then fall beneath the care of help teams. For instance, foreign exchange liquidity companions enhance trade execution to keep anticipated and precise forex change rates comparable. In facilitating forex transactions, liquidity providers act as market makers and greatly influence market volatility. The simpler it&#8217;s for liquidity suppliers to execute their clients’ orders, the more liquidity will exist in that market. The overseas trade market (forex) entails high-volume CFD trades across the globe.</p>
<p>In addition to the aforementioned EUR/USD and GBP/USD pairs, the most important pairs include USD/JPY and USD/CHF. A broker may provide a huge choice of foreign exchange pairs, however what&#8217;s most essential is that they provide the pairs which curiosity you as a trader. A broker that takes commissions may charge a specified proportion of the spread, which is the difference between the bid and ask of a foreign exchange pair. Many brokers that charge no commission as a substitute make their cash with wider spreads. There are a few explanation why it is very important select an LP with small spreads. The first thing is to make certain that a monetary authority regulates the supplier.</p>
<p>Although we could have established a associate  relationship with the salesperson during the whole gross sales course of, they received&#8217;t have much affect on our service. Therefore, it&#8217;s essential to get to know the people we might be working with, understand the decision-making process on the LP, and know who will make the ultimate determination in disputed conditions.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/10/metatrader-alternatives-in-app-store-for-apple-mobile-device-users-768x529.webp" width="309px" alt="How to choose a Forex LP"/></p>
<p>This helps to make certain that there might be all the time someone willing to take the other aspect of your commerce. As talked about above, Forex is probably the most liquid market right now with a daily turnover of 7-8 trillion dollars, which exceeds several times the turnover of all different markets mixed. It is logical that upkeep of such a high degree of liquidity is a task that requires the participation of firms capable of smoothly supplying cash flows, no matter traded devices. Our deep experience in blockchain expertise, exchange operations, and liquidity solutions put us on the forefront of the financial revolution. AlphaPoint can even supply priceless insights into how these ideas would possibly shape the means forward for traditional financial and foreign exchange markets — and the way our customers can use them to reinforce their enterprise choices.</p>
<h2>Examine Financial Stability</h2>
<p>The trading platform is the software program that connects the dealer to the forex market. An effective buying and selling platform should be straightforward to make use of, reliable and provide a variety of tools and features. Most foreign exchange brokers offer MetaTrader four and 5 platforms, which have a variety <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> of built-in options and add-ons, such as charting tools, technical indicators and automated buying and selling choices. Many forex traders and buyers usually want a secure and free platform to hone their trading expertise earlier than diving proper into the real world.</p>
<p>In addition, every dealer we surveyed was asked to fill out a comprehensive survey about all elements of their platform that we used in our testing. Users can now ship, obtain, and swap tokens on the Solana community with greater ease and access a suite of Solana-based decentralized functions. A group of creditors of the bankrupt crypto lender Celsius is raising objections over alleged payment reductions of 30% or more in comparability with what was originally promised underneath the chapter plan. If you&#8217;re on the lookout for an LP in your brokerage agency, there are a number of things that you will need to think about. Additionally, think about the provider’s monitor record by assessing their reputation, years of operation, and shopper testimonials to gain insights into their reliability and trustworthiness.</p>
<p>Check out our in-depth information to cellular forex trading here, the place we’ve examined and scored the foreign foreign money trading apps of over forty of the top foreign exchange brokers. Choosing a good, well-regulated foreign exchange broker is a vital step in the path of avoiding foreign exchange scams. My academic series devoted to forex scams exhibits you how to identify frequent foreign exchange scams and offers helpful details about what to do if you&#8217;ve been scammed. I additionally explain how crypto enthusiasts and bitcoin traders can spot common crypto scams. Still, if you&#8217;re a resident of India and you would possibly be considering trading forex utilizing a foreign broker, make certain they&#8217;re highly regulated.</p>
<h2>London Capital Group (lcg): Greatest For Novices</h2>
<p>A forex liquidity partner (LP) is an organization that has trading belongings in their own accounts to meet consumer orders from brokers. To maximize the liquidity of the forex market, LPs facilitate the transaction process by already having assets at their disposal. The good news is that forex liquidity partners offer liquidity to brokers to help them enhance order execution speed and hedge in opposition to market volatility. For instance, merchants have complained of forex brokers altering prices at their very own discretion to both cancel a winning commerce to avoid payout or close trades to understand buyer losses. As we lined in a previous lesson about the FX market, retail traders can’t commerce in the institutional or “interbank” FX market. So if you need to speculate on forex exchange charges, you need to discover a retail foreign exchange dealer.</p>
<p>To summarize every little thing we’ve said so far, it’s important to know that not all LPs are created equal. Before deciding on a Forex liquidity solution, you must completely investigate each provider. To uncover the one that best fits your necessities, examine several providers’ prices, products, and companies. Ensure they are regulated, have low spreads, provide glorious customer support, and use the newest technology.</p>
<p>Another way is to contact rating companies, so you probably can select a supplier whose companies are of exceptional high quality by using the information they supply on the businesses’ financial stability. Last however not least, contact the regulator within the nation where the service does business. Reputation plays an important function for any enterprise, and when dealing with Forex, this facet determines the company’s long-term success. Considering this second is the idea for making a common decision for cooperation.</p>
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		<title>The Way To Pay With Bitcoin + Crypto Fast &amp; Safe</title>
		<link>http://www.isarc47.org/the-way-to-pay-with-bitcoin-crypto-fast-safe/</link>
		<comments>http://www.isarc47.org/the-way-to-pay-with-bitcoin-crypto-fast-safe/#comments</comments>
		<pubDate>Fri, 13 Oct 2023 20:35:05 +0000</pubDate>
		<dc:creator><![CDATA[Lukasz]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.isarc47.org/?p=17523</guid>
		<description><![CDATA[That mentioned, you could determine to only permit clients to pay you within the specific sort of cryptocurrency that you simply deem most steady. Next, to merely accept funds, simply share your wallet tackle together with your buyer. Your crypto pockets might be a pockets you personally management or one that an exchange like Coinbase<br /><span class="excerpt_more"><a href="http://www.isarc47.org/the-way-to-pay-with-bitcoin-crypto-fast-safe/">[continue reading...]</a></span>]]></description>
				<content:encoded><![CDATA[<p>That mentioned, you could determine to only permit clients to pay you within the specific sort of cryptocurrency that you simply deem most steady. Next, to merely accept funds, simply share your wallet tackle together with your buyer. Your crypto pockets might be a pockets you personally management or one that an exchange like Coinbase controls in your behalf. Whoever knows the personal key has full management over the wallet’s funds.</p>
<ul>
<li>Some businesses could want to concentrate on well-known currencies like Bitcoin or Ethereum, while others may need to explore some of the smaller and lesser-known cash.</li>
<li>Simply put, GoCrypto helps to connect the applied sciences and all stakeholders involved within the payment course of.</li>
<li>Crypto has no limits—you can move millions of dollars price of crypto in one transaction if you want.</li>
<li>Depending on which method you use, you&#8217;ll pay a small payment to make a crypto payment.</li>
<li>The present steering, according to the IRS, is to document revenue on the truthful market value of the cryptocurrency in US dollars.</li>
</ul>
<p>They act as a mediator between your small business and a cryptocurrency network, supplying you with instruments to easily accept payments and convert them to your desired forex. Since the worth of digital currencies can fluctuate so much, you may wish to use a processor that will instantly convert the crypto into fiat currency. The technology is here, and so are the tools to simply accept any kind of cryptocurrency you want as fee. Small businesses don’t need to determine it out, since there are already ready-to-implement payment processing solutions. The crypto trade exploded in 2021 as extra retail and institutional traders joined the house.</p>
<h2>Know The Legal Guidelines &#038; Regulations Regarding Cryptocurrencies</h2>
<p>In most setups, the processor will lock within the exchange rate to attenuate worth volatility and then current a time-sensitive QR code or address for the client to ship funds to. Crypto processors accept many types of crypto, offering additional flexibility for the customer. Regardless of which camp you’re in, learning how to accept cryptocurrency payments may help increase conversion rates and keep your corporation ahead of the competition.</p>
<p>But, it will depend upon a wide selection of components specific to your small business. Payment gateways are corporations taking up the perceived danger of cryptocurrency payments by using their wallet(s) to facilitate transactions between merchants and their prospects. Bitcoin and Ethereum are two of the most well-liked cryptocurrencies on the planet. They each have excessive liquidity and are comparatively secure, making them good choices for companies trying to accept crypto funds.</p>
<p>There can be a window by which the cryptocurrency’s value could be locked to restrict volatility. A crypto service provider service supplier (MSP) could be a great choice for companies looking to accept cryptocurrency payments. There are specialized service provider service providers which have the information and expertise to help companies navigate the distinctive challenges of accepting cryptocurrency payments. This development is growing because it provides an various to conventional payment methods, usually with decrease currency conversion charges. By fastidiously setting up and securing a crypto payment processor or wallet, businesses can confidently begin accepting digital currency, offering clients a modern and efficient fee option.</p>
<p>Decisions usually within the palms of card networks, and they usually favor the customer. Standard flat price is 2.9% plus 30 cents per transaction, but varies by processor. Amilcar has 10 years of FinTech, blockchain, and crypto startup expertise and advises financial establishments, governments, regulators, and startups. Accepting Bitcoin can be protected for your corporation if you perceive and take the required precautions to mitigate your dangers. Such as implementing strong security measures, complying with legal and regulatory requirements, and assessing customer demand before diving in. Many or the entire products featured listed below are from our companions who compensate us.</p>
<h2>Do You Have To Accept Crypto Funds In Your Business?</h2>
<p>According to HSB, a U.S.-based technical danger insurer, 2021 was the 12 months when 36% of the small and mid-sized businesses began accepting cryptocurrency. It’s price noting that PayPal allows consumers to pay utilizing cryptocurrency. What makes PayPal different <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> from other companies is that merchants neither select to permit this option, nor do they have the choice to be paid in crypto.</p>
<p>Be sure to check your nation&#8217;s cryptocurrency rules before setting up an account with a gateway. These gateways can function from anywhere in the world, and many international locations are developing new legal guidelines concerning digital foreign money use. In reality, direct P2P transactions are the easiest and most direct way to pay friends and family with crypto. All you need is their crypto pockets handle and you&#8217;ll send cash to anybody shortly and simply. So far we’ve lined many of the convenient ways you can spend crypto via BitPay, however it’s potential you might have some lingering questions. Here are a variety of the most commonly requested questions about making safe crypto payments.</p>
<p>Our partners cannot pay us to guarantee favorable critiques of their products or services. At Business.org, our analysis is supposed to supply general product and service recommendations. We do not guarantee that our recommendations will work finest for each individual or business, so think about your distinctive needs when choosing services.</p>
<p>Although cryptocurrency house owners can commerce it for goods and services, crypto is usually handled as an investment opportunity. Use PayPal Checkout to accept many different choices, together with cryptocurrencies like Bitcoin. With PayPal Checkout, consumers can make the way they wish to, and business transactions are kept safe with fraud protection. PayPal Checkout easily integrates with most main ecommerce platforms, so you can start accepting crypto with ease. PayPal additionally converts cryptocurrency to fiat forex to pay the service provider. Cryptocurrency is a cutting-edge payment methodology that, because it gains extra international acceptance, solely appears to develop in recognition.</p>
<p>Many small companies use providers like BitPay, Coinbase Commerce, CoinGate, or GoCoin. These manufacturers concentrate on serving to businesses accept cryptocurrency funds, they usually make it very straightforward to combine this performance into your business website or on-line retailer. Small companies throughout the US are beginning to discover ways to capitalize on the rise of cryptocurrency, but many are stumped on how exactly to begin accepting crypto funds.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/ethereum-proof-of-stake-model-what-is-and-how-it-works-1-768x530.webp" width="307px" alt="how to accept cryptocurrency payments"/></p>
<p>Eligma’s GoCrypto 2.zero user-friendly protocol will enable really decentralized funds. Using this protocol, the merchant can accept nearly any forex and obtain the settlement in its desired cryptocurrency, in a seamless method and without assistance from any central entity. The GoCrypto 2.0 also allows automatic processing of card and digital funds. The fee course of runs on a totally transparent system of auditable good contracts. The actuality is that the technology already exists, and it’s out there to merchants, but as with every innovation, it takes time for folks to gain belief and begin using a new system.</p>
<p>Crypto networks are international, so you can settle for payments from customers worldwide with out having to cope with foreign currencies. For users without access to a dependable banking system, crypto can be a approach <a href="https://www.xcritical.in/blog/how-to-accept-cryptocurrency-bitcoin-ethereum-litecoin-and-others/">how to accept cryptocurrency</a> to make payments safely and securely. You can integrate your crypto pockets in your web site and enable it as a payment choice in the checkout course of. Cryptocurrency is an more and more popular method amongst at present&#8217;s shoppers.</p>
<h2>Charges</h2>
<p>The QR code will be scanned by a buyer who has a compatible crypto pockets to approve the transaction. The cash is transferred from the client’s pockets to the merchant’s settlement account or by way of a DEX. Crafting a viable payment solution has been a difficult endeavor, however GoCrypto managed to construct the required community. Merchants are nonetheless free to set their prices of their native foreign money, whereas clients will pay utilizing cryptocurrency. Cryptocurrencies symbolize exciting opportunities for both you and your clients.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="how to accept cryptocurrency payments"/></p>
<p>The IRS considers a purchase made with bitcoin by a small business  as a cryptocurrency sale. If the cash you promote are worth more than what you got them for, you&#8217;ll pay capital positive aspects and the relevant sales tax. Deciding whether or not to simply accept crypto instantly or via a third-party processor requires cautious consideration. Research elements similar to transaction fees, ease of integration, user expertise, and customer assist when selecting a cost processor or pockets provider.</p>
<h2>Paypal For Small Business</h2>
<p>As the panorama of digital funds evolves, businesses are more and more recognizing the advantages of integrating cryptocurrency payment options. The capability to accept Bitcoin, along with other digital currencies, is transforming how operations are processed. Business owners are now equipped with numerous cost processors and cryptocurrency wallets, enhancing the efficiency of network exercise operations.</p>
<p>While it’s not but attainable to be instantly paid in crypto, Deel Crypto lets contractors withdraw earnings on to a Coinbase account in Bitcoin, Ethereum, USDC, Dash, or Solana. You’ll want to re-confirm the customer’s tackle earlier than sending the refund as a outcome of the client might have despatched from an change or lost entry to the sending handle. And as a end result of crypto can be unstable, the amount you send could be completely different. Many in style options, like Coinbase and BitPay, have both pockets and gateway functionality. While cryptocurrency was created to be unregulated and decentralized — without any overseers or intermediaries — governments all over the world are contemplating methods to observe and handle crypto. In line with the Trust Project pointers, the educational content on this web site is offered in good faith and for common information purposes only.</p>
<p>You can even work along with your e-commerce platform to obtain a selected plug-in for accepting crypto. If you&#8217;re using a crypto wallet, you could possibly hardcode this checkout possibility into your site. Cryptocurrency processors typically include fees, but they&#8217;ll additionally present sure conveniences and protections for businesses getting began with crypto.</p>
<div data-counters='1' data-style='square' data-size='regular' data-url='http://www.isarc47.org/the-way-to-pay-with-bitcoin-crypto-fast-safe/' data-title='The Way To Pay With Bitcoin + Crypto Fast &#038; Safe' class='linksalpha_container linksalpha_app_3'><a href='//www.linksalpha.com/share?network='facebook' class='linksalpha_icon_facebook'></a><a href='//www.linksalpha.com/share?network='twitter' class='linksalpha_icon_twitter'></a><a href='//www.linksalpha.com/share?network='googleplus' class='linksalpha_icon_googleplus'></a><a href='//www.linksalpha.com/share?network='mail' class='linksalpha_icon_mail'></a></div><div data-position='' data-url='http://www.isarc47.org/the-way-to-pay-with-bitcoin-crypto-fast-safe/' data-title='The Way To Pay With Bitcoin + Crypto Fast &#038; Safe' class='linksalpha_container linksalpha_app_7'><a href='//www.linksalpha.com/share?network='facebook' class='linksalpha_icon_facebook'></a><a href='//www.linksalpha.com/share?network='twitter' class='linksalpha_icon_twitter'></a><a href='//www.linksalpha.com/share?network='googleplus' class='linksalpha_icon_googleplus'></a><a href='//www.linksalpha.com/share?network='mail' class='linksalpha_icon_mail'></a></div>]]></content:encoded>
			<wfw:commentRss>http://www.isarc47.org/the-way-to-pay-with-bitcoin-crypto-fast-safe/feed/</wfw:commentRss>
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		</item>
		<item>
		<title>Blockchain Bridges And Their Classification</title>
		<link>http://www.isarc47.org/blockchain-bridges-and-their-classification/</link>
		<comments>http://www.isarc47.org/blockchain-bridges-and-their-classification/#comments</comments>
		<pubDate>Sat, 05 Aug 2023 01:17:03 +0000</pubDate>
		<dc:creator><![CDATA[Lukasz]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.isarc47.org/?p=15525</guid>
		<description><![CDATA[Blockchain bridges might help overcome these points, enabling fast, cost-effective, and transparent cross-border transactions. Moreover, the switch of assets across totally different blockchains can even increase legal issues, particularly regarding possession and jurisdiction. This functionality permits developers to create more complicated, interconnected functions spanning a quantity of blockchains. Blockchain bridges, aks cross-chain bridges or network<br /><span class="excerpt_more"><a href="http://www.isarc47.org/blockchain-bridges-and-their-classification/">[continue reading...]</a></span>]]></description>
				<content:encoded><![CDATA[<p>Blockchain bridges might help overcome these points, enabling fast, cost-effective, and transparent cross-border transactions. Moreover, the switch of assets across totally different blockchains can even increase legal issues, particularly regarding possession and jurisdiction. This functionality permits developers to create more complicated, interconnected functions spanning a quantity of blockchains.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="Variants of Blockchain Bridges"/></p>
<p>Blockchain bridges, aks cross-chain bridges or network bridges, are a mechanism developed to deal with the interoperability downside across blockchains. As issues are, blockchains can not automatically join and work in isolation. Therefore bridges have turn into an important component of the blockchain enterprise. It was December 2008 when the concept of Blockchain unfold to the world as a outcome of Bitcoin’s whitepaper launch.</p>
<p>The articles and analysis support materials out there on this site are educational and usually are not meant to be funding or tax recommendation. All such information is provided solely for comfort functions solely and all customers thereof ought to be guided accordingly. This can improve the liquidity and accessibility of tokenized belongings, opening up new opportunities for investment and commerce. Tokenization entails representing real-world assets on the blockchain, offering increased liquidity, accessibility, and effectivity.</p>
<h2>Polygon Bridge</h2>
<p>After the ready period, the corresponding variety of coins is released on the sidechain, where the person might entry and spend the cash. When transacting from a sidechain to the main chain, the process is reversed. Interoperability refers to the capacity of blockchains, which share the identical underlying architecture, to communicate with each other so as to facilitate data sharing. With interoperability, when data is delivered to another blockchain, a consumer on the opposite side might access it, and react successfully.</p>
<p>It also permits the cross-chain switch of belongings and data (as the protocols at present provide more design space for innovation). Users can also make the most of the advantages of other chains and entry new platforms. In addition, programmers and developers from various blockchain ecosystems can collaborate to create newer user-facing platform options. However, instead of connecting bodily areas, bridges in crypto connect two completely different blockchains. This connection is important as a outcome of, without a bridge, blockchains are siloed environments that cannot communicate with each other. This is because each community has its own set of rules, governance mechanisms, native belongings, and knowledge which may be incompatible with the other blockchains.</p>
<div style='text-align:center'><iframe width='563' height='310' src='https://www.youtube.com/embed/Kv0VhABzW8Y' frameborder='0' alt='Variants of Blockchain Bridges' allowfullscreen></iframe></div>
<p>Rather, they&#8217;re locked on the network through good contracts or other mechanisms. An equal amount of wrapped tokens are produced on the blockchain to which the property are “sent” . Once the consumer decides to say their belongings, the new tokens are destroyed while the unique ones are unlocked. We already mentioned that blockchain bridges enable interoperability between totally different networks, like Ethereum and Bitcoin, for instance.</p>
<h2>What Is Your Present Financial Priority?</h2>
<p>Relays function on a chain-to-chain foundation, without the participation of dispersed nodes, permitting a single contract to function a central client for different nodes on many chains. In this way, relays can validate the entire historical past of transactions in addition to certain central headers on demand. However, some relay options, corresponding to BTC Relay, necessitate a significant expenditure in order to run and supply operational security. Cross-chain know-how may help the DeFi ecosystem evolve and remodel by resolving the failings of centralized approaches (e.g., high prices, scalability, long transaction times). It could hasten the development and adoption of blockchain expertise, opening the path for model new monetary systems based on interoperability throughout present blockchain techniques. This kind of market structure necessitates the necessity for interoperability between these distinct networks.</p>
<p><a href="https://www.xcritical.in/blog/what-is-a-blockchain-bridge-and-how-it-works/"><br />
<figure><img 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nXnpjYVE2vmSwMmDgeQjQmTPNDc+fdxxj2Wqxtm9q+72y43OzYWeRxYiOGVHe2oDz4oBggOtgWtxCmucd+t5ZcfipcXPbPKwOVb5UVQFRFv81VAHmbk6k1JA10lQZcJaLWzyJUVTIyKmEOION75aBbF6PJP4ZwHH92bn/5UlWD6bH/bsL/BD/rnrQPR5H9ucD/hm/1UlWD6aw/b2F/gh/1z0S/+Y3/ifuo43f6B/wDyH2VU9lG7wxu0cJhnuUkmGcXOscYaaReozIjLfzroL0t9+pcKsGAwrGDvYzJK0RyMIQe6jiQrYorFXJy2NkUcCwNM+jri1i2zgWY2BkkjufpTQSwIPe7qPfW/emjsphjcNiLHJJhu6B5Z4ZHcg9DlmUjrY9DTZ7Oq2B2lrjxzRTvLaKRzdbgE9MlSW7u3Z8LKJsPLJFIpvnVjr5OD4XU81cEHmK6s7UkTbG7oxpULJHAMWtv3uSK64lFPEqVWVBf8gnUCuR8tdc7MgOD3TZZfCWwE+jaENjGfu1I4gkzILHW5pK+wcxw1uPRN2W8ubKx3u4SfNcg5avD0Lh/bOf8AgMn+0YaqVyVd3oZD+2U/8Bk/2jDVYrnfwHeCqbMd/qWeP2Wu+kVu/iJNs410gndWeGzJDIym2GgBsyqQbEEacxV6dgc0+A2NJLtUvHGjyPGs9+8TDZECoVfxAtIJMkR1sygDUCtU7XO3bH4HaGJwkMeDaOFowpkimZznhjlOYriUU+JyNFGlvbU7uFtnDbz4WWHHYdVmw2XxxFhl70PklgY3ZGBRgUYuNBfMGIGbMZHQMD2jCLZjM2W3Bum1L924l5xZHIX8eKqL0Ph/bdeX7Wn06epSHpan+3M2v7zh+f8A5dTno1bIbDbflw7HM0CYuEsNAxjdUzAa2DWva+l6tTtV332Jh8a0WPwazThYy0zYOGbwMt1u7nOQo5W05XqeSbDVYmgu7vBQwxY6LC5wb3uP0Wu+hPtXESQ4yORpHgieHuS5LBHZZO9RGN7DKImKDRc17DOb6f2PQIm9c6x2CLPtEKBwAHe6DyBuB7Kuntq3kk2Zsvvtmww5CVXOgVY8PHKPDOkSLke7FVGoAZ1JDC4rnX0UWJ21CSSSY8SSSbkkxMSSTqSTrc1HFeRk01rAgi3l++qmkIifDBe5BBv4nh+8Et6Zq/22P8Eg/lS1a/pusRszC2JH7fj4G3/6XFdKqr0yv+9j/BIP5UtWt6bY/tZhf4fH/suKpwH/AI/n9AgnOo8vuuW9z99cZgJVlws8qFSCULs0Mg5rJETkdWGnC44gggEdO+kpgYtqbAh2mqZZIo4MUl7ZljxHdpPETzAzBjbi0K1yLIK7D3+iOC3RWGYFZDg8NCUPrCWZ48ye1MzXtwyHpUlcwNkjc3W9vJR0Dy6ORrtLX81E+hZu9Hh8BidpSAZpXkTPzXDYcBmA6Zpc5a3HIn0a5p7T9/sTtTEPPiHfKWJigzHuoI7+BEQeHMBbM9rsbknhbq30WSMTu9LhkIzhsbh28mmDSqT/AIsy1x1spu4xERmQkQTxmaIgXIikBljKtpfwshVtORqCFt5ZCdQcvBTTm0MbRoRmrR7Ae3iTZQkhxPfYrDMoMUYcFoJAQPxZkOkTre6A2BVSALuTrB21Bi94cPisNG0EU+1MDKIny3R2xEBl9QlbNLnkFuGa3KulOyftA2PtbF/JINkpG3dPKXlwuDyKiFVN8hZtWdVGnE1UnbVg4Yt68JFh0iiRMVsoGOJFjVXM0Uh8KAAEqytw5ioQRjPdsbKfCQxveBFwt69PbZc8w2b3EU0uU43N3MckmW4wts2RTa9ja/Gx6Vyyd18d/wDS43/02I/Uruj0ku1+TYnyTu4I8R8p7++eRo8nc9za2VWvm708bWsOtU23phYn/wCgg/8AUSfzVQQl+AWb81LUNiMhxOsVy21JsKWtSbCrBCogpM1gaUNYmoingrGiiikTkUUUUIRRRRQhFFFFCF4te14te0gSnVFFFFKkRRRRQhFFFFCF6KyFeCs1FOCaVktdAeir24rsrNg8ZmODlcyJKoLthpWADXQXZoZLAkICVa7BWztagFFKgU8xhwsUjJSw3C7T2l2N7s7Qc4rD4tIldszphMZAIcx1b8XIr9yeqLkA+iKT3u7V9k7BwLYLYphnnObL3L9/GkrDK0+JxF2ErrYfiwxbwqngUacZhBzApZRQ2mv7xJHJPdWAXLWgHmre9E3bMUG2UmxM0cS9ziM02IlVFLuvzpJGALMb8Tcm9OvS52vDidrmXDyxTx/JYF7yGRJUzAyXXOhK3FxcXvqKp1BSqirjYBvMfkqjqg7rd9brq70Xe0nCy7Om2XtOaCNYlaNDiZUjSbCzBgYs0jAExEstgdEaMD1TXOe+uxUwuKmgjljxEcbkRTxSJKksR8UbZ4yVzZSAwB0YMOVQaLSyCp4acMeXA68FDNUmRgaRpxV4+httqDDY7EPiJocOrYQqGnlSJS3fRNlDSMATYE2GuhrVPSFx0c22MbLC6Sxu8JWSJ1kRrYaBTldSVazAg2PEEcqr9VpZBViOlAlMt9RZQPqiYhFbQ3U52fyqmOwbuVVUxmFZmYhVVVnjZmZjYKqgEknQAGrt9MzeHDYr8H/Jp4MRk+V5+4mjlyZvk2XN3bHLmyta/HKelc8gVmq0+SAOlbJfS/zULaotidFbW2fggClFFCilFWpSVTLlufYXi0i2rgpJXSNElYtJIwRFHdSC7MxCgXIGp5it59LjbMGJxmGbDzQzquGKs0MqSqG71zYlGIBsb2NUuq0oq1TfCDKJb6CylFYWwGG2RN7/AL4Iw8jKyspKspDKwNirKcysDyIIBBrqfdftK2btnCDCbV7qKUWzd63dRvIoyiaCa4ETm58BZSMzKM63vy2FpQJTKiFstrmxGhCZS17qcmwBB1B0K6i2f2V7AwbjETYlZVU5lTE4qExXGo8CKhl/MbMD0NV96Q/a0u0MuFwuYYZGDvIQVOIcerZTYiJOIDas1jYZRenxHWWSoGU1nY3uLiNLqWfamKMxxMDAdbanzSGWre9FDa0OH2hM+IligQ4ORQ80iRKWM+HYKGcgFrKTbjYHpVUZK8MdWJWiRhaeKpU1SYZBIM7LqDfbcjYOOxMuKl2lGskxUsI8dgwgyxpEMoZWI0QHUnW9O9k7ybD2Dh5BhJkxEkliRFMuImmdQQiu8f4uNVueOVRdiASdeUilYlKq9jxANc8kclpjbAa4vZG0OPHxVq+j5vKn4akxeLlih75MVI7yOscYeVlfKGcgcSQBe9hUV6Te0Yp9qyyQyRzIYoAHidZEJCWIDIStwdDrVeMtJstW2wgS7wcrWVftzjDuiOOK66X9Hvf7Cz7Nl2btKWGMRIYVOIlSMS4WQEBFaRgC0WqaaqvdVXnYikGz9vBZMThzDEMQq4rvo+4kRoj3bd7m7u7Ai6htGzLxFVOy0my0gpAMdjk7h91ZG0XER3AuzQ8xyKs/0sNqw4jaZkglinT5LCueGRZUzAy3GZCRcXGl76iuiO02TY21YI8Pido4VUjlWYdzjsKrZ1jeIAli4y2kbSwNwNevEhFJstK+hDmsAcRh0Klj2iWue4tBxahdWbF3a3W2awxJxUGJeI50z4pMUysNQywYcWZgdQSjWOosQCKh9IntcO1pEihVo8JAxZFb15pLFe9kAuFspKolyQGYk3bKtXkUm4pzKENdjc4uPC/BOkri9mBrQ0cbcVYno+9qbbIxLZw0mGnyidF9ZSt8ksYJALLcgrcZlPG6rV77x7k7u7cc4tMUkcrgNIcPiI4ZGJ5zYeZSUc82KKx5k2rj1hSLrUE9GHOxtJB6KanrS1mBwDh1XY0G8OwN2YJRhHTE4lxYpHMs+IlZfUWWRLph4wTc6KOJCs2h5c2TvG+J2zh8binUNJtLCzyuSFjjUYmInVjZYoo1CgsdFQXOl61ZhSTioW0oZe5uTxKlfWF5FhYDgu5u2LA7B2z3HyramGT5N3uTuNoYNb993ebNnz3t3S2tbiePKvD2K7rf+Lj/APJ4D+arlZxSTCq3ZS0WDirJqw83LAnu9+DjixWJigbvIYsRPHDJmV+8iSVkjfOngfOgVsy6G9xoah2pZhSbCnEKEG6RYViaUakzUJUgWBor015TE9FFFFCEUUUUIRRRRQheLXtYodKypAlOqKKKs3sa7E8dtgNLD3cOHRihxE2azOBcrEigtIVuMx8Ki9s1wQGSStjbiebBKxjnmzVWVexoSQACSSFAAJLMTYBQNSSSAANSTXWO7vod2lU4rHiSEaukGHMUrG4sod5JFVTrdspPIDW4uTc/sV2PsyVMZDAY5IyUWaaaaXK0hEQYLJI0aMb5Q6qpAc6gE1TO0Yz7lyrLaN382S5L3O9GvbGLXP3UOFUgMvyqbIzBr2tHEsrqdNVlCEdKz3u9GjbGFQyCKLFKLkjCS95IABcnupEjkc6erEHY9ONd94DBZCfFcMdFsABxNhbjzP8Ayp3EwJPl5Ea69R9Y+68TaioJvlblZWOyx2XybMJBIIIIJBBFiCNCCDqCDpY1mqV1t6W/YtiMRi0x2zsK0veRv8rERjB7yMjJKIy4eR5UYg5AT+KW4uTflifCMjFHVkZSVZHUq6sDYqysAysDoQQCDWzDZ4usioaY3EH1TNUrMJTgR1kI6tCNVjIkVFKKKU7uvQlStYmF69QUsgpNRS6Cp2BQuKltz9nrNisNC98s2JghfKbNkllSNspIIDWY2NjrXVe8HYBsHCZflOLnw+e+Tv8AFwRZ8ts2XPCM1swvbhcVzD2cD+2GB/h2E/2iOurfS73KxmPXBDBwNP3TYgyZWQZQ4hC3zuvHK3C/Cq1S9wlY3FhBvcq9SMaYXuw4iLWC10dlO7H/AImP/wAhhf5uqn3E2Ds6Xa0mDxDy/JnxE0GGnilQarKyYdncoyukyALmUDxMh0BNsF7E9sf/AEMv8eD+drQstXII7hwEpd5jLrkqVRLYtLog3Pkc+matn0h+ygbKkieAyPhphlDSEM6TrcsjFVUWZfGul9JB83VP0euy4bVmkMxkTDQL43jIVnlceCNGZWGgu7GxsMo0zg1dnZntmPeLY8uDxTftiJVjkc2L5wM2HxSjqSvi4XZZB6rC62+W0Y929jR4aAqcTIrJG3AvOwBnxJBucsdwQDcD8Sh0qgayUM3P/sva/Tn++KuGihx9o/8AXa9uvL98Fz92p7AwWH2gMHgjM6RukU0kkiuTKXAdY8qKAIx4STfx5h83W89udg+xcMA2IxM8CscqtNioYwzWvYF4gCbC9q5g2KSZoiSSTNGSTqSS4JJJ1JJ1vXT3ppf9kwn8Jb/UvT6nGHxxhxzvcqpSmJ0U0xYDa1hwCZRdg2ysUjfIMc7uo9ZZoMTGpPDvERFb4OtUZvFulLg8Z8jxAsyyIpKnwujkZXjJGqsp0uNDcEAgito9GaGU7Xw5hzWUSmYrfKITGwPeW0yl8lgfnZOYFbx6VGQ7UwVrZxFFn/N+UN3d/fn+NRiR8cu7Lrgi/goZmRTUu/awNIcBloRl+VE+kD2WYXZkMEmHadmlmKN3rqwyhC+gWNbG4qnVSunvTGH7Vwn8Ib/VNXNCpS0kpdGC4qjtuNkNSWsFhYZeSTCVY/YL2eJtPESrMZFhhiDMYyFbvHbLGt2VhYhZGOnzRWgBa6g7G4BszYcuNceOVJMVY8xbu8Ol+j2Vh5ymkqpi1nd1OSj2RA2efv8AutBcfAKvO3rskh2dDFPhWmZTIYpRKyvYsuaNgVRco8Lqb3uWThzppkrq7cuQ7Y2A8DnPMqPAWJue+hIlgYnjcjuiTzu1cssn/LmPKm0sriC12oKfteGNjmSxCzXtuOh4/ZW/vl2VYWDYke0UaczPBg5CGdTFmxBhD2URhrDvGsM2mnGsewPsowm08LNNiGnVo8Q0S906KMoiikBIaNrm7nnbhpVgdpY/6rQ/wXZn8rDV56H4/aOI/hrf7Ph6gM79043zxLXjpITWxswixjuR1zzXOHaBupLgMVJhpdShuj2sJYm9SRfJgNRc2YMvFTW2ej52f4fac88eJMqrFErr3TKhuXy65ka4t7Kt/fbZcW8Wy48XhgBioQSEBBYOADNhmOlw2jITbUxnQO1ah6G6WxeLBuCMOgIOhBEtiCORHC1WDVOdA46OGqrx0LGVjBrG7NvUWOXkq5x+5sK7bGzgZO5+WR4e5Yd7kYqCc2W2bU65fdVzbf7Dth4YqMTi5YC4JUTYuCMsFsCVzxC9ri9uoqv9rD/rSP8A7nD/ACo6sL0rdyMZjpcIcJA04jScOVZBlLNEVBzuvHKeHSh8ri9jcZALcyrdPCwRyuEYcQ8gC18rqIPZZu1/4kP/AMhhf5uqo7Hdy8PtDajYORpO5tiCrROociM+A5irKQRroNawxHY7tVQWOCkAUEk54dABcn916VO+iR/3xH/B8R/JWrVyyJ7myF2XMZKFpxzRtdEG58iL+qsna3YfsCB+7nxrwuADklxuGjex4HK8YNjyNqid5/RnglhMuy8WZTYlVmaOWOT8lZ4VUJ5Eq46241pHpej+3En8Hw/8lqivRu3ukwe08OiswixcqYeWO5yMZSIony8M6SMpDccuYcGNRsjn3IlbIb2vY6eCtOlp98YXRi17XGqrbbGz5IZHhlRo5I2KOjCzKymxB+8XBGoJBqPcV0P6bmwUjxuGxKgA4qF1ksPWfDlFDnqxjlRPZGvSufCtXoZN9GH81Sni3MhZyTZxSRSnohrIQUpiJTN6Ao1oqwaGpXuKTaCo3QJROol4qRaOpZ4abyRVWfCp2zKMdKQdKkZI6byR1UfGrLJEyIrGnDpSLLUBFlO1yxooNFNT0UUUUIRRRRQhfRrGdl+zMVh41mwOFbNEgzrCsUouguVliCSqfMMK5W9JLsIOyl+WYVmlwZYK4kIMmFZzZMzAAPCzEIHIDKxUNmzBq7Z2HfuYr2/c4+H5gpbDE21zcQL3uTe2oK62ueJAIAJNhXGU9dLA+4NxyP7kt6WBsgsV8rRIL2uL9L610h6MvpAw7MwwwGNikMKyO8M8ChmQSsZXWaMspZQ5Zg6Fm8WXLpeuttqbv4d0EEmFXExyNZ1dY5Y0Ugku4nf1bgJaMM9yLLYErTu2/RK2dLO8kc2Kw0TWKwQmNgjfOytNG7BCeCHNl11tZV3GVUVW3DI0hUuzviN2H1UhtX0qdkIAYziZ7kCyYdkyAnxMzTMlwBrZAzHQAVde7+2YcTCk2GkSeNwCskbhwRz1vow5qbEHQ2rmbej0PowhOCxsgcC4XFxoyt5GSEIU5eLu39lc4bwbCxezMTJh5hJhplsGyOVzodUZXQjvI2GoN+oNiCBchootGFRSVUkWbxl0X0T3p34wOCKJisTBhma+RZZAGIGma2pC/lEW1tretfftz2MJEiOOhLPpmAcxLpfxzBO6QebMK+efMk6km5J1JJ4kniT5mlkq8ygB1Kpv2q4aNX0oxm/+z0TvWxuDCWvm+UREHpls+pPQAk1w76RW9OH2jtOXE4VbRZI485XIZ2jBBlKkBhcEIM3iyopIF7CvktS6VdpqBsZve6pVe0XTNw2sm4hrIQ08RaVWKtIQLMMyj+6o7qpAw1j3NO3CBMmBjr1RTxoqTMdJu7Jwkupvs4H7fwP8Nwn+0R1156UPaLi9lrhDhDGO/acP3kef9zERW2ot67fVXH25WLWLF4WWQ5UixWHkdrE5UjmR3NlBY2UE2UEm2gNdab7dpG7G0RGMZKZu6zGO+H2imXPlDfucK3vlXjfhWbWMO9Y4sLgL3AF1rUL/AOC9ocGkkWJNlT3/AEjtrfTw/wD6cfrVUd+fvrpgYvczp/7e1f1aq3cT8Fja0kuJlEWAhxEsuHTusRL3yiUnDIVWJ5BGFyu3e2JChSDma1mCRjQ4tjc3L4bX6BVKqKRxaHytdc297TqVenYXu1HsTZcu0sYMkssYlcHR44dO4gUHhLI7AkaeJ0U+penXa3sGPb+yYsdhBeaJDLEvzyNBiMM1tC4K2H5aAA2Ymqr9JbtWj2i0WHwblsLHaRnyvH30xuAMkiq+SJeFwLszaeFTWHo1dp6bOkkgxTlcLNd8wV37mZRbMFjVnKyqAhsDYrGdBmNUDTy27R/Pe9unL94K12uAO7Llu7Wv15+vzVW7C/dov8LH/LWu2u2fezCYGKJ8ZhzileUoiiOKTKwQsWtMwA0BFxrXLnapiMA20RicBN3kMsizSL3U0fcyZwZLLLEhZH/dBkvYlxYDLff/AElu0LA7Qw+HTCTGVo5y7jupo7KY2W95Y0B1IFgSadUt3z4yQbZ36KnSzilinAc24tbMG/hzUzL6QeDhjZcFgWRjwDCGCO/VhCXLW420v1HGqWxu3JsZjRiZ2zSSTRk2FlADKFVB81VUAAeVySSSdfRafbJcLJGx0CyIxPGwDAk2GvDpT2wMjvhCxanaU1QWiQ5A6CwC6R9MEftbC/whv9U1c2Ba6m3u7QdgY5VTFSmVUbMoMONWzEZb+CJSdDbWtc+UbqdP8zaX6tUYJCxmEtPotXatGyqnMjJowMtXDgFR+6+x2xWIhw6XvNIkdx80MfE3sVbt7q697SNh4WfCrgZsQuEj/FkASRIzJDbKoEuhQMFOg4qK597Fts4DC7QmxOIk7qOMSjCjuppCe8cqGGSN2XLDdfHYnvPI1FduG9iY/HvLE2aFESKElWXMqjOzZXAYXkd+IBsBT5GOkkAGQGd+qr0M8VJSPcbOc84cN/5RflnbXxyXQvZFuzg8AZI8NjBiO/ynumlhYhow3iRY7G5U68dFHSue+3jd/wCSbSnUCyTH5RH+bNcsPICUSKB0ArVd0t5Bg8Xh5wSWilVyiAu7INJFCqCfFGXX31sva72tYfbMyLhoJIjhnMZknISR4ZCAXOHClwiMM4u2YqX8IOlR/wCzJdx11Vwwu2jQ4Y4sJae6OBB1sTbmfRXP2kj/AKrw/wAF2b/Kw1Hohj9o4j+GN/qIKqjGdq8+MwR2J8jjWaFMPEsoxYKSrhckl1DwrleQReFWYLc+tpatk9GztPwWChxGExrvhsR3/f8AcvDK7GFoYVEitAkkbJcEXDG3O1Ql4MZaDmTey0ezyR1kcrxZojsTlYHNaZ2Gb+HZuJBcn5PNlSdeOX6EoH0oyTe3FSwsTlt03u5uZHBtCfHQFe7xkC51Xh32cP3iEaFZVOY2+cCdc+nFYXSr37Be2CHDQHC4+QokVvk8uSSTwHjEwjR2GTipItlJXTKt7dVESMTPAjmsbYW0WAiKYiwN2k8DxF+AP7qtT2sP+tI/+5w/yo6tL0lO0fF7Nkwq4UxgTJMXzxh9UaMLbUW9Y1TO0t5cOdvDGh/2v8ujm7zI/wC5qUJbu8veaWPhy38quLfTfrdvHlGxcnfGIMEJhx6ZQ5Bb9ziW9yo434Usje8wlpIDcxZXqSYGOZrJGtJeSCSBldVBi/SA2oysheCzKVP4gcGFj87pWPokr/beP+Dz/wAla384nc/p/wC3tP8AVqtuxPebCYHa7YiV+6wwGJVGySv4XNohlVGl1W3EXHOrQLXRPaxhGXK10zvsnjdLK12fB17ePJL+l1/3xJ/B8P8AyWrXPR+3cfF7VwioCVgmjxUrAaIkDiUZjyzuqxjqW9tXzvTvjurjJjPiWEspCqXbD7QFwuiiyxBdPZTDaHblsnZ8LRbIwwdm1GWE4eHNwDTM4WaQjplJIFsy8aI55dyImRuva1yLBWJKeLfmZ8jbXvYG5Wtem9tRXxWEw4N2ghlkfy+UOgUHztBe3Rh1rnwRVMbe2rLip5MRO2eWZs7twubAAAclVQFA5BQOVN0hraoqQxxNZyWRWVe9lc/mmiQUosFPo4aVEVaDaZZ7p1HfJ6TbD1Jtam8r0OgAQ2QlRssFNJoKk5XprKwqjLCFaY9yi5YaaSxVLSU1lWsyWJXY5ComRKbulScsdNJErPkYr0ciZMtJkU5dKRZarkK01ywooopqeiiiihC+pWxj+Ki/wUf8gVJ4eL53lw+vh1r5wbj9su1cC2aLFyyg2zRYpmxUbWFhpKS6W0/cnQ6AEkaVZf8A0t9qZbdxgA1rZu7nt7cvyn9Ncu7Y02LIghbHbo7ZrtWTEqgzOyIpKDMzBL5yERbtpdnbKBzJAHGn9gNefCvmRv32jY/aQVcbiHmRNViskcQNrZjHGqqz8fG4ZhdrEA2qT3d7X9rYVBHDj8QqDgshScKOQX5QkmVRyUWA6VtU+zjG3XNVHbQbfQr6H7SxyqMrEH28TbnwtobG/Ii9cTel5vhBjMfGsBWT5NEYpJVIIZy5fuww9YRcyCQGdxxBrQd4e0vamNHdTYvEShtDGpWJXvyZYVRWXqGBFYbH3dVbGSzH6PzR7fpH6vbxrd2bsmWZ/d9eA/eSqzzmYYQMlBYHBPJ6qkjrwX4nSpnDbun5zAeSi/1m32VsQFFdlT7EhYO/dx9B8lXFO3iopNhIObH3j7q9bZKflfH+ipJjSLtVp9JA0ZNCfuI+QUc+zrcGPvH3Vh3ZH9FPnakHaqEkMY0FlDJs+J+mSxQUp3VIF7U7w0oNRsDXZLEq6KSDvajmPumzw0g8VSzx03lipHwKmyVRbJWSU4kjpG1VS2xVoOuFktKLSa0qlMKY5KJS6UilLpULioHFKxil0FJIKXjqu9VXlLRinCCkoxS61WeVWcUUUVEb17ZGHjLcXbRFGpLHTQc9SNOZqMkAXKfBA+eQRsFyckrjduQxv3bPZiNAFL/ELqKQTZ82K0RXdb3ByMmU9Vk1tb3EVPdkvZuwHyrGsTI+ohvwH/mkcfzBpVx7Jw6CwygKOAGmnlauVr9puc4hpyXsGxvZiGmYHEd62buPlyCp7A9muPZldHzuOTcxa2p4Xtbl58aV3k3Kx0iqHBEijKHGrDUEgWOqmw05Gr1WyH8WxHl/TTzDYnnrf3Csk1r7rfOzo7ZXXHO+2ysdBKZs7KxFmtcC63ObUaXLE24g35WpiN7JXME3DEYYylCSR3kRYO8N+Y/GOVve1j1rsfePY0WIUq6KdOa/b1rnztC7Me7OaIaAk5Rf4DrwHGrUNdfJyoT0LmaaJ/snbWGxKWciOQC+cWGZTYgOvBmFyL6EgU12lgyhtcMDwZdVYeX6QdRVa/gVlGX8YCBb9zJsParFrDyB51O7H2uyAIzMy2HEMc1tDYkaMB5A6eZrXoq9zDYm7fouX2tsKGpaXxjC/mMgfH8687qekFN5BTzERkcQRcA2PRhmH1GmsldTG64uF57hLXFp1CbOKRcU4cUg9WWqwwpBxRGlZEUvClWohcqRzrBZwR08jirGFKVke1bMUYAVN7rlYsbUhJLfQa/bSmGgaQ2X3k8B/XpWxYDALHw1PNjx/oHlVuKEydAt3Y/s/NXd491vxH7Dj9FCYbYztq3gHnqfh95qRg2FGON29p/QLVKUVdbSxt4X8V39J7PUVOPcxHm7P5afJMxsyIfvae9QftrGTZkR/e4/4ij7BTwmsGNSbpnIei1BSQgWDG+gUPi93YW+aVPVWI+o3H1VBbS3UYaxsG/Jbwn48D77VuLGsGNVJ9m08ozbbqMlTn2PSy6sA6jL6ZfJVXjIGU5WBU9CLf8AMeYpnIlWptHBpIMri45dR5g8Qa0TeDYjQ6jxIeDcx5N9/A+XCuU2lsaSAY25t+Y8fyuZr9jSUvfZm35jx/P0WuyJTeRafSLTaQVzj2rOY5M3FY0tIKRNQEK00oooopE5EdLxikY6XSlamSFKLWcSFiFUEkmwHU0kWrb9y9m2XvW4t6vkvX2t9ntrToKN1TKGDTieQUbW3Kkdg7JEK9XI8TfoHkPr+FpKiivQYYWRMDGCwCsgWRXjGvSaRc057rJV47Ui7V67Ui7VQlkTgF45pB2rItfQanoONO8LsLESepBM3mI3y/xiAv11lzzBupTZJo4hd7gPEgfVRjtSYlINxT7bux5sOVWZDGWXMoJU3F7X8JNtetRTtWa+cHNpTo3xzMxMIc08RmD5jVbBgMSHHnzFKypWtYTFFGDD3jqK2dXBFxwIvWtR1QnZY6j9uuT2lRdmku33Tp06JjMlM5RUjMKYzimzNUMTkmtKpSS0qlUypXJZKXSkEpZKgcq704jpwlN46Xjqu9VXpzHSwpGOlhVZyrO1WMsgUFibAAkk8ABqSfYKOzbYDYmUY6YWT/8ASxHko0EzA/OYeqOQJPMVG4+aJ5Y4JXCRXDzseBQEFIdOJlawI+gG61dO78sUigxMjKBYZCLC2lrDhWDtesLBgHmvSfYnYwt2qQZnJo6c/NPsJh6exrSkUWlKpFXGPluV6cG2WUcx/qKySa1YZKTcVGDdKQpCLaOXlmHS9j7j/QajsbGrkkjQ+8ik2a1NsRNVtgyVV9rqL2hsyIeqBzv59OVJYvZuDdbyRBmFrMLB0I4FWAF16qwIPlS2MbStN3mxJUE3t939HGpmOzsqs0DcN0pt6CCbQOqMost9BYHoLD3X0rScVHlJB5fD3VrG2N4XzMG8XPjZtNLgjUka8b86j8HvEQ4JYleBvzU8D5MvH2BhXU7Kq3MIY43B+S4fbuyWVLd5ELPHL+boevJbY9IvSzGkXrq2rhGrBBTuBabwinsVaFME2QpTNasIITI2Ue89B1pLESVsexcHkTX1m1P6B7vtvW3Tx7w24LW2Dsnt09ne6M3fjz/Kc4XDhAFXgPiT1PnStFFa4Fsl60xjWNDWiwGQCK8Jp/sPZE2JkEUEbSufmqOA6sfVRfymIHnW77Z7FdoRRd4BFMQLtFE7NIBxNgyKHI6KSTyBqpPX08DwyR4BPAn9t5pHSNabEqtWNYE1nMpUlWBUqbFWBBBHEEHUEdDSJNWwbp68Y1gxr1jSbGlQvGNJTKCCCAQRYg6gg9ayY1gxpCLoIutB3l2T3LXGqN6p6HjlP6DzHsNQcgqztpYUSIUbgRx6HkR5iq2xkJVip4qSD7v0c64HbmzhTSYmDuu+R5fhcVtbZ/Z5MTPdPyPL8f0TCQU3anUlNnrnHKkwrGhRcgDUngBqT7BxNXF6N/Yq+13aectFgoWysy6SYiQDMYoifVVQQXksbXCqCxJTtPcvcvCYBMmDw8MC8yiDvGIAALym8khsOLkk6a9cir2pHAcIFytCGjc8XOQXzLipwtN4qXrWaqD9U52Zhe8kVPpHX2DVvqBqykUAWGgGgHQCtO3Bgu7v9FQo/wAY3+xfrrcq7j2epwyAycXH5DL63T2CwRQTRUzupsjvnu37mh1/KPEL+k+XtFbkkgY3EUrnYRdYYDdySRQ/hUHUXve3WwHA+2n8G56/OkP+KoH1kn7K3bJTXFyRr6zIv5zBftNYMtXK/ouK2hVbULjunWHINH1sSoTDboYccc7+17fyQtS2E2Bhl4Qxn84Z/wCWWqNxW8OHT99U/m5n/kg1Hzb9QrwEjexQB/nMPsrPlZI7VxXNzUu26g2JlPmQPsFvmDyroqqv5qhfsArzbG2kgjaWQ+FRy4seAVfMnSq1xHaOR6kXvZ/0Bf01qu9O88uKyh8qqmoRLgXOmY3JJa2l+Qvpqb5clGL5p1D7EVk8zTVDCy+ZxAkjkLE5nTomm8m2HxMrTSHVuA5Io9VF8gPibniTUS7Vk7Ug7USPAFgvXoYWRMEbBYAWAHABeOamt3MVdSp+bw9h+4/bUA7U42JNaQedx+kfWKZRVW6qGngcj5qvtKnEtO4csx5f0WzTGmM9OpWppKa6aY3XIxBYLSqUitKLVIqZyXQ0ulN0NLIahcFA4JwhpxGaaqaeYKBnNkVnPRFLH4KDVd+WqruaTkEtGaVaQAEnQAEk9ABc1K4Dc/GP6uGn9rIYx/7mWoHtP2PPhoUjlUK2JlECqJI5HsfE5yRuzAZRlNx84VnyVMQ/mF+VwpafZk88rWBjrEgXsbW5rcez/dePuC06LJJifxkgcXyq4ukevDKhUG3OmuL3ZbZ8wxGEuIr2eMEnKOOo5r58tK1PC9o8zYpYDG1nlWKNYSBKWJAHhkXKRqBYlfutnZOLbg9+OQ50McitwyyIeF+RGhri6ovLi46Fe6wCAMEbMi0D5LcNnTZ0VrcReniLUfsk8AOA0t0p5tFvCwGhsbe3lWG8d6y0gck4mhA4lV9rAfaRSbYQnz8xqPiKrbb+6sstxdTdrlmbXy08tdNOJqMwPZbiQwaLErCb8Q8gPt8Iyn2VOIG81XdM4cFZuKgtUdiaihgdqYdQXkixqDiAMkgHOx4H32pfFbSV1uuh5qfWU9CKmAwhMBxFMdqYwDSq43+2hoLefv6j9FbXtPE8arDtAxNwddARfyuLC/le1OiOJ9kyr7sRWk7ek4nja548A1rj22PDqDWuJJ4ivI3A8jrb43I99S28M4uPNFPxAYfEca1xn1regBC54mwurX3SxOeBDxI8J/xf6LVIvUB2ft+I/wAdv0VOua7eE4mg9AvNq9gbVSAcylIadA0zgpw50rVp9FnPGacbJhzyAch4j7uH12ra6gt0o/XbzC/DU/aKna6ShZaO/Nen+y9KIqMO4uJP2H0v5oq1ey7sffFomIxD91A4zIqayyryNyMsaHkfESOQuDVVV2DuDMV2ZhWHFcFEw6XEINY/tLtCakgbuTYuNr+XBbNXK5jRh4pPEYnAbIgt+Lw6clF2llYeWskrcPEb25kCtR2F284SSXJLHLh0Jssr5WXy7wJcpfqM4HMga1zptfakmIczTO0kj6s7G562HJVF9FFgOQpixqtB7JwlhNQ5znnV19D05+J9AmNom27xuV2BvpuFgtpoJGAzsoKYmErmItp4hdZU8mv5W41zR2m7iTbNlVJSsiSZjFKlwHC2zBlOqOt1utyLEWJ1ttHo1bfmjx6YYO3czLLmiJJQMqNKHUcFa62JFrg63sLbR6W+OQrhYg6mRXkdowwLqpVQrMo1AJ0BPGx6VV2f2rZ+0G0RfiYRfwFj6ZjMXsmRY4pRHe4XP5NJk1sW525eLx5Iw0RcDRpGISJT0LtYFvyVu3lbWm2+G6eKwL5MTE0d/VfRo3/MkW6k88t8w5gV14q4d5usbcXw3F/RXsbb4b5qCJrBjXpNJk1YTl4TWnb84WzLIPneE+0cPiNP8WtuJqG3uizQt+SQw9xsfqJrM2xTiakeOIGIeWf0uFQ2nCJadw5ZjyWXYb2ZybZxZgVjHFEnezyC2YJmCKkea697IxIUsCoCuxvlCt14nZDsTZ8AD4GCS5VO9xEJxjl30Gd5A2XM2mndpdlAy3ArmD0WO02LZOOc4m4w+KjWKWRVLNCyNnikIW5MYzOrBQT4wR6pB7jwu2osSiSYaWKeNrt3kTrIpAAIsyMbG5W418JI514ntiSRrhrbosCgYzBcarX+y1UXCiJIcPh1id17vCKVwxJYyF4QVHhkLF9L2JIu1rnZYoQCWA1c+IjmQMtz10AW/TLyFNYMXH3nd507wrm7vMO8KA2zCMnNlBcDNawJA6AYnCSCbvA4ZCuVkKqDoWZSHUBjYtazXAFzxJvzj83ErTGQXy7ipW9Ix0peu+auaeM1unZ+v4tz1kt8FB/TWyVrnZ834px/5h+tVrYmNej7It2SPw+6kGi8Y08wO1J1XJEz2BJsi3Nz5hSaj3anuwtuNATbxKfWU8/MHkfqqaZ4KkY1pNnHJLtgMZJxExv9Nio+DsKyh3Knbj3a+1rn/NB+2t42RtVJlzIfaDoynow5fZ0p8Gqk9pOivOoHBt2HJaRB2fH58oHkqX+ssPsp/h9wIB6zSt/jBR9S3+utokmCi7EDzJA+2o/E7yYZPWmj9gYMfgtzVORltSsmppp9A4jwTaHc/DLwiB/OLN/KJFJ7W3UhkTJ3ap9FkVUZT1BA19huDTfFdoGFXgXf8yM//PKKiMZ2np8yFz+e4X+SGqi+SJupC5yo2PVveHte+40OI/crSt6d3pcM3jF0J8MgHhPkfot5H3E1AOa3TbXaJLKjJ3UIVgVOYM5sdOZC3HEXHGtGZqw6p7L9wrp6DtG7tUAYhxHHqRwPhl4Lx2owr2dT0ZftFJMaX2XhmkljjQFnkkjjRRqzu7hEVRzZmIUDqazQ/vg9VceLtI6LZ5Gpu7VvuK7Nnw4vtDE4bAG1+5djPiiOREEAbwnhmL6EEcQQG27Y2b8oghCzYnPMI2mnPcQjO2SNliidnKgkEiRxfX1RXUybRjLSWXdb4Rl65A+RXJx0TwQHWHiftr8lpmHjLEKoLMeCqCWPsA1NbVgez/GsvePCYI+cmKZcOo8z3pVvgppfbW++LiaSCPucGI3eJ48JCkQujFGu9mlJuCL56y3UxzYjD7Rhld5GbDpilaRy5zYSQMwBYkkmORvgelVppqjBjAaBlzcbEgX/AJRkDfipWQw4sJJJz5DMC9uJ6cFgN38LGbT46MkC+XCRNiAfyRKSiA872I0NTO2cLs/CrAwgxGKGIhEytNiBCqgsyFSsKEllK6jNbXiarpTW37WGfZuEkHGGfE4ZvPPkxUfuAL6e2o6iFwczE9xBNiAcPAke7Y6jmo2SNLXYWNBAuMr8R8VxoeSl93d8EE8KrhMFEhliVj3PeS5GdVb8bKzEHKTqAKy3t3vxqTzw/KJUWOaRAsdorKrlVF4gp4W51oKtzHEaj2itw7Vv+3SuOEywzj2Swo5/zs1QOpImzgYQbtOueYI535qF1TKYHWcRZw0yyIPK3JSG520ZJUxySSSSXwEz/jHZ9Ymjl+cTyB+Fapujscz44y28GDi8PQ4iXgPasfi8vBU52ZSj5TkJsJYMTETp86B+umpAqwN2931ghWMam+eRvpSNbMfYAAo/JUVlbVlFOHtGWLD9wfoF0nslQuqZWznRmIeZII+RK17st3eTD444zFRNOy5hFlMRyhmBLAS694AAAwYEa9a3/tC2gkxzxRSC2guqBip1IbI5Hh4g9bacaRjCrWGXOfKuZdUueLHRehtpWsfiGqfbucMxpLH4i7aczYVmzWFhUfiwSDyuCL8wTpcX0v7apNaHPuVbeSGqvt8u0mOB8t8ovbORfMRxyrcXX8q9qnNk75SDKGVszAMsbo0Mjra94g5Mc2mv4tzyrVNl9mUbY1H2gTicIO8L5Fk73xAhfCjBhkJDXTMPDYrrVwb47R2ZNhpIZJIWXIFhLsYZIivqtZ1RkkUcCtrEVoNgiczM5qg6ombJ3RcL3YW31kUMp06agg9COII6VBbyYZWkaRRY28VuB6X8xrVednm2WMskferKRoWVlIlA0WUZdCzLowA0KjrW8Yucke2qDm4CWrQFngOC0/bHA1UW/wBNYHzBB+wVcO3ToapbtGawI6/o1p1IP4wCrbQ/2lo+KxJbLfkoX4afZTaQfbSd6VY3APs+6umaFzBdcK9eyTZmDGzBNivlAZsZLCpw7RnwrFFJmZJBawLW0YHUVMz7Awj27jHR3Y2CYqGTD5dC3jlHeRW0tmuBcqOdaxsfD93gMGl9XWfEkaWXvZe5TUa3KYdWsTpflfVXZmDM0scQ0MsiRg9C7BL+6966SCBzWYt44a8iMvEHlwIXF7RlY6qc0MBzA43v5EfO62XFdneOjGYQNMmhD4cicEHgQIyXykaglRca8K1zGIVJVgVYcVYFWHtB1Hvqc382634QxEsDvHlk7pGjcoQkIEC5WQg2slxY862rcvfLE4oypjWjxcGHws+IcYmKORwIk8ASUp3oZpGQasdL1bgqamOESvDSLAkC7SL8P5gTw1CqSU8DpSxpIztwI8eBHzWsbpj8V7Xb7AKl6Z7Jx0cqloohAAxBjV2dc1gSyl7soNx4bkC1Oya72idihabWy0/svTNkACjjA+ELxjXYO4kZbZeGUalsDEAPMwgCuPGNXt2PdsMMcMWExl4u6URxzjWMovhQSW8SECy5rFTa5K1g+1VHNPA0xNvhNyBra3LipayNzmjDwVCMhXwsCrL4WUixVhoQQdQQdCDwrBjXXW/nZxg9pL3uiSst0xMNjmHIuAcky+Z1twYVWWwfR6mMv7ZniEIPGDMZZB0tIgWK453k6W50+l9qaSSMukOFw1aftbX5JzKxhFzkqp3JGLOIX5CJDPZgpiALKrqY2Yk+GMWYjOxAW/EG1XZuD2EDN3+0nMzk5jCrMVLcbzTE55SeYWwve7ODVif2v2Nh/wB7w0fvaWZgPfLM9vbYdAKo7tH7dp8ReLBhsLEdO8NvlDjyIusI/MJb8ocKzHV9btR5FGzA3QvORtyv9m3I5qHeyTH+GLDmrn3u7Qdn7LVYWKgqAFw2GRSyLyugKpEvTMVvyvS+7e9eA2tE0amOYEfjMNMo7wDq0TXuAeDrcX4G9cXSuSSSSSSSSTcknUkk6kk8zXuFxTRsrxsyOhuroxVlPVWUgg+ypz7IRbvuyO3muLhfw1+d07sItkTfmr87SvR/9aXZzdScLK31Qysfgsv8ccK59xUTIzIwKsrFWVhZlZSVZWB1BBBBB5iuyOwDeeXG7PWWc55EkeFnsAXyWKsQABmysAbAXIJ51y32xf8AeeO/hMv21N7P19S6eSkqDiLOPHI214+Jz5paaR5cWO4LVCaYbbH4mX/BufgpNPDTLbzWhl/wbD4gj9NdLVECF9/hP0Vif/bd4H6KtnNYQTshujMhPEoxUn2lSCeP1165pE15C7NcIy4TzYu1ZcPMuIgkeKZGzrLGxVw3W/O/AhrhgSCCCRXQ253paYqNVTGYWLEkaGaJzBIR1MZV42b80xjyFc20VWmpYpvfF1PHO9mhXi1mKwWvQasBRO1W2dnuIsZE6hWHuup+1a2t2quN3sb3cyseF8rextPqNj7qsJ2rtth1WKmwcWkjyOf5T2rx2pB2rJ2pFzVuWRPASmGxjRtmRipHMfZ5jyNPmmxkvA4hvZnC/VZac7obNDN3j+qp8IPzmHP2L9vsNb0s9SwbPfKzESQDouu2X7Nz1FOJXuLWnQcxz8+Hqq6TdLEublLebut/tLfVT+Ds9lPrSRr7MzH7FH11viS0ostNdsiPjdWH+zbGcz4rUMN2bx/Pmc/mKq/ys9SmF3Awi8Vd/wA+Rv8A4ZR9VSeJ2xCnryxr+dIoPwJvUbit+cInGXN+Yrt9YW311TlpqSL3i0eJ/KyajZ8bMrgeYWG8kODwUJl7iEt6salAxd+Qu1zYcSeg62qkZ5LknTUk2AsNTfQch5VNb6bwtipS5uEW6xp9Fb8TyzNxPuHIVA1xu0qpsslox3Rp16rIEbWk2RTnZjESKQSCpzAg2II1BBGoINtRTatiwe77rhFxp0STENhk09YxxiV2B5i7BPar9KqUrQ6VoPP+qiqSRE4jl/RbpvTIMRsvA4i3jwskuz5WsLsuuKwvDWyRmRLnoK0eKUggqbEEEEcQRqCPYa2rs8kM0OOwWp77D/KIxf8AfsGe+AA6vEZFv7B7NQjat+mdYvj5G48HZ/W48lz84uGv5i3mMvpYrcu02USYo4hVZVxUUOJAYW1kjHeW5Ed6r69b1n2T4kLj4A/qSs2HfzXEI0H2uD7q92qe+2XhZPnYTETYRuZyTAYuE+QU96grV8POUIdTZkIZT0ZSGB+IFOhZvKYw8gWemQPpYpkrsEwk52d65n53CcYvDGN2jb1o2ZG/OQlD9YNbVu62fZ2Oj491JhcSnkczYaQ+zK6/D2Up2h7Hkmx8r4aKSVcR3eJQRI0mmIjWY+qDbxF/hWy9nnZ7jU+Ud7F3SYjCzYcF3S4dwrRMUVmayyKt9LgE2qrVVsXZ2ve4A911iRfIgkW16J0NJJvnNa0kd4XtlmCP6qsFNbdvy2aPAS8nwKR36th5JIW+oLxrddl9hLcZsSB1WKIt8Hd1H+Ya27GdneCjwyDEGR4sGs75pJMhCu3eyZjGF8IK3AGup43rOqtvUe8YWOLrE6A6EHnbjZTwbDqnMc0ttcC1yNQRyvwuqY7NYg+MjX6CSTfxAEHweRT7quiFNKpbsax6T7SxkkaCOJIMsUYJbIjzJlBZiWLFUBa5436Vc7ygDWud29UmaUW05L0n2c2eKOkEfG9yev7l5JMi7W6mpSXB5FsLfEXrUcbeSRCpZWRsy8cpv4SGAIuCCfto3hk2hYthkgYx+skucNIRrlRgwCkjhmBrDLSSACtw2sSpM4zxa9bVJmAH31qmJ2mZMOJpInw7lbtFJo6NwI00OuoPMWrad3ixhTNxIF6bK/Cmhl1nDCKb4/ZkbizqGHmL/bUi8FJtAaY2e6DEFqse7kMbXSNFPUKAfiBTjG4MAXqWnS16iNqz6WqcvxBMazDotJ3mXQ1SPaWnH21dG8OIGtUzvx4iR14VJRn+KCq+0R/DAVc07wkJIsBckrYdSTYD3mlW2PIScqsfYK2bsiwBmx2FitcfKYcwIvZRKrNxGmgNdZStD3gLl8BaSCrT3/wwhn+TA3GEhgwoP+BiRW4afumenPZRZcWJ29XCxT4pr9IYmK/+4yVM73dnGPeWXELGk6zSSTB4JUcESsZAQCVZgQ3IG9RmzcDJhcFj5Jo3heU4fBoJUZGIkc4iYAMAbGOEa1tioikpRGx4JIDTYi93WB+pK4owyCpMj2kZl2Y5XI+y0p5CTcm5OpJ4knUk+061uew5DDsvFy6g4ueHBrp8yK+Lm16H8WpFaSTW2b8y93hsBhdfBh2xT/n4xu8AI6rEkY14A+daVRmWM5uBPg3vfUAearQNsHP5D5nL6ElNNycRrInWzD3eE/atbKxrRt043bExJGMzO2QL1DaH3AeL3Vuxauu2VUB8ZZfNvDob2P19F3ns3PjpcHwm3kc/uhjSbGvWNJsa1V0C2jcXf7FbPb8Q94ybtBJdomvxOW4KMfpIQet+FWPt/wBIiRosuHw4ilI1eR+8ROuRAq5j0LEAcw3CqNY0mTWXU7GpKiQSSRgn0v42181E+Bjjchbfuhhn2ttKGLFzSuZ2cPLcFwscUk+VLgogOSwAXKLkgVY/pIbp4fBYHCphohGnykh2AJZmML2MkhuzE2Nsx5WFuFVFuDvD8ixkGKy5+5ckpexZXRoXsTpmyOxF9LgV1xsHeDAbXgZFMc6MB3sEoHeJ0zxt4lseDjS4uraXrC25PPR1UMrWnctAyGQvmOGWhFr5clWqHOY9rrd0LiYmsGNdAdofo9sCZNnOCpOuHmaxX/BzG+Yfkya/lnhTns29HwKRLtFg5BuMNExyeXeyizN+Ylh1ZgbVpn2loRDvcf8A9bd6/K3306qXtceG9/Litn9FGIjZdyLBsTMynqBkQkeWZWHuNc59sn/emO/hMn211nvlvvgNkxKjsiZUAiwsCr3hUaKEiWwROWZsq+dcZ72bYOKxM+JYBTPK8mUG+UMxIW/OwsL6XtfSsr2bEk9XNVlpDXXtfqQcueQzIUNLd0jn2yP5UZUHvtiMsJHN2Vfgcx+z66nK0XfrHZpAg4Rix/ObU/AWHxrc29UiGjfzd3R56/K6NpzbuB3XL1/otec1hQTRXmK48IooooSrxa9rxa9pAlOq8NbvuxtLvI7H1ksD5j5rfo9o860g0vgMUY2DLxHEciOYP9elXqCsNNJi4HI/vRDSrBdqRLUjhMasihl+HMHoa9c10j5g4XCnaVN/siyiyJYDQXb9AH6aRl3sm5ZF/wAUk/WbfVUG7Ui7UlRtmqcLY7eFh9Auhn9p9pTCxlIHJoa3/wDICk8RvJiG/fWH5tl/kgVF4rGu3rO7fnMzfaaSdqRdqwqirkf7zifEkrKkqZpffe4+JJ+qxY0i7V67UkTWRLIogF4aKKyjQkgKCxYhVVQSzMTYBQNSxJsANSarJyfbubGkxU8eHhGaSVgq34DmzN0RFBdj0U10f2+bvRYTYeGw8Q8OHxEKqx4sxjmEjtbTNIxLnzNaP2Bbqyw7UdZkcGHDtnKglEklETCNnsUz5XN1vxBtcC9X5vtujHjsMcPK0ioXRyY8ubwG9gWRgL3tfKapy1QgqoyTkO8bdb/ZakVIJKOXLvG7c+n9fouRNxtt/JcXh8QeEUqs3nGfBKPfGzj31uGM7J8Y2KmighPdJK4jlkYRxmIm8bBnN3GUqLoG1uKvfdvs7wOGP4mBQR++PeRzYhr5ybgaDQW1BtUb2h9o2F2fOkcqyTylQzCPKTEhuq5szKMzXYhRbTU2ut7R23JLN/pWEm1s+mYNrjTPU8VgDZjI4/47sr3y/fDhwULuV2PmPDzwYqYMuIMJZcOD+LeCRmuskg1JBaM/ixofKtp2T2dbPw48GGWRswAaUmdidLHxtkj1vqFHDzAp1sveZcakXyOQHOpeWQAE4dL5CpRh+7MxIUMMtkdyGChHm0WPDozu5CqCXlmkOnO5ZtBc/NXKovoOVYtRX1ZcQ97gSc2i4z0zAtyFh/daUVLTgDC0WA1OfXj4paTEpEgLZUjUC2ZgoFrW1cgCy9fq554PHoY1kDBlYBlcG4YNqCtibg/o6Cuau2/fWHHSxCEMywCUd4wyiTvCh8CHxBRk4tYm/AWube3A3fwvyeE4dkEqIgdoXzL3uSMSllD2cFxcto5GYKwvU1TsfcU7JZS4OcTlbTxN+OXDyUUO0d7M5kYBA4318Mv3mt7wT50VrMuYK1m0YXFwDYkA8AbedUL6VG//AHS/II2JLBGnI0/KSLTQ5rLI3QBRqGICHaRvjtXBs0kgiw92OHWSFFIkEf41fDK0jL4Zc4JVTZj0sOc9u7TkxMryuzSMxZ3c6lmJ1Y/ZblpUtPskxOEhc05XABvb7ZK/Rz7692kWNs8rq2vRfjN8ZJ1EC387yuf0VdbyC2v11U/o0QgYSZ+bzke5I0A+smt32hg3kkuWIQch18+P1CqlSMUi6elHcFuK2TBzKDm49POn/eXU3uMxv/W3OtXXZTi2R78dJAfZowH2g1icZPDq0fh55TmFvPS49tUpIgdFfMRAU1+CELBmDORwzuzKPYpYrp7K2DBSCoLY21Y5RmQ6cwT4gfOpJpba1SlYTkmgqQaUU2xWJFrU1xE1RGPxZqJkZunmycYzFWFahtvaQF9aV2tj7A1oe08UXbjUxdbIIDeKNp4vNetU2hsVzaUggE+E8PP7Na2zAYEuwXjc2qyPwD3iBDbLGCzPbwA5bAX5njUlODe6gnaHKidv7oq2AkxgcHKLjTiL5fjf7alPRJ3bkxGMbEqqMuEW9pHKK0kqtGgLCKS9hme1vmjWnXag/cbLiwyjx4mUIqDmFIY/XZfawqS3V2i+w3SFYVE0SH5UTI5XEd/HHOiulgEaAEKpF9c3G5rq9mwyyROEXvEG1/Q8udrjQkcFym2aqOld3jlkMuZ/orU3j7TJ8PjY8HbC+J4FdyJbQmZhcE50D5EZXJyoNbaWJq154wwIYBhwIZbg+48RWmJufEScWYh8pnTPKrSsyCRkFkCOjRMFPhBZBwuedJ7s9p2DkVUllXDTKoWWGYGMRyL4XXvGVYzZgRoRwGgrJqoWzMa6mjPdFnkZ3dzyvlkbFZ8Ejo3ETvHezbflyz4rzens32dLq8CxZiFDwZojmdso8KfiySSALqeNaj2mdjrTyvPh5o1LKtoZV7uNEjVI7LIt7KqgG2T361ZO8u9WHwkRxEsqlbHIqFGaXT1YgNXJPO4A5kAE1XO7nalgsT+MxTNh5IO8cKzNklS5C6IMssoiOTu2UXMkuUcLWaCbaAbvWFxDcs+9rwAPgLkaKGqjpCcDg0E55ZacbjxyutG2BudisAMTi5o7CHCSfJ3UiRZJp7YdGXKb5VSR3JYKQADwvWvbmbVDp3ZPiQaflJwH8Xh8K6F7Me0SDHqwBWGUM1oGYZyl/Cy3AD3B1CXy8DfiXO9m42EnOcwRiYaiRPxUl9Rcsli446PcHW9uNb+zfamSgqj2qMgmwNuXgddb3un0EIgLZIHXbxHO/wBxwyVHMawY1Nb27vSYV8rC6t6j8j5How5j3jSoJjXr1LVRVMTZYnAtOYIXUtcHC4XjGk2NesaTY1YSoY0ps/HyQussTvHIhuroxVl9hGtjwI4EaGkGNJsaQgEWKFfnZ/6Q7Ioj2hG0thYTwKodv8JESiX/ACoyPzedM+0j0hZZQYtno0CkWM8oUzHr3aAtHGPyiWbXQIReqMY1hWMPZ2hEu93fl/L6aeWnRV+yx3vZK4vENIzO7M7ubs7sWZj1ZmJJPmTSVFIY/FrGpdzYD4k9AOZNbDnNjbc5AegCnc4NFzom239pCGMt846KOrfcOJqtJZCSSdSTcnqTqTTzbm02mfMdANFXko+88Sf6KYV5rtrafbJu77rch9z5/RcjtCr7Q/LQaflFFFFYyoIooooQt33V3EbERtIquAMMrRltFlncsPCxFskYGoGtwOpqUwPZjIJFDagIwkPLM+HupQ2sckrMt9Ld2p+dWwdnW9CxYSFCjHKnEMNdTwB4eytkG+MX0ZBodMqnXlrn/R0rlKmp2i17g1vdzA8NL6+anMbuSrF+zaVfGFaQIDnQggylTZhHazWfXKfzTUjh+yojMGJbxy5Ty7sRziG+X5zSCNmA5FQOJqxBvTARqzD/ABT+ilod44WNg4AtxYFdf8YW/wCdVJNo7RtmwjrYppY4cFXGyezV4pnUyMVEaEOE8MhKuHBvoCkgWyk3KtfrZltnY8kNiwOU2IexHEAgOOMba+q311dMUisLqQw6qQR9VRG8uKWJL2VmYgZD8++h0sb2AAuRyAqzs32mrGShhGIHLDp5jl9Erb3sqVdqRdq23efZSZrCIwORcgNdPcCtuFvVIANxa4qDTYEzBigDBBdvEFsNfpEdDpXZN2lHLHj08SPqLj5qYDK6iHakXanWIwMg4o9uRykg26EaH3Gk12ZKwzCOQi9rhGtfja9rXqCWdut08JmxrGpSHYMpF8oUa+syg3BAIy3LX16delWJsfsg/anyuaQ6xl1jQZQBrbM5uT1sAvtqi+Zrcyeis09M+d2FgVbbB2NNiZO7gjeV7XIUaKv0nb1UXT1mIHLjpXSHYt2cwYNExUhWbEsuZW+ZAGF7RA6l7GxkIBtcDKCb7VuXsFVwcaRRLhhLGpZEUBruBcljd2YA+s5vpW0DZqIgRFFlULw4ACw141i1tY5xLBkPquiodmsis9+bvkP6pDd3FAx6n98cW6HOT8bEadLVLvLYcQNeJ6cTz+uojZOAVNAthcm3HUm5OprV+2PbM2FwU0uGbJKmQqbK2UNIiOQHBW+UtxGnHjVaOLeyhreOWfVWahu6he4//IrcMRtF1Lr3Z0Cd25IySFswbgcwEeUFtBcMLXJqhO3vddI4vlCI8kvygfKMSSzXzp++C+VAXKogUAKFCi2gOz9gPevhZcdiHkmknkYK8jlj3cV1AW5so7wyaLYaDpWhdp+/kwOMwLBWjmaJwxvmjIySNYDwtmyi2YeHUjlbb2bTPgqsEdiW2xcL6A+l7+PkudrRH/h29kGb9L521I9bLHsV7Q4tmxYvvEZ3k7lolXTOyd4pV2OiKMwObU6tYE6Vru/G++Ix75pmsgN0hS4iTkNOLPbTO9zqbWGlaihpVWrrIqKFsxnw948TwytlyXGPqZDGIr90cPynStUtsfYc8yPLDFI6Q6vIikhLDN63UDWw1trUGrVZnZHvPMElwYgbFxGOaQRqmcxOYnUm2UgiRiqeLhmJGpsbNVPJHEXMANuZtlx8/wB6KCCJr34XEjw5qnN+tuO5CF3cqLDM5a3l4r2A8qaHCiPCg/Oc8fIkH4eEH31D7SYmUjoTfqbGp7e6SwRB81b/AFZR9lZDnA76Q8Mh55LshGWGGFugzJ/4i59XEK3vRvxV8G6c1na/sZIyP01bOHw5bhXP3o2bVCzzQH98VXUflR3DW88rA/4tdK7Fhri684HXXYUXejHRRUWDlXgzW6MAw9guDb4is5cMx43+Nq25oSBr9VMsdEOVZjag3V0laOu7tpBKuZG55WurD8pba+2962MA2r2fjXneU98mJMaM0nieFRWNan2KlqD2riqjvZTALXN4ZL6VrrrapXHz3OlQ+3JhFGXOptovMnl7qWCmfO7upZJAwZrZN3NmsRn4DkfttU5tfErHEW9RVBLvIxyBRqSFGtaDud2wYeONcPNHKXHhJSPPdjxyhTm1PK1N9+N51xS90issWZWIewLFdRdQTZb62PG2vSug2dsaaaTDawGpWLtDbNNSxF7nAngBqSnO5G8eGlxz7Rx2YrhUC7Pw6xkqTreVgTYNoGGcjVgeKCoPe7bLYvETYhxYzOWyg3yrYIi30vlQKt9L2vpUXWz7hbsDFM4fvlQJJllijDossaiS0xJASOxALGwBdbkC5HcxUdPQgy56W8ug6nM8V5fV18+0H4Tzvb8n9C2jD9s8zJ3WKw+GxUZGVkYFM44eK/eJfzCCq221LEZHMCtHGTdI3YOyAi5XMPWCm4BOpAF9b0zz0mzVNDRwU5Jiba+oF7emnoqstRLMAJDe3PX11Vu9iO42AxgZpHklljKs8GUxxqpIFiVN5MxDWZXXldeR0ze7s/xeHlxIEMrw4cljOsbd0Yj4lcMRY2UguFzZLNfQXqC3d27LhZkngYpIh0PEEH1lccGRhoQfqIBHTm4naJHj8HNIViSSFGM0MjkR5cty7NlJELeIE2YixvfngbQnq6OYzNONjrCx/lN/3P1661JFBUxiM91wubjj+/2Wmdl24kD7NZ5o4cQZLzhyrLLh0MA9VkvLJlZAckZBJJsLjWvNm9qU2FnzYQythtP2vi5TOCOZVj44L8Qod8p4s9b76Nu8njxMCBhCjmSAMbskcjsQhPMgC9+ZLVtm2exvAYiWaXK4eV+8IEhVI8w8XdqlgMzXbx5wCTpawqhLUxQzSNqruBzHEZ9OB00W2+gdJSxz0uXA+Iy15Xv6p5uNvXhNsxOgRgyhTNDIDdL3AZZAMrC4NmBDC17LWm79dn8mHJeK8sXT98TyI+ePNdeo51Iei7ubLhp9oiUANFJHhr62bKGmLD8l0eFx5ML1ZXaLs2UwnurOeYAswB0uOuXjbyp1JtmXY85FKbxmxLTmDccOXiPO62dlB74QX5E3v62+y5qY1gxq9Nv7qwyYYO8PjSK+ZQVfwjS5Fs3sa9aPtTs7y4U4pJfViMrRsgPqqWIDgjpzWu/oPbmgnAEt2O6i4v0I+4C0XMLc1X7GsGNS+5e702PkaLDhS6RtKQ7BBlUqpsdRmuw00qNw2EZpDF6rgspV7izLfMDYGxFjx6Vvu27QNaXGZth1VY1MYF8Qsm5NeVP4PdskXkcIBqbWNhqLkkgDgetOtmDCJxdWbqcxA1voSoT321+qsCu9vdmwtO5xSkcGNNvNxAHpdVJNqQtHdufAfda4MDKQpSJ3zsFBsQovxZmt4UUaltegudK1vbm5WMm7uQqxzlVVCpXuy7yDxr+9qkaozu+t3AF+V14TFhtF8Wl8wByHVhYNqCRl1ANxp1pzXl+1/b2urHYcIaz4c/mdSfQdAsKqrpJ8jkOX7qqNg7MJTIyG4UZCshFlszyAi/DNkRWI+aZEB1priOzedRIwWRljDqAE8csiv3SZEvfu3NpO8IsEvx41fQj1vc/HT4cPjTeTGot8xy8Rl+cbXuQB4iD1t7OtYbNv1ROQB04KkAqSx3Z0yNleQRBe6VpHByyu0cs8ow66GZowqIEU+I5jcagLwdmchMVw47zNmDfvbGKaZQ5AsApWCMngXeQfNFWXt7asL3jaHv8ALaQBlTJoCQwzXNwDxC3tfoahzvRKoARVVdbXuxGt7XJGi3sNOFaMVVtCVgLRbxty1HHrp4KQROPBVfiNwsYov3LteRoxlBucpK57W8EZtcM+W4IIuLkZT7iYhXCsMoaWeJXYZVJhQurEk2VJbEKxPI8ba2M23sQ7eFm0HBFHQXJAXrrrw5WpRNtzLYtITwIHgPPUMCt1uNL29l6vb+tGuC/LP8Jezlafur/2eL839JqTqM3V/wCzxfm/pNSdaB1VtugRRRRSJy9Q21Gh6jQ0O19Tqep1ryiiwSJ9HjR3axgZSGuZAzXtmuPCDbS55efHi3xOIQ3uCCCxLDQMORsQdQRfjex99RUWMvI4DAhQEycG7y5Ol7CxXTQ8QelOOZbx6AC1xZrWbTW35N7jn5VGIGg389ef7pom5cE/O1lIEbuSym6eLxAMCMuQk6HQ+wEcDotHtJBE0JzlmkLrZfxZCgKcx5EccvUDjrULh4wrW4XXgQuZ24kkjUlRobaa17KCwGZSfEG8BItZhkvcqSbHMRawseOl2upmHLrfz1SWTyR9NeAufIX410nsHAd5h8PE4JURRZ78XIVSQfLNqb8a5y3R2P8AKcbFAZF/GSISthm7lbtIDYhiMobKdLE65uFdaYSNQb8baWUXt8OFUtpODWtA8Vv7FZ77/L9+SWZLEACvJhfQe/7qeNGTb5o6nU/devFYLfna+vTnc+dYpab5rYxpBFVF4XJ+qtY3w2OMTE8UoBSQZCgJuQSPnCxB5i3Opkzm5P20jMS06i4yBb2y+LNex8V9Rw0txp7HFpDhqNFLguCDodfwoM7LjweEjgiuqRqQqk3txYkk6kk3JvzJrk7f3F58XM35QX+KoX7RXVvavtMRQMx4KrN7gL1xrPOWZmPFmLH2sbn7a6fYLS575XccvuVyvtPI1sEcI538gLfdKq1KK1NlalVNdQ1y4ctThWrcdkz4zZTQYpLRnEREpezhozkfJKvIlWikC8QGQ6G4Gkq1Tu096J5oIcNI+aLD3Ma2AtcBBcjjlUWHTM3G9EoL7NsC0+8Dyt+UMIbc3IPAjmq9285bEyu1rtI8jWFhdyXNh08XCsdpTlyWPFioA8r8PcKebeh/GacWANrG5IGXp5U2nUB1HJAWbnqBcfoFvbXM1biyR0Y0vf8AC7+js+Bsh1LRn42v9EvujtQ4bGRyp8xybdVsVYH2qT9VdU7pb5RSxrLG2ZW1v0PQjkRzFceRyeJ26Bre85R79aNj7alw5zROyHmAfC35y8D76zKqk37dc1bptoCA5i4K7xXb6sBrSc+1BVI7KxkpiSQMTmUMR0NtbeVOJt45bWNcxYtK6UFjhcK0sXtNRzppNtMdaqxtvtzJrB94T5mnXceCAGKwsbtsCtT2ttm9Qc2OduXxpBcGTqdabh+IqXEOCcrtA30rPagtEzNqxFh7ToPhx91LYLCW1ppvcfxa/n/otW/7Px7+qbGfdGZ8s1jbandBSvkaMwMv3pqtM2XspIjmW5Y65zx91uHup8TSbPWJavUmhrBZuS8blkfK7E83K2TdDdo4sTkSLGYI1k8Q8LAuIzc5gVAJF2AY68KQ2ZvhiIsLLhI3ywzsWkFgWOZVjZQx9VWVQDlsTwvaoJJiL2JFwVNiRdTxBtxB6HSkWaqr2YycdiLggEaW/rn0T2uwgYcjmCb63WTNSbNWLNWDNTnOQGoZqxExF7Ei4ymxIupINjbiLgGx6DpWDGsGaoHOUzQrY9GWX9tzDrCPqcD/AOVXZ2gbTmwfdzwRvOFlRZ4UXMzQMrKxUD56Nkcewg2BJFB+jdLbaBHWB/qkirqTa2EL2A4sCPZobVxW2HNZWYnC4sLjnwXoGw2b2g3d7ZnPzupbAShUzAMM5vmPn15g2sLHhYDlTXaMhHOpHCJkhVJAPVAazBhf3a/UKhllsSh1HInjY/1tWM8rahAGgTvBzZlGY3vp9dredal2n4aVcBMkIi7tYWACIY5EjUEyZjmYTZlFrkKV1IvetlgGXwjnw8jxp/kXumVwGVwysDwKsCCD7rilppcDwTpfNJPGHBVF6L+yiPlOKKm1lgQ9T+6yfC0dVXvjiP27iXQ2/bMxUjS34xq6h3aSDCYcxRju40LsLktlBu7XY3J56k3rkbaOLzSSyH58jyDix/GOzgW46Ajhpx5CtqB4lc53DILArIdzG2M9U5x20pJPXYsBy0A+AAF6ZO4HGk2I0B5ngxte+pHnbjYdOVYYnKwKtYg6WN7Enl0YWt1t5Wq2yNrBZosOizchopHBY14zdGKnnY6H2jgffU0u90lrMqk2IuCynXS5s1r+YtblWrxl72OUjLqwuCW04LrodeJ0tzvotUE1HDKbvaCeaQtDtQpTGbwTOMucqOikjThqxJc+9jUa8wAy2JLG7HLwC8PF+Ve5HOw6U3OJXUX4C50OnLjwJ0Og10NKg1JHTsjFmADwSgDgs3nB0OpGXmTYai1uhuDflY0BxzvYXNh+jQ9Oh4VGygIzOQL5L5mOg43BcjwqTyGnlSzuLKSRZiLHS12Jy6cDa4txube2pMIRdPBMoNgSbj83U8udxw056cKUjkHlccDYnX42ub8baWHWmsb9fja3G1uOtzfh7uVYyLr865W2hIFgRz4BtdOfGkLAUKO3aYjDxnXRToNSePL28h0qTgzZRmsDzykke64H9evGo3dWMfJ49OKWOnEBm4/E/E1ISxAgroAylTbQnS1h1sL+ynnVI3RKGQXtfW17eXX2edMoNohnVRYh0ZwwIIurBSARoRx18qwh2fkKkFyVVV0yDML5SWzescoFzxAHh4kUtJhvFcKNM1iDY2cDNbT1iVHQa8Tc0WCLlPKKTjccAb8uN9RxBPX2160gHEjTz8r/AGa0lk5YOQGF7eLwjrcAtYacMoY6nlSU83iCqRmuuYWJGW5uL2sDa5HPh1p0wvoeB0IPPypDD4YAliFzEtqt72JvYkm5P1dAKEhBSaxAgeIuAS6i/HoCR6wBOl9OF72rGLC3bNdgVzeG/hu9mswB8eUknXTxG3AUriRa3iKAHiCviJuMtmB4HW3/ACrIQ+HLJ+MvobrxudLqNOl+Wl9KW6Sy27scBOPw4exN5L2JAP4mTWx1APTX2mupsEBawAHkK5B7P8ciY3Cz6gmdIs1iCRIxh1HEg3vc8gDXW2z5PD0rH2mO80roNlG8Lh1+wTlJPm/1FMsbYC3W5+B19vKnINReNlv7BoKyitZjc1hhVJsP66605xKBfGfm8fZzrPZsfOm+8GLCqfZwqUNFk7HnZUr6R22bYZlB9Zgg95uf81TXOCtVpekHtG5hivfV5D7rKv8AKaqpVq6/ZUe7gHXNcN7Qy7yqI5AD7/dLg0orUgrVmDWs1y58hOFalA1Nlan2zYQfExso49WP0V8z15U58zY2lzjYBOhpnTPDGDMpDG4WwErDgLKOrE/YBz5XrW8RoGPEtpf6z9f2Cp/eDEFz0AGgHBF6DTUnrUDiEv5Af1A+/wDorkJJ99IZOa7+OIQxtjGgFlET6Lbqfs/5mmrLwp3jtWyjgvH28/upQYY2ze4fbU4NgqZiL3Gy6I3DizYZOfgH2Uvitk3vTfsdbNh0B+iPqFbni9n63ripw4PdbmuwpyMIHRaQu75NOI9hWrcsPAOdZSwCow4kKewC058Baso8LWwy4SskwVhSG6dktV2k+UVHRATAo3Ag68weR9x1p7vSNbUjsfD8KuUdU+nIew2KrVMLZQWOGRWtbU2HJCyd74Y3YDvgCyAEgEm2twNcnE20vU/vpuVFBh1xWHxkOJiLKhXRJg7ANZUDOHy3ObUZSCNbG1i7IiBXIyh1YWZGF1YHTUf1tWs7T3UgWSSF0HhIKSDwyd26h0uw9Yrql2Bvl1rtqf2iMpaXm1tbAEHxvmPEHyXJD2JE7nMpyL2uA4nhyI+hHmqmLVtW7m6ceIw0k3yvDQyRn9ymkCEi5vcGxC5bMJEz3JKZQVJpHebc2SI5obzR+Vs6+RUet7VHuFam/Q6EcjxroDMJ2Xif5ix8rFchWbLqNnyllVGR46HqDofJe5qwLViWrBmqQuVENWTNSTNXjNWBaonOUgCsv0b5ANoi/OGQf50Z/RXXsLahuGmnkOP11xp2AS22jH5xyD6gf0V2BhJgQPZXH7aF6gHoPqV3fs+bUtup+yW2qL2141GIB3g940+P6Kf7QbT2VCpN4vfWU5ts1utN8lPYVb3Hs91L4kEAAXYE28x7eorzZo0PnTwLf2DhTMIKjc6xWv7zQomExILAnuJifK0bH6q5FKk210FrgX4g5hrf2XGuhNdJduuPCYSX6ThY/aHYBh/FzVzXFiOAsQbE2uCRlsLHUknXlcX51t7Pbhj81hbVeC8A8koYgRZvF7QLHnw4f8qCgPEX1568Bbn768iYML29xHAqSOHLUc6z58dLcP0/18vfeWYsS+uW4vx4ciSAQCT+nXlrSUctxe9/FY63sSeBtwKt4fZa/ULt8fLTTz1qMw+EN7N87K2UEC2oulhYGLjca3sbk5rUoTSSncqWC+EFhY87DhmNwCb2va/GnEkgFr8zYe2xP2A0SOALkgDqTYdOdJzIDlbXTgQTwaw+bxHA+7lSJUpm8unsN/u5/ppOBPCL9Bpxtb2gHTqfKkxMuYhcunHQ6MbKvAWNxcHW+nts6tQjVYuNLcBb2WprFB4nLMzBzYJYhVC3Gg6nm3A6dadSHpfiOFuvHXl7NaRlZ7grky2OYkm/C65baWJ5n4UoQUy3UQdxGeZXX3E8uF9eP3CpKZTbS1x6uYXANre3nbSobdrEkQLdTZYywsRd7EkgDlyGp48udTMEmYBhzAPxF6DqkabhZL52vbW39eFeFNb/AA8uOo6GxIvTeGJS7ODc2EbAEEDKS1vzvFTlhfT4++kTgsGQlbXy+a8vZcdNOFM3wd3uQpVXDoAWuGsVbS+W4azA/nC19ads5104G1ybC1gb8PMj2j30oKNEhF14w9lv06Ef19lekV5rfyt8T/R9d/KsqE5JzE6aZvhoeR1I09lzSU4JABBFyB4GYX8OYnMoDKAQRxF7Dravcaosbhjew8Nza2t7A8ORA4jQ3FRglnUnPldSwAMajT1rggspUnQBixANuN6UBMcbKQGdJEKPbKQygt4s8ZRlANr5fC2YkknMfKux9iTh0VlIKsoYEcwRcH3iuNTg1sjZSCgtqxLKuVlNiMxYm9+Opsb3ArqXsK2j8owMJ0BUPEbcPxEjQ/EhATyves/aLLtB5H6/2WxsiTCXt5i/p/dbYWtSKw35ezzqRx0VuI4UzMwAtz4g/WfdWE5tnLfDrjJLMAi/14VpG82ILA2vU3tTaB9n2e6qz7Tt70w0LMb3tYD6THgB5k/pPKrEf8QhrVGe4C5xyGqoHtcx/eY2QcowsY9oGdv85iPdWpg17jsWZHZ21Z2Zj7WNzSa12kYwtDRwFl53VSb2Vz+ZSympHZWzJJblF0HFjoo9/M+Quak93d31ZrTEg2uEH/yP6B/RWcW02hdowfDqLch9VRyVgYcIzK6nZfsk54bNWXaw8B73n8P18FH4vCIgtmzNfgBlW3Uk8qUgNlBHvc6D/wDjB5flH3XqNnfO5dtFuQBzY+ynOOmuLHT8lbXt5ngLe29Ye0ax0pwXyV801PA8iFoA+Z8SblRG0doXay+qupPU/aTUTjcTYW4f006xJBsF1Pl6o9nM+2ovELzpIWNCgldcZLDBJdgOp1+Nq2Hb6hIohzYZ/YGsb/AioDBtZh9fu1/pqb3hkDtF/gYh8Bk/RT5Bd7UyD3SArk7DJrQKD1sPt+w1cDYe4rn/ALKsc0JykDKbVfm70+cXveuZqP8Adcugh9wJnJBY15LGan8RhOlNxg6q4Fax5KOw2DvSG1mCgjyrY4ogFrTN6p7mwpzsgmNNytM2j4399TWy9n8NKcbG2Rc3NbdhNleVI2MlOdKE22NhrGtf31kBxLW5JGp9ozP9j291bji5VhRnPAC/tPID2nSqyxGILszHixJPtOvwHCr0LcluezsBfKZToBbzKcrOLEa6i3HX2/pqN2xs+F4j3iAkEeJQFfjyIHvpyz6cj0pvjZdLed6uwzOY4FpsuoqqWKeMskaCDqCLhaxtDcJiuaBw/wCQ4yuPeLqfflrTcdh2jYo6lGHFWFiP69aujZ+MFr28XtPspttXAR4ggSqrW0BOjDyDAhh8a3KfbThlKL9QvO9sf/zunmGKiOB3Iklp+pHzHRUuTWBarB272ecThnudT3b2ufzXGnuYD21X2KhZGKuCrKbFSLEH2VsRVLJRdhuvMtp7Dq9nOw1DLX0OoPgftr0W59h0ttpYfz70f+05/RXX2AJ0rh7c/a/ybFQznhHIC1uOU3R7eeUmuz9ibZEqKVIItcEcCCLg+wjWsHbIIe1/C1lt+z7gYHN4g38iP6LZHQkHzHKoSODxn7ae4XaR56jhpWardr9eQ/rrWNK4ELfhBBUzgWAFE2JsPZ9tNIpOPGo/H4jKjH20yO5TjHxVP9vW1c5jj4+IyHyy+FftJ91VQ+GBIY8R7gfaOdjqAdL26Ctk39x/e4mQ8QvgH+Lx/wA4moGulYzA0NXK1jw+Vx8vRYxxgcAB7Bbz+0k+81lTfOwex1VuFgbqRxBsLWPUkdKVZ+FgTc2JHL2+/TSnqtdevbS/XTzNvuvSeJiJtlOU3Fzzy3BIHS9rX9tKQvcA2IuAbHQi4vYjkRWVCNUnK9hci/E6a8NdaMPJmF7W1NtQbgG19OvH2VmD5e+vaELFV/T58da8CgeX1DU3JI4Xvres6TnJ5WPE2PO3T32pEIEgJI5gC4I4Bv8AkR7RSa3VQCcxAsTltc20JC8BoeR5e/0aDMxbgAQbWGvE20vrxva3spV3A4kDUf0fXSpFF7sE/J47W9U8fabHTz5U/wATfkbXBFxqQxsFIFjw11uAPsh93nURQ6DMUYjUAmxy6i4LcQLa620qRE9mKs4JsWygBbKdFuNbkG+t1vfhTjqmg5I2XAUU5jdgfEVVvFZQNS1y5sOI9ltKdxODqCDfS452JHHyN6j8HYyH8XYgEmS4ys3q6ZS2p1vzAHnSe04CsTBDIpW5UBiQb/NF1OYW4JbTypEA2GSlc3XTW2vWsqg8ChuZJEOZcq6EsiDKATECLg2Piy34HXiKlcFOGGmbQ5TmXKbjXhYdegoITmuulWT/AJcuRvbqLVleisHTjY2uDra5vwB6adD5UiVNZZ3ElghK2vmLqByvZLZjl63A1PlSOICu+VXKlPGUAyhja4YsBdlsbaHrS8kgY2Og8N72BJ0dQNb6aX0+cLc7ZSYdb52Az6qHC6gEnL14Xtc6XvwvalTLXTdpGYqgEgFrmRW04XGViTmDHSzC4FuGldGdhjmHCQkAAO0rHyJlYEnz0ufOuesXh7jKLHgbuWPnyYG4IvxFtPd012Z4EpgcMp4lM/C37oxl+Nmt7qzdqSYYfNbGxm3mJPL8Lc8biCw1I1PIcvfUfi5gL6nT2VljDYVAYuc39tc5iLyukaAAo/eLaJUHpXL/AGw7dM0+S/hj1P57a/UtviavTtA2gFUi9csbRxOeR3PznZvcTcfAaV0WxoRm/ll+/vFYXtBOWwhg/mPyCwiUkgAEkkAAcSToAPM1vG7+xhh2Vpf3Qi9uIS/2tbny5daS3B2UFdJHHiKllB+aOAP5x19g9tSO8kmZm6jhV2rrC04G+a2/Zj2bbDEK2oF3Xuxp4cbnry5eOjDaeKKz3BqB3ixQzX4+VezTktryvULjHLtp1qi297rU2jV/w3AcTdYHEnnrbkNT7L8vYNa979n0I05LwXTmbam3trEwcuX2n+vPlWbm2g48PYOJNIbcFyjzdIuQosOPP2f09KYztzPu/r0FOQlz+T1Pzj18zTTHyeVuQHQVMwZqFzrBIYNvESeh+sVJuSyKfo+H3cR+momDgTUlsuTwkHny60+QcU2lPDnmrF3Ixl8oPEW944X+NXjuRibeHrw+6uetz5rOCPmkW9l+Hsq/t0CCUt0Fzzv1rmK2MNlyXURtAZlxVkwxXrI4SnWAXSnJSqehTCVB7RjsprR2wReTXherC2pHcGobCYG2tqla0FJisMk2wmz7aUrtbbcGHFnfxco18Uh9o4L7WIFNN8tr9xGSo8TaDTh51VjTZiSSSSbkk6k+fnVxjA5a+yNk9qu+Q2aPmpjeLbzztcjKo9VAb28z1bzqJUc6waQdaFJbjoOlTgW0XcQQshaGRiwSkb3N+XL76Z4ya726U9lawqJwiXYk9b0rQnSm1m81JCS1K4dieNNpUvSyGwpHaJ7dU9hmCgseQvWtbW2N8sjuwCvqUf265W6r9nEc7vdsy2jt9Kw+NSuAayqPIfZU0Mzoe81UK2jirGuhmF2kZj94jgqN2jhHido5AVZTYg/1sQeII41fno67eL4fu2NzC5QfmEB0+F2X2KK1rfDYaYq40V1Hgf8A+LdVP1cRzBjOw6VocTPC91bKpKniGRrH6nvfmNa2p5m1NM4jUZ28F5DPsGXY9e1usb7hrvnY9R89RxXUUDE2p1Ba9uBqI2JitB7KkTLqa5ZxsbLVaFJiew0bStH7Rt4xFC+U+IKbfnE2B9gJFTW15dLgWNaDv3gSMPK7HMxA5cBnU6VfoQDI0HmoKh1o3Ea2KqakcVe1xfQHha/I2FweNuhpavAw8uNveOI9osfhXQLjiozvBIAGB8WoBPzkIJUhb2IIubgnXiLWDjDyA+IDicvEXIVsvG5uA2bmNCeJtWGIkVWIJyj1+Ci44SXJHADLqCD4udGDjPitlykKRawu/iLMbDXMMhvc/aKcownaSDkTpprpwuOJGt/urGXEW1sSAL3Fjzt1v5/GmcPjGt/P1ipCnQAFQniFwQLECx9jpE8IUAL4RYfR4AgDS1gbX5c6ROuscFjQ+qjw20a4NzpoALmwvYk2sadVHYfB+EhgnlYcRYC5AtyAsBwsOmrlJzmykHW5vl8IGuhNyL6fWKClB5pd/t04Xtp/XjTOHOAoHj1sS2UHLbUrlAXQ6WsOfQXcsbjTnpoeANxcacqwwkoa5BuLke9dDr7dNNLg6mkQV6MOLg9BYXANupB43I0NZGEXzcCbXItdgL2BNrkC9/6mlKKEtlruwMMRAr3A8AtcaBQSxB5jM5uSuvhXpSuz8d4QFyuy30jLNnGUMczGwDE3tnP1gitCwm+EyoseWMhbWurXGVsw4MPZfpS8W/UyjKEhC2sFyvYDhYWkv9dLjCaIirIwSZT3aiyqgtobAknQNwbz5iw45qykhLABjwJuBazdDqpIPkLcxqONcr2gTj5kP8V/Z/dK8Tf6YcEgFyTorjU6n985nWm4k/dlb7srAutwxWwAAAFluGL5wq2C3JsQPog31pZjrlUvzfNYAa6hSxW2U6jgT5i1V5+z+e1skOlvmueGo/fOVqy/sgz/AEYf4r/zlLiRu1vmE2kXViFsVKXvcDK2Vi2uoCqSbfkn205eYgE2zaXGoC66WzXvb517cDpc6VXD7/4g8ohx4K3Pnq51HL670fs+mtbJBbple2mo/fOutJiCMDluE+GUuruihny8XZ2L6ggRqMt1GU5+A5jjUtIqqpzMwUW8Re1tRpmvc3IHEnjbgbVWWL31mcoxWIGNswIVvYQbudDzpGTeuT5qRR63Pdh0zHqxD5ja5586XECmiMhXFsfZffSxRqozPIoF7XUubOwOtrAkm3SuuNm4cKoFrAAADoALAe4VwDux2p4nCypKiQO0d8verIw1BW5tKpJAJtrW/D0qdp2t3Gz/APJYj/eqy9owSTWDNAtagmjhacWp+i6v29LxrXJmtXMmM9JXaL8YcD7o5/8AeaZy+kJjyLGLB/5Ob/eKzmbNmHL1Wr/iUHX0VgdtO1sqPbiRlHtbT6tT7qqncjZQkcyOLpGL+TPyHmBxPuHOobebtCnxX7qkPrZrKJB7tZTpWEW/0yiypAoyhbBXAAHC34ytyAOhp8DR3s7/AL4AKvDLSS1rZqgnA21m2vc9el7eK3vC4u2ITzFqS24341qrt965Swa0d11GjfrUrit8pnbMViv5Brfy6qmneTddP/malLC251uMuinMXpmNNMNBlGY8TwHO39P2VCSbySHkmpvwb9ak5dvyEWsnuB/WpTC+1gsCt2nDL7hPophJNSx0A0FuH9NqafKFBJOp6eXIH7T8Ki32qxAFlsOVjr7daRGMPlxvfW/209sB4rLNQ1Sigk3IHU+Q/QPtplMhY35Dmf6/VWCbRPRT7Qf0GsJccx42+Gg91ShjgmOmY4WKwnbkOFPcEbCo8S89KzGKPlTy3JNilDXYit93BN3Ynlb4k2H1kVfnZ6pvfpXK+zt4pIgQoTUg3IN7jUcGHMA+4VuuxO2vGQerHhT+ckp+ycVjVez5JJMQstuHakLY7Em/guztmObe37rfop6jVyDH6Se0B+84H/Jz/wC81mPSY2j/AHHA/wCTn/3mqR2TPfQeqU7Ug6+i63mGlR06WueFctf9JnaP9xwP+Sn/AN5pDF+khtBwQYcEL9I5/wBOJNPZsuccvVN/xODr6K2t/wDanePkHqr9vKtWKj21UuI7VsUxJKYe5N/Uk/naS/sn4n6EH8WT+dq8yhkaLLr6L2p2bTwiMF3Xu8VbYS5Ap2BVMR9p2JHzIP4sn87Sv9lTE/Qw/wDFk/nacaORW2e2Wzhxd/1Vs7SfS3WscPBVRS9pmIPFIP4r/wA7SidqWJHzMP8AxZP52jscib/nHZxdcl3/AFVuv0rx24VUTdqGJ+hB/Fk/naxPabifoQfxZP52jsciU+2Wz+bv+qsjeee3dj8qplMUFFybC3OqTx2/88hVisN14WV/rvIaTxm/M7sCwj04KA2X4Z/007sbyLKr/nGja9zhiN7WyV3QYjMxPGn2FhTvkmy/jMvd57nVDrYjg1raE6iqNw3aPiFNwkPvV/5ynSdquKBByYfT8mT+dpvZZh7p4W1RU+1OzaiEsfcnUd3jwK652LPoPdWw4XU3rkbCekFjk4RYP3xzf7xT6P0ltoD95wP+Sn/3mq7tnynl6rjztOG+V/RdZYrC3Wtb3ywOeB05sjAe22n12rnf/pPbR/uOA/yU/wDvVR+P9InaEgsYsGPNY5tPjiCPjUtPRzRvDssuqhk2hE4EZqbptM6A+LKNRYk28XHS/M9Rxtblaq8l7RMQSSVhuSSfC/Em54SU3k36nLZrRjwlbAPaxsb/ALpxFtCOprcBC51zDwVmSC5BvbLe/A8QCDflYdP6KXtVY/2QJ/ow8LcHv8e8v769/sgz/Rh/iv8AzlGJGAqyljt8QddfI29319a9S9uZI0v14a24fD+iq0/sgz/Qh/iv/OUf2QZ/oQ/xX/nKMSMBVlyL7rdND7Oljw1616G91xwOhqsv7IE/0If4r/zlH7P5/oQacPC+n/ueZoxIwlWZKDY2sDbQm9r+6xoijAvYWuSeN9TVaHtBn+hD/Ff+co/sgz/Qh/iv/OUYkYCrNvTfHYvJYkEjieNlUes2gPC/Cq6/sgz/AEIf4r/zlNdo75SyizJFbyEgv5G0movrbqB0oBCC11slrVFFFMUqKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQv//Z' alt='blockchain bridges' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='405px'/></figure>
<p></a></p>
<p>However, blockchain bridges also include challenges and risks, such as security concerns, technical complexities, and regulatory hurdles, that must be addressed to make sure their success. There are a number of types of crypto bridges, including wrapped tokens, sidechains, and atomic swaps. Wrapped tokens are tokens that represent assets on another blockchain network. Sidechains are separate blockchain networks linked to the principle blockchain network, permitting  digital assets to be transferred between the 2 networks. Atomic swaps enable the exchange of various digital assets between completely different blockchain networks with out the need for a centralized exchange. A blockchain bridge (otherwise known as a cross-chain bridge), like a physical bridge, connects two points.</p>
<h2>Trustless (decentralized) Bridges</h2>
<p>Badly written or poorly optimized good contracts might create potential exploits or different vulnerabilities that might be focused by bad actors. One such example is the Wormhole hack in February, during which a hacker was able to steal a hundred and twenty,000 wETH by exploiting smart contract vulnerabilities. The internet is a revolutionary system partly because of its excessive interoperability. Blockchain bridges are crucial to enhancing the blockchain industry’s interoperability and mass adoption. They have enabled some important innovations, permitting users to change assets between many blockchain protocols. Blockchain bridges have grown significantly in the variety of bridges, users, and complete transaction volume.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="Variants of Blockchain Bridges"/></p>
<p>In order to transform cash into another cryptocurrency, customers must depend on the members of the federation to confirm and ensure the transaction. The federation members are largely incentivized to maintain transactions working; they are not focused on identifying and preventing fraud. Trust-based bridges can be a fast and cost-effective selection when transferring a big amount of cryptocurrency.</p>
<p>Users can send native tokens straight to non-native chains with out the use of an intermediary or wrapped token. Stargate is designed to provide immediate guaranteed finality, cross-chain interoperability, and uniform liquidity. For example, trusted blockchain bridge presents the concerns of censorship as a outcome of centralized control.</p>
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" width="300px" alt="Variants of Blockchain Bridges"/></p>
<p>After years of research &amp; growth, we&#8217;re finally in a multi-chain market construction. There are over a hundred energetic public blockchains, many of which have their own distinctive purposes, users, geographies, security fashions, and design trade-offs. Despite  what particular person communities imagine, the reality is that the universe tends towards entropy, and the number of these networks will likely continue to extend into the lengthy run. Blockchain bridges remedy this drawback as they enable seamless interplay between totally different networks.</p>
<h2>Use Ethereum</h2>
<p>Ethereum, Binance bridge, Avalanche, and Polygon PoS are a variety of the most famous bridges obtainable. User X is in a quandary in the occasion that they want to pay consumer Y for something, however Ethereum only takes ETH. Due to the interoperability supplied by bridging solutions, they will nonetheless purchase ETH or convert part of their BTC into ETH. It’s an obstacle compared to regular fiat transferring/exchanging since fiat currencies and many banks and financial institutions can make the most of bank cards.</p>
<p>Blockchain expertise has coated quite an in depth journey since its introduction to the world in 2008 with the Bitcoin whitepaper. The subsequent rise within the variety of cryptocurrencies and growth of blockchain networks with programmability, corresponding to Ethereum, have created a very new ecosystem. Blockchain guarantees the worth of decentralization and freedom from the management of any individual or institution.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="Variants of Blockchain Bridges"/></p>
<p>The Avalanche group launched an update for the bridge in June 2022 and included assist for transferring assets between Bitcoin blockchain and Avalanche network. The blockchain bridge by Binance serves as a bidirectional bridge between Ethereum and the main <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> Binance chain. It also makes use of specific options of the Ethereum-compatible BNB Smart Chain for wrapping token assets.</p>
<ul>
<li>Developers from completely different blockchains proceed to work collectively to create new person platforms.</li>
<li>While yearly in crypto is exclusive, 2021 changed the ecosystem in ways in which have individuals questioning the place we’re headed sooner or later.</li>
<li>Despite the importance of blockchain interoperability, cross-chain methods may face some challenges when transacting assets or data from one chain to a different.</li>
<li>However, with a rise within the quantity and dimension of various blockchain ecosystems, there got here a need for key infrastructure that could join them.</li>
<li>Of course, one could trade their BTC for ETH on a broadly known crypto change, but this incurs transaction fees and is mostly time-consuming.</li>
</ul>
<p>In this instance, the token on the second blockchain must be established provided that the token on the primary blockchain is confirmed to be unavailable. If you&#8217;ve ETH on Ethereum Mainnet and also you wish to discover an alt L1 to try out their native dapps. You can use a bridge to transfer your ETH from Ethereum Mainnet to the alt L1.</p>
<div data-counters='1' data-style='square' data-size='regular' data-url='http://www.isarc47.org/blockchain-bridges-and-their-classification/' data-title='Blockchain Bridges And Their Classification' class='linksalpha_container linksalpha_app_3'><a href='//www.linksalpha.com/share?network='facebook' class='linksalpha_icon_facebook'></a><a href='//www.linksalpha.com/share?network='twitter' class='linksalpha_icon_twitter'></a><a href='//www.linksalpha.com/share?network='googleplus' class='linksalpha_icon_googleplus'></a><a href='//www.linksalpha.com/share?network='mail' class='linksalpha_icon_mail'></a></div><div data-position='' data-url='http://www.isarc47.org/blockchain-bridges-and-their-classification/' data-title='Blockchain Bridges And Their Classification' class='linksalpha_container linksalpha_app_7'><a href='//www.linksalpha.com/share?network='facebook' class='linksalpha_icon_facebook'></a><a href='//www.linksalpha.com/share?network='twitter' class='linksalpha_icon_twitter'></a><a href='//www.linksalpha.com/share?network='googleplus' class='linksalpha_icon_googleplus'></a><a href='//www.linksalpha.com/share?network='mail' class='linksalpha_icon_mail'></a></div>]]></content:encoded>
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		<title>What Does Burning Crypto Mean? Coinovation On Binance Square</title>
		<link>http://www.isarc47.org/what-does-burning-crypto-mean-coinovation-on/</link>
		<comments>http://www.isarc47.org/what-does-burning-crypto-mean-coinovation-on/#comments</comments>
		<pubDate>Wed, 12 Jul 2023 01:37:05 +0000</pubDate>
		<dc:creator><![CDATA[Lukasz]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.isarc47.org/?p=14599</guid>
		<description><![CDATA[In proof of work, miners compete to unravel complicated mathematical problems to create new blocks and earn rewards. This requires a big amount of computational power, and the difficulty of the issues is adjusted based does burning crypto increase value on the complete quantity of computational energy getting used to mine the cryptocurrency. Though Proof-of-Burn<br /><span class="excerpt_more"><a href="http://www.isarc47.org/what-does-burning-crypto-mean-coinovation-on/">[continue reading...]</a></span>]]></description>
				<content:encoded><![CDATA[<p>In proof of work, miners compete  to unravel complicated mathematical problems to create new blocks and earn rewards. This requires a big amount of computational power, and the difficulty of the issues is adjusted based <a href="https://www.xcritical.com/blog/what-does-burning-crypto-mean-cryptocurrency-burning-definition/">does burning crypto increase value</a> on the complete quantity of computational energy getting used to mine the cryptocurrency. Though Proof-of-Burn (POB) and traditional Proof-of-Work (POW) are each consensus algorithms utilized by cryptocurrencies, they work in a different way.</p>
<div style='text-align:center'><iframe width='568' height='310' src='https://www.youtube.com/embed/rPO9toxut9I' frameborder='0' alt='does burning crypto increase value' allowfullscreen></iframe></div>
<p>In this mannequin, miners are required to burn early coins and mine new coins, making it more durable for early adopters to hold the cryptocurrency. In 2019, the Stellar Development Foundation (SDF) conducted a one-off token burn, lowering the XLM provide from a hundred and five billion to 50 billion. When people promote these tokens to redeem the underlying belongings, the tokens are automatically burned. Popular altcoins like Ethereum, Cardano, and Polkadot have transitioned or plan to transition from PoW to PoS, reflecting the rising prominence of this mechanism throughout the business. Stakers in these networks play a vital role in ensuring safety, validating transactions, and driving the value of their chosen altcoin. It operates in likeness to a inventory buyback, the place companies repurchase their very own shares, successfully canceling them out.</p>
<p>black gap (or “eater”) address. This is completed to minimize back the whole supply of tokens and enhance their worth. The details of implementing token burning can range depending on</p>
<h2>You&#8217;re Unable To Entry Coindcxcom</h2>
<p>remaining tokens might turn out to be more scarce and extra valuable. This can even lead to an increase in demand for the token, as investors may see it as a great opportunity to accumulate a potentially more useful asset. Burning crypto refers to a deflationary process that completely removes cryptocurrency tokens from circulation. This is completed to lower the whole supply of a digital asset as an try to spice up demand and enhance market value. There has been a big impact on the crypto business due to the burning of crypto.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/feed_images/multiple-levels-of-trading-partnership-ams-xcritical-features-img-2-768x512.webp" width="307px" alt="does burning crypto increase value"/></p>
<p>20% of its profits to purchase again BNB and destroy them. All buy-back transactions will eventually destroy one hundred million BNB, leaving a hundred million in circulation. Current BNB ROI since ICO is over %, and it takes 2nd rank by market cap among tokens. The mechanisms of staking, incomes, and burning have reshaped the cryptocurrency panorama, offering revolutionary methods for customers to interact with and profit from blockchain expertise.</p>
<h2>Token Burn 101 : What Does Burning In Crypto Mean?</h2>
<p>noting that the usage of token burning as a approach to pay dividends will not be appropriate for all sorts of tokens or all types of organizations. In distinction, proof of burn makes use of tokens which have been completely faraway from circulation, often known as &#8220;burning,&#8221; in order to realize distributed consensus.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/metaverse-stocks-cryptocurrencies-1-1-768x512.webp" width="302px" alt="does burning crypto increase value"/></p>
<p>And so, once the tokens are sent to this address, they are unrecoverable and can never be used as nobody has the private keys to entry them. Burning crypto generally has a bullish impact on price, as lowering supply amid constant demand can increase the token’s value. For example, in a typical PoW community, corresponding to Bitcoin, early adopters have a bonus over newcomers, as the halving event reduces the reward per block to chop the inflation rate. They make use of the so-called Proof of Burn (PoB) consensus mechanism, which requires nodes to burn a portion of their holdings to turn out to be eligible to validate new blocks.</p>
<p>Anyone who owns a cryptocurrency can burn it, nevertheless it&#8217;s not exactly one thing you&#8217;d need to do for no cause because you&#8217;d primarily be throwing money away. Moreover, if the burn is substantial and information about it&#8217;s recognized beforehand, the market would possibly issue it in nicely upfront, probably inflicting an uptrend earlier than the precise burn. PoB combines components from Proof of Work (PoW) and Proof of Stake (PoS), and is regarded as an experimental algorithm to realize vitality effectivity. Some examples of cryptocurrencies using PoB are Namecoin and Slimcoin. The enchantment of DeFi is clear in the vast array of platforms and opportunities out there.</p>
<h2>Real-world Examples Of Token Burns</h2>
<p>Lastly, taking part in decentralized finance (DeFi) protocols and investing in promising blockchain initiatives can also probably increase the worth of your crypto holdings. Ultimately, the market’s response to burning crypto will depend on numerous factors and investor sentiment. With such exponential growth in the market, many would count on most of the thousands of tokens to fail or frequently drop in value, however that hardly ever occurs, especially amongst the highest a hundred tokens. The value of some of these tokens is managed with the help of burning tokens. Depending on the implementation, the miner burns the native foreign money or the foreign money of an alternative chain.</p>
<p>Investors typically view burning as a optimistic improvement, because it signifies a commitment to long-term value and sustainability. Staking has turn out to be a basic mechanism inside the world of altcoins, altering the way cryptocurrencies are generated, secured, and transacted. Staking is essentially the process of participating within the proof-of-stake (PoS) consensus mechanism, where validators, instead of miners, are answerable for processing and validating transactions. Stakers are cryptocurrency holders who &#8220;lock up&#8221; a certain amount of their cash as collateral to help safe the network.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/feed_images/over-the-counter-otc-trading-what-is-it-and-how-it-works-768x482.webp" width="300px" alt="does burning crypto increase value"/></p>
<p>One of the most important disadvantages of token burning is the potential for perceived price manipulation. Because token burns can positively impression price action, a burn event could presumably be thought-about manipulative if the reasons for it and the anticipated outcomes aren&#8217;t communicated clearly. In an industry where transparency and accountability are very important, any perceived deception from a project owner could be dangerous. Oftentimes, crypto is burned by house owners or developers of crypto projects. Project owners may purchase a sum of the project’s obtainable currency in the marketplace themselves and ship it directly to burner addresses. Another methodology for burning crypto, used by some networks like XRP Ledger, includes placing a fee on every crypto transaction and burning the collected fees.</p>
<h2>Ethereum’s Eip-1559 Burn Technique</h2>
<p>While some token burns are deliberate, platforms corresponding to MakerDAO lets the community choose whether or not to burn or not. One key example is the recent governance vote by SWEAT Economy that allowed traders and token holders to vote on either burning a hundred million $SWEAT tokens or distributing them to present token holders. Finally, have any of you purchased any Proof-of-Burn cryptocurrencies? If you have any queries, be happy to drop me a line at [email&nbsp;protected]. In some instances, token burning can be used to improve the utility of a token.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/know-about-ssw-768x511.webp" width="300px" alt="does burning crypto increase value"/></p>
<p>remaining tokens. A token buyback may find yourself in an oblique dividend payment in a number of methods. First, by decreasing the availability of tokens in circulation, a buyback can doubtlessly enhance the worth of the remaining tokens. This can profit token holders</p>
<h2>How Does Burning Crypto Work?</h2>
<p>Smart contract execution additionally requires a gasoline charge on the Ethereum community. Instead of paying miners a transaction charge, some  initiatives implement automatic token destruction. As such, a small proportion of transactions are routinely destroyed – Ripple has applied such a mannequin. However, there are some necessary concerns to remember when utilizing token burning to pay dividends. First, it may be very important be positive that the burning of tokens is completed in a transparent and verifiable means, in order that</p>
<ul>
<li>By reducing the variety of cash (tokens) of an asset in supply, a given cryptocurrency is supposed to turn out to be more useful and less out there for potential buyers.</li>
<li>cap amongst tokens.</li>
<li>This is completed to reduce the whole provide of tokens and improve their worth.</li>
<li>However, the influence of burning crypto on market costs can vary depending on a number of components.</li>
</ul>
<p>By decreasing the variety of coins (tokens) of an asset in supply, a given cryptocurrency is meant to become more useful and less obtainable for potential consumers. By lowering the total supply of tokens, burning can increase the value of the remaining tokens. This is as a end result of the identical quantity of demand for the tokens will now be unfold throughout a smaller variety of tokens, which might drive up their worth. Burning is a key mechanism utilized by most stablecoins, wrapped tokens, and synthetic belongings (synths).</p>
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		<title>What Was The Primary Cryptocurrency?</title>
		<link>http://www.isarc47.org/what-was-the-primary-cryptocurrency/</link>
		<comments>http://www.isarc47.org/what-was-the-primary-cryptocurrency/#comments</comments>
		<pubDate>Thu, 13 Apr 2023 23:08:43 +0000</pubDate>
		<dc:creator><![CDATA[Lukasz]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.isarc47.org/?p=15891</guid>
		<description><![CDATA[The price you&#8217;ll be able to cost as a virtual assistant depends on the kind of companies you offer and the worth they supply for clients. What makes this such an attractive option is that it requires little or no initial funding and permits for versatile work hours. The great factor about this side hustle<br /><span class="excerpt_more"><a href="http://www.isarc47.org/what-was-the-primary-cryptocurrency/">[continue reading...]</a></span>]]></description>
				<content:encoded><![CDATA[<p>The price you&#8217;ll be able to cost as a virtual assistant depends on the kind of companies you offer and the worth they supply for clients. What makes this such an attractive option is that it requires little or no initial funding and permits for versatile work hours. The great factor about this side hustle is that when your digital product is on the market on an e-commerce platform like Etsy or Teachable, it may earn cash with minimal maintenance involved. The excellent news is that, should you don’t yet have the knowledge, you can learn how to use platforms like Facebook or Instagram to grow a brand. The information is easily obtainable, and there are quite a few on-line tools and resources that can help you design participating posts, schedule them for optimum interplay instances, and observe your progress. In a world increasingly outlined by flexibility and digital occupation, the idea of a facet hustle has by no means been extra interesting or attainable.</p>
<p>The real property market has experienced important evolution over the years. Investing in REITs is type of easy, all you need to do is purchase shares in these corporations on the inventory exchange. REITs offer important dividends yearly, and that’s the way you make your cash. The good thing is you&#8217;ll be able to keep a long-term funding, and you can at all times promote your shares whenever you want.</p>
<ul>
<li>To forestall fraud, every transaction is checked utilizing a validation technique, similar to proof of labor or proof of stake.</li>
<li>Many folks have proposed ideas on who Nakamoto is, but all that is pure speculation.</li>
<li>As a 2024 real property investor you would possibly be probably to buy and promote modern buildings with ease.</li>
<li>Not only are they probably the most adept at navigating the digital realm, but they are additionally on the frontline of understanding rising needs and market developments.</li>
</ul>
<p>All these pictures remind us that our world can change swiftly and drastically, often throughout the span of single decisive moments immortalized by way of lenses. Before buying an equipment for your home, do thorough research on it to search out out if it is energy environment friendly. Your use of electricity and gasoline will utterly reduce when your house is properly insulated. Whatever your skills or interests are, there are doubtless students on the market eager for guidance and instruction.</p>
<h2>Legal</h2>
<p>Every cryptocurrency holder has a personal key that authenticates their identity and permits them to change units. Users could make up their own non-public keys, which are formatted as complete numbers up to seventy eight digits lengthy, or use a random number generator to create one. As the report <a href="https://forexaggregator.com/cryptocurrency/what-s-cryptocurrency-origin-use-varieties-price/">Wha is Cryptocurrency Origin</a> of a cryptocurrency’s complete transaction historical past to date, the blockchain’s size increases over time as more transactions happen. Because most cryptocurrencies aren’t regulated by nationwide governments, they’re thought of various currencies.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="Wha is Cryptocurrency Origin"/></p>
<p>It was the primary Cryptocurrency that was created and till date it is well-known for its value. We can&#8217;t ignore Bitcoin once we discuss about the evolution of Cryptocurrencies. The ICO increase of 2017 ignited the hearth of recent Cryptocurrencies and tokens being issued to lift funds for varied projects. While ICOs revolutionised fundraising, additionally they raised issues about investor protection and regulatory compliance because of their legitimacy and uncertain values.</p>
<h2>What Is Cryptocurrency?</h2>
<p>Ethereum was additionally the birthplace of NFTs (non-fungible tokens) and DeFi (decentralized finance) purposes. Perhaps the most revolutionary aspect of the Bit Gold concept had to do with its motion away from centralized status. Bit Gold aimed to keep away from reliance on centralized currency distributors and authorities. Szabo&#8217;s aim was for Bit Gold to replicate the properties of real gold, thereby enabling users to eliminate the intermediary.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="Wha is Cryptocurrency Origin"/></p>
<p>The scope of the operation isn&#8217;t unlike the seek for new prime numbers, which also requires super amounts of computing power. In reality, mining is so resource-intensive that it increasingly happens in personal server farms owned by mining collectives made up of dozens of individuals, or by personal, for-profit corporations. Although you possibly can create one other private key and begin accumulating cryptocurrency again, you can’t recuperate the holdings protected by your old, lost key. No one is conscious of precisely how a lot cryptocurrency has been misplaced this fashion, however it’s lots. A cryptocurrency transaction technically isn’t finalized until it’s added to the blockchain, which usually occurs within minutes. After the birth of Bitcoin as the first cryptocurrency, solutions needed to be found in order to commerce them.</p>
<h2>What Do You Need To Do With Money?</h2>
<p>This freedom permits them to focus their energy on what they excel at, bringing forth personalised merchandise. The print on demand mannequin has played a role on this empowerment, offering a barrier to entry and immense scalability. Witnessing how individuals worldwide rework their ideas into e-commerce ventures is fascinating. As the trade continues its evolution, we eagerly anticipate thrilling innovations that will shape the method forward for print on demand and e-commerce as an entire. However, since crypto has grown so massive, it’s more prone to entice attention from central regulators. More governments and central banks will probably introduce new policies as more people demand access to crypto.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="Wha is Cryptocurrency Origin"/></p>
<p>As they ask “do my essay” from essayservice.com and give attention to varied assignments, they notice the potential that platforms like TikTok maintain. They’re becoming important tools for brand engagement, promotion, and even schooling. Some of the available actual property just isn&#8217;t as modernized correctly in 2024. When you buy raw land, you&#8217;ll find a way to build it based on the standards of the newest modern buildings.</p>
<p>With that spirit in thoughts, let’s delve into the realm of side hustles you possibly can launch from your home with out in depth investment or specialized training. The decision to buy a new or pre-owned Fiat ought to be made with care and consideration. The right selection will rely in your needs and desires, so take the time to contemplate those issues earlier than making a suggestion on any car. Many main universities worldwide have established incubation centers that offer assets, mentorship, and even seed funding to promising student startups. These facilities act as a bridge between educational concept and business apply. Many budding pupil entrepreneurs face doubt from friends, family, or even themselves.</p>
<p>These protocols additionally masks the identities of cryptocurrency customers,  making transactions and fund flows difficult to attribute to specific people or teams. At Ledger, we help in protecting your useful crypto assets by offering a secure answer that keeps entry to your cryptocurrencies offline and out of attain of hackers. In truth, it&#8217;s simple to see how cryptocurrencies are slowly but certainly turning into global. The rising trend around crypto has led to increasingly acceptance and use cases.</p>
<p>Photographs are exceptional storytellers, beckoning us to peer right into a captured moment from the previous. They offer glimpses of historical past, marking monumental occasions that shape our world in profound methods. With that in thoughts and a want to understand the tapestry of world history, let’s embark on an intriguing photographic journey. A free VPN extension mustn&#8217;t decelerate your web connection; it ought to work seamlessly along with your current Wi-Fi network for secure shopping and safety anytime you log into the web.</p>
<p>Released in 2012, Ripple (XRP)&nbsp;is noted for a “consensus ledger” system that dramatically hastens transaction confirmation and blockchain creation occasions — there’s no formal goal time, but the common is each few seconds. Its market cap and individual unit value constantly dwarf (by an element of 10 or more) that of the subsequent hottest cryptocurrency. The algorithm allowed for safe, unalterable information exchanges between parties, laying the groundwork for future digital foreign money transfers. Note that backing up a pockets doesn’t duplicate the precise cryptocurrency units, merely the document of their existence and current possession.  The blockchain thus prevents double-spending, or the manipulation of cryptocurrency code to allow the identical foreign money units to be duplicated and despatched to multiple recipients.</p>
<p>Despite these negative headlines, the crypto market has retained its $1 trillion market cap in 2022. As Bitcoin started to gain mainstream consideration, it attracted new blockchain fanatics to the sport. Although many of those OG altcoins are now not prominent, some like Litecoin and Ripple’s XRP are closely traded. Inspired by Chaum’s instance, many builders tried to create a digital token that might mimic the value stability of gold. For instance, digital tokens like EGold and Bit Gold emerged within the late Nineteen Nineties. Although these tokens weren’t successful, they might affect Satoshi Nakamoto, Bitcoin’s inventor, to emulate the properties of gold (especially its scarcity) when growing Bitcoin.</p>
<div data-counters='1' data-style='square' data-size='regular' data-url='http://www.isarc47.org/what-was-the-primary-cryptocurrency/' data-title='What Was The Primary Cryptocurrency?' class='linksalpha_container linksalpha_app_3'><a href='//www.linksalpha.com/share?network='facebook' class='linksalpha_icon_facebook'></a><a href='//www.linksalpha.com/share?network='twitter' class='linksalpha_icon_twitter'></a><a href='//www.linksalpha.com/share?network='googleplus' class='linksalpha_icon_googleplus'></a><a href='//www.linksalpha.com/share?network='mail' class='linksalpha_icon_mail'></a></div><div data-position='' data-url='http://www.isarc47.org/what-was-the-primary-cryptocurrency/' data-title='What Was The Primary Cryptocurrency?' class='linksalpha_container linksalpha_app_7'><a href='//www.linksalpha.com/share?network='facebook' class='linksalpha_icon_facebook'></a><a href='//www.linksalpha.com/share?network='twitter' class='linksalpha_icon_twitter'></a><a href='//www.linksalpha.com/share?network='googleplus' class='linksalpha_icon_googleplus'></a><a href='//www.linksalpha.com/share?network='mail' class='linksalpha_icon_mail'></a></div>]]></content:encoded>
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		<title>Navigating The World Of Fx Trading: Prime Brokers Pbs Vs  Prime</title>
		<link>http://www.isarc47.org/navigating-the-world-of-fx-trading-prime-brokers/</link>
		<comments>http://www.isarc47.org/navigating-the-world-of-fx-trading-prime-brokers/#comments</comments>
		<pubDate>Fri, 03 Feb 2023 03:58:22 +0000</pubDate>
		<dc:creator><![CDATA[Lukasz]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.isarc47.org/?p=16437</guid>
		<description><![CDATA[The firm has an extended historical past of profitable market making and has turn into one of the largest choices market makers on the earth. Broker-dealer market making also can assist to reduce volatility within the markets. Market makers provide a steady source of liquidity, which may help to stop sudden worth movements due to<br /><span class="excerpt_more"><a href="http://www.isarc47.org/navigating-the-world-of-fx-trading-prime-brokers/">[continue reading...]</a></span>]]></description>
				<content:encoded><![CDATA[<p>The firm has an extended historical past of profitable market making and has turn into one of the largest choices market makers on the earth. Broker-dealer market making also can assist to reduce volatility within the markets. Market makers provide a steady source of liquidity, which may help to stop sudden worth movements due to a lack of patrons or sellers. This is especially essential in times of market stress, where volatility can lead to vital losses for buyers and traders. Another way by which broker-dealers facilitate price discovery is through order routing.</p>
<p>It increases liquidity, improves price  discovery, reduces volatility, offers access to markets, and promotes competitors. While there are other options for market making, such as digital market makers or exchanges, broker-dealer market making remains <a href="https://www.xcritical.in/blog/prime-of-prime-pop-what-it-is-and-how-it-works/">What Is Prime of Prime in Forex</a> an essential perform in the monetary markets. One of the first benefits of broker-dealer market making is elevated liquidity.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="What Is the Demand for PoP Brokerage"/></p>
<p>Broker-dealers are companies that act as intermediaries between buyers and sellers in financial markets. They are responsible for facilitating trades, providing liquidity, and making certain compliance with laws. One of the key roles that broker-dealers play in financial markets is that of market maker. As market makers, broker-dealers provide liquidity to the market by shopping for and promoting securities on their very own account.</p>
<h2>Prime Brokers: The Spine Of Institutional Fx Trading</h2>
<p>The value motion is the use of patterns like candlestick buying and selling at zones. Also, retailers use POS software program for accounting, warehousing, and administration capabilities similar to to trace inventory and revenue. The software&nbsp;could also be used to handle inventory, alerting warehouses when shelves run low, or create purchase orders and automatically ship <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> them to suppliers. POS software program could assist administration in deterring theft and worker fraud. It could additionally be built-in with a enterprise&#8217;s accounting system to enter the day&#8217;s sales immediately into the corporate&#8217;s books. In current years, the point of buy for services has been an area of&nbsp;focus for entrepreneurs.</p>
<ul>
<li>PoP brokerages are additionally outfitted to take care of rising regulatory necessities for extremely leveraged trades.</li>
<li>POS software might help management in deterring theft and worker fraud.</li>
<li>Although the provision &#038; demand zones are close to assist and resistance levels, they aren&#8217;t the same.</li>
<li>Secondly, PoP gives merchants entry to merchandise that standard prime brokerage accounts do not supply corresponding to non-deliverable forwards (NDF).</li>
<li>In both circumstances, marketers and retailers must decide the finest way to showcase their services and products.</li>
</ul>
<p>The significance of broker-dealer market making can&#8217;t be overstated within the context of efficient markets. Broker-dealers act as intermediaries between patrons and sellers, facilitating price discovery and ensuring liquidity in monetary markets. Without market makers, the bid-ask unfold would widen, making it tough for buyers and sellers to transact at efficient prices. In this part, we&#8217;ll discover the significance of broker-dealer market making in additional detail, and the benefits it supplies to market participants.</p>
<h2>How Does The Triggering And Elimination Of Orders Contribute To The Breaking Of Provide And Demand Levels?</h2>
<p>Often known as location-based expertise, these methods can process transactions at customer places. For instance, at many restaurants, prospects can view menus and place orders on terminals situated at their desk. In motels, prospects use related terminals to position orders for room service or to pay hotel payments. The bodily location of an organization&#8217;s workplace may be incidental to their capability to supply a high quality of service. An FX PoP in London can serve a Danish broker simply as properly, if not higher than an FX PoP in Denmark.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2023/01/cryptocurrency-regulation-in-the-uk-img-2-768x512.webp" width="302px" alt="What Is the Demand for PoP Brokerage"/></p>
<p>First, one must identify whether or not they are in a supply zone or demand. The prices are larger than the bid worth in a provide zone whereas lower in the demand zone. Brokerage Trading Platforms Market development technique after and earlier than COVID-19, by corporate strategy evaluation, landscape, kind and software. The report&#8217;s strategic evaluation of the effects of COVID-19 is its major promoting level for businesses in the sector. At the identical time, this evaluation examined the markets of the highest 20 nations and described their market potential. Customers can even interact instantly with POS systems, significantly&nbsp;in the hospitality business.</p>
<p>Another good factor about broker-dealer market making is improved worth discovery. Market makers constantly monitor the market and regulate their quotes based mostly on changes in supply and demand. This helps to ensure that the market price displays all out there info, which is helpful for buyers and traders who depend on correct pricing info to make informed selections. PoPs act as credit score intermediaries in forex markets, connecting purchasers corresponding to retail brokers and smaller hedge funds to tier one liquidity suppliers.</p>
<h2>Navigating The World Of Fx Trading: Prime Brokers (pbs) Vs Prime Of Prime Brokers (pops)</h2>
<p>To stay competitive and help brand house owners in selling their products, POP display producers are centered on enhancing aesthetics, in addition to creating innovative product designs. Customization offered by method of aesthetics, capacity, and mobility can significantly influence a company&#8217;s model identification. Part of the point of buy takes under consideration POS systems and experiences as properly. POS techniques regularly use hardware or software program tailored to a specific business or enterprise. FX PoPs can provide custom-made bands of liquidity for bigger shoppers and even direct entry to popular institutional platforms such as single bank platforms or ECNs. Further, FX PoPs are able to offering deep liquidity which allows companies to hedge giant orders in a single click.</p>
<p>When a buyer locations an order to purchase or sell a safety, the broker-dealer can route that order to varied exchanges or different market facilities the place the safety is traded. By doing so, the broker-dealer might help the client get hold of the very best price for the safety, primarily based on the current market circumstances. The areas form the provision &amp; demand tempo for assist and resistance ranges, that are well-liked amongst merchants. Although the supply &amp; demand zones are near help and resistance levels, they aren&#8217;t the same. Finally, broker-dealer market making may help to promote competition within the markets.</p>
<p>FX PoPs leverage their expertise and expertise working with corporations with each typical and non-conventional enterprise models, which suggests a smart and pragmatic on-boarding process. As extra providers enter the market, some see a potential shaking out of PoPs into their own tiers, with smaller players primed by the larger  PoPs which have direct relationships with tier one banks. That could make it much more troublesome for big banks to monitor and handle the dangers posed by this shopper base.</p>
<p>A PB understands its purchasers wants, offers a selection of trading &amp; expertise options geared to match the wants of particular shoppers is ready to present extra enhanced to its clients. But after years spent de-risking their FX prime brokerage operations, some banks are clearly worried that if things went mistaken, this new breed of clientele may put them right back where they began. Similar to this time period is the point of sale (POS), which is the point at which a buyer purchases and pays for merchandise, corresponding to on a net site or at a retailer checkout.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/cryptocurrency-wallet-768x512.webp" width="308px" alt="What Is the Demand for PoP Brokerage"/></p>
<p>The newest understanding of the supply and demand zones is a generally used approach for day buying and selling. The zones refer to the intervals of lateral value actions that arrive earlier than the in depth price rise. One can trace them using rectangular instruments on a trading platform on the chart.</p>
<h2>Instant Payments – What Are We Sacrificing In Order To Meet Service Levels?</h2>
<p>This would not be possible if the dealer did not link up with the tier 1 corporations. One of the explanations that tier 1 banks and prime brokers do not present the companies that PoPs do is that there&#8217;s a smaller revenue margin in the smaller trades which generally come from a retail shopper and their dealer. Additionally, their methods usually do not assist a cost-effective way to complete smaller trades. PoP brokerages are also outfitted to cope with rising regulatory requirements for highly leveraged trades.</p>
<p>There is definitely demand for BPOs and as the population grows so will the demand. The availability of work depends mostly on the variety of Agents and Brokers performing BPOs in any space. At the point of sale, the merchant sometimes creates an invoice or gross sales order. After receiving fee, the seller generates a receipt for the shopper. Merchants traditionally printed receipts; nevertheless, now many are delivered electronically. The questions brokers should ask its brokers are actually dependent on the needs of the broker but there are some common questions to ask.</p>
<h2>Is There A Requirement For Bpos In My Area?</h2>
<p>One of the key roles that broker-dealers play in monetary markets is that of market makers. As market makers, these firms present liquidity to the markets by buying and selling securities on a continuous foundation. In order to ensure that this exercise is conducted in a fair and clear manner, there are numerous laws that govern the conduct of broker-dealer market makers. In this section, we will focus on the regulatory framework for broker-dealer market making.</p>
<p>Conversely, a demand zone types when demand exceeds the availability, so the prices are inclined to go up. Another thing to note is that if a supply zone crumbles and the inventory breaks out, that provide zone turns into the demand zone. Susquehanna International Group (SIG) is a market maker that operates within the options, equities, and fixed-income markets. The firm is thought for its expertise in options buying and selling and has developed subtle fashions to cost choices and manage risk. SIG also uses its market-making capabilities to support its proprietary buying and selling actions.</p>
<p>In the identical method, the bearish nature of higher supply in comparability with the demand. A supply zone is the distribution zone, whereas a requirement zone is an accumulation zone. Broker-dealer market making can even present investors and traders with access to markets that they might not have been in a place to access in any other case. Market makers can provide liquidity in smaller or less liquid markets, which can be difficult for individual traders to access. This permits traders to diversify their portfolios and benefit from alternatives that they might not have had entry to otherwise. In many circumstances, it&#8217;s the credit or authorized division of a conventional prime brokerage &#8211; who often have a cursory degree of familiarity with the FX market &#8211; that decides whether to even accept a brand new customer or not.</p>
<p>POPs could also be real, as in the case of a brick and mortar store, or digital, as within the case of an digital retailer that sells items and providers online. In both circumstances, entrepreneurs and retailers must decide the best way to showcase their services and products. Ways by which PoPs can help brokers to offset danger by offering innovative and flexible hedging providers. The key benchmarks of FX PoPs are regulation, costs of buying and selling, scope of offerings and whether the shopper feels it is able to develop a personal relationship with it&#8217;s PoP. But it is understood that a minimal of two of the world’s largest FX prime brokers have decided to steer clear of them, at least for the time being. If too many orders are in the different way, it&#8217;s going to break the level.</p>
<p>For these clients, as FX will not be the primary point of focus, they&#8217;re much less likely to negotiate and even take observe of the business terms by which they do their FX trading, as it&#8217;s primarily a bundled service. While the significance of broker-dealer market making is obvious, there are totally different options for the way market making could be facilitated. One possibility is for broker-dealers to behave as principal, buying and promoting securities for their own account. Another choice is for broker-dealers to behave as agents, matching patrons and sellers with out taking a place within the security. Both options have their advantages and drawbacks, and the best suited choice depends on the precise market and safety being traded. In basic, nevertheless, principal market making tends to be more practical in providing liquidity and decreasing bid-ask spreads.</p>
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		<title>A Information To Totally Different Affiliate Varieties With Examples</title>
		<link>http://www.isarc47.org/a-information-to-totally-different-affiliate/</link>
		<comments>http://www.isarc47.org/a-information-to-totally-different-affiliate/#comments</comments>
		<pubDate>Fri, 30 Dec 2022 01:18:41 +0000</pubDate>
		<dc:creator><![CDATA[Lukasz]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

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		<description><![CDATA[By sending site visitors on to the touchdown web page, paid visitors associates assist the business attract extra customers and help the customers get on with their day. Choose Buyer keywords – Not everyone searching for services or products on-line is a possible purchaser. Many people looking for info or reviews on-line have no buyer<br /><span class="excerpt_more"><a href="http://www.isarc47.org/a-information-to-totally-different-affiliate/">[continue reading...]</a></span>]]></description>
				<content:encoded><![CDATA[<p>By sending site visitors on to the touchdown web page, paid visitors associates assist the business attract extra customers and help the customers get on with their day. Choose Buyer keywords – Not everyone searching for services or products on-line is a possible purchaser. Many people looking for info or reviews on-line have no buyer intent. Educate – Don’t Sell – As an affiliate, your position is to inform or educate your visitors about the affiliate marketing services or products you join. Don’t attempt to ‘sell’ products or services – that’s the job of the vendor you’re selling.</p>
<div style='text-align:center'><iframe width='568' height='314' src='https://www.youtube.com/embed/zTdQWoOrMeQ' frameborder='0' alt='Managing Different Types of Affiliate Marketers' allowfullscreen></iframe></div>
<p>Then, a cookie is saved on their laptop every time visitors click on that hyperlink, and commissions are counted based on the cookie period window. Based on the solutions, you  possibly can pick products that you could create email sequences round. Try the next strategies to reach affiliate email marketing. In the final 12 months i.e. 2021, we made $160,836 and our common monthly earnings are $13,403. In truth, we generate over $13,000 per 30 days from the blog you’re presently studying. When you use the search, it provides you with a listing of things – you will get extra details about the product or evaluate a couple of product.</p>
<h2>Youtubers</h2>
<p>So, be picky with the affiliate products and services you promote. Continuing on from the previous advantage of affiliate net marketing, affiliate internet marketing is also low threat. As an affiliate, you do not have to put in money to create, product, or store merchandise. Your solely job is advertising and promoting the products to your followers and paid traffic (if you select to go that route).</p>
<p>Meanwhile, associates can companion with brands that align with their own values. All an affiliate needs to do is to share a hyperlink on its web site and across its social channels. In return, the affiliate will enjoy uncapped earnings potential for traffic it sends to the brand’s website&nbsp; — whether or not that’s fee on first click or for any changing sales. Joining a brand’s affiliate program is usually free, so there’s little to no threat for the affiliate.</p>
<h2>Examples Of Content Material Associates</h2>
<p>If the cookie has a 30-day expiration, the patron might make a buy order two weeks after first accessing your affiliate link and the acquisition would nonetheless get credited to you. It&#8217;s essential to search out out about the brand&#8217;s refund coverage, too. But what occurs if someone buys by way of your affiliate link after which desires a refund? It&#8217;s essential to know if you&#8217;re going to be charged back for refunds.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/f98aba06-bdb0-4ba8-951c-1ac79da87a0b-768x512.webp" width="300px" alt="Managing Different Types of Affiliate Marketers"/></p>
<p>It shall be simpler, to begin with, to try to rank a new affiliate website for more area of interest keywords. However, your reach might be exponentially greater with the extra keywords you focus on (gadgets and home equipment vs. kitchen appliances). If you’re prepared to start being profitable on YouTube, you can try my detailed information right here on the way to make it happen. As a publisher, your involvement with the brand and product/service makes your suggestion believable and authentic and tends to result in the best conversions. A Walmart affiliate would possibly focus on promoting numerous products associated to residence improvement, health and beauty care, electronics, toys and video games, apparel, and extra. The rules require publishers to disclose their relationships with the businesses they promote.</p>
<h2>Be Part Of An Online Marketing Community</h2>
<p>If possible, choose recurring affiliate applications as they assist you to generate commissions for a lifetime, not just once. While technically review websites must be in content material, they warrant their very own part because they usually carry out very nicely. Their viewers is already primed to buy and is trying to discover the thing they&#8217;ll end up buying. A evaluation web site provides its audiences with in-depth evaluations of a product or service and links out utilizing an affiliate link. They usually count on to try out your products for free in return for their evaluate. When you realize what rewards are available to you through different affiliate programs, you&#8217;ll have the ability to select which manufacturers can help you reach your affiliate income targets.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="Managing Different Types of Affiliate Marketers"/></p>
<p>Consumers click on these hyperlinks, which deliver them directly to the brand’s web site to make a purchase. The affiliate receives a commission from the model for any purchase a consumer makes. Whether you’re a new or aspiring advertiser or affiliate, this ultimate guide to online marketing will set you on the proper path. It’s a step-by-step guide that teaches you the basics on tips on how to get the best out of the channel.</p>
<p>Usually, the host reads out an advertisement at the beginning of the podcast or throughout it. These are nice for all manufacturers, as lengthy as the podcaster has a related viewers. In other influencer posts, people are inspired to click on the hyperlink in their bio to buy their stories.</p>
<p>One of the most crucial things for success in online marketing is income diversification. We could wake up tomorrow and Instagram has disappeared, or Google could have updated its algorithm, inflicting your bloggers’ websites to drop of their rankings. If you concentrate on just one affiliate sort, and something happens, your income takes a success. It’s higher to work with many various affiliate sorts, so you don’t really feel it as a lot if one thing goes mistaken. An affiliate program is the method or system a model creates to handle online marketing relationships.</p>
<p>There are also sure banned methods, corresponding to installing adware or spyware that redirect all search queries for a product to an affiliate&#8217;s page. Some affiliate net marketing programs go so far as to lay out how a services or products should be mentioned in the content material before an affiliate link may be validated. As an affiliate marketer, you don&#8217;t have to worry about buyer assist for the products and services you sell. This is a good relief to many affiliate entrepreneurs who want the liberty to start their own business with out thinking about how to deal with precise prospects. The only factor we might wish to stress here is that the merchandise you promote to your followers should be quality services or products that  you&#8217;d actually use. If you push bad merchandise in your audience just to make a fast buck, they will stop trusting you.</p>
<ul>
<li>We already talked about that affiliate web marketing is a simple concept, but there are a couple of moving items to know.</li>
<li>In the last yr i.e. 2021, we made $160,836 and our common month-to-month earnings are $13,403.</li>
<li>Businesses that have a extra stationary physical product or service that&#8217;s locally demanded could not profit as much from running a blog, corresponding to real property.</li>
<li>Coupons are great as a result of they’re not only cost-effective but in addition measurable.</li>
</ul>
<p>It&#8217;s additionally important to check out what&#8217;s on the opposite finish of the affiliate link. A landing page that looks like a box of &#8220;SALE!&#8221; stickers exploded all over it? The design of the web page on the opposite finish of the affiliate hyperlink could make an enormous distinction in terms of your commissions. If the page is not constructed for conversions, it isn&#8217;t more likely to get many.</p>
<p>It advantages associates by offering them the chance to make passive income. Generating affiliate earnings requires developing a platform and constructing an internet viewers. In addition, it <a href="https://www.xcritical.com/ams/">forex affiliate system</a> is essential to remain present with affiliate marketing business developments. Now, most affiliate packages have strict phrases and conditions for producing leads.</p>
<p>A conversion occasion could presumably be any number of actions a person takes on-site, for instance, a product sale, a publication sign-up, or an account registration. Of course, some brands are understandably hesitant to use coupon websites. To make the right decision, you need to understand the affiliate net marketing customer journey. If you need to leverage a group to promote merchandise as an affiliate, then listed under are some assets for you. These days, there are practically limitless ways in which somebody can earn a living on-line in our digitally connected world.</p>
<p>You might think of it as the publisher being extra involved with their viewers and the manufacturers they choose to advertise. If you do this form of affiliate marketing and get high conversion charges, you want to most likely consider yourself lucky, as it&#8217;s no easy feat. So why not capitalize on that and add a income stream to your business? Affiliate advertising is among the easiest methods to generate income online. As you&#8217;ll be able to see on my weblog, I even have varied guides, such as this one on one of the best CRM software program, a category I have plenty of experience with from my earlier digital advertising career.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/feed_images/broker-risk-management-tips-for-brokerage-business-img-2-768x512.webp" width="309px" alt="Managing Different Types of Affiliate Marketers"/></p>
<p>Give them a coupon, so that they have extra of an incentive to attempt it out. The food, beauty, and travel industries are all examples of who would benefit significantly from coupons. Let’s check out the forms of affiliate marketers you&#8217;ll find on affiliate platforms. Depending in your services or products, choosing the right one for your corporation mannequin may be the distinction between a profitable marketing campaign, and one that isn’t. Statista estimated that affiliate net marketing spending would reach approximately $8.2 billion in 2022 [2]. For instance, an e-commerce service provider wanting to succeed in a wider base of internet users and buyers might rent an affiliate.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/22c525fa-82c3-4b64-b0bd-e5cc4cedb952-768x513.webp" width="301px" alt="Managing Different Types of Affiliate Marketers"/></p>
<p>To keep competitive, I highly recommend hiring an affiliate supervisor or outsourcing your affiliate program to an company that can assist your brand keep on top. Let’s face it, manufacturers can’t be in all places on a daily basis and rank for every keyword, so that they need affiliates to amplify and scale their message. Moving onto yet one more popular <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> and high-paying affiliate network, Shareasale has constructed a solid status during the last twenty years and counting. Most offers on Commission Junction are on the cost-per-acquisition (CPA) model — corresponding to pay-per-sale or pay-per-lead. In that case, you would promote presents for supplement firms or equipment as a fitness affiliate.</p>
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		<title>The Definitive Information To A Career In Brokerage Sales</title>
		<link>http://www.isarc47.org/the-definitive-information-to-a-career-in/</link>
		<comments>http://www.isarc47.org/the-definitive-information-to-a-career-in/#comments</comments>
		<pubDate>Mon, 17 Oct 2022 23:18:24 +0000</pubDate>
		<dc:creator><![CDATA[Lukasz]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.isarc47.org/?p=15577</guid>
		<description><![CDATA[Buying or selling stocks requires access to one of the main exchanges, such because the New York Stock Exchange (NYSE) or the NASDAQ. To trade on these exchanges, you have to be a member of the change or belong to a member agency. Member firms and lots of people who work for them are licensed<br /><span class="excerpt_more"><a href="http://www.isarc47.org/the-definitive-information-to-a-career-in/">[continue reading...]</a></span>]]></description>
				<content:encoded><![CDATA[<p>Buying or selling stocks requires access to one of the main exchanges, such because the New York Stock Exchange (NYSE) or the NASDAQ. To trade on these exchanges, you have to be a member of the change or belong to a member agency. Member firms and lots of people who work for them are licensed as brokers or broker-dealers by the Financial Industry Regulatory Authority (FINRA). Brokers who work at banks are full-service brokers in a technical sense, however <a href="https://www.xcritical.com/blog/how-to-become-a-stockbroker-uk/">how to become a stockbroker</a> they&#8217;re typically given a lower payout on their commissions in return for having access to the bank’s customer base. If you have an interest in finance and think that managing different people’s money may be your bag, then you might be cut out to turn into a stockbroker.</p>
<p>Stockbrokers are first required to cross the Series 7 and Series 63 exams. Like many professionals within the finance and enterprise subject, profitable stockbrokers possess robust strategic thinking and communication skills. These professionals guide their purchasers on which stocks to buy and answer investment questions pertaining to threat and reward. A full-service stockbroker offers a big selection of monetary providers to shoppers.</p>
<p>Many faculties offer bachelor’s levels in business administration, and pursuing this degree with an emphasis or concentration in finance can be good preparation for a career as a stockbroker. When individuals or firms want to buy inventory, they achieve this via a stockbroker. Stockbrokers are familiar with the inventory market and with the assorted forms of funding products obtainable to shoppers. They talk with their shoppers to determine the kinds of stocks and products that greatest match with their monetary objectives and present investment portfolio. Stockbrokers then purchase and promote stocks on their client’s behalf and handle the mandatory paperwork concerned within the transaction.</p>
<h2>Licensing Requirements</h2>
<p>While there is no set path to a profession on this subject, aspiring stockbrokers can take several steps that can put together them to thrive in this role. And as people go away the business or retire, the BLS tasks 40,a hundred jobs to open up every year for these professionals. Stockbrokers should register with the Financial Industry Regulatory Authority (FINRA).</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/nevzaimozamenyaemyy-token-istoriya-nft-1-768x386.webp" width="300px" alt="stock broker qualifications"/></p>
<p>You can study extra about turning into a stockbroker by studying publications that concentrate on Wall Street and business points. Websites and publications like Forbes, the Wall Street Journal, and Investopedia.com can be good sources of data on the financial markets and about careers within the field. At the beginning of their careers, trainees and new stockbrokers earn a salary, however as they acquire expertise, a bigger portion of their compensation comes from commission on the gross sales they full.</p>
<h2>What Abilities Do You Need?</h2>
<p>Applicants must cross three ranges of exams, and each requires about one hundred hours of studying and learning. Some job listings and web sites may refer to a stockbroker place under a unique title. Securities, commodities, and financial services gross sales brokers all complete the identical job duties as stockbrokers. Stockbrokers work exhausting to assist their purchasers achieve their monetary goals. They keep on high of economic information and economic developments, present sound advice to shoppers, and continually pursue new enterprise.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/d2d04cfd-cb6c-48ac-b511-995c4353607f-768x448.webp" width="300px" alt="stock broker qualifications"/></p>
<p>Hence, swing traders and day merchants who&#8217;re more energetic may discover low cost stockbrokers appealing. Moreover, the platforms serve active day merchants and buyers; hence, they provide extra research tools and buying and selling choices than full-service platforms. Over 1.8 million professionals use CFI to be taught accounting, monetary analysis, modeling and more.</p>
<h2>Extra Resources</h2>
<p>These salary variations, primarily based on geography, are highlighted in the below map. While earning a level in stockbroking, students can choose a concentration in a topic like safety trading, financial evaluation, financial management, or personal financial advising. These professionals primarily work in workplace settings, but some offer companies and consultations at their clients&#8217; offices. Experienced stockbrokers may travel to foreign international locations to advise purchasers overseas. Like we mentioned to begin with of this text, a powerful interest in everything that&#8217;s monetary markets is essential to obtain success as a stockbroker. Unlike full-service companies, independent brokerages don’t require their brokers to promote proprietary products.</p>
<ul>
<li>Stockbrokers are often paid on commission, though compensation methods range by employer.</li>
<li>To get a feel for the job—and to spice up your resume—consider getting a summer season internship.</li>
<li>The brokerage companies employ research departments providing analyst recommendations and access to preliminary public offerings (IPOs).</li>
<li>The lowest ten percent of the group earned lower than $32,030 that 12 months, while the highest ten p.c made greater than $187,200.</li>
</ul>
<p>In addition to the Series 7, you will need to cross the Series sixty  six and Series 63 exams to be registered in your state. ExamEdge.com is by far the most effective resource to be positive to move all of the exams. In order to take this exam, you have to be sponsored by a firm that could be a member of FINRA or another regulatory authority. They work with the top Universities within the nation to provide 100 percent on-line experiences. Advising clients on which securities to buy means you need to have the ability to analyze those securities.</p>
<p>It can be turning into more and more important to move a strict background verify that can examine both the prospective broker’s criminal and financial history. Those with recent bankruptcies, tax liens, or repossessions will probably be discarded from the listing of potential candidates simply as rapidly as those who have been in any type of mentionable legal hassle. In addition, you should be sponsored by a respectable brokerage to take them, and the agency sponsoring you for the exam expects you to cross. Online discount brokers like Charles Schwab and Robinhood enable individuals to invest with few or no charges. In 2017, there were 205 ground brokers from a hundred twenty five corporations on the New York Stock Exchange (NYSE) floor—already a big decrease from the NYSE’s heyday.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/feed_images/what-are-cfd-liquidity-providers-and-how-to-choose-one-img-2-img-1-768x518.webp" width="309px" alt="stock broker qualifications"/></p>
<p>While the final management and administration information and expertise developed in an MBA provide clear benefits to stockbrokers, specialization can result in a extra focused curriculum and stronger profession outcomes. The stockbroker is at the heart of the exercise in these markets, finishing up transactions on behalf of their shoppers and offering skilled companies associated to financial planning and investments. By facilitating the trade of stocks, bonds and different securities, inventory markets present a variety of alternatives for companies. They can raise funds and give particular person buyers the possibility to comprehend financial positive aspects via shrewd decision-making. While licensing necessities range by state, all stockbrokers are required to move the National Association of Securities Dealers&#8217; General Securities Registered Representative Series 7 examination.</p>
<p>For example, certified monetary planners and monetary advisors can supply comprehensive financial planning recommendation to their purchasers. Additional certifications allow professionals to supply extra consumer companies. To progress up the compensation ladder, stockbrokers must be taught gross sales strategies, construct a big client base, and kind trusting relationships with clients with massive budgets. For this reason, experienced stockbrokers earn more than double that of entry-level professionals.</p>
<p>For candidates with out prior industry expertise, employers usually supply intensive on-the-job training applications. When hiring experienced stockbrokers, employers usually want a minimal of one to a few years of recent brokerage experience. Also known as a direct access stockbroker, an internet stockbroker presents services to energetic day merchants with the smallest fee – normally priced on a per-stock basis. Online stockbrokers offer direct access platforms with capabilities of routing and charting, and access to a quantity of exchanges, market makers, and electronic communication networks (ECN). Stockbrokers should additionally know the method to use inventory monitoring software program and graphing software program. Common stockbroker software program applications embrace MProfit, HyperStock, and Firstrade.</p>
<div style='text-align:center'><iframe width='560' height='314' src='https://www.youtube.com/embed/efMYjpd2XzM' frameborder='0' alt='stock broker qualifications' allowfullscreen></iframe></div>
<p>The want for inventory brokers is rising even faster than the national common. The following map will present where the brand new stock dealer jobs are anticipated to be. The median income of a stock broker is nicely above the nationwide common. However, the precise earnings of a stock dealer depends on many elements, together with years within the business, the firm they are working for, their level of educational attainment, and geographical location.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/12/trade-without-borders-with-xcritical-terminal-img-4-768x512.webp" width="301px" alt="stock broker qualifications"/></p>
<p>However, stockbrokers offering trading capabilities and on-line entry charge larger commissions. Moreover, as the web platforms of full-service  stockbrokers usually cater to long-term buyers, the platforms provide fewer indicators and instruments for day buying and <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> selling investors. Stockbrokers want hard expertise in accounting, data forecasting, and financial reporting. Stockbrokers must demonstrate their onerous expertise by passing a collection of licensing exams.</p>
<div data-counters='1' data-style='square' data-size='regular' data-url='http://www.isarc47.org/the-definitive-information-to-a-career-in/' data-title='The Definitive Information To A Career In Brokerage Sales' class='linksalpha_container linksalpha_app_3'><a href='//www.linksalpha.com/share?network='facebook' class='linksalpha_icon_facebook'></a><a href='//www.linksalpha.com/share?network='twitter' class='linksalpha_icon_twitter'></a><a href='//www.linksalpha.com/share?network='googleplus' class='linksalpha_icon_googleplus'></a><a href='//www.linksalpha.com/share?network='mail' class='linksalpha_icon_mail'></a></div><div data-position='' data-url='http://www.isarc47.org/the-definitive-information-to-a-career-in/' data-title='The Definitive Information To A Career In Brokerage Sales' class='linksalpha_container linksalpha_app_7'><a href='//www.linksalpha.com/share?network='facebook' class='linksalpha_icon_facebook'></a><a href='//www.linksalpha.com/share?network='twitter' class='linksalpha_icon_twitter'></a><a href='//www.linksalpha.com/share?network='googleplus' class='linksalpha_icon_googleplus'></a><a href='//www.linksalpha.com/share?network='mail' class='linksalpha_icon_mail'></a></div>]]></content:encoded>
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		<title>Beginner&#8217;s Information To Day Trading: Step-by-step Goela College Of Finance Llp</title>
		<link>http://www.isarc47.org/beginner-s-information-to-day-trading-step-by-step/</link>
		<comments>http://www.isarc47.org/beginner-s-information-to-day-trading-step-by-step/#comments</comments>
		<pubDate>Thu, 14 Jul 2022 03:11:14 +0000</pubDate>
		<dc:creator><![CDATA[Lukasz]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.isarc47.org/?p=15935</guid>
		<description><![CDATA[This results in heavy rush and noise in the first market hour which ultimately results in huge worth fluctuations. Many consultants choose taking an intraday position between midday and 1pm. Further, keep away from investing all of your trading cash in a single inventory. Experts advocate diversifying your intraday positions throughout a handful of shares.<br /><span class="excerpt_more"><a href="http://www.isarc47.org/beginner-s-information-to-day-trading-step-by-step/">[continue reading...]</a></span>]]></description>
				<content:encoded><![CDATA[<p>This results in heavy rush and noise in the first market hour which ultimately results in huge worth fluctuations. Many consultants choose taking an intraday position between midday and 1pm. Further, keep away from investing all of your trading cash in a single inventory. Experts advocate diversifying your intraday positions throughout a handful of shares. Diversification will help you balance your intraday commerce strategy and decrease your danger. Intraday trading involves shopping for and promoting a set of shares on the identical day before market closing, i.e., squaring off open positions.</p>
<p>A trading diary is a personal chronicle documenting each commerce, decision, and market observation. This invaluable device enhances accountability and acts as a reservoir of insights for continuous improvement. To avoid making such trading mistakes, all you should do is observe the second free intraday tip – To decide the entry and exit worth earlier than taking a place. This ensures that you&#8217;ve an objective view and know the degrees at which you may be shopping for or promoting your trades.. In your journey of studying basic candlestick charts, you may come across greatest inventory market courses in Delhi or seek a inventory market institute close to me. Quality education has at all times been the key in succeeding in inventory markets.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/how-to-evaluate-crm-for-your-forex-brokerage-img-2-768x512.webp" width="304px" alt="Guide on a Day Trading Platform for Successful Traders"/></p>
<p>Moreover, the risk of ignorance is greater than the market danger itself, particularly for novices. Here are some suggestions and intraday buying and selling tricks on the Indian stock <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> market that can help you. Day trading is the follow of buying and promoting stocks and squaring off one’s trades in a day.</p>
<h2>Bajaj Finserv Restricted Regd Office</h2>
<p>But as a substitute of going up, the price goes right down to Rs. 500 per share. Within a matter of hours, you bear losses of a total Rs. 5,000 (Rs. 500 x 100 shares). When you invest in a share, the share value can both go up or down.</p>
<p>Intraday just isn&#8217;t about getting wealthy overnight, as a substitute incomes profits every day for the remainder of the month. You must do not forget that intraday buying and selling entails speculation to some extent. Daily charts are probably the most generally used charts which assist traders to figure out short-term stock value actions..</p>
<p>Implementing suitable intraday strategies tailored to individual targets further enhances the possibilities of success in this fast-paced buying and selling arena. Intraday trading in India got a lift after rolling settlements have been launched in 2001. Under the T+2 rolling settlement, when you buy or promote a inventory, you may have the opportunity to cover the position the same day utilizing a web-based trading app. If you fail to take action, then you need to compulsorily either take delivery of shares or give delivery. An intraday trader prefers not to trouble the demat account since intraday trades are squared off, and the web place is zero. Many intraday merchants are inclined to lose their cash relying blindly on on-line suggestions.</p>
<h2>Freeze The Entry And Exit Price</h2>
<p>This can be a very worthwhile way to make investments, but additionally it is very dangerous. If you are serious about day trading, it is necessary to do your research and study as a lot as you&#8217;ll find a way to in regards to the market. You should also begin with a small amount of money and gradually increase your investment as you turn into extra  experienced. Intraday trading requires you to think in your ft with a presence of mind.</p>
<p><a href="https://www.xcritical.in/blog/day-trading-platform/"><br />
<figure><img src='https://www.xcritical.in/wp-content/uploads/feed_images/komplayens-dlya-brokerov-osobennosti-protsedury-compliance-dlya-forex-img-1-768x512.webp' alt='day trading platform' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='406px'/></figure>
<p></a></p>
<p>Day merchants must be sharp-eyed since they must analyse news on the go and charts like a pro. You can find three forms of traders in the stock market &#8211; elementary, technical, and news-based. Fundamental day merchants depend on basic evaluation, similar to price-earnings, Beta, book value, balance sheet, and so on., to identify alternatives. Technical day traders depend on technical indicators like MACD, Bollinger Band, RSI, and so forth., to analyse a stock’s momentum and place pinpoint trades. And, news-based day merchants take heed to or read the top news of the day and trade the shares that are more than likely to be in the information. News-based merchants additionally watch the macroeconomic knowledge, company occasions and earnings, sectoral news, interest rates, and broad market sentiment.</p>
<h2>Operate With Self-discipline And As Per A Buying And Selling Plan</h2>
<p>Another key advantage of intraday buying and selling is the good entry you get to margin benefits. Intraday trading can educate novice traders too, and even when you fail a couple of occasions, learning in your ft may help you make positive aspects with apply. There are silver linings with this technique of buying and selling, but you should beware of storm clouds, as you must shut your trades within a day. Never wait to generate huge income in only a single trade; as a substitute plan a number of trades and earn small profits.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/11/white-label-payment-96-768x512.webp" width="302px" alt="Guide on a Day Trading Platform for Successful Traders"/></p>
<p>Wading into the markets without working on your intraday trading basics is a sure-shot way to lose your money in the long run. Sure, a stroke of luck in the brief run can make you some quick profit however such luck is dangerous for one’s buying and selling acumen. Trading strategically while studying cues from the market is a greater way to navigate the choppy waters of the inventory markets. In conclusion, whereas intraday trading presents alternatives for monetary positive aspects, it calls for vigilance, self-discipline, and a deep understanding of the market. Technical evaluation is often used to identify short time period developments and indicators.</p>
<h2>Consideration Traders:</h2>
<p>By establishing clear parameters for threat, you&#8217;ll find a way to forestall the perilous pitfall of risking more than they can afford to lose. If intraday target just isn&#8217;t achieved, several buyers guide share for supply. Ensure to close all of your open position earlier than the top of the trading session. For starters, they typically advise new merchants to chorus from buying and selling shares when the markets open for the day. That’s as a outcome of firm stocks are normally risky in the first hour of the day. To sum it up, to make the best of intraday buying and selling, you have to learn to make the proper transfer on the right time.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/multiple-levels-of-trading-partnership-ams-xcritical-features-768x512.webp" width="306px" alt="Guide on a Day Trading Platform for Successful Traders"/></p>
<p>Hence, should you wish to take pleasure in intraday buying and selling, you must have the mindset for it at the start. There are actually 1000&#8217;s of stocks that a day dealer may choose for trading. The first step to make day buying and selling give you the results you want is to select the right stocks and determine what to trade. When a buying and selling opportunity has been identified, you may be all ready to start.</p>
<p>Factors affecting intraday trading embrace inventory liquidity, information move, and the overseas market, amongst others. Don’t bounce into the water simply because it sounds fun and thrilling. You should have some fundamental understanding in regards to the varied technical indicators. These indicators which can make you smarter traders and in the end bring more profits. Beginners must open a trading account with their brokers to start day trading. Maintaining a sufficient steadiness in your trading account is obligatory and required to position a trade.</p>
<div style='text-align:center'><iframe width='568' height='313' src='https://www.youtube.com/embed/1EuiyuBO7oA' frameborder='0' alt='Guide on a Day Trading Platform for Successful Traders' allowfullscreen></iframe></div>
<p>For instance, you might employ trend-following strategies in sturdy trending markets and shift to imply reversion methods throughout ranging circumstances. This versatility enhances the plan&#8217;s adaptability and responsiveness to ever-changing market dynamics. Selecting applicable trading strategies is pivotal to creating a sturdy day buying and selling plan. You can choose from varied methods, each with its principles and indicators. Whether choosing  trend-following, breakout, reversal, or range-bound strategies, aligning these approaches with personal preferences and threat tolerance is essential.</p>
<ul>
<li>Experts advocate diversifying your intraday positions across a handful of shares.</li>
<li>The tenth free intraday tip for successful intraday buying and selling is to observe intraday buying and selling guidelines.</li>
<li>Day traders try fetching a profit as a outcome of wild movement of inventory prices.</li>
<li>Arming oneself only with technical chart studying skills can turn out to be disastrous if one performs only on short-term news or data with out contemplating the bigger situation.</li>
<li>Intraday buying and selling in India got a lift after rolling settlements were introduced in 2001.</li>
</ul>
<p>You can also reduce your potential for loss by starting out small. Several traders who first venture into day trading think they&#8217;ll earn big returns in a single day. Therefore, based on this assumption, they have a tendency to invest an excessive amount of.</p>
<p>It helps traders perceive the current market mood based on which you may find a way to strategically determine when to enter or exit a place with most positive aspects. Day buying and selling strategy sometimes calls for traders to enter and square off their positions on the identical day. Day merchants goal to achieve income from small price movements and use tools such as stop loss to reduce losses. Capital allocation ensures that you diversify your investments, safeguarding against vital losses. A well-thought-out danger management technique is an integral a half of any efficient day trading plan, contributing to monetary stability and longevity out there. Setting clear goals is the foundational step in creating a successful day trading plan.</p>
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		<title>What Is A Paper Pockets And How Does It Work?</title>
		<link>http://www.isarc47.org/what-is-a-paper-pockets-and-how-does-it-work/</link>
		<comments>http://www.isarc47.org/what-is-a-paper-pockets-and-how-does-it-work/#comments</comments>
		<pubDate>Wed, 06 Apr 2022 18:31:43 +0000</pubDate>
		<dc:creator><![CDATA[Lukasz]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://www.isarc47.org/?p=17491</guid>
		<description><![CDATA[Both are essential to have the ability to carry out crypto transactions and supply your digital signature. However, whereas public keys can be used publicly, private keys are for your eyes solely. The paper accommodates two alphanumeric strings of characters and two QR codes. Firstly, the thought of paper wallets was to supply a secure<br /><span class="excerpt_more"><a href="http://www.isarc47.org/what-is-a-paper-pockets-and-how-does-it-work/">[continue reading...]</a></span>]]></description>
				<content:encoded><![CDATA[<p>Both are essential to have the ability to carry out crypto transactions and supply your digital signature. However, whereas public keys can be used publicly, private keys are for your eyes solely. The paper accommodates two alphanumeric strings of characters and two QR codes. Firstly, the thought of paper wallets was to supply a secure approach to retailer non-public and public keys. However, paper wallets should contain genuinely random personal keys to work well.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="How do you store crypto on paper wallet"/></p>
<p>A multi-signature wallet is one which requires a number of keys to sign a transaction. A 2 out of 3 multi-signature, for example, would require signatures from 2 keys earlier than a transaction could probably be sent. This can improve security by allowing users to place pockets keys in numerous geographical areas, making it rather more troublesome for an attacker to access the funds. The two most popular paper wallet address mills are&nbsp;Bitaddress.org, and Bitcoin Paper Wallet. Each personal secret is a string of letters and numbers that use advanced cryptographic strategies to let individuals entry their funds. In the early 2010s, the cryptocurrency market was nonetheless in its infancy, with numerous market participants experimenting with trade norms.</p>
<p>Ideally, also you&#8217;d use the program on a tool with up-to-date antivirus and malware detection software. This&nbsp;will not always be feasible, however at the very least, you must run a free malware verify on your <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> pc before generating the keys. A hardware wallet could also be your good selection should you&#8217;re on the lookout for the most effective of each worlds.</p>
<h2>The Most Secure Approach To Retailer Crypto: It Relies Upon</h2>
<p>It has to be in a spot where it might be shielded from elemental threats. Therefore, it cannot be stored someplace where it could possibly <a href="https://www.xcritical.com/blog/all-about-paper-wallets/">how to use a paper wallet cryptocurrency</a> be endangered by hearth, water for instance. If it will get broken, light, or becomes unreadable, your funds will be lost eternally.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/xcritical-uninterrupted-fast-86-768x408.webp" width="300px" alt="How do you store crypto on paper wallet"/></p>
<p>These digital currencies don’t really exist past their blockchains and customers don’t exactly put their funds of their crypto wallets. Let’s check out what is definitely saved in crypto wallets, what kind of wallets exist, and the means to create a paper pockets if you choose to. If you’re critical about Bitcoin and want to store massive quantities of coins you have to get some type of cold storage. If you possibly can spare some extra, I counsel utilizing a hardware pockets, but when you can’t afford it or wish to avoid it for any other reason, a paper wallet is the  way to go. A paper pockets is a general time period given to a piece of paper with a personal key (or seed phrase) written on it.</p>
<h2>The Method To Retailer Bitcoin With A Paper Pockets</h2>
<p>To transfer BTC from a paper pockets, one can scan the QR code of the personal key or enter it manually into a suitable internet or software wallet. Wallets like Mycelium, Blockchain wallet, and Bread pockets can sweep paper wallets, and BIP38 encryption may be handled by validating the private key by way of services like Bitaddress.org. All that&#8217;s required is to create a unique private and public key for your wallet address. This is what you employ as your digital signature when signing transactions. In basic, paper wallets are one of the safest ways to retailer cryptocurrency.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/crypto-exchange-768x326.webp" width="304px" alt="How do you store crypto on paper wallet"/></p>
<p>Many software pockets providers struggled to supply the safety and comfort that Bitcoin owners demanded. Moreover, companies like Metamask and Coinbase Wallet didn’t have sufficient reputability and expertise to beat the market. Thus, paper wallets were introduced to the market, that includes a quantity of neat benefits.</p>
<h2>What Are The Various Varieties Of Cryptocurrency Exchanges?</h2>
<p>Moreover, they&#8217;re relatively straightforward to use, as no technical knowledge is required. Some contemplate paper wallets as a rather old fashioned technique for storing  Bitcoin, but nobody can deny that it is a extremely safe method of storing funds. It’s a good thing that many wallet apps present built-in QR code scanning and displaying options.</p>
<div style='text-align:center'><iframe width='561' height='311' src='https://www.youtube.com/embed/5GIFP0g6zPA' frameborder='0' alt='How do you store crypto on paper wallet' allowfullscreen></iframe></div>
<p>Below is an inventory of a number of benefits that make paper wallets price contemplating even at present. A chilly storage wallet is a sort of pockets not linked to the internet. With most of these wallets, your crypto is protected from hackers, so these are good for storing giant quantities of cryptocurrency. A crypto wallet is a tool or program that keeps your crypto assets, personal keys, and various wallet addresses (public keys) all in the same place. Human error poses one other vital danger when dealing with paper wallets, including mistakes made through the creation process or dealing with of the paper wallet. An inaccurate transcription of the private key or utilizing low-cost ink that will run might lead to a monetary loss.</p>
<h2>Is A Paper Pockets A Chilly Wallet?</h2>
<p>The top-quality encryption of hardware wallets implies that in the event that someone steals your gadget they won’t be able to entry your funds. Hardware wallets are additionally a nice way to guard your personal keys from malware since they aren’t related to the internet. Hardware wallets are a type of specialized USB system with top-notch encryption and safety features such as several layers of passwords and the risk of backing up your private keys. This backup choice implies that even when you lose your hardware wallet or it will get stolen, you won’t lose access to your funds.</p>
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<p>When an investor prints out their keys, they are removed from the cryptocurrency network whereas the tokens stay. Now that we have explored the advantages and downsides of paper wallets, we should evaluate them to other crypto storage methods to determine the most effective solution on your wants. While paper wallets offer a safe offline storage option, there could additionally be more handy and user-friendly selections for some customers. This complete guide will discover the intricacies of a paper pockets, its creation course of, historic evolution, and sensible use instances in today&#8217;s fast-paced cryptocurrency panorama. You&#8217;ll also uncover the dangers and limitations of paper pockets and how they evaluate to different wallet sorts, similar to scorching wallets and the more and more in style hardware wallets. To put it simply, it’s a bodily printout that holds the primary points of your pockets handle.</p>
<p>One thing to notice is that you could&#8217;t retailer cryptocurrencies in an everyday bank account; they should be stored in a crypto wallet. You have to decide on a storage choice that is both safe and accessible. Any errors can have consequences as important as dropping your complete crypto stash.</p>
<p>This means, even when your laptop will get hacked, no malicious particular person can get your non-public keys and compromise your funds. Hot wallets, related to the web, embody net wallets on platforms like Binance and Coinbase, desktop wallets installed on computer systems, and cellular pockets apps for smartphones. They provide comfort however vary in safety ranges, with some risk of on-line threats. Usually this course of might be done for the aim of storing large amounts of Bitcoin.</p>
<h2>Steps To Storing Cryptocurrency In A Paper Wallet</h2>
<p>Another thing to bear in mind is that the standard of paper and ink also issues. You can’t afford to lose your keys, otherwise you’ll lose all your cash. If the ink fades over time or the paper will get damaged, you won&#8217;t be able to access your crypto. A paper wallet is a great cold wallet different to hardware, however it isn&#8217;t without problems with its own. None of those are main points, nonetheless, you must nonetheless concentrate on them when you wish to give paper wallets a go.</p>
<ul>
<li>These applications can generally be used whenever you&#8217;re disconnected from the web.</li>
<li>If you don’t know how to store your crypto safely, it would go lacking.</li>
<li>In the early 2010s, paper wallets had been launched as a foolproof way to safe personal and public keys.</li>
<li>However, to ensure that your keys have been transferred and not using a trace, customers must access the vital thing generator from an Ubuntu menu, a startup system on the Windows operating system.</li>
<li>They supply comfort however differ in security ranges, with some threat of online threats.</li>
</ul>
<p>Paper wallets were thought of one of the safest methods to retailer cryptocurrency for a number of years. However, they have fallen out of favor with many cryptocurrency fans as a end result of they&#8217;re prone to environmental factors, can degrade with time, be misplaced, or in any other case be broken. Paper wallets had been generally used before cryptocurrency turned well-liked and there may be cases where you need to store your cryptocurrency on paper. Storage technology has improved for the explanation that method turned popular but stays a sound way to store your keys in certain circumstances. A crypto exchange is an utility that permits you to entry crypto and perform crypto-related transactions. Most wallets are free to download but contain a transaction fee for sending or promoting cryptocurrency.</p>
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A/T361l0TqOBfUEi8ssPw7uke3nGSsoUnkZ7jv8Av0yaS1BygSWlkKgQGrp9gCPHHFT5DncMghwx7Z4GACO2elaq21khW4DU4hpFRY2arhliaQ7uQ0iIRnlh39hj7n7cLrBbv87otSeVPI0U+5lqVO0DEgCgAg9x6j75znpzahKZ3pbVcp1MUW7ZV0rwHGM7VAGSf8M/c9V89bdBlC+pB6Wt1TYapfKuNFcIEkJLUtXEVznjaGKvk+4Jx0RbVviBTSRQVdJXLTlWnMT07GJmBHI29zj6fQ846kGoNsN2jmq7LSVVSYwA0hZlTdzjc524P6Y456bW6ipKPbHQU0fnvHIUmhrIiY+DwFg2OoyM4/fPTvJGXcHlyQLo9fzhjJcaYUxdlMIVMSMTgNnI9gTkY+v26MVHiBp+JHo6k1DTRyId8VVtDNnOM8KRx3J/4H6W53e300V0mqa+aJFZfLmV2RlY+p987sSM4BH+7v0FW9aejSnq44KVauFiZSaCGPDY9BV0dGOcYwT+3QUnejC4egcptRQ3C3iviqoDD5LKDI8jKjDB5KrjgEDgnn36TobmtbF8vJPaJ8Kw2ZlDMPopz9MYJA/wHUcr6+kuMQMNpSGeRAmaWodEjUflGF3EHPPJ9j1uNPVFQ0UaVtbJPB6EWKHz2XdySd4VT7jAOfTwDx1YptLb6lfIr3+hI13Qiq8zTFXmKIkClnzszznt3wD+3t0KWqpWWF5qO70BYFmJkAK4/Lj1D6AYP1+vZtcKSspoYYai9VlKEXeSaVoXkbt3VSuSPcn36RqrvfaASVNrv7RQSlIYYFq1lJBAyxxj9/fJz9uk/uOV04sfyFJXY4NzpKcxR2e7VBMagESMxc5YnABb9McY79HJKqnrULPXyxyuzSeaoKrxjcnIPv8ATjnqL096nakgaeigq5cxmRFV42AJJYndw2Me2O/fp7Pd1mp4LZNRxBp5RHHKriTy2ztwcbQoO7Oee5+/TPiYXX3B/bzqwvbmhooqqWC8wUZaP0xysgjcnHpbDBvvyvWz/O1cXmVCU0vnwh2DQlihyFwCNijI5+vb9g1GdLV8E1PBfqSGrqCAoG+PcwA9JRoQHBIH/lP16WpaS/VrJFbqhzCyr5stPHFJHGCuCSsTM2OOc9urFkUnt8hJY2h5/CP4k5Z4jRiEMtPuhdw6Adw2SBk+5Yf9h0od0TzPb6meH5ZlEgAYHgEDGz04/c9j9ujFDadY0U/8SF8tKIxyv+dvGGVNv5QRvzgZ7jjtjgdDbnqZau7VUDaXM4RC081DUF4yuOW/myAGA+vfqeZNbMTy49UYrJdTERrcKyGVigdqeRAzwBcHJBG32x9cD7jJ21awvNXT755HqJoWGyjpXKMg28YPqXacLkAk8Ht1EJLro1p4LRW01wgqIh5kSllkAOOO5yQAM4z7nHfg7DabLWW4zWLWEVVVyHJWpC4KbQQSWAI5PY57dLPLJq3EMcavSQ/k1pbKMbqu419DVzHa6VSrLHjPIIYYPfjOPfplTaz0nTIEp7pQz1MhbzQ9JsYBh+YFQuBycDPv9uhcNfqymkenjv8AHNSHKyqSs4CnJbaoJHGCO3sOD36bT295qsV1ztaz0tSBEJI1j9J5GACeHwA2MA89Hniv1IK5r0ZLaa66SqbjU1AuhqIJYQscVLcNgSQsOVMyluRn05Ix98YUnqq2qpyiXSp+Xjk+ZmNbDDIPSCqjKsCc9s/7uoU2lLDqG6x1NjjprbLAmHDVDRo8ir6Rkj8zYb+Uc57e7K8UEyNFRU98ronp4zvjkYeWvGW/mUH0nPAH05PUSxS2bT9UFTyJ6pFpie5R26FrberTVW91wi/NGAjDNwMqQO5BGSOc9MKRqlKUSXLTtTVGVmbcvlzFSOP5DyDkY3A9uoTDOYqpRLqC3SwBfo+9VK8AnaeR9j0cpWo4XRZJIamNfS7pK4RMnG4ls+rB7ftjpvKjtdjLMx2KG1y1a09009UzKyqnmSxrEF79/wAp7j/Ac+3TaXTNm+YjemaMOMb/ACZTHH6T9dx3e+MH2HbpqtQ8lR/4gutyaOdtrRwspIcE8nIViuV7nHT6mvbXWgFMZmjqHG1o3iKyELge/Jzt9iT79SWKa2ZFli9xhX2p6xoI6e6zRFSZVjmiWRSvO4g7jwMHvjPWzWeoohHFUXyneKON5YWMMkKhx2wVHfke/v8Abomvl3K7SQLZpp5HzvSISKQfzNjDHaP+qR3x0nXGJqqV45ZqaSMJERI1R5iqM7mYhOeB3HH2HSqFaSG5rdo3p47rAUgo7+S7gT5E8g8rH8rZ7D75wft0xutLqOWnR5p4J41AiV0milZmyw5xk4BGRgD9+nsmmLhEz19ruFJLDMCxD1Ay5DYB2kE5znOcZwOOvqfTN+qBm4WOuUKSvnSRQvGNw4PfKgnnGD39sdRY0tVQPM0p2Df4vXI3k3aGCAq67nqKIq23tu3IeCPqPrnpQ6ruHmoklFRSSUeZKea31BSRs9lYMAzYJ+v1H36Xngno7glpavtqqoOwRLJAQ/8AMQQBgjn/AIdJVVBYJqilnd6FEcuWNJUKjSEHGV3L6s4xjHfP06LxxkvaiDzO0hc33XNxSemaGIxxwgDbAsyK4JAVnwz4K5OD/eXnjHTevu1TQRGjrNKU9fJMEjeqijZVIUAsUJIIY8DlcnB6WuFtaNJ6WnFyooUGZJ6Z0lBQEDuCF7gD9e461tdNX0SmCW+V1vhmj3Dz6nY8y5A7LlAeDg89UvDBa3XwH55XpqA5qlaupSro7ZXJRfMIJJBUq+xWzy4KjGeD3GOj9usBrKVLgNUU9O80QEcRrz5u4Y4wCwIzg49iPp0hI10p2qUa5U12jmJgeWV0OGH5QfSC/Hvx7e/SVPQUSLUSXLTVvkMWWkZZX3hgeQu3cvIx/Qc9SMZRVRkRtPWSCn9nNYfV/wD30P8Ax6+6S/iWgP8A2Qm/rJ/w6+6svJ3X58Q3j7P6nEtJaoKOtmllu0P8N3btq5k80AjA24P25YfX9OiundbpQVsQnp/Ui7NgwqAk4IA7crkcnH1BPfSrs100tNCaaUFJJzHHCCzHzMDODtBR+QMEDt00pbXZrxdZKmncxqQzPF5ypIpBBAUtgbuDzz78duvbXe54mq2LHtNWz3CnazTiC7I2xamNgkciKhxGRtAb7jvkrkDPVkaZ8QqG/Mtu1AslJOVGwyTYim78p5isME+3fv365pjv1ZQ1Zt1bE7KFVXWQ7SVG7aDj6Z47gfbHFg0Nwt91pRR3edt0cThXVHH4jBxnJJLbWILYLcE8gDJycTwcM6t79zXw/FzwOlt2Lsr7dRXTzqiK0xGCJRkqsdQQeRndGM54X2xx+3Scdo05JBLM9SkbhTkSebCgOAN24QnbyOckDPUBsuq6vRkElLWSvUEqksFdHnzIwcApIASSjHIDA57nDA9SEajeqpZJpIlq6epjRnWWWOYqx4JBZCQMnOQw479sjg58M8EuV7Haw8RHKrQalhpPyT2lCyxYjanrY3VQMYOGOScY7kfp0l/AXaqnhS4y0xqIGZ2FGyxrxgqrDgjIA47889ugM90tkweqFvtpkhfYWSjKEqSQuCCVAP2A++Ol6Gvs84RoK2tgGXO9KglVAJ9IQ+oAEexI56S1W5Y3bug9crnUVlN82t+kPy6gU8cZACrg4TexBOM+4JBPHbhnFXUtWzT09tmooDud1kfiRwBncVUA5xnIIPJ5OcdICooIZh8vX1bSzOd5mRQp/wBbOOSeODjg+/Sc9KlLUrBPVUj06Au6IWgKAgjdtUgFvy5wD27dKknsS61H2y2XeoqGtFkdy65qfKqBKWPsVzvZc/Yc89umNPJZLfvoams1FajJEroWYyIjexCDJIyOM57+/W1TdrZTsTU0db6diiVWeozjACkMgIGP17DpOaqSaJZaGuaGm8sR+X5Dhd4J3ZO0DaGI4BJ7YyOnjF3TEk10Nnuk0lzlqYNa05ZFAQVEbZyM4GXUfv79ulpL9q2CV6VTaLpHUQny2MXJC444IzxxjGT26j8ctZc98NYlNXQmbzCol9St9t0gC8Hvjj9B0uKmwU0phq7fNRON3lOEE4jYjupXP7ckj/Hqxpp6i2L10EMKEXDw4EckoZwYg0SHB9RAH+7vjptKtstVSjtWVtvYA+nflie4B3kYX79v179KW80QYNQXaoVI3xIkZeHIyDkBuARg9s9atLPRwyUcs1PUI8qmItHudFw3pA749XcHnAPRiqYNRFqGrli87ZQXOm3MSKiKMkr3IGGz/ToVHbrYyvPJpDy134LUjswzz/L3Ht3b36I1UJVy9bEJoYwdrZcoVK5yATye/P246bkWjcHj+bpoHdVlaCoEhTg8hN2RxjAI/fpkxXdgt49M59TXKnlcFSakb1zkHcBtJGAAOD0bs91NujjSnucU8CI7RIk3lqzNgEsXBKdvbHGB9+k3oaCpMcNJqVwHICRVkLsXbgEgrgd/f7Y63k0vdKeBGWiVgVKmSALKRgknO3JXuMA5yD/QySe5FpsJLc2mkYXmSJ19Z/CYFX4yvpzg5bAPTKrqEMshlt1Mks5AK09PGTwPsw44+g7jppWrNC0i3agxCrqGdJlSSTjtkBvqPp0OgmtdJVxyoaqgyDuO44x7ZC4znplFL9KEcm92EFSFC0FOKtFdSX8sgL3B/I2fp9R2HTeoFbTvtkrpE3D0sdiZ3Hudr4P9PfpxLWU7FVgudtkZFyq1EZwOSeGJJBx9x/2dDq4224DdOphbkKaOVnj55+mB9PfoqUk1oBxi1Yq8tStIxqI5BImQDDVBGUH22yA5H6HoA9WxcR1M8yRL6gZInY5+np3Dv9ut7hDc1dhQXNwoADKzcr9TxjP2446E1Q1BA6TTRKwYA79u3I9jx1pjbVlEtGP6aSlkk/Du1MEZi3luuwZ+4cY/+nWZSq5laW3zZzuVVDHPbPpOOmb/AMQqIMfLuysuH8xg+GJ5PIJA4H/H26GVCU6OBIsY3D8wTaR/sk/7unjJN0LTQT+ZpIA8tRSIrohOVJGeOe2f6dRbzTUzPXSEgPgKCc4XsP39+lbtUPKyUSzu4kOW/G3jb2+nHSlMKdW9Y3RBQnlq4Vic8AEjnnngdbcEElzGTPNv2T6eOAUYWdw0k9Ovy657ZkYEnJ4/KT2z27dFtKW+Kpq3ulfvNFaYTVSoBuMjjiOMD/WbaD9F3H26GXapnqLg71pVpYY0p0CxghUUAAekckc5bnJHRu90zWq1UWmoKH8Z1Wvr91O0hd3UmNTgDaEjY+n2Zmz2GNDKIoHVNVV3CtnuNekk1RVyGaod7crMzMSWOc592/oP2yKVTGwjpckjLA25c+5OOf8Apf4dIJQMczLSkbfzL8lJwff3+zf0/opTRVNLUR1MVLJHPGweI/IynlTwQc/UD+vUHMPRmVsrRZZDuI/h/H3zhu2Qf2x1ulIZFAFG0jAnANvfH2/m+y/1P16wsEBDExU4Zj6V+TnBbtg8H/oH/rH993jp2RFRacH+UiCqB9sdj91/57wg2+WXzQVo0Ug5waadPpjsT/qn9/6qIoUlEnwwAPElQpHOPofYjrBSMnchgiYkDj5oHBHf/H/Drdp0UEtVRR5znbPUZP19voT/ALPRYBGeZl9SVxx7gVMo9h/eX2//ACekvNEgGahmUjDIKpO2ORgp9M/7P6dOWqRlxLUbeTwaqYZ+3K/9Ift0ms8Y9HzLkDu38QCg8c8NHnnn/a6hBKKSbZsinRsLtCz1cRwO/fgjscc+/wDVR/kJtoqWEPIDfjpKrKOMArkjseSD7db+YpwI6gE44JuELZP/AFl+uT7fn/XpKZ383DMjg8Bt1PIScgZJ/Xb/AE/XobgNpKWajHmW6pmjcxsCUO6NwQQV4z7E5PHc8DrWSpERjnrWkmcMgkRVG3APIHtjAA7dbIJUfdHNUKQoGI4YSrcYAba2DwV79sH9vpZKmKMRvRypnDb1GByvOVDHGQfr7H79DUOxqIYpGR6SZCSpYEHBXkcnv9/v/u6mdr8YNeWRaelqrm9yoEOUpa0b9yDjv3IGB9uO3HUGaCDz0qKd0Z0GWGOSRjuDz/Xr6OKuhlklkVKmNFJOXVTtHcAHvk+2P26ry4seZVNWGGSeLWDou2xeJNkv84pnr4bDUDfJGklBEiFyuMeYGX33cnB546miaangmSunmESPGz5EYIqARgBHjORjPcfQ89cwGseemkaOmdVDes7AoDew4+nPvjtwMdSbTmttV6U8o6du1QtO+GallbfDvyTgqRtY7cHCjsR9D1zs3hvXE/gzoYuP6ZFZeVZb7jUxweX/AAqsfdsnjiqykzHvy03vn7np/GurbKSa621L2+shCJTyutQsSqwLZwcAHAPA9uoPpvxo0pWu9LrCwrRTTqA8tLAstOxznf5fdeR7Z9+erKtNRpi/08Mtnv8AOygs5ahpPmI/yj86+Zg8fZf065Obh8uHRo6eHNiy7MQuElxrDBTzaOnk8mNXkmpauRZUXblcIQwUcj9j1pTXiuZXgqK/VNM6qQ3nyhwI2J42yDLAc/lBx7DnpSR4qZTBFD85DuLbflFjkGB6iY/P3Anjjb0Qe7LFb4KbFTBIylnRox5EZzja8bCT9ewPfjt1jcpR3RpUYvqbWfU8tFEaai1fHTkxhGp6ulkCRHvuDIqYyOM8j69SIa/vtXuSphpLvH6Y/m6S7YkUAYK7QxJHPGeBzxzjqAVWpYmqZZjarXMYoiw3UqxRh857gruxxj79gO3WLdqDTUoYV9ho9zOzzRwGoi4ycFmJeM5J78HJHft0jcZbxCk47SJnV368oJqJtL3OOCSLYZIZ1kSYHAypIHIx/wA9uo5cdV0cc8beSUasLuFq6Pc2cbWTIA579j7Y57dbUsul7ZDHc6O51lvE5U8TmVU2nPKx7DyAO/PA9untHckuE80rawqgsEmKQSSxOIxkk5DsS/OeQAffJxzOaEd1RKyP1AiTU8UdQtBLLSpM4ZpKV2jOAD2U4XkgAnPY/bohNPc6XaKk1FxpVRGPzIjcFQCARwCpByMZzzk8E9LiXWW2J4qWwV0M7BhG0GwYU/nC+kc4bGO/ft0e07cqxKWejqNKW2SBIcxfKzS0bSnIw4Ys6tjBOGH1x3PTSnFJNSsCUuxFbJQ2W7xtTQUYp6dpVepCyLEIwoblmJyfSxwAPf8Ap9V6bSjlaeihraemnYhJ4JQ6ODlQWJIIOSPf39x0QuV1tL0rx2+w/IiqgiqKxEARpAMgEuoAbBU4BVeD9z03tNbZUnrYGFc0lSVyKTKqAQpPKO5z3ySD9eOovatktpajWNNUWz5dJb35SyTNGY2RS6EHksUJC5wOO/Pbo6kNS9uW4R0NsuELNHE5WASliPuu3OSDnjvjnPQqpq6GpqC1Hd7lRUqyFVjqHM7NIO+CFGDkZ5Xue/bpaFpzSmmir6WbbtYxfMMkpb6bBlT9QeOAfr0eRS9A+ZJH0MFpjlikqdHvb237w9NLJH5nIGMJ6vr9Of8AF/LcNPDbSVi1pYg8zGGVwVwDuWSMkg8c7hnPfocbhXGWjZ7VWFlKyKYpThG3diyg4z3wTnB6KVd305c6j5a6wR0ZVFRkfzRJt2jCmViAQPYYA+3Qnilvd+8aOVPZDGitmlrzHUUhp4IahIkki8pvJaTDY2lsvGxAyACq8ZOOhU+jKq3M0L0EhtwCr5nkK/lqWB3Hy/yscgZx7nI54OvoKwVdVJVaO1p/DWbYzxfLmR1GQDtdMbgfVzng8Z+jK26C1BbJp7qt1oaoy+tJInUhGJBy8ZCgjZkjaQe2CeR1U6WzHtvdDahtNxo2a46euqz7AEysqtMuCBwsqAg4DcKOc/bki+vNeUNRGkl6NOrR7ZqWenb1oQPVtQqPcg8j+uMiaaK7vHFT1F5iaDc6xxVOXXIwCBuT04z/AHgPV0QpWpoaqJqiG4yqiMhNHKsyBiCCQp3hRwB2HfpeaKdNsNPehal1+KyWlprxaIVViIJ4/KKxkMfSPzMRgckkjuO3Rg2XTMkBNLQHezsPNp6xTsLA7sonqzlfYfue/Q+qrrbcaF7jc65Ykn2zGCphMcTEqcKMABG24IAHfPHTOO0UhkZrQ8VajxkvAwXbkkBhwVAPJwQPc/U9HzW9APEuiNrvpq0Uaxx2ip3fM7o/LkeXKrnONjockfXPufr1HKCp1XbapYFvWVp0kWOGpxIrqc7vQMqWyff7EjIA6L0setrRTRz0bXKOSMP8ukVVmINkkqyjOfT9TjjvwR07qbtWVUMf9ooPJnp2HnfOEAqMD8rAgn3yPbGfv03mtaMWWKL1QOlu1bDVpWVlpttUlNgxyU7CLLbfzB0PDcg4x9c456zWak0xXCLzo66haZyzyb0eJWOcBiMNuxtz2zn7dam0xUtUImovnKfZ57zI/mBMjO0A/mBBHGfb+g+qTT8nlSotSgkDuwZS20Yw35SCM4I/m+w56sU9mI4NqrJBaxZa4CJ2p54kRkD7DFvJfIBblTk84JA9+/PSlRpxChSzUdAihxN+G481V5xkeYOQN32weozc6SGOhW4QwGYyHDrHBvdSCPLeQAg5525Ht3+yYsdzqIVqJ2rBTzL3lgaMh2HILEkdz798cYyD1a8yr2ivy5LRIsCC3X9aZWS+1VOkeEZXZzuO0kryW9iOw445x00mp624Uk1LcpCXjHlwSIoVQ3YD1uMr+nbOcn3rGgqLnTxtHHdqmBYdzotE0mM5GMrnbjjOT/j1KqS/3+ekpqk30AuvkgNRiRhhvSrEgE55GQTxz+rPljuBNth9tPaqoJY/lKapanjhLJ8tNGDGxBGSEY5yRjA7Z6ZPXa8qIIqqst92U07Y4WRnjHu4Y/l4x+Ue446cm7aioo5QYbHVlJCyOIXpHQEDCMd0eR2/ofqMatqHU009PMopIvNi2BIpnyExhU3SOVxgH/s7gBU49GNr1E7HJX1wqWMsskMCjEVbTtMmAS59SH0nJ3HgHPJ6f0VbqBrjDPFFR1M5XLPTSMXeMnJXnHcAnBznHuOhEd3u6gVAqqOSZ22wYyXbBwwZt6gDGMcHPPYDonW1mrrj/DqKShkq4QrF1jRnlIRicjJIUqCQDjgMB9+lnq6/YMVSH9VqO9VUrwtDWxUzqYFpnlaY+XgguB+GqnGMg9/bHs0bU9Hb/wA9sgp0ChS60qEy4XBLBWxyMD6jHY9IUd21NRRFZLZWNRhtix1lLJKPLGBywwox9Tk89sHHTqkuVXUQu0emKBmjkMk7zuQqJjJVTuwAdoA/QY746N17gas1ulXpXU9ulpL/AG+OM/ykKFO3khiNnKgfy4P+HRk1miLbWwU8To0kSGmpd06pGig8EqwGBls7Rggjn6kM7aTvKR00Nsr6GpkJ3GGp8tI1GN3rZRz3Iye3HPPQissdoatd61pV+X5heVVljkAwTlndVII59P0+o6iyX/6Hkr/wllRK1etO9t8qqzIz7iibjnOUEh3ZOBnjjk/c9PZdS6ZjowtRQ3WCiqYRItIK5Gjp+VYOF9BDcsAfUcg8Ht1X09tRKmc0NbNNTAGZfllkUbC2No52kjd7MeAT2Gekmut3tQ+XgrrsRGI2jMkyhMn1AHLNxg+w4x0/MnoxOV9C0f8Awxaa/wDMat/94P8Ah191U/8AErx/5uh//hP+PX3R9kntFeTJSU9TLYpqaC4UqxpK80beahlICh8FSQhQKCGyQxYg5IxBtT+H9VaZmutumqaeDc8EIkC71YKjbSVJyNrrycDOcHjHU7o1p6tI5aqPzS/lwNEilhHNhdqIQoG4qiDHKgMxxnGGc0tLLRi1zGSpBkPzM8ieasW5UDFcHBy8RKuMOAmOQcD1qbR5VpFVTmir7gsNeIhPTOVYli8c+HPKkYJXv2/r03uFdWWy4M8P4UEjZQhmIKgkgBs5wdxzz79TS+WAXuvqLjPS0YqqiWPflwhLYBc4QA9+dyKB9Seeo8EqbfWmlvcJmhgfyT5nqelclgFcYySCO+MA8fbpk72FaJlpbWskluiobmYBCpYokzAqSPVtDyYUEZU92b8uFJA6KtQwtKtfbaZXjZi1RQUswUsAQo2lS21s9yeCTwD36rPVlvqoZP4nT1Ak3geYiLygAAwSOCP1+nbHRu06hrrNRJS3mnlQxn5lYZ23KykBk9OV44AzubGcADkMs8ccipjQnLG7RYcN50z8jHFRzVtH5cmXWaETMDkYDc5YAjPY9a1M8VaH/gl7jnqNpZ43pnj4yTkqow2Ae/39uhbx0Wo6UXemnCVEaOHniiYopyW9fpwAAcnjLfyjAB6cWHT9JqKqa3tV01puixEfL1QKmUZHqjYDk/6pOQM+wz1xM/BeU3KOqOxg4zzai9GEik60oaoo5JqplKgQg7VfIzIMjIGBgYwek7ldqu3QrGaqriZGIkianCoFIySCQ2c8Hgfze+Ojdf4b363wLJSXFairWbCyUsgY4AO5fS+TnAOPoM+56GG4XuOFqOpuNPKszNTuJYRgrtIJzt/b82esCSbTaNdsz/Hkq5/nDRpFJJIyU8rRn8E7eMkBSSVDAYx9fp1g3SOriiieOGkkXGwgcBiPVuARtmWx3x3Pv0Lq6e40jstPhYoysbNM+9QQuPSSGX+Xg/4/VpHPcoqYOS5KqM749wK/ZgRkcfb26dR5f0gbvckNLcp6aeRJayeBC+xJKGdWDYwCcjBJAJxjPv7c9bR1lnZ2pg8jgFiry0bA8jgliD/UAHP69Runq6V3dViZy4IYrKYhgkcAAHHfg59z256xD/D5laGMVBJYrIqTBtvAwVbJ3f4ZwOrFJ7CEmp5LZ55SSKKWJoxlBkSKDzkIX3OP29z04qILQVSSqtTIVJ2mTZvA284IPb2wc9Q231NztcT7LlTeTUDYfmIz2B5Uhl4/XjH163k82jSG40lR5YDEk08oK4J7ZDYIHA28ft1GGySR3KxxBpnr7lTeV+QvGJApJ5AyuOcdsfseelPPSZ3alvFLUCZfLxIPW6cHl1B+vc47cY6iM1VVVbyVI8qKRfX5roUB2g4IOe578Hk9JxotXIsU1HSpJsIDCJt6jAGcA8dMqoFslFdbJJlZYLKqgP6pKeZ8Be5AzgHH69JVHzNBD5dLUXOgWaPD5CzKMEY4PbO3nB6j9F8vJUGloa5oVEIff53BOeV9WORk8cg9F4LhdonmaG4fNGIBSHDmJlz7svoH7j36sXZMRtDijut/ooGS36kpSJFAMclMF7dt3GGH26HTXG/U9Sk9bZrBVKDjaIEUHt7rxu46+qblNO7Cpt8H4ZwGp5TsJPvgHBPTB6t1ARrcsoyuwtHsP9AOfbuenUWugvMmPK+76euM0jXjT0lEDz5dPUABf03Kc/semVTQ6WqADRVTRQqCOac+pjg49Ld+B/Tt3HQqepikkJeKoicnBEcrr+np9x01anepkzFUnCjnAGR+wwerIwTRU2Yr7fdiWe23LESn8jOu3/ZLd+m6S3ynjZJj5wUDgryf68/t0oJJqVjDN5Uigerc+0k4/U89IYh3iWneaJm9ACuXAP8Ahk/bqxdhHpqbx3NZG3NAIZCcBx6B9+VHGP27datUU0UMs7SCQQBizxkMAP8AH3x7/t0olXJuIYxlsEZlVg2M9wfboLqGsaoEdCqxHzm3llYvhR+vI6fHBzkkLKfLGwbG5qp5bhLhTM2Qvb0/TjopLV2yK0RrSOk10lqY5DuVgsMUYzg9gSSRwc/kz/MOm1FFFLVJBLUJEpB3F1O3btJOcY+n9cdaMkLiFqZ3ZVhUADPqY8t/jxn7Drp6JUjnW5PUP6RpKZ7jPqC/MJaK2xmpqBKpYyyNkRr6eSS5Ge/GT0yqKp7tcKm6Vz07VNRK88zCKpJZidx7fcN/j29iVyljoqGnsDTRLUKfm69zUNG3nMMKhwDwiH+pb6dMEni3bvn03Lzj+ISjtyR+X7MP36CHRpHHH5bBhHvQjC+XU+r9f3Ucf6x6120pVQ600Z4G4rVKR7Z//lP/AFunUsyyOirWxKAMBhcpBuYce4+qr/te3tkzDcFWqIDDaGF2JHPv2+hU/t0Qsar8udoaqp4yxwJPmKjgfXt7ZH9Os/NJjYa1IwTnctdMCo98ZH3P+z7+7gVMu0LJVvgZwf4wOBz7Y/1j/s/sdhOpO6SvkMY7qLsnuDkcr/0h2/38wA2FdGFw9SFyR3uUvHPPcf6zcf6v9ctUsqA/P7gRuOLk7Y+3A+oP+1+/SjzbWP8AnbOAvC/xWIDP7rj2P+31mKeTB2VrkuM83iEY5/6IxyF/2v1xAWkNnqjuI/iBkB/mFxccjtklcew/2v6Z80Bj5dezIxGMXePt7Z3KD/dP/DBwWt9l1HfCkFhtt3rS4IaOkrY5S2eOyr94/wDY+3EstfgB4/XoJLa/B7XMtO4wubTlQpAxyyBTjK/7H2GI6W7BbeyK7VpShAn3KmNo+epmI444I/6H+z9uE2id9hRYyuCcN8qxGQP05AP2/Ke2OLl//RM+JGozIvg1qdA5BCy0dGDjPIwSPYkdvYfoB1X8LfxFUabp/BbVDAKQxhscU368xk/Vv6joc0V1JUuxU0tMzMXNNIYwDn/NImIH7N9M8/b+mY4vQD8oSEPqzQIfr2G7/p/4duMSm8eGPiVp6LzL74aait20/ifN6YeIZwSRk444Y/06jMtNLExiktsiTggFHtZB4Ix/N9QB+h6Np7Evoxs9OCCwpSjo3JWhwc++CG+3t9etkeZC0YSonByAPlWBGfp3+o/rx0r8lEcqaZgx9IHyLgHkYPDH/U+/J/fMEbUc9PWx0S+ZA6uiyUc2xsHIBBJBH5cgjn/fGk9w0aQQx1sbGTz4HA9RkBQeogZP7H25PHW0oqqdN9JVmYQ7P83lVvykc89sZwMZPfpOY0csavIFLtnzFfz8D/HnGSf26RZCp2pPTxgD+YTEfccrkdj/AE6FAYq9whkq3krQzPO2+ZgCpBJJZR6QB/uGe3RWjr6u2zyXG0XA00zESRGnznkljkjA45HP6YA6FxVlIG8qrZI3wQTGCFY4IweFPP69vrnrD0FJ5q1ECr5e4+kMwDcfqT7g8fXqNKWjIm07LN0z423+GvM+sWa5Uzd3jiiWVWHO71rh+fYkZ57dWLYfELwyv9UIa+6tSNJGJE8+heOVJMknkOFYn9cHg4PXNFLJVUO+ulozNTqwC8gg9sr9Rx3I56eVV1iuTPWPLJOxbO9xhmfjLsSWJPvtzgZ/rgzeGYcuuz9Dbh4/Li03Os6KHSU8S1NXrCtpqWWIskVTmVpSoPCxtkp2A/mHTW6W6ko6dqiC522vpqlQYUegMcrqrDareSMhdy59WM4B+nXP2jfEvWmlqYw264RVFuDE/IVhLxEEHIB7pwOcMO446u3RHxDeGlzjiodSaYlsVdUZieanqI1pju/mGU9I4X8x4HvjnrkZ/DcuHVK1+dDqYePxZdJOn6ilZYqp4hDQWuO4IzBpY0EyndjJB8z83JbhVOePc9DLloe40SiKq0bXUbuCfw4C+cN32jnHHbPI59+bOFLpm4wSXailvskTQgh6aoh2fY+kkAZIGeBz9Oi9joNKupmk1dJDPAuUFQFlViSG2ncw/m4O0/vjPWG/LWn7mt4+d6FI0j19jqD85dzJTqi/5tUxlE2jGVK84JwCMdjg8nHU80VLarnTQUOnJRRrOrLJDNURwRsyhmzktl2HbcAe326k8+nbdTUdRRJLTXcEL5mbscEEk5ZfMk5HtwOtYrVppqgUraWmp2iyHWCtwZVGCd2SMk984579JNxya9QwhKD1N4bLNSeRHLVy0MrxsHFLWAwybj+bDbs5HPfjPQO5aKuz10iyQx1KORHDM5ljMiY3FD5QGQcD39/36IS6YsNOyyWlq6minC7RPXK7Ip91DJgkfb7c8dKrYLpRR+ZbtUPDMz7XhaVm3AkBdp/MOTgjkfoD1FpqO6e6B9PYK1Jwkdy+RqIQWQPNPGhbJypeRMfv+/0zpHpNaCkrKmeSyVtVIC6RRXASEMScEKMAkc/ze/8AQrVSa0jVoaqktlQ8AbKVMzvITjvEyHHsOP69M6qHUNbMlNJPDbZI12sZkgzgAEMGkUA9+MHnqJPZsLSq0iICluVGFmn03vTzcu8LvImVIAyVLDnOefv0Rp6xKKFJ7uJUCZAWAkFAf9RmL4wO5TAz/V7S2vUUcwha701UolUpLSxS+qTusbGNWVt30JzxjnsXNNBrahuELXigpJjKDGktRARH68hicrjGARu4xxjHHV0ptLoUctvZgl75YZqk2+O31ILHzjOzIQW47oka988DP1Pv04jpoKdjHQXSZULCFkELMzDPG3aTk8EcfUdK1E+n6a5RVFxiKxh3mlpxTbMg84SQ4IH5uzew562q6fw+QQ1NFV3minZy6pOC4fA4ClSGIGQfzH8p7npedP8A4jcrWlhSat0w0sUV2tpkjQgMtfEV3P8AmIHDNggDOR34A6c/O6VnWGnpKGmkY0wRIXncNExbO0B8DHAGdoGP06AJQrcEga06sjlqChMq1oCnBBy4Y5HGex5+oOM9Pa60XmVJIrVX0zQQ+kqTE7jngBUUMy8Z/mP379JcG6Gqe4QTTK1O2qu9EtJSxbHZqVCkrc55fcM4HvyCD3+m0Fj01WVy1E13loRFJmE1ixVBljDBudhLbycHIAI/r1Fhab9TKZpKilhYSiOOVXWOZSOScSAYxnt7D36NRXO/001NWXGsqblTmJpifNMywgYX1hMjOPbH79CeCEiLJNDjUukK4qlXbNTSRUMkpLClctIFwSAUkOETJHBwRnGeOBS11RPS1tBTCrqpZm/zJKkrLG6gnORswH9hjjP7YxX3KSqlRoKSaMMyvEYo2jwrNktgMM+/156IUdfU0FsqJa6qgqKaSUrFJJSxJIhBAIOCWbP1x9OegsMeUPmtsDVlthaoR5Fovmgiozp5kXlkLtyXjwBtOwfTIP0I6SgoqZKeekSGrqp6h1jhnaTc8blv5SRwDjglui0dZYppZ5Ki2RSUvkotX5UUpUnvt27NoyQW4xnHJ460/s3Y7hBPtudxp0IIii2s8cWU/lDbQcjHuO56V4ZJUmMsieoNe0LV0MUixSz1COTUtNAB5qrwrLgl8ntxkYH9B8F6vMlPNSSVs6wo6q0KKxYFsZURyZfbn3Vcd/r0aSy01LAyUV/nepjw0kVZwZFwOGiYsoXAAwCTz/T5YNRGmQyTUSYl82MilDIEwANpjHcZx9uleKSWoymmRy2Uc1XLM1ohkZ/OSRs0bbSvq/DLblCL7Y46d26iqrRdoJblS1EcfPzEMbyTKBkqmCMgYIBxkZyBkdGKejuMjGemtdNWOyhplWeMCMnPZGb18E9gPfoVDRwUVy8uX52jk53Q1SvCjgnOFZm25yMbu/bv0XzvWhU4rRi90rpLhWS0hpZoolYS7TJ5JKMxAby/SFOBnO33+p6Qt9uuEcHz1kutUfIQTJEYwCkbMAo3g7sktyPpj26M77Zc6ajWpq3qCm4S/NyKWkY52orlMZyuBwBn68DpKpqLhYqaKEXapgt4nCNAIAJArdjkBh2AwQMe/VXnKNQmvoPyc2sdgBFe6MT1EdZbSJyx31gaVkLB+OJVPuAcFsd+jmipKT+ISSRvd44thcxmuEG/DoCOcBuHIwQM+k5A7l6Kr0zX0lJQUWtkEDYlWGWjZSrFssGKhceoH3wN2cc9YrLLd6hJp3pZzCUcFwVkIwygcFjwV5yT29+OrU0/0umBxf8AyGV3jrKWtSrpKiueKWeNofMT1QlwGGJh5hXPYbhx/UdNq263Fakw3C5y0ImTaZatg43clRuJXOBnn9ccE9HKahttHunrKW5xVCr5sTJDOsRKkgfkZSeFGAMEe3AHTWrj0zTxrSz1oqqJRsKrH5JUkHJIwfWcg8nP16Klm2pMXkh3oH09j1DU0BrooKczFsIEiVzJgA4P5gc5J7gDHPT2s0pqyuo6WkmsEawLCzvLJTbRuGfRlO7DOQSecdL1dRSS0FsFxu1PPIlO6KkkGELhw6FtpL8tyS2fpjoTFJfKynpqC0yTUkSyhKhoLl6qgg4bABULwxwMYOMEHnpVknLWUaI4KOzPptFXaio2uVVpmqNQ7oAPMYBwy5G4MCScMBg8889NHq2oY4ZKiirIpoMjERi24LZKj0Dd6vYg45+nUntep9Sadd6O+U1VWulQlYZRK6vnOYw+FIZ1D4I+xzgHPQu+3qw61jS40tte13EsGZkjdfNUlldguQP9Zjyfr3z0Hnp63QVjtaNWCf7TWr/ztf8A/g1P+PX3T7+yGkP/AGiT/wCGH/57r7pf73D2fykTyp/lFXFqeKKmkgrlZROaje7qd8MZXYDG2No9DMIx3/CGTgYR+TqbVNJLLVMqsFhI8nISRYiFKtnDuoI5zgZ5HqXrQvUxVG5UmhjqpGnQGWRhJuDMCyNhMgxINqqybeRgjPXwG56lLexqac7hBUTsnmzYdXV1DKQ3HlSNsz6Aw5Xt7s8cJfJwhUhmpZ4GqESIeaZCS4AkVAozg49Axyd2TnOOhlbaKC+p5tyi89mZ5ZahRiIeYAsfflCH37l2dyAe/BTzBAscdRAiyZaMOkBZJhtSEMpwo4dQCy+oiUH8wACVLXiolnLqYdkUsoDMjtIUJlCtnGMBSM7STk53bgohKsrGekumlStQ9BLPbJMgOwZlU5BO09gwUr7nv7e22prXSXmGnr9P4kLQx71UruZlRd2VXsck+w9s5zkzuWO100NZFWwxlEAjYtEzbpXDAxfifkK7WIIHBB7AAGMX7SlbapjVWBI4p4IP87pVYbNyx5OC2GZiqSPjAwcY7gB07EaoGWW8VWmlhM7UbMwOfMYyIACPTIpLKwODwVwRkZ9hN7VdNP6ppqh5XVqwqrJsaOB1cbsYUEYwNxygJ/LnB5MGqai26pt60rRrTVVP5jFSuGyQCAD3IyCP39uekJIqzSFDBsmqA8qn5ho0R0TLcLu/MDgcocHn6EZlKW5E6LUtepL1b2qI6ioeehRkjWpSMOPy7h5hKkjC5y4H8v06M3C+T1uxqhKExtKAstP5mAcZGGQBSe/t1BtFa1hrY46Z4o5QhDETz/6VyQfLKyOw9RHOCCVBAHfJRLXNZpY71p6oE0LzF1o9wCyevaojYn1OWKAgKO54IUnrn5+CX6oaM34OMdVPYkcVyoHneCtE0gI5LjeVOO+d4I/p0jPT2yWEmF5opMnOY5l9zkcZBwOec/v1rZ6iy3ammYXyshfhpoKmEJIpPuTk8fft9+lXslLOHkgukU09LJtlUzeUT3Gcq3HP0H69+uZUoumjoKSatM0ehtqCSkR442QMCsMGWHBxwxUkZ/p9Okv4JSVcMa03mztyJMQ+WABnDZU8EZ5yfp9On8tiuzyx1VRC6QTKzBlPnbhjOSQMj7fXPQqamuET7Ketmkk3OGhgOw4I7EY7fsOlbV9h6daClVagsSCqqGcRgukRpUIYjPB2c5/39+eh60aq0skdWjRTDeIVyEQgHnn9u5A/p09ZpQqTxyz1DHaZF807QwGPUwPHv7Y6ax3eCKP/ADqjRGG4KRK6+sHjJ2kYIxxk546Cp7MbbdDVa2op6Kqfy6qbyV/BkjkURqByQyZIzyf3x1tVrVSxxGaWOqAAXCoWxjB25/lzwBgDt1tHW0/nbPKkUMxAkMRlVgSCpPKgZ+wPf9enk9LQ10aCWsMMmWWTbSuE4/K25Wb/AHDt36dQK+Yi91tdtp46doJZEq5/zxp3Q542lsD9ccj/AHM6eolhp5kkNcyyn8KRtz7WxxhgM4+2ejd0tdPErxvJNLACMZXK/qmMfQH/AH9AamX5ZQsDSum3CMZCpGD3wRj/ABxz1bDmSoSVWbwXyOOvFDcbaJKldsYaMbWyBnkD3Hv79FLddhSwzvJHUCOMDB3DcCTjhW79h9Mc9Aqm7VTRxn5Zp3ClRIVVW5HOWXP09+vqerqWpZJ4nmjQjzMAFQ4PHDZOfb9ermrWhXreoeqL5YLinlziPzWXbvmp/JwfbG09/v8A7uh0EEc0kkNtqSCAVJiQTA/sTnobtrQvmVNLMUAADI23/swe3/OekfMthYyNBWxSnJU4UY/cd/8Anv1Yo9St2wtJQ1MaA1UiBRlS01MR+2SAc/v0n8tJI6IklPKQwUeRUkMwP2bpklYUXZHdagDONpIUL79uR07annkplkEUchDZBO0MT7g4IIx9x0avcWxpOTTCRquBo1UEnf8AT6htvUaiaSsqXqljLyTttjTuQP5R+vRHUE7+i0bpEZhvqMvxtzwvfnP16QgSESRIEMy+YgMKHDtnjAPt/wDMHrdw+NRXMZM2S3ym9O/l09ZNHM8YANOhRvWxccjPHG3OTj3x246d2JYIKprhVeUFoAGjSR1QPLnCLzxjIyf9UHptdZ1ul7qaqG3CgiqHQwUKsGESBQqjIA3EgDnHOc89P6uLyI0oIA5Wm/0rK0IDyEAN+b6A47fyn9ryhITNVNM7VL3CbzJvXJm6puY9zn0/d/fPP9dkqpFUxfMzsQcki5xnP19vqD/tfv02klcsszGUFfzZ8k5Hvxjvy39etRPO7ABmBUHJ2Q4+v+O3/HqDqh0Jqsja1a6heFJroz++SPqFP/PCvzEioscksjKeFIqYDt9vp9CP9k/syasmGBM0zhMBB8vEwHtx9Pb+nt7ObBYdT65vlLpjS1kq7rdaxxHBS09Epdv2HYAdyeAM57dS6WpLoRavKS7neV8g8ebAeD3Hb7kf88yjw88L/FDxauX8N0BpW63X1ASzRrEkEOT3kmI2IDhu553f17l+HX/JjW2ioaPWvxC1tNJk+cloiO2FVHPrZcNKfqFIUf3mz12pYqDw80O9Np+wWinoKERIkMcEUaQRj2YBMBc5xkZAwOQeqZ5a2Csblqzz28Ov8mzf3FJcfFfWtVAs5BFBY6YVDEDuXnZQqgbf5VfkHng9dDaa+DrwZ0BRy3e3+GNtqp6a2fOvUX0G4S43YDCEExEBRk7VzwAOujp1Wx1NQwhG22TLV8DO+hkGJBj3KYY4+ir9eg15qBZaeWd5nMenc+bsYsauzVHdhjuUIPbPMQ/vEdVNt7stUYx2RT3iHfrtouy6utWhpaalrLRYYdSWb+HUkUENfQj0TBRGAQwYhvS3bbjg5PPOhvFbWetvBLU3i9W+JRhn07VxU9faja6i4SQK7hUO+oqCpDKGYEDGVwT366TvOlrjDfLRFQpHJJobURgopGw0Vy03WwkTw5HfygZBjt6EHuOuLPEL4bfEbQHiVW+H+mvEek01o/W1fCgjlvK07zQO5URPBvDTNGspXtg578noxp6Am5HWml9E6p1HqmmobR4wVDUE+nae7xSSaWt0WfmGwkqSFMbQvqK47kfUdaWvS+sq6wVFtl8UoJ9QR6imswn/AIDCgR0J4IjZf/JjceAdzYB7HqvYfgbGm54I6n4jtd0M1PSLRIBWrB5UIAIiGW4Rdq+nOPSPp1VVp+GDxB/8OVNoDR/xISrbXke/U08VzaW4bgm/5gUyuFkYuijzA3bnnGOpSbI+ZHSB0L8W9g1FV2nTerdPXejpaOKr31c1dTM7OHzEYfMnRSPLbJJ28rkDsK+uviHdtSaest18WPh80xqKj1NVPbaJ6SmoLrVzVKMUeNYoxDOjAqQSrMVyM9xk3d/B74ydN09TH4f/ABGU10klRfMW8W9YyTGWK7B5coT8xBHY55zxjl7TV/8AiXl1Ro7T928ErpfG8JK6a6/JwUU1NNUtJO0rNI5BDbpBkFUyQuMHqRinYsm1oTWv8HPg21nX1djqYL54Y6jjbbJRvWTMkTkHAMNXscE5B2Bs9sE9QTWXwG+KVtjnuPhvcLNra0x5ZHoauaGsVe+Hp3bIbDH0qWJwOrIb4ovCeo8KtbWPxc0VXU/iBqB7nJNRXO2ENHM4KUaCTYpCRq2ckBgyZxyCCGg7baYPFSwaF8BNfz2iG2aRN51NdqO4/wAVtIqkiyy+W0noUNhSQ4O5sKowCWUpLYD5XucOXq03PT1fNZ9RW6S3V1Mdk1PVNVRSI3PDKwyOx6Y/MhQP853HjBFbKO36j6g/7X9PTXUGsNPaq0rHRfFt4SpBbbi/kWrWFvXEUpy6pIHGJ4A2xipOc45Xv1RHjL8Bmp7La1134DahqNcaYnjEyRQ1wNRGv0QqCs2OCQMOMYK+/Txy9JCuDWq1OQ3qpMgitkbPBP8AESwOCCO68e3t7/0+pjTLUGWKbaSRgNXqo+nO5MHuD+39HE61VLJJS1Tz000TFXhlr1RkI4IZSowRxx7bek5SZNsizhAMqQ1fExH9V+hx+36dW7gMfOyIwao8hqcKSI0rAw55wygj3wePp1pTyI7tV0dTKJcBvQcuWJw2cnvjOOD7dbRTSQtkSjHfHzMHPJyO30JH79Zkjp5YWWUSRvn80clO+Tz2Iwe6/X+b+soUarWV8IipqyHzYYWMigNsOSF/Nj/oj6e+OTnrZZaR6h6Z23vtBj2vwDgH3HYDjH/Dp4PNQITFVVhRxtV4FAYD33K5z7e3Y9/rmKmp9iVdXSMrBwQtVEQsmRnG5f0H65PbHUZKJLo/xC1l4dyrU6YvBFHOcSUcxMlPL2zujbJ78ZwD9D1cmjPie080PyGtbPX2ueaQt8/RS74SP/7cisVHbgbs8dsdc4U0NRSzxokzuqZCKZB755UsPSOSf15yD1pTVdt875arkeJSx2lwVUIc4Y4yT37e+O/PGLiOBw8TrJa9zVh4zNg0i9DtCn19FqeRa/TjfxBJCI/PWrA7AD1+SEIO3PBBJ9+/R2un1PQRSRXCopSQyEpU1KzSOWxyizKSB2Pb29uuJbfWXez1H8S05caimkUhgYCykcjG/wBvcfUZIHVlWb4idUQzJa9a766iTEZko0jjmT2BO1QHPHsRnnn365GfwecdcbtfU6uDxWD0yaP6F7zV9PDTOrtBTPTth2mheTy8jHtgAYPODjPYcdCaWC4idJYKqNoHfCzxySHvyMqWVQO/JY9NNIa203fqGKOy6hoqpdpWWknLGZI+dxKSKWJwxPBIz7nqT0tstkNVSqtG9KynastPU7kK4xwXUIw5GeCOeMduuY8WbE2rfxOlHNjyK9GN6avrI5mtl1hlmWZivneaXjUY9bKvOOPo2D7Z6HS25GRFpr/JSNI+xPnpAwwCOMMRjj3+o6kcdsSGKZjqpSoLCaKrtvzIRjkgALllQ8cjH1AOBlzFbjVVC0t1NHPIrxmOoVmZnif8uwFORnAxnI+2Oq3b3pjproRmmtWpaV1aht9TglWDx7484xvKoRznvgDgY+vTilulbHPJTzW2viHls7OsWCPf0Z98ZG3HP1Hbo/c9OatttODTIzVEZciEOQSgG4NucYxg479zjOOgtKmozW+R/Aa6npzIzyvNRg9hzt5ORznvz0icmroa0luJROtwqHluFd5piwQ08casq+zZJ+ntyOe/SFO6U9XLJDbaKdZI8MzqEjwrBs+okKRsHbuPfnpZ71Z46l0maNqgHyC1RTLEzenIBfAKnPAAyMdaUcNDHHMlRS1VDPWsqL5Ekc5ZWY5Kq4DKOAfTx6T0nmNPX+Cz9S0GIpdNBpRNPJRSbyPLhdapWHcepwRH9MY9j26TqLZIk6rR1VTcROhAjkiRWT1ccluT3Hbsf06dT09BHTLWNc5jNE4WVpKYsp3H0rIG7f14479KrDMI4zBcIYJacFjFUOFDOqYXBBzknuSq49+3V8cyKXBi0klxt00NJU2PzyyeqPCOCAD/ADKArADHOfqelaWtu1vK0otL00hYvDhUwpODs/Iq4wTzk5x26ZpJfrdEJqrTiVdM8Syho3VdrEZOGwSSMfcf1PRG3apomjkaso3DFDuSaMY2DB3GQYPKtkdu+embhMS5Re59c4aGaE2We2w1NRNL8y8RPl42gnKGOQkDJbO1cHPPTSosNmu0kNNQPTUEbIH/ABfPNQGG3cDuRtwypIb0kZ7c4BbT0egqqjqaGa7W4SM+5WMsqlB6mIDjtwcY5zj6DpS5eH1n87zjfEqlWPeGpJpHOMZCscNnggkff26VQha3Q1trowXTaVu1TC9NYr8FlQsZ4JKyKYSbRtwm45YZJ9gR1tadMXitp6n+MUkaVKZZEyiuMDOHXhQD7Ft2cH6Z6cV/hrPHM1TDLBVMNgSnWlVW9uSAc7ht4zn8+Oc8MKi0XqpYTfN0MA8vZ5UkaxOO/IZ2U7scjnGecdTklsp6eotq9Y/Ib6gt14tlqpllVap2JkiSOOGRo+eV75buDgZ/McAADIty1li8qQM9U4G9KmmMLDcMnaVXByNp/b346fA6ggijW4T2r0q2PMkpahio7c5LgHkc57gZ6aNVLWyieSvFMrMzIsaKyKxx/OQRt2r+gIY+5zbGLXUDcWJHW9QY1FZBDVfLrtMcgdX3Y9mYnjgdsck8Z6IUurZKW1q9SkkC1kiuYqkzBA45HqBOTgjB4/MD9Mv7etgrEgknukUk8BWUotDHNGzKew2BWB4yeD3OeOkJbB4fX5gtfcZqaokcv5iBhukBYh8svGcjgqBj3OOo02DZ6DSK5Wa/1S0MVJb0cOQ9LUCTc4J3Bi3pfuxx77QO46cVtsq7gjQESUcM0YRSUqYwNuduxQjHA+uffnOeiNNabZCVSikts1TSRL8tMxeMS91I3AlHPPI479N2sNwhro62enqKKQD81JKrI4wQx2DaeR3OAVB3AcDqiUZSa0LY6LcYVlTWV8FLSStaopII0LmMRr5ko9Jd0Ijy+B75ALMRjJHTJai+000skLTyioykheF4pM7vYrnnPI5yRnqZ/wBnqCOKgmrL5dT8js2F7cXEwDjeshJBOfy5Az+vUfkt6SzyTT3+mSMjbUMIvJlwuQ5K8EsvGQcDOe2M9SKcv1RFdrZiFNqC/wBK0NLSXK51VIFKtC04kWNi30ZuxxjBOO+OpRb9S6qWCSJ9OwT08cgjliSjhWPaf7ybctjPfJ/r1CJ6Slt0bNUQQVRiZY6fyqpZAYyNxLiOTPOQcHceft0YnpXsFNb/ACqR2mq6eOtVQjO8ce5gATsbj0A478Y5Genmo1+kEZSXUKm8/NIJprBYIp5m/CpzBCzM4YKPSBkDg8gDn36+litdXL5twscFGR5hVYnk9cqAl1ySApwQSMHJ9yeo/cLrTSxqj1FQsjqzIkhdUROTvHfcRjkEe5544czJC6U8ddc2ramrQ74423sgIZivpdjuwO74yCP06HPBVaaDzTfZkhtEj2yV7laTWvA6yIPOhZnKMNvAMbBhgvgscDk9YfS81yt5rqKAVqRsVWY0rxSr/q7kKsRtY5xxj9eQM1bagaGsorhJHG7ho90JZnA2g719JQYY4O5u33JBumraqrE8VPfKJaOlby/PSB1kYf3du3GVUjjJHcgn2bzMdWpfMV8zdOIh/Y24/wDqiD/YqP8Aj190c2Vv/rB/6N/w6+6HNj/7IOv/AFKBpK+OKYVVNHHUbUgq0k+aw1OTJGjSBkba+8JtKnAAk9uehUVAJhRSPDHJ8siMzrEqQsogy2QM+YAodmBIBG775H2uroNRU7tZ4aGhkMZmlooXM0c6pGQDkjCNkAZJ5LglfTkErRX11ZUNLVW+SnlpXUSrU7kbZLD/AKYgZwuFyoXA59+Ovas8gnYrS2+tlplrJ0CyJJtWWWX8GoAZCfWBtckkHjkBsnkruHzwxXKR6WeKGmmEZNU7T+ZOskjkHIjwCC3l4B7b9wB9lki+SrYkNHsmKGGImkjjkFQVXzVwSAqhcNjbnBIO3Iw0NFbVohJSOJ5aXyZIqiSLBQmQbQW5C4y5IHOcA5wcAjFAzSRLPFHMWMqlmeNnLl5gVjTDEkhi4bd6sqq59+talaOqhdKBvxf84DPIgfYqCMr+J6vSQZc/dV4G0YUjSljCUiW5WmpZklFKu9md2lhLoWONwxGMnDLuZuMFevqWAS21a2hEU8KbBujIWNWk3MVHYeYHcergJtJHO09QhFtXaeS7q1/gQU9SFkTzzLKrvsAVSwdSCpCuAV4G0BiM9A6O5pJI9FqFI45CCpfcWjnwAQMnOSDt4+nH26m8SCnlaoernVJnkVY3Vocb5l3B2OVRWWNx7Y+vBIbXayC60po7jSPGj4qmbyiZY41LlpQC4Qqd2cqQCBxjHDX3FrsQ+/WlrJQwJZYHilV3mmV48yDk8bhzgAcqwGMZHcgSHR2qjBZUqa2mmXBIgmmmZUUgjeysPykAMB6WC72JKjJ6FtDXaengNchr6eFS7h4o3mgP5Qjg7gwCpkDnAzwB0O1JDFcKCKe0SqqQ49MTEK5IPqI7Z4xkcYHse594PVFj1cFS1ZSaio7jDaaiZWnic1qfiKTIQsS8tIm4AZIwxOO2MuRe4qare1a0WegugkDBWpEi3qfvwVYHI25xnsT1BtDa7m0rQBrlRMS9Sk6zNUSK28HhnEbqxX39Qft6QuTmQag1NpfVFshjpVdzHGKYPJhij+YHDZ/DDZw2PQDtf3IPVObh45N9y7FnljehKKLUFGI45IrzJMVkH4b1AXH09LP7foP16JVF/gkYUstTCsdQNw3xx/hZB5yMgjn6e3VaU2orppKWO31FMlfAHaMRVEbJPGRjj0kEdwcN+n16n1vrrFckan+fipaiKRoplYbJI2HcP6M9weP9/XMzcM8bt7HRxZ1k2H1Q1C/moae11juqoQJPLkjz9kVRn9z+3bpNbRZ5ioqKWqjYA7hDIrhTjsQOc/uD01aqtxlKy3kzyAKq+UxkwpGMgrjI5zyARjpzDT3ynLtDTC5gI586WKVjgj68c444B7jrO8cTRzsF1GmrAZWlt1dJHJBu3b0by1+mWJGDxn7dCK3TFbvaop6ozsW3BqeYFd23JB2kjt7EZ6P1V1qaZAblZNmRxIUlATnuO4zgDuP+zphMtLc6ZUioBUTy8b0lwyj29Pp+v9Ol5K2Y3N6EWD3Cim2SzuXBxHE9PEp3fTHGRjP+/HTKKvral4olpIXlKNlUiwUUHJOAc9FblTSUSinnNyhbG5UmACDnggg5+vPQaaOalFPJHXySRqhOzzFG4HOMMMnvzz9OtMVe5RJ1qNqpZqWOVZqRhG5JJTnAAweWH+HfoZT3taQxUyxwssQZVwmyQg+xb+bnsenFwuoqlUTVk9MsRKqZQW5/Xt7/AE6ZzSwqQDVxzg9nQY/fg8daYRpaoobb2Phd2iZj8zJGM7SGO5QP6Y79PEvcJ/FSsgfggs6AHBx2xjoSsVD8xmSUMzcDzM7T+vS9TM0BVaKWnkAGSyEE47AAc9WNJ9BdUGobxIGWJKunkUYODEr5+3Y/89+n018FFRGeWKklRAXMZj5znt2wT+v16ikM0kjNNJTDLEqfLf6fvx+mOkK+YyTLRI8uxSHn3uTu/ujkZ+vt0IYuZ0CeRwjZ9EHn8yskj2vOxkIUYAHfAxxx0QudJV2Q0D1JIqqyjepMLDLRKfTEzAgbdyepe/BU+/DJIXkASGDzCq8kDGMkKP8AEj+g6ztzcJGVd5BWLG/IcgAZ3A+5+/brodKOfq3Y9syLATXTBzs9MCooJeUjjjvx/wAPr1qkbzDzZKZlOQSzW1Rk+/v9Gb+n9EJ2iqCsAEPlwAoiMkh59zleD+YfsB++A8KKuViBxnC+aPr9/wBf6DqDx0HUhaDcDD6jn/7iMf8AP5v8OmM8qgkFUyPY0oGfvx+n+HSU8sTKVCxK3v63/wCf/p1OPAzwY1V47a+otFaWp8iVw9ZUIz7KWHPqdvv7Ae5OOg5KKtkbb0Q98CvATXPxA6uj0zoy3KYo2R66raJhFSxk4yxHdjjAUck/4eungv8AD14U/Crp9LVZrItz1VPD5tVVSxJJLyQoaQkjCgsMRg4A5OTk9S/wf8KtD/DJoSi0PpGji/jM8JZ3lI815dvLyN/fJxz2UYA6JWMXK8Xuqe6Qy01ZTMBJOiKCUJO1WBJyGGSDyOP0JyTm5ukWxgoq2OLbVz6tqTWTzC40dQFiqaZmUGJecN3wwJU4wRjGAOnF1oNK2GKlOoq9pJIZWan3jfI0ROfLKgEug+pHsO3braju+mLPVVNospEdRJKwZUZmTzSTlQzZAwckqPfIAzx0Etula2Wvkmv0ErSCTcHmdXkqVA74RiQOcYJXH16KQ129R9q2orZ0pNQWQFKWjjkSqlZAqtA4XI9X8o2knOMHac4BHUajsnyFxW23yqYi3RpTRyBsk0DONrEnGVWV8nlsLs+mBPaiMeT/AA0ITHGADQ0iqCffDnGFHvgY7+/HQe50NNfLpSCZoRNT+elZFTOJAlI0ZRoWPGctswv98A+xwXGyKXQilZALYstFPAsQo91NWb2Yo1JIME8EBTGy7t392Ne29sU78RXhhS+JGlUtVfpGGsu2nZg9FJPU1FMsYOPLHzFOr+WdoEe2ZEDeWjK/1t3WVTdKXQ9HrK11lFUTtSRmb56ralhrIWfYGadeYd4VHWXgBwpOFY9VPr/xpW0aVe0ah0VrSgu1VGI6ejewiskmjbktFUUxNNURdhuAjc5B5z0qTWwW0yidM+AXi1r6eZrzpmyQpGAWlu2qdQM8mTjgeYqt+2R/h1EfELwq/wDAZrClkr7Noa13WopzJT11HrO7UNSUJKMA8zsADyO5B9+OuhPCXxrFsqLhBdPCbW1rhqKYukn8FMayTKMqpUysy5J4IUD69Qrxu1rqnxMmt09F4beI9qSgEq+ZS6UorrHIh24LJKxPsfYDn9+nSdiOkiudO608S6zdT2PUGtaiIlgRYNZ2zUMi/dKaVQ5I+zA/Tor4ZeNF58AhX6TqtVi8tdKta17d4gU9Zp+5U5xgpFK/m0205zksoz+vUEuiaWhf5TU50PLUscCDV+iq3TVUDjPpnofTn7k9P7fbrwbZJUWptX0lhhwZpLLX02srLAMZzJSv+LGn13EsB7dNQLos/wCIvx68PNSeF1Rb/E/wQ1THDd4Ejo7tBHS1FPFJ5iEtTVyGSNsKGxyC3YqoOeotZfgHubeGsOrvCHxnroanU1v8+JahPIpa2kkAZIJWhd9rDs3LruB4HtErMqyiruGiIFMCqz3G4+GlQ08ZiHeStsFZyQP5toVBz36P6O1pdtOLNqjReqIbLbqXmt1Fo+B6qzbm4D3aySDfS57NJCFUEekMeehqtg2m7ZNbf8Tt+0Dfk8Nvi50TDYKSmpYqi1zU1O9VRVcqBIQ+3LARonnOqxjZ5hyVBwROK+xnwvstf48+BuuBbKO91FHUU+m69VFrukVQUWGAIQF82Vd0p2H8MgjK4JFVRV8nxE68s2mviuptKrpmaFl0fquyVTwUdVMjLuokqASn4pLsyTbZFbgFMheseJvwyeJHw16mi8VvBONtRWTTrSVb6cvQkqDbRtP4qJuAlVeSGGGXAPPJ6ANWizNdeE/hJ8WE1dpyush8OfGK3RmSqoZFQyz4UlXRsf53CVJ5H4ij3YDrgjxL8Kta+EGpptJa5tNXS1sfrp5fwGhq4vaSJyBuU4bt2JweeD1rovVnhF4saAobHo2ouN58Yrq1PUpdl883WluDlXqKiaZlCpTwkMqqjMGDAnaeRaY1JoL4gVrPhq8e6+y3LVVCwSyanoJFaC6TEApJE/5UqcYymSsnIIycs0ZOItXueYtSJcAzu5J/nY03J4H3z7H/AK37kc5Z8BlRlxhcRQE5zx2xn2z+h6uHx38AtY+Aesp9M6ipmqKKUvNb7jFQRmGqgBxuVjghgNu5TypH0IJrGahknOBTz7fcLQwt3Ptzx/MP2/pcpKrBVDBaCdoxsoncMMBhQqeMe+G+mM/o336zPSOkJWS2kxE4ZjQuCvfOMN/0/wDZH7P47Yy8m1uxGSwe0vwRnP5W98P2+3bAK6S2yNc7KZRJ/KgopwG5AB/Nnn0f7fTaMFA2KaSCBmg8iJQcEOk23PPGDkez/wCz1vPXUEyslWYEMhydi5A9sAsuV/x9sdukTTTUc3pkaMM3CHz4geRgdvfK+/8AP+h6wtZIke2Oscce1aQCP0Zf0P8AzxGkLrsOWtFbWU+bMgeFXYgQqZCoOMjcBkAZA5P3xz1vW1At0ENFc7a6vHtBm8xmU4L+nHGByvb6E556YxygSCogq2iYH83zaD/8n2z/AIHrZZlkOahafGOGSoQFWx3IyM9sdCmiMXjRoqkRRFqWeJ+FVyHRiQR9TwD3H06num/GPxJ0s9PUvdZLnBGhjWKtYyGNMZwHcdypyBzjgjHfqvForbNORHUCQ5UsyOA2PcDvn260p5asZjqpyV9W1gu5h347jg9uPr79VZMUMuk1Y8Mk8T9h0dL6X+JW1V1RF89VyWqqDAFZoIZImBbkGTAYLjIxg8Hqz7ZqOW91HnVFno7xDWttjr7fdvUq8H8yKBgHAwQfzD6dcQUVXQ1MS01QAHLEZbC8ngHtwMkE84OO3v05tWor1pyo8zTt0qaV8glo5iN3J7qDjrl5/CIyt4nXvOjh8UktMqv3HcdKLZbzVfN1t2t7wJlYpZGdSGwSH3gH8wXs2OT9SOh1p+fqIJKulu9aZEkVSyOWRQH5VhEDgEZ457/UZHOmn/GuWigNBqqATmYFTPCFcxE7cttwG3Yz/N9vsbIt2rqa/U9ZU6c1vFLvUMkZiUPFhfWzCQFkA5OQcfb3HGy8Ln4Z1kWnfodfFxOHiF7D+HUtR7lcY5p4JbTZaqFlaQJIJ4Zm5xuUMu18DIB/3dB7jJRmNGqtFSUc6Bi7VIkCM2BwWRByO/04PQ+16x1VArGS7S3KaFYWdzNJJFUgjHo54wCfTx9h0TqNV3F3W31MltuNLExHlxkCRtwPJ3hWB3B8EZ7DrP5qvVF6g+4Hp7laahmp/wCEV0TzswjaKYsuAcggke2OcE+/HS1wpLclZEKq6x09ThnlWvo5VLMHK8SAe2O/1P16VrKjTxgE9NpIzrN6xMN3q5PqDclSP1H3HPWkNz02xljeCtNQ28Iq/wCdooA5wJG4bn+7j6Z6N45bxIuddRSkq6nCL/4qq4IJNscq1wABcEc+bxxknA5U846M2OaoqxJa6OG5LPsJLCCKpjYYHHpwSCDjO0k8d+MAY7JZ/wAC42mtmhkVwz/MQ7EyOR3OM574z3HHUgRdRUyedHfLmPmCJBEtYk28n2y0YwfVk7gftnqqUYVoPzTvUUvtHBbaFkr6Cik2JwyO0BiGRn8wUAkZ9JP+B6GW2326vuK1X8MqaSSOnMjyUlQRuAzsBICKCR98nA6OpqG/o6o08c0K91qIMo/uGYnCODyCdox0nQzW6S8VN9/gdsh82Py2FLJIwzg4YBIztPPvwfr2wkUkv1DN3rykXifYDUQamlV1kdhHWx+Y0YHOwneVAORz+hHt0/rqrU0dPRyWaOjqKaWJmlljlf19gcYypx9Bz+vfpzUVVniE08lbbTGrSHBZFmlYt+Uv6gO/0yNw46E11r05crXTNQUc1N80WQLSAzRxkNlWOXyWAK8hfft260xctOZplTUeloXn1JdbTKyVVBVmmZliIDwyhXIyQHYHC5OB75789ErRqfTtai+bTKs0agGetVFTa2PeNCq+4z35+56jMdvqaWOGRtQTUqF5I4ZTFI0chPG4BjuJyx4C446fT2qteGELcrRU+YqxmZYEiG5RwGyFC5zn7/r07aT2FqT6haf+zlXcI4autoaFWhKs0NSYi6gEjG5AMnb33Y59+nunbbpe5wxRU93rXMcreZVpOJRGp4jG1HAB9L+5BGO2OYxJbr/ahXtPZKR4xu2yht35iSwPJGR6QMY/X26G199qJb5TfMaZrqT5Z1O2MlTIF2kZCqTyfq3vx9egsik+VAcXHVltXDS9ht9pSpp7/L5XnsZHrVbaxYgKq/ijAyTjg8kcn2jv9jauuSeGCgesqt7NiCFZTjOfUjNnbubGQMjB6jVNcZ7jFUVVqr7wvmTt8yCmVzxx6ecdye+M/bpeWaruCU1st9zjkWYq7T08gjk8wlcROD6mwTjP7AdS6dP9ibrQL1mj9UWoGrtVkqZKSCIRfgiQASlBhCM5Ck5I9j7dCTWV1PCZayxwyFWCT+bthqctyFw7EfoRjgZ98Bdb7c7XVVEdTTJbpaNUkiaSrnglqHf1AR7Scng9yACcDpebxDWvpXjuVhkhipYwWmWpZnAJIGSQwYDkYP1H69HzIrT+SKMgYt5pq2ZUGmLg9bSRuWDRrJGqBSxIK4Bxg8HJ5HfraGuoERlqbdb6arciNPM3nzDywBUKeynHGePt0Wh1fR35oqSOmerL7VjaYxlVJOSBjBJP1OTz3+qMpNSKl6unpLY8CACZqGV2baeNihyD6TwfseopQf8A6GpLca09mmqqsVaxW+kLAEoKTzGTAODhoVOD9QffHt0XuGlLNJBCXoqJqphJFM0i+XTsxBORvYBD6h+VSB3B5AEan+TuXmlrnHIIwqSPSuqz7mBYHbLtx6++Tnj7dPqay6jjaGipL/BGpYqfmIUUsCPUA0ZIKqPcDuDzgdFwvWwc62oL27TWnzHPNRQkU8DsikVa5EZGMMGBRcZ5/wAD9Wtj08bfItPaEr6holBeSBfMV4wc7mJ9J27RxjBAPPQ25WzX9HTQVNNUmaMjbMsVwkWJCV5AX049v14wOhVZctSWuvWe4aTu6VC4QVXnnBHYAuyHccAAe54/Xqt4nLR00NzQ9Swv4vXf+1NT/wDAxf8A53r7qA/+EKq/9EuP/un/AO5191V/bQ/6xH5l3Zz1ctNPVUb3DR1Sr+ZKYzCIhFDuO5ikTMQDkIDscD/VGRziz6pgrjU27UtulkiUrkzOfPpGBGWU87cbTng8dlxnp+tVS1CUMUtVQXN5o5DEwld3gZpGKmTcnqkLErhAyMM9jhunF0t1p1FTiSeI0dfG5ipaqGGTLRhixdw2wFAhxsROFYZHcj3m+54rbYK1Myboa+smRqdJ5YaW5T0jK8uSnqkRuFwuDySq7mPcKp+SoaWmpXnpfxJENRUVCKS8wkijMeQR+XfG+CoG3zT+baOoHLJqTRtzntlQkNNDVxmlmMcpanqAdwHmFTj8yHAbhSD6cA9Sq1ajprjXLV2u1lopoJoZLVJIq08LGOVY3pnL5YIZMqpJ3FHzgHAVxaCpWP6anuErCRKn52CnaWrhWSc5TZ5mSBgMS0dOQTjaNsZOe3ScL3JVdJKCeJ6aGGRHiTBmEe8LJvQ/hqqrHznsA3q91oroaub5iE28qqkRskY3s0SQRiN42I2hVeX6BmMh9Y29bBojSSRVMUdNSuRTxIxZUp/MDb5SUJbG2BGJAY7Tg5OD0o3UZV4StuL2i3yyLRSlZJY43fdPImRISABziZ8YBIVc45YkfNTTUdJXGW3BZkTyImEhkkUmME4VlycKu3k4VX9ywbopdg9bZlu7006QmZEZZfNkeNMMGKklhtEcRXAkViAMDaOhVdHEtsr5vLXyGChMSI52yITkhG2jaRGCd2QQgxzhigdTSqhpoIEpai4lDPTlHd4U/wBICz7GHlgqwaUjI3HbkZA6j01htlM9RNZZ5qeopvMEsdYqMk7bk3DKNtTCvgEd8cHJGJhUQRyCagWOKGN2McZw8MCB5Y2BjDrvUDzDJ6vYjjKr0LNTRGpmqqUoy/i1EdPJE8coRtqhWZHGTtw7AMBtyd3dQU60A9SIXCneqt/ylxt5p6hhiKbI8qTbg7VbIUEBgMD/AFeMkkih8zp63UtypGqY5Jt6yZYKrKcD07TuAKnB+uT7dTHVN1grzR0slMflZpIlDSPGGVgxBLlRgY2yEA4IDD+UL1GLlba6nENGlTTPC0qJHIZMqzSeoAk44AIyT2yM479OvQVoaWSsrK65wV8h3JSumdu1WT1Da3+0Ryc8n36mtzWWr1DFeLJI9NJcoqdiqKygFwAQS4Xfk8ZHB5PbnppqrQeotKW+srIDRvS0tWaYqWgeqGGkX1rGzYH4bcg4+5wOpF4QXXTkjGt1Bd7jM4dWNNGikgg53F2jcEM4TJK8Dg5zuEaTQYtphej1BapVW3agaqtNdSjyWJxGkwySP9IDggEcbuRg85yS0UdK8JNNdEK8AMZgp7fZiD/QcgdbaptWmdY60SmS3CKyRRyNLJgbYd5MMe6WGKQbsgsdq4yCFG7jqAaz8PdYeF1TLNbqyQ29trCZEYxYIBAO8csFZc7c43YODx1gycHzawdG6HF1+pE7V6mnlURXqpfI3bXlyAAPuMH/AGv69KVFwukNastTRwXhB6ir0Zzt5/mUp7e4PVc2rxbu1tozQXOgaaOQHMtLK8EmMkHI5Qnv/L0ZtfiBYKh2b+JyQ7sECSMhs4/vIVz/AE/r1jycLOG6NUOJhPZi9bIjfMLBa66njRh+WTein+6A54H23Z7dRyvpbWzOZsI2DnfFhwMcHKcdvqejy6milZyK+aNQT6UkU7ySSSdzDg59s+/TKpa3VTPLFWwHGfw6iFQSPswH/wCVnv1I3HckmpENNFSUkyTCSKrg3cwNJjcMfbkf16SloKeoAWCkiRgDwk3q+oBz3+nR64UdMCPOhiyVJXZLuyPv3I6DLTUcieaZJYxjuse4D+h61qT3KHSdIaNTCnhCGCrikOSDgMgGff36zGtLOQksnqGODjJP6NjjraFadGMiVBfbnKHI3A/06VaG2zOMSsDjsAeOO3P/AB6dqyJi/mJDBJUyTU7RKCQu0xsT7AbeCehcAYI9RLuMrtvkbHb+nSdWI2qkpoG3pGNzd+D7Ag9FrRTw1EoeqnEUMe5pHADMqKOSFchWPIwCw5PWjDGlZkzTt0Z8+T+DNQ0Ue6SvmAmn38rEjKwUDsAXC5Jz+UYxg5bQpFTwvUEqJCwjh8x9ozjk4I9h/iR0jHUGqSmiigkULGI40z3YnJIwPc/9nTqqf8QR0YlVIV2cPGwLD8x5+rYx9gOritIbLURxxoiTlQuAQKvOfv247/4f11qKtSpUS/8A8SeP+eetZXfgqJ+Tj/yZH/PPSEu/OB5uAAOfLGOgNsLWq33C93KlstpilqKutmWCCFJstI7HAA+/OOvaz4N/h6sPwz+E8N7vcMUmo7liSqqWG5mlbACj/VQnAHuxJ+nXEP8AkzvAGXxD8SH8RLvATQ2IgUhkVTmU5zJx7KA3PuQR16e6uuM11q3obNVw0aUIECU1UoVZsFcBM8O2NwwRjcft1lyzt6FmOPc+s8ovkktUK+lucVQ5eSKoUq0aknbgYIPYfTnJz9H9a1PcopbLaLmlPOpEcnkuHMKg8huSV+n15+vIbpZ6+xWGWS0W6la61JCgx4RIi+BlQ2O3B2Dux4AzwjpHS9PQ06Vzxk1MhYIXY5Ukne7fUk5J/wC0kYWMaGk0zewafp7bEgeliNSdpJKkiH9PbP8AiccYGSXqu9MzF5ZDDIwZpm4aTgkKgHPt9u7EEDHRB4YhEw2GWPJG3GTO/Y5zxj/Dj2Ax1pMpLyM0oV1XEk/H4YODtXPvjB5H0J9h1YlQljCZThacI5HGKSFsZye8jjt79vqe5wQGucfzEb0Ucc1bCEKNQUW2GmC45Esh78fQ449vc7JCrgQlGSNz/oRndJz3c98fX7HnJwAIuLqknytT5cy7d6UysYqeBc4zK47+r/EH32jqBWhFrzWz15vNPUyxvcdlJNTx0/8A9lihikG8AnDSAswVjtUYMQH5cmoKXwC0VJDerdNftUz6evYa9W21teJoKa2qwZnWGKJlKna3IOQNvtzm3dU1bUE8V9tNuS4mljkhqsRinoQh2BF81iNpBRU4DEhyApPqHF/ibr/xzvNihodI6AqprTYWloI6p4Zq5g4Taygn0vlTsYlGHcdiekSbYXS1K61JYdC6Y1DW6fv1o8J6Ott88kMqXfUt6rJQytghvK3LnjHcdz0zYeGQZvlaHwRkkwB/mOqL9QSk57q0mFB/XqLaUn+KLV1ddbVoOJqOstFOKiopIKOktsyxlwg2oVQsSzAYXJ6eae1L8T9m8RtNWvxfnvdmsM93pKe5Vt8syTUtNTtMokkcyRFNoUknPHHVvLSKubUmtpXVVeGotMDXz04BY0+mtZ0Gp6dEA5Pyc2ZGH2Zh0zeKzfOCKFdO3DUULgq0Cy6H1VTNk8BSBRS/oAxPtnqwKTwj8EPEPxFusPhhPo3WV5uNyHzFXeL81C8arD5jmhpaBIgQqgZl5O4PxwT0Ru3gj4lsKmkmeqrrHRV0lDT0eq9mprPMUbaRFURAV9KhYbd+z0kHc4wT0uwy1KvngqK27G33KmqrvqmKRTBR3lBp3WlE/tJR1sf+b1wJ7B9ztxhB1tA9RV1014jqrvcL1aS8lZeLXRC3azsQA9aV9BkR3GED1F1yxH5nX8vT64UL0sNNpq/WinpLa6yLb9MaurhX6fuBU4eK03pG8yik91SRwAeHb+XpGZaqWVxUwaorrhpjEjU07iLW2kkjUFZ6WcFVudEAex5CgcRj1E7kE4Z4aZVro6zTVPS39vJNwhTOjtYSqM+TXU/BtdcV/mAjwcHEYO8mqrxg8cdE6erbFo6pnr9PWcGm1RonU0IqbjY7e+A6pUoPOnt7K4CzIxZBgHGQzCoWnlqUkop7BV1Wp49kNVGnl6b8QUX1fLVUWQKC5jdgHCeoZ9JId27PRUlNa6+G/XO1Udnqv4darzXruumhK/1r/CroCv49vkywVyCApOMYeMmiEl8Rfghm0ho+XxQ+GXXd3qKuspmqvlqauEkVdbpcMY6aVFRpAMdn/NtwQGGC4+Hegtvjz4YDwysRi0VadMSJJdZI1FXeq+7kFzUiRlC0lOBEQWwuAHVieOttNeO2ufAizX2vs+h4K63WyoWTUuh2qHWKwVTlStxt0qFs2+o3flBIVmXnBRmrfxo8GPEWvudT8XGmbHHV6T1AtNqOrskhanqY6eb1SQyRwhN8IAGZEILI4cgEthXe1gemx0/YLnpf4l9JXn4d/GSpFfqGzSTCyajVMpdY4GZFroH7SMuzbIASGUE5JBPXBviJ4S33wt1dX6K1ha6SKvt8hCt8jNJFUR5BSRGjPKsFB+wfBweBe9t12fELTds8UdS+KGmvD6ltdRL/AOD7TFhphUVNNVxEZSVYYmkEbDCsXILlgSCOOuh6WyaH+LzSun9T6oshoNRWGrFJd6Ko8yJ6fa482KQLh2VGxKqnkgYyCxPQvy9egV/qKup5mzUtvidgDboZFPoVfnYQ+GxyOR3QZ/6Te44ayS2ozCKomt6HAG/zqtgBgD9c4Zf9g/v6ZeNGmPDnwEMdi0vq621FyMAeSht9njSGHcPSxKAt25O6QnkfXPVV0Xizpy6VcNh8TtF6cusU4Cl6SALUop4Y+XMzbyATwsifvz0XnrShvK0tM4arjQLLuguFCithg8FbURk5OSMOp7Fj/wC7/qLlc7VWSsLFu5+eVge/+r+o/wCeezfHz4V7eunf/CN4M3euuFsnVpWt0NUXhk5BbyvMUujDcwaN+ck44KhuUQnmpJCtxaGWLgxy3GIF3zggYTAzkHnjlufpdCanqitxcXTI7DGgZg1ZvBJLbayMbuD23L+v+0OlDuVQUmdscj/OKcgHt9P0P9enjl4xtglkyeMCqp5ecDHBA7YT+h/bTDOdohmUMRjNPS5x/h7H/D29rRaGpJkVceaIwQcGSnBBIHbge23+h/bG2RWysfnEg4EtRDg/0OfY/wCHSz085BjlgcsCAR5FOOefv9d39R++klLJuUCCU7Thf82p2Gcj6H64/r/UOgPQ+qo7bIA1VHscHHlFlx3/AL6nkcjse3vznpvCJaZWo44kfD71LEgMeQBknGPUfYHtz0vKsihfMpiExgf5hCD2wDwf+j7/AF+/W3ysjRpNTtU7W9WxKVARgj23fr/QfsKJQ3hucbNidZadXypKHk5PYH9DjGRn3PTiiaoSpjaiqnScZSJoX2spxxjac5O7n9+56UDVksRgktVQ2chp2hLFWOQBjJAGc8jnn9OkxbqiWr89bi0MinJmk3MBjAB9IJGB9uw9+g9dGD3EytHi5rO2UwoKuqW4UipseKcIsmckEBxyR35b6Y6sKxeIGm71TUVItZV2quqVZpfPxFEzhm2+W7ttZfyDnByCMcZNA09bWxt5U7LyuwMfygAhirDaSRn2+vT22GG5x1EMUCymNN0aMcPnIVVH7tk/brn8R4Xgz26p+hvweI5sPW16nU70Wp7fHA0NoleFWWaWVQzKUJ5KtjHZvYkdu/TunrZJI5Ibncoo6FGjSOOcLvlOAfZtxGMD0knI65z014ieIGhYk/gGpp0pJNzJRTyebC49Ofwmyqrkkg8H0nnI6t/TfxG6GughtviJoxqNmDLLXUrLLAzEYZyhUtgj2G7HsOuJm8GyY9tV6HXw+K48lJ+y/UmdLWUUJK1L0NWgRSHjmkSRSx9ZHKkHgfm6PQCi8ikFsulwimRy6vKPNWQkHOWUnCjHGCM7ue3Qy12vw31g0dXpS92ny1dlrJ6Wql3RRAblMcLd9xJGGQYIJ446Xp9IpSQ1M+ltUCuWOYwCGndY5olBBViSqhjjd2LH7ex5eXh5J6bnSx501fQWoNY6goJ2mjua3JzCUYzbpCAfdlyAABnjvwOmNRqH5Uu0llo0kpQqShlkkJBTPmhWJwcbj2yD+vT2ro9YWhqaoq4vWzpGsTFTKwceotggZwTnd9sZ6A11LJR1k9BUU7U9bDkmJYy6tHn8+9h2xn37D7Z6WDnB6qwyUJ7OiW0t5td8gildaeGTzPJRqiZRLKTkEKgLAEZX8y+47dLwW5ayDFPQ0a+S0gJjRMlG53ZRl44A5XP27dQSvpEBa40VXHUMsTLPFOEcSBRuP5h6lBXtkewBGc9SyV7wKf5ylq6GAxPHMY1L7HBXO1nIaPHcnPY4xnnpv7nGl7SoV4p3vZpW265NE2avyKdXYCITPJT4zuBy4ZuAccgDkd+mc1nSWekqblRPLHJOoqKmJI3R1BwX3bPV6kbI549/qQ/tfeKSmgqLVdLQ8xjImppo42MMgkYBvw9q4AC8Achs8g8O6LVV+rYmoflNMCdCCkRd1aYger0Een35O3v7560wyLJG4P8AYocXF+0hg9bQW24KWFVUWSGpDU8k8qIqoGJUOqgkZ4JAPYdK1N7tt08uQy1dJHlkApo6aaP67jkliOMnCjvx0tBWz3lmiuejK2RWG+plpWMhwAuB6zwfoBn2+hI+vYuEMccVqt98pY52ZJIWp4h5eFw3mYwMEHI9R7HgcDpdn7T+YU+yBnzNhbM9Jc4qiFJDH/oCsW8EBhs3A55xyuOP36+oaOjljWsj1HURttQIlPEWdgVwR6W9xj7Aj+jbytOVNK1I9VVpUqrSGP8AhrD1RqfUSH5weSfuf06aUFZR01EBRWu21e5d3nLiFgmMZO/BPPOQfr1FixzVtBeSSempJblaKyts8NN80KpIi7TVEtFE0pQ4xuLgDA78MT/QdC57fbbRFHUtUtJJTyDlZTGiDuRt2HByQPpwPp02MdHUxpVxUchklBSoaKDeqhT6QMTAnjvwOkWt1OJKpKiWoYx58qdKSoWEMy5XcCpJ2nIIwRwfrno+XJLSRPMTeqCp/syY0nMFRFO8olLuyMkg43JlM8kMedh+46RWNYrfNbI4aeKSaoVqclmdjCzcoOR/KME7R9ueQ2/iFqVIvnLtHSPK7ZZ6do1yScFVY5xg9vsOOsR08lVLPNa6epeKKXaZok3s0fG0qBypPP0GR7dZcmJt3IujKNUg9PbGmmnbR92mOYxu81GVd4C79oG9Soc4w2QQO2emtRBXyVlK+ygrYvNK+ZHEYGkDq2B6cYALNyeTg8kdR6pu9RbC3+cSlvKeNonjCzRggl+cdvw8EEffnHT60ayu0fkxyXmWCSd0Iikcxk7RgDKjHt3Pf9ekUZRXsjXBvUcx1N1SUTi+3C2/5vlWV0kp/wAxARWk5YHDYy2c/YjpSlg1TQVMs6X5bhCr5kga35EmCQckLxgDkZ9vfjp7LXyxKqG4qSGjDxyKHkTjtIYhwMnucfqR0LuF1ozVnNlo6ORmHmzQgMeQQWMisZGJJY49I5+hPTQy5o6a18BXjxvW/wBg3/G7p9Lb/wD6P+PX3Ub82f8A9Kh/99V9fdN58+30B5Me/wBTnikNzoIlShheJnjaN6sU6Os5O0mPdEcOp2Hh1IIOWOCCHFvZaJYqgwQSHeSGigY+WRG8mPSfLTaRuO4Z9WQQAT0JpTGNsVU7U5ghkMYamXDAZI2u7F8lt2RGm7vgBQT1rWqtbUStKzVNfGPOV555JGYRlQTtkEZMZQL6QCVC5OACOvoB4eyUGvEdtaI22ikoWoFjjhakMjShCoYojM2CMs247AQCRjccxm66WczrcrRJLXQwJFU1FPuSeWFm3MdrK3qXI3YDcDuSQT08WvRIqh4K3M86RxzwvUPGsrLKGAkjjBJUHaBl0xgHgEYcxVJZlhrobjPPRr5ULTzLhSvKqkbISio6kkkEkEZKk8wO4Hh1JPdTukqZp6xKeFVmR8zEoASoQ+pgMHOWIAAxjCgzETzVtUzXGggHmxyCKQUqRQySN6nCuxURNnGMjOT3IGSJqrPDebfWxvUx2+p+YjeSFI51V6gl9ilGG0YD4Dn1ADg9wRdDdksLPb7/AA0lRS1OYldkaRFLbizxkqFBLbc+hyP7yEAhXFBTa0ZOKu1UlSlPUW0rNUTvFJNA+EllZ5JGb0S48zCqh3BioVwvO7hjUQsttq6yF41jKQ0brTpvkcvECSNoVcK0LKBycnsTkltQV9KCXhq680wdkkpElZJVUyqziOXs4G0gAkEFs5IyOi8V8iaCjuUyLWUtDU+bFCXU7Fjy3lqGIWNjyzcsBuXjcNrKt9Q+8H28V9uqoy8HlxVjERmHzZPOURkNID2yWVRtC87WBAHHQCoaqigjpYKKWpFQu6J2Kt5X4kits28YZk+me3HuTt0oZ4a9aiF2+a3FXEkayGVU3gSbg6g5jWIsNzOS2RjI6ZVFLHRU6PNSwu0DPlI3iDxqnlA+WpYkvuLDgP6XY44LA1oREbSgo59Q01DRuY2iiaWMkEBgmOMhVIJAYk5HDLyMEdP7HZq296noqU3iShFOZKqGRWUeRVoqbAdxVQd2wD7rjtz0hBQU0mpKyUSUk8tJEkRmmkLIWb1bhyMkKCuecgZx3IMeHM9XQ6juVXba+anmp/lxQzRtHGIy0yAsd4bGYwVIDAncASVLAsmBktpdY19up7Lp7xAs4obY4hm/jUNPsSpkzKVNQ2Xz+LjOCowrYVSSS08b/DnTelo4KzSdb5kdT5U0alop6d4pVUIx2xpnP5hsViA3qweOnlS1BBDc7RClMvkSPHFQmjJanMzRRyShljR2GYfUNufTuO8s22OXjRb6fqkrtMtVLSNmR6OdVRlOEZGjAZpFVpCWC4xwpDD8ynYWxh4KeIVNpXUDUmqrXVVMgkiijqfPl/zcqDGvpG4YUOQDtbC7gq5KstqX3Wlp1PqK3Wu0UVJVyuDRSrPHM1G0KGOR5HDyo+0xRgBXO4KCODjoPeanw+1vphoLVJLb66kjEk9HUxNSzUmI3JEKCYrICoXDspyNg3E4BpE2/VugL9HX00UqAtlJk9O9QQSA0ZyoZfdWGVbvzzCJ0T/XvgfX29kvFihHyk1Ca/yykro3DMyxkBs7dpz62AJILcHFT1VHNQv5VbGEZjuC99wAx3H3zxn6/Tq6P/C1KIUpIbYaapqWiiNYZQm1AQGUMixKQdiFmYHBVSckcKaWrNAV2h6/+1dmWSh/BEUkRCSKEiCs4YkFj5gDMg9TbjwMB45RGyjYXkhO6lnkjI91b3/3dOnu1QyhauET98Pvw369KzWWeoqzTWyH8fMivTylVY7O6ryATngICSdv3A6FNVGNhC8ZhcthsgqB+n+HSvHGXQZZJR2YaoLj5wEbVihgcBJJHRl9uMnHRFaG6BDNTR44BBwrZx+3UUQpMzAAYJzx2xjv9+lYZay3gfKzMgbB2/yn9vr1VPBf6S6Get0E562qkcpUUkaMAFDrDsb+qEdIvXVEEDCZ5NoB25IJz9/fpzHqJ3A+foQ5GCHQtkD34Ykc9NbjV01zmjiolZYUBeQsB+bPbgD2/wDr0sYSTUaLHli1diFHBtAaoZsync54zg/r07uyxSbxPIpf8EQxtJvcoUzkkZ9tvHYbu303p6Z2liQPEqSNndIoKqo5LHPGOD/Q9IwwTXKtlmZfOqKqQgeXGIw5Y8YAGFH9OtSRkvuObczw081crqk0cbLTDjcWyBkD3xn2/wCzprGCMl4M5PJNMOf8fuP8esXBXlqFhSJmipl8mEeQWXvkkY+pOf361HlEBNkI9seXIP04/wCfbqDR1NNpc4EJOff5Uf8AH7/49Ygoai4VcFBSwM9RPIsUaCnA3MxwPf7nr6RIsb90XBwQscp/59/8OrJ+G3Q41340aeshgQwLUJLMVVlOC6xp3/8A2jxj9M9K3SsZLWj12+EDQtl8Hfh5ookmWA1FLGz1aQkmR5dpDhR6vUPKO323fr1btigrJJFo6i40F2pIFWQzEkzh8AqWHI7g8/4dDbtX3CyaVt0VqnpIi2XEJ2BnXPG1W4OMjOOeBj6dOdP1lusel/45fKCjt61kgV1pKdxv3HCgoFznJbjHuTxk9Y1qzQ1S0GFBe79qDUrzWqriWgSc/LrLHvQxoNpk4wfUSdpzxuB9sdTRpHlwQSjzkhCcbliB5cfr3H6pn6dAtMJY46KSvsrrvqmWmMIOBTsSWKgEBgQrZIPfYMd+TXmLM8ohdfxJPlFcHsF/0mD9Qdw/VRnt1aiqW5szEgeUNpYFIM8hVAxux+nb7beRk9JFY8J5agoH2xKeN75yXPGe+TnH1ODx0qrK5LwqUWST5aIgchVPrI+nIbnscKeeOk2O5g8OELkwQ7Ryqg+phn67c/ThM98dHQAjKFVWJY7QMSyKDuY/3V/f6fp3zhB7elSnnXHYlLCN4iJCogHux7HGP0HH05e09P50gk2ARxemIfcZG79cZA+x78kdRrVFya7VbafoHf5SA5rpETJdsjES/XnA47sQue46AUyCeIuoqK5WO6VdXArWCgppFipUTAmjCnJKnGdw4CnGBgd89ALQLd4W6I05Q69usVvW1Wq3UdyrnyQJ5dgLSZP5vPnbcSedxP0HUg8TLbFVVVJp6GmSMVFfQW7yEb8/mzJE4J9yBMzkj2Q9Un8d16+f01Q2GjmK/wAbvfzDHd/pKeNJGTP23JG3/VHS1eg19SxfFypt2j7C941f4dSatsSxiepWkpYqt/IbnzljkKh0wckDJxzj26qDTfjf8H95oo6fTPiNUaVMrYFup7jW2oQ/9KNytKP2Y/p1U3wx/G7L4dNH4SeNc9TcdIlliobiPxKizFifbvJBzynJXB25HHT34uPgjoLzSTeMngZ8nX0tdEa6WhtxV4KuM+ozUxXjd3LIP254Lpa0xHK9iyK/wS8MfEGtNz0d4o6X1BUsC6pdbRR1khP2qKUQVHHbPmN+vQ25fDt4lW+x09s0rcbjSUVuqHqKePR2taijEUz7izJBVrKqklmJAmXO45+vXmXUGtt87QyLLE8TEMCCpVh3BHsep3p74h/GjTAp1tHiTfkSkGII5atp0iGOyLJuCjgdsdN5bApp7nStp8HvEfw0qrjQ1F11KbLdqjz7rZNYacluNrr3JyXkloZJyJOT+MoSQZyCOnOsq7Sei6S0V0muo6mw0FQkdqq6K5GbUGhajdlDTO2yWqoc5BikRWA7BT6mrTTf+UF+ICyMguN0tt6Ts3z9GN+PfDoVOT9Tnq0aL/KFaF1XALf4ueBNru1KeGAKTjOPzYkXH7Afv0KZE49BtVwyN/FrfcLFQ3Jq6kFyv9jt7haDWFvG7bfLOSuIayMEs6Lj8r+kDzIxmGpuM9XBVUFXDqK5VloMluqZ1KQ+Imnl2+bbqoDIFxpwpwT6sxcZZUZp3YPH34IdU0llt0VDc9EyWK4m6WgRB4Tb6khd7ROuUjViBuQHaSASp6lDeFPgJrqnvb+F3jLQUMtxuKahskMFREgst6Qr/nVMvBCyBCJIux9JG3Yo6F0Gr2KNtrSxmx/2SqTcTHbZ6rQtVXj1Xu0YIrtM1xU4aWMGQID75AOHjxcXgr4+6A0Vp6l0DrO8ii8P75TPWaNul2V5VjpXfZVWepZFP4lO7MAcYKnPAZc6an+FzWlXJezY7ta0S6JFqOimoXMS2rVUOC1TTIAQIagJtZcjaWXuIx1U/iF4bair6WfSGr9NpZH1xFLqO0UHp+WotV0iD56ki2EqsdXEu5QpwS8IH5D0NJB1REbDR6b8Jfi+v3h9pqgsVLba+vNBa7rqmhE8do8zDx1MKlijDJxGz5BVkJwckdLSVcngT4q2PX9w8SqjUFHrl47ZqH5ingi+XqERRTVLpT5SMElo/USwyWyeQGfjl4baA8e/hgpNY+Htgt9Jc6Sy0t0tZEampjSljCSUbSfnbYsciAEnBRccdPvDO+1/xI/Cp/ZmZ7Fp1ZaQWyURB54YDTGFDKIh5cdOxKrJ63c+pii5x1G7REqZJda/DxQa58SLdR0CU9Hpy6M12qLh5KzTjGCYVd8+WobsFAGGUHOB068Q/CjRF78RKn4etL6Too9RnT6XqxVFTNgSukhR1Mn5omztIZT9TjjBM/Cd4j0etdE0S3yK3XWrsEs1trY52EkU7orROdxGAHwHzjA3fQDqqfhvbxTrfiquOsvC1TddMU1RLbaeHUtcjpZqSWRc0sUm95DgkBRGM4UbgAes9U6Zc37NomPh5a7l4baij8L9XUvylJqfdbamGoO5KW5xhfKlVh+ZXWWPd92kA4A64P8AiC0TWaG8Vr5a4KeeGnknM8flwxYIcKwO58ZPrXPP5kP049FfiFsdzqPGzTdqWeWqeO4QVktxVNsYl3IJiOcgKykY54Hc46pD/KU6Hslt0X4Zax+WjF2vnzr1BNOZGaDcrREqD7LIBn9Onw2p0hMlOKZwJVUsko3NT1OU9LH5Cnce+eVI5w3/AOL9uEhBldzUMmR//iI/pk/zD6SD9h+29TSQ7i0tBgkbvTaiBnuR6WB7B/6D9tfkSYgqW5C2R3tsi8Hg9j9dv9T+nW4o3Nkt9SnEduMiMoCk2pSe/H83fOz+p/dM00ex2jpS6DP5rSAQBjOcNx6SD+x/UpLQoqeigRx3y1DNkDjB/N9CD/zyrHRxMCTSQKy8kCiqO3JPv9nH/V/cHYG42/hzyAhKGUndghbfge/b1fZv6DrUW+T0uLe/AGd9CcZ4+jfX/f0/jtiuFjNChcsUwLZOctnA/mzywA7fzft0gaCnCPupqcAbTuNDUDgj7H6EH9vf3lkoR8iJSFeipsgAAmknGee5wfun9f6qiOFSphFPCX7NHSTg9hxyfv7+49+5+VII4iR8si5JJ8qrGO/H0939/wCXrbY4/F3oMnJwKsHPqzg4+oI/+hxKBR8ilcid3fy/STFSyKexyDkY77v6frhb5O3VNFHF8kHcBpGkctE4AGPtyMYHDcknPSNNUiCoJhro5HLD/wC9VEeSCMZJUfRO/wDe9uMbuLbUHcskG/gDNfMeDkDuv02f/LkBa1CtQdIbiwcR+bUPT/meSTcFQcAc/TIGe3T+muFJ5E8U1SYKrytjCXcjSHcgCDAwAoG7kgEg++3OwqEUBvnrd5bDn1yllPt3UnOCe/8A9Uqr5C6SiIVEWVUkBweeCQMk/UnP+H3nvFafQ+tde9vuaVVBV1VLNHgxy084STdk4OQucn/j1ZVh8ctYWcsl6RbpSVThppBDGk7vgDklfxSM4yRz9eq0is1b+C9PIYXEYRfUoBPfbwQ2NzqM89z9D05lqqmOUUVVbqaKd0CJJDLGsYGDuOSOMg4znB5xzyKcvD4s6qastxZ8uB3B0dVWXxk0z4kU62uhuFEK4AHybrDFSSs2MttdcBjgcDcTwOOpDFSW2Gg+dktzUF4ESwxua1ckMPU6kKMhjljtXOeO+B1xeKYyxCFpAGgLqBkGRlAUjsT6TliTgDGTlu3UksfiDrTSOKe23o1NEUCiOq9cbDJyIt3KgHIOMZP7dcXP4LyvnwS+D/k6+HxXmqOePxX8HT89prLnS0sL1yLWRZRZKkoJJlUEhQ/pkBGBjB9u3QGr03S2i51c1O81THt3IsshjkcsASUb9S3JHv8AfiL6T8bPDu81UcWqbfU2CXYFeohG+NjkA+pQCuce6kcHqyLbYrbWxtetEa0galkQvHE/luFfjklSM8ZBGOuRnwZcH+4mvsdXDlw5/wDbdkUrflKS4LFdIq2dpH2KzvHORyQGV8rn7DAOf8Skk3nv5VuukTRwTl4sQlWbCoBGG/Jnt747Y4HSwtlwqnqUktsMkyMv4zBUXcSOR3Y5x7EngdYnNHDNTyLY/NKlJJDTrgxsAQyncCSNy8Yz/wBnWObi1tqaVCceug7tddHV+Sb7da+kp6hVpo5FHodsIQGwCucHJ3YABAB4GX9qoZ5lZ4rrTvSDiCaDc0r7wdqyAekY9R4GSB26c1+q6OukWoqbZRxR+WQ8VSkbhWaRj5iqSpVy231EEjH3x0zkmtcZr6yKN6h6qX5lmh2xpkttdgWVgdwJ5H0bA5GM/PLt/A8VJPc+kqKGphgnq6yjjpZSUaSUIpSUcFBkDdknkcsSee/RD+ydffaZ66joKSbzs4eWIRpGuOAjMQoJGAMdsD7HqOVlwnorTVUO4V9NWiOSf5doUkLiQEcMo3PhV5BwOR7cEqWv07W2qFqymhjnmMcstwqs/MJHITuwsStjjKkjBJAyRkHrZinCSSk6KsnOtUrNpdM1FqWUXfT9HcUIBVoK7BIPLMqhWJOCTkg4456ZvU2bCz0tvvlEuzb5MUzSQuMEAkbdwbOOeAcfr0dp7Be6Gshn07eYjQukpasMTLEByuHxJlDt9OSvIbkHoPa9SXulqKq2JcKCtpvNA/CRmhYbcDKOPUwByGHt/LyD1qWOMtYtP4mdzfWLQqtfRQF5YdRLVQJGTFDVSvGGlwMovpxnk88KOe+eXVtro7tFCaaht0zSMpCJJHOygDjg+s88ZGD9uOk6K720OkVz0TYa+nDidqijhwdykghw6DJG3JIzjn356aXKt0ddKlpp9J1VMGwAKulSbc+ePYbk2lT7Hseo8dqg8/YKtcIVlWjuekCGjbyxNHTyxmbkD339h9QBg46i1fLpeaumimUUbQJtRgofAJJUekJu9++ffvx0+prnX0cYWx3LFIQ8cKUccsTqwOc4WXlgdxBP2GMdSUaume1IK6iqLlckDCaqrLXLJKgZRt5Lg5DDdncSQxBHHVLwJapjrI3pRBaOa1tDU/J3SljXCybHSRCy+3LYYEYYe5759uh9BIaqslmE80IeFvKRKhWijchtv8pxzyR78DIz1YkGkbRfKmWa5aclpVqKdjLV0K5cy5BwU49LD3yCMjIz0BGkNHWg1FtraG624Ovk/OsuQRnIUccHKjk/4Z6KxrXkA5N1zIi/8T1N/wCmU/8A8DF/3evupV/Yzw4/9q7t/wC8H/e6+6s8mX4ic/5ZylHbIZZIqSuBnmXKSSrMzFQqqqerDBV9YGQ5BC4yg6JQrb3Bp5TWS0hl2PBR1eY3lyP/AC0avGxO5RhYwO3bBPQ81sE0cdTVRU7I6iF46aLDqEcn8MtEyxZU4/6KtkEkDpOPykoi9TDQtGYQrq4jWZNx/DIEuXP0xGRhQPYnPuGjxQXeuqpKytVWjIy8Jp2BjacRoQGcSnYQNrbQGEmSQhGARmKliSWlntbsatIhuWK3ukmV3FSzLIUU4DlsspUKw5I4GRXRWFRTG+11XTUhVoYpVmmp4lyVBlDKoVQDjhOTgbWGeikdVbJjPcK3bPLLJHiaGEimIUFiqIIIhGxyAWDDaNxwQQQGibBCmeGrECUtCaOAtIr1MsYkDgZyhf0xsQScMmDz3bg9Onp5rzF5lZVVdTBUSNU1E9YrH5mWInCLM4V0IDHknA75PHTemoKYirmWugmq5C0STytC0SRjLMIlkdtzjK5eOUKpIAJyG6Vjmgo6ephqpTG9Qplm8y4RySSAFnGS204YlMFACQWOX4BA6tgGvp6rTEjS2esirJadvmElSmRzHIF52ujlXUHOfU35V3AYIL213pKitp65LlBDPOdz+YRUpMWYBo5I4k2oDg8HDYbA3duivzcFfGCrRGJcjekSQqEPdXKkoS5BYtJ6yyfmBAPQS76Xpq1xHa6ZaK4PIYZIjG0aq2SSTyWYZbapBBbaOGxyuj3JVbEqoLhb7hbbkba726ujpBMyVM6xuojlhClWQIZlIjztCn1YY85PT5dNVd8SX5ihSCOgqPJCtQFCpZdmd+WUcCV88bQg9lQCqZbxJ8xBSzQmk8pdykRFctuPIJGSMkrlieBg8cdTGm8YBZrHU08luo1u8cTPDWGAFKl8FV/DVcbwshyS2MqD3GDNWSwNpS2XXfcpqwyUwq5tjyFtuzYQGyitnIV2GMe/0BInejIKk017iqLqaH+I1sdBUEyyBZnXygAYUIwySEuAc7gsgzhGyS0dHpG7eEz2u73GmbUtFHPXIIY46jzi5Gd+EYEhZGPdfyYJyB1poW3VyWWk2y00yV8VrqYoppPlhVr887SRLHM+2oaNpMHClgGGCFzui3A/QcpYqivpaC3TUlS1RbpZhPLA2WiVEj2oplVWCh0OF3MxEigAbSGxbaeWlgpmqqSWKO1ilrWqhEZzDI1CxBMYZ2XD04dZVyjFsttHAePZovk7c1vhpqmnapM00dPSSQVFI71NKghkO5lg21EQwrFMiRiAWIw8eKahpjDS/PXKGO2R1YQGZWhpnhzGUmZCXi8tzvidR/oFT0schgJAS8aJ06rKYqM25qGOkmhuMcJgqadpRsjlZMZZEaHe3H1G7LLjOl9UpZrdTaf8UrBG9LII6yC6LIs1GzyxI0KSZikEL7UKsxH8uGA8vh3PHBBdZbBTwpFT+W1RTV0dRBTx0okqA8QmZ0CyAxpTgrITtkR1ypJ6e3O1abkFJaadac1RjNPMipGY/JFTGiSyGnZElCl8DcQR5DE4wWMJsVn4o+GFxrKKi1fY/Ob56OaqmNSTT72DktNmXauCDwFLEYAJJ5MWkqdS2KwjRNbTPb54pvmZ1/DUspCGN8gBgyncclyCcDAPJsy4aOu2lpP4novUI8unp5KqWA0yuKdTJUJKIgrSPGQY9nAIbDP2AzSurNQS6hvVdNXL+K0uGEUhlU7VCqA5JyAqgDHGBwB0UAX03eWt11So8tpDGhlhiEoVVkO0o3+sNyoWA5IB+/Uy01oBPE6xPLS0MUVXRo0AEbSBlKx7xLJkkbCCSSFONgyRu6rK32qOtdflaoidm2xxhGLEnjAAySSfp9R1Nn1XVaUgpYqqjWeWQq7tUUx9aqAANwcZyAhII9lJ446gURTVmj7npCsFNXxPCHJMTMuN4+uMnj7gkHn6HoYlRURqfPi3gYOR6efY/U/p1ddx1VBq+xVcl7RqmorpXx/nEgijKvIyxSuziJxGo3KqBR+JwPrRtRJ8lVTQwNujRyoLLgkDIzweP0z1EAdR1lOwKD0EL/Nkdh+Ud/6dHNNWCsu1VBa6WHdU1bYCgc8kf7IH1PGP06A0EcFfVJuVQka72ycZPsOrBsazUdmr62io1ln2MZZnpkYQ4ZEhCs6nGWk529wV7YJ6jCrEddW63afr7VSWeejcTWqNpfIZvMjkIAkeVmCnLsHZR2COmCRyRFHEfk57ptGB+AjKnBlcELwPZRn/AA6Zz0E6Vcu5zKyyeSTkNwo2ryOD24HtjqR300VFa7dafMhWWMNVTu7tG6SyKvpIXPYKMcDj9epdaDK9yJmOEEJtjQbcADzQelCVjY/iouM8fMP/AMP+cdbysuOJYj9T80/H9R+v9OsSP6cmXOOM/ODj/DoDIbPJgspkXB+s0hH+7rqL/J02p7r43pcGVpIrbA80oQkgosMpUEH/APaiBv1A65cmlG4lpt+O+anP/Z/znrr/APyaS7dd6tqjJjyrBUushYttPmQgHI57E9uq8v6R4/qSPUPUdorauOihqbHU1kcNBGsbwVsSVMjMCX3CVtrL2GMEkk989ONW23+F6Us1LQ2qdKSkqY2lhRfMeMlGUZCg7vU/JAxk56D6ro4ayo9aXaLCQLK8FC8/n/hpwjxujIMcc5BOcDv0e1xV11FHZbNQ1JFPUQyyyGRdzuYDCUyWz3LHPues0S56NI30kJaOit/zlK8BqGqbgVmUq6oqqF3KRkH1djyPfnp1b6wUdNRTM7eXS2qa7VGe5kkO4ZP1/wBL/XoLb9QVmobfBfKsxCofSlc8nlKVQzrIqMygnIBKZA5wDjp5eGKW6/bWOTabbAMHsGeQH+u/qzZFfqGZax6GnkmwDJbragTjgyynAH9UT74/XpeWdYHniikbzKRIaRTwWDyYJI++Cp+5x0NuEjSXK5xNwou1thAI4ICxOR/UnpKpuSW+mqrpMDITf5AIwcGXy4yqrn25ReecYP6dHYFDzVF5kstJDaLYT/EKlAsZQf6FM43fXJ5A++fp1nSenIKGGCRkBKnem7nMnIMn9Dgd+7HPqwB+mrNNcama9XcLLLOwkmZhkHjhAD2GMfooA7k4P3uqNNZLjWKdpjppNhHsxGAf2JHR31B6FQTb9R+I9jusLssNqluWpWJPDAU8tPChHuQ1Wrf/ALsdc/8AxG039pdY09tpVbyNMWCSsndRuUGql8qNGPsR8pOe/Zx9eug9Lzq0mqLhgbKaGmtcPbAqJGaWeP8ATyYqdh//AHOqwulliq/CzXuvnVpZ75dVp4ypBK01LCiIg/8A3xmP3346CYx5eeKkcUOqKgxyecXAPmEndu3HIbPOfb/H69Wh8LHxm6o8B63+yepY579oKulJrLUz4elY8GemY52OOCV4V8YODhhW3ilBJLeKqYOwYOJDkqFwexC+5Pvj9eoBFZLteKtIrfQzVErgbY6eJnc8fQZP16sST3KrrU9B/iN+FrRfj1pKLx0+Hyuo62e4xmoZICEjrSFyySIf9DUg8ENjJ7/XrzzuFor7TWTW26UklNV07mOaGRCjxuDgqQeQeuzfg20P8XfhpfkvWntISw6SuLKt3t2oJTS09VCD+cRt+IsgGdkiqcH6jI66E8aPhv8ABbxX1DPrfUyVFqht8cs1ZV09RHAJYI0LkzOwKEKFb1cHAxkcDpVLkdDKPNrseU60pcgDP7dT7RfgJ4t+IFQkGkNA3iuSX8tQ0PkwD7mWTCD+vXWKeMHwU+Cchj0DoGC/XiAcVstP84UYZ/K8pCn25jYDnIJ7dQnXf+UP8Q7oJaDQtiobDQncqtM3n1GPsVCKo+2DxwSeipyeyF5VHdjnSH+Ti1rLGtb4l6/smmqZMPNDDmqnC4yR3VQeD7n9+p/HoP4A/AaFKjUl7k1Vd0UOkE9U1TK7gn0tDAAIzkfllVeD79ca608ZfE7xDk//AFp1pc66FeVpRJ5VMh5/LCmIx37heuovgl+EpdRVFN4xeKdJHBZqX/ObXSVjBI5QnqNVNu4WFNpPqxnGe2NwdrWTCqvRHZfhHXy6n0lTazp9OSaTsUtMZKejniEZipFGQ5Rfy57IBgnIG3Jx1y149eMVX4y1sX9iwae1UVkGtNEO8QWc1ttncVqykZzK8KSuV7ARxD2yZV8SHxB1Goaa6W3QzJHYNBPpzWVHVQFka708kwR3dDjEYM8YVCONhJ5JxUl2godEaslsNE+bboTxUCUb84/g17iIMf8A0CkH6fiH69CMaVjt2HfCe8eI928S774eeH9wkpvDzU2nKnVVAgeNWsUlwpw0bxMfX+FWbYyFycIxAB56i3wxpq74evGjUPhTqXwqGqdU11PBV0r0M9OzRRorSMVeoxH5bq43NlWHl+/bo/4Maks/hHedF3nWV2it9Lb7hqbw1vFTUE+XCYJEqqVn9wvmVDqD7Yz2HQ/4m9ReG1B8VehL5qCjmvdMLZTRXu1W6QvKwlVmpypjIEm6OaJ9itlgNpI3dTf2QNUk0Xd4Y3mt0x8Q15pLtpi2afpdc2+K90dBR1yVSQOg+XqlkkRVjaSR0WRto25HBOcnoj4ZdC6O8OH1Rez5S3NayULVXIiOKijJyFiQNlgVw5YBTggE8ZPIl7TRdDrTw7114feDt60jFHc5rNWVVVbf4dBPLJAHp4xC7GQ5mQtuIx3G48AZ+MDxOfw38RLDVC0PcKS82z5owrVpBHNIhCZcsp3ekIMe4PtnqqSbaaLI0003odn1dk0d4p62lrrYKODSlldpr7eXl8uGY7TvjRycEEEgsp2KC2CW5Xzl+Pz4ibP4/wDi18npWop5dL6Uha3WsI0oEoXl5dqgD1Hdjn8qL26gnir8YHi94k6aGj57vHYNPptDWyzlIYJcdjKdzySnsfUSMg8fSk6S71BdjNXfMKRn13UwnIOcdh9CP36sx43ErnK3oJTUStiTbGwPYmjqT6sds/qB2+v7daxRQnDIaUg+k7qar4GAPr9CD/zySaam5SCspUCk9r5Jzn057cnmNv2P3CpfMRup3Vy7V9WwX5gCO+MFfozf0/ZtCEGksVOW3fL0iFhlh8vVgL3P1P8Arj/q9alYFdhK9GpV8qStYoOD2A+mR/8Aje3s/aoj2qZauASe5/jjtk857A+6n37MPqD189RGu2JK5NpGFZb83f04JyvA4jPt/h6YQaxTwgKHq6Q47MamrU9gMYI78If/AKcb/MUqYdaiALJlmQ11SMA54zt9tzj3/L/tLJUPsx/EWdME7RqBAcYP95foRx/qdZNx8rJ+bkJHJ/8AH8Z7+ojhfc7x/wBb+p3BtuNzUQody18OT6tq19QMsDnkkY7gj2/N39+lEqkZdi1wD9gRc51z7Z5X/oH+v/V2krnYllrnDcIp/j0eOABk+n6qh9u/t7fC5StMFetqsMRz/HYThcjGCRx6XX/YP04lAtCRqHLbzcZkzkIwvLDjjkZTPHb9U+3W5qw53fOyR7uCRfI+QfbhOMZPf+6PsCpLW1KoI6merdG77brTPjgluMcd5P8AnvrPcZo1zUtVSN2LCtpX+5Gdvvtk/wBod/c6kTSNRWsSyTVcg2nAxe4mI75/kPtvH7jvnnHzZbAmrqiRgSSRfIvUcE98e5Vvr+cfqcrVOobNRM5kXdkPSEFgff65K/8A4/39Skcc7t5cQqGjYAJuekJA/lP252H+v69CwpoYujRsZYGVnyCJJLtDIhIxyQR9QD7fm6RqJvMxJVtTRjgl4p45MkZwcj1DJfnv/hwR8ohVSMVACjOClG20YHP9Cv7x/b0oOKhfUsEm2ThgKOlc4z24PH5j7DlftxFqBjeahhrHappIZIyyrseObgKqhTlvc8Y7ZJP7dN40uUUspLS1UkbDayxH1qck5P5gCueOCRntjp21tq5NzxLcEAILeXRRJkjOeA31D4/6v26yy3KB0/8AFlVOiSAlWp1G4gY5XJDD6ccbuDznqbEaFaO72ytp/k6xfIrWMUaPMcRRxgbX75y2cEdsYP5mxjNura6knNVZKqSlMakq0XCOoJBZs8bfSc5Hfv1vMsF4V4PLbMW2V4TG6sAEy5wM7VLZxtH82cDt0mbXWmnUxV9O1WY1LRNAxO0kjG7bt2gKMk+7Y55wrUZezLUkW4u0Wlpzxlu9vSCk1ZakrqeCNvIaNgPKTIbc8Wc5zjHIO3gcdWpZNR0Wq6KF7VqU1ezjylqmV4E5JCxsZHXuRjHXL1yv9RXRx013oY4pIYiElRx5Xlhg5Crj8zNubJJJLdsYHS9okglqDdLNWz0UoYCJ4JVikXAYjDErzgKvAGSc/Y8vP4Rw+TWKpnSw+J58ek3aOnpqCrkpHp46GqqaiMYjEwDrKuSoAJK8HgD68fqW0FsrJXt9puFAlHcQ/wCCiyuAZSo47OqjBGWyozweRnqnbH4nX/TtyW3XGU3IQHMstFUiN1BGSCwJicDjOfvz1eFk8S/DDUoq0sWo62kqxloornGY5BEQRgeSQpx9l/7euNxHhs8OvLp6HWwcfjzaKWvqYpqOCaX5uvnno9haERCdBFUFSCy4fIUj1EEA4OBweet6akqqmruVbcLfNWZhadFlkQqN7FVjDlCr4BYsSQOBnGOpNFSWm9QJJdrTSRQMVEdRTXJQApxg+Ww3j2x9e3Oem1fo21BHkprlF8v6Y444qiNmdDx/I3HfGeOuTLBurZ0IzehGrDdbdR6hqrldF+UhejRpcxK8QJ5wUyTkMzAFQCORgjObAisW2jpZdMVFtnpi6Tt5UimZN2MFkUB4/Y7cEjA79QyrgvFHL8rJb52i2eSHWFxvyWYZYg5OMkZ+nsVGPtO269Warhok+fmtU85qpKeOV6eV2Z0AQSHcTkHjKkZwOOkj7D1dD2+xIXOq6Cc1NXFbKzyHU7op2LuAzEhcjcMbeT6TkAe46H/xWla5GsutuMaSIQizUrOiDOdykybsAAD8ue459knEVTMZI91tqocmV4/mGeRHOWfAz6kG47lBbnHtkptdKynvM009weFiEMTVAmYMgBDqXk4QDABD4Jzx229aYyjJ6fQrk2lqa3jUum/Llntqx1FLuTzD5hQNwPyh0DbgTjjJ4z26PUVbP8o1DBTVCKJAswp6vzIgp7FRCDwMbe5GT3GcAVS6vEtPVQrpm3xbmVUNZQxo0YZ12lXWPLAj2OCCOD0hVW6krEZhRw0yLCXJi8uQb1UnAIBcDGDhiPb6Z6tvl05q94jaf/EkL23SkdKskf8AaKG4yVE/nijuTtjcuEIQDj1bcgjkDHHOMRyXK22si63O8KHk37q6t3Op2KOFUK/fdxnP6dRsUltt9bJcqS/u71B8ym3lJlhwC2CGPqGAQSVA5Pp9upNbLvU1cFDe4dTiCKZ5klmV4hK+4bmXygFAwV/MWO4Y4GOmcpxWrsEYwk9FQM+Qf/ztx/pP/wB7r7px/anUf/pdu/8Ai4f+HX3S+bLsWeVE40jlElTC0kiT1nlxyxyTiaommbKhBiT08g4HpYYHOR3c0zQNM9LdtzvRTEyxMSHMaurYEZBgAxknII75Hv1vPa7XfaJLhpNlkPM89JURxFo8A8LhmIUEKACQWYj0jjP3zF2qEmSKJpPIhierkqoUqfIjXJZRupz5XqUn0kDBwd3Xu07PCjCsmqkmH+bIjpkiCop3kWNgOR5bR7eewAwqheBwMPaeupZaeJI6WnWndBOyNTQ1Bjn2tnCKQ5RvLG4kDYDkKSAx+r62O4RbmtkKLVT7/NxEskpB7oiACNvUnEeEwAMkjpGmWCOUNK8tEssY8xik7IvqbJAdyZeQUCnALE8gDIO5AwK+Jpmo6ukjaljzOymlRnLkgjLSqjLGwJxtyQmB6uOnUMgqWikhq1ihl2xp5c8MSqrgsY32sEGcMD6FbsSQCAwWrmSCmXy6dqZyipFFMBSsYQgIdk3liXUghsHJZlUt6SHsElVGA1bI1FFW+W8EjW0uGSXBZInlTzA3CgFWHpBIJ4DK0Gw1SVlVS17y1FYjbIyIqh5nWTywQFdJ5VcqOcBkK4CtggdarHFLUJNqNYlhqWjLKadyEgAwGRfR7KOzDfxyeSBta6G2zS00PnQGSOJppqL5dkJjbYfJjVosiPn8QszDJQghiEKutpw2aWkhDRIq7jKCrbgSSSkacsCq4YsQVf64FbVDKVjC60IuNvipqpY1mZspOwIMYA4JYnHqPJJJ79+MdRCpuVTGDbrivzKQvujJPc5weR9ef9/U1urpBQASrLFNIjAumACgbZwMDPb82fzBs5OT0Z8HPDyzazv3m3yemamiGyFHcKZ5MMTGpZ1DcZyw3EY7HGQY7aitdhjcbroyj07a6vQlrqaK6mmEdxle57vNkYgMqR5BCEFRyOTuxwuerotT3Kex1SyVVNLLLJbzNUQTosUwR45DJIEJMjN5svmHzNmIBgEhQK+sGl7VqTWNyo7HSy/KWCjarCJVeevzAfamGyq+UGYM+zaAiEgELhrQd7WLpcq+yww19nplrfkGq1ipp/KiZWKRMMK00amMvFgb4al1KnGSUEUls8d1uEcE1ElpoaqTyKiH+IR1EdEwnkkiijnjZmEi7E9TEekRsAFB6E15pkramqr4q6qCCGrjmDVG1YZ6hi0fzBLOqmNYEX1gB5BkMHO0hVUEtFbTPeq2/UM1NPTW1DNTeTNElFWgFYlRVL7IZWKmKVj+GVIKjcqU1uoUS3U1GqxmWrofmi1Qs8xUvGzTxiWVjUxtKlUGjOwoHiZh2AIX2GlkJtclL8/RRfxChZKSELtdknxPFtBMgUxed5MwRgpK+WQxwCdobrAZ4I46kQ2qsp0pT8rRxyCjVpKVM7vKBV3jq6p9jYBLAb2YbulZRbXq4glJAqfKwJWJIChjTEBKneC8AX5nCOfUNjeXuJHSst3rtICliq4brFUxUyy3HZXtKGjWoaojiVm3KWSPI3MEkRocoVDBTCbMrbxg1i2nrS1oakc3a4jzPmpZHaWKOWKOTckzHe4McghYH0sIwecnNX6GsNVXyPUrAZpMMVXcdxco7JxuU4JQAkdtw98dC9SXyu1hfFkqJRIIh5UbeWqegEnJ2juSSftnA4AHVxeEFmgFySWQzFrfTJVVNNNC4XdDVozwqArEjYsbsxXam2TKsMknZCoDat0tpc2esq7JUxx3ClqYwkqvw0TDaCrFs5xECy5dVLPhuR1X1ZcKmpoqS33WgpqdKWLKSR06B3UklWkxhm5Yjc2TjAzgKBL9catt12u82mdLyYsNuT5WCeRgpnYBVaYBi20P5YIXcQoJAOO4urqY6qje0RW6KCmlTdERh5Sg8xkDMFG47mUHaOdg44GIR7kaucUEEUqUcswjEjnIbKupxtIUHAH/AFm7DoAMlsFSfr1PLboq8VS/M2zzoInV/wA3EbshQOo37Q7ZcekAncQuOeo9fzd7XWTWy4xLHJA5jZRHGjhh9dhP+/qIBlbbW0FpW+RLGsVVIyIokDMqg/zL3HY4P2PROl1FcF09V2KjlJjqmjmn9REi+WWIVfVwuTkjjJVPoOgNVqCurqOnt9RK7QUsYjiQHAABY8/U+o8/fozpuus9Ek9yn2SVssixx07oBFsZvUzEdsZHAAH7DBPTUKHdqroPMWaemAWnzIQxC79pGAD9NxA+uM9+nU1V8yHnkknIYkuDXKDuIbcBkEkcEf075GRV8aCGKGCjSNIHLvlpdxcCSTbnbxnGMj9Pt0MSqeBQ6tS5GO67s/sR9v8Af9T0BrJBMrBGInlYc+n5tGyP3H6/16HTzSAsrtKSe2BGf8f0z/Xpl/EFK7VkiU9v9F+3/Yp/r98otUpv4EQzz/ozj2/+X9OoHmQ5nM743mXHt61H+H6g/wBOut/8mrXyU3iXqegjI3z6arNiSkFWZXicA/XhDnrj4NGwx+GccfkP0/5/57X38DGrI9L/ABGaVaaYR09wqZLfOMFQ6zxPEMj3G5wf/p1XkVxY0XUkz2ZmuJjjLHXhoGkoqaZ4hT+cI1MQ4jzwSSCfSCTntwOnuvKKmrbHR35bo8b0aMInQoBMsxjByGB/uqePoeg1jF1TSFoistshlekp5bbI7pC8vnQSGPkyclQFYjGe46f6oSoqtIWu7XWspaiajqk+ZkphmMb8qw4yMhiq5+3Ydusy2ove6Z9Fp+32CKnstmnNRSyafukEMhcPvdpUkIBH3dv8Pp0jd5TNbNQOnrMunLfWwgH8/ltMzYx/1P69MNA1MUI3HcKOl1BLTRyY9JSrgU8Hscztt49yc9+jFponke0U9QNphgr9MVKkd0XmJvuSkIP/AFz1Z0FejH1y8ta661bSosUdytlYzscBYsRqzfphW/p0IoKObUN5+Z8sinFRNPDEy5EaM5YswPGTkcHuQBghWIzuqL41LQwCTaKWmgrNij8aaHdwp+gZzzwCQDnAz1KqdrHpaj8ituUS1EmGlVW3MTgDCoOQoxxx3yTyxJmjAxWV1poVoqZTtQY75J+5PuegmuqxqLSqU2cPcKiODJ7qozIT+mI8f9bpnfvFPTVjj3AJvY4UzuEDH6Koyzn/AFQOgk9Rq/xDjG/TNxp6SKOTZJLTmlB3AdkkIkOcDHpx0XJbAUQDb6eOm0DTMgZZb3ca+4TlVOSyYgU499qIi8/ToNaqCivHgdb9PanqZLJUXKKevuURjUfKTVMzTtES7BQUL7M8gbeOi9ivNNaaKj0Tr+Q22ronNNb74yn5epDvkJUjtBKWOMk7HOMMC20VX40+FmrrRc6q9SWJtWWqpiHn2ppCtRS7QPxKYjCVC8E7HG7Jyp7L0tje8qfVHh78FWj3FZrzUT32dDzHHUlgx+3khS6+wwSMhuc56il2+OPwV8MIUt3gx4Q0MHlghnWnjpgwzwfM2ls98gof+l1z544PTtHHUWSoV6QSyLs8vy5AQR6ZF4YHI/K3IIP1OaJrXklYzykAE4Az3Pft3x/h0yV7iOVbHQGvfji8cdbySQw32G0U7bwsNHFwFJ4/NkZHswAYfXrpyz3W5S/5PH+N3m4VFZX3G03Vp6ieQvI7SVtTGMuxyeMDn2x15tQsDKC3OevSDXbwWD/J/WOzD0PPpukqVyQOZ5klIA9/9M3TSilsKm3dnnNUSvvKBjxx1pGrOcH9z0oRubJHJyOugPhZ+Guq8Ybu2pNSwTU+jbTOqVcqEpJXTkZWlhPcs38xH5Vye+OrG0tRfcSn4P8A4UarxRu1JrjWtumTTMM2KOldCpusqnsM4/BU/mbsSCv94r0j4zeONzm1lafBzRNvnp9IXSz36OtuyIEp7w9PbqoGGnIGDTxOFORw7rkcKOj/AIq+JukdA6Nr7NKyW3TVlj/hV4NEfJlmkC5jsdA3s5UD5iYf6NCVyWJzSuptW3PWFXpHVN3paejk054X6h1JNS06eXBRQVvn0lHTRr/KFjaHA9wwPc56q/U7Y2i0RD7ZAldpWSORmY1/gJPJIDz66a6OyH74ES9DtZyy1OmtcXaQsahdH6CvTNn/AMtikj3fr+M3RieT+B6U1FJKcf2c8ELbaJFPDCa51scqr+uKvn34P06S1/a3tsPiNphlzNBa9C6SIXn8dUhkYf8A8K3RogX1zpG1au19q7Q98id7VW+NlllmijYo3l3GGbzgp/lyAOft198Z3hvonTaaG8RTTXC11a3WjsNVPTVDM4oKWFUhZQc/irHCMMDzwT0l4qVmqKfUeutQaFtT3O8HxooaW1wIhkM89rgnONoPIBKljnsfbob8Yet9TXW7eH/hvqi1xWG3Sx26+VVzCOwjrZoUFUqH8rJAzsNoyQeCehraC2qJ14h3rwjqbLYrzoLxX1Vc6yn1baa+SjuF0rKyKokE53PIJUVUba2cnHJIwe4b/H9RxfwLw0vUxRnVK2jJ81ULAJAwAJH6/wBepn42wVcegbelq8XbbqajveobPH5M9FRRSMTUek07UoXj0hiCH49wc5jv+UEBXQegIoneGoFbXPtWVUODFAeC3cbivHSR1od6JnEtYxKOsdfDk44/iAT3452jvkH/AKx+nA2njnC4pamQuBuO25QSD7cNjnJQ/wBe3RhZa8uS0NwUEYRxUU77VJGOCPYFPf8Al9scM5jKRirgqlkYbwXtlNIOd2eRjsCf9j2xgXxVCPU0d6mUhS1ZEqNgf/ZBgH+mSFYf7H29OJGmnyZRVK4JJMjUuCQCSBwPcOP+sPrgtZBFHFmpgjZjuzi1qDk5J9wP/ODj/V/ZiK6npi7FISSQTutynn9zgcgf7R/TphbDfm1BYK89S+w5Lippck5GGz92APc/m/qgbrNT7jHNVNGFJUF6YlRjHPHOBs/2PtlZ34LfDb4wePVYTojTkMFmjIWW7XCmWnpI+wwHIJZgMHauTx+/Xfvg7/k6PBjR00dw1eBrG7qWdhXIsFEmc8LAvL4yRk9+PSOAElkUdAqLex5y6P0H4l+I9xjoNG6Pv92meRY5PlbbFNGm8k+sqmFBBl5PGD9OOug9If5Orx4vifxDUVxsumS0S7Y6sQVMu7jkrCrAZK5755IPJJPpJX2Wu0zQ/JWGmtOm7ZGUgjkio9w5wqiOnjCgc4xk/bA6Han8K7LUWSo1Pqa/XjVLQwxzmGeseChES4LuKanKI2E3Nhsk4Az1U8zew6xJbnG1H/k/vCTS6g+Ivj4AQFYQRQ0lM2MAOoaTLtlsYwgIwPfnpZPAn4G6KBKWe/aov7IGRvl6CpmLkggYMNKBwDxg47d8Drsa26Z0bZNJ1ldpjRlgtdVQ1KLVT09th3FDtO/Lhjtw4JJJ4Vu3U4ttbBfdNUdZQwxRGqhBG1duyTsw49wwII+3QjJyerG5Yx2Rwo3gV8EuFqazRPiHBFKBtmbT9xKDvk/6A4zyefqcdCKzwK+A2dVL3rWdkDvuRquy1caHjjmWjIxkZ5Pufr10L8Rfg9S+L1ur/l7xPZK6lui0y3KCSQGKjikEMysqkB1AEkmO+4ZBG4g0d8Z3hHp3w58DYNSeHkNxs90sNxooamoSsnSWWjeIgCTDYMmWgLNjOS4zjjoRk26sEkkroiNT8CXw/atic+F/xOWV6zyyI6OrFDUyCTjBdUZJFHAByntnPfMG1L/k4fHO0hqvTFy0xqSAkIi0yxRSFcHJ2y7RwPocnAPVp/B74TXPxP8AB+q8QNb+IeqpDU1FalBTT1KVVN5NOkfLQVCSoxMjuPy87RwfeofE3x0k8JfEanoNDV91qfKgWSrakiqNPzQzFmHlNBGFppF2hGyaYKdxBU4yXUp83KnYlQ5eZoo/WHht4iaArvlNb6EuVmmIbiqsCqrKM7iCDgjl8EdxtP06jmYZcrPTBXJ/lso2nB+zDvg/1HXoroT4lNb3jQcWr9Y6Hrbtpy4ApVfx207YNmdrYq6RHi2/9OkhU/Xu3QvU/gP8H3jZVxVVnL6AvN4UGgnglRbfVSAfkhaOR6V24UeXG4c8egHI6dZKdMHJ1TPP16SM+k0i+Zu/D/8AE8g3jOBwD7kR8Y/mP74WmiZctQwhoxkZts3II4zg/TYf3P73P4w/CF4v+EFHPfquy0V403ApIuttnqHWKPdhWlT86HDAnKkDHf60tSz0hRstSKWGSpqqpTznI7Y7Ej/q/wBbE09UDbRiLxUe9g9NRRBl5f5aoUgf19sn/Y6SiqquimLwXGAoq42tFKQAG3Y9Sn3B/wCSenkiUkcbP87SyexjWvnHOe3I7elv9ofr1t5iqBLDcEVgMttvDgnnHuvvwe/8x/aEaN1vlBXTyzT7hUSSAIJHLAJtxxJJubgAAfqDkYx01ko6KAGppZDFOg2hYWwpOCSwbOCOMe2c9vrllFT6BWOSPQubvE3txwQP9X+h/ZlUUlbSxSPQMyKOGR6qKUEd+w/UfuD+xFehIKbVNYaSnuP8Lmlnp12zOQZUmwzOJJFx/KSxwfSSBkek9TShq7NrO9m2aOpfl6WmCJHLWJCKiZQoBcmeRYIhzwTIT6U+mRU9ouiSQyrVyJvhG+GNhtjdiRnO0g57YHbg9snopdKa4RWyPfG0M0pSaMO5SaYtxlYwBhAFwOw7Yz0GuhE+qOgtO+KElvlqrHqlf4nBRMKeKajq1q5olRgv40sQMJyQMMGY8gZOc9WTTVlvuUEFVTUhihDRrHFI7Tsg2nkIzLg8kkBSPr1zpRWiul8myw2+43XyaQtRaepZ2jFPDs3NV1pQFUdjl9pJIAwxVVXN26LNbLZqG4XTTETVBo4mWp8qMtIAMEMQ3qBGRyozzk564PiPBYoNTS3O3wHF5J3CT2J5bbe4jaipJp512SMsTIqpHlcA5U5QDk8Y5+/PWtPS3y2QJQwUU2x3YbjJ5jKecnbIWZRgKc5GcY9s9aJqXTdBbIobnYq+CnhQGnqYJRTyrtHKMFYljxnGffsOML1VytF4pIXjnu1PKyZEq0aVBlJPZ1ZSwI7ckcHn6dcN8Otk6R2FmrWhFDdppTUJcX8sRhpY5qSeOQR4JIzyAuQScnA+vTSuqaeoZ/nLTUTeQn4kgqhvAOM4xgjkfpke3RmmrEaigX58bEH5haTuYZw2DsJB9RzycYx0DrqeOSve7UNvgcbypd46pARyWY7o9qg++T39uq5cJFapjw4p1TQk1m0/NS1Jr9OXKngOwO5y2/cQFOcsDjKjjnGfuQGm09bovlBar7U08cjn5ifcy7kPurAsARgj6cdh1KLKpiSIxVkIn3hZS5Spg5bCkltpYYCnjcBk+/PW1bX36K8ojNbqiGPcslIjGJHGDhtrZCg4/lAH69uquWadKX59SxuL3iV60EtKbk7p/EpnwkVQySMSM4Llcud+GBBGCCWHOOWkFVVS0lPBp+l+XVW31tO+x0JONzqr5kBGP93bHUyrrzo+4U6W262iqoX84SB6KQSxgEHJGzbgDPbtx0wi0rpNa9o6TVbwSqu/zfxMbMgnJUsAO4/bp0pNW9Sq4p0tCP8A8T8R/wD0am/9yf8AvdfdTX5LSv8A6/t//vl/7nX3VVZP+v0Lbj/3ZxpfdDaj0jUPW25ZpqARrLJLTuxAjJwN5GPScjB7eoc89F7Tqq061ZLXqcx0tbt209ailCjhGVUCQxY2klSSQT6Tk+rIldp1ALg9RTrJNdWjgZ2WSZ2SMGQKZJTEWAAyAA7FeV9WAF6Da08OaS7RC72GSlpZ5EWY0zkQ+Yr/AJfLUgZBO0A4zkkchd3X0b3ng/cD6mg1Db61Hr2mnG75T5v55yQS35VIzgHJIByCN33HSVJqNqRJ0pbdQRRVDbKiOeOOZVG8guxMJeM/iH1Bt4xxjCgCrTqvUGlY2sN3gL26VvJqI3iUl0DDcocjIxtwdpBIypOO0ui0/a7vbUrdDXYXnZCWqaFt0VXBhHdzHCJCHT0neTnAAxngmLQm4HZK6kCU8MPl+ciF2iWpHzFO/O9AwDsuQXZgRk8flx00d6eBlnWVGTDSlUqXidNrcbByWyNpwGY8d/q6pmaqkFNazBLPO/kfLTyPLO821VyYmQqGLMQMbjkkDJAJbkTQLvWcRTpUmJakTSBZlVz6woT1MM4J4OCMLkE9FdwCvmfw6Fame3GMyyeiOp8ynRoZFG0KxJkdGUZ5YD1Dhs9NnaaiqEgnpa0nieSM+ZGJmxkYJZj6lOd30xwOvmoXp4EeKn+XklwELqE4Iyjp5vrIONxZV49IyM9aUNHJldittclEdWXY7jnbu9OTyBwc+vnHuGkQTu0U09GHp2dhJFkh5AzrH9eWLDG0nHHf6Hq+dE6f/wDBz4DzahrLrJ5ldULNFTQKrBg8AC72UEFtzMRHkHYjF+CENOaFor/qnV8dPbwvyVuRqieWSUQrFDuUFmY5CsWKrg59RwPtYGprpWa/q7foO1rFLb7SyxPNDVyVsUXrWJWd92EQtIF9IzmVAxYhcLWgyJB4dacjfRC/NJT1101E1VWyUkcSQVSokZZcS+UxB8mOZ18v08MrAFyBLa6GkutpW4U9NQMS09ZSVIeX5GtiElJIUDoXYyLE0qsGjyI3RiDtyjqzUTXKx0lzmt9nqTFDSqlNV0cgqqpJaaOKnOATG77KqUB1AJenLHDICylFHV0Vptlxs9rpKKKtoYZopKmsqYhU09ZHDEkylt8KOkjQbsKFOXjfCBQTVBY2t1T/AAl6ujorhVW+nNaJYkeOKSKhSrRYaxFJkWVGgZqcAN6SEjO0LK3TekqLlHEs9taJa6amp0lp6erSaJ6iWlQExzYc7JQZFERKKUlqUyuwMWMtZTyPRikt1JbRcqSiqo6GqqGjieSHyZPJhnyThkmmXyyVYxpF7hMv2qRb6SkqKaurpIbXWQx0s8xZH8mkndqZmCZRiscuzb7mAsjEcmEWoxaCemtPzU0dPcIqalataoleEgUlQsuxWQAEFYREfKJIV4ETDCRStTeM2p5KSOsp6athapmlWilVJJBJCsKeVhXDFZAdmC+cuFRiBux1aF1nmtNBVy3ER/N2WmFLN88Zc1FMfOdovSCPKxSNGnZUTy1wGO5eWtT3mXVF+nqx5m2eV2SNpC+zcxYgHjIyT7dFEbofaCtNbW3Wjnp7b84JK2CARHAWVmb0xbmBUM5BAz9DwerjtlMbLpynnpKp4ZrwlRbUj8qJomlMdIfS5HH4LRyE4UgjGcMQRvgzZKegvNI1XDJmGqieRcujNTxAyzkLGDIMIBukUq65UrycrHvEnV0+qdavS2mnFmstBIFo43Zo2dBEkYmlUsw8xo0UlhkkAckbcQVbAFLV5UopmohTrJPkO8mNyAsGwoXdgGOUFs4yoyOOiNmoam4ywO8TH5khGngiZSsayRx+kYRM4JOWIHuTnrHytGIaamSojglqHQTybRK8cQVy5ZXwoPYAAgEck89EqGOhuMctTHJVQ0kEhSPz6jbHTUgAaMySBANxxgCMFnJOSBjMJVkx0XZqYW6mqa7yYqyK3BkfdII0pIplZ5M5LOc+dzsAUooBORjTxssWmJK+pkjhq6GmE22Nqi1GhmqGIwjeU9QQibUjOEUHa7E5KjOlFIaCirpahPJlgj82qja2RRxxxRqqRKC4aUYkeMKGARiRnLA5BXy51UQllnkekrYZCzGoqJjJTEtukidSqKkqjajKm1RvC9zjqINFP1ttMEh8mNgMnALhmwBnOBggYI5wM8/Q4ZkgnhdhH06mFRE00wldFBZAy7QoymBjI9IBwASfzHOcknobJa0LNGo9RGfoD+mTz0woLluO8xIN4SGMIoyM/Unt9evkqN2Nrvn2xj/n2HS81nkUEod2NxPt2GT3/fofJTvGeeR9Qc9DQmqHu9ypLCY8cjd/z7dfMQXBkM5H/TGce/8Avb+vQ8OVxlQf1HSqzg91T+h/5/8Ar1GQe7ZlYZ87jBOZADn/AJB6L6LvdVpnVNuvdK7xT2+rhqozv/KUcEHj37dAPMiz6vLP7H/n2/x/pvDLiZSAv0BVMdK1oMnR71+HeqbXrDTcl3itLVyV0FLqKhpjnEcFYqpOpx+bZIjZA+3bOerL0dV1VVb54KjSsVBbyGWKAU3klxjkGNuCCD+YcHB/Xrh//J8eM0mp/DyntN0r81+lZ5aOsYPhjbKs43r7jy5VDewCkffrte3Q0NrvWbdbbldLikvylTVTyMqxRDkkZO33yBjPJ5Ax1kSpmpvmjYCtt7p6+0Q6Tehjpqa5zTrQSmT1wVO8ywq3H5twx9QwAGc8O75cqmpM6WymqFlllhkrI4ikjxSgKu5RGW2ZAA9TKTngE9N9caKujVc9TSS0cFpqq2nqXmBZp6ObzFJlRMBThwH3b+D/ACt7yOrhqqK4y0NBUBRXv89b5AfwxVx8yRNg/lcDOP8Ap/QdNqDTdEFa9UDSCgpLgaaeBcSU5JV41P8AM0RZT/X9ujNBpjQ1yZY7zqurk3tzBvNCjk+25cOT9hJ+3ROqo6O7wfKx00JguEzVdEZ0EkdNXoT51PID2DENwMc+Z2O3Ih9FWavrYq23y1tmhqh8s0dNIDHSVgwPIkidWUKxwQyhTnHJDDoUGyfWzTenbEoksVhoadtuBJFCocj7t3P6556zPV1Ub7mjIH2HVXzae1fYbXNcKC5wtNQuBW06mSianXkmXeCyvHgZB2gYySRtbDqXWmvdPLEl8tlTKssLTr59Gs+2JTyxkpSV2jIyTnAYEnkdMpegtEs1HpmyaypHiq4Y0qHQoSyAq4/uuP5ge37+/VMXkeIPhMP4bbrYNS6fWTzGsdTKEnp4WzlqCds8DuIXynBCsmOrBtXi/Z7jClRV2aR4nJAqrVOlVDx3z+Vv2VW/Xp9V+IXhheo0s121LQU0lSwSGG4t8nKznsIvNC7m47Ln9+3UdPYmq3OSfFXwK8H/AIo7LX6o8PbuLdqOiJgqXaAw1UMw7Q19KcMD3w2M4ztZgOvOLxY8H9ZeFGopbFrGzvRT/micndDULnG6KTgMuf3HuAevVfx78O9J2eri1vYdd/2V1VR4WgulCw+anzytPNAP/tMTEAYII+4OR0BqNEaz8fNHUFs8X9Gaft0G0GrmMTs80wP5oYyQ0Bxgn1Eg8YIPWPivEMHAq80vh1L8XCZOJdY0eTFk03qK/XRbZY7HW11UT/ooYGdh+uOw+569Lda6Dvnip8POkPDDTUUsNVT6bs1vuFRJTt5NNNDDD5yhjhXIZGGFbkjvjnq6dF+E+gdGW1YdKacopYY5DGZ3WPaZFGWGMrGuAOSDkcZGeOpBbLfbq64xQXOQVaVTmPb55lgBBYejaFQrwB+XnJ5PXk+O/q6SvyI0u71f8Hb4bwKCf+tLXscQ2H/J+aPoZlg1Z4kSzVQAElPSBfPVuDjyEEjf4jrqS0WG2aK07bdO2JbhQWu3UppqKKnt/wAi8asu1pFeR1YSk5bzMhw3IIIGLKantaQQ1NZZ6amtS1UlEUgnbDEumHwgAzgOON2OwPS1fbVo6SinolnWGFnCyBoS0MIMm0sZwcHPlkA4IDH9Dw8v9Q8dmVubXxS+xvhwHB4dIwsou++Gfhrqm3UWkNSaHut2pbTTNR0tOwoz8soZpGYMJwVcsx3ScO3G4nAA1uXh14ZXKh1BS12jdSxQX23UNnuamSmjApKQx/LwgrUgxKvlR/lwW285yc21R6zsh1dPYf4tbpqu9Ooo2WrSV1cU5RkXYeRtVTjPfcdvGeo5U6803o3VGpK6+W+aZ5ZZZjTwQVVQ8jbZR5bYDQ78sOQ2Bz1nj4vxvPyqcv8A+nt33DLBw6WuNfJfwVxqPwb0FqT+L1FbS6pp/wC0dZba6tWnoRUiZKNSIIVELPiHBBKqOdqnPHQS6eFOmdSasqq6l1/amul011T6zr7ZXqaOoqDEW20ixy7XSNVdwvpY+x+1w0Xin4QXKqGnrTqiystooampZa5UieEuI0gXEuC35dm3JwWAPsej01u0lqnV9XoGhipqmosVvR62mG4BfMhdoHkzkZ2xnOMnOc8kY6OHxzj8OrlLpvrvXp69zJk4Xg5trlS+n5sc+aF8Itd6GvWlv7V08M38LrtTaiudwjctFLcrhHHBEuSATiKOQ7jgBpD1VfxdXGo1B4oeEeg7JUWKnahge7RyXaZUt/nT1AKrM5G3Yy0sYwePUR2OeuxaXw5xXV0GkrjW22W2SJTB6FgkTVXmrFNDsTNPJsZmBLxltwx3I6iafwLW1RdBWaetOraewVb0NXcaOkFPULIkgG6JzmGZfUpO7yuHAxhsHt8N/U+SubNC0u2j+T/kwz8Kxy9nFOm+jOe6ml1ddJ9A2vU3hr4cW+O+6qFwob9pSWFxKtBH5jQ4QElT5sfq3ewBGT0C/wAoReY5tR6J0puy1DTVNT6qTzxmQxKpxkf3R/zx10DF4KaVbxPs+tdGVEQktNHUu2n46cUcx8w//aY4SQjnspkj4O0ckjnjD436q6T+OtY90ts9JQpSxRUMtX5qMy43SY2/3XkIxjOEXPfn0fA+I8NxzXky17PR/I5vE8Jl4Ze2vj0KSqHpWVvOhodueD/C3UgfsfoSf2H69BK+vhRivy1JkjJ207qc5ORyfrkf0/bNdcEVGVJV59kqZfv7H9SP2/qPtdsuuo7tS2e000tXW10qwQRK2Wd2OAOfv11V3ZilLoK2+kud+uUFos1ulrayqcQwU9PEzySuewVRkkn6dehPwr/5Nrz3o9V+OFE9TXSlZKTTsDthMEMrTup+gwU+h5+vVxfA58DcPhZbYNXapp45taV1OJJ2mUFbRERyin+/zye//Z2JqSvfRFiZ9MWZ7l5bj5tw+2V48Hc/YkgED0j2OecdUzyN7bDxhW+40sujLFpujgpBTUu2FQsdJSoI6SAfQKuN36Dj9enlVQU9wpqujQ/LPVxNEZoQEdcggEEdsZ4x0nY75a9T25LrZ6gSwsBvBILRkgHDYyOxB74IIIyCOnRUqS2cAZJJPYdBJUNrZUU9VqCSqrtPPQTyNFG0dTT07LIdy4BdIjg4BKsrIQ3qQ45HR7wuq/nrPXWardqilikZVMkRjKlgPOhaNvUhDNnDezgc4PT9auiu1/e96Ks8l3r5YfJet81koVQHmTdyHbAA3IMHaAWHfrM9pv8Adjvq7pUVhx6YaI/LU2fbdIDub9Nzr9h1TGPK7Wo7dqiMy2bUOnq65WevrrPHpq60q0clUbgFq3XaUO2GRAivhiM+Yw4Bx7dSe3XvTNnoVpLXSziKN3dIYKaRkUu5YgOVAbljz79+mp8NaqofzZb2lryDujt0ALnn3lcZb/ZHc9+lR4W6Ioad6y+SXCviUZeSvrpSuc8ZVSoJJwAMH6DqxRa2A2mRS8avuNqhqE0/oua41L1Zqqbz5oIVJZy7hyXLMCWIPA4Oe4HVB/EPB8Qvix4bXfRg8FhUz3inAqK2K9QqPmFkRkmWJecbEC7CxHOc8DrpOTQ/h/UzpJRaDtFPDHJujlkpEM74xk5IJQHHbO4gDJHbom9ssyjbHa6Vc+n0xgdJs7DVqjj3wY1HqfwM8DLL4a628NtVWiuoaO40NbWpRGaGL5ieeTz4miSXcQsqDDqoBj7kHri/xYFw8RvHai09R6wuOpYrtWUltortcaAUb5cRqY9gUDbGzFeAM4zgZ69hJbPbHyaasuNG4GA0NW7KP/3UhaL/APE6rvxp8P8AQUegK7V3iDb9KVtDbiGjkvVMlJLPJkZSKdORLjJG1O49hz1ZGbTuhJQTjVh3SOldL6A8LKKissUAtdvpzGJUiSaeSnpYzsSQoT6izEkDOH8zAxx15ceOXi5pmTxu1BqHwBnuOn7FWTxCSmniCJUyqqiYyUpzEUZwTsYEc8j2HZWmtIWippG1P4CeONytcd4EUSWvU838UtVRNGGZII6oOxjYeY3oEhbDepOcdct6U+HW5+G/jZbbn8TdMmntOGY1MVwWIC21coYNHEZFUKgJO4hgpIXGRnIONpNti5LaSRe/hvrn4g/DHw6i1prjTkUGlK0p+eVqqip5HOI0lgP41IJM4/BaSNW48jPYnrT4d/BT4kLOmq/DqcaO1dUwy1q09NVgUdwYfn4QsjxrJw0kI3LvPmRq7bRTnx//ABRWfWtxtPgv4U3uluGjdPJ5lXUUL7oq+uZQC4deHSMEqhHBO885HUn+FbwB8W7fom3+IVL4hWqlt14KSUNhuruUqmaQRRFXVg0MpP5Wi9YGOTkr0eWlzbEUrfKcteIvhz4leEmopdL69tF0t9YuBFK1ZEYagEelo3ZQHGQvIP1+/QGLz5jlZ69ccoyS0h2jIwfbsGQ4z/L7Y49QLrWeHnjBYLt4QePNoMdTZQnzdTVokVdZZCBsqZSePLIdWSqQeU4bEojJ9fDHxE/C5rL4cr8r18AvGl7g8i22709pSSN1GSY5cEbJQpbj32ZB44aGTm3I417ipjSVLY301xQKSuRQUkuTk5547Bm/2PbHpFXemqIo2eWjqY9xOTJbI4+cc8qeOQ/b6D9jK0dNLBJPU28EBWO3+ESKoOTkblYEdpOfbjtj0hrzT01DEaWRKPzF9O7y6iNt3IIwePzKw/f25w92AA6egqGuKvG8cZjZW9bhB37c+31/TqwtQW/Wdx1TQ6IlssclXPUKGntdTHWSVpI4KzhijAAZGD9Sc9RnSdroJaWojrZhRy5Ky1ctUY0hjwcrtUEseDwTySB1rZrxd4qGGS13GqpZaFXCSxy+WwLDB9eRgFRtxkfvnHTFaLXi0rqehtz0dbfbPpy329QXt1BXiWquErAKDJNHkylt2MFgoBOBgserstMWoxaKGltdZEkFFDHCyyhm3GNcFVIG4A8AHOOTx1RXgVoG56kq3uNRapasV1SyfNEPJPmICSRFB4YkvFk9/Vx9r9qbbULRyGpZa5acgkzUwkkDZ2spBYgE4b0kj34PIPC8WyW1BM7XhcKTm1uSejq9RzmSsjppWWIPu+XMTMhbJUNw3p4IY4/lxxz1mp1RdWqlpVuFNA7nl2o40yOM7n7r6jgY+x446jlOKOjq562kqKWihJTyowUUuQCW3SssgzkD3AG7gcdPaa7Xat3S0ljqaho0CPL87G8bIWB/MgIXjH0/QnrkJWdVyS3CFVV6gFxEjS2WYRSKSBU7ZnbaccKo3A5HAyexPT1oNQVFmpq6otdwlpnzO5pQyBu/8xLLjIPIHOBx9IiurKl6l43p6ZSGELxNePIY5OOGAH2/MPv9evqbV1+lK2+GqS3NESIo2vRYbuTtIdc9j9x9um5JCOUSRR1HyymU6Yn3zf8An6aORBjgHcF3KSR9PvnoVVW6CuqVgmt1EHqJEPlVDzRtkg/kO0bue+Tj9OitVc7iklPG9yubwOPxkmYhMgg4/DBZiATkYHtnjra5XKoMv+ZUCVVPMWMUcVVHHtB/mYMu8rtJPJxnH36rlBvdIeM2tmyPVVkginWOWjhhBXY0KVMYeLA4yjOT79zjj7jpm/h1H81h6+WWNo9oPmI8ZU9mGWwSMk9j2x+kgq9OLmncNfFhj7PJPEfL74XKtkAEDnHueOk6O2RipKTvH50aF98tW0LYHGctsIyTx9T+vVD5YapNFsbmtWN/7Iad/wDXx/8AhYf+5190733D/wBpLp/+FV//ADnX3Q516j8vuOSrXSXmrp4Vhp2DVDxlwsBcQNsAZiEi2ruUpwCCd4yc46NWLUU1ulkdbkafdGvmrHJGVl/Kqp5izjCgoGO1SRzwwxiNSeeJoql5qZovS07sGJD4c+Usmwsnpxg5y3OWyCAvDOKyngqvKMdLTowWJ6xXChwE2q24SRgKAuC43FcFgNw69+zwxM6vTFo1xRvLUTCr3qsheKIGVNu1dg8pCiEYGd0mcMBtyQOqhulg1T4f3A1NJUvsj2bpKdz+GfS2x8cqwyuR3B9+rBhu1a+yEQpOkG5oyh8x4sqXfbEJHRAu0ncE2j1sd3GDtqkpq0rRVSQFoZdpSV0i+XiJIkjdPJjXdtAGW7eY4wWwArtbB0ZXFPqO1axnWGqijs91lQxpPTqzRSZYDbIGZmxsLEk7iSAMc561qY7pT1qWu51MxchI4lZ02sielNszDhCGfKelcBMnthbVXhtRCB67TVVFI6VE8boH9DhXVcxkkkjLEZIHAHvnqK02prlShLRemkeGACOLcn4lLhgd0fI54Hc/06N9iMl1PabY9PLVLUKzSyI1SwQOq5jbfskLRgsrOpEQBBOPVhTltJeqay0zVtNHmWQyKrs53gg4C5HpPuexAGADnOG9rvUVrikSoWS4W+dmVCGjinweW9bqzIGUk8cZIJB7dSzRek7X4ia4tQulVRRUJjSqrpKitjgR2aQZBZVbABcKVVC20FgrEgEe8iD+nNZxaD8La7+EqtJVXaXLzU1XGzJlfRgRssm70uCpyBy3APMk8N9NXPTmmqm711NPU1d8pZ1ukssTM0dOpV6dQXwUk89KUN3GypTHqBIDairLf4p+JdDpvThUWKwxM1FFFOomdExhYdzFS/AbawUtsdiFLY6s21TG6RvVXa6U9LDBLFUT0tK+z5ijqAd0kL4KKWkuqh0Y8OMq21B1Apj2rqa2S90tHajNKJ54vNmppNnzfzAqI9oQMQXZ44ZvxMYm3ZOSMgdPzx0k1qNyakMdpihpSaWnkcxYWjeSq8uNkyBIkbP6gGR5tp3BcqUhuF8hpUucEMFROiJHcBSFoZJjSxrMjmMtiRGq1ndlCjEDkYLHDqePz7xXz3GjljpYbrLLIkUW6KkZZ3FRSIWMhUeZNRod5O2IJIDnevUDuA9MV9xljrdIQyVFJR0a1NXFDTMmynnKzeWzO34kSyR00cZwrqAoPp3Z6MVaqI1DV6y096hqZY6hmPlyyGFhCWCoJA7Sz0PpICrJCRwGYAfZJa6bRVjmmqI3XC2UIAPNjpP/ABdGyxYDDcvzLAMp8wOCQQFK9CtR3qNWrr3UIih3jk8uINDu2VU9QUkC7QsqNEsXpYMQpIU8v1CXRWPinq240lFLbHqgrVTlzEJRNtDtK7FZCA6jfPMpUEA7QfUNp6rXSVrW6XGOndkX5iRYFd922NmOAx2gtgd+ATgHpHVV3e/X+ruALFJJG8vOSdmTjOee316mnh/ba2O42n5JTUMz8U6kEySmVFCrwQWO4YBK8j9i1ULuyX21nhsdz1RQyw0duojKylEX05WZI42PLb2WQbWA4CKxBwOo5GlA1fTJb4mlp5fKeachWEZids+jhcldpGSSdwAPq6J+J9Vcmq6Dw/p6x4qOKYSzU8okXZIQpWJ0aNWHlhsAYbhuCRg9NXiqtJ6V/wA7t0cNTXRLFRzxTMMsWhnMjHHMgTygNu1QFOQTz0OhEwLTTTyXiWekiCKlOaZI4zjawgKg5P8AKWDM2DyA2c+5VaSrpqUS1Ei1gjpoZ5WmhKkB19CAOwVvXMSFAOQd2DyOmtrpYIK2kscl5jJaVWqQiskcDZ2uu8qeQg5fsMtjJAJM2qng8iiraekF3kpqX+JNTwJF8tTnzoqaMSkruZiwhY8DIdAQFdswKHstLPT264VCwwU8dW0B80SmPDhqdt8kpc8nezYXLYy20Y9EauaPDQ01XDPRRRToE8t3KsqIEHmMh3ZV5JM7myxKk4UAdE6j/NJ6WgppQa5SXaWMLVLGxgTc7b1dnUIsrHYu1QBgnOQPeSG5PPWzxeZHWQvIyl2YyERNIZJNpVj+IVIYjaSFznDZiC+xH2RfOlqGrBKHbbEwfeXYnG7kE9j74I4PWksQjkMcpwQ7hyDnPP0H/PbopcIKWpVnSmqIoqRXiphUsGXYnIYsv5mdyw49IYjnHQdpJ553qSIIw7SNsUHYoAyQB7ccjHRutwLQRdolcBJo+Sx3dgM598/fppLDA4coQeMDnGFA/f2P+7p7LG8bYctIqMdkmeCc8EA44A6ReaMBlCuNo2qckLz3Oc/U5/bqDaPcHVVBFgzJkorE5A/l45/rnpjNRyxNgjHJH9OjRq4d2/aGAOOcY2g+2Ptgf16SasjYbmQEsxdhxz3/AMBx0LYrS6AT1Kc89ZEjdsn+vT6WMT4ipoGeR2A9Kkk8DsB9x/j0ctnhL4o3mNZ7R4dalrYmGQ8NqndSPrkLjo2gJN7FsfCR4tSeEXiXatTTuXs1awtd8gBO16OXCMSPqvDj7gfXr2PhrKjUOlo4v7TPELUI0Z4VWX52mcr5EwGMPuXC57A7jkd+vFnwt8J9ZWrV1BbfEbRN+sthuNRFHUVlbb54oohuDckrxuC7c/cdejHwpa41Boac+EOqKdq2ostsiudgeobPztlqFSQUbnt5sIkjwOw3pwOsuWrNOPRanVVg2ao0xU6ZokrqdIUDRVU0hdZSCCUbPIDZ/L22njsMBbbVfL3SK075Y0uU608sEa/iUtWhISdB39JG1/bbgnhSen0VupJq6nvf9o5p4Z1861UtH+GxIYlU4QeXglV2liDg5HcGV3yjlNoe80VkSO8KUmDRhfMVgcZLAZfC549xxj26VO1Y700GsiLItW1dTmMEqt1hjyGjkA9FXERzzgHI59IxgqcqCCQzyLPHHUzyQ4qadQpS6U4xiZBx+IoIBGcerB4KMAtFqqWpraaS5yQQ1Lkx0tft2pliM08yj+VvZh7ge+CxsvGkLqUnighffLGvM9slwfXHwQ0ff2I5PBGQGQtGDIUajqIK5VfiK3177tsgJI+WqPvngE857YYEFjJtliegW31BjhYSz2xJNtVbmOQJqVh+ZM+w+px/c6czMwnZNlJ59wXBhc/5ndlK8FW/klwO39dwAKtJIFqk8jZWVBoyZFiJ2XO2K3GUP/lUB+5z2y/bqAaoYE2GtQ1ep7LRX2hOV/jdJSfjIV/MtSsYDxsPdl9PfheOqo15cNM3e6DSXgzPNqCuqHEdYJ3FXbaEMuTmRgXklwf9HvbH8wA6U1TqTUniVq5tE+HdxMMNI+y9aoo42pJalQGWSkK8LvXILydl7AA5BlFopNGaDs7aS0pLDQ+SFp5KiCEmQs+ABGuCdpJHPc55POOvN+L+OQ4SLhjftd/2Xr9jq8D4fLM+aW35q/T7kU0j4VaM8NF82uNNdtRljI6+hEhd+MKq+mMHHZQO383bo/ek86nikpq81onjUGKKJhArEkKmfzEMQ455yo9K8kPaiKhrVktVTRQ2yegcPLKHxHHTscCRmbLMWKlVByxYHsASNLHXvQ1wFqtz1CKWZ6iUEy/lwzoij8NS3PsTuOccY8Bnz5OKk5yt/c9DBLDHlhpW/YzJNBTRTR1tYaWnqoYqqlpnG+ankOSyrGAfR3B4A5GCSSQvX1dsrrJ/F2pRI8AiWb5yI7UVAwBIU4P5hxnHb3HSyabpYaupnldJ4zJuJEhUZxz5rn6HjgluB0+WNKMrFT7kWXlgn4Svj3OBvYjP8oC479YdI1JO/wA6liab0I7LBeZokSquFXR07FQjRyLCsQxwURQA5XggEN2AOe3S9ztFTeJ6WvnQPP5CrLvpWYI+clV4AI5POc9F5JXjqWRPwXI7KBG0g9v78p/XC9Nq6KoILPTMYx/PLGAB/wBad/8A8nqOTbUopIsUUQTVdTc7PX2jfRWB7fSXKKsqpbrVx0sqhEkX8BQzEPiT8xK4AI5BPQbU/jHZLVUSzx3OxyRu5dUqK5I9qE8DdkqcfU9+prW0RrImpqS70ccrKzBvmgqgAcljBEMAfTP/AGdQy/ab1LcYnmsRkXyaOmmqEq7vcV8uWWIOyb4m28Z7EA4K/XnTjx+bJSy7be/8sqlLy2+V6kFsPiNo3xG8SobpetA6Rrlt1mehoq2gvtLXzGYyyErLTRuzLGUmZQwjZg32PpkFXB4F2W5itvFsqPDytqH8t7rG8trV888SqVDAcHDAfp1W1/tl2qItVz6xjobdS6TloIquoq77SVlNIasZjQfxCilIb8oILp+Yer3GlrSgrtPSVFiWW0wRZC1Vpnnp6dvrl6GWtomH/TiQfVR12JcEpNSTaWipN9jJHKtetk48D7Z4iw2bVdZ4b+IGndT6Pud8q6601lRJNLXVJlkPmLUVGF2S+mPLBCSclWGB0907XWbwx0bFoi4UupvDndcjW1ty3xVUFSWJKRR1jZEaFsZMqK49AAOCRW9nudwtenZK+yVFEkMErSCvi8igbzDgOwqqQTW1mYAAiaGBjgZ2nBBXVnirrq96eXw4uWl6HUdv1W8EFfa7jJNb7slEHDSNSGN3SsAwjhoZpSduNuGwDLh808zaa5X8H/Hxde9FSjjWOq1LhuNNQyaUtUN4sVBS3e51HmWqnhua1E0yFEbzC4RBv2upAVVbkkMdvI3WukrZcaF9D+JFiTVdveOOUx7Q9ypYmXcnIwZdo52PiTbzuc8dNdH+FOlqCzWw+BWrwHsaGJrTdnNXS1MkZxmWOX1wyoxB3R7QrEZUjA6rC8+NOmPBnWuprd4lpqXSmvdeMizVtRsraelo2SQPPSOpGVYqEQMBjdlsbB1jwY55cko4btdKpqvTf3VfqWyyPFBOdNP1/Picx/Ej8Et90XRT688KrlJqbSjM7SopLVNK4c5iMeN2VBwVb1DB79dDf5Nr4Qai00cPjDrS0YvV1G2y0lTHj5aAMM1DAjKsSvH2x1Y+hbBrewWOsurXmC72KurDT2f5qFlq73SKpxuicqGTaDtDYcbRtYDKm3vB/wAUaXR1LJQSU8slmL+TOCczWWNWKkY27pKfd7n1J2YDG0ew8J8fUn/acZPVbP8An+TkcX4bcfP4dfAvx4aa2UgtNu5j/wDLSjhpm9ySPb6dUzf7XWeHs8CXKvnlss8gSK58mSEnOEnxjJ7YfI3cg+rG49eKDVmnKv8AtPYrjJeLVVuagT0uZHWNvUPNiyfMTBwHjwwG30gZboyNb2up0dJqC7W8PTz4hip1KSpXOxwiQk8MWYYwcYIOeBnr08qlpszlK4arVEco9NroSti1BV3unSnmzHDSUNIUlq3YlvL2MzbuN59ip5JADZkVPpa46nCXLW5elt7Lugs0DD8QE8NM3G7j6+nvgE+rp/pvT9XJMus9YCKa71K5pqVXZ4aOI44XIGRxkkgFzyeAqqbqZZHcySOXdsksTyenjHQSUm9hCSGlEIpoqaKCnXhYI1wn6n+8fuc9aHk4Xt7dKJG0rZ9s+/QC8ajnME0em4VnMS+qqJGwZOCI88OwGTk+kYH5uQH0iBLoh1dbpT2wiFY2qKx03R06EbiCcBmP8q5zyfocAkY6j1SlTWziqukvmSLzHGoxHF/0Qe5/1jz+g46AJqS9xySR2/Sc7zMcvLUVAZnb+8ze/t79YlrtfVqk/K2+hXtnduYf/wAw6plOyxRrcPtE+whRx9hz0zlYq4j3fnwoA7nnt0CqbXqaSFnrNRuQASUQMo7fUf8ADqE/Gd4rag8CdJ6f0r4VW+jpL1e7Y9RLfZ1MlRSxqyhnjB9PmMWxubO32x3DRTloCUuUx8QPxJ+Gfw32xn1XN/GtVyJuo9N0sg8xcjIeqb/yKcg4/M3GABz15UePvxKeKvj/AKle9a2v+2jgY/JWmlLR0dEnACxR54+5OSe5J6A6xuV6uN5qrpf66quNbWSGSeoqZWeWUk5JLHnPPfqM0loq7pVJBTQPLJKxCRqpZnbHCgDuft1pjDlRmlJyHukPEHW2g63+I6R1JWW6VgFlSJ8JKuc7XU+lhn2YEdejXwi+LHiR49afqdO6r0JBXaeWBoZ56qn/APF1VIpX0LG/CMQxyY/QvGUGR1Vvww/5Pe66impdb+NNK9Ba1cSQWVsrNPjkeecelSf5Ad3ByU4z6Jae09ZtK2qmsenLXT0FFRxrFFBDGEVVHYYAwP2/p1XklGWiLMcZJ2zjTX/wNaQ0br+g8StBaJW8U1DO1TcdGVlQdlVDgqxpJCcMVyGVH4yFBAzs6M334nPh00P4d6w0o9zltwWnq1s+nYaKSGsoq51JWFVYAQ+XM5kLHG1gdhfGeuxHWKriNPVxq6DkAHDKfqp7g89c7fE38IOm/HW01NeaSCj1PBHigvMSY8/C4EVQBxycAHB9sY/L1Veq5ixxpPlPOJtV+NuibjaPFm8zX+nqa0BrZd65XYVkQUenLgrIhQgbWBUrjgjruTwM8ffD7x90HVeHuuLfR1Fpq4GjvFoqqgAW9MAfMU7fm+VySc53U5xkmLDR8e628c/GnQvhxcfhX8U9OUlwp7cPlqOa5wlqmgjVkKeS2cEBYyqN7JIw5G3bHPht0jr+869FdoDV1rsN6s9I9ygmuFV5IlCttMSLtPmFi3K4IK7s5HHWiS5o29CiPsOkTH4nfhxvHw1a1jSN46zTFzkka010lROjSBVUmOXHpEgK4x75zwMYpeqENwvNLGKlZ6OBhJMfnw0ZRTjAMgAyRjjBP29uvVawLYvHjQFz8G/FCiFquNK/yjUYjUfwqv2Bo2gc53KV3SQtwChaIn0ru83PEfwn1L4G691Bo/WchWsppHiil3eXFV0qqHSRcKThhjb2GQwJGD0kJX7yySoi/wDCZausiuTv8sLnSzz1MwKqlT3LDgABMgDIHByucjoVbYZ2MS09FIZlxJvjh8vfyuMewAzknAJyB9ujGpKya/V1FTQQU1uo6enijp0QFcEoS7EZJJkcEkcAMQBtAHU88E9M2qorq7W1VTqtsslN87N5mF8x8qEgULll3mRASXU43AMScdWN0tRa10LW8PNK02lUotO1NZTTU1NBGslTgFHnlKyyHeIxuTasZXJJAYkHHAnNElgp5p6i3XetraiPO2FafzY1TJO3cinHOMZ7A+2MdRewW25vcfnKzVpgmr5GqK1I6iN1aQkHYE4bjLDGcdWHZZLjXmJa+3iriTCxvS0zrOuOPVsyvP2/xHXkONz+Zmc1t+x6fhMHJiUWtRe3XNWhWumoHpguYhURzuqMwycMCR9vzYwfboPUUBkgkmetSqdgW/zmmbdxknMkOQABnGT7n9pFNLYhT/Iz2wp+L5jo25CAMryUcEYJydygc/Q4MXvVFa6Kdo6V6+kmYOxeWXYEGONoGQwPOMgnHueesXLCT7Gx88dtQT5MXkx1tSoSNQMpHUdxg5KB8lhgDHv9+tKu8y00Cwveq2lQDasklKnlzKuMetiefSQMEDgdNaau+QU2il1NDOVVfLM0cgk3FySuFwoOCBxgcj79bT3Cs37ZbfIs1THtmfL4YE9g4b08c4759xz1fDE7tSKZztaxPrVAFgapoaywVylX8j/NmB4ycBjHwRu+uP16bxx0VUFv7TvbqmQ7Hp6etErOQQPMCv6TzgEcgEHjIz0SpUhnqaq3yQzOZny8tW6quQPdtrY5xxwO3fpxS2CWGgqf/wBX0q6VCyo38RbYydgyA8jAz7DGe46M3kjqmwRjDbYj9Jf7vUVStFIyyyMHC+TDTzqNuWBQKFJxgbQxIPbPuSt+pJbzABXzJKXeQRRVSwyhhjcWX1hwNpHt7dPa2JJ1iS+0M9JUHdHGIBHKsm7A5d25J2jDKDnGM/QXTUldAjzW2oNSk0OwtIyMaUrkFo1LDkjn39+2TlJZm9HRZHCt438yQfKwf+sbP/z/APvevumH/jn/ANtKv/8ABkf/AA6+6r19Pky7kXdnJM09viiiekqiaWojRTPDLLI9PJsOD6kjUSMFII9YwTz09poKWoQiqltVCkRzFUMpPmAhQFVlWbcFJJJK49TAscDCFfaK+jkenmora88KSUkyxRtDLucN+YSeW23HmcIAOCGyo61kpBRSOk9Rc6eF0SLzag7MumCzFyfSQShVT23KDyOffnhDWpr5qtyZ6ukddx21EzQ7RhTtBUmZ3AJZVUBQOPrw5qZoIkjpKuuhEkTRyjzgqQIQWKB4xEHJIVgAORvGWXLAb/xuqlp5Kic11RTPE8aGCaR2mZ19TSSSbmZiVAJCICx7gAL0Mq1pqKeppobiCFjR1p4IUYTMQxBkQDYvJI24DLuPHuYQklDdPmImq569EEEawbVp22khOWJgBTKlFxhl3ty7Fd/UT1LbLFfQTbt6yonmCYqE8x2VGfIZvyhi23HJX6jBOLtXUvyL0tLbfLSCBVwzSQR7RtAYI0x3OXDMRyPW2EG3oNWVNS5Ms8ciovqEbKnAdi29kAB5Vsgge4IPA6WtSWAilw07W7lCbsYBYB0dT9jkEdWP4caZirrXdr3ddYQ6So4KKaSnldCZK2fAHkooIyCC3I7HsCM4gltorlqe8RWm3wCZ6mQbVUBVUEgFj7KB7k8Ad+pVqvw5lp7zSWymvEVfdblPHBDT05ZgS4Xb62VQMlsDvnGc4IJJCd+ClVO9gucMWpUoaiasEdNI8iD5uRYWeNPxcou3bgHBB8wo3pbq37NqbVM0kdbpu/VU1TSwS3ahpK5Yq1PLlqYG8lDFIrBH3JvjzkEyLtyQxjWlaCy6Ko7SrUc9YlLTRzQLDGtLOZBNT4k9SkEtFJURPhnTKSZOGJ6aUlHBWUclFPSwzPaIWloBW1IBqmQ0TxyQTIgWN3ixEHG3cFBwkpAKjRDVqFuqamm0/NNDSW+atWsp4qiATyKqU21HaZSQ0RSlZMg5BUq5AYkNrRTyUVup6u9maFKyyuJ5AqsZZcxU7Ve8p+IAyCR1Y59IkBfGOnH8RF3vNBRU1bTQx0ksbJVVAEkLGVK0U1QMNwyM6REAsjFEfkFh0zpqCm1LRyJarpRWP5a2G8W2KraIRyh1ajSBUfIkJRdgdW3EBdwyoPUehGEY6LfR3ulMclCZpHilpWYR0MVRCpasp2VcBp1LxQZIXPlQlQxK4p3xp1PQrRmnojDLVXSpqvnpQ6MXeOol/EwqqoL+YfUO+zPGSolFw1BZlku9RbqOpsUM9K8lHFNskUxyyNNBExB8xcOrAnsdnZAxD8+aju0l7vlZcmLMamZmG45OPbP1OMZPcnk9FagYnZ6F6yrUIoOCoA+pJwB10fpKfQuitHVF91HPT1NbURh4bbHJGklMDHDIJ2QuNwLOqgI27J3hAyYFI6VpKuBo5aeM7iQfMjfY6Eeo4bIwdobH34746kWv7TUvaqWlqLmJZ4ZXkSI784lkKZ9Rx3iIO1RnAOWBU9R7kQlNqao1pc6u81sxRnmeQxpJtmdXkJKqEQKcIAnYc7ewJwUuZivVVJHWVLJAKiZBBKp2xTtFvk9W4Esp8uEMwO7bknAA6h2mqun01Ww3S6PDOKOQSU1JUxmSKSUDPrUZG0YXI984556lNqvdDcHrJPl6auiWq+c2vIyirYBmkiEQBZd+7G7jaoYbjnIhLvc2rKBxQ260vWwVEUU2XWOF1BeaM+QoGwFmITcMA8Sg7juIQzHB8vFDBcqmZIYRVUEpnCCBZqeOIvHGgfmSR2jQkbCN6ndw+36uMtbXSGamoW2kVIJkKGcmQ07uobBGJPNbZIq4SJRkKQHa0stLWVMNQYah4npJqiomcwgTEP8A6JUOdkSyCPKhSXJkOACAIGhiWtjWGJ3utPTn5eGFqcKBB5jIEfbw2X8sKzSHszED2zrFR0ZuklOYquF5KGanhiSNoxF+GxdnKnKxpE7sQQWJX1Lg87NUPJb1FLVhwzxbEkZiXqQUMsxjBKltzoiuxAKqQADyAlS7CkPnVssryxCEyth0WRmVpGJ3Enkbd2Oe2epQT6alMc0zTy1JpkeeNGSIEO8X4hUJ7Lgqe3G7nAHQV/whtjlQyAsxdCcEH6DH0+3fr6tqWSNoMRGNWZwnspbHYH3OBz9hz080RojW3iRqCLTGh7DV3e51GfwKeMkKCRlnPZV9iWIHUdVYG7egJqKyPJVCrFVwXK8t7A8/9nUg0N4YeIfibX/I6C0fc73KrKshp4CY1Lcgu59KDP1IyAeuzvBL4BbBQXKOHWlNP4iasVl3adsshitttJwSa2sbCqAD+UHcf5VcHrvfw++FSktVBFQ6wvNPQ2mEYp9L6VQ2+3RA/m82VQs9Qx923Ip5ypz1W8tbDrE/+R5jaJ+AipqK2Kg8SPEijo7pjdLYdO0sl3uMOfaRYVIQ+3G5ffPXQmnPgn0PoixPe6j4frhLHAuUq9aXIyVNTjJylHRCRV+wlEZ9u+Ou49P6y8JdC6av1l8KtP26k/s9SS3B7VR0Ro/mI0PqnUlB5q5zmQbs/XkdDdc+I19rDpGtsFskrbFquiqfMgEG6SOo8nzIgWGdh3qEPt+YnkA9VOTfUsSS6HAGr/F2++F7z0+h9GW3TEMONxsNgpaCV1wVO+So+Y4DenIQZ/qOqluvxc+NLSI0FqudyjqZvlonr62c+fL/AHU+T+WVjyOAuRkZHPXXV+nt2idXa4g1lXQmQXGmraCeueOEV9ujfbLAJJiqlwDyjHJXZjdt29crzfEp4X2iPTFLS6ar449J6/q73DSrCgjNqkwVCevh1YyEJ2Hp56MfcBt9yN3Dxs8a9S102jr3oOcO6s81O094aSmUNtWZw1WwCq+AePtwergrPiIvt20ZpPxCgtk8d80zXuKoArFHPVn5Wjjp3IH5Gp4XDhtuS+4EYUCKTfGD4VUt0qbFT0d3ktFBRwLarstMDVSSQ1y1UcUisylUwojyCexwOciM6C1/o/xak1LWTaSWm1C95/tBVUkbvNR1NIDP5k3k4Ls0RnSSQDOY4AwG5W3LkjzK6oMZVpZ6XeHOv7VeNPW/WdkZpbLdo1kkSWBXmtVaygs5Xkbl3KzbeGXbIuQcdWBNqSSxXCnpaeGK5Xu4wCQTjOyoQYIxjGAARz2GeATnrzLsnjZqT4e9WU9RYIDJQ1lvggrrPVsUjq44aYSSSIQTtbzpWETAH0gA5ViD2Z4IfEPo7xEsz02mLvJAwQ+fbygWvtkn87Ih/l5JZASMHKnnmpNrVFul8rLxuOirRrOCeRqs0bVFOY66ijKuqSnGQ30xhgR789ucsZdc0NfVLK0BopKVmgW402X8tlOCJI8ZaMkYK8kY9iMhjcLpqilSCi0nKahZB5v8SggAWqkYnlmYMiheA25lPc85wHk1BY9efOVNuqltt8oJ1pKqsRAKapnVQCh5w47c53qNuexXp1JdAVW4/jnhnC03lUUaVpBSklk3UFefzCSml58t8/y/XJxn1dVX4oaqvWrL7B4SaImqTXFQ91rpoyK2zxueKWGZW9Uso7E5Cx5JJJXotq6suPgF4c1lpqTTaquWp60/w6Cqcqn8QlVFKqhyFgVh5mAQQNxPOW6E6EsNJ4ZaUiqbrdo1veoZnkqLpOPWhkz51WwP8zEFEB9tq/zDrjeMeI/2eNY4upP6L+XsjdwHC+c+eWy29X/C3YSqI7f4b6VXTmkqHZSQMKWur4STF5m3PlK+c4BwSxzljljyOg1DT1d0nF6ul1kSjpNnlZpVeSc9zCrb/wA2Vbj1KOT2wSWiotQ0dx8iC9LVWSamlqKySTY8dPE0rAtGP7xDA4wVLFscDAJfL2y/ijmsa/IwW/ZE1HN6THETyRjPrwPzc7s/XOPm2bM+Ilzy0T+NL/3T1PSx9hcq/P8AP2FoKifUtDJDcrW1GkLl4KlPxIw+MKMnHqGeRjkHjB5Binp4qSmFNHGsUYADjJG5vZpGHuc8KP7w7DIDlj+RIojAkQ2xRJgiEH+VfrIQTk549/8AWSmpjUUskUczxeYrorxHLAkEHyyffvlj9T98BY1BOOL9P58aKpzc3chrBVU1RUPS084kmpmG5Y8Dy++MDkIBtb6sMHse2TJTrUvEsqs5VWdEcrgHO0s3LseGxj08HpR7e0dqW30Rip0jQJGyL+GWA9h3YnByfYHjkdNfkP4ZSzT2mlR6x13M7ndJPIM/mckZOSeARzjlcZ6EsUdaf0DDI0fHdEWVWWniJ3KAfIV/uAMyMfqTjt26bTUSVNTHT0kkaVszqkUhplwGYgAt5pMjDn+XH6jv0jHR1VBJV3Kpq6mqkkRA6lyq8Zx6VOR+bknB4HQv+0tztlFeL/UWtaKktlK9dGgC7naFHlZtyEgjEYwGww5zn2swcNz5Yx0atIsnl5YOXoBZKzxEu+mpJ7Xo/wDi1LeaFjT1NvuUZUNJE6iTbUtGyj1RnaucbPcnPQ67X0U2pbvT3OwPRV18joZ4Y4HgqKhafcYdkkcbxygo0DNj8UFSdvqO0Wx4Q2eWz+GGkrZOD5tPZqNJM9w3lLnP79Uz4gSU9+1pBSV0qGNzRrGs+QhEiLL6VngeFjmU8q4GeDggk7nw8Yxdrbb8+Bmcm5KviRfSNBTaaul1fWOmksi33X41BU01c6OKiijtUnk1EnqO1pKyJcxk5V2+gz1VF70VZdE6trIzR1VZR08cfl6sjsjUqTZQMSK6zsskQDZH48DDAGWI56pz48PE7WVi+KWQ6M1XdrLU2+x26kaW3VskDMHQz4ypBxumbv11/Rm/Uvw0aGrq2tE+oLxDbqisrZlDVFVKy1L+orNDM7bHXBjZpPojjKnuTw5eF8vJJ6ZFst1pf+P2MEJwnJxW6ZSdpuNfBNWapoL/AAXKm2CMXWsrFCyj+4l6oFVlIz+S4QAdgTyT06grYrrbqTTVxtrw1VTL8ytlrqKAyVi5J8+OnQijrl5z51BJDUDuEJOC7qrPbDqOuvUyz2K5NDmS90FWYZY2IPonqVjV1B59FfTsjdvO4x1H7ha6i02pLXqm3UE9llb5ypkS3n5NMniast0TFqbvkV9vdo84JBHBuWOM9ev58/u2W88okgW7X+3y1Fw05eblVzNOlPRz0lT5lesiDHl0lTMqiqKAsDQ1ypUgEiJz3Mj8O9I6B8b7vWXL4kau0atv8tRUUNn1BBTvRLLT7FYU8yAqYamBg48p1DoB3KYJr6pqqynNXUXMzXKjq4IzNLOFuVXHQIRskmCYS821RjEyYq6fjsR0XnmqGnmvdPX0sVRMIKmaorK9pqWrpEx8vJUzR4aopAwAhuKYqKRyFm4G7qnNw7lBxg+Vvqt/n+X8UxeZJ21sW3p/R3jB4TeNlVffEDxOuGp9I1NAsWn4KilixJVpxBSvIQI6dxkbXxtcsc8jBOagodT10j+J1ohttjmqarbQxThoHrWfeHpJIn7VAZPz7ikgOGIyoFPQ1/iJ45l/AzXGpvktB1y7DUybqe82e8QMrw0dU6Hy6jcu5439McyAupDrjqY+MV9q/A6K00HidbdZeINpraZLDaqygZWNaGcGOCtQ42zo5LxSwgMxGODz1xuI4WU8kMcmnka2SSTrr6ut/n7r8OTkucVSRdPhD4vUFPSwyCSVbBNOaWrp3Vg1jqt20qVPKwlwQVP+jY47dWdYqca21PPqWsiiexWSV6e1R4yJ5xlZJs9sscqMdkBOfxDjkbxAvWlvDzWNqSzWmKW/6iMslx09baaaSRLO64+arkYs6ygbUfO5nU7yBhMdFeBXiTTVscOhq2r8yKWNqqy1cjhnqY+N8LsCQ0iccg+pcHJ69P8A0/x06XCZ9v8Ai3vXb+DneJcPGS/uMPuddy3pnknkaWRss326a11RRW6mNXcZ0iizjLdyfYADkn7DJ6QveoKW1v8AKUyCqrjgeUrALGPrIf5R245JyMDGSI2Uqa6oFbdJzUTjO3AxHHk8hFydo+/JOOSevW3rSOMlRtVV9bqEeW0b0VBz+BnEso7fiEHAH+qD+pPbpbyVjpmhiXYNoHHGB9h+nS8MPOcDn2PfpYQ74JWxnbEzZ+mFJz+nQa01DZHoI0Bkjc52n/h36TdcryMffjrd2fz5NhK8ZBAz9etGcOpU8g8HpVsGT1GVylCRGMx7lZcA54P2PVVfHBp2p1JUaGdSDTU1gnmfKg87oe/vjAPA9/36sy70vzVJNCCVypX7cjn2+/WPG7SVRq+2aNoBGWp5bR5M7hew/CI9XYcrnn6e54LJ1YstWjyirPAbWfiNqgUGhbHJWo8gWSdgVjiDEAbnxhVH35POMnA67k+HD4L9G+C0cWotReTfNTDn5iSP8Km4xiFSMqO53H1Hj8vK9XtpfTFm0pQR2+1UkMKxksBHHtUORgsPcsR3Y8n9OAYlkJHAx3zz9ug5uWiGUFds1fKIFQAYAAGOAOvkKsQDjPuPv1hkZ1UqCzcf1+nVb+N/xC+Gnw3WU3PW1Ylxv8q5otO0swFRJwSHmP8A5KP9fUfYdLV6RGckiw9QX7S+hNOVOs9d32msdjpAfOq6knDNjhEUcu5xwo568+PHD/Ka3+6anorb4VWdbZpe11iSyw1YDzXYK3eZl5RSucKhBXOc5AI5m+Ir4pfEf4gdRTXTVd1eO3xu4obVTOVpKSInhET7Djccse5J6pVJJHkwM5Jz+vV0caW5nlNtnrfqTTvh98Wvh/p7xx0DZ7XdNW6baOpFJWoHNT5eDLQVC8Z+gbt6lZeGGAWutXfDLLoOh8XLdpHRlNcbFPFS19oroys9BOz7WRadCjMyEMW25GFyA3B65r/yeuq/FmweKMdp0daq652S47FukCrmGHkhJj7Bly3HcruA6uX44fhY/tJrnTmvtJW6G0T6putLZL0G/wBHT1M7rHHPIVyMZYBiO+MjIOekcfa5WyxO42lqQjxI+NXTN28atN+I+hrHJQ2y326Kz3mnhTy2rUSd5N45IO0srxlgGVlXvjnoz4sfCey/E14Gx+JmhI4q292u3PW22aJSfnKYpukhwMnOGDqPY5U92zGNOfBP8P8A4X6do6DUtuueu9T3CBJhQ08chdA65U+geXGu7OSzZ798dWv4A0kvgz4iV/w81E4SiuFlTU2mKWonDy0aPLIktJk8sN6s6jGQkrE9j0JOLa5OhEmk1I8k7JEt6C2+9TGKevmWJZHRlSnAeNt4Cnc21Q6Y2Ecrgn+XoOr0VLpbTunNDS28isqKOG83qn82RnjBXEcZyBGrYGcAHO3aXx1Jfib+HWXw9+I1dTWakSDS9/eK90cqLGkdNL5yCYMG9w0p2gDOT2AUsB9ju1DqO4XHV8NwWCevqXkpaZo42Pl5O3K7SFb87cADLnHPWfxDOsXDuS3ehp4HD5ublfQb6escddTpFSWOtZ1i2o/DyQjA3DEQx9cZGOe7Dpy82pKE0EUl7qqfyIgskyxsFDbyANhHYLt9v0+0vtsNzp3juFRbqWunWMIrMCjxorcOMdyRkcHI+g95VHqpKd5qdmWCV3h3CokaVTjdjAXPOewOF9+evIubk9EemWOkV1FrnUcc8ry1dtqqOmA8xmhlCPjI3ZABGcA/T7Dt1tH4mPVyRRXChjjBCxSVW9x6O4CnDnHfsMdupbPaqS5TTXCWzW+d6rZCsh3K8bN7kqcnGfcgAZznptd9HWOC3PTRUUKVMxECzZ81mWJQGCDAz6snJJ+2e/RSj1B7fRkTrL5HcE31FfavJAUxpJG3mli2G3llUDIzjHbgED2YolEifMrbKJJl/DIguG4yE55A2ZwBnIyP0OOpnSaK0a0RSGon8ydJPPSejG3I7euJAowwxzx3zz0hV+G9Lc2loKGPFJG4ZZmw21uCVUAFTyD7Yz78dXRcVoI3LqRuioK6olylZSQ7UVVjlWSFsZyMbSATxjJz0YpKbVEFNNS0tmWuEj4MkcSsqg4GwhyuPf69u/TUaAr7bTy0zaSd4XkyRPPtjTsO2STkjGRjv9uG9JZayxwJbqWoEkapsZqWsPmuQwJGBkAk5IGAMkfTq5NbIRt3qiW082oq2ogWazVMEEIKvIyokucDlWWRgOx7ggbec9O5RPT08Dzx22vdSr75XR5492cKTtUenaMe+ftnqHVVw1DRSR3Fb/dPMXapWsrWXa2eUTcQMADJ59zg+3SgvVZXxMa65pNNBM6JGa3lwcEyLubBQggD1dHlT3FuiZ/wO5/+bof/AHb9fdQ/+I13/pf/AP1U/wDznX3R5I+nyJzPucqUkdLG4+do6atdpB+JFTROFBQMcSgsoABI9XmEbfy57/UVPDGFqY4KCWWsjTyZTNDTqoK4JCMA5YESDhlBO09u8aor5vqElidnjgVYoqeSZtqg5LFM/lG7JGQeSM5PPTlLsldHJ83WKIiyvUNKG8x2I/NtaQ85A/KOM54HXsbPIhJ641ca/PSyusuEkmknlTzIiNoLqgkbGRkerZgEBc4PSVd5rxMXkMlEIxTQA06wsSGG0bmV1jJ3nIUjIAzgg9aJJBIIP4lbfMjR2DRxxxxujeWAGbKO6xjKYHpU7W27ecM0+RldzJHKXd0jeaYOSgI5mD49OSWypRiBj1NyeiQY1cVKhjhAp4XWJY2RJkmMjtn1blATGccFsjI5IBwNqY9rGJguC2AVGdx5yScnt0XqzHMpmt88qQQuHjWSQbZJNwUMqoqbGOHYe4XjuMlpPRztdIaa0q00tWyxQbSSzFiuCxYDklv2PUIXH8PtmorRSV+oaqgQyXGllt1LUY3YYsPMULgB9yZXmWJcE7iwJHSOlZhcfEW460S5LTfwaaL5WtRk81a0lpxVZXcqsGibJCsqgqvPDdF5NOzeGehYqu5NbVppaCaCZ/KHnVqlkO2NnDhuZQQxj2nYpViBu6GaNr5rJYZpJUrI6l4amKTyqZXlqaz8CcLMm2T0bwEG5Sp3bsqDsKoJLYq68iaipKe4NX11VFJErGpl82njkqgXUhnClkkaCozGqhomY+kknoRNc7fQioSshnmqad2d51rZFjqmigQjd+UB1jJCggOp8psNhgGs62Suee2tTrNHaYK+LPmwS1OxXh8mWNBncFSXIxg4VwGBUlWjXN55/MmkZNlyR3p0CPTBmphFI0e7dlCrRhWY47biSMmEJNLc7vaZqm4VGoJVrbVbzboJUpPMEkcMpemVHT86FUYgZ48n0gIFUfVt0giuz2zTr0VZAs9THRzw0caxNC7POoQFlMSlWhdQ3IbzRznYIcl1oGoqeFKdJJ3i206xokUPNMS8RVUJBInmZedquCckkhfoLmiWpIYRE9BCkKpIoj2DvPGzx8tuj3OrbcZX0Z/Meo0Rka1/qGWKzwxq8DpdaZJDGFDLAEnqAFVSzbP9JJkY/MFcctnqt7ZTmoqSzDgA+3v7f7x0+1TWrPcDHE6OkfOUHpLEDcR3yCcnv7np9p9aSliDzBDKjpL6mIBTs4xjuO5+wP26OwCb6NWlortuv0Km3061cszxMiySABBIsRLBCwwCozySvByA0GvN3bUmoa68JQwUcNTPv+Wpk2RgDgBVyccD+pPTi83qSGvpoqOanEUccYjZMnB8pA2ScEepSewOSxyc5IqoIp4fLhkG+ThcD+Xk5B/p1EiCVZN8wx37giDahC8EY5J/Uke3v9umjLJG4CyZbdhSvuf9/wBOnkkWEfgYjU4/4D7Z6ZzBS27jJ7e59+iQfUWpbvbYfl0qhLA5R2jlRZFJXdgeoHj1McdufsOpLR+KdbIhjukbzM7yO5MrNHIWH86E4b1bmOe5YZ4UDqCl2VGjRiA+Mj6/r0l0KIWNLqS1SxQGOcTOHPPlBGQCERqe4VFDMSFAJG38x4xGa24q+6JMpGGGFCj1KAcAkDPHbn2/c9R8Eg5HRGyXGgobvRVl5tn8SoYKiOSoo/NMXzEasC0e8AldwyM4OM9SqJZd/wAOfwq618fq6W8ys1k0dQEvcb1NFlSFyzRwr/5STaD9h7+wPqp4DfCxZdM2qC06Ntr6O0dkmseMFb1fJVyuZpu8MYO78vqOTtKKeY98Enif8PHxBUlHDpiigsty0hChoNFVCKEoVGR80hwFqTyBvxlD6iAWB6uzX+trhqqiq7Zotb8KmyXKajvVFbyae6RRAMqVMKE5kQOFYKAQ6kexz1lm5N6mmKjFeyH7TqTw/wBI0dZ4Z+FNFa6O52+nqjbraIWgpqiqTdvXzAMO3mAiQ5Lbt2TuziEXq2aq8XLnpjXVksVV8oyLSyEVa01XY6uKoxO4DsBIpCupA3EnYcDHJ3Q/hhRaXioPELWOpq2lmG661dFVpAkENfMh82UEqZEdt53IHwzAcAAKGWpPGvUeoKSqm8NrUaOx0fFTqCuiPlljwqQoOXckj0qGPOGMZ56HTUnuDFg0Do3wZrJ77qbWiTUixPHbaSpgTfSQsWaSNNoLyqWkYhQvGcYJ56jNw8fVoLF/C/B7w7YW2gi8unq5YfLoqePjBO0rDGpz2kniOT2zx1H/AOA2ik1VYr1fqSbX1vqbXJfbxX3SFmjCRgnetNvwhjKjasyytlsKy4JAyki1bqXTTWuK/LqGn1TdTPLTSXH5OWhpIgB5sIep4DjexaASKpG3yyQdpVkrqVv4m+GyaouFuvXiyi3eTU81O8MVvrFNOPNkaOF5EpVKsjMzqpMxx6yWxk9Rml8HfCK2eIFz0JNozRs8ttpaqoasgskQkDQSRoYiameokMmZFY/hjCBmI4I6nWrtR6RpKqOrGkJtW0kwlt9nsX8FM91o4ZneT5uLfA42K0bqY08xS+4kRlSFrzUd5vdRom62rV8WoKnRtDNIKi41FTE9whRoNnlYgWUCAOm4EBVQsdr5ZVaLUm4NEfhnFoS96wfw7p0W1101vgpkqLb5tWESNlkRVtGUV/MATd3KP9Oo7TSaa09qjSVJYNFUMWoNYqyRSUlXB5lGXiLNvlp1pSAYyxJRwTnbjJALiu8W7RdNaWC+f2k0/DrWvoJZdOzvWf8Ai2koHo5A8NSoIAqCGePC+T6yAFQjc1eJrfRlRpm4XCDWf8J07fLg1Ne7gFae6R3ZIEfzqdVi3Q07yFBGZCzgCVlLMrgkFhPxl8J9H13ho900NfZ6+XTU80NwoqEx1EFmREdx5is08kaSCOXbIs7g7DuCnrlei1fqLTNyTUdpvdxtt2pUapSppZfKmd2mQxDeBlgNqn9hjsOutpL01qvKx6otUDUFNClFrPTNrlp7lW3KSKlZo7rUNhm2M8haVm3niVWcggNX/ix4N6Ys2hLXdaM0FfcNGpIt9slNPCK+iimqvPWWRw3+cKsMyRhlX0lDvC5VQEktAt2XV8Nvx+UF/iGh/Fk0dvuUzeTLWSDZb7mVIA83GPIlyB+IvpyASB119W2K16+s1vtGiq2mt9PRU8zw26rIm2ySs0jTxhgRU53Myjeo3bSSBjrxF1bo+9aVuFZTXG21FBLTrFNFFUAiQRz+tGIwOQoAOcYPHVn/AA+fEt426KutFoTSVbHeqCul+XpbZco2qI4ZXO1ZISGDRneQcKdpPcc9JOCjFyvQaE3aiemGkqm6eK/iOa3UUlQbFoTzbXbmmXMqCMKKqYt3eQqqR7/728Y6PXDWYv8AdbhTW+7UNBV1FT8otFc6YmirKMIqpAsnb82TkblYbVxkZXbRmkajSXhhBp63QR1FXWKIHMkrIKiNGDT5kwSvmysxL4PKnjPROiipqq4VF31PoiS2V9E8t1l9CGlqn2rDBBDIhKnBCOd+HBX8oBB6+W+JcZ/d5pNy13+HT6fdnr8OFcNjVR02+N6/X7I3NiqbFbaG20dhlpaOtZZq5KVzPHBMCixIf5/KVnJGAVUnJ2jqdrTw0VPFRUpQwwEsrkcPIPzznPsMYXPOQPfBITR9FWJSTV1ZcqqSSqlMYBclDJjdI4Vs7QByFHH646PIBIqtAOPR5a7sgL/5MZ7kd3J7njPHWCEZxhyy6/PfRfb6bEyP2qXT8/waqmM5WRAcKVJ9RzyEz/eJ5b6ZA479LRxggZwRjZhDgED+UfRRgZPHb6DAyka4OHICghWI9QXJDsSPdskDHbn2OOlvLYAfhhAF27SeFAHb7ADGfqfTzjHWnHC3f5+fnvqlIH3RGeCOPzWRpZooy0ZKMkZdd2D3QbQcY5OAewx1HE8OdcfLQ1OnvE2rTfHkLd6BKzarYJUGNoTjgDknt+nR/VVHeKqzSx2KOJ68bvKFQ5ChnQqCcZywzuI7AAA7eg6au8TrPT7Kzw/guCxJnfQXOJMqOAdk23Ge4Ge3WjlgqcvXt6dxYPfUHVOkPGenhhggvGnbhHEpVlnheKObP96NVOPfHr7k5zxhtqC0eK2rNOXDRN60nbaRbnSVVIbjb64GKMTU8sJLRvh+PMzxuPHb36lOlfE6qv8Acktldoy82olxGZauEIgchmUAn84IRuU3DjnHU5Yn2604sMFJZIrUkpNpwY0lie32mdqKAsaWmYxRqO5VTtAH7AdcqV2qrFTeI81XT1dfZ4fnEDVU0EkcNQsUaxr66eoQkMsagGaJhzg5HXXiTQUtPJUVU0cUUYLO7kAKoHck+3XO/wAU3jxonT3h7Ux6Z8QrWl2nISP5K4RmUcjPCnP5SeeBx3yAC048140rv87epVzVKzzT+LrZevi01jPT1CvT0tRSUcciHKsIqeJOMdxkdent+0nY63R+mdGXaloq6yx2eRqi21kcc8NRDT26Bd7xsMsEeRWypBBx3zx49a0vFlgu0k9vrFL+YSyDBGdx53Dv+v26sSu+PDxllipGqGtlbNTUq0UUsqT5WELt27VlCHIHPp57nJOevR8VwfEccoPEqpV9jm480MMnzM6b1rrrQOgfFyi8Nl1Q1oulNQQzU1Hd6+UQQmUEGmirWHn0EjKqOI5C8LI6KyA46J0dOLeYo7XC9tktU8lRPbaiQUnybSZAmHlArSs5JxWU+aSXJEsabjjjp/iM8P8AxMrnn8dfC6irLjUPGHvdr3JUlFUL+JubzXbAADmXCgD8N8AdXv4f3ZtL6epLvpTV1y1t4cW8u1FVU3qv2lN4wxQlQainAz5tOyDKerYF2sxy8DLDBWmn67P3P9nr27FuPiVJ6O0TEWCS0iOu0rb6/wCXpqySpnstHH8lVU9eQS01CMkUdwCZYwjNNWJkxZBKB3oG122vu9C1u1HRW21VcU9yjloYAEjlddstxoY3BEGT+FX0D+gbtxG31KYjhgr4I6imez/NQ2+m8thVP8hW295MxMjg7vkHfb5bZ32+fbyY2HT/AEnpy2VOpVuqX6S209dUSV9UDGI6imu0T+UlcV7R1ERPy1cgysyyxzY2yenDkn7Lvf8APz800pJ7fn5+erPVeh7zpG9Qrare9aI1goaGKnqTDFV0/wDpY7YZQQ0aO48yhmJ3U8yiLO142Z/ffHO4660RUeBU2k6u93nV2nKufSd7nG2nqZoAcLUKmHp6yJ4yjDgLMqk+gjppqzT9ysWq10xcKK5Xm0XV6iCy0RqWWMyEZrLMjnACVIg86kfjyqinKAnaT1tYaus09qm36gstPNUz3KtgqIK6VxCs9xniK0tW3tHHcIEekqFYYSsgViM4zleOOSKnJW1qr6Pp9fn67glKm0tEU/4L6S154Q6kDP4Has1L4zyJ/Ea25X66BLVb6WYMpqTJGx8z05VvMcYbPBwVHRunoK9ow9tu1jjSqrWqbTV2O5Cqp7fXxhS9OJQApAbeMLnCNjtHu6kfjDr/AEdWeElZ4rVPyr2+kt70dzt1VOsLXClmTE1vk3H0VCt6lXlg0RGMOT1yroPxC1pdqG3aE+F74eLxRaPpq+C5T3C6K09VWSLx53nsVhpwyenCZOOCzA46olPiOPX93y8k4vVt0vdq/lXQtxvHw8vKb5ovp+56HeH+oqTVul6a8wwGnqCWiroHJ8yGrU4lR93q3bs5zk889SeONmGQDkff79Ul4TX2GC+xVsUjw0upgYK2KceW0FzgT+YZ2rI6LtKj+dCMk4z0JQWkqqz1ZIB5WLsxHtn6D/H/AH9ez8K41cdwyyLfZ+84nG8O+FzPG/gI0lFNVemJhGif6SVvyr/xP279L3qGODTl2SmLKDbqhc/zOTG3JPsO3A/fPGH8soEaxgAKnCqBhV/QdN62P5i2VcBHEsEif1UjrpUY9yDVBVq2XYGHGRj9c9Nml9TBwfuMY6dRxl5UYY9dOp++cD+nTOdCkzMVBIGMZ6RbFu7G9QxZWGeP6nqfX2KJ9F6elklSJFpgCxYcDA9+oFISx7dv7o6eX+uqNTw2qy00MjxW+BI441BZpJSPUQo+3H6Z+vUfUVrVGbbCbpb7jdKRT8nb3WHzWyPMdiMgD6AEHnnkcc9JQNJPuYqoSIGSWRztSNQPUzseFUfU8DonUSDwn8Mb1Jr6AUdtR2uCywzLLNI/oAgWM43SEJwAccj6HrzB+LH40tea/wDntCaXo5NM6ULBWoYnzPVAYOamRfznODtGFXtgnnpowbFeSti9/ia+P7T/AIfJPovwQrKe5X1SY6nUTxF6alOORSKwG9//ANow2/3QeD15m621pf8AW17rL5fbpU19bXStNPUVEhd5HZslmJJJJJz0Lqa+orZWaRgxGc7vcnp3YdN3PUFfTWqzWypuFdVOEhp6eJpHkb7KvJ6vilFaFDbb1AkFLLNJ6gce/XVfwvfA9rHxwqKa/wB9hnsel1cPJUyLtlq07kQgg4BHG8g98gNg46B+Fn/J5U1uel1x43U8c8ylZaezAhooz3zMeRIc44Hp4PL5yO+6GGittHHRW2mjp4YhhI4wAB/xJ7/XquU+kSyOPrIinhf4P6H8HNOxaa0RZaagpwoDyKnrlcgAs7dz2Hc5wB9B058TNG2TXOnKnT9/ovOt9ziNJVLnBweFfPsfo2cghepQZA4yDnaQBj7dI3BqKisVRUXOsp6KF9sEMs8gQPUu2IYwTjczSbQFB5z1UyxOjyh1h8WXxIeD3iHedEXTVb1VRYqpqQzzxZaRVxslK52lipVu3c/XOYVpDx810njXQeOuobhcbvPQV8dRcatyxdoSNjx7uy5jLKo7DOPbrp74ovDzwEpfH2xa78aK2vt2mtWadlaKajRgJK+CVNolKqzANEzcgZyqjqL0/wAQfwg+GlgrdA6B03cK/T+oWX+Nx1CSTLPGFIBQuwKuCRhioxzx2PVyknFcq3K5Jt6s6c+LOx/298BqzV2k6g1s9PTfxOlqqaRk+YoKoKs/lkc7WBL7M9gM8dcXaJoUp13QxUtLDGoESS0MPByMANuzwQM8Z/7OyPg71JpvxX8BDpS1PM9ro56600cdVKss6UquRGkjDGQIJqdScAFlcgYx1yda7dU2XVF60NdatBFR1T0rlg4J2sQqsGTjkKxCsRgY579cjxKDljpnT4CdTTJLb5r3XxxXGivtISkshjSqpdqRthSSCGyVwe45yMdSCrk1LTU61VZLaK5KhAPwZSyjkHON2e5UYI5xj26jlHpuh2olXcrfcY50kjWCkYR+gZC/6QYGSefSTx75HWt0k0vQyCllqqiGdIvLSZ5d6kgny1MmzBHB9OBn6juPIy5Nv2PTLmW44rbwKioh3ilanll3TqZmJkUMD2YDYcbsE9iT+nQubUFNHI9tNXJQGl3svkVImAwMYBBwDjPt9sjpK0XTTVS7VRaZUaoUVM/8NEce44JUbTnAO7IJGc+3Ti63i00sopjakrYZG2pPSV0KgHvuIBA7HHO7HYjrRBJ6Kyuba1dD1rXRTUzfKT255EgKrUSoGc7jkqNnDA5OV55yekbc+obU8Uv8So2ghnIEcUu0sRtJ2xNnOMj68Aj24HvZrBVINlBfnmDGYoaZqiIZC8M0fYYXB5B7EduXFBomnqCayeulo4YgAI3gqI9xHO3DYGT/AHv06vWi1f0KWm9l9SVW7WPytz8uemq4/mAYZwsjocZKhcfkGCVP07Z63q9QWuaq8hbVd0poQfMNSpxvOO643kgjO7HuB7E9AJLhqB7mKemHnwRxqscbyCc+UONmFj4JA7g46dtBXxfMQ2vTtPBUOd8s1EUhXGRlGJkwTkD3xk/c9RpR2+5L5vQZXSr05JVldkUsMbKWiaV0f6kjeeckH8o9v6MPlG3MggMMTmTydqRkqAFOMsCc4IIOQDzgcdZFNXfxASX43eEZ835alrVkhfIIUMSGX2J/Nzxx9WtVDb6ecil8uOTzMtI8ZDnngLJHhRwOSBk/ocdWRk0txXFPoCPNun/npv8A4KH/AL3X3T75W7f+0lH/APFP191Z5nr9BfK9DhqW21EEiVNFDKSzZSN4857EHHYjv9R/Xr6nuRkaQzSyrPICGdWO5yeCCc9jk5GOiW2Tz1qJZFLIwYkVG8lgO+3JL8kc5x37YOB1bTxTCERAGVl2tsQnbyeSQOT9gOBj9vaHjwhLWlVWnqqncFlO38M+T7Z4GCD2zxnA7+3WlPK1RckMszs5O+SoKv5oQA5wNw9O0ckkcfTGegpqqmALHMWeMEhVY+kD3wDwOncNzQTxvI0hjR1fIOWQj3XnH9foOoQk0lb5da4oaQQ0qF4QWgaQpGSELMVZif0Ykeo4+vRvworK+r1hNWUUqR1lJDI6zPLNTr35UvCPw9w9OdyL39S8ER1aqiqYmemKR+YixpIoYTCQuAcYYnnd+Z+TtOMZIE4odR6U0JoyayWilpqq41p+ZraiWGOQpIkbrEELll4Ez4Gwgna24HAAZB5re/1mqLtQWIlagUEb11fUvVLUrKrMqw+YFeRim7y9ymSRiuCqoPT1nUVWi26sqTSPNHVmdHYxFZpfNgWWJRksxVSKfAI4MZZGxwIrpmoSnomSviq6db1Ks8nkwyAD8ULnbGQpXypmAKgYL7QPp9NdDWVbIrU0ctVJKGeRDOoeSEZ3uwBWM4BG7dsMZ+h6mxCSzVdXSzC8GaRIpRUTQl4JFMqOssbqS2AjeWuVGNrYAxjjobVVDUctPV1FQwFSr0zTbTk4jaEttcZSMohHqGcoxJyowINfuoSpVIVaNCsRRvKjRWmcLggkrn07kxkOc5JOUaqrWOWFmcySCRzUqiDKlA8bLGwOJAyKGLYwSzDB5JhB6t0qpnilES1srg7h5SNHGWUBs5xtKtv4YgjzA/cHLG63q3RULtT0wDeQBG4yrRMGQoUzz+UFM5bKjHHJIVJVVYkeVZHijeJpIjtPl+vJIwCzAkkHJ4KjtgAbfKqd5jHUyZkKqCUfcvpJHB+h5PHHPUIMqdJK2sBcFmYljz3/AH6lFBcBa0eoZcHJHPpdXCsqtyDtx5gJwDkZwQckR+37IIllJ9UjYI4wV49z+p/p1mtrnlRaZVXORwB74UHvk5JXJ5x9MduiQd11NPUSC9VVYk8lYZH2mUu4IIB3Zzg88ZPPB6Z0xLVL1Soo8oHYADgsOf8AcD0q2+FCzglVTcA0ecnt3H/PbpCJSibfUCSScDH1Bwfpz1CC85Hfy90YJGDkDHJ5+uOmMwDuCMDBxnPc/wD1z06bDKQ643ckc9/3+x6aSHdJ6DgHBwf0x1CCDA53HIB7H36TYjPHW+dpPGT9+tPfB4z1CGB+vXx+3Xx+g6c0FtrblOtNRU7yyOcAKM9QhIfDHXF+8OtdWfV+nq+oo6ugqUctA+1njJw6H6hlJBB+vX6D6W/aX0Toqw+ImpxBV6huFmp4FqkjUVVahUSLHnuQM5JJ4yfc4Phzo34eK6aKGv1Tc6a0Mp81Y6jIlcDacCM4Jz7ZxuPAzkdewtmtGptM2XReqtT6Zl1Lc1WgtsMSRO8FriWJVDyIgbYO5DsCqnLZORnLPIpP2S+EXFUxLVzaj1FHbNZeJVkuFztlZc4qCi03QSSLHH5nIaq8tXZBgbTuxvz6iits6a3mdamk8QbbTaloKylqK+Gy0tovFrb5OnLTELTvGpnUmPZhMU8eYwp5J39E6fS88dHdrTJpTVsEcOraKONnraYSVkSM6qxLRqrwbCHzl3O4ZYMpxNNJ6Jv9fXzX/VNfqW2eXe5rjHb6i6R1Ecy5MaJJsG0xhURkXuA2CSelSHZEqPSUuqK653TS1rRYnqafT0dysF1FG1DTxRmOoqI45F8sMuxY9sca5BwM7dxmQ8JLPWVN4OsboL8taiUlvlNMKetoaNQD5HzSN5kgL7mJ9Od7ZBySZo0sVMrRUkKQoWLkIoXLE5JwPcnra3Ik025snGemFBtxl0JpCkpbjf6uzWpKOmWipquvljSQRAYEYkkO4+/Gee/XO3xK+FGmvF/RUurPDk2rUEtFujlqLVWxybl9TbSyORkMQSDkjB454f6yutRqXV9yr7oY5flKqWjp1/MI4opGXaMjjkHP3znoRoab+zvjZpRrKsSHUlRLabpSRrgV1OaeaTcyjhjGY94ZgcAOAeT0ObWizl0s8n/FTRd1sF6qEro50O+T1SQujOQSAxyO5K4PPcH9eqzr6maoABjYyo2DKD+ZQoABA9xjv7569Pfj6+Hmp0/JX6nsVvjktNVJNWMwA/DkO3IOACOF++cE8d+q08DPgq0RevDmza58QY66rqdQr8xBTRVXlRww+r0ttG4tt2NndjDgYG0k2cyitSnlcnSOE7RrLVWnpK2S13eqpjcqN6CswxPn07gBo2z3HAI+hAIwQD1a3hR8St40zX2SyaoWSXTNFb6y2V0NDCnzFZDOzSAyliPM2SFeNykxhk3AMT1aHxd/Cro3wr01R610NPWQ00tUtLUUVTJ5qgsrMrxuecDaQQc8YOeuP2idJSo9uiqmtANOOh2tddd6I+J2eLW2qbpaLPrfUKNpIJNIlTHM6xkxVBoQBJGZBsjR0JRJTu3DO1X/AMPXgE+ivE/R16vwp5q+qWathME8ckMMNIZUdlMbNubz1pwd20qylcEnI4qtlwudiuNNd7XXVFFXUMyVFNUQSGOWGVCGV0YYKsCAQRyCOOvR74C7Ber7DZrxqa41lbPeKc1ANQ5cKldc5llZcnjcbcrn7tn365njE3h4Obj10+ehu8OSnxC5umvyO0J75Q2mv+QrRMsFpo4IXmWItGpPLAled3mM/GO2DwOnWoLrYrtaIbY4nq6W5wGdJaSUoyqjqQ6srKcg4Iwf5T1GKu4Yul51Pa9bW+WGJqm4yWuSCOZxULTNEuCJFbjAOwg5bPY8gu8NVbNUWW1XW1VwhpqCippJYKd54Q6OVly6A7Bkpktgc5z18fePFmzvLFu20u1fnxPYOc4RWKa0S/PqSmhpoaWjjoEM4hUGALUcSKHJlkVjgYKrgknnAHT2N5ZwJMFTMQ3AwQ7gFuPYqm3I9gf16RaT5jLTJuacuH9yWkkALfrtG39Ol3ff6mYkybjuHfLtjd+pBI/Q9bYe11sxu1v+fnUViEbKvlxgA7CoGTkdox/0RnP35zweHEaqw3Rru5AQE98k7c/qQXJ7EAZ46SWRSzMu1WkYrleNpY7FX7AevH/SPWlRdoqZYowpZ6tZPIVTwzYBCA9gdgAAP6db4cqVspab2HaxLt3AEg+ldxxuz2J/XBY/6uOwPQTUVxpYKG4UqT04qaaJZGSpwFYMCdx3DDA4PHbg/bppdbpFcoFkuNSYrNcwojqVbZJQVS9g5HYbgBn2K49+At/u1LebSKK8UFTJcIUan+doVnaKWM8bvMpyHTIw2AfSR7gdWyyQitPz4DRxSbN9OU0cVVpuhVqV5papa+Q0wUIUSjqFblSQxDVEOSO56s18nnPVdaMjNdqe31kSosFvtlXThVLsFV2o1jGXw5IFLICWGc5/XqxiDz1rh+iKXb76/uV0+v50Gl5kpltgWuVWp3qIFmDDIMfmLuyP0z1zZrTwD03c7VTTW7TCipq6hYTFWSpPE0jnJC+eJAiIcrjaMj39uugdVurU9HTOoZZp5FZTj1YppnA5wO6jv1SGtdPy65ApLfqSa2y22nWoYvAaeeOoY8yRSTR7yxGAGQ9go+nWeWR48sU20tdnXb/I0Y7tfU5+1f8ACpoO6WujrTonTzw3Sgo6pPKoEtzxtUkKkfmQsA8xZgoXgbmB9XY8efED8MFy8M6KXWWlDWVmnkqDTVlPUpmqtU/YxSnaAwBGA+F9sgZUt3NW2vXMHiZpSnvepLjU6RoKuGKtt9dGJ1qp6Jm8mSJ4yVjRGMEhDIqnblmAJwfrLfYNZ+POr/DyTzaltTackqNT0k8qMtJUmqjgoy0akiOQ0zliRydsZbOOu9wXHZ+FauTkqTd++n+fyYeJwwyqpKn3XuPHkuxI2HJ7njt1OPCHxd1R4Qarp9Q6enVkLBKujlyYauLP5HX9eQ3dTgjqI32iNuu9bQghhTVEkO5TkHaxGc/t0zGCu7IBHt17KUIZYcslaZwFKUJWtz08s1ysdNTaT1DoKsoqXR+v55ZtOz1aAw2XUUoZZ7bOp4WkrNrwyR9lkCsp/KxuHQEGl7zS1tZVSxU7TLFOiXCRUMRp/MpXjnDjaZIiz0U7H80YpWfIbJ5I8BNH3rxF+BXU+lIpo46yTV9HHZJp5NiQ1MlTQxId5/Ku6eQkj6H6ddjaQtNvr9D0Nv8AFC0W2G9XyCop7xNHNupq2dKc09bIkmAF86CASk8NmJ8Z25PgvFIrHFxTt8zXq61v47e/3nouEk577VZVl20nW0VxuXhzfNWzUtLSLBDSXB5CZ6e1y1TfI1okLZE9ruJMTsSCIpvVjjreOKi1HY6iPU9xNvFRFWwX6lhIX+HutQkN4ijP8nk1RpLrDjlVeUgbScEL3RabWCiv+qJUqFstVLQ6kWRiUqLZM0Vuuzn2CNFLba8feUsOWJ6TgS06d1FUnUYFUZKZ7ndRJz51wszG3XYFR3NTap0mK++3cckjqJvkT6r8/wA38gSftCnhl4JaQ1nqnWreIlVUVs+tbetFqS0RybKf+L22pVKuZccozkU1QrAj01TcYIw+8OfD/wARvD/xP1bpe4a0+Z8K4jRWqz2yvuc/nW9J3R6XyMq4CrJuhDHHqjXk7cMxv9TVeFX8b1TZA91udgt73k08k5X56qtT/wAMrVcjPM1uno5sc7nhV/YdEbT4oX7WGtrZZbv4f1dvsOptEx1FBW1fmj/xpg1UdDUy7VSN4pYJ2X8rbctgbgBz+LjnnzU7g1VPo1Wq9UtL9C7FKCSVe0mSqorKyi1tf6OnxHHfaWS82oxRujR1sEjiWAjPMqTRO7MACTUdhtHXUWktTU+rtL27UNND5XzlOryRHkxvj1KfuDnvz9euU9bXcQ1No1PDYa6naK409yao+VkfZBWRr5/mNyI3+eihMnYbSPqT1fHglcRKuorGMrHQ1vzCBhgKsy+YOccgBl5+xHt1u/pfO8ed4ekl9V/gHiuNZMCy9YuvgWKF8xu/7dNrjdqaiY26JfPrJUOIUP5Af5nb+Qc8e55wDg4Y1d7mrZDS6eYeUGKyV2AVOPaIHhv+kfT9M5yA090tWnAaeJXqqw4Yxq+52Y92djzknOc5J69y5Ueeps0ERpKlKdn3eUgQ/fHGf+fr0zrF2l2jBJPPGR/z/wDLpa31VddZ5auro46bnaqK5YnJyT2/T6+/Wa1GWIk4GTyc8Ae/UjsM9wcAuPV9e/Uuq9Qp4faEtd8sGnaeuvF8qBRQ+bMI1aUiRtzuQSEVYmO1QcnA479RDzAATkkDkgD7dGdaSS/+DjQtTDGXCalijbHYK4qY9x/QsOihZ9Divxy1b4m3681lx17qGWtqaYvHHFCDFT0iNgfgxZ43ZIySXIB3HHHXBXiVT1NRf5ZZVwXOcfU4ycnt79er3xG+Gj3/AEvPSaZpU+feYSPMyliCMnYg5JcnAwMYB5zwDzv4b/A/WauvQvXi3DLS0kJEsNshkAmnB5BqHH+iXGPTy5xxtyGB5uXcDj2OQPBr4a/EHxsvZtul7WUo0KtV3Oo3LBT59s/zOfZFBY98AAkeofw9/Cf4e+A9uiqaShS5XySJVqbjUxgySHudoyRGuedoJ7DLMQCLY0ho/TmirNTWTTdqpqGjo08qGKni2Ii/RR7c8knJJ5Yk89HSC6cdgO+OllNy0Q0YJaiZZqjdvBGCeOelSoYZQYwe4J/p0hDHUSVSwQxlixwAAeuXfin+O3SfgzR1OkvCmtoNQ6wSV6eorV2zUVsdR6gO4mlBOPdFPfJ46EU3oiSfLuXX42+PPhn8PGnhqDX94aStqIy9BZYJB85WH2O0/wCjjyMeYwx9AevKLx5+L/xO8etY0t4vFzNvtNrqRNa7VRyFKejCvkMMfmk7ZkPqP2HApbxH8StXeJWoqzUmrr7WXS41shknnqZCzMSc4Gew+gHA6B0DtlcAnA9+etEYqJRKTZ6tfFfoJPiB+GjQOqKGSCkq0v1D+Mw9NPDWN8uVx9N7wn/qj69cr3/4FdX0PiTedGaava3y0WKOllu13jopE+VWV1DCONj+OyBgTsJGG+o66jgqZdQf5ODVEkEsnzFtsdprKd43wySRxUEu4EdiHyc989cnUv8AlDfiEi0nWaSn1FSy/PrEj1a04iqIwhDDy5Y9rKSVXnPGMDA46SHPXsjz5ep1Z8FXhve/h48Zr94U3K4TXCgv1JDX2+ramMJaCWGoJZo8sFbzKQRkBjk4wcEdV58UbDTXxJ37ydPw1Ed18q4JMkhLHzkySpBXb6hjG7A7gHPQn4TvHfXHi38SdTftY3uor5oLJbLdSM8jEJEl3oowBu9XKTSkkkklmJPqPVq/GFQ0D+LVsgqpYInrrNGYpJaWXkK3q9ceDxuTILcBh/e6x8bjco1I1cJOpXEqq0+IOi6uaOK9WNqKamIi86ffVcggnDNgtg57Fgcjt0VkvNirEkanrZGpGZoqZJI25Zcekrl8DnAVtvGeiVl03pSspUoo4aLZFnbVCrcIwI9KskiEc59y5GT0zuWgdHR3CG6JUrSqCHkiZ13h+cFVCH3xg4GPv368XPFFTdHrITk420DRR6agniWK7QxTz8MiJ5G0Nz6i2EJ5xlmX2xnHD+anraGZIbFrC2eVSIRHC0NNOCOS77UZgMnnAGST7HpRPBWpqhNV6fvtsglnYLHHPKJdmMcKRhgAACOOD79Ra5aQ8R6CkllqEpIaOlZvNnlVS5XLBmJHr25GSHyOf36PNHYVpskFbpeS4VK1VrqLNNS4Ek7fMvTElQAd7krsBJJ7AZ+uOWn8ChpEmlqdNXBHK5iNHd/mYsMnO6T6E/fGPfqPUd51tbfMpJoaeVcGTGfMifPZcYOD3I9vuM9FLXry52pUFVAqzOUUJCjIUxnkuAyk4xhR2A6fn5dExab1oHXK60NLM8MJpvJU4SnaiJCAnuXU4B4HqJ/3dLUtTXxLNV0d0gWRcyBpKvzRuxydm7gHsMjkHI7jDr/wpU1weWK7VMRkaTzIRNGk7ckDgSbJCOMYBA57dGqW+aRcU9PVWqkpPMDSSO8aQGVT3UoybRjbxndxzznPVryNLYVQtm9ONU1ksXlS0nlPEskis4ZeCcDavIwBnkY7dsY6dTwz10EslRW0RkZVCjzPLcYPO0HOc4AHfpy+lrJcKKCttF0amww9CBFlRhjkvE6FgBxjGPpzjprU2vUtLRZWjEzxu3lzSosrSKgPeORd3bkDfuzng9VedrtQ/JWu4K+Qt/8Adn/+JHX3SX/60f8Ao9J/+Cm//PdfdWed6v5P+CfD7fycIQkU00qGMPK7BAAN6hs5BA/K3AIAxjkEdh1rLWARo+070cuysoZS3AJJb8xJB4xge2OekjVuUEaHbG0gcZTapbsCcHGMf9v1PSHmSKm8qMFiQCuV3cexGPbr354YVnEM4k89nd/zkOxyz9u/659v+PQqWPYw2H0kA/v0q0zAYJ3McnPf26QZyQOcnj9uoQfWGKsqLtSxUbxJM8qqrTMqoCSBli/pA+546nGvbjpnzKG2aftzCRREtc0NQxSplCruwvmOpBPIICjk4HsI1aongoIpJ4o4JCzSU0+9o5M7lGQcjcMg9gcc8d+m9PGs1etfcTUyUokKCZWywIAxgt+YgYO04z247iEJI9TJRQCKM0T0ZiZlVAsiM5UuEcHBV18wruHfYcH056REtW3lrBHv8liI93pkaTDsoAPqYjI9J3e2M56YVT4VUmaVPSkbs5JIPl8erJG08+/ZuxxxrFIIkhqhvLBgZZtm4Ny2GIJww9jnGMY6hAk0wdFUrE8bSeZAlOI/Uc7HHqwUGdzBdpGCuVwRgbLUQsgLOZT5TLz/ACHLDKlskLnY2CByxx9ekJLhv9EdQ8e4ErmQ7cgt2+n5jwc8n26SqpZItqqjbZELhuQSWHseT7AY57f0hBevqqieeeqlk3MZWeQghSxJ/NwTgk8kZ78+/QZjJV1CqSzZAUEj+UcD/AdbVLrkAYBPdlYnI+/362p1aKFqpvzMNqjPfnn9+3UIL1UkW0KkhCqOQVAIwMds/wDDrSi8os1QQuQRtyScH249xnjppNI8jquSc8fc9PY1jp4QAPxF3bie3BGOPr1CG0mJnEG1lVRuyoye3A9vpnotb9MajvFO9RaLJW1yIW3PFTl1GCSQcDseP6dYtVBUW+0x6rrqB2oJqkwROYg0TyKudh9uxzjqdf8A6Qmp7ba6ag09Z6Khan3/AIqQbQFYcekHGPfPVU5TTqKsaKi/1Mq+pZo1ETKykEgA8kfbP7n/AA/ZlJj1AekE5APcdWHZrFoCvJuurdVVNO1QGlWmoKbzyzZzyxYbO2Ox6lNfrz4faSyDTEXhjU1iCczPXvUtFVZ29gw4C57LjH+/oSytbKwqF9SkCpSQcjJHBHPHSbDOMe/Uzuun21Nf/K0LpqpSkkWJIYF3Sux2jJPvknPHV9+GfwKaurjHePFKtg0tb41SV4Kk5q5UbbjZCOed2NzYGeOkzcXiwRvI6HhgnkdRRzjo/QuoNaXSG2Wa3TTvK2BsQnj366w0V4b6V8JooKaolpbjqeojDEqAy0xyOI8cF+/q7DHGcdWhb9PaQ0FQDTfhPbIz80XhqLrXKvmsgALEMDgAYyADjIx7jqK6jSm07TCCNzPVFd9RMzvuOcglAMheMg/Xn6E9ZJ8Q822iLo4lj3E9DU4vfiDZLpqkCro5LzTNJQRbZJZwJlO0tgsQc87RnucA89egmotOm30eraaXTV+NBI8N9ir7ldoKRC1RIGkgWR49rJGJ5VCyEsCoUFSysOEvhjmtN08eLFab1JWrT1LVVMz23PzUM88MiI0bHhNryq4x+XbkZx16D6E0NU3i/W+ouWkbdLb7XSV1hvIvN3NTXSKkweAtSwr8qQ5Lv6gHXPBOerce1gm9ST6R8PKV7ter9qnT1peOsulLdbU0FwqKsAx0+xJdsp2RMFYjEQ2nLN79TipqWbgdulZNiBYIkVEQBVVRgKoHAA6blC3f6dXiDUjdyRjPSlPK0EgKjjpaOmZj+XpdbeN20uu73GeeoQges/B7TetLwdRU14uVkuMyLHVPRGMxVQX8rSRyKy7wON67WKhVYsFUAdp7ws0J4M1d28ShVXW93xqRYjV3Gq3CJSyoscMSBYoQzMoJVckE5JyczW36t0dcdQz6Xt+oKeW7Uys8lMNwO1SAxUkYbBIztJxkZ6QS5aK8RaG9abt1+pq8wxmkrlpZAZafcfS+D91JVsFSVPfB6GjJrsc4eJld4geJlruUM2v6ugpqlJEFuWjpZKIqCCEdXjLMuVHd8/cZ6518L/iW0jpjw8pdD+JElZpq4adknoKO5U9ua5UFTAk8hETRLJE6Mj7wsiMdylQwOxeutdWfDd4g3S319psvixbLYlWPLgqo7FJJVYZvWCGqdgO3IDAHk5wOuJfii8MKvSOnpdAaJ0VfrhbtJ+dFLdHSOZql2G+eYkESMd+5jtBUAEjGWPSq69oaVPWJCfE+zeNfxZ1s998PY6i46Bt84oqKoqaZLXBJUIuXkWNppGYjeRkMxwVztLbRAPB74Tb3VfEdYvCnxftE1FTVtFV3RIoJ1/8AGKQQPKIYpF4BdkCnsQM+/XXfwp+JXh9evhx01pW06mstPqDS5qYbvaaq409JMU+YmmjqofPdElXEpV8NuGxfpzyh8U3xKXnUnizba3w8r3tv9iKjdbLpSVKtK84OTIjoSoXPAAZgcZyc9MrukhJU1zPc6O8afB7wO094U6lqm0JZKKntlvneimRPLlEgQ+WBJzI7lsDJYk556k/wVUy2qrjpKJ4j/DrPYxld2Q38N+YJYN2O+ZuBgYwe5PXLtrf4iPjkslZLcU0jaLFp+oh/it2gtUVEamqZHKBvJQtJIUWRiqhU4y3O3rsHwDsQ0v4iagsazTzLR22xwJIyhVl22oQlkA/lLRMDnkMHHsOuH4/ceDavqn9UdXwqp5rrTb6E4jTQd0nki1DdKW33AxqFNbYoEleo89g3ll4g8q7Ao3jOD2JyOrOtl1vVXq+rpqm5stOtRNGiGNM7FRSwJIzkuhyc57dQ9IK3+FUldBfLhBBT0Zq5KVKeF0KLUmI7S54y3Ocfc+3UpSijtOsZJptTUKb6h2+QeJRIGdWBXf5mSdxyPT24579fKZziprn2SdaPf5fuen3vv9iQ0FSSaR2IHmQwSEZzz5Msh/xUdO6QFDTU8jAnyqeP/rRxyP8A/kr0GoC5/h6HjFPACfoTTTp/vx0/gqVmqaSbcCrCOcH7PDIB/u60cPkuOvconDXTsMqvUHnxr5M7UtPU4p3qxw1HWAkhJEI4XLsM/f24PQea4w0JqLfc1SKWobfUUqyJGYalcFZ4GchdrYBIzwf3yc1NbY5amevsyyGWWPyK6JaTz4519gyl0BYfUHIHcduolMtXQDEUFVTxdi8k9wgB/wCq6Sxj+uOtLk2wqKWx9XEyTGsSnnrZahtzmnp5wN/pxuWnmZW3ZJyAOR2OehlJNS1Sbqikhpt5ARqn8GVvdjiqhBGAVx6snJ5OOlq67WjylSpu1GkhU7I5KumlkkwGxtBVN2D3zyNy9LQUKyUAkgjqpCrnLfKzRocqAOaeR8AADuCMkkdaFBLh+drXvT7++vsLbeRInPh1AsT1BQsR8tGFLcnaZ6gjkcdiO3H06mzMexPJ+3UW0IhVKv08wJS0/HOQYEmz/wDxHUpYgjOeR1165dOyX0VGO7Vsi2vGvlNTQ1tk07U3mWKOZVggkRCsjKFViXIGApk7c9hxnPXN3jRPfrktGKnSHiPQU63BJXa2LUUT0Ea0hhLrNGXgl3kqpR3jUKueTg9dRam8RdLaFWF9SVU1PHMwQPHTSSgEhiAdgJGdrf7J6iOofiZ8C7XQvU1viNbaOWMHbBUlqeR2xjGyVVb3yOPb6Z6obkpc8Y3uuv8AkjbWjWhyBa9X6W0Rf6HUdbru+VfkqYwdYXFfk6Q7cKzQ07ss7j6SSIc7TnKjFXeKXxl6G0FRaofwaknv2utbSSy3rVdTTeSkO6MxqIFOCdiEqihVSMHI3sdwiHxM+KelvETUdwutNqCKuNSWSFlfflRyOD+UDP7BffnrlO+zU0zM1PJuxuUEHGRn/j16HwnglKpZE/2+y/Ndzn8Znr2YgSWVpZWlZixc5JPuT36e2Gw3XUt3o7FY7fLWV9ymSnp6eFSzyOxwAAOmrCD0gM2B3GPfrv3wKfwU0z4bTX34b7fQX3xOW3wmtbUtQIjA5QebsT+VBISP5Yz6Q8jAhevScTxD4eCcVv8AJe85WLF5ktS19IaF094XeHejvhgbTtLqi61FHLq/VlJNVCHECD8NVGQWZqiVdgypKQI/BYDqQVepZrDqu83aut1fLSUT0GoHuMrA00sFsNLTzxxR7sxuaGqqQ/oXcIweSWJ5l+GG06n1h4pa11P4y6K1Bc9XU10t0f8AHKyukpIbNMZJHY1G07vLPlx4wjIFTBADDNj27+CX74jrvp+l/tTBVak05rRbtT3HzhQSedS4WejWQBdrMJPy+nCpjHbrymfCvPlCbuo2+1tp3+fI60JryeZKtS+G0RZ9SNctCXH8CG6wx2mqZRy3NXY6hs/9FaJx944j7A9VlPdrTZtP6b8TNURS1UlDDZtUX2ki9cz0slJNZLztQcsoEFLJIcdwc9+bHv2pxprWVuuAgerra+kq3t9tjcLLca1KbTt1EEe7gO5FXjPux+uOubrjqC9VmsbXDTVtMlZPU3G7eGN0mUJQ3ajqqh5azT9chwAxkd0w/IfCngr0mKFp3+Lr+drfRjK5aiWl/EbxAk+ITSvg5r2K0VFovs00dDf6KJgLvSVlq/h8VSrlirBo0py2APxIeec56W8YWo/EL4X7/e7w81PUTWGhvsiUjBaiCWF4ZZvL/uuqrOmfufbrjq4aqs+nbvSWixVlsiodPXaO+WK2Xq4vbbvpOuOTUUCSTQvFLAJBkKcqcKcA56k1TrjVOtNLag0eKeekpdT0yQV9TYHtFxqJVWVJTgU7wMSxXDenkMR79JxfCqeTHNLl5Wvv29319CzFLlU1vZMNFfFroz/we0GhLPpO/VtNaLdNQvJeapI3+SmmjeOUBcmQq6ZB44wOMnrqLwhmr5tSRWWuklMNTYoo6kKCqy1NHO8UokOPVzIvpJ9hkduuAtM+DyWKqjooLxXxSVtG9HFHe7DJbJHO0kAP6035BxmQcnv26728A3aapt1dUoorWkr0lDofMUTgTEZ7jDRc5+v16Th4YcPiMHw/V6/EeXmT4KayehfktOj00tKuUDxPHlSVI9JHBHboZprw9muFWZKClFNRkrvmdsgNn1YB5b9O3t0Q8yaRvJiUtI+UUAZOSPp1KqC5x09HFbIEASFQoVeVJ9yx/mOck+369e1UU2eflJqOhFr9DbbfcFttrT8OnUrLKfzSSH8xJ+2APpwehNagelfCgspyOkmndqiqkkmZzHXTxszHJ9M0g7/t04LAp6iSGPA+v16MXzILjy6EZklVHdc45xg+56lc8C3fwltzOSgtt+pZS2eAq1KsSfoMOc9RS+wmCUbWyp/5z9+nw1YKbRP9l6WgWpqJ6szuZQCsQG0r37nI/bqc1Ea5h1cbkLlIEtSNFCEKfNAYdwT/AOS/uj/XPP8Ad+vTuioqamh2BREgPO4+/uST/v8A36hnn3+pB8y5iEewiUZH9MdZjs6VTg1txq5Qff8Al/5/fqtNsauhL6i76eolYTXanz/qnd/iOhUviBpmOQQ0UktXM3ZI1zu/pk/4dBqjTdnjAZqcOA3/AJQZJ/rnp/TUdJBGvk00cCYwCFA4HTUyUCtcX67as0/U6eoKS42mir4ZIKyallMU8yMpBXzQA8a89kwfqT2649+Pb4cPDLwd+GzRGpdK6boaW63K7BPmY3PmCmlppJNjEndKxIQlm3FSMAgd+16iripI2eUFlOeF9ueudP8AKy3Qv4PeE2lqKGWaS6Vsk0MaJlnMVNGgAAHJ/GHbp8a9oryaI8iTSSvPsC5JPcddGfDX8H2u/HethqRBLadMxsfmrtLHhWAIBSLPDN7fQc98EdXx8MP+T3q7q9Lrnxupno6MMslNYs4kmHt5x7qM4yg++T7H0GsdloLbQ01istup6Okgj2QQU6hFVRwBgdunlkrSIkYdWUt4p+GNi8G/gk8TNG2KuqZqKlscUIlqSu9j+BGOw+kY/fJ68ZHZo5gGUqynP/Dr2d+Oq81Fo+EW/QwQvLJqW5QU4CjcVgjkDs5+gwqjP+t9+vHRrdlvmGkTG/GNwznAPbvjnpsVuIMn6qOoP8nrTyzeN7DyydtDRyH7BbrQNn+inrov46bxcbf4iabehs6VCx2gSysN4KHdjllU4HA7Y/Q8Dqov8mjpprj4o3q+RruhtVCrSsV4BZZNoB+gkFOf1H2z1anxlyV108ZKO008lvSC32alj3STL5kcrszNhWHYho+dxOcYUdZeLaqmaeGtFe6Y1JU1FoaOhstwqZmMfEgYxyDDbioznIAXj78gZ6kFRdKyWnf56hjp/LQSSSwyLggr6vXsK4GRxuXHbjjoXZ7dqtY6epW40dRDIPK/DkRGVsepQp3DOEA7Ac8Y6IT1t507tqZNL76aNHG52Yvh/SoDENlc+nB2kc4Pt15LLBc7PS4py5VbF0vtgrafyopbhCdrIpijijVUPpBAbHJBHCn+uR0Tgkmp42no9T1sJMJxC+UHrJBUs3GAcZHq4456ApdLZc56SnNruMsCUHmyMjSzuu4j1LGhJK7TjPbHt0hbaOkuVxeG0ajtsA/ERTHVyROTuAX8J2wOMqSM4+57osS2steXuS7526zQ1FtuNntdXNsVzJTrApAVSAVZI8MwyBkcg4HB6hNztSCST5rZTGRtxxCzkgjONzIMdl4C9hk9+i9fatVR0krPVRQogXbMEI3DvlXR17cZOcZH36Wtl01p8sxlu9AYYzyIpj5yLj1EI6tk9z+YjBX2x0Xj5VdIHMpEFr9Cx3KpStimpZJYVDyvJKr849JZRjePqDz9etbnYqm0CppIbdNTQSlHaSMMYweMAeZgIOccZIJxg5z1Y7X/AMylEF6s6oIphG0ilXErjkkg7QWO7sB7DjoTQ3611sVXLapqtYoJTHiOFAPMIyQAV5AHGAcEkcDv1F7T5WtiaRWhBDWXq30r0rb5qNpDtEqLMwYqCTuKofqMDHvwT0SnuuqrJTrEtdUUDqqZxUzRhyxYBgH9LBtrnIBHfHUxrUs/8Jpq2+V8VRLFI88UdVSR0yEFQoUsrb2P5sKG7gcdEzeBcKFTSWS2+dNja8g8uSIZOVILZIIxjIPc9tuCHje6ImtmVX/bu+f+sf8A+Ph/4dfdWx8mP/QdPf8Av2/4dfdHl/8Ayg0u7PNAVADeashdmGCX5I/Q9/346Rllc95AwA7Enjnt0mWyuwcDufv0mS3IBwDzjr3x4g+Z8sWx39unVroo6uqSOeTYgZS/bO0nBIyQP8emuOMnotZ6arhzcBTyFACgPqUEkYwGH6jjvyP16hCS6nu1np6OO26bTyolCbjvV37nC53sOOckBRkjOcA9CKY1ENC1HsaFgm5y+4ZUhjuAAPGDjJ45Ge2eh0HmTVvnRkEQkEEkleD9x279/bpUM4heVKTCSMwTaAVywxtDYz9eMnt26hBzJI4ZpBIcercC3KnJJwV9skjtxu6aQyISRKuzAGSGAGeBg/TjP179bPMSrQLCqOwyMEhlDe3PcHIPOT9+/TdsZV234wCDu4J4zz1CChVdo8mUL6htOMe3GRjv+n36RknjIOMj/jx9T/znrBDhiE3Mi5APBI5746RkJLMEOcnbkdj1CGpXzpQsYyW9h06rJFVvJgkZo04B244z79ZpIHpxNNLFh4sph+Cp7H+nTN3lkfGWLNxn/s6hBxQhZKtCykqp4GM5z2Hce+PfolabXU6jvVtsNJhZa6ZKZTuJHqIznuR01iiEFIRIAMnkH6+37Ajn9ers+GnRlEstf4oaklSnobaHp6SSRlUGbYcspbjIyAODgnoN0rClbMeKdfTaL0fS+EdTp0saOUTw1O1yk2SRvHK5bkDleqv01fq2jorjZoaVXSviENQHjDsIwwJVSRkHjGRz1L/G7XkOo3pqOnZPNpZXUMnmMWHp9TO5BJ4XGFx/u6iuitJXvUUtTDaZTM8NO0zLEwLAZGW5xgDjJ9ukWisatdDMdvqBG/8AC7c7wiTARWIZht3Zwe4Hv+/S9TqxZYkpI9PWehqEcFj8iFlc8E5Y5wP0x1HGFRQT+Zb2n3p+FMD2LEkFR9QcY/r1J6TXdsucr0Gr7LSsJXCvVIrBo8E9gp4AB7D+6v36jVgs6G+HLXuvJzUW/RVmieYKZqqppIUp6iEgqxKuW5xheAp4U/U9dGWnw3u9ZZ3q9Z6+qK5lk8hYKSbz0YAKUwCcuWG5gQwAT7YHXn1QQVdmucN98MtW1EUsTlYnkk8mVWAP5CD2OG79Wrof4vdZWLZYPEuGtr6SKHygVKRTIvdO6+oDOQMjIPORgdcLjfDcs8nmYqr6nSwcVCMeSZ05dnstEn8Jt1O1OoDBYlTEi7s7FbI7Da7EkknB+g6pzX9bUFHVJw43kq5CofbkkpwTu9sjv2GD1JqLxU0fruiklsVwgmqJT5kkG3EgyOZHZhksMAenPJB+vUV1b/nNJMzMcMVhUoQdznIHAyTnPv8At1oxQcXTKpSTJz8H9DV1V21XTQNe6e8Xa3CksdTT1pp0E6MKny2nKFYlZYdvIKsG2nIOevU/R1kgsem4Z/7N0tluV1Vay5wQbCz1TqC7SMnDyE/mbJyc8nv15aeB9nvlrsVPTVomo1Nx+doJx5sSUVbShZXjYp6t0iNGojYEkbMj1BT6VeB/iLL4p+HlNeKuoWoudDK9DXssYj3SJgq5Ufl3IUYgDGWOOMdbYaFLroTaOFnbOAW6cw0hRsuN2OcdCdYyantuh9RXDR1ClZf6e11ctrp3GVlq1iYwof1cKP365o8NNZXLV3iTaJdNahuVXd6esha8U7NKXgpt+Jkq4zxC20tgOAdwGAcHp22iVaLCt3j3drhquzx09toHsd2rIqJYwGWpjErbVfcWwSMgldvYH6dIWDwl8TafxWi1Jc3oYqOiq5J3ukVxfz6yMsNsfkiPkFMqyuwCk5XdgdWvS+G+grbf21TRaQtUF1dmc1aUyhwzH1Ecekk5yRgn36pvxo8atQaV1bcbBS6pp9MG0tC1MlSsB/iMckUbLJiVctGZGkh9BHqjcZB7Lr1IneiD0nhX4YaD1lR6p1frySMNJPHaqC4VMMEMbTRPCwDBVd8RzvGNzY9YJy2G6Zp/4KPhuu1zul21FqO5VV2WP52rq/KnWggUkqG8tIwq+oEnDOeGPfJ31X4Vas8WqG16p/i9DZ5bvbKcXGhr6F5/JbadwiBdSFYH8jjIOT3JHUov/wAPnhvq6gs9BquiuF0a1UFPb3la51EIro4VCr8ykTqkxOOdwOc4PHHRRLRN5YRURy0gnMLTwyRxzLyULKRuH3Gc9cheMFz1l4WaQ1NqO7eGV5r/AOGxsxFPCJKVyzBEYS/l8vcV9twHdAfSLJ8Q/in0vom+0luuGnboLHXVUVBS3uiZJR50pAiYwjDeWx7FST2yuD0c8b6K2zeE8VHqq4/xC23SqQVM1VM0MW1uY42wQoBOAAeGbC/zAdSVVYVaZ4raV0JBrLxO0rpm+lbLSakvlPFWzggLSQVE6gke2FVjhu3XdHjF4PfC54X2fU2mLrpLTlnjt0E0WyplBuAlCkxSLJITMWfKMhUhXBBxg465d+Luz+Dth19ZqDwxqEgrDE6XajthzFE4A8uQAelJO4YLjsCRnPXRFD4L+L/id4CadovE/wCIm91Vs1Bb1qIqBaWGYrStMyxJJUOPNYboWbZ2/L7g4N2rFSalXU5f+FP4krt4QR33w9i0bcdTWXU9dDVwQ2zmup6uIOiPGpVhKGSVkZCBngqykZ67b8K7xFT+MclTWW8299QaUsd7ejl3JUwinlmhmWVTwrjz41YDPqBz1wf8N2sLD4EfEgtRqCOW426llq7U9XS03nvAHBVahYwQXAONyqcshcA8jrs+16miuXjDpW9UNVLWW2Y3XSzVESSpTgyQwVUS7ZkjlV2kQZDIMOWAzjceR45DzOGkkun21/Y6HhUuXLTfUtWtsc089VDFcLx+HV1FJLTUtDWVflqHEqoDDIo2lZUfDHgt1PQZKTWNRXTeYsl2WkuT+ZHsdS8YgYFf5WzBkr7bh1Hrhb9MGsW43OyainNf5T1EtNX1EFIGOyPc4jkUbuFGcYIUc9HK2s0V8lbf4Pa6e4mmqf4XTTPucU8iRmYxNIwZs7FJ5zye4JGflTySjNRUW+nSvnZ66UdW7RKVnMciucoFO/kYwEl/+ZHTlVjhp1EZz5KBFAPOIJAyj91J6CJM1WPmZPSJD5siK2VAI8uRc4HAG1/16IU0lV5TNOQWTbMwBwGK5jnA+2MOP26yYLjLlfT7jzimkw0tWsTNBK7NChll2hsA8hgGP09R/pzkcdD7vpKGpL1tsWMVAUyTRUkO3eTz+cOjZPOMkZ+g6TcvAiSTSl2gJilz2fyxyf8ArRHP/VHQqyXG4W+8Vr0s81bRyI0uVkOyRAQwMbflztLjA52Iv2PXVxNTbjLp+fn0MeSPLrED32K6RK9LHKdygjyaqSpjbJ28M6NNkADOCDyfv01jqY6SKkWvipUmlXfgMpzg7cRllhkYZUg4Gc57nk2Hc9N6a1VWVDwWu2meNFVppUO45AKnCkHGOxz1Ha61Cm+YscRCSQxsjLBPU+WEkbgbWLRt/pc4J+36apRTx+XFW/cvvv8AMrjJqXNLQnOiICLZUTvkSPWTRPn6wN8uP/xYF6kBU57d+mOnIEgtEITP4peY5P8ANI5dv8WPRMnPpA6603uZFrFERvtvpNRXKpsU9PTVAdaOSSOoXchSJ5WcEEHP+kj4989c/XbQVLNU3l4tEU060KmSV6eq8iLacYCyfLhgTnsvPV13ivmtN2uF2hqmgkNxliSQBD+CtDAzqQ5AxvQZOQc+4BJ6rmKj1JSWe911vu1zp6G6ojoJqNpyrIVOYNjVJIxhSGXGCNpBHXPyL292nS2+b2948W1ZQ958K9EV1mq79qDwygp7TDHNLLIzwXDcEXc+RVpHOeCD+ESefSCeOqJ8afgXt0lsk1T4SVUMYl8s09LHUtJS1EjqHEIL5kp5WVlKJITuyB+GSqnslPEadPBK4+Jt2qo3l0XUKlfRzUDwNU4qEijZN5UKrLIVBwQSv8pBURX4jdT1un5/D666fpYKqbxE1RbZ7RFGpRxQIQ8kcgJzl46lUKrnIYj9e1wfFcTgyJRm69q07d8vv295mzxx5E1NHkPW0lXb6uagr6eSnqaeRo5opFKsjqSGUg8ggjBH26d2W93XT1xgvFmuM9DWUrboZqeQo6H6hhz10d/lD9BWrRXj69RaWj8u/wBrgucuzA3SF5IjIQMY8wRCTt/Pxx1zCOWC989e34fNHi8EcqWklZ5+cXim49j0L+Hbxuvfi1pmqnsVLQnX+lYUr6m3NlafUNJCpGx1OVBO98HjypGTYPLkZEfaMvF1rfGSg8Q6LVst70lqrTd+s2i3q40iNDfaqAqLVUuANkgcYUt+ZVXaDz1zb8BtzuNF8S2nUoXIWemuKyqDwypRyyLn64aNGH3UdX5YPBXxasfiP4iUdHop9QeE2qdUXije30ldElVS/K1s0a19KGYFJ4TE+3B9QU5GACPPcVhhw+fIotLRNX2d6e9Va9LXu6eDJLNjimr1+xvqXXv9sqibV+pK2stelrtNbrVfmWM/O+H2paCnjpaerXBz5LiFMt/MMglSMFDUElzvNHXUmo/De+1cNdPHWXV7RYf43Z57pEWU3KhkpaiKamMyBGcKQCxPH1sm3+Dt2umr6+s1fV1dvutySjtEt1s1ZJTm/RRsw82spJ6ZozUhFTONw3Z+2dKj4erZBebxbZGVqyiuJp6WKtsdvmlraXftaeJ6NYZiVbgrwwKsPpnm/wB7w8HV1+fn0tJ3e5YJ0c/XfWFkp6r5Ua6nt7htz0Vwu11pHUfeGtp6lQf1k79WNpX/AMAWrNP0VLd621198LM05ZLLM0YyQiq6CGVuMMTgHsPr0Z8YfD+u8K7FbrhcNT0VFRXOqqqWl/8AG11pg5h25dVkNXEFIYEb9nvxx0T0bU1dx0ra6Z6nRV4o1plMMK1VvqpANzFvMzDTguc5PqzyM9sdV8VxEZ4Vkx377/wNhxtZOWVfIayaK0voi4U1VpeYpb7jRJnEdZHGtQ8jr8vJHUPJTSghVIUSITu9OSBnqH4drVPUUUTrFHH5NUsWS7bUxFMhA3ckZwOee3c9cv6x01JT63jp4dCnS1dJBTQt8nTmlgqQ6cFh50tLMDw5jJRiB6SSMHtv4crSkfh/T3woy/xCtqKtARn0ModQSRxjziOMdv26XwvG8nGxk3rV/ZDcZPk4NpdWWnS0cFvjZacZZvzykYZvt9h34/r19AFWQAHtj36+kctkBuvo1WEGeZwsaAu7sQAqjuSfYAde7Wh5lkJq41WquEbntcZicDHDOWH/APN0qCuCxYAY7ff69amir7/crtVWOESwmZZlkkyilSiL9CeWVsccgZ7c9P6XSdyjhaS53uhpGLbdi5kK8fcr9M9vfqmDaLZ6sjd9EaQly/LEBQT7/TqPpJFHIc9yvbGMc/8AJ6sU6T0dTuKq83quurgcRJhEU/baFPt7sevqm96G07b6m6waeoaGht6edVXC4OAkKjHqdjk/QAZJJIAHRbvQF0Qamo6iuCm1wzVsp/OsEbPs5PcjOOjlBo7Wk/ohsTRjI9c5EeB/1jn/AOnXPfjh8aHikl0/g3hFpmotdthqUtwuNbR7Zq2qkBZEjicfggqCQGO8gFiAO3NtR4g/HN4z0d2rrbq+609nt1StHVSSSrShZdxQKAQp5YFfVgZGO4x03J1Yjm+iPR2s0jBRbn1brWx2rywG2GcM4HvkMV+oxweq+1P46/CXoJ2g1R4wJWSqCPl6NwxbH02jOf3HXnvD8KvjJqfUVmo/FPxKlp4rpRz1Cok0s8kM0RQPA4baAx3AAgkZVuMDmzdF/ALoKzao8vVF1q9RwQVi1iPGwjjahCEkSqBuz6WO7O3Ce+GHQbxx3YayS2R0XYvjP8Cdd6kl0P4WeH9ZqGtqAyJPK0oMYHG5mIJQbsAEN3IHcjq2ZNI0Oq6yx6h1tZKBqnThqTZqdULrRGcR+aFLEnlohj3A49IJXqOeHvhL4beDE0B0bSUIirZX82SKH1qHyY1Kw/mOzzAuVxlc4HJFnVLqpILjGcAHjn6dRVJ6EpxWoNqcPKyqpACjAHAwP+z/AJ460ngqYbbIIG2T1H+bROOGDPxlfqQMn/q9PqWlM0qZG1R3HsT0F174h2Hwv0bqDxdvyBrPoyjlenjZwgra48LGpP1fagb29XcHkvsC61ZSHiz44+H6ePly8FLhUWaebSGlVjoqK7c0Et1mV5JPMX+YRqaXOBuAEvYBuq5q/hA+F+zWm0aY1CkN+1vrmsaSNLPWSIYFZmMk8UUblIYIuUUMDkgJk8nrlG6eE8PxHtX+J2kfFmhuOvLpVNX3WyV0DUeKiVyxihn3FchvSu/Zk4weRmE6Fu3xC+B/i3T2Wwy3fTera6ohpJIq2PPm5cbC3mAqyBsHdyMZ9s9OoX+lic1bo9Dfgu+Hx/Bil1rpW4VIevrr3LQx1AI/Ep0kKRr9NwaGQtx2cfbqhPiCvFg1T4y6svtXDJDDDcjTpOJpF2RIpjVQoYBs+XgAg57567LpLpB4MeB1z1hqi6zy1VntT1k9bUgrPW11RtRZHU8rI7FWK9w2R7dcA2GS3XW6fxa0ajo6mVsThGysjse5c+2fVySOSPt1g4rJ3N3Dw7EkS23JqOlltsUjB4uau426PzYTnkLgEg8jH3ODjPUgawagmtPytBDFVPK8TKqPNRSE4yRHgsrbh3wP68dLRWGsW0RXGtjlSWMbmkpRDK4JHcEq5OSCdxP6Y79Oo4VpJ45q2ywySSbVWSoZo5zkd8A/oewHI4x15qWSMlZ6CEJKrGz6c13LPFHW2KvqHpm8uOOoeBgqEbSA+Fk9wQCCOcY7dRmvstNbjTU14p3mTc6mOK5lFXkjOyURgnsMB2HB7nqexfMKkTRRXKHLSI0i1vmohx6cIo25znk5I59sdavPTRpUWit1RS1dS0qKsdyR2/MMFgCP6be3GffquLldrYZpFeVWmqOO2yUVrerUUZJplXe652hpd00LMqn8o2vuGRglTg9L2yi1DKqU1mvdpuMTwqHgqEilkiOGzDnKYJAz2J/wzMjZoKmUznTlorQrKITRTS08mB7MMnL8ryo/wPQWs0zpusZ6u82K80obkxTgTKG78MF81mH03dXxcuhW0m/aI3cZtQWm4osdto6yrWoFYKWOY+eZNhXDLghuCBgNn7gjPW1yu+s3rBcKqaqooryNnyyOoVEJxvVCx2ncGG32JHPOOjUOnrNT03kWO7UClBsXzJjAVXJAD4/XgYyTgnt0tTaeuoq0tlVcqWQRz7hBUPCfMyeBlE81uSOwHbufcaPeJNtmABDVJWlqi111ZJCsaz18dQtSclhlDuB29sEe307dPJbdaaC41tbVvqM18MqMzQ0y/wCbhlbapDE+WPSTkgHHfJz07q9JXoVM09bD59PHUFkEEksFPENmAWZhvYHLekkKcntnHTGmjuc1NHFaqKxVtJAimL5eNhtYjJztTcSDkYJwCOTg8vGd6WK4PsKf2ntv/rS9f7Kf93r7qP8Anam/9Bm/2H/73X3TUiHDBYrwD2+nWCx+vWDkHB9usj6AZz17U8gKxOoKZQEBsnPv9unckw8tBHGFlBwWYYPbGMZx+/fpKCn8lfOmUjJKjOCM/wDJHWMrUSF2Y8DI2oMfuPp1CDgmNEMSbk3LuMm3JOcd8E4AOe315+2kM0xLQGpAQ5B+mPrj9z/j1rmIBgPT6QRyQeMcj/59JSyFixY5LZOWHJGeDnqENnJdi4YYPBO0Afp1rM3qP7fb9esFmUFSCB9O/WFbkDOD/u+/UIfEnOPr3J9usEbmVRzuPHHWQQ5IJ7nHPTu3RRtI08uPLj7/AF59/v1CH1VIY4Eptuxo+TleSfr9+m1NGJZQ7EKg5O44z0nMwZjxjOO3RW3otNE0hIyyHcGjJx9vt7dQglUq8riCNQ0ksnlLH32njsfcZ479dE+I3zfhx4Wad0RSTJTTUtMs1S1O4xPUSHc5dyBgKr4Cqe/f26rHwI0pFrLxOoFqqYS0FsDXCpXJCbIlLAE4OASB1v45awfUmsKyr8xXUARxBJC6ooY/lZuTyAeMDB6SXtOhlorIFEq1t3klrapXSMtI75OHwewzyc/16urRFok0nppagwM0+oGjeLzRErCj/E9OXccF1U/l4xyR1Xnhnpu33W7UVfeqXzrZSTpNVqW2Bl3qoUt7DuT9gcdWrd9VQySiaZaMxxmEUsckUaxKSSzuX2qXjjyMAZ7r3Gelk+gYqyu6tFinlmlii+XhMdSuYiUwqtKI93GRyoJ7nIPQ82agutDBXRLKSqTSOm0NnDtku+QFGCPfv7dSOqpqieH/ADorup5Gd3n2bYvNWMo0gAIRQPSFyW+mME9a0lRQqkswlikp2mHmCVsDdy4LEDARTsyqDkkDoWFpEAqrJcrLPA9NKwqGQPtQgkElgQMcEcfv0s2prgaVLdeKQTxKjom5QGAzgnOPYg/TnueB1OLaN6M1RK1QaFQYIPKIJfa5DsMkYVWBLE8cAZ6j1VpygkaoNLM9RFRNtaQkqJckrlM8tucjA/Xt0VK9xa7DaFLNXVktVpu5y2h08taeGSTgsFG5i/BHI9geepxpjxt11pK31FFfoJqqCQRwx16EfMUpR1fakmCOQuCCM4JAI56rSp05WRzTwojNLBGZJX/KByM9+456Wpb7frDTS29njmpSWieJgJFHOM4PAzgYP26LSkBNxO59KeOOgvFWetq0u1Naq++F99meNY4KSfzF8upU/wA7PEgRl59IA4IDDorwW8Y6zwR0R4jaihp0uklJZvnaWlHEAqoZNiKQPUF2zqW5ziPHBAz5Rr/ZvU07TwSmy1uAfQoWMkEKBjdnOOcgD36t7wT+JnxQ8A7rTVd9t0Gq9K1O+GsoK5fNhqYCvlyIHwSPQ2PcDj6dV8lbDqXc9N7Z42eK09xtl4j1OKuoneIGkMarRTh2UYK49CYP5gcgc5OM9dbwTy1NNBUvE0TTRJIY27puAO0/cdcU/Cb45/Avr6Whk0v5uldQxP8A5vZL/d6iSKJyMAQCWRoSB2UcEewHUop/EvVviNRXm+3HUtVb6iivFwovkaGd6dbelPO8ccbbWyXKIjktkNvyMIVXpH7G5b+vRIz4oHVlz1dfLTrDSl8uFVHXzmzSUtvmmgkpSc05hkjBVGCFFYkqwkVyeCCegtI2VqXSVhbWccFZdbPSAtW1kaNLCQvL725Vto9Rz9c9IeE15v8AffDi03XUdQJatonDVRAXzo1chZGHYEqBn2JBI4I6E6o1xoDVNFcfDqDWnyNxvdNLQU9V8nKYlmkUhCsjKInOSPTu9Xb36Oi1JdqmF6Lxa0BcNRRaXhvbR19S5hp/NpZUilkAztSRlCseO2efbqjbLpPxjPivp+5vpq60NZQ1iNe75LPF8nPApxKgPmb5VkXdsAQ4LIWEZHpkNJ4E+INy1FaZtWXDT9NbrTWwV3m26pnlnqJYmDL6HiQIpweNzkEg5OMG9qgStznjoJXqyaLSJWl18BPCG6apptXV2lGqa+iqTW0yzV9TJSwz5yHSmaQwqQeRtQYPI6mV6r47bpu7V9XHBJSUlDPNJFNGHRkVCSGXIBXA7dO2iOS248dNb7cbfZdO3O5XRUlooKZ/OjdciUEbdhGOdxIX9+m2QNTyk+Luhvg17Y9a3yXTVQb7JHZ4KS22sUvyyhAEZF3MXXkbhxjPHc9X7JZ/ETws8Grda7zFojUVJFZ5btRW680FTvt0cqmVoRNHMh2vkF1IKAjgEA9L6UrfCnWnxI6Z0ZqnwJtVDcWpmr7Pdqa4zVbQNFJuIffjYAB6f5Qe2M9DfjD8eKmy3ufS/wDY7ReqYZqw6Zp7RcaOc3IqWKEsY5xvUM29VZNuHBBJOSLtUM0rs46+D681GnfFSs8T08PbvcbSkVTBVVFst5qY7a8hBDhcqCnpZSm5SYywBz1c9/19FrS0a8vPh/qe11tXpGtoNR2OeCinhapmooXmLssyq+5EadCCoB47g7upxdNTaZ+EnQtn8M73p5oYb/XpVNXWGaOarp5mgUtHJSzKglVVfOQw5CHJB9fP/g/qy06S8RJ7zp+lqpkmqDUzmqkQmtEM3qyoACMyTQhlxt4OODjrF4g6wufajTwP+7S6ndFr1HSa20Lar1abpLTWq+wU1YqLjDU84wyMSCQEaTcce6Ec9upPS1096tNdR1FwSousxMlLRIiKongctlXVRkSFBhm9j35x1zn8OVxrdDah1N4B6vLVgoKipu1hSpdJUuFrlnkiqVQDugnSchTyQ5IBHJve0R09Je1rKfTBqXaRlb5egMYadSfKk3quNpiwcnONqDJbgfMfEeF/tssoLvaf1W/fZ/I9din5+OM/gyR2cVUlJPUVtFU0ggId6WbaHMTKQ4O0kDjDcHuuM5yAUgnkpZwrz+e8T4II/wBMyphxj/8AaRYYf6yHoFdPn/4/51RPHItSgqaN1bcInjAEtOxHB2scg8ZDkY9JJe0dUrxK6wmERKpDdykYb0tnuTE/B/1Gz79cmcZRms0mva7dPT8/YvTUlyroFJjboUlpqyqX5WaJYzM0mMx4Jhlz+m5Cft0ItdJVW6lkFZK3zEUzvmNRjapGJSPruJ3r2AkOCRg9L3cU1TbTQ1fl0cwLfKlD/o5sjdEP9Xcysv8AKwfaeCQcW+nlioIc1RlrIY/NcqSysvIDISAzBAfLcEbioGRkDOuEvZaT3e1fVfWymW4fotC2zVdlJmqrjQyGb8Cpo6oxTQJGCvlhhkModpAQwI9C8dDLd4DVtnv39obf4lXerndojObnR0srSxoyMIy8EcLEfhr+Yt2HfHTe0+L15skj2q5eGl1+VoUjRZ7c6ViuNgO8BPWATuO51QE5xnv1IqHx48L6qaOirdRpa62TAFJcY2p5s/8ARYDP7Z67mLkjSjrVevx6mBqb1ZOqeBKanjp4s7IlCrk5OB0pke47joVS6s0rWyJDSait8ksrBY4xUJvZj2AXOST9OiuMt7dXv2thNimPEHX8OnqevtPyVzgrI5KqQVMlvm+WJklwB5nluh/DA5ZSvIAI5PVb6X1vo3VlrjjbxB01XVHzJqmtt7sS1a0lSRyYnpwhXJGQckhSAeuslUlgGUH9emV80RovVEezU+kbPduP/vtFFPj/AGweq8kIyVVv106Kuwkp8lHN3iLRWnVXhy+jYLjoU2eqnppLhQ0tZNSx1qRVC1Aj3FC0KGZd7YJYrkAjJJrXxG8ZvCzR1XZdYeJN8tl/vuiqael05YbCPMkppZUjV2y2NjBIUXzZFjEag7Imc7j1lW+BXg18pPCPDPTQR4yjYtsIIU9wDtyOw7dedvxOeHVl03qS42+w2ugt9E0S+XTxKFEe6NcHaecZKnd/qkdwen4Ooz5MltfLff59e4uSSlC4qmcd+P3ibqfxp8R7l4h6kjp45q0pHT0tOD5VHTINsUMYP8qIoAzycZPJPVZsQn8vIGAfp9f9/Uy1dTfw+eSBEJVWKgNzxkAYPSfhx4Ua78V9Q0+ntE2GpuFRI6q8qpiKBScb5H7Kv3P04yevoHD5oQwKcmlFHn8uOUslRWp0V/k1tFS3fxqrde18YhsekLVPV3GskH4cSOh3KxPAzClQf0RupTo/RPijqrXdb4oa41dqHS1i1Pdqu42HT9uXzb3eTPM0pWip3BEUZLHdM+EGc88nrqPwa8CNM+C3hOfC5W/jVVeJydRTwyLGK+RTmSjBz6UAVRMSfw4QwPrkZAx1ZTRrfKnUtBTy1Etzj3TVEc/yVRW29QV8yatOFtdnQgiNE/HnChsNluvOZeNXEZpyS0lpr2Xv76v41udPDg8uEU3sFNJax/h0lJQXWZBHHclkqqahetuiWvy1G6KetdzDJPkDzAisoY4IG0Esq57JddVTS6f17SytUzvXRXOtnpJKmy1DMu5IY5UUmF0BB9ZcZIyBtZar1zetLQaOfVOprtQwWG1qY7VdamCop6KUAZ+S0/bYZYpHQkANVTsN2MkkYIri0+LHhrqq3PM2u7rbUOIpDVVFyEaOT6VImNbGvY4/frkZfDW28mO/la/PxnQhxSS5Zb+86T8fKo02jNBWWhhSllqKesq3joJ6kKC0oUsppKlcqTGx/wBHIP05HXPd6tt4oonnElQd7ZZ6h0JCn2zXUKdsf+cPHv0hXRaY1S1PIdU2XUiUgMdOkvyMuEJLbQXSkYDcxPA7kn69FLPp23VEDfwSmFvIKGKShrLhTKTyQR8vNUpjuD6cZ+vQxqOKKg3degNckm0FNBQV91mgkapkjnnl3fMRJAFnRFAChoGaCdG2oCBtkQhWXABHXo/4bUdNY9JWGxM8cc5oWqo6cth8SMG4X3AXy+euHvhu0Rcb/rCOirJZaqOqq0XzJgjyybCNxkmTAm2tsIZ0Rx5ZDDkjrsDXdo1RU3Sp1FZqGtrrfbWSKK1oY1njiQDZU0bryTgsGiYgnbx3APU8HheaeZLRUv5/Yp8Skljhi67/AMFi3Cuo7XCJ61mBYkRxquXkYDO1R/yBnnHUYqZ7hfpt1xIip1KmKjQ5QEHOXP8AO3b7DHAzkljpbVVk1RRtcUuQqpwTA1S/pIcd4ypAMTA90YD9+jU0LCUFX7fp16ZT5tTiOPKJxtKsTRxM0YOCyg4DH6n9OkGYlyC2SP3/AKdbuZGPlxryTgYOemsE7VNx+St8cdZUQMyVEjHdT0jrgbZcEF5Of9GvbHrKcBo9dgXqA7xqKajtcVwgjpg8jyRvTTMzTxlcgExjbxnYCSwALYyT3gt7vUOrBp/Vl6q/LoLXPFW0dviZvKlYhg7SoMAlVwQxyy84xxgtd7zo+wX7UEdzhr7i/niOtmqalY1pU/CkydgUiMOrOCefWwA2EdQHxEu1frayy2bRVtprJfLrC9yt9ZS0IqFqWWGVRmR0KKjKpiIUq2Q/OM9V3rVlnLQFpNWaRoNMxax1pXWakNzvTI8U8npn3yytG0LE5cKsMT78nAkCk5GOqtqfGCl1fqnWHh5TUc9SsGr6u9QV1ljmnhYLO04VWSMq+Fl8sqSoxtIIOc2lTRaE8SLHYdSQaRop66otnmzMKLzZIEPlSRq2M7GXzopBwMqhOeebW0z4amKuW/pQU1qeaJpPLiIjb5pQAHkAXkNySVOTxwe/RutKFeupC9FUF98WdU23UNbp+p09abNOstNS3GiYV1bKsTJVSSKD+CjsJFCtljjI2HBa4aJNP26GKptNgSeShgWpifYvmmGTKOwbnO0A5X/V4HA6c1ttSuezvMkED2x1dxG0j7kBBKrIWVuSo9TA9zlc8hzTUNDBJHMizCWF3eLEpXartu2YTAZAeytn3+vTJa6Ab0piVpnpaJaejs1DbrZSXKGeSn+XhWNWlV2QMRwD/wCT4wSSwHbJ6+03NW3C3GWrkepmWZt0jxKi7GJ2hSAAwABBIA5H9SKUcEopo1ooSKMhqctEG8k5OCmfynnuOtZ7hVVTSU1qmjIiDGquMjL5FGozkkk4ZhyfoMc/QvsLd6G8i1FZVLY7YxjnYbqupBCilhxkkn2Yjt9Bk8cZ87/i0+MDww1b4o2Xwvq7ZU3rwn0jUP8ANU9HUtH/ABmt2FBMzJ6vKjYkLjJI3EA5A6ffGh8cNlktVd4I+B1zea0zN5eotQQuRLcyQfMpoW/80SSHf+YjA9PLRIeEnw6fFfoyln8Go6bQ+trZSJTigqJmeKtOMgSnGRJkfmA9yQHHIujFR1mVNuWkehf/AIXeJHwzR6Ca8+BfhrabpqBYzEbDCYYah+M+l5D+MDsztDb8ZO3IKjXwc1brT4mNSy3XxH8IrbpO06HuJNugeFjUmrCPE0ZLDlAsm0oPSThs5jAPA+g/h98dIfGm2+HENluumrxKxWqqUQ7TSq4Dyk52SLkqAc4LbBwevWy8an034CeHVVrPUlSKv5CNYqd5590t1uBBIBYj1HJZ2IH95seojpMiUB4XPQ51+PXxSrKKCweDNkuwjmjK3TUNQrqPxXDeVC45IwAWPHBdf25R05a7hDHJcmrq6eEoZJnmUvE2c+pmUZCnJAwBx+nTrVj1Gu9V3DWN5lpLhWVs7T1dV5qF5mZscKQSoxg7Sc4x0UtOmXo7W9WIDJGdryU0VZGi7ioP5ADgehmwSnJJ/TjcXxMYx16nW4Xh5N6dA1JeJLcIIp6S8UkTIvEEKNHszw4AV3GcA5z9f06nFBcKartUb01LQ1fzQWMSzIXkJxgDGM5A5IKgDtz1VVfBFSmOKOoqqqAYjSWGWMYkySRndg4yQcr2x0ReK4WlaWCS6MsdSY3aIVUUjU+So4Ldh9yzfoMnrjTUZ7HWhKUd0WdFQXimClbXBTo9OEgJKhJMnBbao/MOcgAA/boMbtqNmUU1VSCBHMZCUsSgNj3jaRuQOMkZ7Z+4qKEyGKvuNU7JDCqKZYlkZQA23BEW1iDgL6iD9e3RdtQLbrPNUSyRRP5p8n5inctzuBUgcKzEk+45P06RKug7aezGlNHQyebWHUREsD5EcBjRXJbcd/lruAO4nuTjopW2ukuFLHUEyLITJT5knIkwSfXtbbwN2cbiuf06E170b1war0TTVMkcT7paOkqFRTt4AZm2KCD9ucY+vWiVVqpaKIJeaqipARG8NPDFJKC2SHbzI8Y4PY+/9WtvVMWl1H17l+QYSR26qaF0IjYR+XHGQzZRSxJdRnHJzz+5QpblUS1CT0ukYqTI3bpRHGXDAckGQ5HHtjgjvnrNLdr1SS07zamr3p5pgsSyUUSpGp7OQF2kAYH5vYcd+jcFVTXTy6gNZbhceXgqJJTFLIFyAojjXYgPc5x7Z98NztE8tLZkcq9UapHnVNPdKSgmQtGUNJII2Ixypd84O4nI49IGMdLR3OvvEUle9HZ7hG0UWxjC8shlzyrsF4PpPAJ4OCCeiFdJdZHlaPR9PLU7i6NT3IuYo+QUZV4wR9x2xg9ugN0tFvqIP4hWUE9sldxCkYtRkDqrBgQSSMgk5Jz+bjvnq6Moz3KXGUQ78jL/AOpbN/sT/wDd6+6j2zTH/qe0/wCxU/8A53r7q3liLbPPV9u70nI6ygznkda/r0rGF2ucqCFzgjvz7dewPJGZXIVQDnB75Of06wp2YGe3PBx0mSd2cZ5+nW7Fd2QcducdQh9uPABIx9+lGkDKRsX69v16SBBGO3Oc9ZzxjGeoQ2ViCCrY5x18uxsHt1jGEztPW6qoG4qR7D79QhhR7fmY+316dVRWCljp0DA43OSeCSAf+H9Ok6aHfMzEemJSzducdaV1Q1RMWwAuTgD2H06hDSmi86VR9/rjj9eiddKYYZIc5YyHLBvqQe32Knn7jrS2xmONSqrmQHnvnIPp/wAB0705aKvV+qLfp6iDM1bUJCvGcLwGP7KP8OoQu3w/rrb4X+B89/qoIHumqZXARkZnNIPw0XjAwWZ2we+B7dUDda2tutwknqZDJNI2STj+nHHAA47DHVt+Pmoof4vSaVtp8uh05ClJSxRlAu9U2SNxyT6VGSfY8dVto201d6vD0tDSvNK0TYRIy+AeC2Bk4AJJP26SPcZ70WnpXS1otmgbbNVz0ktzr/8APnjdgFjp9xCh2I2qASrH1AkPjB6Ey3N5qKoqrl8zVuI6iKCQBI1d3YKSFI3cbuMnACYH2U1DcKgBrXBS1T7YjQxRiSNI9kT5wsY5Us8W9iwBwoGOehFT5LNFClNBVVlQxWdtnmGRpHLsUOBwqqFJ3dzxjpEr1G2VDq4VUVPTVUTpTq9XN5ysXE0zLGJBuOfQhy2ASMnGR9emPklKwVDzTRNT+S0bxKqFplKq6xqxO5gSDuJwCDx03rapqaMUtKyIPI/0cbflVSxy5HBfZtJOeBxznHSpkcxzKqmmp6SOSXzGUx7mkI2jDbmk9RIwOMAk456agXYvAHFPVLKgfzp3DHzVnmmyoOzI4LHknjjAzwel6WKo8k09BURxZRJJKjYRHKI935FTBPrkULgcnB7dNGX5d5KdIKtDHC0kU00pBd3DDzG9x+XaqhQT3Jx1vSyVCVtM8FGHqJo0T/RbiCrL6UBK55VRnkn1dRrsFDqmo6QVVOlMriWMSGSc7Q9Q6OC3G1mLbWwCcAkY5939Va7QtPV1s1Esyq+0l3XAfY/o9WDlVeNi5GcnjJ7NKVYLVR3GSWZqidsQCcOWCoGBkwinHdl5DAZBAz1usyTUtLbKWhlhho3iqGSpGwzS9zgKVSNRtPqYk8H6dK1bsmwBv+io9iTUcjZEYlkaTILox4kC/wAqsTxk5wDwOgySapsM88TmY+QDFKki71VEfJGDxjcvb7dT4n52dKc3RjDIPNlljgZowygsu1AQzeoGNSx7Ant1qaOa71klTcgyUrJsm3uiCScRmTYxDMzscnj/AFjnHbqKTA4kPFw0/d0SBac2iuUqROJCFZyRuZhj9SAAAOrd8MviF8RfCTUCVl2tVr19Z3EQqKK6RtURVEQxiNudx25A2tkDjjquL1oVJnppIqmENNDx3ChhGu5yxJATecD2JBxx0BtsmotOSzz2aukj2bUJXI38Ekqe3GcZ+/TaSBrE9htI/wCUG8E/iO8Nrv4erXU2gNXXC3mnpaG9v5dvnk4/BMyDCxPgxnIB2scZ6klXYdY+Jltp9L2jQl/o57gu2qrJ4THS25cZ835okRTjdyDTPIx4OByevGGiutlvVQkN4hW2ySkeZUQoWkclgcgEhRjJP6dXb4PfFT8R/wAOy0y6F10btYyVZrRUP8xAM54MZOU9OCShGMjquWOyyGStD3bXcJFRyzbcAk9z1z/ePC7xdu/jHS3+CCKkho7mtQL+K5cSW/ziwpBEp8w/hkoysoTPIJ7jnvS3+VS0l4gacobHeLPPpHUctWsVa8cgeOWHypATA77RG/neT+cgbN+DnHXWvht4jU9q0Fabj4i6uoxU3GV3pZJJ4pmFOzExedJAzxA443btvAyc56V11HW1oG1nxF6ap9W22yyWaoazXmrgoqO8xTK0bSTsFhZo8BhGzlVDZJG9SQBuKz7Ud70Vbk/s5q+/WikW8RvTLSV1WkRqUYFWVVYgnOSOOojQfDx4a23UdHfUp7jLBbZo56C1y1O6io3jYNGY4woOEZVKhmYLtGMDjqp/HNb7UaqvljuOhdS3ye4eZHRJQWmeograZ8+UizohhTaGKuJXXBBPZske0gqmy79LeCPhhou9Tak03pGnhvNRCaZ7lPLJU1Pkk5KCWVmYLnHAPTHxR8N6bWenqtZGFVGwjlIIVipiDYZW77lzkeruP1zCr7FrjSPgLozQ2s61p7pX0Itt4nDiQsfK4p2fPrJUlS3O7y2PO7qrPB4U2gPG/TuhPDiVaW36hoq2XUFkpRiFIkgZo61oxhUbzFSMPgEhwMkDo8yuiJaWUJc9JakrY1p7vcrxd7FSTNRQ1ElnarnzCXURpPtJ2oG4HmbRvxt/lFQ1WhNNaWvKam0Vqulu1B/EVpmWWllpqykaRRG8E0MgBU73hYHBUiNsHgjru6t1PptaS22mjrKWioaGNKZKaZhHsliTbUowJAZxMkrn3PmIx4YFuRviRvGjNSeJUs+nrvTQU0Fla3Xy50iB1iqWk/BII/O8Qy+Ac428jGRRnx+fjliezVFuGXlTjkXQbePlXqHQPiVZPFS2SNWXHRi2+ORVQqs9I1PSqKMEcneZK6Ut9MnHXXWkNaWPVljs/iDaq35ix3GiDSAuyn5R2z2U4LRSFwynjaz/AN0DrlGmqLv4rUWmILnNQUrVjSWy4S1gkHyNWlLURJIxQnlH3qAynnaAQCM48EfEC0eA/ifP4YV1WG0DrOqqqjTrTEstCRVT00aTbuNlQKZiPbkH+8R47juHhx2BrD+vHpXWu3vVOv8Aw9DgyT4aa8z9M+vr3+p2vBUS3+vpLbcrdHHbad2jjiRwpoaqF22yRScErLHIQFHOCwIwxAez3hVklpIUOy2VbQLOzHdDgD0OpHKEMAfcqQ2PfpSzTW62SW5aRaltqS+R5xaQIwXZHBnv+Zw4GSWKDnOSGF/p7imqaeNbaIbnNTKfPYoYrjGpbdAzJwkkRbcudwwxUMcsy+IljhKufbXrs+/8/NnW5nGXKObraYL1bVjiDU04ytLIG3NE4H+gbnDcEhecOhIBBCsCCqhVHoZagtColBR98jFQAaiMkDLdxJGRk88Z7pzra7Vm27jFOgVHjnB8uphJJT1Lwm0j0sT6WGPfrWRsMJhLIwMu7ezCFxLjChj/AOTnA4DH0SA4OM9LjytJQu1ej/gDjrZlvOSqjuNmdYayFDKiU43q6E5aSEH/AEkR/mi/Mp5HPBZ1Vxrr3UyR3O5VE1FUtl6LyoamML7yIjofOjGeQCHQcMpOT05MkU23zPLikebzDuJp4pZ/72e9LU8859LknvnhKULUM61gljqVlWaWQwEOrDhXqIFOSR2FRD379uDvjKLRQ1qb2Hw90fS7TRWqxbqmqMUT26kjhWMPTlSSiIoDCR1ODnBC4ORnq4KyrFHSVFZIfTBG0jc+wGT1VmhaH+H3P5aCdRb231MbfMiZGdpYR6XzyPScDapHIwe/ViarxJpy5U8bAtUUskKYPu67R/iR11oZlLEmn+bfsZHGpMpHUNm1OLxPLb/EnVFsby498PzEj0ySCNQ7f6BzywJ/0yjk9uwtfwZqru2nrhb71dau4vbri9JFUVT75XURRMwY++JGlA+wA5xnquNV2+mn1VcZolg85p5UIJhD55UdzHJ7ewfv7jqzPD4PQWaq3ZPm3a5Sk4yTmslA/wAAOnhltZbfXT6iZIcyivT+AT4uX3xRho6mPw1uGmaD5VvJqprxBNKwJjV90ex1GRvXhs/Xrzk8ZbnRQaouS+LnjVazdaWRaeSCCzzK8sfZXjyxBTBLbhntkZPXoprWrp5ZJ7fVwUtRT3Wpq/MjqBHj8OKCMEb2XkEE5GT1XusrVpSo07LSXjTlsvDOSixVdCapVg9lRBC+4KvpVVJOAAMAc1w46GDLyZF27dVe7TJDBKcLR516Ji8ILrfI6bSnhHqrxIujMNsdRVpFBz7hIkJAzg5bIAznPXXHhtp7VumbZ52sZtP6JtlK5b+zGm3WnjpGbIzcLiMlXwQoig2yOSBggNideGuitFaYstUNI6cj0xDUzCOW3UkIonmkA4lnKBZgNvCxsY2wrZUlgSztlkjnr6dNL3QXsWmeRYPlDGkduc8eTTqsYp6I7WAZwklSVfGIxhz1HxUc8mo2ku+/+PgviVeXKCrTXt+fcTrq62x2+Wp1GtLbLDSU2yeG4QGmQ0nBjFRGhzTURO0x0XNRUZTzOz4qD4hfFZdN6Tm1TqPStyvFRJ5dRaNLVsLyQ7yFCXW+LH6clQgp6QnaiYBH0sCLR2sf4tHNqJaQ1VLWSV9uNGizW+2SvI4L0lM7s9bcmGWerqiEjaTcf5l6kSX246VtNbbK3SENmrq2RqiWetVrkKTzHYRyzekGvuNQAXSBQ2CSzsE2qXjOMJqlffpp+fwVtOSfQ8p7zfvFj4jvEajhudTcdRajussdHSUwHEYzhYo0GFjjGewAUcnjk9ejXhh4DaH0v4a0/hRNSw3SippZDc5pIhJBer5sKyT4P5qWhVyi59LTMByeSrpnw90XYtZ3vVek7E9qv9d5dHdLpSVHnVtF5m5pKWGYtse61BYmWRCsdOhwSCC3RfUHh/qu0Ut78RLHK9XNZ7Clnslgjl8i3WtXmQIqnIad1zu9meTJOBx03ifiqzpYcPsJbL1/wV8LwfLeSevcE+M/gV4H2Pw4oqiLSEVDdnkigskVvqI6SeZIsGeSRnIEmIwRk5Jd174OKT1JoDSXilqSruPh/TVuhZLFQskVFX0smx5xESi7w34csrEqMsVJI5BIU3hPonW+vNVSP443S1TUdotEIWmokCVdPOqZjpITtLRvIGZj5fJY7vyhh1MtIaCu0AoPAehpCDBUx1FxqfmfMEi7d0cEihQAsILbl/J5gLDDJgcrDmnjSSbk/wB3/P2Oh5Uckm2kv2XcsX4VtCvp7Ty6mqqmWrkSnjtVBXSKZGnbBzKAwB2AF2BIBxKQe2BeNfcbXpe0PWVs0NJRUqqgMjhUXJCou5jgZJVRn6jqoKfxo8MKzX1Z4EaO17T0d/0esUXkvlWlmYEuwDYWXJIDLyQfpnPUiuOoNZQXyOnr6Glkiq4PIenmbFNK3ILxufSc5BMcmDwdpbJx7LwzF/bcMo9evx/PkcPjJ/3Obn6dPcgNd7NR6s1PVzWuoWxamlwou1thzHUouAvnxuTHVxAnaWU719tg56HVXiFqbw4q47f4p6dkoaEL+HfaBXqrRJxzucAy0jfaVTGPZ2xnq0tN2Gm09CwpE+X82KOOSCM/hDYu1NqjgYUAZHJAAP5R0S85lPoOB9OunHHpZku3RAV11p27QwPSXWWmtFRGJTdKF/NWfvmNJ4ifKUe7cMc8MmCDMLBPYfkIItMzUUlFTqEjSldSkYHtgduoVX+Bnh7Pcaq8aYhr9HXSubzKqq03UCiFQ+c7pYApglPfl42JyeoRBorXbXhjar1p3WDRJvR66iqbDchGSPUtTErRygcepYx3HIyOjbjoRIsWg8KbRHqAasutXLXXZ6A2+eqMMcck6+arq5dV3hhsVRhsAZwBnrF18O9BUlvo4q+hnqpaWja3URed5KgxMHDRqS3O4SvuJ/vnceT1CJL34q2B1Sv0Fr+nCkgTUFdQ3iAj6+qQTEfqoP26dWvxYpYahpL/AG3UsddJld9dpW4xMqD+QeXG6AZycL3PPQtLoSibWuyUtvo6emS3wUtJSosdLRQD8OFVPGf7xHt/KMDABG4vpvMMhyh79s8e3UGr/HLRVsXNyuj0RYNtM9luAzj/AKUS/wC/qKXL4s/B6gVhcNe0dG/lmba6xU+5cj+WR2bdz+XAPB6mgHZcsEMkr/hxk+w49uf/AJ9aNVUcLmJXNTMGKrDAQ7Zz7nsP1YjrjTxA/wApZ4R2CKSjsWm9Q6jTGwuZDBTMckY9Qw/ADflI7c8HqIeDnxN/Ep8YOtKnQfhvWWzw103RwmS4XWliEtXFA+FWMSNgBjscjABxu546KjLehXJbHXnjD47eGPgrZmuvirrKCzI8ZaCz0Dedca3H8oVeQD2z6VGTuOO3Mly8VdVfF34aas1bcLrXeGXgVpmNhNQW4o1yu7oqgI8mMYLEALgqCTnsD1yL8SFs+H2kud1j0P4kax1brCjunkVtzu0iywXAAESSK2xWyGwAWOTg8AYPVo/B14+aEoPDW7/D54oIyWq7SzNDUgkA+avqAABYuC2cDJ4BUEjm5QqPMJzW6Y7p/hT8CfHvRdXfvh71Peae+W2ESGhudSkiVWFztbCK0b54ORjJB5VlY8xeGtj8UG19R2Pw9pK5NQxVfkjyBteJgwDBiSAACATu4BAPcDr0M+DnwE0n4S6/vmqNH+KlPqez1MCKtspxKuZVYlHnLJtQoGdA3JxM2Bk4NyaR8MfDrwea963uz2201N6qZa243SQCJG3OzNHGODxk447EdzktPOStXYPKbp1Qc0ba7zadGQ6n8R9R0k9ytFr2XG8lBHFSQqDuWMNyWwTksWcsxyQDtHAfxX+Pz+PeqIrZQ3P5HSmnphS2ujZNySNkhpnDLgs3GOeAR04+Kz40H8YK6Lwt8NqqWx6OSpxL8uo+cr5MNiVgXVMZUBQzAqSDg8YoDQdZZKuuuD2xro1rjnyn8TqQ8jPty5YxKFwQM7ecfX36x5oyWN5Ohpwtc6gtyW2WyfKmSoqdQztsk/CSMJKvBG0gK2QOD/wz2mtuueobU03lJHNRTIp/0AeORH3bQTucDsxwQCD7dDqO60VRQ/IRCjWlHeCJiY2GQSArgADH68j69OaeA1EcdTFSNAkUSiQovkl8kEKCpABP29+euHmm5/qO5iioL2WFacWpKtheqSmopiRMzOXhckA42sgAHG0jgdsdiR1Ko6O0XSF2p9TyQoYRHHSGoO1lxwGbYFC54wfvyPaNWn5uaolaA3OYSMZDI9XBKh2LwME7gQBjkHI4+nW0FEglaqeF6WXzNqJQ09RTyJuOScxgp/geft2yyS6PU0Rb6j2W0U604aaqq4RjJWEiGnbOf56dm8z0oDzg5PbpW5U9wttseks11p40rniCQLV+mQGErysmG3dvqeWGGyMDKtvJpYbPWX+rrlaQqkklOVcgt6kkLKCwAxwACe4Pfp1HDRKxQ11VUCBnMBQwuAMkhVU5ZSMY4I7k+/SyYY0gpZotYUtrqv40tala26KH5aSQRSx49H5jsQjGOAP8emepqzUVLEo/hXzkcUqRhTRLPIC27LMzMAcADkfUdjnBKlulq80XCuul4bY+6OaAtyoUruO1iwx/MWBOM8HpzbtQ2GKdBHf2hAaSLzpoHV+T2ZlQueCueRz1WnJNtfYdwWwEtt+0/BCWkppaSTyzC6VFjMQ2ZyCWUupzjtnOAeM9PI7Rb5la5W2yWm6pMvmJurBEGBYbTghMBdhCkYxuP2w/SKz3ut+Yi1DF5kbFlMCMjSFTkLulOAc7u4+nQvUOif42Gaqs4NLLN5sUcRHmqpA3YKFUXt24JP6k9Nzq7aJ5b6BGIXwMbdS3Knhkq8RCJGleMndkMCuQATk8/Qc9EILxVWmAm8XSysGmBQzxCVMEtn0g787mznOMj39oZX6bvdvpZ/lp79Rrt8l5Kl2dV4PvgkHPYOe47+/WlJTVEdu21fzt2ZkUTyERzx+khvMKhXCDJYkFweeo3GX6kBKa2LE/8KMP/olo/wDgn/49fdQvOmP/AGaj/wDcx/8Ad6+6N4vxBqf4zz+RC7BR7nHWWO30j2GO/WqkDORn9+sDPt17w8SZHIJ563i8kuBM7Kv1AyetOeevgPoeoQyPr1sB2z79ajAOD0oAT9eoQzychs5Pt+3HWzbApYA4I5H36+UhW3YJPfkZHS0MazShZMGNcM5AxhRx1CGZj8vTBQSHn9TA9wpPH78f49NYIZKiXy0XcTk4A63rZxPUPIudpYlQTnA6XtwMQaVhhiMoTkfrz/XqEHNQI6eIGEqTHjDBvzfmA+49urQ8AaWi0/Rah8R7tSyutvp/kqAh/LBqJe53+wCg5I9jj36qOoBmqBBCGILBVGcknsB+vbq5fFOaPQ2hrF4V00ytU08Iq7mqlivzMq7uMEbmAbbyCBtHuell2Cu5Ul2ulXebhU3Srl3VFXK7sdxPJbOOcnHPHVl+H9fSaMpq9Fikepq6V4JDFK8eYgm4ozKvCtJjncOEI479VnZrTWXu6U1NAUBnqI4QS35dzADP06t3U1PYNP1UlPY4vm6USbTW1c4aOWVSdgjQDDKuWb05BYgkgdLLsGO9kflrkqJJ7zIQEl8yFvIiMaeXuQGNcbicp5i+3GCTzyNnqoJLzHLdS0jU0QeskmjJMTmUO0McbYGQW2HORgn26Qnq6SNK+aWKeeBXKRtOWJUs4JfAAXnysDnjPvjodVoGq0hSOQSCMlzJGwZpThnOFAwAT7+w6KVAbsITrFI7UEETvM7L5pQhiuUAKYUBBukYDnsFUdh0kJYJqeVKoCOSN/MqdzhPQQAEG3uCSCePbjrWErPcUmpolxEyySyysFLPnuzbvR68AAYO3pKg+UkMclefmqYvLI8CMVaYoN2WOTjOdo78Zxzz1CbhW2yVULVVVFWTvjdWSSeYYhMVKqoC7w2AWOCee2OthXv5caSTpNN8qsMbGcoIXlPI3M2Suxm4AwC3OT0JEaMHu1wiSN2L0sdLGoLhtuc4zkYyPUR3PHY9PKWGKmnE0yhfIjEpBmjRY1MZAVd27LcrjPPB46gUwpQvTSrBUVcTTIA0rq2FiiDIqrsVgq8nG05YKFBI46Si2SvUVcSwp5hRz6WfZJISVGSFTIU8E/fg9YqKmCpZKqqqj5cb7lIkYLvEakHDZaTGcYVVAAGMZ4+ketnRwlMtPslMryVCtlGAK55yeMBeWPIOMnsPeG9R7P8ALCKSnkjaKSolhRcyJI5RVIUMgIYFmyMZGB/iViq7vWA1lW26p3vOJI1klMYkyv5clQzgIqjPAAx9ehlAlX5kFst8spl3S1LyuXiUkx8u7s+Fby1dx78gAdaeZI0lPGs42UwSQwCUxIZdgxtC+o7EDZc55x2PHSUGwq/y8NTG0glqKmBDTO+wTAyhcEbpNy53MEGCeQx4A6eTUVOYVo2QSzVErQmSeowNnJZlXA3YK/mPBPYYHQOmgVGFxpIacQpJL8t5Sgs8rAiNdrE8AAtuK5H0GR0Xt34UpVUljdXSWWcQtCVVRmMmaVyVzkkYCk59h0KG3B900bHfYkxRS/MPBTpTqiES+XGm2RmyoADMeN309+ohPbNRaekSe2TylwnrXaGMY3bduSMHkjt78e3VlQSUUCippY6AqoljgBkTEuZYwjSE7GYcMdxOOBx79aCC10k1NSSz0dTKmAGRBIF8ljvkbadxJIkKxr3yp6Kk0DlTK9/tRbb1GlDqe3BZvNBNVHlZFJ/M7sSSx4HAA6nuhvEbxW8MoJJ9Bawe5WarRhV299zwtFhshkcAFtq8leRx79Bb3otbnBNURUc0USiMRl8CaR923c2T6TJk4XBOR+p6jF007fNL3KaGnklPydRsZHU7Aedob2J75Xnp7UtBacdUel2hv8qhbtSx26guduptJ1ltgiikoKineop7htwGUTEh4SRwpPCnli/brurVnixpXS1npLzAaq+JWqJI4bP5c7+WR+ckuqBfuW5wcdjj8882rILyUXUVAjT7wWqduxz2zkqPr7DAA6nnhr43eKnhZWtWeG2vak0XLSUVYS9O6BTgMj+nJwQPc8dK4PoMsif6j3ktVx0B40aH+Y+To79p65gxVFJcKQModGw0csUgyjqw7EAggEex6i2gNQ/DfpLUlV4f+H0disV3qZTDMtPa5KYVko42CqZAlQ4/urI547cdcI+BP+UY8P6Dwyu/h9rq01umtRXSr/iElfCDJSTlmj8yLaBui3xxsmRkAvngdrTNbQeP9lg0z4Q09Xfq25OkyXGKjmjpbbhg3nTVJUJGy9wu7exGAG965NxdUWJKSbsuXxx8L7LbLpW6xtpqUq64D5m109WIorq6hQnnI6tGQgU4ZlYgyEjJ465f8aLPp/xRozoiv0ldtF6rnpzNbWluaXGhvggj/wBFvWNGWZV5UFOwwO6g9a/EGt9ttVS1kdmr7rTJRRpUSUcLyzb4y53RwxgtLnzG3In4g2gqrguUo2ewa31/q/ROpU0peLLpDRF4XUtxvF4t81HNIKdHK00FJMq1Mm9idx8oLtGBnPIt2FJct9TiPRl2ltlxa1fxGehW8z+V5kO4fJXWCNT5nIA/EURyj/XSUYAx038WI7Xe9N0NFXF6acQGe6r53pSeihq0p6eBcZ27pd2AT6ZVOPfqT6vsNZN4raj0tb4TDR3ioSrWpUGSO2VEb4pK5nRSFSN5vLc85WR1xkgdbaopazR96ul4utpsaXDTdxNpuUdXTQVM+GjHlZQuVDiUx/jQnIQJ6sDHXC4rhp8Lxi4rFtLdd3/n7pHW4bMuI4d4Mm6+xcHwz+O9RcJZ/h38ZK4R6ls8nylHcPNI+deEKSiyH/71CcDPvt7ZznrPSmoHpquKxaglNVc3h2UlXMRFTVcYGXYncQrABd0eMnGfUCAvkxqI19/rEtEdXDU1tDPBBSXenZ1ENZVVjVM9eZELesKFibLZA2jkqD11J8Lnxd2vXsdt8OfGmSnp9RM8c1puVUPKguuxz5ZZsDy5wyHDZG49uSQ3C8Y8FUr4vhl6tLdX1X79vtu4XjLS4fO/c+/oztG/aXu1X5d+ss/m1IQJNBKTFBcowCCyIWbyWzja5yHCgNkFXVrZYYZrYlbNXyW1qhJKaOCtpSCmwkPDNu4KZJATk4yUbb3D6+11O7Cnqrb8xBVRrGyVE7Rb5X3iRfNU5jk2mIxMcKxLgMGXgpfqK66a0fQ0FdWXysp6usSFaqJY6qqoWLr5O9FU+aiybUY47nuNjP14+GPJPG48qrp3irr4+i+Cs6cp+W0pPX7mcRzStHTOCzwmFUWRXLrjlEkf0VEf/wCykw684PI6QWpCR00c+ySGnOBvaRRTP29Eo/FpD9VcFD2B460obfdJ7nS2jUtvWGSvLQrdKJPNoqgoCx81CCYmwMhZBw3pR2bu5rmoV8moglrZTTYjkWogljqaUnIwsyguF4/KwdcYJIGCVlCWJqnaYyaloD6uz2W816Pd4WnUkOIp6t6GSY/XzYmEFT34Y4YZxnv1JR4eWqyW+C6WO8X+iaPypRSm4ebEWVQSrIzbH9QP836HoBGYVqZVjq0jjnHqDMkCyZ+rqHpZj9yqnsDz05hmqbazUk8Tw0jnhSjQw5P0IEtMf+rt/Tq/DxEorcrnjT1Q5oY7vcbnU2yCKa21LL5sNXUtO9JPPktjyA+3kKzGPeGwrHtgdJLT+OGi7a00GpdP3CjiY1DCqgkBPmOXYBY13D1Ngetj+vTKjo6u0Xh7/ba2SrDnKwtS09UEBUj0NTtvTgkfl+326d11+ud0qFnuVLNE6Axx+QtypdqEkgHbGQT9T9h9h1qXFKEah1q/frZW8Tcrf5sKR3u4Xaoir5qpbfURQPHNFAtZKpkeZnyrRAbl2lO4DAhvbtHvEGjuEtvJjuVcJ5CVUmy19XvX+7hZlJ9uWO36jo7FLJKo20dTOjHJEj3Sb2+hVRn9egviBZ/nNPVUQstKwK58p7ZK4Y+w2+crH3zyOPt1z8mfmzJv0/gvx4+VUiidQVFotlnqLLqS8SwUjkrHbKq4RW+mnzzzabSHqaoZ/NE7jOckryetKK9arobDSWe00psasnl0aXC0/L7EbhloNOUZaok3AkbqqTbhiXyrEjeurrXom3yJHW0lmepIDw0NRTW2WQkZUiGgSpuDkHjAdT7bl7hpbXuRs8VhtltS3y3VzmCsgkti1o7lzbad5brXjGd/zEqIR6pPTnHsOFlF4k5VX5t+6OVmXLKyY6c1NdNKVktZ/GamZoo/mLvUXOvhebzFXbGK2sANFbYUGdlJCssufUAOcshU6k1XX2+6fM18bT+fsro4GpLjUwycyfw6GQlrdTvj111RuqJRjbyVBWm8JNb3amo/4dcaekuNuQrQVl2t8NRBQSYwDQ2uFxS0/t+K7TSEYGeMmNaR8eNFeFd/Twf1rU3rUurqKcUtzr5YBSNX3OWYnc8shJWLDoplkxtWNSEIYBRPLCcW+GSlLr6eoOXkaWXRMxW3nVPgXE+otZQQVlrr6iCx6U0/pu1yPHRqS0ksZncfmkXlm9Ukror42x7epZYfETW3ih4j/wAH03Y7to+PS1QtRTUd4oY/KjiZPVW1PmYBkBDgbTtRcqO7OJzdWudPTvq+rutJeNSWesoaOhtdHSA2+0NWpvRoRKMSTCKSNzM27OAp2gsgr3Suj9Tx6Qro9W6ta86vvlRK1NTRqXZoWkKStWoT6Qw80GI8s2D39RwTlHIuaS9p7v0/NPUugm3yx/T0Xr6mNH2ax09df9VPrOp1bdtTzSNaoaarZlpZfMZZKtnyW2iUb4lIyGRHGQMtN/GDxAtnwf8AgPddS3Otik19qGmEdPDJIyz/AIvBYHlmkONzEsWCqMk45sHwS8E9M+COn6ee408EVXSU7SwrKpdKTaoJeU/zSHcMDg8gnsAPPD46L9qzxV8QZtQQT1U1oszObdSyyZAjPMjH6s5BPvgEAcDrRwnlPi4Yckqf1S9fV7ei13Bmk3ilyapfJvsvRb+vuOa9N6itmqNSpeb6a83+S4Ncqmre7JSLMFVnKJK+DFIWA2tuPLYGOD13H4KfHtq7SKRac8UoqzWFhlw0FVNGI71RQnLJ56sRHUgpyGUhshvznA64PuWhKeeh/ilDdYWcrkQbGWRUADhm42n8Fw5II/I4xxkq23Wuq9NedZb+onpvMaOf5iJZWYxuCE3uCVVXTspH5nHIYg+9aUlzYX8Dzji46ZPme4Xhv4laU8SbVDffCDXluvlCozUWyplInhH/AJtlb8anYdsMpA7Bex6mR1JQwTLS3mKa1zk8fMj8Fv0mGUz9ASD9uvC6n8VEN4ptY6frbrp7URrJZmr7ZUpTSCLaAgBjCndkHI/K2ScDrpTwg/yoXitpqoSzeKtktutLOqhDUMVobgqj3LAGKQ4HYqCf7w56eEnVNUwPTrZ6h3ioihsss0FVH/nQFPHKjjA3naWB7ZAJP7dJWeWnlvN0NLIhjt8dNb12sD6lTzXIA7AGcIfvGR7dcwaH+Mv4QvFSRrU2oKjR1dWB0lprtT+RSytzu3PhqVuM8uc47dXVo7TlvhMV88OdT2HUUGS0DST/ADHlIRhkinic7UIP5dpXgHbkDBuXNbQGkyc6mqZko6KnSeWH5qtWJ3jco+0Ru5AYEEfk9uhWiKu4TaXr0a5VMrx3S701NNUymodEirp4owWckuAEGAT2AHQ7VVR4g1y0D23TNEk1FVCYqarzY5FKOh5byypAfg4b9Omdu1PeNM2o25/Da/zsZ6mpZopqaRS80zzMAfNzjdIw7e3t0U9XYGqqipvGbQVp/slq3Wni1QW3VFy05a/4tTJTJUU8DxAMGQx+ccMfKf1BgOQcd88UeEl48NIfibtlbedJ0c9l1E00dNb7moq1t8zFZIwrODyzRGPd3HmsR257013cdX6409qXT7eGV8i/jllqLMjSeSAg2zbHOGIIJmxjIPB+ozxxavgO+IZ9TW/UMaUFA1qlinpWmrot3mRsGDMoYkcjOP1579GDVNNiTTtNIm3+UG0pWzaYqY63XWi7Lp+lWG5WKxpbAlXXyKvlvtnA5IyTtGR+XJXI65w+B3x7oPBPXN3otQOv8G1HTwRVEh9ISSNnWPc54QfjNyfTnG4qpZ19Jr54S1Wr6C20uttKaOqoLbTvSU5uFO9W0ED7QYxyqlgEVd+cnaGwO3VIw/DP8EPggXvniDqu01lesokWmrK5ZZC27ICUcJZ35xj0ntz79NCacOVklB8ykipovgu8IPFnxi/tVorxIRdJXOpNXV2eOhqPnUctl4oz5ezyyT+fJGDgHs3U/wBJf5Nnw7t2tLvqzWFzrE0vSVk8lut3ngSLS5BU1EwJAIAPY4HuSOiurfjz8JtEWSazeCug4qioCSxwT1wWjpojGoYloULTkDdwreVnnBGD1yh4u/Ft4g69aNdTa5NVSpOkkdugoBDSRkw7iHpw7xyASFcGXzHG0kEHgRPI+pGoLWjufVXj14I+D2nY9J+H0Fj8mAwwwpAqmiG9v9IFVlarC8klCE5I80NkdcFfEd8SuuvGa6Vlsp77EbNb418uC3RyJSow3LGqxhiDJ6m5AVQSxAGT1WlvN61NA+pa25U89M7ypFTvUq0wCghpZEwdo9TAE4yW4ycZGx0Ft1jrqksNvpzYKmSc09TMjtMofecsEiQM3JChFBY7cZJPRjjrVivI2tAjHX0X/g7mrbda7ZEIijVtUltSKp5zGIkmaVyd2SzYUcDJGO888ErTbbdoIVtz86NrpUzVcCqWx5YIiXnaVPKS5BIwOffmI6xFRZ7PB4SppmiS/PUfLVk5pw0vlo+9ZFYA+Xkfm2scqhLd+LBsTUlhtFLSWzUdxpHjiEIV2IjIVcb9qq3BzxlV+5J6x+Jy/wBDkvWRr8Ng/O5nsiRVFssz0kUbW9I4X3oDNRx1ABGWJLxDOPocHAA+nTaCjt8BMQr6iAxlkkSnaQKuAM7VBOM47H6jrS36k1JT7vm6iz3dXOVVBGp44zvjxgd+4HT2kv8Aa9QSNBcbbFaJo2wkbzbN6YGGVmAHf2J9jxz15prJi2bPRx8vJqz5AkXlVdvutvrQSFWKpijMuex3CNQ4HfGV79S61Vt1jq3+fljp0nUA/LVKuMDBw0bLvxgAEAZxkfXqH1Ft07VuViuYjjL4eGtiMMb8gjBBKnn3A9wcdPqS0jyqu42O4SRjzFzGqNJGSCQeSVBB55UdiO/SynzrV6+4ZY3F2kTqqqZLpQSTQ0EElM868eYojbb7BGRMcZHDdOFpYam2pUtpyCMbWKvTrD+JwOO7FcDHc+379QC3wVQqopYliRnhdpUjq2hcyEenGNoIzg8Z98/XqRGuNFTP8nabvM9QMyVXltUpuTGQHBHIGe5H3GMnrPKlsWLuyV09hq6iliSip22ttLtTVC07hgCSuwDLDj2GPvz04q6Oz0UtPTTyX2OXO8S1MfnhZC3J3BDtbtnGDgH2z0Fg1LbkXY1azs7JG802WMhxnK4B2gc5yeCOcdI1lyiikjS23SohLMBiT8TaQfzAo4GckdwOD79+kuTeqob2a0Y2kpkrKlayWospjDOiSVXnI0jrj0vgKCcdsgdvfPTT5O90k7S0m1Vkx5ht2WyMdyM47Z/Nnuc+w62E93mpmjeq+cdceXKK10KkdmIkXYvHfJA+5z0h8vXQeW1wsMhnH/lKSlbGNg586Fs5K++OM/r1oXoyp6bhmbVms7dDE0l6ulLTyHYpqqSCRHAznJIUjt22nOenMOqpqiCVKtrJVs+ZN1Hup2ZRkA7QSAQRnkjOcdDbbeaGo8q1wSvTyRT5WCWuZW35HGJgVK8+7D3989Ga6yaZlopHqYGrXGQZHXyzGVxzujA3AgkAqe+O/SPtJDp1sZ/tNqD+5L/+GF6+6Gf2Y0d/6hrv/wAIVX/Dr7o3AbmkeeDEEjAA46x1919x19APBnw789bDA4615PHWwA4+vUIZGPfH2z1uinPAJOeMLnrUAt3bHSqiQAYJHsOfr9f+ffqENtihc7uwzyM8Y6XX8ChZ3x5kpGNx5xj6f9v36Tjj86VYWI24DMV9lA5wPr/29JVkoeXj8qgAc54H/I6hBKOMySqgOMnvjOOicjRU8JVGiYKO47k5xx/TP79NKGnkcPIjYCnb/XOP93W1bIzsI2xwSxx9T9+oQnXgVpiDUOvKa43RkW1WFf4pXPITjZGRtXjklnKjA579DPEvU7ar1ZcdR1g82avfzgd+FUEtwEzlR2wp7Y+/U3oacaC8CzKjTRXfWE2+TYrKy0SZ2qX7AMQxx78fbqp4KWGsucNKxyJJNpZGOCM+2ecAe/Sp27C9qJPoi3y1dtmrEoJ5YKaoDTtFTyOCdv4aEqCBlu2SM/UdE6mrWUmio0gaZ4ZGdlj4iSOGRSqlUIAJPcE5IGT7ghaLhPZtKPYmSOntsNcJzM7DdLMWVtwTG58JGqgA92Y556GSCSoaaekR5EZflk8+UsVdMHc6khF2lhkklQWAAJHQ3djPRAueop0app6ajXymKxr5hVo2dIypfeRjILFs8fm/fplOZWV5WmYVc8YMkhyg2l8Aj3OQVPYAgZ5PPT+rgWOnKfMKyuPKeaQNKyxLGpdIyV25y+PTz6eSB0yklMVFWVhhqt88kBpwzZRY1DEM+fzHCAAduT9B1BBcP8nOZoEk3QolSsQBBjX1bcZIzljG3A9+OO+lGGohPTnesjRxwNGSWIiJJlYhckfkAJBHBx03yse4PO00kqIHTzBgkNliXzjjAA/Nw3t1mlnipWUybCahvNfylC5QEHaG525KkY2ngDg9QgpQPE1JUQtE7STExRPI/lKhYBpHZicZwMAd+SfbHS4plqIZZVZmikBZYi7yFlHoUlUwBjIGWxk9hzjpClmmkeYRbGSGMElgZAgEvAXcAFBOD+3J7jrFNLFXTBNsywSSRRM6tuYIvGNpYAk5BJ7DOOoQJVb05r5KqVl813aUnzeY+x2qoLDIUBACTjcfccPpKCaQpUVcQqKmd5ZBO8zSxopJUEBBudmffg/YYHv0xp6lJnFbVIPNlLgQgimjj3cAIoIyMkg8BQv1PW8FZVVqU8kdRHLUzGKBypGVVffcE9wzDvkBeeoMg0nyU86tQ1aTRyB4mmlpzT8lcOxGVOEQMTycnAOetaJ5rjWGoooiYwzwwtUUwSPfJvJLl2Yk7QWOcgAdukbXJQ3apqK6elBgpafywURcRYLMSoIWNAWIGSScdgc9KOayoSnopBHTwVEitDA0sALsAvL7Qu1disee5bse5RjhA1KXKWSDz2qKdI/WsKyBCQn8gCozAkMcLhcDJ9ulJbe4qYYAlLQ+ZKvonnHmBuXedod/G1QAqEj8wGTnpJJIYpDLsMMsk0hjkUN5cSOGKOcMNzbUCqmFUDk9Iz1lTRW3+G0A+Slq4HdMTk1HknHLsqA7mC5A3Y57dKQLQ1bmngFGtZHHV1EdPGQjh/LZt5eTKMGkc5YAcAKvB461nkkjpYKKgnMALmVTPMQ8pbc0ssrAgopUDAYhuDgerkbSzf8AjBqkNOqU1Pvc085LosjIsaoAQAzAYyeQCSc9ul2cPBPHvWCkSYxuiMzxGOM52egAuCQAWyuduAD36LDY7NxhjkFZAtUkVTXNJDVywBC4WBgXhjGWz6eD/Lwe560SSnqTFRtR76mpYxrG0Tb49rBmeTcCRIzEn1HIUEcZ6azQ1HntPVFhWRRIhXyEiSGR1JSP1FggCs7Me/HbjPTdBVRRxoa2eWXyArSySYCq7LvdiVIUEhj33Nxn6dAjBVw03R11JUSUYDxLRFopSVXO1stKRkkBm2gZ5O4+3UPrqSps9U5gLROgDDym3hfUVzuHbtwR9uputwjnEBrDTrCI3JZkaSepbAwqAjGwHaAOFySecdNR8xLC81ZRI8XlmEKxGGlKcqZHPqKLggKDhjwAenjYkkRFb68sIp6+kiqFHJZlw5wDgbhzjJz1N/C/xo8S/CW7DUPhjry42GanVMQJUHbUNxlTH+Vh3/MOo0LNSVTpT0UZWZoyp/OAG2lsYwe2CO/JHt0NlsFRHF8wG2KIjKd/o2erAXn3I5x+/TaMXVHpd4N/5Wl1eLTPxD6LDEbVa62yMZyOzPCeD7HKkfp117TeO3gd4oeH1XqTRGu7bcKOKAvLTRy7KmNsDapjOGVt2Bnjv35z14GlqygkK1MPneYpG2Qk9xwSM9/Vnn69PLLdqi1yT1VsvdZbJgh2LTsw3n+6SCO/SuI6ydz0A1zZIb1NrC8Uv+cRLos3OOWUHexmqI5VjeNjGELIrOI2YsrBHVS4Dszu3hrU6wq5a6x2morLpqbRME1utqM9RKVgMVO0rSLP/pE8xThsBgrEA7yvXPulviu8RLXdq+fxDao1XSXCyf2edjWywkU6vHtkRoyMuvlhQxHIJyT1bNP8QNgt3gvS6D8G77crrqy6U5p7pdbs3lVFFSdhTU3OQu3C+kngBhg7RHROHMuWRdjyKD5osqzX1PUW6GLRVouMktosFQ0UlWrAw1lcDtcKVyFiXBCnkEjHPpxXd4tdvuF8FhiqaanaJY91VvOIoo4ySE3HIOQSec5OPp10bqzw3+Spl1Db9OR2iyXbTdPV3WkgkMlJQXJyGWWLJ3JFJGoZlwQrFgCQCVpCr0vb5rvHdYYmWhnDETQTidTLg9mXjy2b35wCew65Ub4JtyenSuv+dzq+zxaSS1Lq+HX43b3oWnt+jPGtKq96ejhj+UvMWZK62oThBLn/AE0fA4POMfmHpHfln8Q7LqDQtDdNNtRaosTfL/L1VDOjRmnR1O0hyRDKuBjeQFYZypG3rxi1VJRUNW9MCXUNH5rju2zICKBxjn/8Xo74Y+NGvPBu7U+ofDTVM9tllXFVRlhLSTKM5WWFsq3pxzjIOcEHrmeJf05g8SS4jCuWW9dG/wBn+UX8N4lPhW8OX2o/Vfye2+ltYWfXDT1VGk1NU0zj56OSAxTUaDcsFMokXgNgsWAIK5IJAUmO6yZ6a5097tTalp3ucy2/5qjhFdRmZJPKXzKctuQb8oXTYDg7m7HrkvwT/wAoLoPUDxQeIFNJoi9Tookq6VfPttUBnDNEfVGc57cnJ9Xt109pHU19kp4L5Y79btWafRZaih+SZZfLfDNEBImSQHb8rJkEDLsc9eO4vgeI4XiObNHl6X3t661rp077nWwzx5IXglf7dvcSDS881elTEZtMyXylqvLeWnkZxPGFIZHjIDxEsckZkA2DBbPASlvdiuMhkt1/orNdAcy0FTDLb5kPuDETExH+syMD9+h+l75ZdOWu6alv9Yq3WeUUdLPXQ0/mRnBdvNqIsA5dYwDJtK+ofrMbzqCxUds/iC0s17s1MyIpjRKjzI28/MgDZd+YlPp9ix56wzUoy5pK9PdVW+2u3puiyLp0/wA2/kTYBoxDfqikaraNJYEaGGsjlDkhQGaNCH4B2ljwynJycDpKSeMGSKyhiucqlCsWe/bbUgD+nt0rfaXV8nzGnKW02JNPTxGNhBPNTVKVEVKZ3RBAEwoeIxB1lDAgcHHTSGw6HlroUsF51E8cNTHR1avqG4F4ZHYqibJmbJ3A5zjgHv26s5Yq+aLrXanVbiqem/49gtaoKOphEsKUrVUcssMtJ8qzS08kT7JFcPPtGG4yCQc5BIOeov4sP4jQWRqvRWndLmGjDVNa12aGn/BQbnKEAxrhAx3SOBwR79TS9wzR3ChktlO0xFZUzyVIrnjkBeYCUyohUOm+Q+k7sbQcDA6gjaetestK1tVdKSrittaksccVPea4Ss7ebCYiTL6B5oSIoo2kS9vbrPCEZZ4twbV9Wtnquq1rUZ5Kg7ev7jy82/w9/hwlqL/DZ7SYoZVljrhbhOssSuH82FkLK4PADbTgjnB65g8SdZ+CvhpfG1t8PWi4dT6ntJNHfqmloquSCnt0ysJneVcRljt2h2JGHJH5eOjINSm7+FlmuFvs81ygNDST0dDS00Hm0tO8BCxJHIVjlZGgnUhieCCBzgwOfS9ZpzXlg1ZV01JSyX+2S2++UqBB5UyKJ4WmiXGIt0s1MzED8JeDluul4XkWKD8zVVtejre/zcz505pRite5H6vW/wASPi1pax1Phibdp2lunmJXxgutesKytG8pqcbUX0ZbyipUSJyQcjMXwn+FVVdbveqi1VdfcKp54gr3VordRlSwNXPUySbyp4GAWBJyDtZc2/dq+31tPJFb7atwieMRSfNQpTW2GBSxEKRqPxE2symXPqBz6sDEDHiDZtcaiaz2Zp9eXqip5XpqC1RpBbKfytpMZn2+RCoyoJ9RY7MqzFcbsMsr/R7K1200b0t+hXkxx/Vk39f4/wDBT4etM640bT6n0XpW4/xikqLqtVbL1VxtIY4lTBlImAwYwAFJ4GM8cHq4/D63WXS1PNUaeEtbWmVvm9QVSuV3OhbfRmRSKlyzIfM/J6yV3EnMchstdZjTrrHUfmuEIGnrKvlUgcjbidiztVFWaTDSbU/DUiPB6k1del01bE1FqTyopgu23W6JNscCgen0jGcDj9AAMdcfxDxrHw03i4b2sj+SNGHhJZo80lyw+r/wDvGHVj2uxfwRHBra9N0u5vWIwPzSMPzSNgZJ9gPpnrmum0dS6q1JbLPLEZFuFRHSbWTO/fwRg4A7k/t1NdQXep1Hc5a2rkaRpSzE59sA8c8dx+2fYdSvwds1Cupf7a3YrHbNH0L3aqY4xlFJVT9yxH9Oh4XiyLIuZ3OT1f52H4mUYY2o7I4Wung5JbNRPbbTGxpPmTQohOT5ZrrnbgMnvlEUfseitP4YvqzS9BHJQ089BXW+33ORloWeq+cqYYWnCylvSTt7KQTujyPUD107P4bXCGCnuV0pds9rp0qqkFeTNSUtdcZwfv8AN3SnjP8ArDHt1X+irdS6h8ateeAohp7hS6QhskKwsIz/APZaaClrdpaNsnzYoOAU/ITuHXu4cXklB5Ivbf5o4ko43Lla3OP9SeB8VCKs0/8AE0lpZAz+XSB0gVidpZg5bccflC4HPqJBHUQi8OdQs0MlrkSsijczAyARtkDhirEHHp7nAHGTyOvQjxX8Ja42B6rTtho6iOnSSSKjqaqU0Sfh4lb1TCOPCFkiCruJLlWBHNb6V8F7ot/t9we5XGlohX09DHHWQeY1ZUEBqkKJHWNlEpLCJZJHKjB3MSvWvD4nklG4tN9mZ58JjvXQ49pa6TT15RdURz08aI74QK+Z34LBjuBADfXnAz9RfN10toTSsVhvGitciOgeloo0utnqpKcipbL1bzTRtHscGORY43IYoQeMcGr3YvD7xguF00vpwUtVc6LfNBVQUxjSeohyxiEYTyk3J5qhVkfJKn26qhrBTi1Xm3U9203TU9CHomrNRpUT1NFDKSPKpqfa6KeGPmJDuUkEOpPW2HExztRlcZdTPLBLGnKOqJ7XfEn8SnhXq+TSGnfiDrr1ArxFKs1y3eBYnXeyh6lZCQgOCcd1OOO5K9/5RP4mLJc6qlg1fRXOgjwqSVVmp1kc4yuTGqjn9O3VKeCvhjVeI1+1DoSyGOuq6iilW2yI5RpKlGzCyhsEByAhBx/pBnqq5hVxytSVDSs6t+IhLZVhxg59+/XRxK5OHNbRkyPlSdVZ1XUf5TX4k3iUQ1tkgkEYVm/hkTZfcclcj0jGMDk5B5wcADWf5Qn4qr1K1LTeJLUEcj5AhoKKMhccjf5II/UEdc2LEezhQVJODxgDv+vSscavIxWMuT+XZ2U5z9PpnrT5cexRzy7lh6j8e/F/W0sn9tPEzU14XY/mR1N5qHiJOQu2MSBBjjsMfY9RWu1VdZ1KF6hIwsahYyI1yBgthQAWO38xBJ5JJJJKVJbPn7i9KI1VXZ9xj9aQqhLE5UHcNivwpGeP0LyktkNSGeYqX4dHX/RQF23KXwSBkK4wQMA8gngHlQHJsAVlxussrieslcuW3ncfc85/oP6dWHoDQ9d4iBo6SqhjoodiXOtlkjpyryMSAd7YfhW9X8oBJxwDF57fHSWmVDC6u0Szq5f8+Txx2wA2QMZIfJ9sWV4RWm4W+zTzI1ZEJxBPI0NSIBH62AO4fzbQ5AYqFwW5wCJ00Ilb1J62iLT4UaUuFbchUV1LTRkxzwJJTxOSFMeTuKyFmmiAjD+jDuw5HVAab+fst9i1FHUSrLTVi1EU6x7naRHDEplWBIODzxnHU/8AiE1zU3eOyaQp6mqngoqaKWonnq3nczlfyZJwAi4GMZBAGTtB6l/wiadtt7utdqC/fK0dm0vRyVtTVSQJJKxztJUOjqXWMuy5Gcp6cHLoqtLUbd0BNe6P1Pa7vY7rLQyNWVlqWaeSeYTmSRkZQSWBZcIQoBP8u7sy9O7SLhaI1lr7pFAwVSlO0RYOc4ZGYFewyf8A6nBrVfijLqzWNbqFLE4tCQJRWiOoIAhpo+CxY5BZmyzMSSWOSW79FBW2eSjgq6+21UshkCrLDULMpT2UtGf1OCM47ex64HiOdynypWkdvgcKUOZumwPblhrlNVR2ijqUjbaXVElfbuIJMTMD75wCfbp7TVvlx5udHLRQEBOXfazZzgxkbRkbf0x9uiM6aFqoozTJFHNtBCyDy5UbPIZgQW5+xP1PTegsyUlUwp7i0p5/+zXNd7KpJ4V8MeAex9uuZzp+nzOlySXqGreumryksT1qrPKTNmFYiSpHC48xO/0x/TpaDw7raalNXb66SnjBJZyfl0387eTxtww43HOPt0DSGSSoVImpJCVeKaasoEjLxgb1jc7SDkg+rJYcEnkdEbfbLIlKYmrZZQzDyxQ3BqYhSecrIzKTnA4A/X6VyuOz/csg091+w7rNO6mpaFMwQ3VABkoI5HdMjlSilgO3/Z04ornc7NFTJDp67K6F/NaGTytoPH8gPH1JXj6+3TCpmmtcfm0tfVwtwiPU04aM4HA86AlgcYzleft0Z05fLrWFZpoqerRiXzS3Rd0YPYFXXzDyO2OSDnqtx01Sa+Q8Zq92vqaVOt7VXU0EckxkjBYOtSm8KhwCOCj5yDgEdz7d+ti+n7mkaUNmp44uHDU88tNJKTw3LAZ4BwNxH/bKqOs09dJQ15K0FTR5VJK60iUBRljtk/LtODnI59+t73pax32knmsdLQzFVyEt6inn3EfmEaBdxyB/MT9ueqOeMHVNFlN62mROsqrJPaxCaq40M7PtlaZInIwW7EbWA5/TH37N5bQ1X5a2W80IzM0iwVAankeIcjO/gnvzuxwOOetbTbb3QJUSTXKqKkL5sctMskiJuGRINuScg8/qM/Xdr3WwyU8EdbTzJBLsxJG0RTg8jerDsTjJH+7q1RlF+y7ApRa9pUP4o9QW6Fpr/piKtpB/pJAEmQMo4/JwDjHZh/j0yN/0w6sZqmW21XlsAsjzIzPk4PqODg/RjnHfpaCsqlqJhTq8e1BIRTMBJ34ClT6s8+4+nv05i1LZ7mY6a81UM8kJAjhudKhI28jDZLEjd3P1z7dJDmX6voGSi/0tfEGf2ltn/tndv/jj191JPk9N/wDs9af/AHI/7nX3VnnL1B5T9Dz06+6+6zjv/h1788KfBTnrbnOOM9fLkn6dbBcNlmP79QhsoAHJHtx0opjC9+5BP/P7/wCHWkYIx6ck9hyM9brG8jpGq/nbGeePrx1CCi7YaR3bHmS4CDudvOf09umir5zhVPJwB0tXSh5dsfCrgDH6DragpnkbzVQkrkjI4JGOOoQdLMtLDGIlAIySCMg85BOe3T3Q2mKnW2sLZpilXc1bUBGOcYjAy7E+wCgnoPUuvpQIMjPc9x7dXH4G0VNpTS2pPFG5/hvHSyW6170Q+ZK4/EZd5AOF4J57kYz0JOkFKwX45angu+o4rHbiRbbLH8pSQhVjVUU7V9C55KgE7iTzj26jHhzpep1nrC322aoNPA28tMmFOyNMkLx37Dse+eo9dKyepqWlqpC8khEjg4HJAyePrgHqe6ToZIrfBePkJnLQmKmAVm8zdIPNbaOSBGrLntkgfouyDuwrPa6aavr4rVUzVa1k7AeTGz+SgiZ0TzPLGHbuVVB6U5K+0fucFRPJVQ0shkghdYNpl3GeRSHl2hGYHlizNkhQBzyB0VuVwuclMaKnaSGeePdVqF2JSiQJG0W1D34Qertlc4JPQGtnoGkgZ0B+YeR2CIWLRn0hCSVAyQwGAOBnjPUDIHok5kgr4JN7FJpWMmSkbIWJIAJ9I9OCQMkEY46QdKSNMLVzVCTbY5G2Hf5YAZ8A9lzgLyDhScDOOnKI7zOtbHFFIx2uojJMMQBViqDjHIwTySB9+tLlAnlByESceYREqKBGpwfWT/MM4xzjjkdQQzMk7Vm2U+TJIWgjRG4HO04x+VQAATyfST0lHIIpG+Yhk8ylXB3cJu7KM4BQAH25z/Xpz58q1cieTPCUCQpGo2HcR5bNjli35jn2JPbprUrGtAjxpuWUqI3IBGQDvOT2YsCc98Ads9QghIvkQvBNI26dVlI7KQRkcA5I+mfr26IxqPlYWIIMmWO30RjJZDgAKSMLjgnnj36Q2oWiYQK8ghabzcMxTv7cnA45IAz/AFKlJI3kzVWJGcMsSMyZwd43OGJ9JzkcA/m+/RIKU/mVtbFGomdC0RlKxMTsAwMAchSffIzkdOt6yUscEUlRuXcu1AyyGPHpVYlyq5bILMxJ3f1QJcztDRxyRzBy+xEeQAjlFKtgHAB5IPOD04pqpYqRqKGlR0g/FaGCUszsWIzJIh5wduFGBk8d+gFOhzco5aGkiSppYwssyv8ALPsVECtnaq58xgCSC3vg9EIHrZKzJT07SsReNn3u22MlUII98BQff7DodFvaSSlgVFSkp4oGkeTBQyZ3sxAHOSxwTkBcZ6J0klbSpGZBOWEYaApEq5lYbndWc5LBSuDzgtx7dCWwyYtA1VS76NYBLV1stVFsjkR6hmQsvJyTGoJH5VGRnnjpaSK3NTmjqYY6lnqIg6RrJNK0SqNsZYkOzE4wB9T+UdK2qsger+UoqcR/KRSq8NLUsyoqerllPmOzMDk5UZ+w63V0jqqVLfmBOVpn8sNswdsk+wCRnbKFVfn1NwRgDpBhF4WsSU81Uae1RRPPIyvAsksYAUYUScyuACOyhW7HpENLSQSvHXUcaUGGkkM3myRuyqq7SiY3ccIHIzuJ+vW0zU9BE7tazDb4KczMrj8WqBZCC7SAEKxVgqgDPJ5zz80twMs0rqgrEjNU0TFH8qYsqGaRQVSILgBV5xwSOgQUq4amKMx/whaeB5WWOSWlYyz8sXkJcucKoYE9s/U9MJ5Ylqd0znz6gK4GyWV4ldsmTa2BvOAAOw3dxjHWany6mZjS1UFRLSuEaYwsySYVQ8m9yxYDc5yVAyc/QdDqeQVRknSlM9PRx5m3SbIG5bG9gAzZOfpkjAHTJWBsxUyTV0U5USwxLBwqqsICo7LlzkkjJGTu7/U9ILh5BTUau3y5IWOGmIZcqDvLFiUyR74+vtjreWUpExnCVFS/mOIvKIjT0rtVQ/8AKoLnOOOOemVE6PC9XVSTNVVbo3lkjZIS/BYncSOfYc9sdz02gHqO6IUNKKmYJSyzrT7XbezRwKQBlW5yw3beB9TnpyamunnikuVwM3nxLJUVNRJkRxsNoCiQkFgpKg4yMn6cIRHzZSZGQeYRPLKFYY3MNrMBycE4VQFBwD2PS4kpTNVNVVD7xtgjieVY5fLVAQ0jFmKDhfSPqe3RYTYfwe5Riaqp0gt9CrzuInLvK2Bs3OT6pDhRtHAyxI46jkmm6iqkilhiw9SGlKMu1IwOSN2eAF5z9x0fqUR6GRKmSq2SKkNIYy4V1ABVVz3BG0nCknC8856VqIGVY4GhgWrp4V3UhOZWcKSzTHAKrgH07hwFyB0FoDlsjK0t+03ULWwniF0RNyZDZG4cEc98/XpaGus1wPPmW+tdlWOWPCxqo4LPz3+wx+vUqaspmLSyVCrFDEaSKUpuwAh8140ycvyxzxwB9emddpikmszTx2+QOIIoKKBcs7yM53yk/TCnOMjc3GeimmK1RMtL+NfiNpCgniqq7+O0MFKKdJfmDL8vDvXarx5KSJwPRKGTgZHA6t+36n8BNS2au8QqK601nuTW9GrrBTr5NN8ypcb4IiPSPLEYIVm3Pn7buT6m36j01WVdHSSSSpDJ8tUADdGXJyEIPBPY4Pv1tbZrBWSItwmlt9U2C1RFnCnPcpx3BycfQfXqnLghkVMuxZ543aGOrbst9vlVX0sUkdK8reTG4wVXJxkDjdjv0laaI1NXBQpyKgZb9cHAz7d+pLUWCamda+uiFVSFwi11IokR2K5KlexIGc/p36faGtMFbrnS9LAXaGor6alJ/NzJKi8gAYzknB/TpcuTysbSWyf2LscFkld6sDQQ2+gqIRe46uKCrgL74o8lUVmChQSMglACc8ZPBxjqzdJ6j/sqtVe9FeJ19s1TS0MEkH8GkkCtUZjLK6nAACGTOeNy4BIPTLX+ipBqaa2W6ZFloaWmiqIf5QWTeoP6nJx7EH6dBodKXe4LR2mZ5ooaKSMRwrD6MyvljuXv+UnLYOBx264z4jFxONSlKtLa9PczsrhZQk1E6J0n8b/j3aKFV1XY9L68pqeL8Wean+Wq0XGVVpIwF3kA9gTwerPsnxweDNzgSDxF8NNZaYngAGYoorrSw7iT6ZJMSR5JPC4565yu2j7XpGe+tcbjFXVdfcHa1QU0hajo4VmkSWom2ndvVowiofRhmY5IA6mtN4MT3i2Q0H9r57ZX0Dp89VmkZqakrGDVVRl8ElKSkClxkuZnCKMZPXEy4eBz1LkVPqrj/j02Nj/uuH9ly26On/n6nUMHxueAl9EQg8bYqCRDLg11knhbMiMrEkZUn1bu3cD2yC+sXjv4VxVD11F43aGurTV0dfI9fePlpGkQSAZ/BGATKW/UDrje8eCl90To256t1ff9OTU1nt8S+TUUL+eK+qYFaYjb66s07iUjJWMMgYhsDrFB4ZWbUSuYdE01PSVhoqZHelVJYqGMZnlI5CzOwzwc+2eT1z+I4Xw7ho3KbUdVdr47pdGWYcnE8Q/Zim/c/wDJ2lV+N+iP4899k8adB0sch3tRrqnzYQTsL4URBgG2ISucE5Ixk9DLh8VHgpbLbPQXfxp0wyTy1czraaWqkbdPUfMNtaNgVKuqlSORjv1y9Z/CajlutNVro+yU01Tcau6vClOvlIEjIo6VcqcRhxuf65HDEDqa6Y8CKu3WqKmeptlG01na3iWCmy8b1Egeql7D1Mp8tfcKeccDrk8RxngfDRXm5Hp6q9q6X/4bYcHx+WXs419f8FkVHxa+Ek1FJBoyDW+oVhMJaC0WcwwZkPlRBpJTlNzMVUg9yQOegq+K/ilcqphYfDbTmlKdJbks1deK5rjVoKFQZn2JwxDssY9X5jjsM9Sq1aGt1JfBVRiKWNblT3GKFxsTbTQmKip+M4SHJdeDljk9LyaYrrRZaDTtmoI0q6Qtuu9REj+dA07yNBJGe+Q7hiPzsQ+VKjHM/wDlHhkIf/VjtWsr69dls9dnZuj4Pxcp1ll8qI9BoyLWdQtf4uavv+qPJeljqbTHIaKjSZUEtSgihK5CkxQne/G92PPaw/C3VVouGlhSaNtsVj+Unkp6mnihSJqepWdpZdoQYAZ9hwONscXfaOof/wCEzSS3a8WGx3OjrKK3+bWxS1FwxSUkqj/QVVQFZPP2oFRgHlYIEPqALB/D7WtTQ1mqr9FTU8hu1aqwtEHMDskSRNNGWCsQXDYLAcdx1j43L4l4nGUdYw0cXtff2fc7ulsPjx8FwyTes1ut67a9/Qv6W/aZ0LTfxK7OKmtCF0hdssDnu/uPrk9x+3VeXXVVfrm5isqZd6IvqjBxj324zgcEj24H3PUfsVi1L4gajpqOKSeprK+dAAODlycBif2Oe/f75iHxE+PXhL4B30+Glgt1TrnVlA6x3ORaqSlt9NMCN0IaIiWUg5B5A9u/boeDf05LV4lzS6s53HeJxcvb0LfoNH3XUN2p7Lp+kaeoIUypGoIAHLOWPZfbJwMffqwrZDZXtFJorSMiXGzxVwqLhWocwX65w+paWN/ejgZRJNLwp2hRnJB5m0v8UlJ4k6YsKLo/Vl0qa2pamu2mdPUD0trhUAFZqudFMtSGJI8ppAPSSfbNs+KNVFPTQ+Hdlvd+sdZc2SBpw1JaJK2JSClJTJO/mU9MCPyQwOWwC5OT16TFwq4G45P1P6L86nKyZHxLqK0/Pz80E/EV4hDRtusWlKCa/Xi4aumQzT2ykZ6pLYKjz5a1lCna1XVhTtx/oYVXHt1CdRWew6Br794oaI0/dafxG1XLue+6tmpbHb/x5QahVppJA8wZQ4CLGCCUI5GerIgsNzv+mH1TXajprxbrHTQUtR8lc56uCOFMRrllejpDt2gEkjkc/XqH2Ohm1BV/L6dCSQSepBZ5FWRgeef4XSySMeMc1T9u/WrDmUqaVd/UoljcVpqJ3W4eO2q6qE2zXlpttJe5jVNJa7FNcHFRWvs8kfOSJRnOR6HKlVPIHI6pWq0VrLVlTJVtq3Vup6eCpFG7pfXkRZCSDGKK0QzJGCFfhZiPSRx10TSaDo6y6rE08Fump6iKO4V1fDS0z0bSFgy+dcJaubdtGdqRxsAQMDOOoT4nUVw8NbJeIblFfr3ZpblT0MclJaqu4mpcs6Uz/wCcz00BBYuEkWnmXcSAWIHXT4fNXswoy5IdWV9p+lt3g/UwwWixU9srYZ1eSkmp6ahmRwR6h8zUVdWGwR6lp4GIxyCc9Wj4s+EfhzFrbw411fbnLZNKa5qHjqapYwsNBcGKMrShmUAMhkKllbGwZGMnqFy+Jni7UVt+ut2+H+722311qhtq3C61v8OoYWjMQjmEsMUakhUO7bJvbPDgYU9Gw6a05q7wDXTXjQaL5DR2p6WouzWmeRoI4pF86nKyOWlAMc9NvYtuG5xn36r4m3NSa/K1LcM3FNRf5/7RyBZr1ZtJ+OlDN4fPDUWaW6UtJTyKpR1M6ggEnHm7Zxt3kchQRt3dVV8cHhzD4deOdxqLbRGG26sgivdEqthUWoy8kYHGQJCf3H7ddZeKekPD7xG0/Z6oajtmktV0kVxlNbTCIQVlNA8ktDMx8wSFtqIpcJI24tkdh1B/j7pqbUvg14U+KMNIElp5ZrNUqsS7VWRBVRJgjBwNwB/bq/wviFHiYqPVU/uLx0Z5MLlLWmcAtTMp2GCVpSoUBQQCWB2gAj6c++f8enlPG8UdXBVK6hQXXZGNkkiso9ZPCqoYnODyAoxuJ6w4dJIX+WUsfXGwPmZfGVXH5SM7cgj9esQCppoJI5YykdWVRznCNtycFu/JCtgcHA+g69etUcBqh/b5gsRkakWrjjp/MVHXYquAQjEc7lU7mxkBsjP06NWmjguMCxyx1JqqiklrpBs8yZkijLq64/vOZWbI9KLknAJ6GxUIibfb6g1FtknlKVq07LlUblXPs23yyFGf9MOxPRGlLwJDdhTRyU9TRssspkdGEXrErvsOdhLsgBPq8vBHUYBvqJI6qspKCOIUizwwmqkZi4fYiKrHg8vt35Hp/Fx2GerohsNRpbSMeoriLhTAR09XIvkVVPTpGFVkJc+gsCdi8AHeSHA56hPhjpy2Xuglu9cjz1NfVulPE0gjKwxAFXOGwkSgSFmwQCqKA2WwX8XdRW5rGdKB3EteZZZpWZCXETgQgFQN27lskAgMVG4KD0l9CxKlZUor7vrSt3PSyTTGRnTC7t0sjKEDk8nIUAZyTg9+erM+QuuktKQacoTHRrqbypWJTEjQgBS3m4JaJmDEbWwSDkAjHTLwm0ZR1l5giq5Uzu8+Nd8aLLhG2IXd1Vj5ibCu4DJcZ3AdWDqr5eo8Qq2Wx2iSWksYFLCkEryrGqqCygs7MGA9txAJf2Ges/FZfKxuRbw2LzMiixtZ9KUknkLSTrsjTYZKeqSbHcE+UxyP1/w6VOkqhpIHp562nqIwcN5e4t+bJ9JyBgA9v5T3z0/WloYFk/iNsRJXVlU1NPJGyOCMjnAOee/bP6dF7WklU0lRYJJ6pFYCWnjqcFBgd0JYbRuz6jkgH9evLSlkvuemUcdVsRio/tErFPmaWpWP8Is1I8ZlJ7Z9Kkn7c+/PS1Ote9aUu2j1m/C/EFKxBBH22E5P3I/p1JLhNukairKiooalZAginogplXHpKtGwPPYHHJB563pKWtMiutmu9U7g7TCkshIxwRuJ7/pn2z1U5trWJYsevsyBUUNTUzNPp6lulrnopT58MsDMqKFGeFLF+M8YHHS9uutZdIVmoUs1zCk5jlKiYcZOMeoE4P8AQdFZ5VqYEoa2mKRbgDFU0QgkHB/nj27j+p79+hlZQadlnVqGC6wqV2PJFDFIzNtwV2ttJzyPzc9JDJapFkotDunvsEZLSaeuNvSnfLSUzblRSM8jaQfbg8Y9+i1de9GajpUt0rUTISQslzohGxzwR5icjPfIx+v1BU0aW+JFtJWuLg+bFOslNLGzEDAO7GAc9s47duilJc46RV/itpuFMlOjGUy0kM4kUkY2PvH049OellDrVEUk9Gx1TaVudsHzFoqa6kUgeWsFw+YSRAD3jkO5lAx7Ee+D7o3SK201yUXyKqp6YqAkxomglDEDDBkYKxwR3/wx0WF6sNeFioqSGJiyNGvzDwSF/omUbJzn09u37uI7W9fAsSyXpQSqpMYUliOSTgMVLHsB254/elZeXWVouWO9I0wAlTb5qgQWvVE1RVRr5imaSTkou7LAeZvwo5zgAA9sdJ1drv2pkFNR3egqy0gzFDUMvlABcsQcEng5A98n361uFHJHUiGkwQwdfMqIGVkyoBwxGBkfQcZ61MtdSVojuOmhVFcu0iEDdz/K4CtjOOM9+T06XO7g/mLJ8qakhtXaAuYpI7gs9PA6SFBNFWMMFRktkFY2yOcZz0xi0xqulhaGpq6qdI/xlLkzR4BwTg4Ge3v9ffvIo7/bVrjcKWiqKZxHuZFjkSGEYyQyqCABn3BHb69P6HUVKy/NTVFFWlo8hIpUZ5lB7sv4ZGO33I7c9HnzxVIVRwyeuhV/zOrv/QtPf0j/AO7191aP9trb/drf9mL/AL/X3T+dm/6In9th/wCxwF1sO3WAMjrIDdiP0698eGNkViOB3OB1tjnAJI/Tn39utTkPgH36UOQMkn2xx3/5z1CGoEhbOCB+v79OoGlhVqvJXcSinbn9eksbmVFX1HC9u/PWtXIgKxxcCMbeOefr1CCDklyec9EoV2QEDCgEbsnjkdNKKn859z8RgYLfQ4OP93TirlWMbUdnByob2IDe304/39Qg2y88mFBJPpA7+/HV7+M6x6G0VpjwwpZUWenoRV3CJcgtJLtYK3/XywH0GffHUN8AtHDVOuBX1VG09u09TvdKtdhYHZ/o1P2LlQftnoV4j6kmvWpa+oGSPmp8N6fWd5wx24QkLhcAYAHHSPVh6WR21WqS7VEuSFWOMyMScfYd/bJHVzVN7juFjoLPDFCiCgSio6cgM4jUK7SrvAESkZJk2ksVPBPUL8MtG1V5tF91FUmEUVshRWjlmERlmcN5QBLLwDgnByR0XqYKwmaJriklS8zq/wCIGcpGCMjCBV3NI+Cx4A4wMdR6saKdA+rqTPSwmGqp46ekSF5HMxYSSZDuBgYZ2YqSAM9gSMY6CTRqWEkLSBlpy8O/eT5eArSbcnkjOAOwAPTu4yQuaqWniWCngkSVaeFEKQQg/h+YxzuYnGRuOST9OkK9KqeaDKsiLDJCKOEtvDLGdxfPpDMFyQDkdsAADqCt2JSz7bzJLL5KpG/meQ+6UFzwu1QTllznBYjI9+mdLFM0gnd32bJ/NlkcAqceohc8HnAPuT9sdP46UhkggjEYl8racEqg2IzuWwD3UYwcAZ/dg1d57vUKRFBIWXYQAAWYgHavuAWI7Y+/uQGWw9G8kyKJZpY906bnlG3GQBgDJLg9x+TH66M07xyLNujKxGL1SHIOFJJ5PtngY6xU7dpeNCodZo0G733d8nAwQce54P2xiqLQ1stTGPw1ICxE7ypCggluRk7ecHPfsOgQ2HlpJNThgIu7iUlGlAbAUk5PuCRkDA+3S9pkaAbgYkiQeYhkKZO0lRtBwSdxzjsOSe3WqHy5zW1ojqlnKmPnLORLglk/Md2HyNwznv7damSq86njSoEC+WYWMh4j8wuCAijIyCeBk8/fo0Q3pIKgtHSR08kbvE7yyyuFDIThiucYX0kDvznjjp7RZnqkCSKsUTcqkqsAkSgnO5NuAEH5uMnOD7sqMu0gMAbf5hUPiNMeknA7nuPp/QnpbyJoqQx08xMbu+JJsBfKyCCM4BLbHyT3CgdQgZplVaEusUczVv4FPtLyPIilmmdEUbcKpK7ioHLEA9wvRUzJNPNPT+ZVSMshiUoBFDsclpJMHYMNlsAH0gZ7dMaiSaZlihji3R7Egii5kliChSxYqwClUYnGF9XHB6cRMpngiL08qhpaiQmR5I3lwSdwVSWC7cA4AyM579Ae7H4nq4KJaWOb82yaaCFd6uWkBIcBiSFBVVBI5Pb36e+dFBVU9sTzPImkZQCzxvV+ZIoO1gueSTyEJCZweRkJLXV8MhQzGV4VWcljKi7i4IPqcM2CM8rngfbp4Uo6JDTQksZmRY0jMrymMFcO5O0Kpzu75O7uAMdK0g7ikk9GcJNPFLI8/mSJTRMqKzoQEUyH+VFIzt4Jz6j1hHeqVoKRDG87bE+WEkm2NVJyvp2hFGCW2lsnPHTVqqnkp/RQCmp9kkMCABXlchR5jEyZywDgtyoGAOT0k9RTVM873CuSKHyVbzXdmTGwAIkQJZuSQu7j0j26FUwmJayWaRJII3mp4CtPEKk4ikjO0gybfxGJc5xxwoHPbpK4XJI6hZZKr5g08WVUZSF5hubdtcpjkDAVeAQO/dEj+G0qTyGSJQFkCToBIEBKqMkjaWVDyAT+UDGT1tb2MUtI9bHG4jy4PmPtSLBZWWNCrYDEYJxkn6c9OiegxmoggnapaoLRQ7vIdFRo84CtJgYXkA7Sc8DvnreWqlhBnijeGVUJ+YLAtgqAMAABPSeMnI3dIyViyebKx2RqwKmVlJLBuWK5OW9fds4A9+lDSyiJoaudlC7XYlF/IASWCt6iWKDk7e49j1BRSml+SpaaMyCFJyswVJFEkjBD5eMqTwxJyQBnGOwPSdMIjEZHnaKSRjCIopVZm3kkjOewU4Zic84A4PSUNdJHIlZVRNUTCNZIV3KGVV3bTwMKvIPbJPuOnKb0hpaV4qiJBGzt5eUwu0sW9z6s5LD2A49uoQWhKtVPeVqRmn3BlMjOU7pGqlO3YY9Q7e+OngpZIY4Gmi374jOacQlIU+7kncVUlvU+cnOB9WtbJNG0MT1LmlIWokWGHy1jHKooLAZPqBz7bsnJ46cVlHJTec0UTRMil9sMeVZi2QztN+YcMAMc7T0K1D1FKmSOJGIkglklk2+aseTM7vtYqGJYqAmBjHBPHPSy01U9RTxTQvT1EuIWkqY2Lx4XacIMnd+dvbuOAOkIXqYJZKqGZY5okGxFfezBTvU+kk5G0k5KjPPPTuAvPW1CUwjLb44hK0OG8yR2LqijOM+577U46S9bCG/mLbPLQtK0VHAIWkj80H8FWY/i7AeZX5UADgY57noNcNEU90twq6a0S0jjMqbkO6VGiLZzwAqkH6nj3z07pak0YqPlaKd13LSwIFSOOV0QkO57kA8gZ9R/p0QpZaqIx1UlOameGSby3liTaWdkRGBJUOVywVQNo245HUvsGkyCCDVeiKuSekqPmIIJTDIYmEiAjaSDjI/mx9z+nRez1Gnb/NT1tsuQ05e6do2jmEh8l5AdxfGMoQcYxx6fqeplQGnqquktdPF5nlTPUS+fIAZWX0p6I9xKqUz3yzEd+/UcvGhaa9fxGsoPOjq08oUkZjWJ3i9WZHUH0rtKHJ556l3owU0O6bUgpte/2p8W/wCLVZSlSPdbZIkSuMcYEaO7Ky7cABiFY8ds89Wr4c6rqPFXWdht9nuBt1sjhlZtLxUpWmEkNJJipWULtdmYJuZz5haQj8q9c/U9/vGmJ3tV9pTc7aSFZJcsjRkKcJg4GQByOrB0Dd7np29prDwT1GaevikWdrNUJneS2BGuchxgngnPfrBxfAQzY3GK1ql2NXD8XOE05PS7fcuzQv8AYa86p1LrnXGknMVn1FcYEpaaTalXS0IkrKtpBjLkiOmgC5xmozkYwb5or1pi2W+qmuVO81PbfPqbrFPECkzU+2suAfvu86slooGJ52QqnYHNBeDvixoTUP8A+pmtaRLHeaqruUlVHV5SOVrhcreXCMeRiGGVef5R7+3XOjLBYqnUtNToySiW70sFYuQcNPf/AD5EfHuywwA552svsR15XjODjjfIk416/wAnax8VPJFSk1KygPE2nj1n4o0+k7vWGW36FhDVSmMoKm+1BMtXUSAj1EM2AW7AKv8AKOpFarPbYIpFNfEI1UnbjGR7c/046kmjPDWK76fteua+olqrpq6Gpu1fUyAkvO9ZOhJ59hGB2HY8dSSTw7o/lljNKHAIzx3BHI/3H9uvFeMcMuJzcs5ulpR6LgM7xYk4xWpCLfNpSjaKpqrnT4XIU8c/Qe/ueia660rTF2SoqqyT1M5SMknA5A45Ax0zuOjaWjqfK+VRvLyCXOBuPb6fT9Ogg0/LLDDJHBHEGbOHXJC57kj3Ax/Xrkr+neGyazk2bX4rmjpFJB+bxMjWQpSW6OmjbgyTuOCSAOB9Sf8AnjpifECqr43pq4mvhmDxywbNsZQggg+/Yn+vPHUdqrVvrvmpaZUhVsQkS/mYE8kY4AIXjP69ulflkYSy7SqsWGG52knHfvnPHb2HXVw+DcFgjUYIw5PEOIyO3Ib3XT2j6hIzZdP09DJDTNHTh13NBnJO1RhcZOeACR36LRUkUVPGlOqxxqAFQMP7uf29h/UdaWK0193nkorTbKyrlhXzKhIEyQgI9R5woyRzkD9OlG1Xpw15s8V1pqavYtG1MQd4YA5VfYng8dbo4XFVFN/N/ezLLLLJ+p/ZFxfDndKGz+JdkesmxGzeUHcjiR0Kx5PY5J4/+XXDl3i8C/C/xEqNS+IeptcVHiFb9Q1KXC10scMSRyrLu89p3BIQ5GNoLcE8DaT0iK5YHRqWZN7lRCyyY57qO+c/v7cdR7xV0f4X+OFO1R4kaanj1FSpHTx3m0zrDV1KKF/0wcMjkAryV9hjGST1vCuMhgvFmtRd7b619NDn8XhlkanGrXfYl17+Ibwnqbga2wXmbVDTUf8AEZ7dZaCuubUcJ/vxwyRQREcDBI4I3ck9FdP3fTGoNMJqRb9aLDbrmHMFvuFZHb6mQhVaRHpqOJZH4cKQ0svqyucg9UZ4T+Gds8HrpVXjQn8UjrponjkkqLqWYxj8oKRRIODyCSSCAQQRkWWsNjvSilvdx1dRlQjNNDc1r4m5xu8qtVwR3/mB7dur8sOFjKsLfvb/AGDCWXl9tL4Isqj1Zctb0n8KprzWUVPa41VKWso6e2xVcabdppxULUPLywCiMR5KnbjHVS6w+K7wO0l83Ybndrle62nkaOopUt1ZVyxv2KsKyaGFTnjBjcD6e3UiqfDqtp7WlXpqrpdQ2yCQyVKUVKI5oxk5M9vkJikK85MXlSZPpd+SB1NpnRV5u9LfNSaTtV8qEL/KVdTTtVNHDHjf5cj4kqIowAJIZQaiAHcN4zl+HWCDuSbXo1/BXm55rT6mnh54w2vUUuoE1DpXWOixZ7Y9ypoJ6KZYp6ZFbcflbclNgkqQBuABVyWXb0X8P79pzVlhpNY6RoxWUN4DeaaKlaCafySHlhdWlkPzdMUWsgLSMzr5q5JHTX+2+rvDLxAt92vlXU1Hh1epVtzJJNG8um56lmKIZhjzKSSOSUxSknepIY7l6k/iD4c6e8EbhQ670RSm0eHF6+Uo75BbpDK1jqgR8jedy+jzNxBdBn0kA8O3W1qM41FVe2v5qZf0skdP4PaX+IbxHqNReK+mrDcblTW5aCiqzVVLxzxRwq9NVxojqmyVJEkw24gtsJ9J6l+mrXTX3wv1ZZ7lZauSlrdLw0tfBDRiBqwwM0M4jVCcs0VMQCOeVA6rK52zVddaa+g8PrpV6V1kFlNirqWcGnguCYna34cFPlqpf85pmx6Q7xggLtMS/wAnfedV3bTHjEniJcrpV1FO06VSTyN58bNBVPOqg/kYuWOBj1E9JGEskZZL1XT3hdR0it/2LE0tqzwIuuvqWRooK+62OsFv0MDCzCit8kcePNUuN7I+9cyEkLjgNz1V3xKWM3T4K73UVNRRVL2PUNPPC9OCISY6iWjYpjsuyNsj25HUj09ePDia8eGz/Etqiy1WsIYZJ7e1pkQQSKTH8sLlNEcbh/L5YCY/OR7vfHySsrPhA8SkvUUVJMtdVCWKnRVRdt4rNuB+pBzn6nnocKnj4rF717uu3v3LMzjLDOjywnWaARtOEeaVzIpkQlyMsDxjg8Z+vI+3RiTRWqlpJtV1djuFRaba3lVlw+VZqaGo4AiaRfTne6DBOfUPqMia6V6id94V1YNHDyihGzngg/Yjue4+2OttNWeOX4TtBaRqGmg/t9raBKsoNjtA0rbsfQbYY/65695HY8zLc590L4VeImuJZRpvSFxuMFHFOstRDQvPHG8aNMwDAbS5ZcD7FfbnoNcdPajuN+pdC01hrUvdwq2i+TeBxUISwOyQEbiwAJJx/MeunfiJ8cfEzwo8SYPC/wALjDpixWKkpBRUlDSRs1VvTJB3g5ByRgdyD3J6un+BUd7+ITwj1terdT0epqnTNyqLtTqoyjLTR7QQeQVkmlUHvxjPHRYqOe9AafqrDe6Gw1ttlpKuni3LbJKbMsrwhZEplpm9bMTNKxymDhMAso21n4j6d8TPEzxWuMdg8PL35tglhoUjpKKqlmjUn8KWYPkxu4UvztHPAAGB1v4YPT3DxorNQSVTrVVlzutR8nFUEpE8UrrI0p7yFXaMBeFTCj1BslPwFXWGqNPeNGudEXClp9Q6g1bURW+rqZPKjhjiZgh34YDbGzbeDyq598ou5Y30K70XpnUHgZ4dXnVF8s9TZ6yqEf8AD0uEZikcqSsKRQygmUyGdpWDRlR5a5GWwItb7ZeNLWyCkvukWSrkjFXHUyRyRSTM4EhfeFZSoB45AIT2665+Imuu+h/Bqn0Br68w6mv081LV0kUcPl7Z1EZMgB5G1hIecn1HbhSFWQ6zsmi9W0Nk8Lr1UTWTVBtEElBVyQMY3IU5h3Zw/wCViUJzgkj365PiMXm/009vudLw+fle21uchVjR0dNS3C82PUdNR3AuxmudGRT1DEFiY5d3qIGekrc+iqTzJnhopI5HWF6qrSWmELgH0LJ2J2kOBg9u5GeukvHLSEE9D4d+F1FS2u4VsdHJBHTMdodmCqWAXbkZHJyMAZ+vRC++D2jKzwuvPhHYqcpcNJQQXSSrpykfzVZ6/NUAgE+hdhzjhgM5GeuUuGttJ7ffc6j4lqMXJXZzlRaPu10pZrvpiquk9JSr+NNSs9ZTU6ktgOQH2lu/I+4x0jbtNzRGWnqLlbKyUqiLJCZKfL8scKFUHhe5A5+vV6aMVNO/DHqS6pR0lJVXivSkHl0sUTeWrxrtJjO1sL5gycnHfPVMU11utPsi864w0whZpoW/HipiSQxGTlQDjBXHHfnvTKLglr0LYyU29K1E7Zp3WRnCxV1wemX0uo8iujDgkvzycfl+/PIHuRW5T00yUF7slkqa0RI7GYtTmMBhzgA4PI9vf+hWLUlFRXOCnkr0ScK8rmkkk+XVDjB2yKGUDII9ROSMZ5zKquqgv1mzHPJWU0oK5qh5alWUj0M8bnOAM45yO4zgZpyV20aIJ7KRXddT0L1DXCv0Xc0dBGoFO71CNk8EA88hSeD2B+nUwsdmt9dZEr7VZq+JG3FxJI0cWMkc4O4nAXhu4P6dbpYf4baKejteoLPNTROjlXUF23HIB49sMM4B7/uquia+civobxHb5lkLMIfNZPMxgHY6rz9gOcfTpJOLjo6+I6Ur9pAxNFW81EtJHeEhlKh5omCxlGIyMHPGOBxg4x0BqbC1pZrZadP06TnlTGrRyTMBtwy54yMklW+mT1I9UwXUqXr3tt0jK4aolp2gVMYDBfNJw3pOO/Y/ToTTan09TQrVXGCrt9M2zaXZ56WTbncV2HeG4IHP8vIGeqlz+8f2PcQ/+1dujWI3+wXClqo/MiE9JVlFcc8Hd+3tk+556KUZ0hIvzKVDU6ygsoq4hIE5GGMkJDLyeCRjj36lQv3h5fJoXa8gRxpvSSZNuRycbdoY88ZIH6nv0vU2Lw6utGtRTXGjpqwEshcBig4CgFecfm4Ynt0zalvFr4hpr9MkyJCmtdbJ/Dvn4K1aYs0lRRVyPJg9iVmwAMk9l6emz2yBEpktU88eV8wPRLI/PJywbIYgjO369um0uiqORqOOyX3+I3KWUtNFTASRGIrkKEKnDd+DgE47dulaCyXOz1bxXqPy6VAFESQMJHLMdrfm8oMOfTkduOerI43vFiSy1pJDfyNE/wB6b/4aX/v9fdSX+GQf+jn/AOEX/wDP9fdWcr7h8yHY83+sgHuRwD1hQSQv163wAM98/X9uvengxRcK4LR5I7gngj9esjDHJyM85A/XrUjk7VyMnsethwDgZb2wOcn/AH9QhvFtj8yqIBAyoUkfmI6a5Lt9yenFWwRVp1Jwmc/Qn3/X9ekqaMSS8nAHP6/bqEHVKWhTIYq+4EAd/wD6cn+vTapdnlyx5AC/06fVcqbSi7lbhS2fp7fpwD1jTtjuGp77Q6etNO89ZcKhKeFF5LMxwOoQufR0dBoTwDut3qah47jrCVoVUlV/zOEflAbO7dIU5APfHHPVJyy0j1sgXPlGRghHPBbvyOeP06tf4hLtQR3qHQ9kWJbfpuKKhBRRl3WNclmJyTu3DGBjA9z1ANH2iilu9BX3aEzUC1yCWEA/joo3sg/XAGewzk9InWrGavQmWn7nVUyrDbfNo46msR3lGQyRxJuiCkrtUueATnO09gOfjcHnjWAVBqoXWQvTNIF887CxeUj1OThXYkAEDuO3Ui1jdDdJ0uEdbKr07lnghZpNrGLaViCr5UaYJCtknhjk9uo1PAaGmWnEvy0dPOyCKVZNkTK43M7YQMQrBTuLH047kYFJhugZJTxRyO5kWZpZUMswiCQ5Xn84YYUuz9v5Y1x+YdMq2jSKCSnhGYpMsKh42RnlyBkcZK5c4UEntn6ApWtPDTxwNHURNSnyt8sZhWLEcShm3FuRtYgAAgsMn2AqoHzO2qoJHSGpjFMMbm2YYFUDN9zHnB4PcAHois0nmllqJdqSTQxbxC0nDMFJUMzONoySpI+wHHTd4iXpPOXzQGjQhizlPpnBxzk8Lk+n+qpnoYkind1kKw+WisMl3zk+23G5+5z+U9I1U0krNXx04be/mMNhkERCkgEnjJO8njAIOMDqAPkaIU/rglaclETIURiQ52nvkAA5xxlm5xgApgiWIQNKjQIxBlOcKpx7DJHP7nPsOt6WBILfUSmMsJtsK7TyXbeTg7cd0XO329+/SM8z7jsJZdkbejgBVUDaO4ySfqfvz0aIOIJ1SkCwxxRp+d5gWDK2VYFT2DYyqgBsZb9ekvlJKaaW271aGNvMmdl2hipKZCnDNgngHHJyQOetp6iR6sMFhAWHYY8hwqg4RMkkf3e2MAfr1pAkMsNRJ8qZZ2dNzFRnbkBsDgeokcd+PueoQW2oqOtKyM3y4DkYOGIyedvLEDBxn356cwmaCcwL/nFUiKsshIZFQxhPSAASQWPvjJ7Hv0wjidamaVYwJoUkQrnO5gu1+2c4BJPbgd+nVMkgkp6dRKJJCFkYSeWd24ENk5wAcc4A+nPUIPIZJmiipBmZp8SOvlKokZo8rx6fSmMfQYPscdPKWipahqemnuCJIkTzLxuQEDzWJXaFG5iqAkFeD6iB0Po6aNj58RkCqPKztWMlt2cKBliOACcfzY746cvUUrVHyxaVVVT5m1Qu9I2fAYOBwRGn5t2CScZ9PQGT0CLxBJKiipUzI8ZB8pNwmmdhIiyM2AVUZJwoXK5APWIJqimiqq+orvLR2bEeZB57d0AXOGxySG49S/U9DDBUKPmFmgqTM0mamTBJYFskeYAFUDIyQMkcduHcLxQJ5sdRFB5SKu8s26HCZZsBVzIeFHOM5Iz3AcbDYtSpBbZ1BuVSlSWjaUmJYxEpAMhDEDsMcnHfAzjprEI6enIpaR4w7hvN8wvUTMUG1QeFClsEgc8HnHWppWmqJIoRLI04ZIXjgLRhyoLlnZWZmG3BwB78juV2rlp3lmhikaolhCoSQUgV1wOWYkkRgg8fUZAHRSIwbVl5GElVGn+cF9gd90j43Y2gZJzwgJJxzjpxcZJxUyyRqsRnkLTbF2gHhFQM75Kg/f8A3dIGacxNX0jFyqO7OAPQCAsYyFG0gHAUN7/10mkdJmWjRYGgiKNIiMSMBieWJIADAZ4JI6hFW5tCTLPTxFy8MSMFp2VtpOc5fLKgB5bg4wvPWnqkEdQ7LOhnDMSwCPOQCUUDHA98cAdunNVNKrPFUDfLVFxCKhgBFFjvs3H1sSwyST01WZvLip/nGMVMBAmZWEYlcEF8AliBgZ2jnA/eEvsaVMokoTTtI0s0ipGZBt3OQSuwHkhBtH64J6XnNLT1JMVQkpBAKQLlWVcZGZDyFJ2jj1Fc9IL5tIj/ACZeXMvlrVENGEAZt2wk5GQCWPcD26XRjS00UtrrDCDCVM0O9E8zj0gt6mPpJJAAyfp1AbitO4aonnCo4HlyVFQ2ZZC5UttDFSPzEA4Htx0pChqrfM34SuiNUeW6F5JpFTZjbgjCncSzY78duk56ozmGsgLeTTISipkkYdTgHAA7HnAHB5PTukWqhj8qqRooaqMNNvn2pKpyxUuW9WC4JABI+nSvR2OlSHUCxqZ6yp84UqxB3ElMzrtB9IRBhc4DEkkD1cdO4ULP5NSZnmSQr5BAQs2QzbUjAVVHqJYuMkY7dMGjhkhmiipDUmFVBJjd1mmIb1AEqAAqgDIPGOiVJIKVZplSGqdsRKo9UagEswJZ1LthlyRkZOPp0gRenjbzA81TNBT06ytTLAojAVQQ7lo1Ybi2QDk4A79unFTSNBKFWn+VliiXasUCeXTEOihA8vqZlEnLfXt2z0NpKRIXgFdDUGoEZ80PTq5llVgVhjUAYAx6iCff9OntVH5IgPy8MVbOxhjaWndpXbcDvKA7U4DYA54Hv1CNjunmqoIp2hhp7RDKi07uGKsxl9e1c7WdwoGSTjc36YMefbpA9NGY4qSHd57nyslRtCF23NgAyA4C98DnHAClaVpqmpraiSKJZQYy6ssr1BO5tg3EAhfLX1ZxgDjv0VzTNPJNHPVVkkSrkBY5Wk4OfxCCAzuSeNx9BOccmEDEtrsl9iityRpIlQxy+9isUCoAvpC+n1AtlsE7SMYx1X9x8OL5YK2mm0xVN84uzzEicgo7jcEPuCinDe3bvnqafMPIy2+K709KZY5YHxUs/lxhvVwnLM2Nv6A49z0cTUKNNDUw1MFIrJJA7ymRGcyZOxS2W/McsVH0GT7FOg8qKq/ttRX0RWnxCtMq1UKCOnr4sJPE2AFLHsUAA4xnnOert8NviW8UPBKkooK64rrLRyVkc9JLu/Hp2iqIJ/MBPqUFo1GG4xntnqK3rRll1esCVNojphKH/FDeQkA3qiMWfLt6AABjHbuc9VhX2LWGhJFrIBLNSsuXRl3ExZx6gRnaSvuBwOqc2DHxMeXIrDDJPE+aLPTn4ePFzQniho1rdpu7QyfweuqhR0EgEdTFRTStKiMvuwkaZiRwA6jPt1bXyrFfaPA3nGD/AI/v14+WW+UlxuUN203c59L6mjlV1nik8qDdnPCr6lOPscnrpbwu+PPWGi5Y9L+N9lkudOhRUutKoEozggsPyycc+x68N4z/AExnc3m4X2l26/5PSeHeMYlBYs2nr0O1rvYIalWmKq24cKOM85HYdV3faOGn3vy8dPtRvSTuJyB37knPf6dupbo3xS0N4l29bpo3UdJc4mGWRGxIn2dDyvt7dZ1PR76dDAkQlTnc38jntj34yOf6Y68hGE8M3DImmu53m45I3BlR1NsUoZ68vBLx/mjgeYOAQJD2GO2M98+2CR9RSTvMgjT1M+2MAHuSOBwfsM9+2eplPa6aji86VFYsxkKEguxPYkjsOB+vOMd+ifh5R0NHXDXuraItZLPKppqWNMPc68/6CkhUfnZmxn2ABLEDJ66GCMs0lGJiytQXMyofjW1jrDQJ0t8Jvg0s0V5u9uhrdTS0JC1Vxqp1LrTs/BEaoSdpIBD89VF4oaJpfAX4adA1t20O1P4j3u61NVV10oYtS0sMjqIZQSVfzdyYB4XyCR3J668vWkZdR/EfpDV+pNHUNTHYaG6alv8AqSJVcVdwjgUNbkIPqSIPGgDA+okKcDBx8X9orPEHSunvArTtfTLfta3M2uOepjaZjBQRCWr2KASHetl2huOIzyBk9evwcRjg8eOMUorV/XevT6nClCTuTer/AD89CrrTVR3bw70Xr6gZvK1FRSEKSTulicZbnPKs5iJP5jCzfzdJRM+1XnUxscOsw5x6eMjGAc/r9PbIllRoafw38O9B+GAqoar+BW6eVponzGZXnZZSje4M8crKcA4YDqMmmjp5SI6ZSXwTtwcnJGT9sKP6jPfrzvFcnnS5Njp4OZ41zDqhiVoi25lLMN+EO45bgrxhsn2IH/b0Vp7ZE1PLV7VX5f8ADRAORtUkAj+XIPt9umSSR1EUkRZF8zgOgxuwOSR7En/D7HrMldPCjxq44iJwhwQpUgf4nt9es6bci9qtx7aa+4W2ojraCtNLPlZSqbgyN6htYDj3GR2GSMkZ6nFTQW+/rW6rt9LLFVUE++92+HKPLGjbYrjTDICzxfmIH5huQhgyr1WlJWwtKsiOFEhYM6DG1PbHJ5yePfn9OpdoHVc9j1ZRXeqjWRInWOqpyMq8L53IwPvtBH0BwfbrVjbgynJHmWm5NKrR1FcLJV2q8WSiuNtraOalrYKc5Sppmj82TyQeQhjIrqf3R0mQfTph4B6svVJbNU/Dz4s0NVeZrJUz2ujuVZJJJSXWhkDtv59JdoW7HsiEYBUk29T6Ghss1ZbrK7ILXUNLSAktvgQGupVHfgD52Af6kgHVa/Efpy+6e8GNV3zSFTJBe9PikvVuZHYtL/C5ztwvbmiqEJwBnAPt118EHJOG1/RnOnLWyv0tNb4c3ibwzvdZc6+no6RprBW07fj19mikDiNcd663SESxckshcYw4UWh4SNbLLZPFnxNSkihuEtrmuNxanUCCrqaejx81F7bJ4poph9DIwPOeoLoHW1j+J7wkpL3aLobTeKSZaiOoRVaSz3iMeiTHcxkFgV/miZl7gEyKTWVx8JvhbvGqha6RL3d7hTU0FqrXHkI89UUlpWJIHy5ZZQvI2xBeRjPUhGSyOEtJLRr87ljacbWxUvhL8PdBp+6+GmqNRQXyW63SGOviuVvgirbMpI3JBMeJIn27VORjJOD7iT/Epe4bN8GuuaqQmKa53aSGPecMZJLzVyKFweTsG79uubNO/FZqfw4tdJSaasVioLhSKYRXfMV7rNtTZuaBpzE5245ZT7cDjFd6s8YNf66tiWfVOsqmttXnCqWhjIjgWUbsPsHG4b3GTzyfr10MHAZ5cRHPOuVV+5Vk4jCsLxR3ZHPA7xJm8Kb7ca5NEW7UcNfRNR/+NIjkLvGAhPZWAXOUPYDjk9FfGvxt1r4mXO2JP8lZoNPIj2ugt6lI6WQYw6k93AAAJwAANoHUx+HHTGlNWeIcsV/tq3G32m01t1rIJGIEixx4XJHI9bqf26Ha4t3hz4ieDV/8YtK6AOk7ppu8U9DLDFWyTwV8cuFKDeB60BDHA4A988elhOUmcOcIw0HVJ8c/iFUR2+33Twz0xf8AVNIohpLlPRsJw5HcIvYk/wBwqPsOp34Rag8X9eXGHxHoFuF41hTQNLDTwinAZdk4eERyBdkJLw5KE/6E5bJBWOXbwl0TP4weHmhaC2pQ1RstmkvCRuwkqppSzVDBicg7RyFxgZ+/XQ3gr4bL4G33xR8SLZSRiy2u3s1DRQqwCwqjTGPLcMwEaocFvUD3z1ffMVaED8VfEz4ttUWup05pfwKGn55ozFU3Cii3VBDgtKFZmwrEnBb1cg7TwD0n4A+GfjfDov8A8Et+8LnhskVd/G6mrmO2aQBkf5cyM4RXdY1TPqxvP5cZE28JLH48+KNNYvFvUHjLJbKW9Ti4yWC322FoEpC5Plb3JJcrwSQSCeTkdWjbqvxI17ZtZS6Y1xFpSC3XCWzW544TJUGaD/TySZIGwMXXngFBt3KckSfKrZIq3SK3/hPi9rrTlPZdY+Hk9VPa7u89tqjSyQSJTq5EcYMLABCnpCjACqoPYHpTxG0D4z6/1QdZS6SrLbXUtOkEJt87eYChYqVUscHLE8kd/Y9TiPxO1/evBHT9zjqKWDUF1vUFjFWkaAP+MyF0BBXLIp98Zz27dEvEXxnvegPEia3/AMGqLpp2itUFZdDTIGlokkldfNHq9WABkY7fTrg5YxytylJ06O5hlPElFQWhC4IPHimuVJrq5eH9Lc9R0Np/hdJLcKWQOq72Jl9JK+YwcgnIBC9hk5gNF4/+N+mdU1Hz8a31KcvT1dsLAwo4IBO3y1YEHAxuxzjnrozwV8UJNb23WGqam9T1NipbvNFb/ORVEVPGgbtgcbWB5565TrNaVFXdbjWUNDZKuor6kuI3LwSGSUswJ9DJnv8AQjHPfrNxEp4IxlBt2aOHjDM3GaSom1k8c30rZItHP4R2h7J5z1UMclG9TErysz/kIUjaXIBxnA4z0B1rcbN4k11LqH5azafFBCFgSip3iglKncxlQgHBHGfoo+nQCq1bQDzqG7zTW+oQEJ8tUvKjkd25UY7HgHB7H26bT2rTlXEr0Go0a4rL+L5YKztgnGXyo5A91JBJySOufPPOUeWRuhgjGXNAO01ka4zvDRXJJFl/EikpfyOoHpbLu20bgMKD/wAekpNAX90kpVM8AikzFLb6hFACgKWKk4z75G3gdjnIaw6LvNJUTxyV7x0jU+Y5DVg+e+AGUttJXJPHpx359+m9jpdcWSqkla4JTU0rL5crhqgOCO21ByQB39IHfGeRR7LumX1JNNoKyWO/WSmeqTW8cstAisKasjJDHOfzJg7hnPBOST1pZNaa3pfMZoLNcIV3PMsaB5ZFUE/zMcZB7ZHG336I0dzra+ZIW+UrIlmcS4glQqQvpYbVfIJBGSRx0wqE0sAJq/Q++qE5SGWmnRpIiHGJFG4OvccAE/bjqupbPX4DNrdaGaTXlJXVjzXupgttRFmORa6jkpnHfGWQBdvb+Yj+vRKSgtsuKmPT8SVUlKJUqaVmCTrklTuDZ9jglT+vTW7UGnrgTDFR3aFI8BpJZHLqcLyfMQoV5OcH2HbgmOSaWtE9QamingrYqHbEJJKMbUAPCbFk3EZzzjsCemRGg6+jdJ1QaCZKa3BPxXkZmQVSEZwXPOOCOykHnPWLTpd7bcxLZKupkgWJ6dqdJZJoJiTuBLJyrZHBAbIY9zwIjVTX+keevDPSRtu3vTgxxyZbcTly5wc+4AyD0etuo46quNDLX1lrnqJWljl2pJC0SrkBnREB9K5GQxyRz0znHZPVgSe7QRkrNdwV0X8KtiVcdFCgaJnikGOQSXQCQH0g4K5BJ5wcAnWVN0qyaest3n1cSLKjwV6KwHbIE7KSM+wx37Y7b/xW309U1TfqiSpEA2U8k0sbyKnLK4G0MucnHb6/cqWe7QVcUiW3VPnRMjqtPNWqGkBOArrOnl9s9+/boqPUHMxf56D/ANlr7/t0/wD+d6+6T/sxL/5m3/7Ft/7/AF90+gbPMsZyCG7Ec9b4yO/bOf8An9utBwPYD6dKYx/Kfr3698eEMqMBSScA5x/z26Wgx5rSEYjjweOxb2/5+/SeMLyM49z9f+R1tOTTwCkOCc7mGOx+n+A6hBtI7yOXc5J79PYIVjg8wk5YHP0wMYP/AG9M4QrOMj0g5P6dPaudCuxcAY7KMDOB/TnqEGcreogZGOOffq3/AIc7HElzu+uq2CGSCxUwjpkmI2SVkx2xqcken827JwB1T3BPJP8ATq97pu8OvBy06c3OKu9OtzqtjLGU86NwnqYknEY9k4J7+xWXYaO9lSanuhuVfJPuWRpGdi6gKpJcn0ouAgznAx9/fqd+HWjrs+modTzxyiCetanoljcGR2wBIwA5UBQ/P1UjBJBEAtnyhvcG1PMETgosaE+YyjIx+rY6tWzmWktMForPmYkpC9UyiNokQEmNwnmYUMxzulYqMKyqCScrLTQkd7AVVA1RFJA9GhMrrHFCtKzCMHeMrgsvmMIwATuPLcnBPSdU0NRSP5ZiwYt0UahtsMT5k3bQqLgllXJ4zuO08Y+WZY4CUhpo6E+UZYUcLIdykrGrMzM2FUjt/N+UE9MPmVMUFVKlPPU1ZX0KJZV8tY1KplmwcBiCCeAuP1i2C9BWuhoDHLUUVMrTvLJIsoiVgI3YgBIz+UhVLAuQfoBjJbUlHSxiGqigfEskm6Kb1BUJCoxZcMTvDtzgegfm7dO64yyiooqirMslNUMZMTJJTSzt+d1CgAKgU4I3gllA78iLq6Tec8cpp90iSCmlnEjKq5CqyIqqT6jngYAIwMjoiGLVTlJ6N54FWmhnRp/UC7gMX7YO0e2COSR0l5ifLlJmMkvluVMpUiNmdScJnAJzz3JA7fRZ6eBN61XlLJFVpG7AKYQFDF8jb6ucDAwP1z0ygSKoiaKaNIy0iN5jZCQDdgnA+uSdoH0+mOiQ0kmbymE0LDY4HI52BSSOeOcj2P6c9YEMwkScPsChVQKwJBVe47bckfr79fRr8qplnCNggsox5hDYZjnJ244A4z6j9OsRCWVpoWBkcKQQV8zGcDI5wOW4P1PRILyoJpkipqlki5nR5DtZACxUk4GTj1E498Drcitkq/KVGYxOYqeJwS4LlgWVR75yd3scfbpCoVpqowrGrzIwiLGQMqBFUAZ7YGDk9jx+pxBNJNBJDSxs8lQC88hAG1VGeMcjBDZJ78cfUEFpYqaISzo8OBO8IjhYMCm31lQwyP5QGPf746cVMEtMtUgI/BRYydxC4EpOxFABPqUkk8cE98dIeU7U0UkcMRMhYqB3fylBIweNoBOPckHk9bipjWiOZN0XpYAISXbcQSew5CHg7uGPuT1CC8dUtK6kRLHGSAYGkVUZywXLImDwQG2n+6PpzvEPKlicS08hwVVmj3EhIwR6Sc7csMHA/Lnv1mNo448KpErRpIqsEZYwELudig4J3EKNuB7ng4SgDLMyLPUIqISkcUp5d4ck9gFUZJY8kKMe4PQIKmpo6eQObXGEgJZmniUlioBAxtGAWx9eGOc9KrVVYppI6WPzCu2plqHwsILAFTtKj1AO3qOe/H3QpXpZFkimidlVXY7Iz6j5iluWXO0Rp9v/AMkuKF2mchwwkK7ImYgmNlVeFMhIUAspZyAAAcFeoFs0yrF5riQUiplUebMryS5wMKpGVyNxGVIGRnpKqpRNKWp41G7O6QqoDPIWOCwHIA9PpA7e3SaMsTSPNAiDHqdn8wuzYIUkH+oHP1x08q6+eqt6WmZ5kWAqkcaMAzu6qS0uCc4wPTjjGMjHUIM5aWtmlVX8xmVlnd2XCoCAFwGAVeQcf4dusRzho4lZ5JoY02NF5hETOSPVIQMEEntnJAGSOvhA3kyfw6J22t5padMH0xhi/OBjIyBjs+MnPWkM7U1TvpJ/N8ssFdgCd+3AYlWznjgc44xk9QiY5oZqha1XiWSolniEzOqlADklXZlO48hD3Az1mCJpI44IJA48yRwzqrM55zIF7KPRjc2SS3HWstPE1O0c8E5miaSIl0Ku7nacnKs2FXcQvcAZznjrbyKJaXzDikaRN9QGk2qVwSsaxgF2OcZYnuR2A6hLETIku6qmMklTJv8AKjUsBGMH0s5PspA2rjOfbrZ5lxFCECyqSgYIzADLDyx6jgsQM4znd346RjLw00mI05aGBGTknvuUervyM4B5C9ulImMtQIaWMEU67fLd94LZYkkAAYAJIwMDA5PUG2HUDQxNHHUUG2CIGUIcjzcA4ZwNxOd3HYAZ/Xp2Ilq1knlE7zspmX1euQhe7E5CqWPA+gHRKhpbdaI0+c/Glc48iIhWlUjggcewA/fpvJW6gpVEkFpipEhj2Ipkw4dsZdlGSe4IHYY+2Ok5tQ2LIjiGmbakRqJDMCUAzGgOWKckgY3Zbv0rRReXC8FKy0yKkSyVLwFFOefKIHc/zHdwSBgdRCe9XmhkYzRRSHJQryBIMLw38zD0rxn261ptYzJzWPNI6O86jPBmZcZOfYccDGeiopiuTJ4A1PPI9PM1EQmJwCVkIBLFAfTxyNxVe2e2R0ypIqelgFW0MEMXlfhFVVSx5IHIY4JUcADI7kdDLbe6aaJoEac+fhGMUhjL5ABLEglmOD9h7546kDVNM1NHWJUl5akiCF4yomKnuSzBpGBAODhfsOelaHUjWimc1EiU9VLDTGLM9XNMfRvOGC5UYJCKAqjP0+xISwSB5dqVJR0mQMVBVQzqm4uhCJxwCRgZ9znoTXO5iNV8ysdRVTwuY41OYqdCNquykFcDkqMcntnpakKTtIgmYRU6iSRmiVd7hW2nazDao2qcYPc579AKC9PUPFVSRUb1SrEyylKY+hl8vBBl9JA9RGBnPPbjrKzNRSokL01JUkrGZFMkkqd38tMM31yzZHLAcc9Mo62SVmS4CKsZ/wA/lMTvZUwsZlcFQAfUdp98fTraoutYpjgpSFLxlYnqGjLEyAFnO4DYvbBwOAO/fqBvQk9quU8FY2140qacxTIpeeQQzDd5ZfCks25ixHOMd+t6S4w18XlVU8LxVNXu3VEZlnqgFy0j5YAJksfVjkjnt1FKaTEbTU1SIpmpZIlWmmmdyzuq5ZkGGYnnaPrjjp4LyVM1JM/kJCyrLHUSk4VVOxSgGCcDsAQvY889QJpqPw/st5p6EWlmiqpHlk+Z3YURKB65CFCjJXA9uRjPfqvLxLqSxU5tdzb+IWgPwSMozkcNnkg7VGPoOrDe+1HlxUkwOKhlZpGqkKeWiiQsy52htwOC+QMrx0EuF1VRLcJ6KOaSrqFD1FU5lBXCEJHx+YnOSDwoxxnooVpER09qiu0tdob7ojUVVZa+Is/plYBBkbUDDliec5GOuofCr4/L1Q+VafFS0fPKn4a3GlQLL99yflb9Rg89crzWK31aVD0bS+ekXmRqkRAdmdQq4J44JP17dCKmGspGWCrBkjQnAVty5GM/bj36ycZ4bwviEazxv16/Mt4fjM/CO8b+HQ9Ibd432HXV3c6cstRdKSJd8xlqo6OCInP+nnlASNc9wu5yMgYPPVhjVFyNMNQVq1FdV2und7VSWSlMQp6cj1RWqllw7SPwr10gUd/LBJTHlfp/UFzsVfHetP3yW21tNKssW12zvByoXAPb6njrprwF+Mq46Mv1bF4pRSVEFyoZqd6+CJZJzUykRirlc5eVokaQoNwAIXA4HXn83gEuFV8Nqvr+e460PFIcRpl0f0PR7SiPPYNPVN6tkNAkVFb42oKWM7aTzc18sSfzNmKmpVJPLHBPLdLmh0nS6t05q69UlBUXazCKGkaVFMsMhnpmrJkbuCJa14mxwSDnOOoz4TeNWl9d1dBqXSt6tlyt0tZWNUutT5c1FHNHMsAaIjvBR0cQJOOxI79Btd0+naC92zV2obrXUzw2Wuop6ennUFvnGgrLhKIyveJaqCUuG9DU44POOX5bVqWhcmnsRXxNrGoRYGID7aKS3zbiTiWOqkmKd8AgTKDnsRjjquPnzI7MJZCSpSMhgCgYnIPP2z3+pPcDqSa2v8FxM1nrSHnr6l6mgMXpNPcxj5yBcg7455G89ffM8IXcu4iHU0ZqZo3p5GLKvrRjhV7ZP17+3frDxOGpc3RmvBJ8nL2HYq0YZSUogBwhPpwOB+/A/wDoemNXc/PMlOu2PegZOMBvfnH6fbv1usMskav57B19StwPbnbj9fb79Ca6OXzNvJQqCQv8pOQPseO+OqscVZdJuj6C5SUlUYZZWkKkgFeBKDjLA++WOcd+D+okVLfmVQWUkLgHaSSsnfjnOCcE/vjqAPbnkeOOnT8eMHkt+GoAGFA47Y+vv0b0gEul5p6a51CwUVBEZ62d2wiRRZeQkk8NsXI5yWwBkkDrU8aktCpNrc9BaCraN7O87Hzf4RZvmGI/n+XqNwJPOdv+H69QHxN1NbZ9K6xphe1guGnNI1t+iEb+mRTZAm1gchgGiXcuRw69V/afG276mp3uVJQUyVd0LVsCVEuFjikDxU0eCVZlFOs8uR2j2scZGa91jqrUWqfCi92WavobZcLrYKujqZYqaeSKRawM3nKiB5DihpVYjHaaInAbjfgU+dRe1/uZZY1yt+hBvAulqNE27QmpfDWGwPU3CaK03+32GomkhutPLPFElVukY/5zSzSK0g49E642gcF/im1w+s6u0+H1vqfLtMlyqLkVRseZDShqaOTAHpBIqvfDYjcdx1BPAbxCu9t8K75dqh7ZRSaerZNP2WqpKKOKmnqfII+fjRVB3U9OKp3b8zmojydwAMP1deJ4KO46kmaQSXPZRUKuPVHQxIqRgE/6iIv3wT1vzYn5+u9tL3fj+hRCaWO1sVTqi32ivuCU1XWy0sMbFleKISOx745IC8AZJ446G/wa3wySQRzz1Ef5ozOwjJwT2Gf14H+/pG6XGsudwEMNRK/K+Y0e5md8kDK5w4+/fohTxRLTQpOzxqPyl1Y4IHOR2xkfy/49eghHkgkcqUuaTaJP4eeKd88J6i53LTlttNQa6gkoKiKvpTNG8LMGZdu4ZyVGc5B56Bar8YdceI1ro7FUJSWmz28mWO0WW3LBRpIykbzFGvOQSMlm5b7noddIUajqMRzMWTJiwCzDIyP6ZOcHt9+hD1Udot60yxUjwOqmIxRkySErwucZB3LyOcNxxg50YVoVZXTL98MfiP8AEm4a2t1jmsumaiusdBNHPdZaWOC5fLRKSIBUSOAACCSBksAeQTuFzaJ+J3wf0Zpi56T8TfENhdLnVyvVwTUVZVu9PtCIryJCysNoIwCRwccYzyvZNL3TSel4b1TiOOtqQLjXMIGp5I0K5EauZIzJt/PtUFQBuJZcHqtL5dpNeXX+OtAFlZ1jkLSA+UoXCICcZASPC/Tge/V/Uo2PQ74d9RfCfa9Y0baP8XdSvHTPPV0tpq566O2U3pKSFIpIo4yxDOcuxIwT7nMh1h4tfCzqzWEstT4q6jprZbUmpai12uKtW2Ts775nkjSFo2ZmyWYN6mZiTk5HGfgFLPoijv8A4gytXQx223y08ElJOsIaaR3HonCtsAHGEG5/NGMD1AVbLdWJbRJJDUPUyu7zmSFpCjPyxyr7sY4wQT2z26wcfxCxQp9TbwWB5Z3tR6Ejxu+Fa62+x0FNrdaKj05WxVtuhS31dPGskYIUnMOD3PuOST0QpfGXwFor5e9U0euZp6i9xRU9XG9JPJB5ca7QAgh7EHnk5+3XAUDUlIPla2WmqG2BceWVkHPPpZtxHt29/vg6G4WVpfTYUWR+zeU2AfZgdy4GAONv3HXHXEyk9InV/tklrI7XuPiF4C6V8M9Q6X8PJDCLulTtpoqKrhUzToEO1njCoNpGCTgAd+3XJ8s1ijljWrtZpWUbWMbupZcZAwS3091HSdLqWzykRS3asoHYBGYqZI94A9XqBIH2wTx3PHRs1d1qKMJTXG2Xu3upbK5jfaM5LA7hxjB4+/WbLkyzeq0RqwwxY01erNVqYKyGjgo7tWvMjYaK4eXURFDzw2zORjuPoO3PWbhabtLUS1FfabUZ6hm/AbbINuQ29Gwe+4qMnIA/XKEl50zJHMbhpqW3S7VVJIlADEMAQTGD9jnA4+vHSVBdUgET0yUriRlaR4JnDgYHLBs/T6+/36oXOXNQ6Dmqui2a2Q002mrtQhi7GS01m2LvkEIN6ZB7kj6cDA6Ttms0kVBT6vkpBG2KaC407yohG4HLJjJPpJIxjHbHZ3cbtZqiVp6qsf5lF2xNPRM6q/vkjk57A4BGB+oc2+mhuMlTTrqSh2xRpiZ4wwYEElQu8seSB+pJwOeolprEF06UiaWa7NW2h5quOz3NWRY5BRsGVSzMSBv2kAgsTnj1E545VpNZaZnjmtVTaHp4KeZFENdtkg3FiBtbzcMOMelW4B/eK0OjrkaKoucVPb7hTRkhPIqlgJcH1ARuSwzzk4/+Sdo1ZaohV6Yvct1gjrQAsdeDPCZOcqHAUc5Pdh+X3z1RKCd0WqTSVk8hsNrnmiisOoRA0dRt8qkNTAO3A/EYxlhjuFPt7HAb3Tw9vtXTx3SxXGOoq0JCNK0byyrn0gDClfzZOM/t1C6nSccMvmUFO9EgeMxxUc+FYhSM7ArRgkN3xxyDyeCtpGtzKK+guL1csZaB6Wtt8u3eAvaZCFXj3wRx0rShTsNtumgPdodYUtXPT3mCukjhaRGSjm3YAb0/hzZGOAcKeDjOe/RGo8Sqn+HvZ6qn+aiOxZYLxSeSzYA5D48onjsRggd89L1tx1is0tquFqp0EmxZJ4phPFGQw4Jky6A8ncOMZ789OnxVXCqpHtDVtNCWUtLGyNgIMESbmUEEdwcDI746bn5tdGDRdx22oLQKET1711BW1UarikkZ1jVc4wuSAuCQdvP+I6dRwW+8Qs9s1DQXSFipK1sAicvnssi5wQccuv78HqP3O00FJSxVkV1uVuSeZozCRHLGr4yxym4AcqeAD/TjSOk1TTzrHS36nrKVipVklwXORuypKNz9cY+5xwnLfoWKSWzDfyNz/wDUkP8A+Eaf/wDM9fdA/mJ//MQ//Cy/9/r7ocj/AOzH9nsef6qxO0Y5/T/f1mIDJ3DIwR3wexx1hDhew7gduso3pYYByQOR+vX0Q8CbxBWmXcBtjG88nuOcZ6bTyea5kPc9z9el5JmEcsYAwzkk45P/ADjpsoy2PYkDqEH1NDtgaZVz27jt3/4dNpidxUHOO/S0ztu9jhVAyM+2Om7dj1CEk8N9LNrLWdusgZkgeQS1UioX8qBeXbA5OAO3Uo8U9Q1WotS3OqjVHo4W8mHZTfLImwKF45L4AIG5iSST78l/Aaiig07rrUkDvHXUVtjp4XGPSkj5f27nYvI6retuNQ8JlYKZZpd7yON7E7SD+bPfPP1wPp0n/IPQlHhPZrZT6ws941BTrPRYlqREwVlLIrFdys6ZXcpzz7DqW6h+Rpp5y5p4ISTC8MRnAV4yod3ijLAZYKiodo9bHtjoBo+Z6PREd8XEss10jt7RyDMfkqhccDByWPPOD7jqW6jtsdG9JTpPIUlnenOFSPCuod2AjVRubtuxkDtjv0r1kOtERa6VMnzcjT1hlqAYJMxjexkaMlsHeAmATnaucjGeM9BqlVjNUJpZIjA5p1SN0cworIEUNyFByckHJ2n79EbhVzUksjqxlkqqKOtnklYs8jGIPszn0rlQMLg4JGcHqPXmKnhraKkWnUiWCnndiWyxkTcw74AyeAAOmEbFqype4sVWMPNVJjJUHy1zu2omz0qvJJAye/HWJpFOKj8GnSTlEiBYAoCEJ2jIZnLjJIBPPYdKwwRiminQuhr4ZzMEkYemOFsLnOcH3yTnpKJc01LKjGPzYqqXanpC7Im2qD3wMe5zyeeT1ACQeRqtTc45Wi3SK+0YkdiQ5GTyC2Vyx5AJz2x0wlWQh4ohEF81cvEp3AjdnA/Nxv78AkDpSjz5YqQzqTFI21XIHLAEcHOOe2f+3pmlVUyxVaGZlDKpcLwGw64B+w+g46KIZp1Lg0s0Y/0yYPpXKhipBY5A5P6e57dZhpvNhqJsOfw87j6QuCCeByeccfcE47dZlJgW3MCWWcF3jb8hxIeMfT7ffreqqZhHLCHIWUq0mO7+gHn6jLE/06hDSaRDuqJ4w7liu1849S8HuTx356dx0ckyiemeCmjZmaDzZAC4HsDgHjIOMc5J60t0YeCrqQxR6YRyR7MABmZRnHbOCemUE0jggMUCsgAU/t/2dQg9k2x0EJhRTLLIzOyAsfL5QAnuM5YkHGfTx1tHVvTVMiTSCJmKTMsMa7R6SwU4OAAQOPueM9N4J5Io1kjO0xSGMY9xsPJPfOD+3t1rA5JOQMLGrhcccsFI/THUIHFWaqlWCppXcsr1DRLMABI6k/iEZOMbMlyMDI9PsOmNRV7Z2TaEO2NIYPwwzMThQOCOH7DsOlIpXajFUdm6eXey+Wu38NkwAMdjvOfrgdKvQQbIk9RLrBljgkb1djj6cjoEFqtnWgklkYmSrdppVlkw75HEhReQCX9O4/fBHZBoGE8j084WihlWJY2V5FdmU4AAA3ElDk8DIGc9L/Kwx1q0kSKiPUxpkKCwAVTwxBI5b/AdNhLvpqmYRQg0kcQQGJX3EkAk7gT7/XH26hDVnmRIwolfzHJAKlGJJ4xnIBOB/UffrO+JnkpfMKiNwqugAj2EYO0swz3Pbvyc9PKehinkaAsyBYYo8oFBIlnAbPH0Pt0zqoY/Laq25ffLtBOQoRZNoAPtwO/UCxSunhqo45aWZ4UgCqXZ1YKfUSVRBhS2MBVJwFOTg9IwOm6FIEkmRWxGWLBmHs5XJK8Y4HcZ5x1rRSy19fDSzSMsUUaFEXsCE74Oefv9z18KaKWWOBgcMqnO4k/lIxzkew9uoBGTUyPHHQQOGWEtIAfUWaRVDYA4z6Tn/EnHW9f6ZGjKpKwmYyfLqFVgSCR5gGMDGMDgc9bR0cHzFPbQpCSbCz93I2rxk8Aes9h1i4fiRTVjlmklLu+XY52tgDk5x6j1AtjemgVQ8iuFYBZJJUBZY1K5CjgktnIyP7p56L2GhuF9vlDZ7NTVM1XVzCnhghQsWyAqggZySPYk++ffoTc5sPRoYoyZUWV2K8ktg4/QdgOwH6nrt/8AyX3h/pm+fEvLVXij+cks1uaqpfNCkCX0+ojHOPbpZOkGKt6l4fDl/ku2r7LT6n8Yb1U0FTWIH+RplBmCHkAufyfpg/oOujbh8C3wqaVsm+66fhUIMGquMgmLEDPKkYP6ADroa+XWqoayhpKbYq1bOrtjLLhSRj29vcHofePDzTepXSqv0dVXOo4EtS5TsR+TO33Pt1XKKWnUeMm9b0OA9dfCL8K2opJqez1Ph9cZFLBBa9Qmx16N9FSeSSGRv1KD9OvPzxu+He16Krq86Iv9XVfw8k1Vmu8C09xpl3bQyFSY6pP9eFj9cAdeonxZfDl4Wra3r0s8iSqZWBVlGD5ZbuFz3Ue/Xkrqi41lgr7/AKbhqJKuhhhMtOlW5kMEiyqodDkYOGYc5HPbgYTFKV6Fk0qVlYh5qWYBlKuhwVYdvsR1LLNf4poqejq1Ywwyq4giQkvgMM+nGABjPcnroK8eFGitX/BzcPGi4W00+qtOXOktkVXStsWrhljDn5hSCHZScBhtOAMk9cnRyPG2Ucg/Y9aU1NWUSjyMtKS5uCTQBqKGrYKq0+6FjGHyWckEIMHJAOeR9Ot5LjPWl45ZJJpWIlWGBfwBnaE3qgO7Hck9+x9+gFqVqK0rdYpN05nihXeisqKSCcAjHcnojeama2SPNE7SusAkJmYtvZiQSwzg4AGB2+3VbVMaLYbqqkVNavmTURePM7y7ll8pFwTheMuSowoPbgL1qSstJVVfzdYgkkz58qNGv5woyTlm4ThRgAnvx0Kt1Q1XSTVrIIzSwxypHGzCMszt3Gewxkfc+/TyOkVL+1NFI6Babzgxw53YH94EDuTwB0A2P4J46xmaONoFMUcXmu6yMAWzsTft2k/mYjJH1560nqq2XLSGehgIMm2OBIMwLtCr5hI/NzkgnJ+vTermaniaIJG8EEKyeS8alXZGwpY43Hv9effoEL1WyXFKAiBU2K+8Qrv3cOTuxwc/TsO2OoNYbnrZEl8uNlRZwQ8sxSTYMnJj8zaq8IOR7nv0FmlqUkE8EtUAkUbM7ctGqgkLuwvJ7kjH69L0Ae4UktXVTSO5n2DJ/KoyQAe4H78+/Q+mudXc3WnqfK2GPygEhRcKFJwOO59z3P16KFEIoFSRoTWyTbU9WyYlC2zALPkjC4Pb7AdL0nyo2iaGGOEeWzGNwgcF+RkkkDBBxj9ffpS9JHT1zQxxphxADlRjLg5O0enP046azVs0KIQsbM0G3cyDgEsTgDjv9ujdoDEa3TtM6tXh0poAWkGz+dS5ACBjk/rjkfv0N+XuVukjIiWoEmSMesMQAeR74z9MZ/TqSfMVNJBLVQTkTSRxoZSqlwGXBwxGRwSBzwOtFqmM8gWKNfl2CIcEkAJtHcn+nbo82hOVAyx6pu2nKqKp0neK62V2yRJninKBgyFXXjHpKsykHggkHq6Zfiw1zer3pm967utWlfpM1tba6ynjQipqKlw8xqIzxJG5RUwNuExjOMGiK6lgWg85UxIrMxcd2yR3/wCffpjT11TA/ocHI2epQeP36qycNizayQ0M08WkWd0L4j6V8SbVDbrZXtVUldEixUK7RUKI1bbAC/BqIdzrCzcTQsYSQRjoXReJ82lGp4Na1Xn09UxWnvcYIilIJytQvLRTqwO5XwwBBYdnfi6Ktq6B0moqmSB1bcCjEYIPV26H1lfdTWq51t4ninqKKgYySPErCtRR6UqUYFJsezMu9cLhhtGONxPhcIRpu4v5/n57upw3HSnKq1OoaW9UFyiFTbpYainclgY3DJjB5Ujgjnv+vSMtTFuDLtfbhRlePrz1zrHp2nt/hlP4k6duFysdwjqRD8tb6t1pWH+sj7mPf3bH26jNN4n+IFQPKl1TVFSBkiOMN/tBc/49cmXgj/VCWnqdFcbFaSR0ZfL1Q2WB6ytq4KVEzveWQBfpxnu3txknjGeOo9pu63fxAq3e22WOWwUqiq+UqmENRfpoyMRRq7KTBGxV5CM7VBY+raAz8Z9C2Lw10JpvXFAKm83W9ojzvepjVLGxhik9A4wN0pG0kqQACDzlS3WpIoddXxq2rkrtL2233SGYybTUuzZWKXaAFgQgFYovLT0rkNtGL+G4THCDlu/UGTM5eytES6o8RUvVYbnVVlPCXgdnqaamaINDMFhqJoUOWVZQiUlPGTlk3MwRSSXF4vGqrvRvadOVML3q7TVFBTAS/h0lW5U1E5c/6OClhjVWf/RuYmK+iMAxXXhkpKC06nppTHcLhbrTc5nCqQa6tjjR6kAjh41ZvJH5ISSUVW56CeI17qtK+Fa1llihhmutxuVikcqSYqCiMbLDHzwJZG8yZjlpGAycZB3Qwx5Vyrcxzm7dmYKi0Vt0odC6RleLSGmKL5TfIPxKhpWDy1TZPDVDoX24ykfkrnvmKeLWqFqa1YoHRYqKAsilSFUdlGAD9uw6I2apdLFS16RQRz3OBaupMUKRK0pXBYKgCjsOw+/ck9V5q2tnFXWyggOBEFYDle3I+h+/t0uBLNxdvoJnbx4OVdRC1U0VFGtdT1sNX8yz7djIhXc5xujQsYwR7tgENjsASbowRCIoIXaKnkDKm3K5P8zbcj3A+pyM+3TeltqxXymhnq6isauokmmlq2WWQ4jGFDMOF57fYfQdPKqolNfLTfhhHpvOOyJY8koG2+kAbcgcfbrtTObAHXGD5gBYYZpUEm8+UC2zGSCx5wM45HP0z7jrFSUFfrHdLTCRbS7zSpVIVNVVDJVWTIYZ2lmGfY9sgdF4KaKaSpEoLhKSolGT2ZACp/XPv3/r0U8B4onrqFpYxL8xHWXGQOSVeaOGpVcjOGXAwQcggkHgnqzDpAXJrIPeMWqq23+GNHpG1VUMDVjh6yOKKBfNURRDl4V5HqVAjyOylDn1Him9L2OWarpqeFs1FRHvjxx6NxLtkjaoCq3fP2GcdPNcrJL4lNQzVEkkdaaPzMhQVVo0bauAAqrnAA7AD6dTPwKttNc9R22lql3RrqCjhiBCnyvOaVXYZB3HFPGAG3AerAySera0Knqyfar0/bqO3ad8P7bTwJNBTpdK2rjmNUXjDSCFF2Z2ptKZyAXOCUTAUMqe2ajhc1FEnlzoAwdpGp2YfcsAHGeCDz+g6k+sWmn8d9X0LVMwlp7/ADW5avzCZ2iimMaAk+nhTjG3bwAAAAOhlTebjRV/yb1UtVD5SzbJ5GKltoPIUgHJJPP7YHHXm+PzTnncdKXc9BwWKMcKl1YoK+phoViv2mY2AjVvMxvTfkDJCg4XAPvn9Oh0f8BSpqY7XSXClIRZAKWpYAtgghUAweT2PYZ6kNuNHX0MtRJbKaKeODeksRdGBwD7Ng9/cHsPvkFqmCKzrBcqaNHllE6t5satnbjHON38x9/p1zk1dVXuN7i1rd+83r656vctTNNUqIiUhqYHDJ6TtZnTaD7dweD989OrLedIzVlJSVttqKCSZGVJ46lnSWfbnYJAvoy2QCfpgntlhPXXCC5UdPS10sMNeIlmi4kjIY4PpcMOxPOM/r1OqCiorzBVrW0NL+A7RxmKmji2j1HsigZySc9PaUbE1b1MLR08H/8ATa2QqR5Xkmqgk8v2IBIGAeMnH179+laTT1BX1YuFfBS0wp6Zki+aMeXySU2bHGNucYxjJ7dCaO0Uc9TOIzPTkQiQGKokwrGQchSSoxnjA6WEbUGoprXTzy+T8sZSZG8xmIVDgls5GeqsvNKNWWw5VK6BF1sd8pk+cFPTVMCncjTRmIxLuJ9DkYc4Iyw9sY56eSWe5xeWblS1sKVB3yFZmwUA4BIBHvngtjorpOnF2iu9XWyuzUF1mpIlXCptGxg20DAbnuAOw4yM9NdQUhtt1qaekrKtVhikCbpmfAG7A9WQOw7dZ3Ocaiy5RjK5IRt8cNvldqLUSUspV0+VWtaGbJAw2ZVyTxyAAeSMj3L2yyQ3OWFKq9SCEGWQ0kkhYrlu5dlJON3uMck/Xra4WSkqHdq5nqy8Ebv5wUh/y8MAAGx9wfvnqH2Ox2yvvDfgNTtJvZ3gldC3q7EZxj7Y6tjb9lsrlGO9E1NCdNzfM1byVdMOJFQYYsQSpjyDkgdwBySfpno1HrGlSCropqG4w1iOJEhnZ2POBjYxTccf3foeOq4odSXCa8VWn6nbNRQ1AiWNnkwfVjcQGAJwSM46sC2WigC3LZG6qHiVkMrOjhQ23KsSCR2zjPPSzUoptsaMoyeiPqLVtuqqnFdqmuM3byKnziRg8JskDAAH75HHt0Tpqi0V6mqnttXUNKT+NRRSQOxJ/LvRyGA4J7AZPHOOovo56a83hKW52+nmEBkKv60c7VbGSrD+6OO3HTfU9HQ6UrKqez0UUUkFUtSkmWEgZlAx5ikPtx7buq1TdNFtPoTC80Nnqk/hltutzikeHcTLRxSy98MiNvWQHk85OeR0zWiqNNxrVWjUl5+bRxvT5gAtwDt8l1VyMjHDMMDOMHPT3TFyrrhpqS8VdS8zR5lEMv4iE+ngl8vj/rdK6c09aL9DLXz0zwSoCyeTPIQhyxyA7Ng8D/nPRg6dIRx1sFf2l1Z/60q//dDr7qb/ANnqb/0up/qn/d6+6fmBys//2Q==" width="302px" alt="How do you store crypto on paper wallet"/></p>
<p>While it doesn’t make much sense to utilise them right now, paper wallets were massive contributors to progressing the business forward and introducing an idea of cold storage in crypto. Thus, paper wallets have claimed their rightful place within the history of cryptocurrencies. When storing your Bitcoins on a paper wallet you probably can only load funds to the wallet. If you wish to send those funds you’ll have to import or sweep the paper wallet’s personal key to a software wallet in order to get entry to your cash. When you select to print your keys, they are typically eliminated out of your digital pockets and the community.</p>
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