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		<title>The Means To Use Chatbots Within The On-line Buying And Selling Industry</title>
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		<dc:creator><![CDATA[vince]]></dc:creator>
		<pubDate>Tue, 25 Mar 2025 18:13:49 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
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					<description><![CDATA[To witness the transformative potential of ChatGPT in algorithmic trading, discover Tradetron for a hands-on expertise and unlock a world of innovative buying and selling solutions tailor-made to your success in finance. Due to the COVID-19, the sample strengthened in 2020 and can keep gaining tempo sooner or later. Thus, in accordance with the prediction,...]]></description>
										<content:encoded><![CDATA[<p>To witness the transformative potential of ChatGPT in algorithmic trading, discover Tradetron for a hands-on expertise and unlock a world of innovative buying and selling solutions tailor-made to your success in finance. Due to the COVID-19, the sample strengthened in 2020 and can keep gaining tempo sooner or later. Thus, in accordance with the prediction, in 2021 over 2.14 billion of us on the planet will buy gadgets and providers on-line. It feels rude to not answer a question, and you’ll see that the overwhelming majority of people will reply. With over three many years of expertise, we’ve assisted 1000&#8217;s of people and main funding corporations in reaching success within the markets, regardless of their dimension. A devoted specialist will contact you shortly to give you free pricing info.</p>
<ul>
<li>This dynamic strategy ensures that ChatGPT stays adaptable and aligned with customer wants.</li>
<li>Monetary establishments need to make sure compliance with information protection and client protection legal guidelines.</li>
<li>In this data, I’ll give you my impressions of numerous the finest AI inventory shopping for and promoting bots for 2025, highlighting what makes each service distinctive and how they may enhance your trading.</li>
<li>I’ll additionally share insights on what you should know earlier than diving into AI-driven trading and the way these tools can fit into your general strategy.</li>
</ul>
<p>Throughout economic downtimes the volumes significantly decline, and since then brokers have to adapt and motivate the present client base. By bidding on automation software program and decreasing unnecessary expenses, brokers can concurrently decrease prices and increase clients’ engagement. Advertising departments can enhance conversion fee with&nbsp; AI-powered software program and offer better-targeted promotions based on all conversational knowledge increasing business’s income. The potential is nearly countless, for instance an AI-system can analyze all of the queries of a hundred,000 clients and distinguish their sentiments and areas of curiosity and contain them with the most devoted promo messages. This is possible with the automation instruments, corresponding to AI first-line support in the type of a trading chatbot.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="352px" alt="Chatbots in the Online Trading Industry" src="https://www.xcritical.com/wp-content/uploads/2022/08/abcb1bc0-cfa7-45bf-8623-95934b345aed-768x513.webp"/></p>
<h2>Top 10 Ai Bots For Inventory Buying And Selling In 2025</h2>
<p>Moreover, trading chatbots are wonderful studying tools, particularly for recent merchants. This can save traders time (and effort), permitting them to focus on different elements of their trading technique. One Other key development driving the expansion of chatbots in online trading is the advancements in AI and machine studying know-how. They use artificial intelligence (AI) and machine learning (ML) algorithms to analyze market tendencies, information, and other components to help traders make informed funding choices. As AI applied sciences continue to evolve, several <a href="https://en.wikipedia.org/wiki/Proof_of_space">Proof of space</a> rising trends are anticipated to shape the future of monetary services. Furthermore, advances in quantum computing may enhance AI’s computational capabilities, enabling faster monetary predictions, risk assessments, and market analysis.</p>
<p>Since ChatGPT depends on massive database data, which can include a great amount of user-entered monetary information, the chance of leakage must be famous. Information encryption, permission control, and data safety management are required when using ChatGPT to process monetary data. Establishments need to emphasise consumer privateness, compliant authentication, and abide by relevant legal guidelines and laws. Establishments should make the most of the data gathered from suggestions to drive data-driven improvements.</p>
<p>They also eliminate the emotional and psychological biases (that can result in poor trading decisions), thus guaranteeing that trades are executed objectively. For one, they can be <a href="https://www.xcritical.in/blog/chatbots-in-the-online-trading-industry/">computerized trading application use which chatbot</a> programmed to commerce 24/7 (making essentially the most of market opportunities even when the dealer is asleep). Just as a end result of tools and sources have become extra accessible, it doesn’t mean you could become the subsequent Jim Simons from Rennaisance Applied Sciences in a single day.</p>
<p>Swiss insurance company Helvetia is testing the usage of ChatGPT to advance customer support (Zeller 2023). They declare to be the world’s first publicly traded insurance coverage firm to make use of ChatGPT expertise for direct customer contact services. Their chatbot, Clara, uses internet content from Helvetia Switzerland, which allows customers to get solutions about insurance, pensions, and residential ownership.</p>
<p>All web sites and web-based platforms are tested utilizing the most recent model of the Google Chrome browser. Chatbots have the flexibility to provoke and shut gross sales, where a sale equals the location of an order or a deposit. Despite frequent discuss of innovation by participants within the retail finance house, in actuality these channels are sometimes explored with precaution.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="354px" alt="Chatbots in the Online Trading Industry" src="https://www.xcritical.com/wp-content/uploads/2022/08/blockchain-trends-2022-768x512.webp"/></p>
<p>These chatbots provide 24/7 support to traders by answering questions and offering details about the platform, market conditions, and different related matters. Over time, bots have turn out to be more and more refined — incorporating superior machine studying (ML) algorithms and pure language processing (NLP) capabilities to better perceive user requests. If you have clients or employees who speak different languages, you’ll need to ensure the chatbot can understand and reply in those languages. The first step is to take stock of what you want your chatbot to do for your business and clients. One of the issues brokers can do to maintain <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> their profitability whereas there&#8217;s a recession is to minimize back costs. When markets are rising and firms are growing fast, there are often few companies who are serious about slicing costs.</p>
<div style='text-align:center'><iframe width='562' height='311' src='https://www.youtube.com/embed/z2QAwLTpnpY' frameborder='0' alt='Chatbots in the Online Trading Industry' allowfullscreen></iframe></div>
<h2>What Sort Of Expertise Do You Wish To Share?</h2>
<p>Additionally, many bots operate on assumptions or past trends that won&#8217;t hold in the future. In this guide, I’ll provide you with my impressions of a variety of the greatest AI inventory trading bots for 2025, highlighting what makes every service unique and how they will improve your buying and selling. I’ll additionally share insights on what you should know before diving into AI-driven buying and selling and the way these tools can match into your overall strategy.</p>
<h2>What&#8217;s The Finest Ai Tool For Day Trading?</h2>
<p>He is the Global Director of On-line Dealer Analysis for Reink Media Group, main analysis efforts for ForexBrokers.com since 2016. Steven is an skilled author and researcher who has published over 1,000 articles masking the international exchange markets and cryptocurrency industries. He has served as a registered commodity futures representative for domestic and internationally-regulated brokerages. Steven holds a Sequence III license within the US as a Commodity Trading Advisor (CTA). The StockHero marketplace is harking back to the MetaTrader Signals market and is similar to social copy trading, creating an exchange where traders share their strategies for other buyers to repeat. Chatbots definitely should be built-in with a brokerage’s CRM, trading platform and back workplace systems to bring the trader closer and motivate them.</p>
<p>Monetary corporations are known to be principally conservative, and at present their chatbots have a tendency to offer semi-automated assist providers and primary data associated to the account of the person, such as statements. In financial markets, leveraging the ability of Synthetic Intelligence (AI) has become increasingly crucial for merchants and traders by using AI trading software program. AI-powered Stock Market tools offer refined analysis, real-time insights, and automated trading capabilities, enabling traders to make extra knowledgeable decisions and probably enhance their returns.</p>
<p>These AI models leverage natural language processing to process and analyze textual knowledge, such as financial information, earnings reports, and market sentiment, offering merchants with actionable insights. In Contrast To traditional trading tools, GPT fashions can &#8220;perceive&#8221; and &#8220;interpret&#8221; language, enabling them to identify developments and alternatives that might otherwise be missed. Yes, several brokers have begun integrating AI tools into their buying and selling platforms to help traders make extra knowledgeable selections. Yet, it might possibly also turn out to be a true challenge for traders to keep up with the pace of change to stay current and course of all the duties. Integration of AI-based chatbots is vital for buying and selling organizations to enhance buyer expertise, meet the expectations, and just succeed.</p>
<p>Due To This Fact, making use of ChatGPT to clever customer service can improve the efficiency and high quality of customer support, thereby enhancing customer experience satisfaction. In conclusion, the combination of chatbots like ChatGPT in algorithmic trading brings a brand new dimension of efficiency, accuracy, and profitability to merchants. By harnessing the power of AI-driven insights and real-time decision-making, traders can navigate the complexities of the monetary markets with confidence and precision. As AI and machine studying applied sciences enhance, chatbots will turn out to be extra superior and capable of handling a fair wider vary of tasks and obligations Chatbots in the On-line Buying And Selling Business. Moreover, some retailers might favor to make investment selections based on their own instinct and expertise (rather than relying solely on a data-driven analysis).</p>
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		<title>What Are Ido And Ico In Crypto? Ico Vs Ido Vs Ieo</title>
		<link>http://beta.travelpartnergroup.co.uk/what-are-ido-and-ico-in-crypto-ico-vs-ido-vs-ieo/</link>
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		<dc:creator><![CDATA[vince]]></dc:creator>
		<pubDate>Tue, 25 Mar 2025 17:21:10 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">http://beta.travelpartnergroup.co.uk/?p=30578</guid>

					<description><![CDATA[One of the primary considerations with IEOs is the heavy reliance on the trade&#8217;s vetting process. While exchanges do conduct due diligence, their standards and thoroughness can range ieo means. This places buyers ready the place they need to trust the exchange&#8217;s judgment, probably overlooking their very own analysis and danger assessment. Iso 20022 Crypto...]]></description>
										<content:encoded><![CDATA[<p>One of the primary considerations with IEOs is the heavy reliance on the trade&#8217;s vetting process. While exchanges do conduct due diligence, their standards and thoroughness can range <a href="https://www.xcritical.in/blog/initial-exchange-offering-ieo-meaning-and-how-does-it-work/">ieo means</a>. This places buyers ready the place they need to trust the exchange&#8217;s judgment, probably overlooking their very own analysis and danger assessment.</p>
<h2>Iso 20022 Crypto Listing</h2>
<p>At many exchanges, buyers may even use a credit or debit card to spend money on an IEO. One of an important differences between IEOs and ICOs for new crypto projects is the cost of each kind of public sale. An IEO is a mechanism by which new cryptocurrency initiatives can offer a token to the public.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="354px" alt="what does ieo mean in crypto" src="https://www.xcritical.com/wp-content/uploads/feed_images/alternative-trading-system-ats-definition-and-regulation-img-2-768x576.webp"/></p>
<p>An IEO, or preliminary exchange providing, happens when a new cryptocurrency project lists its token for trading on a crypto trade. One of the advantages of IEOs in comparison with ICOs and IDOs is that centralized exchanges make use of teams of researchers to vet crypto initiatives earlier than listing their tokens. IEOs are the crypto world’s equal to a inventory launch or IPO (initial public offering).</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="357px" alt="what does ieo mean in crypto" src="https://www.xcritical.com/wp-content/uploads/feed_images/alternative-trading-system-ats-definition-and-regulation-768x512.webp"/></p>
<p>In particular, Telegram once resorted to this feature, having raised $1.7 billion. Creating liquidity reserves in cryptocurrencies like Dogecoin can lead to regulatory hurdles. For one, there’s liquidity threat, which might imply massive losses if a sudden liquidity requirement arises. Regulators could discover it hard to outline these new financial merchandise, making it robust to observe anti-money laundering (AML) and know-your-customer (KYC) guidelines. Plus, the interconnectedness of decentralized finance may bring systemic dangers, so a transparent regulatory framework is needed to maintain stability in the financial system.</p>
<p>Nonetheless, the ICO fundraising model has a quantity of drawbacks, one thing that has led to the emergence of different instruments for cryptocurrency tasks to boost funds. One of these comparatively new strategies is the Preliminary Exchange Providing (IEO). IEOs first appeared in 2019 as a response to the growing distrust of buyers in ICOs. In an ICO (initial coin offering), cash are listed directly for buy by buyers without going via a crypto change. Many ICOs use crypto presales, airdrops, or other mechanisms to distribute tokens without a <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> middleman. This setup not solely helps ensure a smoother and more regulated transaction but also offers the tasks with an instantaneous market presence.</p>
<h2>Advantages Of Initial Exchange Choices</h2>
<ul>
<li>This streamlined process is particularly appealing for newcomers to the crypto area, breaking down limitations to entry and opening the doorways to digital funding.</li>
<li>Nonetheless, in contrast to ICOs, IEO individuals do not send money by way of a wise contract.</li>
<li>Exchanges stake their status on the projects they host, which suggests they&#8217;re inclined to select tasks with robust potential, innovative ideas, and strong business models.</li>
<li>You should carefully think about whether or not you totally perceive how cryptocurrency trading works and whether you&#8217;ll find a way to afford to take the high risk of shedding all of your invested money.</li>
</ul>
<p>For instance, the change might give priority entry to institutional traders or investors who maintain a sure volume of the exchange’s personal token. They may restrict an IEO to investors who held an account on the trade on the time of the IEO announcement, limiting the flexibility of latest prospects to hitch the IEO. This small, but significant distinction between ICOs and IEOs implies that exchanges act as inspectors, curators, and gatekeepers for projects that wish to promote their tokens to the public. Having an trade serve as a mediator between the token purchaser and token seller ought to, ideally, minimize down on the rampant fraud and scams that plagued ICOs prior to now. The lower frequency of IEOs has helped weed out a few of the less savory initiatives in the cryptocurrency and blockchain space. However, no methodology is foolproof, however it appears that IEOs are a minimal of heading in the best direction.</p>
<div style='text-align:center'><iframe width='568' height='312' src='https://www.youtube.com/embed/ayd_fRJwDuw' frameborder='0' alt='what does ieo mean in crypto' allowfullscreen></iframe></div>
<p>Additionally, typically a company looking to fundraise through an IEO has to supply financial compensation to the participating trade. In some instances, the change may even prohibit IEO participation to buyers who are prepared to hold a certain quantity of the IEO’s native exchange token. As a outcome, crypto lovers on the lookout for a decentralized type of fundraising may be postpone by this model. An ICO, or preliminary coin providing, is a decentralized course of whereby anybody can purchase a crypto token instantly from a project.</p>
<p>Not all projects can rely on donations or contributions from generous asset holders. An IEO is commonly performed when a new crypto project needs to launch its cryptocurrency or blockchain product but requires important investment capital to do so. A recent instance of a successful IEO was Sui (SUI) via KuCoin Spotlight in April-May 2023. A much-anticipated project, its IEO garnered vital interest within the crypto community, with participation from practically 250,000 users on the KuCoin Highlight token sale platform. The content printed on this website just isn&#8217;t aimed to offer any kind of financial, investment, buying and selling, or any other type of recommendation. BitDegree.org does not endorse or counsel you to buy, sell or maintain any sort of cryptocurrency.</p>
<p>A portion of the proceeds from the IEO will usually go to the trade in addition to a list fee. Many investors have a tendency to seek out <a href="https://www.youtube.com/results?search_query=Prime+Brokerage">Prime Brokerage</a> IEO platforms extra appealing because there&#8217;s a higher level of due diligence than what&#8217;s seen with an ICO. Preliminary Trade Offerings and Preliminary DEX Choices are blockchain-enabled fundraising fashions with distinctive improvements as in comparison with ICOs and IPOs.</p>
<p>Unless you want to strongly signal you&#8217;re a &#8220;tech&#8221; brand, .io tends to be the smarter choice over niche domains like .tech or .app. However .io provides uniqueness and often higher availability that .com lacks. There is not any definitive &#8220;better&#8221; domain between .com and .io – it depends completely in your particular model and wishes.</p>
<p>As Quickly As you&#8217;re registered, verified, and have the platform tokens, you&#8217;re able to buy crypto assets via an Initial Change Offering. Binance allows users to purchase tokens on a “first-come, first-served” foundation until the preliminary supply runs out. Huobi requires users to carry their Huobi Token (HT) for a certain period of time so that the extra HT you hold, then extra IEO tokens you can purchase. As Soon As the sale is over, you&#8217;ll be able to freely trade your newly acquired tokens on the same trade. Any blockchain project group that wants to boost funding in trade for tokens can apply to an exchange that has an IEO platform. But IEOs aren&#8217;t necessarily more secure than ICOs – at worst, they can be thought-about centralized gatekeepers about the types of initiatives that proliferate.</p>
<p>This reveals a transfer in the course of decentralized finance (DeFi), enhancing transaction pace and chopping down on reliance on conventional banking techniques. Reliable tasks battle again in opposition to this by doxxing their developers—that is, revealing their identities. This permits traders to know who’s behind a project and what their experience is.</p>
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		<title>How To Open A Prop Firm Main Prop Firm Supplier</title>
		<link>http://beta.travelpartnergroup.co.uk/how-to-open-a-prop-firm-main-prop-firm-supplier/</link>
					<comments>http://beta.travelpartnergroup.co.uk/how-to-open-a-prop-firm-main-prop-firm-supplier/#respond</comments>
		
		<dc:creator><![CDATA[vince]]></dc:creator>
		<pubDate>Tue, 25 Mar 2025 12:38:27 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">http://beta.travelpartnergroup.co.uk/?p=27384</guid>

					<description><![CDATA[Maybe your cousin or neighbor has been working in inventory brokerages for years and can supply invaluable insight and business connections. As you launch your brokerage agency, bear in mind to constantly assess the market and adjust your methods accordingly. The financial brokerage landscape is dynamic, and staying informed will let you make better choices...]]></description>
										<content:encoded><![CDATA[<p>Maybe your cousin or neighbor has been working in inventory brokerages for years and can supply invaluable insight and business connections. As you launch your brokerage agency, bear in mind to constantly assess the market and adjust your methods accordingly. The financial brokerage landscape is dynamic, and staying informed will let you make better choices in your firm.</p>
<h2>What To Assume About When Selecting A Newbie Brokerage Account</h2>
<p>Most restrict promotional content material to keep conversations focused on member needs quite than pitching services. Scouring the similar old secondhand suspects helps secure major savings on high-quality gear. Fb Market and Craigslist commonly record commercial stock from offices downsizing or upgrading. Objects like desks, chairs, and cubicles cost 90% lower than retail with mild utilization indicators. When making use of, ensure all business entity documentation matches the Legal Name and County fields entered on the SS-4. Using the official LLC name as registered with the state assists in matching federal EIN data later to your state tax ID and licenses.</p>
<p>This format is right for entrepreneurs who prioritize agility and want to shortly adapt to market adjustments. Launching a stock brokerage agency from scratch would possibly seem like a frightening challenge. This guide breaks down all the steps involved in launching a retail stock brokerage so it becomes easy to do in a couple of <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> months. Earlier Than diving into your stock brokerage agency, you’ll need to spend some time conducting thorough market analysis.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="358px" alt="opening a brokerage firm" src="https://www.xcritical.com/wp-content/uploads/2022/08/social-trading-works-1-768x451.webp"/></p>
<p>All interested events can use this information to study what it takes to open a stock or choices brokerage. Our main focus would be the buying and selling platform — the core entity in this enterprise. Specializing in area of interest <a href="https://en.wikipedia.org/wiki/Decentralized_finance#Decentralized_exchanges">Decentralized finance</a> markets or specific forms of investments can increase profitability. Offering premium services, like in-depth advice on various investments similar to treasured metals, permits brokerages to cost extra. For example, full-service firms might charge 1% to 3% of property underneath administration yearly.</p>
<p>Setting up a prop agency might be quite an enriching expertise in this respect for those traders who intend to scale up their operations and exploit emerging buying and selling alternatives. Alongside Constancy, Charles Schwab is a trusted name in investing as one of the leading brokerage firms in the U.S. Since 1971, Schwab has maintained a robust popularity for providing dependable and accessible financial services. For newbies, Schwab is a go-to selection, providing a long time of experience and stability. J.P. Morgan provides a strong array of normal funding options, together with shares, ETFs, and mutual funds. Whereas some brokers supply extra numerous or specialised investment opportunities, the inclusion of mutual funds without commissions is a notable benefit for these looking for low-cost diversification.</p>
<p>You will want to fund your new brokerage account before you can purchase any kinds of securities. You can deposit cash in a brokerage account such as you would in a traditional checking account. There are a quantity of forms of brokerage accounts, and the kind you choose will rely upon what you’re making an attempt to accomplish. Operating only as a dealer implies concentrating on offering first-rate execution companies, funding guidance, and shopper help. Registration as a dealer with the competent authorities and membership in self-regulating organizations constitutes regulatory compliance.</p>
<h2>Implement Your Advertising Plan And Observe Your Results In Investglass Crm</h2>
<ul>
<li>Robinhood is famend for its simple, beginner-friendly app, which makes navigating and managing investments easy.</li>
<li>We advocate evaluating brokerage choices to ensure the account you&#8217;re deciding on is one of the best match for you.</li>
<li>The common cost of establishing and working a successful enterprise brokerage ranges from $50,000 to $100,000, depending on the size and scope of the business.</li>
<li>Attracting possible traders and directing the company’s progress depend on a complete business plan together with market analysis, target demographics, competitive tactics, and financial predictions.</li>
<li>Whether you might be on the lookout for new shoppers or suppliers, organization memberships can be a great way to community.</li>
</ul>
<p>On top of this, you even have far less control within the long-run as you’ll be reliant on the third-party you licensed this platform from for any software updates and potential modifications. In the US, for instance, the proportion of households holding stocks reached an all-time excessive of 58% in 2022 — a nearly 10% increase from 2013, based on the Federal Reserve. What’s more, this increased engagement with the retail investment market may be seen across all revenue levels, not simply higher-income households. If so, now is a superb time to begin your personal financial enterprise and stop drivingsomebo &#8230; Being an entrepreneur usually means carrying many hats, from advertising to gross sales to accounting, which may be overwhelming. Fortuitously, many websites and digital instruments are available to help simplify many business duties.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="352px" alt="opening a brokerage firm" src="https://www.xcritical.com/wp-content/uploads/2022/08/social-trading-works-768x456.webp"/></p>
<p>You will want to register with the Financial Authority of Singapore (MAS). MAS is liable for regulating the monetary services business in Singapore. In the Uk, you will need to acquire a license from the Monetary Conduct Authority (FCA). The FCA is liable for regulating the financial providers industry in the <a href="https://www.xcritical.com/blog/self-clearing-broker-dealer-the-complete-guide/">clearing firm vs broker dealer</a> UK. It is essential to consult with legal and compliance professionals to ensure that your brokerage agency obtains all the mandatory licenses and remains in compliance with relevant regulations. Failing to obtain the required licenses may end up in extreme authorized penalties and may jeopardize the status and success of your brokerage agency.</p>
<h2>How To Begin A Stock Brokerage Firm Faqs</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="350px" alt="opening a brokerage firm" src="https://www.xcritical.com/wp-content/uploads/2022/08/what-is-cryptography-and-how-does-it-work-768x512.webp"/></p>
<p>By implementing these strategies, you probably can pave the way for a sustainable and worthwhile brokerage business. Morgan Chase offers a extensive range of monetary merchandise, together with financial institution accounts, credit cards, and personal loans. This complete suite of providers makes it a one-stop store for many monetary wants. The greatest brokerage accounts for novices have user-friendly platforms, academic instruments, no charges, and the flexibility to purchase fractional shares so you can begin with even just a few dollars. There is not any restrict on the variety of brokerage accounts you presumably can open, and you may find a way to maintain multiple accounts with a number of brokerage firms.</p>
<p>Swissquote is a monetary services firm that gives online banking, funding, and buying and selling services. Operating costs can range depending on the scale of your brokerage, the variety of shoppers you serve, and the resources required to supply companies effectively. Regular financial monitoring and budgeting may help you manage these expenses efficiently and establish areas for optimization.</p>
<div style='text-align:center'><iframe width='567' height='311' src='https://www.youtube.com/embed/ph5wWTmsoYQ' frameborder='0' alt='opening a brokerage firm' allowfullscreen></iframe></div>
<p>Start with what you&#8217;re comfortable with and steadily enhance as you acquire confidence. You can even purchase fractional shares, meaning you own simply elements of a share, earlier than you are ready to really go all-in. It is important that any investor realizes and accepts that funding comes with a particular amount of risk. While security prices could achieve in value, additionally it is potential that you can lose some or your whole investment. For probably the most part, they should not charge you a fee for opening an account. While some may require account minimums, others permit you to open an account with no minimum deposit.</p>
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		<title>Falling Wedge Trading Pattern: Real Success Stories That Generated Profits</title>
		<link>http://beta.travelpartnergroup.co.uk/falling-wedge-trading-pattern-real-success-stories/</link>
					<comments>http://beta.travelpartnergroup.co.uk/falling-wedge-trading-pattern-real-success-stories/#respond</comments>
		
		<dc:creator><![CDATA[vince]]></dc:creator>
		<pubDate>Tue, 25 Mar 2025 12:38:21 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">http://beta.travelpartnergroup.co.uk/?p=27339</guid>

					<description><![CDATA[The steeper falling resistance line in comparison with the falling assist line signifies a narrowing price vary and potential accumulation of purchasing for interest. The converging trendlines and declining volume recommend that consumers are becoming exhausted, even though the value is still rising. The steeper rising support line in comparability with the rising resistance line...]]></description>
										<content:encoded><![CDATA[<p>The steeper falling resistance line in comparison with the falling assist line signifies a narrowing price vary and potential accumulation of purchasing for interest. The converging trendlines and declining volume recommend that consumers are becoming exhausted, even though the value is still rising. The steeper rising support line in comparability with the rising resistance line signifies a narrowing worth range and potential lack of momentum. A falling wedge pattern brief timeframe instance is shown on the hourly value chart of Soybean futures above. The futures price drops in a downward direction before a brief time period falling wedge sample forms. The Soybeans price breaks out of the sample to the upside in a bull direction and continues higher to achieve the exit value.</p>
<p>The breakout indicates that patrons have regained management of the market because the elevated demand pushes the costs upwards. A surge in buying quantity confirms that the bullish development reversal predicted by the falling wedge pattern is imminent. The falling wedge sample is a bullish continuation pattern that types during a downward pattern, where worth motion narrows between two downward-sloping trendlines. The descending wedge pattern guidelines require at least two lower lows and a steeper resistance line.</p>
<div style='text-align:center'><iframe width='565' height='311' src='https://www.youtube.com/embed/JtMPrVYWMsI' frameborder='0' alt='falling wedge stock pattern' allowfullscreen></iframe></div>
<p>There are possible shopping for alternatives because the falling wedge comes before an upside reversal. Wedges, that are both continuation or reversal technical evaluation chart patterns, indicate a pause within the current pattern and signify that merchants are nonetheless deciding where to take the pair next. The case studies introduced reveal that the falling wedge buying and selling pattern is normally a powerful tool when correctly identified and traded with self-discipline.</p>
<p>A descending wedge breakout above the resistance level should be accompanied by elevated shopping for volume to validate the sign. A falling wedge chart formation is validated when the breakout occurs above the support degree, accompanied by increased trading volume. The anticipated worth movement is calculated by measuring the widest level of the falling wedge sample and projecting the space upward from the breakout point. The falling wedge pattern forms decrease lows and lower highs inside its converging trendlines. As worth movement narrows, the gap between support and resistance lines reflects a decline in selling pressure.</p>
<p>The upper trendline serves because the resistance level, whereas the decrease trendline acts as assist. The resistance line ought to slope down at a steeper angle than the support line to point weakening downward momentum. Statistics show they will have a excessive likelihood of predicting the resumption of a prior trend after a consolidation interval. Wedges are most reliable when confirmed with different indicators like quantity and momentum. The clear-cut formations with converging trendlines also provide defined commerce entry points, cease losses, and revenue targets.</p>
<h2>What Happens After A Falling Wedge Forms?</h2>
<p>The accuracy of the falling wedge pattern is supported by buying and selling quantity analysis. A commerce quantity contraction during the falling wedge chart formation signals waning promoting interest. A quantity spike during the breakout section confirms the shift in market sentiment from sellers to patrons. Forex merchants use the falling wedge pattern to profit from the anticipated price increase when the breakout is validated.</p>
<h2>What Is The Hottest Falling Wedge Sample Alternative?</h2>
<p>This offers an estimate of the expected price move following the breakout. It has been ready with out taking your objectives, financial scenario, or wants under consideration. Any references to previous performance and forecasts are not dependable indicators of future results. Axi makes no illustration and assumes no liability regarding the accuracy and completeness of the content on this publication. Divergence happens when the oscillator is going in one <a href="https://www.xcritical.com/blog/falling-wedge-pattern-what-is-it/">falling wedge stock pattern</a> direction while the worth is shifting in another. This regularly occurs with wedges since the worth is still rising or lowering, though in smaller and smaller worth waves.</p>
<p>However, it can also appear during an uptrend, indicating a continuation of the upward movement. In this case, the falling wedge acts as a resistance stage, preventing the price from falling considerably. A rising wedge can type throughout an uptrend, signalling a possible reversal.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="352px" alt="falling wedge stock pattern" src="https://www.xcritical.com/wp-content/uploads/2022/08/f98aba06-bdb0-4ba8-951c-1ac79da87a0b-768x512.webp"/></p>
<p>The success price of the falling wedge chart formation relies on the presence of a number of worth reversals throughout the formation. A legitimate falling wedge pattern should exhibit a minimum of two lower highs and two decrease lows, steadily converging to create the wedge form. The clarity and symmetry of the reversals enhance the success rate of the falling wedge chart formation in predicting upward value actions.</p>
<ul>
<li>Merchants identify two key trendlines that define the falling wedge that are the downtrending resistance line and the downtrending assist line.</li>
<li>Risky environments improve the failure price of falling wedge patterns because of whipsaws.</li>
<li>Wedge patterns form as price ranges narrow, creating two converging trendlines.</li>
<li>The objective is set using the measuring technique at a previous level of resistance or below the newest swing low whereas maintaining a favourable risk-to-reward ratio.</li>
<li>The sample represents a short and medium-term reversal in the market’s worth motion.</li>
</ul>
<p>A rising wedge chart sample occurs when there&#8217;s an uptrend or when the costs rise. The rising wedge pattern’s development lines proceed to keep the price confined within them. This specific wedge sample is bearish and means that the price is about to fall and pattern downward. Merchants who spot this falling wedge sample in the fictional inventory &#8220;ABC Inc.&#8221; would see it as a potentially bullish signal. The lower highs point out that the selling stress is weakening, and the higher lows counsel that buying curiosity is rising. Merchants may anticipate a bullish breakout above the higher trendline, leading to <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> a possible reversal of the downtrend or a continuation of the earlier uptrend.</p>
<h2>Is A Wedge A Continuation Or A Reversal Pattern?</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="358px" alt="falling wedge stock pattern" src="https://www.xcritical.com/wp-content/uploads/2022/08/81596c41-94c2-4ca4-80af-dae2eb8f550c-768x512.webp"/></p>
<p>To be seen as a reversal sample, it has to be part of a trend that reverses. In an ideal world, the falling wedge would kind after an prolonged downturn to mark the final low; then, it might break up from there. The name would possibly throw you off as a outcome of it sounds like it could possibly be bearish, however it is not. Because wedge patterns converge to a smaller value channel, the distance between the worth on entry of the commerce and the price for a cease loss is comparatively smaller than the beginning of the sample.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="353px" alt="falling wedge stock pattern" src="https://www.xcritical.com/wp-content/uploads/2022/08/4cf5cd70-3528-4823-9c1b-02bc65dad66b-768x512.webp"/></p>
<p>Trading wedges can expose merchants to unnecessary dangers if they don&#8217;t seem to be properly confirmed by quantity or other indicators. False breakouts are frequent, particularly in lower timeframes or during times of market uncertainty and might mislead traders. Figuring Out <a href="https://www.google.com/search?q=Proof+of+work&amp;num=10&amp;sca_esv=8ecf68fec1b05011&amp;ei=K8hWZ9SAMOWthbIPkIycuQM&amp;ved=0ahUKEwiUwvj-vpqKAxXlVkEAHRAGJzcQ4dUDCA8&amp;uact=5&amp;oq=Proof+of+work&amp;gs_lp=Egxnd3Mtd2l6LXNlcnAiDVByb29mIG9mIHdvcmsyCxAAGIAEGJECGIoFMgsQABiABBiRAhiKBTIFEAAYgAQyCxAAGIAEGJECGIoFMgsQABiABBiRAhiKBTIFEAAYgAQyBRAAGIAEMgUQABiABDIFEAAYgAQyBRAAGIAESOMHUABYAHAAeAGQAQCYAb4BoAG-AaoBAzAuMbgBA8gBAPgBAvgBAZgCAaACxgGYAwCSBwMwLjGgB8cF&amp;sclient=gws-wiz-serp">Proof of work</a> wedge patterns precisely can be subjective as a outcome of the sample doesn&#8217;t all the time kind completely, and minor deviations could cause confusion. A falling wedge can kind throughout a downtrend, signalling a potential reversal.</p>
<p>The falling wedge pattern is known for offering a beneficial risk-reward ratio, which is a vital issue for traders looking to make profitable trades. It additionally helps merchants manage their risks and maximise their profit potential by offering clear cease, entry and limit ranges. One is the falling wedge continuation pattern, and another is the falling wedge reversal sample.</p>
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		<title>Bitcoin Pockets Addresses And The Means To Set One Up In 3 Steps</title>
		<link>http://beta.travelpartnergroup.co.uk/bitcoin-pockets-addresses-and-the-means-to-set-one/</link>
					<comments>http://beta.travelpartnergroup.co.uk/bitcoin-pockets-addresses-and-the-means-to-set-one/#respond</comments>
		
		<dc:creator><![CDATA[vince]]></dc:creator>
		<pubDate>Tue, 25 Mar 2025 03:01:07 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">http://beta.travelpartnergroup.co.uk/?p=29162</guid>

					<description><![CDATA[It presents possession, control, and security over your digital assets, enabling you to actively take part in the decentralized financial ecosystem offered by cryptocurrencies. A Bitcoin wallet handle is a elementary component of the cryptocurrency ecosystem. It serves as a singular bitcoin address identifier, allowing individuals to ship and obtain bitcoins securely. Choice 1: Choose...]]></description>
										<content:encoded><![CDATA[<p>It presents possession, control, and security over your digital assets, enabling you to actively take part in the decentralized financial ecosystem offered by cryptocurrencies. A Bitcoin wallet handle is a elementary component of the cryptocurrency ecosystem. It serves as a singular <a href="https://www.xcritical.in/blog/what-is-a-bitcoin-address-and-how-to-get-it/">bitcoin address</a> identifier, allowing individuals to ship and obtain bitcoins securely.</p>
<h2>Choice 1: Choose A Bitcoin Wallet Supplier</h2>
<p>Superior bitcoin users can also embrace extra instructions inside certain addresses, so that conditions should be met to spend the bitcoin past signatures from non-public keys. For instance, someone might create an handle in order that bitcoin received to that handle might only be spent after a certain period of time, or upon fixing a math problem, among other issues. The seed can then be used to create a grasp public key and prolonged public keys, also referred to as xpubs.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="358px" alt="bitcoin address" src="https://www.xcritical.com/wp-content/uploads/2022/10/falling-wedge-pattern-1-768x512.webp"/></p>
<p>A Sending Handle is any address that is sending bitcoin in a transaction. A Bitcoin transaction is the transfer of bitcoin from one address to another address or when new bitcoin is created. There is a minimum of one sending tackle but there can be a number of sending addresses. Smaller transactions usually only have a single sending tackle however it is not uncommon for larger transactions to have 2 or extra sending addresses. If you send bitcoin to an incorrect tackle, the funds can&#8217;t be recovered unless the recipient agrees to send them again.</p>
<div style='text-align:center'><iframe width='565' height='314' src='https://www.youtube.com/embed/SJ43csDhcVc' frameborder='0' alt='bitcoin address' allowfullscreen></iframe></div>
<p>Easy steps like utilizing QR codes and copy-paste strategies can forestall costly errors. The bech32 format is a newer type of bitcoin tackle that is characterised by its absence of capital letters. Despite its different appearance, it capabilities identical to some other tackle format. Before receiving giant quantities of bitcoin, it’s sensible to check your handle with a small transaction. This ensures that everything works appropriately and you may obtain bitcoin with out points. Choosing <a href="https://www.google.com/search?q=Decentralized+finance&amp;num=10&amp;sca_esv=8ecf68fec1b05011&amp;ei=S8FWZ7_6IfqK9u8P2d2biQk&amp;ved=0ahUKEwj_y8y3uJqKAxV6hf0HHdnuJpEQ4dUDCA8&amp;uact=5&amp;oq=Decentralized+finance&amp;gs_lp=Egxnd3Mtd2l6LXNlcnAiFURlY2VudHJhbGl6ZWQgZmluYW5jZTILEAAYgAQYkQIYigUyBRAAGIAEMgUQABiABDIFEAAYgAQyBRAAGIAEMgUQABiABDIFEAAYgAQyBRAAGIAEMgUQABiABDIFEAAYgARIzwJQAFgAcAB4AZABAJgBrAGgAawBqgEDMC4xuAEDyAEA-AEC-AEBmAIBoAK4AZgDAJIHAzAuMaAH1wU&amp;sclient=gws-wiz-serp">Decentralized finance</a> the best Bitcoin pockets is essential for secure and environment friendly crypto administration.</p>
<h2>Step 4: Use Your Bitcoin Tackle</h2>
<p>Getting a Bitcoin handle is your gateway to participating within the Bitcoin financial system. It empowers you to obtain payments, make transactions, and hold your wealth in a decentralized, censorship-resistant method. Discover Bringin, the newest integration in Speed Pockets, enabling seamless Bitcoin-to-fiat conversions directly throughout the app. Get Pleasure From low-cost transactions, sturdy crypto management, and now, the power to sell Bitcoin effortlessly—all in one trusted platform. A LN handle is doubtless certainly one of the best and quickest ways to receive Bitcoins through Lightning Community.</p>
<p>Those had been all the small print required to acquire your Bitcoin wallet handle. With the knowledge offered, you probably can simply generate a personal Bitcoin tackle for quick transactions. You can generate a new Bitcoin tackle within your wallet, and it’s typically beneficial for privateness causes.</p>
<p>Your pockets tackle shall be mechanically generated once you have efficiently completed your setup and verification process. To keep optimum safety, make sure to frequently check for updates and set up the newest version of your software pockets. Developers frequently launch updates to deal with security vulnerabilities or enhance performance. Keeping your pockets software program updated ensures that you&#8217;ve essentially the most secure model and reduces the risk of potential exploits. The first step is to research and find a respected Bitcoin pockets app that is appropriate together with your smartphone or tablet. You can find these apps in your device’s app store, such because the Apple App Retailer or Google Play Retailer.</p>
<p>It’s notably advantageous for high-value transactions like firearm purchases as a outcome of its low transaction charges and enhanced transaction privateness. Right Here are some incessantly asked inquiries to clarify your uncertainties about buying AR-15 components and accessories with Bitcoin on AR15Discounts.com. This part aims to supply detailed answers to frequent queries, ensuring you&#8217;re feeling confident and informed about utilizing Bitcoin for your transactions. Whether you’re a first-time Bitcoin person or in search of particular information about the process, these FAQs are designed to assist you every step of the way in which.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="351px" alt="bitcoin address" src="https://www.xcritical.com/wp-content/uploads/2022/11/crypto-derivatives-exchange-94-768x513.webp"/></p>
<p>They are safer but less handy than web or software program wallets. When you want to <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> receive funds, this is the knowledge that you provide to the individual paying you. Your BTC handle is oftentimes called your pockets handle or your public tackle.</p>
<ul>
<li>But be certain to double-check everything before sending the transaction for accuracy.</li>
<li>Guarantee that the wallet is appropriate along with your units and operating techniques, whether it’s a web-based wallet or a cell app.</li>
<li>Legacy bitcoin addresses are case sensitive, that means that capitalization matters when sending or receiving bitcoins.</li>
<li>Whereas we strive to offer accurate and up-to-date info, we can not guarantee the accuracy, completeness, or applicability of any info provided.</li>
</ul>
<p>The private key proves you’re the owner of the pockets in question; the basic public key&#8217;s used to receive funds. The public key and private key are linked by way of uneven encryption; the non-public key can be utilized to derive the common public key, but the public key can’t be used to extrapolate the non-public key. When integrating a fee gateway into your bitcoin pockets or exchange account, it’s essential to choose on a&nbsp;respected supplier&nbsp;that provides&nbsp;safe encryption&nbsp;and&nbsp;information protection protocols.</p>
<p>A wallet is a bit of software program that gives a helpful way to hold track of all of your public and private keys. Simply like how your real wallet holds a bunch of currency notes, credit and debit playing cards; your Bitcoin wallet contains a group of Bitcoin addresses. As Quickly As you&#8217;ve downloaded a bitcoin pockets and created your seed phrase, you probably can view your bitcoin address by logging in to your wallet and clicking on the “Receive” button. Your bitcoin handle might be displayed in both textual content format (for copy/paste) and a QR code (for digicam phones) permitting you to obtain bitcoin funds for any quantity. As Quickly As you’ve decided on a pockets kind, the next step is downloading and installing it. For occasion, if you select a cellular pockets like Zeus, yow will discover it in your device’s app retailer.</p>
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		<title>What Is A Digital Wallet? The Pros, Cons, And The Method It Works</title>
		<link>http://beta.travelpartnergroup.co.uk/what-is-a-digital-wallet-the-pros-cons-and-the/</link>
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		<dc:creator><![CDATA[vince]]></dc:creator>
		<pubDate>Mon, 24 Mar 2025 23:44:15 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">http://beta.travelpartnergroup.co.uk/?p=28528</guid>

					<description><![CDATA[For an additional layer of added security, we suggest using a digital private community (VPN) service to provide you a safe, encrypted web tunnel. A VPN will permit you to safely and anonymously browse the internet (even on public Wi-Fi) and will provide you with further peace of mind when connecting your hardware pockets to...]]></description>
										<content:encoded><![CDATA[<p>For an additional layer of added security, we suggest using a digital private community (VPN) service to provide you a safe, encrypted web tunnel. A VPN will permit you to safely and anonymously browse the internet (even on public Wi-Fi) and will provide you with further peace of mind when connecting your hardware pockets to the web. To defend your property and secure your digital life without fear, Kaspersky Premium offers award-winning antivirus, privacy and identification safety in a single easy package. Cryptocurrency has revolutionized the means in which we take into consideration cash and investments. Whether Or Not you’re a seasoned trader or a budding fanatic, safeguarding your digital property is essential.</p>
<h2>Advantages Of Using Hardware Wallets</h2>
<p>They use QR codes, microSD playing cards, or manual enter to sign transactions. But because of its nature it’s not potential to create a super air-gapped wallet. In many cases, hardware wallets enable users to commerce immediately <a href="https://en.wikipedia.org/wiki/Initial_coin_offering">Initial coin offering</a> from the pockets itself, somewhat than being deposited into an change pockets of some sort.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="351px" alt="what is hardware wallet" src="https://www.xcritical.com/wp-content/uploads/2022/08/f98aba06-bdb0-4ba8-951c-1ac79da87a0b-768x512.webp"/></p>
<p>The value of crypto property can increase or decrease, and you could lose all or a considerable amount of your buy worth. When assessing a crypto asset, it’s essential for you to do your analysis and due diligence to make the greatest possible judgement, as any purchases shall be your sole duty. All examples listed on this article are for informational functions only. You mustn&#8217;t construe any such info or different material as legal, tax, investment, financial, or different advice. Nothing contained herein shall represent a solicitation, advice, endorsement, or provide by Crypto.com to invest, purchase, or sell any coins, tokens, or different crypto belongings. Returns on the shopping for and selling of crypto assets may be subject to tax, together with capital positive aspects tax, <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> in your jurisdiction.</p>
<p>In the name of transparency and the spirit of open-source, the ColdCard is has a transparent casing so you&#8217;ll be able to see the entire inner workings of the gadget. Not all hardware wallets provide the same performance, so remember to do your own analysis before you determine to buy or construct one. Earlier Than confirming a transaction, at all times examine the recipient tackle and amount on your hardware wallet’s screen. Thanks to how the blockchain works, shedding your hardware pockets or accidentally putting it through the washing machine won’t affect your holdings. As lengthy as you still have your seed phrase your pockets could be recovered. If you lose both your hardware wallet and seed phrase, there’s a good likelihood your funds could probably be unrecoverable.</p>
<p>Given the dangers and volatility of crypto markets, digital assets are susceptible to cyber threats and scams. As a result, finding a secure storage for cryptocurrency is trickier than ever. Nonetheless, there&#8217;s a solution called hardware wallets that gives trust, reliability, and uncompromising safety. Unlike traditional banks, there’s no buyer support to recover lost or stolen crypto. A hardware pockets offers you full control over your digital property, keeping them protected from hackers, change failures, and online scams. If you’re a long-term investor (HODLer), a hardware wallet is the greatest way to retailer your crypto.</p>
<h2>Exchange Wallets</h2>
<div style='text-align:center'><iframe width='560' height='312' src='https://www.youtube.com/embed/zFtLwrNXCWg' frameborder='0' alt='what is hardware wallet' allowfullscreen></iframe></div>
<p>With help for over eight,000 property and integration with Trezor Suite, Metamask, and Exodus, the Secure three is a well-rounded selection for crypto investors. They allow customers to handle their crypto on the go without needing a USB connection. Whereas they are handy, some users favor wired connections for extra safety, as wi-fi communication can introduce potential dangers. Smartcard wallets retailer non-public keys on a chip-based card, similar to <a href="https://www.xcritical.in/blog/hardware-cryptocurrency-wallet-overview/">what is a hardware wallet</a> a debit or bank card.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="353px" alt="what is hardware wallet" src="https://www.xcritical.com/wp-content/uploads/2022/08/e251445b-6784-4037-998c-1ddef94d9633-768x512.webp"/></p>
<p>When it comes to cryptoasset safety, self-custody is definitely the safest approach to shield your digital wealth. If you may have a diversified portfolio, choose a pockets that helps a number of blockchains and property.. With a hardware pockets, your long-term holdings keep secure and untouchable by hackers. While they are usually confused with cold wallets, they don&#8217;t seem to be the same thing. Chilly wallets are wallets specifically for vaulting assets—they by no means work together with a sensible contract.</p>
<p>The hardware wallets listed beneath have a proven monitor record of offering the highest ranges of security, functionality, and privacy for their users. Be certain to keep your hardware pockets in a safe place always and separate your recovery phrase from the precise hardware. This ensures that even if the hardware is stolen or destroyed, you probably can simply access your crypto and transfer it to a different system. To maximize your hardware wallet security, all chilly pockets manufacturers strongly advise folks to retailer their gadgets in safes, locked bins, or bank deposit boxes.</p>
<ul>
<li>Hardware wallets are physical devices used to store cryptocurrency and other blockchain assets securely.</li>
<li>By adhering to those best practices, customers can preserve the security of their crypto hardware wallet and protect their digital property.</li>
<li>In quick, the hardware wallet uses the private key to open the lock to a user’s non-public handle on the blockchain.</li>
<li>With the best hardware pockets, your crypto property can remain protected and safe for years to return.</li>
<li>Firstly, hardware wallets can generate non-public keys for a number of blockchain addresses.</li>
</ul>
<p>Here’s even more suggestions for crypto users on the way to be safe and secure on-line. The solely method to create a backup of your paper wallet is to create a digital pockets. If you’re okay with taking a huge risk, then maybe you don’t want a hardware wallet. So, when you can afford to buy $100 value of digital belongings, then you possibly can afford a device that protects them. As the world of cryptocurrency continues to gather momentum and develop, securing your digital property turns into more essential than ever.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="350px" alt="what is hardware wallet" src="https://www.xcritical.com/wp-content/uploads/2022/08/4cf5cd70-3528-4823-9c1b-02bc65dad66b-768x512.webp"/></p>
<p>This makes it inconceivable to know for sure what you’re agreeing to, till the transaction executes. This sort of signing is known as blind signing, and it could pose a significant risk to your assets. Then, to make sure your hardware pockets can use that chip, it additionally wants an working system. To explain, the operating system of your device is the key to actually managing complex duties.</p>
<h2>Top 5 Hardware Crypto Wallets</h2>
<p>If you’ve heard of Bitcoin, Ethereum, or even Dogecoin, you’ve heard about cryptocurrencies. When you keep your crypto on an exchange, you don’t truly own it—the change does. If the exchange freezes accounts, gets hacked, or shuts down, you could lose everything. By clicking the Submit button you acknowledge having read the Privacy Notice of Crypto.com where we clarify how we use and shield your private knowledge.</p>
<p>With a hardware wallet, you personal your non-public keys—no exchanges, no third events, no middlemen. If an change gets hacked or goes bankrupt, your funds remain safe in your hardware wallet. Without a hardware wallet, non-public keys are held and maintained by the exchange. So, if something goes mistaken with that trade, a user’s belongings are susceptible and could possibly be potentially misplaced with no method to recuperate them.</p>
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		<title>What&#8217;s Cost For Order Flow? Upstream</title>
		<link>http://beta.travelpartnergroup.co.uk/what-s-cost-for-order-flow-upstream/</link>
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		<dc:creator><![CDATA[vince]]></dc:creator>
		<pubDate>Mon, 24 Mar 2025 11:48:36 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">http://beta.travelpartnergroup.co.uk/?p=24437</guid>

					<description><![CDATA[Near-0 % rates of interest exacerbated this through the pandemic, although rate hikes have boosted dealer revenue from consumer cash parked of their accounts. Nonetheless, any strikes by the SEC to curtail PFOF would have an result on hundreds of thousands of buyers. Grasping how PFOF works enables investors to appreciate how no commerce is...]]></description>
										<content:encoded><![CDATA[<p>Near-0 % rates of interest exacerbated this through the pandemic, although rate hikes have boosted dealer revenue from consumer cash parked of their accounts. Nonetheless, any strikes by the SEC to curtail PFOF would have an result on hundreds of thousands of buyers. Grasping how PFOF works enables investors to appreciate how no commerce is basically free as a result of if they do not appear to be paying for the companies concerned in trading, then someone else is. In this case, a big a half of the fee for buying and selling is taken up by market makers and different &#8220;wholesalers&#8221; within the PFOF to brokers. As reviews from SEC research have proven, clients, a minimum of in some circumstances, may be paying extra in the end despite discounted or free trading for many.</p>
<p>It is a brokerage that pays the exchanges to route orders for purchasers, making it potential for them to supply no-commission trades. Even though Robinhood expenses other fee structures, fee for order circulate is its most significant revenue supply. Another potential incentive is for market makers to take care of their informational benefit over retail merchants. For instance, market makers can package deal orders collectively and front run them, use the added liquidity to increase spread arbitrage, and even take the other side of the retail order.</p>
<h2>Pfof For Equities Vs Options</h2>
<p>This cost usually ranges from $0.0025 to $0.0001 per share, and cost can be made as a flat fee or a payment based mostly on the order dimension. As of 2005, PFOF grew to become more regulated by the SEC when it began requiring disclosures from brokerage firms. At Present, if you open an account, your dealer must let you know if it engages in this follow. It additionally has to offer updates on an annual basis regarding any adjustments to its PFOF practices. With order flow preparations, merchants don&#8217;t have any management over how their orders are routed and might expect to run into points trying to execute larger sized trades. Usually times, larger sized limit orders won’t get crammed shortly or completely unless the market maker is conscious of there are large vendor orders in his guide.</p>
<p>However, brokers have a strong incentive to encourage extra choices trading, especially in a zero-commission trading setting. According to a 2022 research, which is in line with related reporting and studies, about 65% of the entire PFOF acquired by brokers within the interval studied came from choices. Just 5% of income was from S&amp;P 500 shares, with the opposite 30% being non-S&amp;P 500 equities. Market makers thus provide brokers with significantly more in PFOF for routing choices trades to them, both general and on a per-share basis.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="400px" alt="What Is Payment For Order Flow" 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kjkQQtcYhqTVwamaqQsN8r4hldBQ03TwVb6K107LLRSyl+zSKdpcZXb7c3vG/Ikjb1Zd7XjWMVeQXeV0FDbqY1NRIxpJDGx8R4Q3mT17BvMkjYblfKOiGKavUGT6lXVt0E89zzCavyixVcbejNNW2Snqo4oeEcbJ4HSwwbtIa8B3ENw0gM9d79mmQYFl1bjmaQVjb1ntpuljqKfIHAusnbFufM+B7XDgpujbVu2BG7eM7HfY7901yqozCxuy6PIMevdkuczprJWWQSOhfR9TQ9znFr3Bwfu5vCCNhw8tzovQGHM8VwzA9F7xccos2T2/CKO5TW1tBa3xUcTC2B0XSvaXF4cSNnHfYczvur/2OOGmk7H3HdN84tVLLVW639oXq1VXQ1DY5C4yGGZrS5m/C9ri3c+ED1EIPJhGftteqOsL8qyaskpafKrbaLNQSy9KIybLSVHQ0kI3cZHvfLIWNBLuEnbkd8Bp5qrJSa3611N2ZmNZbbc6yPpKJturZW0jO5/HLww8O0Re4b77Di5FdWmmIYFZdXNYax2AWWZ1uzW2R0UjaKlYaNxsNA9rmF/DwkvcfBO/E/dc8OuFPWas61UVJaqx9yyWvgoKdxliMLn0dmpOOMnj2D2uqxv5+flYQg3zp/nFl1JwqxZ9jjKttryK3U90oe2oeilNPMwPjLmHqJaQV1N8cq/1Wg9qqVB7Giz5/hGluO6c51itLa58SsNpssFTDcmVLK4wUUUcrwA0Fm0rHgA77t4TuDu0X1hBzGvI8tLQe1VILMPL6UQeX0ogDqHoUqB1D0IXAb/EN0FW1Nz6w6Y4Hfc+yaZ0dssFFLW1HD4TmsbuGN/nOOzR53OA8q1p2Kunt5sWEVuf51b3U2dakVhybImP3JpnyjanoxvzDIIBHEG8++Dz5VWdXKum1315x7QC3VnSWLCnwZlnLGblkha4G2W93k3kmBne33sLfOF9LQRtjBDerzIPlrXph0D18xDslqeqfBjeQ9BhGdsaO9bHNJ/o6vf5NoZiY3uPMMlGy+pYZmSgFjtwRuCPKFWdT9Ose1WwS/af5VTNqLXfqGWiqGEblvE08L2nyOa7ZzT5C0Far7D/ADnKrphFdpbqa7bO9Mqv8nLwX8n1dOwb0Vb8bZ4A1wdy3cH8geQDf6IiAiIgIiIIcQASfIvnDsn62XVPJsR7Fm1QyywZhKbtmEkT+HtbG6V4MsZI5tNTL0cDTv1GT0jfWUZLZ8RsNfkuQV0NFbLZTSVlZUzO4WQwxtLnvcfIAAStFdidZLhl8OSdktkcc0d21TqWVVtgqGnioLBDu230+3LbiYXTu25F03nCDe01htVRYH2Ceggdb5KQ0bqbgAjMBZwGPbq4eHlt5lobsVLtVafXDKOxcyW4zVVw09mbPj8s5JfVY3Uuc6idufCMOzqd23JvRN6gQvozhHBwnq22Xzp2U1suWnlxxbsnMXoulqsBnNNkcUTN31mN1DgKtpA8IwENqG+UdE489yg+jAQ4bhSsdYL3bMjs9HfbJX09db7hBHVUlVTyCSKohkaHMkY4ci1zSCD5isigIiICIiAiIgIiICIiAiIgIiICIiAiIgo2sAD8QgZwvP8Ap2yO2YNzyudMrfb+cBJ6+N5/6x2VQ1fdNFiMEsEjmP7vWRu7d99jc6YEcue2yt1ta1tOQ0bDjeNv/wA7kHrXTV1EdJTSVUvFwRNL3cLS47AeQAEn6F3Li9geNj6UGnc6v+omotmrsb05w2moqS4ROpJ77ldIe1BC8cMhjoCWzVRLTsGydDGd+bjsQtYYLo3q32KkNXbdGrVb9ScOrXtra633auZQX9tW2JrHOjq3N6GePZg4IpQzgGzQ/hX1eIWc9wDud+pci3cbb7ehBRNJtQr/AKhWOW65Jpjf8JmZKYRQ3uWB07y3k5zRE93ecW4DjtxbbgbKuY9ZLxD2S2eZHNa6mO2VuM47SU1U6MiOaaKe4OkY1x5EtEke+3VxBbbFPG1xftuT5SpdC0uDt/KD1eZBorsxKvK3aG5hieJaZ3vKKvL7NWWCN1pMTjSz1cToI5Zo3ODjEC9pc5ocWgbkADcbUxmyiPELfYbjFHJ2vRU1PM09+xzmRsaevrG7VY3sa8bEAg9e6iOJkYIaAN//AOEHzna8cni111muGZ4ncKvFbk3Gpbe9lDLJ29VQ0j2SNj4BvJw/owR4O55nkViIOxxqcnvd/wBTX4nZ8Yvj6KK3YrbKlrqltJTMf0krq0MeAX1DwwPbG49HGyPhcXglfUJga7bdx5cwuQjAO4JQaL0ix3ujb8tg/MxV6RZDWNbQ19zppaSZ9wkEbmsqaaeNxdM2MFpY6Zg23DS3vXNGOg0hxrAb5V1mL4dec9zu6sjkq79k9ZJOzijYRDJPPIOjia3qEdNGXgHYNAO6+gzTxucHFo3B3B25/wCP/FSYWu6/Nt1INIUvY/11LptX2i3ZT0OeXK6PyqoycUoLBfywNbOIXE/oAxrYOh35wcTC7iJcbDotnmoWWU9wtup2llbiN6ssoo56k1cU1BcpGgcU1GQekMLuTgXtBG4buSDttBrQxoYAABy2C49BGSC5rTsdxy8qDsUHqRHHZpPmQaqyKeUa/Wym4WiF+DXWQv6MEh3b1E3YOPUNjzHl2HmW04f1TfQtZ5BOwa52uLpYOIYdc5Ojd+sIFZRd8OXJu/I8/K3rWzIf1TeW3m9HkQc0REBERAREQEREBERAVT1U/Z/fPVv9oK2Kp6qfs/vnq3+0EGeoSBHMT/x8ntFfPd5wzK7tolrxi9BYat90yS55My1UzmcDqvp4WshLOLYFrncg7fbrO+26+haAcUc432/Tye0V6DAzfcAb7k9XXugqlE7IoMcbRy2Wl6SOibEQKxziCIgCNhHzO/xqq6eUWV4J2PWK2Q2SR+S2fFrfbxQBzSRXCnZFwPeDwhok8J3UACefUdr9G3hLeXPr5dajogCSD1jb/H+tBTNKMAoNMMBsmE26QzRWmk6OWYsANRUPcXzzHbyvkc95/wDeVAxmm1E0d0IbSUunkmTXqg7o1EtnpLnHFPIyWqmmY2KQtLHvIkbyJb5eZ6lvVreEbBcSwE7+VBqXsc8du2lXY74Li2Y0xguOOYzRUtxiiYZDFLHF+kYGx8RcWkEbN3325LH6jT6iaw47ccHw/EoLFY7xE+gr77k9Lxb0sg4ZRTUG4ke8sJDXTdE0HY7P22O6ehaPBPD59vL/AICkRNG3xIPlXD9N9auxboKzHtL8Yo9UcHkmfcGU9TXMt2RsqZOcrpqiQdBcNyORd0TwOFu5DQt7aYZxfs8x5l+yDTq94bK+Qsbb7y6DtnhBI43NikeGjcHbc7nr5Aq7FoPIgbLqZSwxu4mMa0778htzQaYwDH75Qdktq9lFbaamC03mhxSCgrHsIjqZKeKsEzWH+VwGWMHzF23nXg7MSpzGq0YyTCcO01vWT1WW0MlkilthiIo5qnaNss7HPa/ogTu57A7hHN3CO+W+DAwklw3O++/o6lLow/ffY7+cIMVHQxVFAIqhkcjYnRu4Xt4ml7OEh39Dmg/0LR9osLmaiayz5viVfX2WvyW11tlZHQSyGukZY6SJ5j4PCAfGWbuIaHBwJHWPoNsDGM4Gch5kMDCQfKCT6f8AHNB8u0fY1V1dV5HqoMctNmzG5tpqeyWSqmM9DR22nLnikqnR8zJO6SV0kkZcI3dDw8Yi7+16YYk3IcUyu3WnSq86IXi7VDqeuqqOSifUz1IZt23DNGXtlA3AbJIzvuEcvNvoMaB1D6FxbAxrzJtu7zoPnyLSOx4Dd7jHpzhNXlOcXN4qq3JcsqJaqKOo6JrI6iaeXfctayNoip278LQ39GBu3IP0ArLDprFZsEyuenzW3XKoyWnyKtjD+271UOkdVPnjaNjBP0skbo27cMZbwniY0jeb4WvO7jv5viUmMFoaeoINc6O55nGcWisOoOldxwm726odR1ENRVw1NPVvbydLSyMdxPhJ5tc9rSR5FY2HfMq/1Wg9qqVi6FhcHlrS4dR2VdYAMzuG37rQe1VILKPL6UQeX0ogDqHoVM1h1KsOkOnF/wBR8lqGRW+w0T6p4J5yv6o4WDyvkeWsaPK5zR5VcS4NYCV8t6y0s3ZB9kLjGhbaZ8+G4A6DMs1kaf0c9YN3Wq3u98C8Gd7Oe7Wt6t90Fs7ELTbI8O09nzXUKAHPNRa5+UZLK5vfRyz84aQH3kEXBGG+C0h23Wt9rriYWMaN9+QXYgggEEEda+atdYW6J6x4p2SVBSyMs906HDc5LeTGUc0o7RrXAf8AETv4C73k/wAS+llX89w2yahYZesHyWlFRa77QzW+rj2G5jkYWnbfqI33B8hCDOxO4m9YPoXNaH7E7M71NiFy0hzu6Prc00trfybu1RICH18DGh1HXgEkls0HA4ncnjEgPVut7hBKIiAo3A61Kw+WZLacQx655PfqptLbbRSS11XO4gCOGNhc9x+IAFB849lNWVWseeYf2JmPVn6HIntyLOHQuIdT45TSAiJxHMdsztbEAOZDX+TdfTtvpYaKljpKeFsUULGxxxsaGtY0DYAAcgAB1BfO/YiYderzHknZJZ7bJKTKtVqiOvgp5d+K3WKNoFupNj4LujcZHjrLpOfgr6QQSvFebXQ3q11VpudJHVUdZC+CogkbxMljeC1zHDzEEgr2og+XexIulZpfkGX9iRfXzl2n8ouGKT1DiZK3Gql7nUxJPhGF/HC4/wA1o6wvqJfNHZb47eMNumJdlJh0Mj7npjPK++00APSXLG5gBXQ7Dw3RgNnY08t43Ec19CY9f7bk9nob/Z6uOqoLlTx1dJPGd2SwyNDmOB8xBBQZNERAREQEREBERAREQEREBERAREQEREFI1bdEzFIDUOkbH3csvNjdzxd0qbhHWOW+2/PqVttwLafhI6nv6+vwiqjrCzpMQgYAT/p+xnkAeq50vn5K223ftc77+G/r6/CKD1oiICIiAiIgIiICIiAiIgIiICg8gpUFBq7IKZp17tVWJ9nfkXc4gw+Udu0LuL+jb/WFs+Mkxt369lqvI6hw7IG10pIDfyEu0nIc9+3qALakR3jbsNuSDmiIgIiICIiAiIgIiICqeqn7P756t/tBWxVPVT9n989W/wBoILBbfAm+Xk9or2Lx23wJvl5PaK9iAiIgIiICIiAiIgIiICIiAiIgIiICrLfHKv8AVaD2qpWZVlvjlX+q0HtVSCyjy+lEHl9KIMZkVbXW2xV1wtlrluVVS00s8NHE5rX1EjGlzYmlxDQ5xAaCSBuRutXdjDpbfNP8Blu2duMub5jXzZHksrncRZWVGxFM07ndkEYZC3ybRkjkVuQdQ9ClBAGwAUrEvyzF4nSMkyK2tdFIYZAaqMcEgdwlh58nB3Lbr35Luo8gsdxq30FBeKOoqY4xK6GKdr3tYSQHFoO4BLXAHq3B8yDIKCAeRWPvGQ2THqCW63y509DRQFolqJ38EcfE4NBc48mjc9Z5Dyr2MqIXnhZICfMg0lnOnuWWHshcQ1d08tDKukvUDsWzanEjWcdAA+WkrDuRxOhlBZy3cWTEcwOW8Gb8OxO+3lXJEBERAWk+yV09yvV4YjpdQ08keI3a7trcwrGStae51IBM2j233PbEojYSBsGNfv17LdiIOikpo6aFkcbAxrRwtaOQA8wC71wMrGnYu577Lwx5BZZbjLZ47jC6uhp2VT6YO/SCF5cGycPXwEtcA7q3aR1hBkUXW2ohe0uZIHNHlbzC8QyGyG8fk/3Sh7pdrCsFJxfpTBxFvSBvWW8Q2JHUSN+sbh6K2jpq2mlp6qmZURSsdHJFIOJkjCNi1wPIgjkQeS092MuE5vpZZ8i0pyCj48bxm8SR4fXmUPdNZ5miaOBw34gad0j4O+62sbtuOa3QyRkjeONwc08wR1ELkgIiICIiAiIgIiICIiAiIgIiICIiAiIgoGttVS0eDx1VZOyGCK/WN0sj3BrWN7qUu5JPIBdlFrHpQOCmbqRjIkke7habrBuSXeYu85V3mginbwysDgOexG4WNGO0W52aOEuLi0xMPM/0IK9FrXpJURvnh1Nxd8Ub3Rue26wFrXt24mk8XIjcb+lSdadJOCnc3U/FiKuXoKci6wHpZCBsxvfcz3zeXxqw9woObQ88B/kmOPb2UFgpwQWkNPlIij6v+agwDdZdKZJo6ZmpWMmaUBzI+6sHE4E7DYcXl3H0rqh1v0fqHSNg1RxaToS5snDdoDwlu3Fv33LbcfSrL3CpnEmTZxJ3JMcfP/qqDYKY77kbH/1UfIf81BXZda9I4Y4ZZdTsWYyof0cTnXanAe/YENHfczsR9K5RazaTSvijj1Nxh7pmNkjHdan3e07bEDi6juPpWeOO0RPNvpPRRc/i8FScfpD3xaHHzGKP+6grceuGj83TdFqjizzBxdLw3enPR7bb799y24mj+kJ+fPRwRMmOqeKBksnQscbvT7OeDsWjvuZ3VkFgg5gkbHlsYo+X/VWv9TLHCzLdNXtjc/bJpOke2nYdgbXXDvtm7bbkDc8uYQZ5utukRlhhGp2LdJUhphZ3Wg3kDhu0gcXlHUobrjo9KJ3RapYq4UwJmPdaD9GBtuSeLltxDr86z1HZ4ammimm4S6SMF36KPnv/APlXaMfp2ggO5HkQYo+r/moK0dctHGMbK/VTFRG6Qwhxu1OAZB1tHfdYI2XYda9I2zQ079TsXbLUcBiYbrAHP4xu3YcXPcDf+hWLuBTcXHs0O8pEMfP/AKvUncGnPh7Ob70wx7eygrw1p0l4HvGpmLlsTC+R3daDZrQ7hLieLkOLl6VDNbNIXxmVmp+LOYHujJF3g24mtLnDwusNBJ9CsXcGABwDuTvPFH9HgqPyepBsQG8XlPQx8x5vBQV5+tekcc7KWTU7F2TSBhZGbtThzg8Es2HF5QOSO1q0k4Z3fnNxgthaXSkXWA9G0ODCT33VxED0lWF1hp379IQ8O6wYo+fxeD/jZSyxQNDh3vff+qj6vN4KDVcOb4dmWt9FJiWRWe9MgxC7R1EtFUx1HRPbWUXeOc0nh6zy+L4luaIARjbq61ju4cLQWsdwcXJxYxjSR5uTQsm0cLQ3zIJREQEREBERAREQEREBU/Vuop6XTu/T1VRHDE2m3c+Rwa0DiHMk7AK4Lz1lFT10L6eqgjmieNnRyNDmuHxggg/Qgr9BneEtZN/5ZWIfp5Ou4w++P85en8vcH+Gdh+sof7y9BxyiBPRRsYC4u2EMWw+lqj8naf8Am/1MX9xB0fl7g/wzsP1lD/eT8vcH+Gdh+sof7y7/AMnaf+b/AFMX9xPydp/5v9TF/cQdH5e4P8M7D9ZQ/wB5Py9wf4Z2H6yh/vLv/J2n/m/1MX9xPydp/wCb/Uxf3EHR+XuD/DOw/WUP95Py9wf4Z2H6yh/vLv8Aydp/5v8AUxf3E/J2n/m/1MX9xB0fl7g/wzsP1lD/AHk/L3CPhnYfrGH+8u/8naf+b/Uxf3FrHM7FBHrjg0rafiEeO5Hu/tdnC13Hby0Ehu3PY9fmKDY/5e4R8M7D9Yw/3k/L3B/hnYfrKH+8u1mP0zgD3oJG/wCpi/uLl+TtP/N/qYv7iDo/L3B/hnYfrKH+8n5e4P8ADOw/WUP95d/5O0/83+pi/uJ+TtP/ADf6mL+4g6Py9wf4Z2H6yh/vJ+XuD/DOw/WUP95d/wCTtP8Azf6mL+4n5O0/83+pi/uIOj8vcH+Gdh+sof7yfl7g/wAM7D9ZQ/3l3/k7T/zf6mL+4n5O0/8AN/qYv7iDo/L3B/hnYfrKH+8sZarva7zllyqbRcqWuhZT0DHSU0zZWh3FU8t2kjf4lmvycpD4QH9TF/dXbS2WOkeHRyuDQ7j4Q1jQTttz4WhBkh5fSiggkogkdQ9Chx2BUjqHoXRW9s9ryGkDXTcDuAOOzS7bkD8W+2/xIPlDUbI8fp9MsvoJspsMdQ3UWEGlkaDUN2yKAkuPGDtsHb8ttgea27hN2td51jvlTa75aLnGzGbcwy20ANae2qs8LtnOG/Pcc+ortvGjk9ZpbHp7Q3KOKpdc6K71Va+MuE9Sy5x11S8tG2xkkbJttybxjyALMWXGsyj1Lv2WXuW1m2zWyittsZTCQzlsck0kj5g7vR30wDQ0nk3c9eyCtPgkyfVbUHGL5SXO62KO12eNtCyo4ab9MyqE7HML2tdxgR8TdjuOHdcsXteXUWv9ylfS36nxD8jaGKmjq6oy0ouLa2pMnA0Pc1snRGEH+aG+QK6YTiVVYXXW63iobVXe+1xrq2Zrdmt2aI4YmD3kcTGNB6yQ5x2LirSIo99+HmPOg5ooUoCIiAiIgp+p9Y2z4v3XZR0lRPDXUNPEKpvFGztiqigc4jcbkNlJA36wFox90x2iscNbVVcdS6hyAxxxQiGS9VFE2q6ZkTIhKJnRB3COhI6Z0UR4mku2W/dQser8oxs2i3OibMa+31W8riG8EFZDM/qB58MbtuXXsqZbtEpLJPJXwZLcKt7cjq8mho3R08VOZ5p5ZRG5widKGgybb8Z6geHbvUDTq+G7aGOyqntlDZ6qsoLjUujtsXQRNmD5QXtaN9nEtDidyd/KujTSy92MEwvKb9Z79WXo49RF9dLcB0zXTQQum2Jl4mcbmsLgANywbjkFyxnS/LaLRG0aYXGupqKqlhNNeJaR5kDKeWR8k8UD3AbuLXmIPIG3EXDmAFtWhpY6WmjpY4WMijYGMYBya0DYD0bbD+hBr3scKXM6LRHE6TUM3M5HFQ8FxNzldJVdKHu/WucSS7bbmSVstQGtbyAA9ClAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFUc0yiox6+4jbIaKKZmRXd1tlkc4h0LRR1E/G3brO8IGx8jircqnmWOU18veJ3Ke6MpX2K7OuEMTgD2y80lRCYxuRz2mLuW57zqQWak6IU8QhduzhHCfiXcvNbmOjoadj2lrmxNBB8h2C9KAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICo+S5bLb9Rsewg0cL6a+2q7Vs1Q5xD4u1XUwAaPMenO/oCvCpOT4nT3LPrFlpuojqrRa7rRQ0OwLqkVJpi54577MNO0HYH9Zz2QXOPbhGx3G3L0LmuEW4Y0O69lzQEREBERAREQEREBERBA6h6FKgdQ9ClBDjwtLtuobqvtzqxSPlZDFdZxDK+Fz4bVVSML2OLXAObGQdiCNwSOSsDgCCD1EKq4jD01vkZxyNa2suB2Y8t59uS+ZB7Py1tH7le/qWr/AA12W/L7Pcrg21wsr4ql0b5WtqaCeAOa0tDiDIwA7FzdwPOvf3PjP/DVH9e9Vq90zIcttLmvl4m2y5uBMrjsQ6l/7EFwB3UroonOfSQvc4lzmNJJ8+y70BERAREQQsLX5faLbXG2TtrpapsLZ3R01DNUFrHOc1pPRtIG5Y4c/Ms0QCNj1FVXh3zq5AEt4rVbQeEkHY1NTvzHpKD2flraf3K9/UtX+Guupz6w0cD6mqgvEUMTS+SR9nq2tY0dZJMewCzHc+M/8LUD0Tv/AO1YPOaCJuF34mScjubU8jM4/wDBO+NBZGSh7Q5q5ryUe4fUMLiQ2YgbnfYbA7f6yvWgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIC1tqoxzsv0zeIXPbHlEjiQ3cN/wBF1w4j5tiRz5dYWyVUs0yiox++YlbYKSKZuRXd9tke9xBhaKOon4xy5neEN8nhILJb5Xz0cEzyOJ8bXH6F6V56EQ9qQ9ru3iEbeA+cbcl6EBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFqnOTIzXjAqqOF5MGPZJ34bu1pL7dsCfJvt1eXhPxraypGSZfPb9Rsdwd1FC6kvtqutbNVFxD4e1XUwDQOoh3bB35/yEF1Yd2hx6yN1yXCLbgAB35Bc0BERAREQEREBERAREQQOoehSoHUPQpQFWMK9wv9cuH3yZWdVjCvcL/XLh98mQWbyFVa/eNlq+arn7VMrT5CqtfvGy1fNVz9qmQWOh9xw/Jt/gu9dFD7jh+Tb/AAXegIiICIiAqqPHu4/Ndr+81KtSqo8e7j812v7zUoLUsDnviTfvm2p+ycs8sDnviTfvm2p+ycgylH+sqflz7LV6l5aP9ZU/Ln2Wr1ICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAqfm9jobvf8QrKu8sopbReH1tNA7betkNHURdENyOfDK9/IHkzqVwWt9U2SOy/TFzWOLWZTI4lrSeH/RdcNz5huQP/AOUF+tzHRUNPG9pDmxtaR5jsF6l5rfI+aigmkdu58bXOPnJAXpQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAVFynG7fcNRMdyWW+Rw19stN3pKa3cuOqZUOpi94577M6GPfYH9Zz2V6WsM2o6789GE3mKIGmpLHkFO+TcbslkNC9g28u4ied/iQbMj8Bo+ILmuEfgtPnG65oCIiAiIgIiICIiAiIggdQ9ClQOoehSgKsYV7hf65cPvkys6rGFe4X+uXD75Mgs3kKq1+8bLV81XP2qZWnyFVa/eNlq+arn7VMgsdD7jh+Tb/Bd66KH3HD8m3+C70BERAREQFVR493H5rtf3mpVqVVHj3cfmu1/ealBalgc98Sb9821P2Tlnlgc98Sb9821P2TkGUo/1lT8ufZavUvLR/rKn5c+y1epAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFT83yatsN9xC2UlPDJHkV5fbKl0nFvHG2iqZ+Jux6+KFo58tnFXBVDN7FQXe94jW1l5jopbNeHVtLC8N3rJTSVEXRN3IIIbK5/e7naM8ue4Cz0LYW0kIpyTGGN4d/KNuS9C8ttY6Ohp2PaQ5sTQQesHb/AMF6kBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFTcuA/K3HeQ37XuQH9S3/wAFclTcv8b8b+QuX2LUFvj8BvoH8FzXFngj0BckBERAREQEREBERAREQQOoehSoHUPQpQFWMK9wv9cuH3yZWdVjCvcL/XLh98mQWbyFVa/eNlq+arn7VMrT5CqtfvGy1fNVz9qmQWOh9xw/Jt/gu9dFD7jh+Tb/AAXegIiICIiAqqPHu4/Ndr+81KtSqo8e7j812v7zUoLUsDnviTfvm2p+ycs8sDnviTfvm2p+ycgylH+sqflz7LV6l5aP9ZU/Ln2Wr1ICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIoPIboJWuNU43Py7TEtiL2tymRziG7ho7lVw3Pm5lo/pA8qtV5znEMeqm0V9yKhoah7OkbFPMGvLNyOLbr23BG/xKk5brlhtqvWLW+25JZqiC83V1FWymck08IpKiUPGx2B44mN57jZ55INlUEjpaOCR7uJz42knzkgL0qnR6paZ0cTY3ZtaWMjAbu+pa3b079St7XteOJp3B6j50HJERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAUOJAOylEFXrclvbMkrLFbrZQyR0lJTVLpqmrfGXGZ8zQ0NbG/q6Hff41hr7DmFferZdxa7UY7dFVB8bK2YvcJWNb3u9PtuNislF+0O7eoWn7WtVub4I9CCn3fKcnsdsluVRY7ZJFThrntZXy8ZaSBy3gDd+fVurVTTtnZxsfxAEj+kef41gtRPEy6fIj2mrLW3wKr1iX2ig9yIiAiIgIiICIiAiIggdQ9ClQOoehSgKsYV7hf65cPvkys6rGFe4X+uXD75Mgs3kKq1+8bLV81XP2qZWnyFVa/eNlq+arn7VMgsdD7jh+Tb/Bd66KH3HD8m3+C70BERAREQFVR493H5rtf3mpVqVVHj3cfmu1/ealBalgc98Sb9821P2Tlnlgc98Sb9821P2TkGUo/1lT8ufZavUvBGZW9tmBrS/pjsHHYb8LfL5FrXKtT9QcSyjDsZq8KsE02ZXKe2QSR32YNp3x0ktSXOBpe+BbAW7de7kG2UWoL5qfqPbNSrFpfHhuOGvyKz3S60tYb3P0UAo307C17O1t38RqmHkRyY7ykbXPCI9QosRo6bUqrslVkTWuZV1FogljpJTxd65scji5u423aSeYOx25ILYi1TjeomU3nEamsy2gosIvdHfJLI7ulxSUtVIycRsmgJdGXsmad4xvvxOA77hPFW7rrHl9xyTIdLcPq7NFmFuoI66nqLnSuZbBTTueyGp6WOZ3Fs9jv0PeyEsPIN78BvpcQ9riQDzCqmnOQPyHEbdcKjK7NkdU2M09ZcbO3gpJqmMlkpjbxv4QHtcOHicQQRv5Brqm1Yv9drNlcdFT3WrwrEIKawzQ261uqn1N9kHbMzw5jS4Rw07oYyfB6SUg827IN4B7SdgeYXJaRodT83pdTLnDVYdlNThNVa6eainfYKgVNLcGvcyWDgDd5InMDZOJ3Nrtxu4HZmxMEzGozW31VfUYpfLAKaslpmQXembDLM1p72ZrQ53ePB3G5DhzBAI2QWpFprDst1lzi5Zk213LD6Kkx/Jq6yUram1VM0ro4RG5rnuZUMaTtJ5AF06c5drZqHiLMsjuOFUEb664UfQC11cjmilrJqYu4u2W78XQ8XVy325oN1qCQBuVqnsd9Q8lzbQuxaiagVdHNca+Cpq6p1vopIomRtnkaxrYuJ7iWsa0HYkuIJAG+ysMmrmEyM4RJf++22LccuX4CC6hwcNwd1K+eexr7IAZdorjmSZ3c7rX36vFU6qmp8crDG7hqpY2AGKEsOzGsBIJ8E7raGmmpFLqRa6y502PZFZxRV09GYb5aZqCWUMPezMZKN3RvaQ5rh5Ds4A7gBdC9oPDxDfzLktKXzM8xyDslLHp7hNyFPYsXss14zMOp2yNndVO6O30rXHwJN4aiUlu5DWs3GzwrF2QuZX/T3QTP87xeaKK8Y7jdwulFJLGJWCaGB8jOJp8IbtHLyoNkoqjp3kNTkeFWO53Grpqi6VVro6ytZCAwNllibJyZxEtB3Ow38i09cNedSRpHlWoVrt2ONqrBm1XjMMc7JnMlghvgt/G4Bw4XlhLiQdt/iQfR6LV+A55mGa3LNac09nhixnKKix02/S8T444IJA9532LiZyOQA2C7dAc/yjUfTmnzLL6ahpqutuFyigjo43sZ2rDWzQwOIe5x4nRxtcdjt33kQbJc9rfCOylaL171TyWw5DjOH6fXGCmrpK+nuWRV8sfFBbLO2ThIndwPERqJdomOI70CR52awke3KtZs6sGc4Zp7Qad2+uueUVb3VEUF8c80NsijJnrXnoAGsa4xsbuRxOeGjn1BuhF1U5eWbyN2cTzHmXagKCAQQfKpRBVpuNmZ3ARzOjLrdbm7jbfnUVA/gSs263uf3z66cuB3B2ZuD8XLzEj+lYWfx0rvULb95nVnb1IKZqXbnQ6aZNG2vqS1lmq2jct3H6J3l23VqoDIenbJIX8ExaCQAdtgfJ6VgdUf2bZR8z1f2TlnaDwqr1g+y1B60REBFBIaNyVx6aPl33Wdgg5ouszxDbd459SdNEd9ng7c+XNB2Iuvp4SdhI3fq23R08TBu54AQdiLqhqYKiNssErZGPAc1zTuCCNwQfNsvPLebTDcY7RLcadldNG6aOmMgEr4wdi5resgEjcjzoPai80Vyt888tNDWQyTQcPSxteC6PcbjiHWNxzG/kXeJGEkBwJHX8SDki4NmidvwvB2O3L6FHTR++/1FB2Iumnq6aqjEtNOyVh5cTDuF2lwaNyUEovJbrvarvB21arjTVkPE5nSQSiRvEOtu45bjyhenjbvtvz6kHJF46u8WqgqaairrjTU89a8x00Usga6ZwaXFrAfCIaCdh5ASu2prqOip5KusqY4IIml0ksruBjGjrJJ5AIO9FwbNE9ocx4LT1EdRXE1EIO3Hz326kHai6+niH8sKWyxvOzXglBzReS4Xa12mnNXdLhT0cAeyMyTyBjQ57g1o3PLcucAB5SQvQ6aJmxe8AHqJ8qDmigODhuCpQVCL9od29QtP2tarc3wR6FUYv2h3b1C0/a1qtzfBHoQVzUTxMunyI9pqy1t8Cq9Yl9orE6ieJl0+RHtNWWtvgVXrEvtFB7kREBERAREQEREBERBA6h6FKgdQ9ClAVYwr3C/1y4ffJlZ1WMK9wv8AXLh98mQWbyFVa/eNlq+arn7VMrT5CqtfvGy1fNVz9qmQWOh9xw/Jt/gu9dFD7jh+Tb/Bd6AiIgIiICqo8e7j812v7zUq1Kqjx7uPzXa/vNSgtSwOe+JN++ban7JyzywOe+JN++ban7JyDurDdmQVncY0wqjITGani6LfZvhcPPqB6lo3WCfO3auaK0NRVY328/IblUU0LGzjdrLVVNkkI334G9IwEjyvb51vWor6a101wr6uUxwwvc97g0kgBo8gBJPVsACVrfFMPvWXapv1jzC1PoW2ygksuLUMzv00FLMWPqquoZ1RzTOiiY1m7iyKIbkOke1oU/MDqC3sp9OC+THjVnEMl6MtZP0ZYJ7Zxb7u335t22853W0MWtOq0FqutJm2V2iurKmtkloKq1Ws07aSlcd2wuZJI8SFu3Dx+XfcgbBVbMrfcj2U2m91pbRXS0FPimSU1TWxQPdBTyPmtzo2SPA4WFwjk4QeZ4Tt1K/59dMtseJXK64TjLchvkEBNDbZKttKyol3GwdK4EMb5SdidgQBuUHzLd8my29VWY2nI8mqrjDjWuOMWm2dPBG7tenMdrqCwMja3i/SVMh57nqV4xh1UOyW1BHdHbfE8ZJ/0HLt7pun8j0eXn5uWyxdy0l1BxaSe/1lqmy1mRZbbc4v8FidDT1VLdKNlMxsdLFUvayalc2kjaeKVso2LhxcezMVkOqtXR5dk2X2PSbXu0ZBfbZQWg1NNg0VdDTCikqXxvY0vcyQF1U/fmQQ0bEHmguXYxy3eHsfJJrEyKouXd/JGUwlaY4jKb1WNa57esMBPEQOYDSAsJ2PVjbhOn2q1NcrpX3melzi7m4V8tf2pNVScEDpJekc9rKfcucRwuaGjb+m4didR1Fo0gt1kq7dl0E1NU1k9VU5PaGWyrrauepfPPMKVr3GKMySv4Qdjt59t1QLpaLpcux97Jq1W21VdXcLjdsshoaaGBz5amSShY2NsbAN3lzjsNusnZBtmpx2E0crXwZI9hjcC05rUNDht1b9PyCyWi76X83tnp6GOjiggpxFFFSX194hYxriwNZVP76Ro4SBxeDsW9TQsNjWB4xTYXaKer0btXbUdsp2Sl9vow7pBE0OB8oO++6wvY80Fx0v7F/Faa5YtWUdxtVmfLNam0/R1BnLnuEXR7eG5xA5+U7lBi9Gb1jDa/UyW5y3V8suoN3AdRQVssfCzootuKFpbvuxwI6910djze8Th0kiZVi/CTuzkDz0dJcHN2ddqsjwWkdRG/XseR5rZei2EXbBNPKG0ZLNT1F9qZaq7XqSnB6J9wq5n1FTweXgEkrmtO25a0bqnYHcL5pPoZPWXzCcir6qhuV+rJrdbKeKat6CS5VkzJGROkbx7xOa4NaS48Y2B6kHo7Dtgk7GjBQ4uI7Sm233327Yl26+fVsrXmuQ5BilfbKuSsp4rJca+O31Expd3UDpGgQySO49ix020RO3Iys35AlV7sXKGsw7scMMgy2ilsdRT2o1VVT14ET6Vsj3y7Sg+AQHjcE8vKvHqXltfqbjdxwbTXADlrL3EbfPcLq2SjslPC/k+V05AfUbDctFOHEuDe+Z4QCmY7QZppZlWm3Y0aS5IyvobQJr9lFfV0LXuprQZpSyFxDgGzVE8hYzYbhsT3eQr6KvNebRZqq5NpJ6p9PC6RlPA3ikmeAeGNo87jyHxnrXyzppiOsPYlPukN4wq5avWy+TNrbjl9ol48iMrI2xiOpo6iQ9NFG1vDGYpCQ0c2Ekud9BaZan2jVWwuyC02LJLVTiZ0Bivtplt9Rxs24h0UoDiATtxdW45bjmg+d+x7xXIYeyT16sefXbu1WXi04zd66mMjxSRTT9uEQwt35MZHHBGHeE4RBx5khZPWPKsL1C7FPXI0djjt9+xbHL9arxQPJfJQ1kdG94HGBwva9jmSMe3cFr29R3AtWmNsrI+zI1tuU1vqGUFTj2JQwVDonCKWSNlaXsa/bZzmh7CQDuOJu/WF09mXc7LifY+amW224ddqi4ZpZa22iWzWd9S6ouFTTdrwGcxAncnomB7xsNgN+oINg6JYNiNgwOw5DZMdoKK53qw2x9yq6enayWtcylY1hleBu8tBIG55AlfMNTZrE/QzUO8S0FwdcW6v3MMqhJL2uNsuAaQA7g6iRzaea+s8aFdiGlFkjulJP21aLHSRTU8LTJIZIqdodG0DrdxAgbfEvn/McOynBNA7PpPHiGQX6/5fkdJdK+tttK2WlguFTeWXGrM7g4OiiZvKBJw8JDW7lu+yDKYRFb79kWpGDXqmY2nyHP7u2kqY6+ejnFXHQ0L+jilh2kjlMQle1zXAgROPkV77HS7MbpBDWyWOz43jduqa6jscNFLIYxaaaokhgne6Tcl0jWGTfc7h7XciStcO02zXUi3am4BaYp8fZedQq64tySQOjmt8baOkDJ6JvLppXOa5m+7Yw0ycRJ7x22dE6rLKLHvyJy7TUYs/FmMtlLLR1EUlsrqeNoayak78zMaWhu7JWhzTy4nbboKPmOomJ4vT3+w45RWirrL5SS1t4umV18VLSSxGEtaHxPLZqlpiaGsjjjEXCOHjbutIaM51Lo1pxQ6u2G4Y7m8eT2q3TVtBfsko6DJrdAA1sFHDI+Z8D6Vhceip3ujeziIc57ydvo3VCnuGsFsqcB0+pGMoL3xUF8yiSmBhpKDYiZlMXbGeoe0mNhZ3kfE55cXMax9O10udlvE2Mdjdjmm93fcLveLNKZRY3G3U9noa2CeeY1LQYg0Mp2R8LncRMrBw98EG2tHNVrhqrZ6q6V2l2ZYQaOftc02TUsMEszgAXOjEcsnEwb7cR2BO+y2J1811U7B0ffN578+e67kBERBV5/HSu9Qtv3mdWdvUqxP46V3qFt+8zqzt6kFY1R/ZtlHzPV/ZOWdoPCqvWD7LVgtUf2bZR8z1f2TlnaDwqr1g+y1B60REHXI5g2D9uZ2WjdWrJJYMn0xo7Pk+U01PkGX9zbgxuQVu01MbdWy9Gd5eQ44o3ctubVui6W6mutHPb6szdFUsMbzDM+J4aR5Hxlrmn4wQR51pXVy02ev1U0cxOklqjVOyCtvkjRWzuLKSkttSx7/C5Ay1MDN+W/H8SDlmdhfbNadOcXoskymK3X2kvr6+EZBW/pnU8UDotz0u/el8nUf5RWx8NwzE9PMbjxrFoJ6e2Ur5ZIYp62WoLC4lz9nzOcRuXE7E7d8fOVrvPrBb2dkNpJDtVcMlFkm+9ZMSdoabbnx8us7rYlj0uwDG4L3BbcdhbDkdU+su0c731DKydwAdI9srnAkgNB9A8wQamud1h0jwfJoL5kbtRbfVZhQ0FFa31je2bVT3Kqp4Y6R8m5cWRvmMjOLY9G5rd9hucPdbfkGS653nSC6WpwxWrxSC+PponRU9awvqZKZ8DaqN36h4ZxEcpQTsHgOIVE1ax6z0LNY7XYrLbaaGTUfAI2U7IBHA8ufaeTmsAHCSTv5eZWbj09ro+yrr6B+M4MHx6e0sxidHN2u0OuU7eIcuLpNwAdxtsPOg3hoJcLU7T4WawYfFjFqxm53HHKS3w1HTsijoap9PuHHns50ZIG7tt9tytW4bkls1R1j1M1dtFwt8L9Nqj8irfVV9umq4aaGKNtTcZomxuYTJJK9kZLXOIbStJGzwDb+x/s9RU6WZDYqWpZb3uy7KKeSW3HhEP+lakO6EkHbYbhp6x17ctlWNFaSgwUdkLT2Vj7ZR2LKi6EUjGPfDHFYLc7vRIC1zgAfC3BPXueaD0O4makDVql1AoWXR9ldZ6mKHCrt0FbT9MJo3yME+73xkyBhJOzZXjnutpaPXbI79ind6+5BJdmXOolq6Qy2CWzyUcBdsKV9PK90gdG4OG7tiRtvue+OBsseX5DjtvyC26j5u6kulHFWU5NqtAd0crA9nLouR2cOs7b+dejsbsibl2i+N5PT3jJrnTXKnfPTVWRupzcZYjK4NMzqcCM8hsCBvw7b890GptI6XB6fONa6DK6fIK11NqVV9qdBDcp44Ypbbb5nMaadpY0dLLKduvvufkXHsfLngF80+r7hk7ctuFfHlORU7Jn094mcyniu1XHBHxNBA4ImsYG9bQ3hOxB2tnY12y/wN1NyW3UtLPT5LqPfK6KSrqJGPcyF8dF3oEZ3aDSOA5+ROxWfk40ruZp6S1vb+WWW7l9VICHd3K3iAAj6t9/oCDw9gO2dvYl4jJSt3qp5LtI58254pDcarvneU9Q3357eTdbkMmp22zpMX383RVHXv8A+8tTf7n9s7sS8J3a0bvum4BJH++VT51ctacWt0VmdntJiJvVwsL2VtTRU8AlqLjRsBE8DG/y39E5zmNGxMjGDyoNX9huMytuiZloX41TMq8vybjdPHM18s5vdY089xxE8IDfLsGjrGw3lgtDqVbxc36i5FZ7q6a4ST2822gfSNp6U+DA8PkeZHN59/y335gdS+ccWsGk3ZAapY/BpFZLAdNtP6hmQ3SvtsAijuN9lb0lJSM4QARE2V1RN5WymFjtzxbfWFxZcDbp47K6COrdG4QulBcxjttg4gbFwB8m/PqQfOtRlOEao9lzVW2sdJcH6JWCOshp4aWSVwulyJa+VoDTxOip42tAG7t6h2w70q/dkRX0F20B1Joqyx109PPiV3je19GSx47UkPl6+a13pPhdBhnZZ5vj1JJNVSfm6sNRW1k3uitqpbhcnTVErm7AyPkLnEjYDfYbAANy+R1mqLNEdcsb1FtrTTWK0XmnsN4428V2tz7e+WOSRoJLZIzJ0LnHw3Rl2w3O4XXQ69yPw6x4vT4ddLRQWnH7R2tWTwRRUtZx0zC5sOzy7dh8Lia3meXEtGZ/d6f8zWt9K+XIxXx5Vc46WeFlaIYWCWAtAmjHBG0c+QI25g9fP6b0uDRpfiZ2A2sNvA/szF8z5tT5DNoTrnW01ztzLQ/LruXQPoXvmkDaiFjuGUStA79pHgHq8qC5ab323WPNOyCvuTVN8mtlgzKnBFK+qqTTU4sVukeRDEXPcOIvceFpJLnHbmVn+xCtlwotJ5b5e23KKpyjIL1kEMFx6Vs0VJU3CZ1MCyQl0YdD0Tg07bcXMA7rWFk7Qsmrms2a36/3SgslJqRRUF36G7VFJTxU89htjY6l/RvaG8Exj3e7kGOeXHYLafY02/JafTGuzS4y3O4VWYXWvyKgo66vmkkpqCaQ9pU4fOS5h7XbCXA9TnuJPJBhNbLBfNc7kcYs1ufWYthdVFeK6EzCKPIbpC4PhtzHeRsRDZXPd3nTGBp4uCRowFtyKu12zGx4/pPmGZ26w45WxV+a11XUywTU00XNlj4XDh6cv2dOObWRt4d95GrYGeU+XPsdwqsvq58bxm2U0tyuFPjk0THzQMDnvifWSFkjNwC5/RRxu77YSnc7/PMGJV2AdidYNc+18rxDOKHHqK5V9XiQpKeS5On4BHDU0Tw6CpeGytG8kfSEjwm77APuumYxkQDABvsTy+L/ALNl3LXOlNl1ms1vmh1Vz+0ZRKX70s1FYhbpGxkgjpw2aRjpNjseANby8vWtijqCCoxftDu3qFp+1rVbm+CPQqjF+0O7eoWn7WtVub4I9CCuaieJl0+RHtNWWtvgVXrEvtFYnUTxMunyI9pqy1t8Cq9Yl9ooPciIgIiICIiAiIgIiIIHUPQpUDqHoUoCrGFe4X+uXD75MrOqxhXuF/rlw++TILN5CqtfvGy1fNVz9qmVp8hVWv3jZavmq5+1TILHQ+44fk2/wXeuih9xw/Jt/gu9AREQEREBVUePdx+a7X95qValVR493H5rtf3mpQWpYHPfEm/fNtT9k5Z5V3UQyjBMgMDQ6TuZVcLS7YE9E7y7HZBladofJUgj/hiP9Q/8F6mxtZ4I23VbpLjl4kqP/JiiO8pP++nxN/8AVL0d0cz+DFB9aH8JBmzE0vD9uY+NcyARseorA90cz+DFB9aH8JO6OZ/Big+tD+EgzhjaRtspDGgbALBd0cz+DFB9aH8JO6OZ/Big+tD+EgzjomkHYAHrXBlPG3i73wiT1nyrDd0cz+DFB9aH8JO6OZ/Big+tD+EgzpY0jhI5KDEwgDbYDkFg+6OZ/Big+tD+EndHM/gxQfWh/CQZ0RtA4QOW2y4Op4yNgxo+PZYXujmfwYoPrQ/hJ3RzP4MUH1ofwkGZ7Wj4SzgbwnybKWwsZsGjkPLuSVhe6OZ/Big+tD+EndHM/gxQfWh/CQZx0TXHcgbriIGDmAN9tlhe6OZ/Big+tD+EndHM/gxQfWh/CQZplOxkheB17eUqH07XvLz/AChsSDsf9Sw3dHM/gxQfWh/CTujmfwYoPrQ/hIM46Jjm8Dmgt8y49Azfi4RvzWF7o5n8GKD60P4Sd0cz+DFB9aH8JBmY6dkZBY0Dyf0LkYm/yQFhO6OZ/Big+tD+EndHM/gxQfWh/CQZoU7ANg0AdW3xeZQKWLi34ANhsOfUsN3RzP4MUH1ofwk7o5n8GKD60P4SDPAbDZSsB3RzP4MUH1ofwk7o5n8GKD60P4SDOSythYZH+C0blY6x5PYcloYbpj92pLlRz79HUUk7JonehzCQV4ZrhmJbu7GKE7A7bXQ7/ZL8qsz1F1T0n7KDNqbRq41ttrK/IJybRbXGqgqZHO4nMMABbId3Hbvdxv5EH6nz+Old8dBbfvM6s7epaL0Fy3V7MoJbvrLgtNi16fRW1opoqjjM7BUT7Sui5mnJ324C9x6z3vUt6DqQVjVH9m2UfM9X9k5ZygOzqr1g+y1YPVH9m2UfM9X9k5ZJ0tXFDWPoYGzzCZxZE6Tow47N/lbHb6EGWRYAXHMvgzQn/wDUz+EndHM/gxQfWh/CQZS4PqmU0zqKDppmsJZGXhge7bkNz1D41TMN03qLblNfqJllZBccnudNHRukiYRBb6Rji5tLTB25DeI8T3nnI4AkNDWMbnjX5kf/AMMUH1ofwlIuGZD/APDND9aH8JBWs0we/wB61a09ze1zUTbfjMV4huLJnOEr21UEbY+iAGxIfEN9yNm7q05dar5fcZuFpxvInWG5VlM+KmujKSKpdSSkcpRFKCyTY8+Fw2PlXUa/MndeMUH1ofwkFfmQ6sYoPrQ/hINZV3Y026lsdNSYlkEtFdou15aqvu1O27su1TBIJIqmvinO887ZGte2YObIzYNa4NAaKdkml/ZgXSrrHm86C3ltXTC3y1NwxeujnqKRpLmxSbTv73icXcPEQCSevmt/90Mz+DNB9aH8JO6GZfBig+tD+Eg172NWl2baQac0uE5bJicbLfI5lDS43T1EdNFAe+Je+pkfLLK57nvc9x57+XrXVjWleU29utsdWaSIag3qestLhLvtC+0UlKDINu8Ikhk5c+Wx8q2Ma/MiNjjFD9aH8JO3sx22/Jig+tD+EgxeHYhkeNYTYsZnyGJ81qtdJQPcykaWOdFE1hIJ57EjrIVd0l06y/SvQGwab09ZbanI7FZu0o59nGldU99s49RLAXAkbDcDZXbt/MvgxQfWh/CTt/MvgzQ/Wh/CQdOB4bTYFh9sxC31EtTFboejNTOQZZ5CS6SZ56i973Pe743lUXH9K9QdPNK7ti2BZfaG5DPer1eqOquFsfNSl1bXVFUyCRjZGuAHTBhkDtxtvseo7B7oZl8GaH60P4Sg1+ZHkcYoD/8Aqh/CQUrsc9LrvohoZjem90rYLncrPSyvq5aXvY5amWV80gj4tu9D5HNBPPYDdTkuM6u6iCazS5DHgmPztdHUS2mcT3moaeXCyctEdHyJHEwSv8rXMOxF07ezL4MUH1ofwkFfmLQAMYoBt1f6UP4SDSkHYr3jSyKar7F/UB+CSzCN9XZrnTuutluErWgGaSKRwlhmeGjjljkBcebg4rZOko1tfZZzrYzEI7myUMgbjhqDE+No/WPdMdw5x58IHIHmXKxGvzI9eM0P1ofwk7ezH4MUHP8A9qH8JBSbLpxkNF2SOUaqySUncW7YhaLFTtEhMxqKaqrJZCW7bBvDUR7Hfnz8y6OyQxvWDKdM75i+kMeMT1l/oKi0VUN6dLGGw1EZifLHKwkBzGuLuAt2dt178lfBW5i0kjF6AE/+1D+EhrMwc7iOL0BI890P4SDjZrJcsbwegx+gfDUVtstcNFA6UlrHyRxBjXHzDcbnZahzvQHOqrSal0nwLLbRDSXSqJyequtE+SorGz1PT1lTC9jwI5nPdK4NLXN3cBuNt1uEV+ZDqxig+tD+Enb+Zb7/AJMUH1ofwkGo7d2PFxu+U6nNzi4U1RiWdZNT3h9ppySa2CO3UdMYKpxH6ovpSXRt5PBAeS3ia656Y6aZZpmyqsR1BqL3jEIDLJQ19KH1lui/4l1XxcU8bfBZxt4w3YF7iN1ae3sx3DvyYoNx5e6h/CU90Mz+DNB9aH8JBT8wwLJNVGPsWXzR2zEnSNNXbKaUSVF2Yx4cIqiUDaKAkDijjPFIOTnhpcw1vWPAdZc/vNlwm3uxX83lTcqKuvdRL08dxihpKmOoFNFG3eOQSmMNL+92aXbjqW0zXZievGKD60P4Sjt3MCSfyXoNz/7TP4SDMGpipKd0tU8MZG1z3vI4WtaOsknkNhzP9JXVb71bLtTR1tsrYaunmaHxzQSNkjc0+UOaSD9KxUlblxaWvxagcCNiDdN9x/TEvyYsup+smk+ueWY7obcLkOkyS4xQ2OjBrqaZral4Deh22dyG3GACAOvZB+rcR31DuvqFp+1rVbm+CPQtLaI5JqTlc9Vd9V8JpsWv76G1MkoYKvpg5gkrCJC3riJJcOjLnEbcz5Fulvgj0IK5qJ4mXT5Ee01Za2+BVesS+0VidRPEy6fIj2mrLW3wKr1iX2ig9yIiAiIgIiICIiAiIggdQ9ClQOoehSgKsYV7hf65cPvkys6rGFe4X+uXD75Mgs3kKq1+8bLV81XP2qZWnyFVa/eNlq+arn7VMgsdD7jh+Tb/AAXeuih9xw/Jt/gu9AREQEREBVUePdx+a7X95qValVR493H5rtf3mpQWpYHPfEm/fNtT9k5Z5YHPfEm/fNtT9k5BlKP9ZU/Ln2Wr1Ly0f6yp+XPstXqQEREBERAREQEREBERAREQEREBERAREQEREBERAREQdVQx8kZbGdiRsD5lrvTTQTANK56y649a+nvl0lknuV6rZOnrq2R7i57nyEctySS1oDfi8q2SiCrSgDM63kN+0Lb95nVob1KsT+Old6hbfvM6s7epBWNUf2bZR8z1f2TlnaDwqr1g+y1YLVH9m2UfM9X9k5Z2g8Kq9YPstQetERAREQEREBERAREQEREBERAREQEREBERAREQEREBERB5q6nlqqWaCGZ8T5Y3MbIx2zmEgjiB57Eb79RVL000U060milZhWLUdFPU7mrrXAy1dU4nculmeS92557b7bnqV9RBT4Wgah3bYAf5haer5WtVvb4I9CqMX7Q7t6hafta1W5vgj0IK5qJ4mXT5Ee01Za2+BVesS+0VidRPEy6fIj2mrLW3wKr1iX2ig9yIiAiIgIiICIiAiIggdQ9ClQOoehSgKsYV7hf65cPvkys6rGFe4X+uXD75Mgs3kKq1+8bLV81XP2qZWnyFVa/eNlq+arn7VMgsdD7jh+Tb/Bd66KH3HD8m3+C70BERAREQFVR493H5rtf3mpVqVVHj3cfmu1/ealBalgc98Sb9821P2Tlnlgc98Sb9821P2TkGUo/1lT8ufZavUvLR/rKn5c+y1epAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQVefx0rvULb95nVnb1KsT+Old6hbfvM6s7epBWNUf2bZR8z1f2TlnaDwqr1g+y1YLVH9m2UfM9X9k5Z2g8Kq9YPstQetERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQVCL9od29QtP2tarc3wR6FUYv2h3b1C0/a1qtzfBHoQVzUTxMunyI9pqy1t8Cq9Yl9orE6ieJl0+RHtNWWtvgVXrEvtFB7kREBERAREQEREBERBA6h6FKgdQ9ClAVYwr3C/1y4ffJlZ1WMK9wv9cuH3yZBZvIVVr942Wr5quftUytPkKq1+8bLV81XP2qZBY6H3HD8m3+C710UPuOH5Nv8F3oCIiAiIgKqjx7uPzXa/vNSrUqqPHu4/Ndr+81KC1LA574k375tqfsnLPLA574k375tqfsnIMpR/rKn5c+y1epeWj/AFlT8ufZavUgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIKvP46V3qFt+8zqzt6lWJ/HSu9Qtv3mdWdvUgrGqP7Nso+Z6v7JyztB4VV6wfZasFqj+zbKPmer+ycs7QeFVesH2WoPWiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIKhF+0O7eoWn7WtVub4I9CqMX7Q7t6hafta1W5vgj0IK5qJ4mXT5Ee01Za2+BVesS+0VidRPEy6fIj2mrLW3wKr1iX2ig9yIiAiIgIiICIiAiIggdQ9ClQOoehSgKsYV7hf65cPvkys6rGFe4X+uXD75Mgs3kKq1+8bLV81XP2qZWnyFVa/eNlq+arn7VMgsdD7jh+Tb/AAXeuih9xw/Jt/gu9AREQEREBVUePdx+a7X95qValVR493H5rtf3mpQWpYHPfEm/fNtT9k5Z5YHPfEm/fNtT9k5BlKP9ZU/Ln2Wr1Ly0f6yp+XPstXqQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREFXn8dK71C2/eZ1Z29SrE/jpXeoW37zOrO3qQVjVH9m2UfM9X9k5Z2g8Kq9YPstWC1R/ZtlHzPV/ZOWdoPCqvWD7LUHrREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREFQi/aHdvULT9rWq3N8EehVGL9od29QtP2tarc3wR6EFc1E8TLp8iPaastbfAqvWJfaKxOoniZdPkR7TVlrb4FV6xL7RQe5ERAREQEREBERAREQQOoehSoHUPQpQFWMK9wv8AXLh98mVnVYwr3C/1y4ffJkFm8hVWv3jZavmq5+1TK0+QqrX7xstXzVc/apkFjofccPybf4LvXRQ+44fk2/wXegIiICIiAqqPHu4/Ndr+81KtSqo8e7j812v7zUoLUsDnviTfvm2p+ycs8sDnviTfvm2p+ycgylH+sqflz7LV6l5aP9ZU/Ln2Wr1ICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCrz+Old6hbfvM6s7epVifx0rvULb95nVnb1IKxqj+zbKPmer+ycs7QeFVesH2WrBao/s2yj5nq/snLO0HhVXrB9lqD1oiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIo3A60FRi/aHdvULT9rWq3N8EehVGL9od29QtP2tarc3k0A+ZBXNRPEy6fIj2mrLW3wKr1iX2isTqJ4mXQf+pHtBZa2+BU+sS+0UHuREQEREBERAREQEREEDqHoUqB1D0KUBVjCvcL/XLh98mVnVYwr3C/1y4ffJkFm8hVWv3jZavmq5+1TK0+QqrX7xstXzVc/apkFjofccPybf4LvXRQ+44fk2/wXegIiICIiAqqPHu4/Ndr+81KtSqo8e7j812v7zUoLUsDnviTfvm2p+ycs8sDnviTfvm2p+ycgylH+sqflz7LV6l5aP8AWVPy59lq9SAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiKD1FBWJ/HSu9Qtv3mdWZvV1KlXqXIKDKam4UOPOr6aajo4ekFUyLhkjmmcRs7nt37efUsbkeql3xm547abhhFT02TXM2ujMVfA5rZRTzTkvO42HBBJz8+3nW5zd3xgsOqP7Nso+Z6v7JyztB4VV6wfZaqRltbmGS4tdsfpcRZFJc6KakZLJc4S1hkYWhxA5kDfdXW2v4xUO4dt5nHr6+Q5/6lg9qIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAuLwS0gDcrkiCp3DB21t9qMhFyuMVTUx08L44a6SGLgiMhbs1vl3lfz8vxKjZKy92rVrEsagyC8Nttxs96rKqAXSU9JJTmj6M8R75u3TSch178/Ityql5I/EH6gWCjuMJOSzWu6dyZS15EdODT9tDcHhG5NP1jc8PLqQdtZhAuFMaeprbnLDJwl8b7vOWu2IOxB6xyVjt9NPA2Q1BZxSSuk2adwAT1dS9MYIaGnrA/guaAiIgIiICIiAiIgIiIIHUPQpUDqHoUoCrGFe4X+uXD75MrOqxhXuF/rlw++TILN5CqtfvGy1fNVz9qmVp8hVWv3jZavmq5+1TILHQ+44fk2/wXeuih9xw/Jt/gu9AREQEREBVUePdx+a7X95qValVR493H5rtf3mpQWpYHPfEm/fNtT9k5Z5YHPfEm/fNtT9k5BlKP9ZU/Ln2Wr1Ly0f6yp+XPstXqQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFBUog63QxvB6RjXfERute6kYZX5Fkun9ytkFOKfHMidc67jcGnoDb6uDveXfHjmZy8xPoWxT1LVurlwraPM9KIKWrniircukgqWRyOaJoxaa94a4A983jYx2x3G7QesLpwzV5JMX9+UbDtlNT9o0+9Ozfo29bB70L3MjZGNo2NaD5ANl56KUz08M5aG9JGHbDybjdepcctoiIqYIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIC13l+N3es1XxTK6elD7ZabHfKWrmMjQY5ah1GYgGk7ncQycwDtw89txvsRa5y+/3eg1hw2wU9bI22XGx32qrKUAcM0kD6LonE7b7tEsnl/lINiRkFoPxBclxZsWggbbjqXJAREQEREBERAREQEREEDqHoUqB1D0KUBVjCvcL/AFy4ffJlZ1WMK9wv9cuH3yZBZvIVVr942Wr5quftUytPkKq1+8bLV81XP2qZBY6H3HD8m3+C710UPuOH5Nv8F3oCIiAiIgKqjx7uPzXa/vNSrUqqPHu4/Ndr+81KC1LA574k375tqfsnLPLA574k375tqfsnIMpR/rKn5c+y1epeWj/WVPy59lq9SAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIghUTP7xjlryPCaW+2V1dV3O+upbRMGg9pVYoaqQzcyNv0TJWbjc/pPMr35lQtQ8PuWT5Lgl2oJadkOL5A+61YlcQ6SJ1BVU4azYc3cdQw89hsDzV8czdyavU9/KLpQR9FTQRh24YwAEeXkvUvLbeLtGn4gQRE0Hf0L1LlieuwREVAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgKlZKcQfqBYaS4wvOTT2y59yZOF+zKYGmFVuQeEbk0/WCeXLyq6rXeZY5eKzVXFcspaYOttosd8pKqXpGgslqHUZiAbvud+hk5jq2G/WEGwmAhoaesDZclwi24G7DyLmgIiICIiAiIgIiICIiCB1D0KVA6h6FKAqxhXuF/rlw++TKzqsYV7hf65cPvkyCzeQqrX7xstXzVc/aplafIVVr942Wr5quftUyCx0PuOH5Nv8ABd66KH3HD8m3+C70BERAREQFVR493D5rtf3mpVpPMclUr7hlwq7n3Zs+VXa2TOggppI6aOleyRkUj3tJ6aJ+x3kd1EILaFgs98Sb9821P2Tlh/yYzD//ACJk49FNa/8Au681ywfJbpQz26t1CyiSnqY3RSsFPbBxMcNiNxTgjcHrBCC60f6yp+XPstXqXkoI5WMkdLEYy9/EGkjzDzehetAREQEREBERAREQEREBERAREQEREBERAREQEREBERAUHkCVKIK5cckudPd5rVb7XS1Ap6eKplknrDAGiRzmtA2Y7iO7Hb9Xk61R88bn94yLCbhaKS2w0lnvj665tZfC0S05oamIMcOiHEOlmidw7Ed6DsrlUDfM68ee324f/uKhWEUkBA/RM6vej/sVZ143sVC855drFYKvIKmzWySnoaZ1VK2K6HjLGtLiGtMWxOw86uNNUMqY+kYQQDsdjvsfKFV9T6WFunGUOETNxaKv+SP+Kd8SsVuAaaoD94d7LVI9iIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiKHb8J2QStd5bkd1t2sWHWCCtc22XCx32qq6fYFsskDqIRE+XvRLJ1e+K9V2jv1zzKvt1Hl1ztVLR0FFMyGhpqR5kkmkqQS4zxPPVEwDbby9ax9dprcLheqHJKvNsnmudtp6mlpZn0luHRxTmIys2FPsQ7oY9z1jh5bINjsI4Qerl1Lmtb5DbssslmqbtFnmRSupGtf0MtDb+jkHEO9O0IdserkQVsCjmbLE4gOBa9zXAjmCDzQehERAREQEREBERAREQQOoehSoHUPQpQFWMK9wv9cuH3yZWdVjCvcL/XLh98mQWbyFVa/eNlq+arn7VMrT5CqtfvGy1fNVz9qmQWOh9xw/Jt/gu9dFD7jh+Tb/AAXegIiICIiAo2UogKFKICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgq8/jpXeoW37zOrO3qVYn8dK71C2/eZ1Z29SCsao/s2yj5nq/snLO0HhVXrB9lqwWqP7Nso+Z6v7JyztB4VV6wfZag9aIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgqEY/wDtDuvqFp+1rVbRzAPnVSi/aHdvULT9rWq3N8EehBXNROWGXT5Ie0Flrb4FSfNUS+0VidRPEy6fIj2mrLW3wKr1iX2ig9yIiAiIgIiICIiAiIggdQ9ClQOoehSgKsYV7hf65cPvkys6rGFe4X+uXD75Mgs3kKq1+8bLV81XP2qZWnyFVa/eNlq+arn7VMgsdD7jh+Tb/Bd66KH3HD8m3+C7XlwYS3r8nJByRa5z3WWh01tVTfspxPI2WynrKah7ahhp5GPlqKiOnh2HTcWzpJWDmOW5J6l1ZTrbQ4Y+yx5FhOU0zsgusNlt4EFK/payVr3Mj5T97uI38zy5DnzCDZaKn4ZlWWZEbt+UOBXHGhRVroKHtuqp5jX0+w4Zx0LndHueIFjuYAB3O5A8lh1Pob9lGVYRDS1cN8xM0zqqmnjDGzQ1DHvp5on82ujk4HtHUQ5j2nYt3IXtFrW7ax0NhuseO3ukFLfKilNZSWvpw6prI2+EIGhv6dw5BzYy7h3G+w5nPac5LlmU48265lhc2K3B88zRbZq2Gqe2EO/RPc+LvQ5zNiWjfhJI3IAJC2ItXam6xnB80wvCKKCilqskqqmevlrKoU8VvtNKwGpq3vIIGz5aaNoOwc6YN3b4Qx+WdkPjOM5niljhvlhudoySpnoKispLpC+W2ztjdLHLK3i2EDmRytLyd2u4B33FyDcKKqY1qdgmYXe4Y7jGYWi63O0Mikr4KKqZMYBIN2ElvLYjy/SsXPqZcBqFecAt+HXK4y2W2UF0lqKeanYxzKp9QxjdpZGHcGlk6t0F/Ra7smq9wv14yCwW/TzIHVuNVcVFXtfPQta2WWmiqGcJ6fvh0czOfn3HkTS/VC46h3HMaWsxeeyR4nf3WH/OKqKV8720sE73kR7tbsagNA4juBvyJ2AbERY998tH8m7Um4OxHTN3383WtbaZa0TZxlmodguUdroqbDciFkpJ2VYc6sZ2rDMZHNIAad5w3kTvsTy22IbZRVyyahYRkWRXXEbHllsuF6sbIX3Ghp6hj5qUSt3jL2g8g4AkKr61aqXLTejxykxu0093v+U3+ksdtoZ5zCx5eTJPK54a4tbFTxzSE7HwR50Gy0XS98ggL27F4HLcbbn/AOi1n2O+sNbrhphbtRq2xR2U19TW0vajartkA01TJTucH8DOTnROIG3IEcyg2ki1jrfqvc9MqDHKbGrLFfMjyzIKOxWi2SzGBkzpCXzyOkDXFjIqeOaQnhPgAeVejINVqmwas4ppW/Hpal+UWi6XUV0dQwNpu0nU4dGWOAL+I1LQCCNthuOZIDYyKk4Hqrjee3G+WO3Pq6W841VNpbta66mMFTSOe3ijcWnk5j2jibIwuY4cw7yLGamam3vCs103xe1WelrYs5v09mqJZ53RGlbHQ1FWZGbNdxnhpiA07A8XhBBslFj47xRGobSvroBM6MTtjLwHmMnbi4evbflv50hvdrnrpLVFdKZ9bCxsslOJWGVrHEhri3fcNJaQDtz2QZBFQbhqBebfrNZtN3Windartj1deRcTUbSMlpZ6eJ0PRcPMEVUbuLiHoKm76i11u1Zx7TSC0MmivlmuV4krnVHAadtJLTR8Aj4Dx8RqhzLm7cPlQX1F1slDxycDtyPxqk3vU2nsGpFi06uluq4X5PT1MtpuEbRJBLNTtL54JNucTxFs9pO4eBIORZs4L0i1rmWsdDg2b4di14op5KLN66azW+5QN444bkxjpGwStA3AeyOXZ43AdGQdgdxZcR1DxDOK6/23GL5BX1OMXF1qusce+9LVNaHGN24AJ2cDy3HxoLKiIgIiICIiCrz+Old6hbfvM6s7epVifx0rvULb95nVnb1IKxqj+zbKPmer+ycs7QeFVesH2WrCamxyS6d5NDDG6SR9pqmtY0blxMTtgFm6AbOquv8AXk7kdfehB60RRuPOglEUIJRQSAN1x6aMDcu5IOaLi1zXDcHcLkgIiICKFxdI1hAJ60HNFCEgDclBKLrbI15Ia7fh61zQSihxDRuVxY9r+o7oOaKEc4NG5QSi4se143a7dckBFDnBo4j1BQ17Xjdp3CDkiIgIo3HnUoKhF+0O7eoWn7WtVub4I9CqMX7Q7t6hafta1W5vgj0IK5qJ4mXT5Ee01Za2+BVesS+0VidRPEy6fIj2mrLW3wKr1iX2ig9yIiAiIgIiICIiAiIggdQ9ClQOoehSgKsYV7hf65cPvkys6rGFe4X+uXD75Mgs3kKq1+8bLV81XP2qZWnyFVa/eNlq+arn7VMgsdD7jh+Tb/BcqlzmQPexhe5rSWtBG7j5Bz5c+rmuND7jh+Tb/Bc5n8ETnHqA5+hB819lxkeTVeidTDV6eXWjidkGOO6WSsonBpbeaNzRsyYndxAHIeXnyXHskciyaqqdI3VGn1ypjHqXaXxiStoXGWQQ1WzBwzbAnmdzy5K06i0bNbM5x3T6hikqMaxm8U+Q5FWsLTA+po5OOkt7Xbnjk7YDJZAOTGQhp2dIAvL2UL4qeXRx872RMj1RsvEXEAAmGqaB5usgbINhYzf9RLpkdyt9+04fZLPBBG633Ge7U9RJVSHfpGPhi3MQHLY8Tt9nE7cgdQ6vZ3lzZ9XMDrbbaKJlBpLU5A2sopJO2u2HNrIg3pNmjhb0ZcDw8QLuXxfRlXVx0dK6qfxBjASeFhcdhz5NbzJ5dQ618o5W7J89ZmmrMmG3u1Y7neC1OE0Yq6OSS4UjQ+qMNxqaOJrpWU8hn8FgfKxoa57BuQwM/f7fb5NXtHJpqCllfFbr5Kxz77LIWPNJTt4w53NjuFzhy8hIWX7HiaOHVjXkF7mw0+T2xkbRWPqY42dxaN7gwu8nE5xOw6yqjkGvPYzDNcLyB2uWBW+fE7fcKaeirp+15ZpaiGKNgcxzQ9oBjJPE3fq2CyXYi5njWbZVqtk9vy3ELpVZFkMNebfjdwNdDSUcNHFSQySS8DQHSimdJw7AgO2PUUHfp7Pk+RdlZmWQZTTRU9vqcLoO4tukga6amou3ahvHIXN4g+Z8ZkLG8IDejDg5zA4bGax1TEJ48uuIjlJc0NxcN2G+4HOLfq26/wClYu1tY3sr7+G8mt0/tvl2/wDvCs/7FUexuczL9J6a8ZVl+YVFe+8XunLm3Ku4RHDdKmOFo4CW7NjZG0Actgg2XpXVvqxfKaruWRV8lPdZY45b1ZGW3ijIBHa3BEwSweFwvO7uR3PLnX6Ctp2dklnQkvwtnDiWNt59EBL/AJzdTvu8E8txyBXn7HN7pKzVQOvF3r4qbP6umpXXKtnqXxQsoqMhjOmJcxvE6Q7DYbknbmuOmWCWbOc1z/VbKsZtdwpr/c4bdZe3aZlQTbqCIwtlAeDwCSd1S4bdbDG7+UgaZ1lIzVDV9/5aNjZJf7aWv46ch+1lod3Ddv8ARy8y7+xzc2S8awubXduB2o1SWz7NHH/oy3e95curceZYfB8R0xtuoGslZeMJx7tK33y3ObvZ4pRDF3GoieFrWEhvFxHYDrJ+NdnYl3vEchpdT8gwKooKjG67UCrkts9uYG0skTbfQRuMfCANhIx43A23BQbBzeLG8RoHXuqwyxvt0T2dtVMsUTBBxytYXv3jO0Y4i97yeQBJ5AlaLv1DV9jhSZ5mdRguPZNc9RMypfyXs0Lw18lTUw01NHASYSA0GGWVxHIRtJ61vjU3PtP8UtElvzetimF0ikgjtMcDqqquLXMIdFFSsBkm4huNmtI85AG4+T9PbpqRpjnNt1F7KLG8pOI2egnpsJrIoBcDjlNI6QON5jpekeKx0Agi6docxrOMPLS55QfZ9qsllssQr4LDbqCpljAndSwMB3OxLeJrQXDf4h1b7BfNt7vWW5T2Z+nlwkdDTYgy15FarPG5jZJKqohigdU1zCd+BvEWws5BxEUh3LJNju7T/XDRzVlz6XTrUXHsjfHEJpYbdXMmkjZvsHPYDxMG/LmAqNqLTwUvZR6IwU0bY4orZlDWMYOFrQKamAAHUB8SC/Y5kVqvtxu2LUmYXN14x6VlPcKWohhimZxN4o5eERjije3m17O9OxHJzSBo7sEMYidoRimXyX28sNJVZJSMoRWkURa+81Rc98IAD5AWDZ55jmBsC7fcmT2jS/Asun1ty2vtliuLrWywy3e4VnQQilEplbE4uIYCXncE8/ID5FrrsBYxN2LGLmRn6Gqrr3UxEjlLDJdat7Hjzsc1wLT1EEIMBe7rmuX9lfgOR0FxpaTGm0GQ2mwwT0rJhWTQwMdPXce3Exjn9HEwxuDnMikPFwykH3av4xqFT6+6N5tU5NZoHdvXWwU0kdnkcKc1VuMzmO4qoCTjNEeEhrdtvLzBueosMFP2RujFPTxsiZHS5KGMYAAAKWAAAeYBZvshsFybNtPi/BKmCHLMer6XILA6pJ6F9fSv42QyEcwyVvSQuPvZSgz1pw2727LLjlVTk76qG409PC63i300UbDDvwv6VrBM92zj4b3AfyQOe/zhrxmelNVq5o1jeN3mTKrpRZlWm4Wi0XKStqmB1muDA1/6UiI8bm78Tm7N4ie9BWztLeycxPVa/wBmw+zyvt2Tvoq2qyDH7g10VwsstM6Fj4ZY/jfNsx43a9reJpIVO1Muml1t160QwPEJrDQ3ZmdXS8V9ppOijqN5bLcnSVT4m89nSPBMhHMkc0GXxTE7BZeyUx7HqTFqe20FDphVtp7c94mbSt7qw96CS4fQSOfWVZMLtNBTdk1qbNSW+lhlZjGMMY9kQaWtdLcy4AjyEtaSPO0Lx3eqraPsv7e+htU1aXabVTXBkrGcH+lIDueNw3/oXDBb7cZ+yw1HtlXazSMnw/Gqg8bg5wcyouLdgWkjmHg7dfV50Hk1Boq23a1Y7PdM9rre2nwLJZ5rlHBTNkpYmVdse6RpdGWAho/lNPJu/Wd15rbYMfu/ZBYJNaprhPRRadXSvdJUXCodNIyqrLf0TiXPJBPRPJBPxbcl36zWvC8u1ss+IZtIx1ol09v8l2hNU+nApDXWwnpHsc0iN3RPa4b7OAc07gkHjYckxrTu4ZTr/qjcm41Ya+mprPZGVNLM1lvslEXdE6Y8J4HzzTSygO2dwOhYRxhwAcexMyiwwYvLgsl3f3fqrxkt4jhqXuc6alZf62Auic8njEZZG1wHNvHHv4QVrrMlzuh14xfCrrVWWaz3THL1dJGxULxMyamnpI4y2RzzsC2pO4257fRXOxs00sFdgWnGpdytVRFkFDbrtV0kk73MkZHd6s1c3SM8rnHgdseok7bc149Ym6mVvZE4hHhFqdQ2+nxG8QXLKqzlR2mKeronOLeRD6jgpncDTsAXNe7drC0hao8ysmB3fO6HO5KeCixiN+ZUlTJG3YW6WN3TvaeffsnZUg8+Lhlj9+Ce3sWsTrMc0jt90vNvdSXvLKqqyq7sk/WCqr5nT8DvjjY+OLbyCMLT+rGDXrsiHWiLSimbJYcGYJO6t5nlNLl7d2OdaekDi+WkkfBE6aocHNL44+ASAPK2/pJ2R2Eak3SXC6htVjWdW+LiumKXeIx19IQO+cNhwTRc+9ljLmOG2x8wbeG/lUqGncbqUBERAREQVefx0rvULb95nVnb1KsT+Old6hbfvM6s7epBgsloMkraaKPGbxQ22dsgMklXQvqmuZsd28DZYiDuRz4iPiWp9Pcw1kzPONRsQkyvFaOPBb1S2qOZuOTONWJbfT1Re4duANIM5bsN+Td1tDJ7ZmVfNC7HMspbPAxp6Zs1rFUXnfkdzI3hAHk2PNaC0IsuoNx1P1xuFo1Co44vyxpaOao7hB7KmogtFCyXhHSjh4D3hA35tJ38gDOaZ5Frnq/Q3e4M1FsGPNxjN7pYZmUeMGU19NQVToiHmWpd0fShu5LebTtsVs/VKu1DteITXfTK3Ud0vtFPBNHbKlwYyviErRNCJCR0bzG53C/qDgNwQStAaAYRqVlGF6kWux6wy44ZNS8mbJV2+yQPqRK24vL3sMrnsaHkHvSw7A7A+VbY7IOK/wBk0Bzi90+VXKG72fErhNFW0UxpnmojpnObNszwXcTdxsdhuR5tgsGRZdDTXqrsNnyNndyitkNd3LkLWMfHLK9sUhl6J/AHGGVgI3G7fB5LVVm1rq77acU1jveodVh2GVc0NM+zVNriqq25VNTUdrQslmiY5sMXSFpZ0QLncTXOc0btWTxp1U3Wm5Sie8zSHTjGHyS0zmSSSONTdO+kdJuSTzO/Wd+a1Bdn1b+w800HR31kXd/Dd+mEAp/9/qPrLe/235+kjyckH1tn+bWnT7Br5nN5c7tKx2+avmaDs54jYXcA/nHkB8ZC1zpf+dq26YUFk1Cx2+3u/wBzpJKq511JdKWJsEtUTK6Cne6ZsjGwdJ0THbb/AKMEFYrs0sPmyzQjLIa6qkisVss1Tc56SN+3btTE3ip45Bt+qY8CUjccT2Rb96HA3LVF2l1DWWS3Z7SYe2GZk0dvbeqhsI3YGlzImlpaQG7EjcbADkUGFxfKdcMWwa2W7NcLffcnE76UT91KCijrGCaTo3E9KQZe1w1zmtbsXh2wDerO9kHk+WYfoplOW4hcIrdebTRsrKeeSJszW8ErHPaWkEOLmBzerbdwWu7i7QClyPE6jH6LR6O493aeOmc5zZ6kSODtu1eBm8c/LvXnkBxDyqz9l9U1FP2OGWw0LwJa6KktrR0fHxtqayCBzQ3rJLZSAB5Sg9uqd4zzBsbpbza8+ZNPUX6zWsxz22nc3oqy4QU0hHDsQ5rJXEdfNo5LE6y5DqFg9Xp0bRqFNJHf87tVjrozb6U9JSy9K+RoIZ3vEIwOIcxudiFg9ebzjU+FW8Rab3qCRmW41L0kli6MO2vNIS0E9Zd4I85IHl3WO11ulhrrrpDT2zBbnaH/AJ0LK4z1NqFOwt6Op73i858yD6HvmRVFjFOyHG7vd3TEjagZE7o9gPDMkjAN9+S0h2QuqOV2uDAnWTGMxsklZnNppKh7RSA1VPIZBJTcpnA8bdxsdhy6wvoGrgklpnxQyOhe9haHtA3YSPCG4I3Hxgjl1HqWlcooscyLJKzFdUckuFIcMrKfM7XUPnigikpYQeGpJDBuIZDIyQdQHRE+GEFpyLUzMbXahV45ohmN8q2yMY6lFRb6Y9GXd+/jlqNu9budut3V8aulxvdFZ7FU3+7v7SpKKlfWVLpS0dDExpfIXEEgcLQd+Z8vWtT9jZc86zOiyPVPJ8lr6mxZZcjVYna6qNjO0LPG1scMzgGNcJKjZ05BPJkkfIHde3sh8TrNR8HuOAzmppcdqaGpqr5PDN0bqiniZxNomuB4gJZOEPI/4NsjdwXtQdPY3XjK63TmPKtS7/vdcvrqrJKahqJ2cVtt9VKX0lM3kDs2Hg3G52cXDyLHZ5qnU4x2RuG2aoziC24nU4lfbrd45JYe1uOllpBHI+Rw3ZwtmkO4c3kOe6wWN5bFpb2KWmupoxanvFBaMRsXdiOOHjrWW91NGJJYeR6Qxl/SmMkcTWv2PFsFkMtobc7sx9MmMoYejfg2SvLeiaAT2zbtiRt1oN112WY/SYzUZfJdacWenonXCStDwYhTNjMhlDhyLeAb8XUtK6X3XVdvY8ZLqPk+Qyy33IoLtlVmpZWMlFnpJmvmoaVve990cfRktdueJzm8gNladbsNqdQLDPgNTRCLFJaZ9XfXiQN7bijaXR0DWjmWyPawyE8ujY5nMybtx2i2nlhvPY66e0Ujq+lppsLs7WxUlxqKWNhNEzchsT2gbl54vfeXdBjce1P1OrdKtL9S7PDb8qtmRWqyvv7ZQKCraK1sW9fCSOjIY6Xd0Ba08IPC4EBp3TcL3bKGHoKysbDJMx5YOe5282y+fOxZ0uwHJOxqxjB84xKjvEuOF9iutFdGGpjFbbZnUx4opXPa0gwhwaO9Bdu0c1svUrO7/p/PZMXwbSi+ZZWXXjhg7Slgp6CgYxre/q6iV46JvMcPCx5dwuABI2Qa+0c16s9o0Mt17zS+X283a2YpUZJcat9DK8SU0MknE0TcDYXShrdgzi4yACd/CWy831gtODYbNm9ysGRVFDAaZoZT0G8shnmjijAa4gHd0rd18943R5c7sBsiuV+uNujpHae3VtLQUMRJjHa8/OWZ/OR25PJrWAdXPrW4eyHYG6CyPZu09v48e9O3/wB6UX/0QWHXq+3KzaHagXbH7vU2u7WvGbnW0dZAA2WCeKlfIx7eNpBIcG+Q+ZYe4al01Do5V14yqnOS02IOubz3kk0c4ohIJXNaNmnic12xbtz6tiu7smcZsNx0L1GulZZ6SpraXDb22CeWFr5Ig6jeXcJI3HNrTy8rQtPVmoGJ2/QrU+ixmzUlBLZ8Jt1tnuNNRBndC91lC+KKAv4QJ3sc+mb1uIM3D5NkG8cF1TsE1nwax33IJKrIcoszKqAdrOJqXxU8UlQ4ljQxhAkDiDwjnsPMrTmUV+q8ZuUGJ3eG13g00naNXPB00UU/D3hkYfDZvtxAHq32IOxGi9ULlVaeZTp5PY7c2vrsTwjJKyG3yy85W00VuBbyO4JYHMa7bYOeD1bhWHWe8WnP+xZyzUSzVdwjpLjgFwutC5s0tM/gloHTMc5rXDZw2b1+Dz28u4Wyy3/L7lhWPW/NqEY7luQ2x7atlE5s0VDcBBxvYx53a7Y8bm+FvwHr61TMf1e1Sx+1aVYzqXglL+XGa3GqttzpqKujEdLBTRTSSV42DhwljInmPi5GcNB5bLtr6+sdo9jFVjM/dTKsVs9ryaGhlldJPVxRwhssfEdzxzROniY5x5vfvz2JWM0tvNt1x1wrdYrBcIrhiOJWJmP2Goa0cM9fWdHUV8rT/MjbSQnlyc2VvWCEG1qYh2f3MhpH+j7T9rWq4N8EehVGI/8A2h3XzigtP2tarc3wR6EFc1E8TLp8iPaastbfAqvWJfaKxOoniZdPkR7TVlrb4FV6xL7RQe5ERAREQEREBERAREQQOoehSoHUPQpQFWMK9wv9cuH3yZWdVjCvcL/XLh98mQWbyFVa/eNlq+arn7VMrT5Cqtf+WWWr5quntUyCx0PuOH5Nv8F2vY2RpY9oIPkKw9dkVrx23U010knYyQMY0x00s25280bXELG/nRw398r/AKpq/wAJBY6K30NupmUdBRw08EQ4WRRsDWtHl2A9JXXcLPabqac3S10lZ2pOyqp+2IWydDM3fhkZxA8LhudnDmNysB+dHDf3yv8Aqmr/AAk/Ojhv75X/AFTV/hILUY2OHC5gI82yjoYgS4MG56zt1qrfnRw398r/AKpq/wAJPzo4b++V/wBU1f4SDOV+O4/dXF90sVvrHHYEz0rJCdurwgVyt9jstpa9lqs9FRtk24xT07Iw7r6+EDfrP0lYH86OG/vlf9U1f4SfnRw398r/AKpq/wAJBm22O1x3qTIGW2nFymp20ktWGDpXwNc5zIy7r4Q57zt5yvRQ2232ynFJbqCnpIGlxEUMYYwEuLjs0cubiSfjJPlVc/Ojhv75X/VNX+En50cN/fK/6pq/wkFljoaOITCKkhjFQ8yS8DA3pHEAFztuskADc+ZKWjpaKnjpKSligghaGRxxtDWsaOoADkByHJVr86OG/vlf9U1f4SfnRw398r/qmr/CQWnoYuIuETQ4nckDmTsB/AD6F47dZbVZaV1FZrXSUNO6WSboqaFsTDI9xe9+zQBxOcSSfKTuVgvzo4b++V/1TV/hJ+dHDf3yv+qav8JBkrNh2MWGtqbnaseoKStrCTUVUcDeml3O54pNuJw357E7LMdGzbbgb9Cqv50cN/fK/wCqav8ACT86OG/vlf8AVNX+EgytnxHFrBW11yseNWq3Vdzc19bPSUccMlS5oIa6RzQC8gEgE77brtrbBaK270V+qbVSTXG2xyx0dVJEDLTtkA6QMdtu0O4Wg7dYCwv50cN/fK/6pq/wk/Ojhv75X/VNX+Egz92tVvvduqLRdqCCtoquJ0FRTzxh8csbhs5rmncEEciCuNjstrx21UtjsdtprfbqCFlPSUtNGI4oYmNDWsa0DZoAAGw8ywX50cN/fK/6pq/wk/Ojhv75X/VNX+EgzVVYLRW3mjv1Za6ae4W1srKKqkjBkp2ygCQMdtu3iDRv59lkSAeRAKqn50cN/fK/6pq/wk/Ojhv75X/VNX+Eg9c+B4fLlrM7/Ja1/lFHSOoG3UUzBVCnJBMXSbcRbuAdjuBt1LvnxPHqrIaTK6qw0E15oKeWkprhJA11RBBIQXxsftu1ri1pIHWsb+dHDf3yv+qav8JPzo4b++V/1TV/hILMaSlM/bRp4jMGdGJCwcQbvvw79e2/PZcxDC17pGxMDnAAuDRuQOr6Nyqt+dHDf3yv+qav8JPzo4b++V/1TV/hIMrW4ljNyurb5ccfoKm4MhbTNqpadrpREJBII+I8+EPAdt1bgHrXuq7dQXGmko7hRQVNPMNpIpo2vY8b77FpGxVc/Ojhv75X/VNX+En50cN/fK/6pq/wkFqaxjAGsY1oA2AA22XgvNitV+pHW+726nraR+xfBMwOY8jq4mnkR8R5fEsJ+dHDf3yv+qav8JPzo4b++V/1TV/hILQ2KMbHo2gj4upcG0FCypkrGUcDaiVrWSSiMB72tJLQXdZALnEDybnzqtfnRw398r/qmr/CT86OG/vlf9U1f4SC19XUpVT/ADo4b++V/wBU1f4SfnRw398r/qmr/CQWxRxN8/Uqp+dHDf3yv+qav8JfLXZq605Jp03EtTdJMwuFFX0tZNbK2jqaSVlJVwSM6QccMzA2RzXRnZzdngOOx5hB9oAg9RUr497G7s+7RqncaPC81w+5W/IaqQQxT2qmlrKWVx/lOawGWAecuBYPK8L7AY7iaHDyoKzP46V3qFt+8zqzt6lWJ/HSu9Qtv3mdWdvUgqWb3nJ6Gi7Qwy0srLzV7tglqge0qU+WachwcWN94wh7jyG25e3r0vwGh02xKmxymqX1szXy1dfcJWNbLcK2aQyVFTIG8uJ8jnHYcgNmjkAsxltzOO4xdcgip2zPttFNVCMnhDyxhdw789t9uvmshSOdKZQ8AdE/oxseR5A7/wCtBqLsasXyXFbVntFkllntrq3ULIrpQ9K5p7ZpKmrdLFM3Ynk4O5b8+XUstqvg+c6kzxYBHdKC3YFd6CphyOWPidc6prwGCkg3HRxRvY5/HKeJ42IaGkh7dniNoJIaNz5dlJaCeLbmg+c6y1a46VZRV5FZdN6bUdktmorHFVUeQRW6uNJSPnfEJqaaIQmXepfxSRyAO2G0bANjqXKLJq/kdrwrE4exZ1Gtdiw+4UNW22xZzbu0q/tWUTQNqdy52zZmxylzAHHo9uY5L7l4d+f/ANFPCPKB9CDVmv1svmSdj7m9ooLZJV3m44/VQw0lIDK+SV0Z2YzYAuPX1DnzXi1LxrLLrrbpVlVgs7amix4XwXCeWYRshE9K2OIE7Fx4nA9QO23NbddEHbdW3oXIN2AB2Ow8yDVmpFizXIr/AKeTR2eldBZMtiuda+CrLujpxQ1kZeQ5jd+/ljGw3PfL16m4bUaiX3E8ZqYJO4Vtu0WRXQ/yZnUjg+lg+PiqOjkPxQEHwlskt3O525fEoLATvsPoQUDWXFrtluJUNmscDX1MWR2G4vDnhgENLdKaomJJ80cT+Q5k7DyrXWuFv1SzHU7TPGbTp302NWrLaPJavIY7mxzKaOkil4opadzQ8OeZQ1pa5wOx325L6F4QeZG6gsaeXCNj18kGCyLJ6ew0zC62XSumlH6OG30j53OIHVuBwt6xsXloPnXz1qx2PWedlQ+km1CqoMBtNklmns9DRtjrrjPI9vCe6DzvD2u7ZvHSs4w/hbxScth9QCJoO+zf+auQaAd+SD5yg1Q7JvTyshsOcaARZhRMkjpob5g1ygjZI3YhrpKKrcw048HcCV7W89jsFunJm1Fywe8Mjt8raqqtVS1tOQ10gkfC4Bnekgnc7cifSrIWNPkCOY1w22H0INf6E2e4WPQ3T/H7/bZKW4WvFrVSVlLO3v4Z46SNr2OHnDgQfQtc07M0zDsu7HkFZpze7HZcNxS7UM12rTC6juM9ZU0pibSPje4v2bTyFwe1jm7c28xv9DMYGDhG30LiIgDvv/QBt/j/AMAgx2Tx8ePXNscLpZX0U7WMYzie8lh2AA5k77Ks6G2q42TRHT+xXajlpK+3YraqSqp5mcL4Zo6SNr2Ob5HBwII84V4fGHjYnZS1oYAAOpB8x6l2zWDsfcmyzUrRzDqjOMfyyGWvuuK003DV0F3bDwtraNp5Ssl4WCaIbO3bxt3O4OypMryfGNILTlNPhl/yesprLBNWW5j2MurnCmBeOjmLWul4gQ5pcHb77b9S2i6NruZ6/QoELQeXUPJsg+eLNgWZVXYQTadPsM9JlNywatoWWyZzOkjqqiB5ZC8uPCHB0jWu57Dn5lntd8D1By7Q25YjjVayrvMzbZ2vEWsg3khrKeRzuk4tm8Ijc7l5uW/JbpbCxvkB/oC5cDDyLR9CDXXZE014uXY/6i27HbRUXW6V+K3SkoqKAbyVE0tLIxjGggjclw6xsqxSYRfs3pMPsORWrtbH8Oioa2SmrGEPud1p4h0LdufDBTyhsm5BLpWRkbtYS/dvCNttlxbE1u+wH0INF4ZQatZZr5U5Nn2B0GPWHErFVWW2TxXJlY27z1k8Ek0zAGMdHGxtLEAHtDuJ7vMr7rXhV7z3SDMMBxWuobdccgsNbaaSeqYTBC+eB8TXPDQTwji8gO3mO2xvPCB1AKHN4tur+kboPnTDNNc+xbFKTTDBblXQV01M2LJ8/usQNRJM2MRkUUDxs9zRu2Iua2GJrB3spJC8tXppqd2NXBXdjrjzMsxOrliFxwqruAgqKeYjaStoqqTccTzu+WKTvXOLntIcSD9HVE0NHE+olADI2l73bdQA3J+jc/0LGYzmGLZra4r1it6obvQy8mz0k7ZWb+UEt6iPKDzQV+xVFXV5fW1NfRPo6ma1WZ8tM+RsjoXmSsLmFzeTiOrccjtuOtXsfEqhCGt1DupaBsbfaer5WtVvb4I9CCuaieJl0+RHtNWWtvgVXrEvtFYnUTxMunyI9pqy1t8Cq9Yl9ooPciIgIiICIiAiIgIiIIHUPQpUDqHoUoCrGFe4X+uXD75MrOqxhXuF/rlw++TILN5CqtfvGy1fNVz9qmVp8hVWv3jZavmq5+1TILFRAOpISevo2/wXfsF00PuOH5Nv8F3oI2CbBSiCNgmwUogjYJsFKII2CbBSiCNgmwUogjYJsFKII2CbBSiCNgmwUogjYJsFKII2CbBSiCNgmwUogjYJsFKII2CbBSiCNgmwUogjYJsFKII2CbBSiCNgtH6+9jbS9kPecapctyWqpMXsD56me30cQbUVlS8NazeZwIZG1ocCACTxHmOtbxRBStNdINO9JbP3DwDFKG0Ux26V0ce80588sp3fIevwietXQANAAGwHUFKIKvP46V3qFt+8zqzt6lWJ/HSu9Qtv3mdWdvUgrGqP7N8o+aKv7JyztB4VV6wfZasFqj+zbKPmer+ycs7QeFVesH2WoOm6VV2gjHcigp6uYu2LJ6kwtA8vfBjzv8W39Kx4uOcfBm0j03aT/u6sGw332H0KUFf7oZx8G7R9bSfgJ3Qzj4N2j62k/AVgRBX+6GcfBu0fW0n4Cd0M4+Ddo+tpPwFYEQV/uhnHwbtH1tJ+AndDOPg3aPraT8BWBEFf7oZx8G7R9bSfgJ3Qzj4N2j62k/AVgRBX+6GcfBu0fW0n4Cd0M4+Ddo+tpPwFYEQV/uhnHwbtH1tJ+AndDOPg3aPraT8BWBEFf7oZx8G7R9bSfgJ3Qzj4N2j62k/AVgRBX+6GcfBu0fW0n4Cd0M4+Ddo+tpPwFYEQV/uhnHwbtH1tJ+AndDOPg3aPraT8BWBEFf7oZx8G7R9bSfgJ3Qzj4N2j62k/AVgRBX+6GcfBu0fW0n4Cd0M4+Ddo+tpPwFYEQV/uhnHwbtH1tJ+AndDOPg3aPraT8BWBEFbkuOajm7GrRy/9ryD/AP51+RdtyXVfF+yDyxmg1Rd47m/ILgyCis5fVRzRNqXgBzdi2VgAGz3t8gPJfsjU0/bEbo+MtDxwktJB2PmI6j8fWq7gummFabUD7bheOUNqgleZZjBH+knkPMvked3SOJ/lOJPxoNb6B3DWC6ds1euNmtdsyd1DauOGgl4wYekrCx0rQS1kpJcHNY5zeQI232W8G+CPQqjHt+cO7bD/APsLT9rWq3N8EehBXNRPEy6fIj2mrLW3wKr1iX2isTqJ4mXT5Ee01Za2+BVesS+0UHuREQEREBERAREQEREEDqHoUqB1D0KUBVjCvcL/AFy4ffJlZidutVXC54RRSAzM3FZcAe+HL/PJUFq8hVWv3jZavmq5+1TKy9sQbfrmf84KsXyWJ+W2oMka49yrn1Hf+VTILLQ+44fk2/wXeuih9xw/Jt/gu9AREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERBV5/HSu9Qtv3mdWdvUqxIC/Mq5zASBQW4/RUVG6s45DYoKxqj+zbKPmer+ycs7QeFVesH2WrBaouH5tsp3IH+h6vmfknLO0HhVXxzk/wDVCD1oiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiCoRftDu3qFp+1rVbm+CPQqjF+0O7eoWn7WtVub4I9CCuaieJl0+RHtNWWtvgVXrEvtFYnUTxMunyI9pqy1t8Cq9Yl9ooPciIgIiICIiAiIgIiIIHUPQpUDqHoUoIcA5paeojZU6XSrAHVEtQzBcZc6Z75JDPaIZC57ju52/D1k7k+lXJEFO/NbgvwBxD6jh/wCxd9swDHbHNJUWHHbDappo3RSS0NsZA9zTtyJbsSNwOXxK07DzIg4QR9DCyLffgaG7+fYLsREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQFBG4IPl5KUQVu/4FjWQV3da4WqGeu6NkHTPc8Ho2uc4N709W7nfSq9dcW0/sdXbLfcLRTRTXeqNFRN6Wd3SziJ8pZuDsNo4nu3dsOS2KqHqLZbrc8mwCvt9E+entOQvq6xzCP0MTrdWRB53PV0kkY5bnvviQeifS7EKqB0M+N0EsUg2eySWV7XDzEE7EfErVRU8kAkMpaXSSF54d9uoDy+hRazx26mJO+8TTv5+QXrQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERBUIv2h3b1C0/a1qtzfBHoVRi/aHdvULT9rWq3N8EehBXNRPEy6fIj2mrLW3wKr1iX2isTqJ4mXT5Ee01Za2+BVesS+0UHuREQEREBERAREQEREEDqHoUqB1D0KUBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBUjUG+3SzZJgdHb6nooLzkD6GtZwtPSwi31cobzHL9JFGeW3gq7qpZnFjMt8xM5BO6OsZdy6zAcWz6ztSo3B2B/wCBMx74gf07ILLRPZLSQyRs4WuYHNHmBHUvQvPQwup6SGF5HEyNrTt8QXoQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBQ48IJPkUqCA4bFBQKnI8ftuo92huV9t1JJ3PtR4Z6uONxAlrPI4jzj6Vn/zg4IySOnfmVkbJI0ljTcIgXAbAkDi57bjf0jzrLVFtp5iHhoa8EHj2BPLyc/JzWrMyoJ49ccFqmOkcyKwZE0y9G0tY4uoC1p73bc8LiBv1NKCyZ1l+KV2K19FRZNa6ionY2OKKKrje97i9uwDQdyVbLb+rqT56iQ/6yuAtxe1ru2XHqPKNg/8AovTSUopWPYHF3G8vcTtuSTz6kHoREQEREBERAREQEREEDqHoUqB1D0KUBERAREQEREBERAREQEREBERAREQEREBERARE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<p>For more particulars, see Public Advisors’ Kind CRS, Kind ADV Half 2A, Fee Schedule, and different disclosures. Any historic returns, anticipated returns, or probability projections are offered for informational and illustrative functions, and will not mirror actual future efficiency. This signifies that your trades are routed directly to exchanges or other venues where PFOF just isn&#8217;t concerned.</p>
<h2>Criticisms Of Fee For Order Flow</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="406px" alt="What Is Payment For Order Flow" 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"/></p>
<p>It found that the proliferation of options exchanges and the additional competitors for order execution narrowed the spreads. Permitting PFOF to continue, the SEC argued on the time, fosters competitors and limits the market energy of exchanges. Brokerage customers can ask for fee information for particular transactions from their brokers, though it might take weeks to get a response. Regulation NMS, by way of its Guidelines 605 and 606, additionally requires broker-dealers to make two stories out there, one to reveal the execution high quality and the opposite to offer the cost for order-flow statistics. For instance, laws already require brokers to seek for one of the best trades for their shoppers. While some have advised that the SEC should do extra on this front, it is not too tough for regulators and particular person clients to evaluate as a result of the info for trades executed may be in contrast with the posted spreads.</p>
<p>Though Treasuries are thought of safer than many different financial instruments, you probably can nonetheless lose all or part of your funding. Early withdrawal or sale previous to maturity of Treasuries could result in a loss of principal or influence returns. Reinvestment into new Treasuries is topic to market circumstances and will result in completely different yields. As a common rule, the value of Treasuries strikes inversely to modifications in interest rates. Earlier Than investing, you should consider your tolerance for these dangers and your general funding aims. All investments contain the danger of loss and the past performance of a safety or a financial product does not guarantee future results or returns.</p>
<h2>Regularly Asked Questions About Pfof</h2>
<p>Merchants ought to pay consideration to the potential impacts these pre-arranged offers might have on their trades. These low costs come in part from a controversial apply referred to as fee for order circulate (PFOF). Whereas it reduces your upfront costs <a href="https://forexarena.net/what-is-payment-for-order-flow/">pay for order flow</a>, research shows it might truly depart you worse off due to poor commerce execution.</p>
<ul>
<li>Many companies pay referral fees to individuals or different companies for sending clients their method.</li>
<li>Finder US is an data service that lets you examine totally different products and suppliers.</li>
<li>Market makers need a gentle stream of purchase and sell orders to fulfill their function as liquidity providers.</li>
</ul>
<p>Whereas compensation preparations may affect the order, place or placement of product info, it would not affect our evaluation of these products. Please don&#8217;t interpret the order in which products seem on our Website as any endorsement or suggestion from us. Finder compares a broad range of products, providers and providers but we don&#8217;t provide data on all available products, suppliers or providers. Please recognize that there could additionally be different choices obtainable to you than the merchandise, suppliers or providers covered by our service. Evaluate high brokerage accounts and apps to help you maximize your funding. Other brokerages target extra skilled lively merchants and give customers direct access to the market by way of whichever route they select.</p>
<p>Some retail brokerages that target extra informed investors don&#8217;t have interaction in PFOF. Profitable buying and selling depends on having good information about the marketplace for a stock. Value info is often visualized by way of technical charts, but traders can also benefit from knowledge in regards to the outstanding orders for a stock. For example, Dealer A locations an order to sell 5,000 shares of XYZ on the bid via an order flow dealer. He will get filled for 300 shares and the remaining four,seven-hundred shares now sit on the within ask. This triggers panic as the bids rapidly drop lower and more sellers step in front of his limit ask value.</p>
<p>Deposits into this account are used to buy 10 investment-grade and high-yield bonds. The Bond Account’s yield is the typical, annualized yield to worst (YTW) across all ten bonds in the Bond Account, before fees. A bond’s yield is a perform of its market price, which can fluctuate; subsequently a bond’s YTW is not “locked in” till the bond is bought, and your yield at time of purchase may be different from the yield shown right here. The “locked in” YTW isn&#8217;t assured; you might obtain less than the YTW of the bonds in the Bond Account should you promote any of the bonds earlier than maturity or if the issuer defaults on the bond.</p>
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		<title>Nonco Brings Institutional Fx Liquidity On-chain, Powered By Avalanche Forex Information Financial And Enterprise Information</title>
		<link>http://beta.travelpartnergroup.co.uk/nonco-brings-institutional-fx-liquidity-on-chain/</link>
					<comments>http://beta.travelpartnergroup.co.uk/nonco-brings-institutional-fx-liquidity-on-chain/#respond</comments>
		
		<dc:creator><![CDATA[vince]]></dc:creator>
		<pubDate>Tue, 04 Feb 2025 21:32:26 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">http://beta.travelpartnergroup.co.uk/?p=52210</guid>

					<description><![CDATA[With its mixture of velocity, flexibility, and scalability, Avalanche is the platform of selection for innovators pushing the boundaries of blockchain know-how. In 2024, B2Prime reported financial metrics thatsignificantly surpassed the minimal regulatory capital requirements set for theindustry, indicating a robust place by method of capital adequacy. The legal guidelines of the State of New...]]></description>
										<content:encoded><![CDATA[<p>With its mixture of velocity, flexibility, and scalability, Avalanche is the platform of selection for innovators pushing the boundaries of blockchain know-how. In 2024, B2Prime reported financial metrics thatsignificantly surpassed the minimal regulatory capital requirements set for theindustry, indicating a robust place by method of capital adequacy. The legal guidelines of the State of New York govern these Terms without regard to conflict of regulation provisions.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="350px" alt="Institutional Liquidity" src="https://www.xcritical.com/wp-content/uploads/feed_images/direct-market-access-dma-understanding-uses-and-benefits-768x512.webp"/></p>
<p>Extra return versus Custom Benchmark is calculated using the Portfolio&#8217;s Blended Index based mostly on the period because it was added as a benchmark on October 2, 2013.</p>
<h2>Fidelity Institutional Liquidity Fund Plc</h2>
<p>It is important that customers learn the Terms of Use earlier than continuing as it explains certain legal and regulatory restrictions applicable to the dissemination of knowledge pertaining to Morgan Stanley Funding Management&#8217;s funding merchandise. Morgan Stanley Distribution, Inc. serves as distributor for the Morgan Stanley Institutional Liquidity Funds. Total assets used within the calculation of Day By Day Liquid Belongings and Weekly Liquid Belongings could embrace interest receivables in addition to other property, like pay as you go bills. If these curiosity receivables and other property weren&#8217;t mirrored, the Day By Day Liquid Belongings and/or Weekly Liquid Property would be higher. Portfolio data and composition are offered for informational functions only, and shouldn&#8217;t be deemed as a recommendation to buy or sell any safety. In true TradingView spirit, the creator of this script has made it open-source, in order that merchants can evaluate and confirm its functionality.</p>
<h2>Our Funding Choices Are Based Mostly On Thoughtful Evaluation Of The Current Financial And General Panorama</h2>
<p>Moreover, retail buyers wouldn&#8217;t have the same restrictions as institutional buyers concerning ownership. This means they will freely purchase and sell smaller, thinly-traded securities without significantly affecting the prices or violating any legal guidelines. Electronic Communication Networks (ECNs) and digital buying and selling platforms have revolutionized the Foreign Exchange market <a href="https://www.google.com/search?q=Proof+of+stake&amp;num=10&amp;sca_esv=8ecf68fec1b05011&amp;ei=UshWZ4_uH83OhbIPuZiG4A4&amp;ved=0ahUKEwiP37SRv5qKAxVNZ0EAHTmMAewQ4dUDCA8&amp;uact=5&amp;oq=Proof+of+stake&amp;gs_lp=Egxnd3Mtd2l6LXNlcnAiDlByb29mIG9mIHN0YWtlMgsQABiABBiRAhiKBTILEAAYgAQYkQIYigUyBRAAGIAEMgUQABiABDIFEAAYgAQyCxAAGIAEGJECGIoFMgUQABiABDIFEAAYgAQyBRAAGIAEMgUQABiABEjpBFAAWABwAHgBkAEAmAHCAaABwgGqAQMwLjG4AQPIAQD4AQL4AQGYAgGgAssBmAMAkgcDMi0xoAe2BQ&amp;sclient=gws-wiz-serp">Proof of stake</a>. These platforms mixture liquidity from multiple suppliers and offer it to merchants.</p>
<ul>
<li>It would have been troublesome for an investor to time their length over that previous two years with so many central bank actions.</li>
<li>Performance information quoted relies on common annualized returns and web of fees.</li>
<li>Before that, from 1900 to 1945, the proportion of equities managed by institutional investors hovered round 5%.</li>
<li>STL facilities usually accept broader collateral than intraday credit and BAUL facilities and have longer tenors of as much as 3 months.</li>
<li>Institutional liquidity ensures that the market is steady and that the value of a single asset doesn&#8217;t fluctuate an excessive amount of.</li>
</ul>
<p>Due To This Fact, their impression on the overall market liquidity and exchange rates is relatively minor. The WAM calculation makes use of the interest-rate reset date, rather than a safety&#8217;s stated ultimate maturity, for variable- and floating- rate securities. By looking to a portfolio&#8217;s rate of interest reset schedule in lieu of ultimate maturity dates, the WAM measure successfully captures a fund&#8217;s exposure to interest rate actions and the potential price impression resulting from rate of interest actions.</p>
<p>While you can use it free of charge, keep in mind that republishing the code is subject to our House Rules. In today&#8217;s hyper-connected world, the lifeblood of profitable businesses is not just information but the capability to use it successfully. Data analytics has turn out to be an indispensable software within the strategic arsenal of any enterprise aiming to thrive and broaden. Blockchain tokenization is a robust concept that allows for the illustration of real-world assets on a digital ledger.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="351px" alt="Institutional Liquidity" 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"/></p>
<p>VanEck has been a vocal advocate for stablecoins as a transformative force in international funds and cross-border transactions. By bringing greater stablecoin liquidity on-chain, Nonco goals to create a extra operationally efficient FX marketplace for establishments and enterprises. If it receives a mark-up or fee or acts as agent for one more person in reference to any such transaction, BlackRock might have a potential conflict of curiosity. You understand this potential battle and acknowledge that you would be choose to effect securities transactions at another broker-dealer.</p>
<p>With Out it, you would possibly face ‘slippage,’ which means you might get a worse price than expected. In addition to the low cost window, the Federal Reserve also presents depository institutions intraday credit during operating hours to support the sleek functioning of the payment system. Collateralized intraday credit score is provided without charge, and uncollateralized intraday credit is supplied <a href="https://www.xcritical.in/blog/liquidity-provider-for-prop-firm-a-crucial-element-for-success/">Liquidity Provider for prop firm</a> for a fee.</p>
<p>Market makers are giant monetary establishments that present deep institutional liquidity and, by agreement with the change, undertake to always put out double quotations, i.e., to maintain the difference between buy and sale costs inside sure limits. As a result of double quotations, there could be always a buyer and a vendor in the market. <img src="https://s.w.org/images/core/emoji/15.1.0/72x72/2666.png" alt="♦" class="wp-smiley" style="height: 1em; max-height: 1em;" /> Order circulate segmentation prevents direct interactions between U.S.&nbsp;retail and institutional traders. Using the imbalance in observable internalized retail trades, we present wholesalers use retail flow to supply liquidity to institutional buyers, particularly when&nbsp;liquidity is scarce. Our institutional liquidity value (ILC) measures average absolute retail trade imbalances, positing that establishments holding shares with larger such averages extra <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> often resort to the costly wholesaler-provided liquidity. Unlike current illiquidity measures, ILC has economically-meaningful relations with institutional holding horizons, and yields annualized liquidity premia of 2.7%–3.2% post-2010, even after excluding micro-cap stocks.</p>
<div style='text-align:center'><iframe width='561' height='312' src='https://www.youtube.com/embed/BO0VqVujUOw' frameborder='0' alt='Institutional Liquidity' allowfullscreen></iframe></div>
<p>In this paper we present that institutional participation in the U.S. stock market in current many years has played an ever increasing function in explaining cross-sectional variation in inventory market illiquidity. We first document tendencies in the growth of institutional inventory ownership using the 13F holdings, extending the proof by thirteen years to the top of 2010. In distinction to earlier analysis, we find that establishments, and significantly hedge funds, have increased their holdings of smaller shares and decreased their holdings of larger stocks over this era. This degree of liquidity remains despite the rare market conditions that favor strategic liquid investments.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="358px" alt="Institutional Liquidity" 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"/></p>
<p>The time period “liquidity” refers again to the ease at which any asset can be purchased or sold. Highly liquid and illiquid belongings could be shares, foreign money pairs, cash, real property, cryptocurrencies, and so forth. Broadly speaking, liquidity indicates how fast and simply financial instruments could be bought or offered at a worth close to their market value. Thus, the sooner you can get cash for that asset, the extra liquid it&#8217;s. The most liquid asset in the trading world is cash as a result of its face worth stays unchanged, but it can be effortlessly and rapidly reworked into other belongings. Evaluating liquidity could be helpful in your funding choices because the finish result of your trades depends directly on which belongings (liquid or illiquid) you&#8217;re buying and selling.</p>
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		<title>Buy-side Vs  Sell-side Explained Financial Terms</title>
		<link>http://beta.travelpartnergroup.co.uk/buy-side-vs-sell-side-explained-financial-terms/</link>
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		<dc:creator><![CDATA[vince]]></dc:creator>
		<pubDate>Thu, 16 Jan 2025 03:38:07 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
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					<description><![CDATA[These are the parents working at investment banks, brokerage companies, and other corporations that create and sell monetary merchandise like stocks, bonds, and different fancy devices. Sell-side companies play an important role within the financial markets by offering the infrastructure and providers that facilitate the shopping for and promoting of securities. They also present a...]]></description>
										<content:encoded><![CDATA[<p>These are the parents working at investment banks, brokerage companies, and other corporations that create and sell monetary merchandise like stocks, bonds, and different fancy devices. Sell-side companies play an important role within the financial markets by offering the infrastructure and providers that facilitate the shopping for and promoting of securities. They also present a spread of other services, including monetary advisory services, analysis, and market making.</p>
<p>They might earn bonuses based on the revenue generated from their analysis via trading commissions or investment banking offers rather than direct funding efficiency. Investment banking&nbsp;is a huge supply of profit for banks, and if an analyst makes a negative advice, then the&nbsp;investment banking&nbsp;side of the enterprise might lose that client. In the capacity of a broker-dealer, &#8220;promote side&#8221; refers to corporations that take orders from buy <a href="https://forexhero.info/buy-aspect-liquidity-forex-understand-the-markets/">Buy Aspect Liquidity Forex</a> facet corporations and then &#8220;work&#8221; the orders. This is often achieved by splitting them into smaller orders which are then despatched directly to an change or to different corporations. Promote facet corporations are intermediaries whose task is to sell securities to investors (usually the purchase side i.e. investing institutions such as mutual funds, pension funds and insurance firms).</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="403px" alt="what is the sell side" 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"/></p>
<p>One might confuse bigger funding companies as being part of the sell aspect because you deposit your funds to buy and sell stocks similar to a broker. However massive investment companies work with their very own brokers to acquire shares and other property. Since most retail buyers can’t purchase their stock instantly from funding banks, there are brokers that facilitate the distribution of shares to the purchase aspect.</p>
<h2>Sell-side Vs Buy-side M&amp;a Transactions</h2>
<p>Principally, they’re the ones with the big bucks, trying to invest in the best alternatives on the market. They present advice and steering to clients on the way to invest their money to realize their monetary goals. This can involve recommending specific securities to buy, advising on asset allocation, and offering ongoing portfolio management providers. They underwrite inventory issuance, take proprietary positions, and promote to both institutional and individual traders. One of the most high-profile actions of the sell-side within the inventory market is in initial public choices (IPOs) of stocks. Underwriters are typically&nbsp;brokers,&nbsp;who act as a buffer between companies and the investing public, and who market and promote these preliminary shares.</p>
<h2>Sell-side Analyst</h2>
<ul>
<li>These entities are referred to as buy-side because their primary job is to use their capital to invest in securities with the purpose of producing returns.</li>
<li>Sell-side analysts, meanwhile, would possibly collaborate with investment bankers, gross sales groups, and brokers.</li>
<li>Buy-side jobs have a efficiency bonus element (a carried curiosity in non-public equity or the 2-and-20 construction in hedge funds), which might result in vital upside potential revenue if the investments carry out nicely.</li>
<li>Since information is efficacious, some analysts hunt for new information or proprietary angles on the business.</li>
</ul>
<p>In The Meantime, a buy-side analyst usually works for institutional investors like hedge funds, pension funds, or mutual funds. These analysts conduct analysis and advise the money managers within their funds. It refers to monetary establishments, such as investment banks and brokerage companies, that work on behalf of companies and corporations to sell financial products and services.</p>
<h2>Sell-side Careers</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="409px" alt="what is the sell side" 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LtOpcpusFotFkq6Wuu1U6tmDzFSzzQFsQe5rHEuZ5I5fjDfYwnV648RuF3mx6V6hRWDEocsr/AIM+skss9DK0tDvBoGSt5oKp/Vje1IHeWbkAj3RhSrzVOnUi3r12520+K3/AE3Ibx9NdH27en1sezT/AFybw8a35bjWK2O+ZvhN7mF8yS32ClfV1WL3V+zXTRjfkkE/LzPh3Dm8nMNg3ldhMUyDgUxLVWLUW1ar3K+WG3mKuxXT6Kgu9RNbL66WR00sNLI3sw7ymmMHo17nHccrSbfwDT7F9M8bp8WxOhMFLDu+SSR3PNUyn480r+973HqT+QAAACQCngEnbCCMSfv+Ub/nSvDC1KkppSTklFtStmS6tWevS61s2ru7b1fYZys8yWt7Wvb01X/co3UrULWXONSLLxCX3S6rhwfE4quis+LulHv1R09RytmuskTQWumcwcroObdrBsOoLzJaPiBxrLKqK06QY7kOpN0kpY6uSmxui7ZlHG87MNVK8tZT7ncbPO42O4CyWvOd1em2kWS5hbg819LSCCiLGtcW1M72wwu2d0Ia+RriPQCpnnlmu3Brwh1lLpDb2C/W+Olfd71JT+EyCrqJGMrLrOzYunLC9zmtcHBoDAQWMIXnEYmjhqFGnCms0pZIK7S6fNzeja5au7PMs+GlKNOXTNJtXf09bdeVivbpq5mGBMNdrXoXmmCWjtGRuvU0UdfboOd3KzwianLux3cWgbgjc96seiraO5UcFxt9VFU0tVE2aCeF4fHLG4Ate1w6EEEEEd4KjHBT4VZKy/6T41qnadWdJqezCsp7t4JTxOpbjUVMnhNvmg53SOZIx75fuo228kdNwcVg+JwaT6samaJ2OaZ+MY/VW+9WCOXqaOluUT5X0jT544pY5Ws367HqSVqhiaVetVoJWlBJ6XScXbpL4oyV1dP9NdmFr1JZc+qlf6NemjWzLCREXosQiIgCIiAIiIAiIgCIiA0WyX77eH+OFB/TxLelaLZL99vD/HCg/p4lvSr3jPyUPur9Cp4X81X7wREVEWwREQBERAEREAREQBERAFk7Zf662ARsIkh/eO834j5lVmqtzx+3XLC2XzPbzjclXkVLBRQ2/m5bpUFw5aSflY77k/uO/KPnCsBK2HhUpr3iun5bfzoeYVGptR6Er/Z3L2XZ+CP2/e9seX+ZQjVDUqbGMKveX1tI+ekslDLXPpYXhrpRG0u5eY+foouK+zeOV1r/AGZXU3YYyJ/2P+V4CKfwot8M+Ly9tzfc/jb8vm86rHMaziM16yHVLQrRnSqzX6jsVHT0Nxrp7vFSSwx1tOSx4Ez2NcdxIOhPxRv3rZw3gNGWIj7qGzd78r62v+hoxfEXSouUnul6lZaXaLyXG2ZDlGpvueOpuoVVld2qL5ZbtRXOut8UFBUta+GPkhHJJsXOfz+cPA7gFl9J73kmM6C59w+ZvgN4xnI8HxO51NZHcm9nI5tW2pnj+5kBzfIkb3946+dbB1dJ7qV4NpTQWfRS0WSi00bBF4Jb81ghhv8AFFBFE2KtY2qAkZtEDt3buPpVXa26Zcd9VftYde850Axu2U2T4oYL42nyWkkZb6OkoTG+aNgnc97uzaXcvUk9B37L6DjcKsRRUIrVNNfT+1zkMJiPc1XNvRpp/X+5sVi9i0kq8N4Yr5f6ihGf0Wl9BHYIpK57J30zrdGKgsgDg2QBhfuS07dSNtl+bNjOhVPLqo6zVNtdJeZJjn3JcZHmF5hmEnbbvPg/3N03RnLsNz5gR9sUv+ltLhPDLj17t9I/Oq7S+glsdQ+29pNHTst8ZnDKjlPZAtD928w5u7rulmyjRepl1QbZ7XQMfYZZhnXJaSw1L2wyuk7U8g8K+5tlG/lbgkedfK/an3vilb57Wj6Wurf/AI35f9Z1/B8n2OnfLzfry/O3P/pK31otmB2fMeDy2aYTU0uK09qytlrfTVLqiJ0PgberZHFxeN9+pJVgKA62XXCL5mnB7dtNqSnpsZqbVlb7ZDT0fgkbIfA2jZsOw5BuD02Cny6bi2b/ACc175I8+fXn57+ZD4VbLUta2Z8uXTl5BERVBahERAEREAREQGMyjHLXmGN3PFb3B21BdqSWjqGb7EskaWnY+YjfcEdQQCqWFyvmQ8KGMZnWUFNctR+DHM6eGupHMFQ6usLZWFj+Vzd2x9kyPleR0bRvcNj8W/FXWP3Cz6U8VtmuGRx0/wCwXXS1y6fZTFIwiM1j2EUcryP3UgPYbnoGF5PpHQ+z+K93WdCXKXL1X9ik41h89JVVzj+TJdUWLBcv4sc6w3KKakrcM4utPKS6YrkNRC19RT1FPRBhp4i8dHCMioDd+jmQAbnu12s9h4l8TybTm/P4VdTp75imOTYVl9VS2MvgvtDTyuFvnicGgukjjbEwvd1LImAO5eivfQfh7tOsOH3vhE1OyrKMdzThszOSfGcktNSynugs9WHyUkkUrg4tY8eVs3blDKfYjbYS7WPglybTjSPN9QrXxp8RFTW4xjtyvFNDUZjJ2UktPTSSsa/laDylzADsQdt9iF11WnGtB05q6ZzVOpKlNThzRU1y1xvOHRQ3LVjQfU7AbLNUR0vv1fLGY6CGR52aJZQ49nue47EK02PZIxskb2uY4BzXNO4IPcQVpvqlZ79arJo9bdSuJDW2+43qzgYyK+0Dr5U3BoqCGubCyDleHRc3Xy2uI2B3G26u/E9QG5Tp3FbOH+7Wq8XbGRSWyohydlTSujYxnLvOxsbXh7gzcENDSebu22HIcW4ZTwzi6CaXW/Ly1Om4bxCpXTVZpvpbn2LdZDLIx8jI3ObGN3EDuWcpKCOiqaiIOLw+3Pl8odxKox2Q8YPLWMixnRuFtY1jS2OruYEfL+93b5/Pvv8AkX0dlHGK6Z837G9HAX0hpNhWXTYD98PJ+N/y+Zc9VwVeqrKUUvvLy/W5aRxUF/TLsXNeP+j7X/sT/wCSxKgGMXfiPr71baXUO0acU9ipo5GTyWaprn1ZPIeQgSt5D5Ybv3dN/Op+kaEsPHJJp83o782zZGoqvxJNeugREWT0EREAREQBERAEREAVEcStJDW1dmhm5gOxlc1zTs5jg5uzmnzEK91R3EV/0lZf9hN/4mq99m/+Yw+v5MpfaD/l8/p+aPJwuZlLjWqEcWZXqgjt1Rbp6aGunIiImJY5rZHE8o3DHAHznYb7lZjiez+lrMntVLingV5FLTTGpkiq28kTnvBazmG4J2aSR5twqUX8HToAurn7OUZ8bjxvO88Y5culuTV78+T5ficdDis4cOlw7Kssmnfro0/zR9f2XZH6tU3tgVt8MGoMNr1PccujorLR1Vrnp4qqWrbydv2kTmsJOwbu1j9ifOAO8hU+m2/RWfFeHx4rgquCqSaU01ddLkLCV/sdeFeMbuLubPZ5pJpNxWakNwrK7pXVdsx2z++Qmslwijd4Uags7NziyQOAZJudttiR18ytfRjhh0T0Cc+q02w2KlucrDHJdquV1TXOYe9olf8A5Np26tjDQfOCtTdCr9mmKZ3T3/DrJNc2xMNPcKZpEcctM8jmY6R3ksO7WuaSfjMHeNwdxIdfNLDRvqLhkrbXUQktqKKuhfHPA8HZzHbAtcQf3jnD0FcPj+EV+B4alhacpOilZPd83yPoPAsRDj1WrUp071k7ySV2k+T9NLXKrzng60Jh1Lj1js9irbLf6WcXQx26qEVHNU8xJe+FzXAcx6kMLATue8krOr13LVrHM0JFirXupZZDHHPJA+Jk/L0IjLwC4A7gnYdQV5FTYmOKWV4lSV18OZPl5X6Fr/w0JypULZou0kraS6pro11TCIiinoIiIAiIgCIiAIiIAozpFbYcl4yqysu73SDBsC8NssDtuWKqraowT1DfSexb2Z+ZykyrzM48y091Fx/X/Taxe/dzstLLZ8gsjHcst4ssrg97IiSB20Lx2sY/dO6Hm2DHZcJVqVSjB2lKLSfm/wB+X1IuLi3BNK9mm15fzUxHFdgjL7rJkeRas6X5jqRhFPj1MyxPxW4uklxGoEbjU1E9EySNxc9w7Zr3nlLY+Xytj2dp3TGbfqPwBVdvyTNXZU1mBPvUGQ7SMklqqOA1NPUbyfdGva+JjXF2zjyvB6khVHqnfeHvWzJINRtN+KmTTOvyU0Vp1DtVdfDZKmptMUcjXxmCdh5qyNpbE3lJiLS7qdyXZbULUfEtUdPLfwtcLNPPUYMyCnteR5Y1ksdFRWyIgvo6WSTZ1TUShvK9wDm7SHcnmLmVtLB4uccLTtKLpuLd00oKKs+eibeqy2z82s1irUoSnUy65rpdW7/t58vQk+nF+q7/AKd4tkF5nZ4bc7NR1dQ47N5pXwsc87dw6k9ykjJoZDtHKxxHma4FUZlel2AZ9xHYXguX4zBcbBRYdXPp6AyyxRROjqIGM5eyc0jZpI2322XqrtItN9H+KHEbdppi0Niprnil0mq44aiaQTPbPCGk9q9x6D0dF3P+HZVeGy4rGaUdXltrzK+XtVSo8ZjwKVNubS+K6tyv69Cc6x4C3U/THIsG5mMmudGRSve4taypYRJA5xHUASMYT826l2O6jZXxQ6F1Fi02zUYPrHj7aQXq21jiyWmrqZ7DI2eNoL3UdRt8dgc0tkDTzbOYazunE3ofZrrXWS4ZwGVluqZKSqjZbquQRzRuLXt5mRFpIII6EhfGLHtDuIaCPO7MPDqmgnfRsvNukqbdWwysDSYzI3s5OgLdg7cDfoubxXD3XoxWIi4qMs0ZZbpPTmno07K/oXtVwrzfuJpytZq/T6apolvDlaMixaTK+LriJtWLaUwXS0tsb7LS22W1w08FNUuJqalkx531EjmARgBznR8oG5cGrB6bXy6anZvnev1daZrTQZ1VUcFiop2ObKLTQxOhpp5Gn4rpuZ8vL3AOGxIIK+FFw76ctudLecjF8yyroXc9K/JbxUXJkLuuxbHM4s3G/Qlp22B7+qswAAbAbALVGhRoVKlWDvKaS5WUYq1opXbfJavXQzhsNUhldTpfzu3zb/YIiLJYBERAEREAREQBERAEREBotkv328P8cKD+niW9K0WyX77eH+OFB/TxLelXvGfkofdX6FTwv5qv3giIqItgiIgCIiAIiIAiIgCIiAoHio/9IdF/5RLX/wCMKf5hcLbT6r4FQVOe3K11dULl4NY4Inup7vywbu7ZwHK3sh5bebvPcvrqbpXS6lXDD6+pvEtCcRv9Nfo2shD/AAh0LtxGSSOUH09fxKEaq/fN6Jf6uQf1IKzpSjVhCmnrGM79myBUjKnOU2tG4fmke1v34kn8mrf7UKjR/wDRXjq/4DjP/gcrbGnlONW3ar++knbOx0Y94F2Q5OUVJn7Xn3333PLtt8+6qT/1V46v+A4z/wCByteCVI1MT8PSCX4oruLQcKGvWd/wZfWrX/SvAF/vlB/Z9EsPqZ98lxxfyNRf2Q1ZjVr/AKV4Av8AfKD+z6JYfU375Lji/kZi/shq6s5wsHC84qbbpbw4YIzDb/Vw3rTO2VD73T0vNb6ExUEbhHPL+4e/l2aPOXBfS3aj1dwfnDH4Bk9MMLfIyEz0XKL5yRyP3of9MHdmGj+E9o869mm0GrN00v4crFiempu2J1Wmlsdd7+LjDEbdO23xuhj7F5DpOdwaNx0HNue5ZO2WLiBqZM+bcNF30rLA+UYu733pne/7WxyOYTs77hzPbG3yu7tN/MvkvtLwjF1+J1atLDuSai7q7vqlfTr0a6L4vM7XhOOo08JCE6qTV9NPX+9+r0KQ4g8lmzHUfhGyeox262KS4W3LJXW66Q9jV0x8DYOWVn7l3Tfb51MlEeIyozGr1O4SajUHE/2M5E+3ZYbhaPCmVPgkvgbPI7Vnkv6bHcelS5X3F6bpe5pyVmoRVudrX0v5GjhUlONSSd7yevYIiKoLUIiIAiIgCIiAKA66YBNqTphecdt8jobrHG2vtM8fR8VdAe0hLXd7SXN5dx1AcVPlD9Xs/ptMNNr/AJvOOaS3UjjTR7b9pUvIZCzb0GRzAfQNyt2Hc1Wi6fzXVvU1V1B05Kpys7mHptTMg1IvmnXGJoNrDo7i2pFzw2TFdQLPnl7bQNmqIZWDtPB2Hn3Mkby0kt8hkOw7wv1rHr5xi3fSLN7TkutXCPW2itxy5U9fTWbIppK+anfTSNkZTMMmzpi0kMB73FoVcavcLOnGA6a6CaNXnB2VureolackzO/TkitpqGMGoq6d/leQeaZsLXbdewd53KQakcPGiFr07ym5W/TCw09VSWWungmZSgOjkbA9zXA+YggFd3jOJ0sHUjSmm29jj8NgKmKhKpF2S3PHfMt1Fwe/cI+R6V3vBrVkVPo3IKefM6w0tsLTAOdjpOZoEjh0Zu4DmI3IHVZPOM4i1WwWw+6E6c2engyHHWtxfWfHLeGu54WFrRWMBO7jH9ze0guJjcwF/LDJvhcrxHGc3uPCZYctslLdbe/RwSOpqlnMwuaxhadvmUhsNRj3B/qtRZ9bLDTQ6Q5xDHiuoVmZC+Slpo5XFsFxMQ3bs0vMb9wfIe4BpdJus4jF0JV/sVVfMvp6Cjhqqpfa6b+V/UtS03a23610l6s9bFWUNdCyopqiJ3MyWNw3a4H0EFetU9kliyXgqzG96f3TDstyLSWqnF3w/I7Vbpq+G3Uc7nOfR1Mo6DsnAkbbuIPNsecAWLhebYxqFjtNlWIXRlwtlUXCOZrHMIc0lrmua4BzXAggggLjMdw+rgptSXw30fRnU4TG08XBNP4uqM4iIoBMCIiAIiIAiIgCIiAIiIAotmenNizmalnu9RWxOpGuYzweRrQQ4gnfmafQpSi3UK9TDTVSk7SXU1VqNPEQdOqrp9Cs/wDB+wv5QvH08f8Adp/g/YX8oXj6eL+7VmIp3jXEP91kLwjA/wC0is/8H7C/lC8fTx/3aDh+wo99wvP5J4v7tWYv6Cdw3zHc/lH/ANyrn2exWM4nxOlhatV5W9fRJu31tYovaWjheE8KrYulSWZJJeTbUU/pe55bPZ7bYbdDabRRx01LANmRsHn87ie8uPeSepVM6pUlBcL9cZm0waY5I2ScpI53NaGknbz7/wAyvId6prN7BerdcnxOpJa510meIJYmEiRziTsQO53Xu/8AJd/7bQrSwNOFGDaUk3ZctGl3v+hD/wDACvgKXH8TWx1ZRm6TUVJ2zXkpSeujcVG7Td7NtKybU+w2ntV4wK1Ugoo20ophF2bRtyvYSxzh6CXBx3+c+lfqzVtZbbrJjdymMwA5qSVw6ub1OxPn6enuII37tv1gNguON47HbrnMx8zpHTcjOoiDtvI3853BJI6bk7b958+Xt7K82erjPLJz7bjzhr2nb/mfzqwxXDY8U4LGji4WmoL1jJLn5a9NtD57i+KQ4R7WYjEcLq56LrTs03aUJTel3z0ej3V0ShERfAz76EREAREQBERAEREAREQFZ681+AYXg9fqXl+ndqyeSzmnbFHUUkD5S6SZkbQJJGu5QHSA/kWHyzVTWHTHDqrMMq4aqi1Y5aBE2pnhyq3SiBj5WRN5YoyXHy3tGwHn8w6r4cZf3uuTf7a3f16BWHxnMe3hSzolhA7Oh67f/wAnTLufZvguF4rgK1bE3bg9NXblc+d+13tHjeCcTwmFwmXLWdpXV380Vo/R9bkahIdxcYm4efCrkf8A+3TrJ6rRyHiqwN4jcWjD7vu4A7D/ABiDz/lH5wsZStLuLbEg0E//AIJuXd/vVOpzqVn14t2tOK6Zso6Q2262K4XWWZ7Hdu2WKWJjQ078vLs5245dyduo22NxR/8AiMrbP8znsU3/AOYFP0X/APLMVwfVVTBjOdthqZYwdRMi6NeQP8tF6FUmDZ1FpthGtud1NukuDbTqRkM7qZkgY6UmpjbtzEHbq7v2Vr8ITHuxrOy1rj/+YeRdw/8AexLXq/8ATQXiHB/CDfv67CtvH4RqcJwkJcm4L8jX7JSdP2j4jOPNZ3+LLSzDVjW3A8SuOc5Tw21VHZbTF29XUjLbdKY2cwbvyMJe7q4DYAq2LdWx3K301xiY5rKqFkzWu23Ac0EA7efqsNxaseOFPUEljgPeseb/APcRL3Yt/wCjFo/3Cn/o2rm/a7guE4NUpwwqazXvd3Oq9gfaTG+0mGq1sba8Wksqt0vuzJoiLjTvwiIgCIiAIiIAiIgCIiA0WyX77eH+OFB/TxLelaLZL99vD/HCg/p4lvSr3jPyUPur9Cp4X81X7wREVEWwREQBERAEREAREQBERAFB8r0zOTanYRqN79eDfsOFwHgfg/P4V4VD2Xx+YcnL39x37uinCL3CpKm7x2a7qz/A8Tgpq0vJ9tQtdv8A1V46v+A4z/4HK5LjkuRUmUVVkpcKqqu3QWR9yiubahrY5qsSFoogzbcPLQHc++2x22WsEmQa/e9uu1si4ar0Wa00FsohI66xA2rwRpHNtyfduYnu3Zt6Sr7gNqNaU6jSWXddWvMqOMXq0lCCbd9nsba6tf8ASvAF/vlB/Z9EsPqb98lxxfyMxf2Q1U5luuXEFlNXoDU/4Jt4pvEbNTzcvv8AxP8Affs6eGHb/IjsN+x5v+s+Nt5tz48l1i4g8i1I1x1CdwpXiDxzYY3EfBBfYne9W1GKfwjn7Idt3c3Jsz0c3nXVfa8P/uR7o537NW/0Psy69bLCMw4V+CfA6i83a20GVXbD7LXy2urdTVBpp7Y1jw1432Ox3G4I3A6LEcaHAjppoDw2Zfqzg+pGqUt7sbaM0rK/JjLAe1rIYXczWxtJ8mR23UddlWd+1t4g75g2gOFnhPu8PiNu9iunhPv9E73397qcQ8nJ2Q7DtNt995OXu2d3qZcT3FlxC8R+h+SaNHg4u2P/ALIG0o98RksdV2HY1MU3+S7BnNv2XL8Ybb79dtk+14f/AHI90Ps1b/Q+zLJ4vnOdrbwmuc4uJs2REknck+9cKya111b1v1/1VznSXMJeE+82tml9HcaM07b9FObgKqlZBzc3ZN7Ll5ObbZ2++3TvVz0eSZDUZZS2GfC6qnts9lFxlurqhpjhqzIGmjLNty8NJdzb7bDbZcpx61atGdNprLuujfn5nRcHvSpOE0077PZEjREXPl0EREAREQBERAVvxFUmeVuj2QU+nDq0XoxxODaFxbVSQCVpnZCR1EhjDwNup7h1IVbRaf8AufmcUtHiOEcQupeh+SR1FPcYbRm8cjrdHVxEFss8U4EBfzDffwho+YjotkVj71jmPZJT+CZFYrddIB/1VbSsnZ+Z4IVzw3iqwMHTlC6bv5lXjuHPGSU1KztbyIJX8PPGDlGp7desU1g0o4gammsjcejqYLgyhnZRtkMgDGw/4tG8vJJcXu33d06krw6pHimteIX3HMv4PM0jfdLXU0UdRj1bT32Nr5YXMDiKbdwaHOG+43236dNl863hQ0MnuZvdsxKaxXAu5hUWa41FEWf6rY3hrfyAL7UGjupuMTdtg3FnrJaQ34kFTkDq2naOmw7J4DT5+9WVTiHC8XNVK0WpLrr+jIEMFxDDRcKUk1/N0VvU6kXe333Qmuv+imq9lp9N9Pn4reZK/EaljXVfK0c0O25fH0PUhp+ZSXKuJbQbJbDcMWy2lyI2+5QPpamCox2sbzMcNjt9z3BHeD3ggEdQrOp7nxk0EXYUHGXc3RtPkeGYbbKhwHzuLQXL9/sk44B3cZEW3z6eW37Sziq/C8ZUVadRprZP9jGHpcQwtN04QTT3t+5rTj+r+O2CjtmJ45xra34/ZaQQ263U8rqmClo4RsyKPnMTWMY0crd+jQB5gFsxpzgFn02xpuPWeur68SVM9dU11fOJqmrqJnl8ksjwAHOJPft5h+NRnUTFOJvWTEqvTrVrinffMTur4TcrfTYXQUUlQyKVkrWtmY4uYedjTuAe7qCNwrIpKWChpYaKmZyQ08bYo27k7NaNgNz8wVdxXF060Ywo1XNdb/h0RO4dhp0pSlVpqL6W/wC7PqiIqQtgiIgCIiAIiIAiIgCIvBS3+w11dNa6K90FRWU/+Wp4qlj5Y/8AWaDuPyhZSb5GLpHvREWDIRFib7l2MYxPb6XIb/Q26a6ziloWVMzYzUzEgBjAfjO3cOg9IWVFydkYbSV2ZZf0EA7lod+Mn/yX8WPuuQ2CxBhvd8t9vEnxPCqlkXN+LmI3W/C4ithaqq4eTjNcmuexoxWGoYyk6OJipQfNPlo7/mZPnb/om/nd+lOdv+jHX+E79K81HW0dwp2VlBVw1MEg3ZLDIHscPmI6FfZWf+I+Lr/7E+7Kj/C/BX/9aH/6o/fO3/RN/O79K8FxtNFdJqeepY7mpjuwNeQN9wev5gvYsPS5jitbk1XhlJkNBNfqCEVFVbmTtNRDEQwh7mb7gbSR9f4bfSn+IeLzTXv5tddXyM/4a4NBp/ZoJ9NEZhERUhfBERAEREARF4b1fbJjdtlvORXmhtVBAWiWqrahkELC5wa3me8ho3JAG56kgLKTbsjDaSuz3IsZTZPjVbYTlVHkNsnsjYZKg3KKrjdSiJm/O/tQeTlbyu3O+w2O/cv7j+T41llC654rkNsvNG2QwuqLfVx1EQkABLS5hI5gCDtvv1Cy4SV21yMZk9LmSREXk9Efz3Bce1JxOvwvKqeWa2XEMEzYpDG8Fj2vaWuHUEOa0/kVXy8HulNSwQV10y+spy5rn09Rf53xSbODgHNPeNwFaeHZ1iOoFslvOF3+lu9FDO6lknpnEtbKGtcWHfz8r2n8oWdUunisThE6cJOO65EaphsPiWqk4qWztcr3UrQvCNU7pbrzkUt3pq22QSU0E1tuD6V3ZPcHFri3vG7QvJgHD1gWnOTjL7NU32subaSSjjkuV0kqhHG9zS7lDu4nkCs1F5WMxCp+5U3l2voZeEoOp75wWbe2pTV14UtMrperlfBccqoprtWTV9RHRXuaGIzSu5nuDG9BuSpBatBNPbPpvd9LKanuEllvk0tRXOmrHvqJZZC0ueZD15t2N/N133O8rt+b4Xd73U4zasvstbeKLn8Jt9PcIpKmHkcGv54muLm8riAdx0JAKPzjCo8jGHyZfZG352wFrNwiFYd2c/8Akebn+J5Xd3de5bJ4rFzShKUmlqueluTNcMNhYNzjGKb0b01v0Knn4PNKquB1JW3bMammk6SQTZBO6OQb77OHnCu6mp4aSnipKaMMihY2ONo/ctA2A/MF9Fg7znOI4/fbXjN6v9LR3S9uLLfSyOIfUkEAho8/Uha6uIxGLaVSTlb6nulh6GET91FRvtoZxERRiSEREAREQBERAEREAREQGi2S/fbw/wAcKD+niW9K0WyX77eH+OFB/TxLelXvGfkofdX6FTwv5qv3giIqItgiIgCIiAIiIAiIgCIiAIiICGXvVnFbBqXYtKa5lcb3kNM+qozHCDByMEhPM7m3B2id5j5l+brq5iln1Us2j1W2u9/r7ROr6UshBg7JrZieZ/NuDtTydNj5vSteuJGnziq4q9O4NN66go8jfZJvAZq8bwMP+NF/OOV37jnA6HqQsLYqPVqh41tP4tZLtZrhejZap0EtqaWxCl8Hr+Vp3YzyucSHu7iOvouYcPpSpqo5f0OVr63V/LloVcsbUjUcLf1pX6Wdvx1N1EWhVTnermqVZmOT2Q6oy3223h9JY4cceG2ihjicC2KojB3e8gnm6dem++5An+WZRqVqjqvprpBkeR3vCYrnjcd5vLbTKaOrkreylL4+brsAYujSCBuSQSBtrlwqUHaU1ybflZX+p7jxGMleMXzSXnd2L2w7V6gzDUvL9NaezVFNUYj2PbVT5WuZP2g3HK0DcbfOrAWk2nt3vGlmZ8Qd0tt/myG5Y5a4xT3Cs5ZJZJIw5rHTcvR7mbAPPTcscTsSVGM9n1ExTh3x3WCk1uzCru+a1zKe4U5ubvB42u7aUdiBs6JzDAGO5XbbOc3YDodsuFqpUUYSsnlS56txu/Q1R4g4QbnG7V2+WiTsdAEWpGt+d5bkXEBU6Xsdn5sVls7atlHhUrYa2oqJAw9tI5xG8bRJtt1Ac0dOpKtrhguep9bpw+h1Wtt1prna66SkpZrpGWVVVSBrHRySb/GcC5zS7rvy9STuTDq4GVKgqzktbO3k+RLp4tVKrpJPS+voW6iIoJLCIiAIiIAiIgNc8g101xuWsOU6a6XYNjV0hxSOKec19RJHNOx7I3bNdztaHbvIG4I6bqwdGNcbHqxp7LnVXSssAt9TJR3KKqqW9lTysDSSJTygtIe07kDvI825oi3YjmWZcVerVqw/Uepw9zqSlFVUU1BHUyTxOihHI0vIMRB6h7SHLGcRelseiemGBYni0oqbCMk8MvtVdhI+lqqoiPs3VbYxv2OzXgtaN+VvTd3U38sLh6rhQVlJqL0vf5bu/R36WKaOIr089Z3cU5c7b2VuunW5uBb8txS72yovdpya01tupA41FXT1sckMQaN3F72uLW7Dqdz0C+EeeYPLU0dHFmVifUXEB1HE24wl9SCSAY2827+oI6b9QVp7hmPXhtv1hy+jy3Tae1XDBq2OutGF1Evg8VQICIZTC5gaw8rJtyHb7vPTqoVkOm+HWng4xXU+3WkQZRUXcPluTZXGVwE08Yb1OwaGxR7AAbFu/eTvrjwuk5ZXN6tJadWr68uR7fEKijmUVom+fRO2hv8AXzLMWxgQnJcltVpFQSIvDqyODtNu/l5yN+8d3pUSyHN8qptScOsWOHGKnHL3BNPXTz3Jjawt5CYnU0fODI07A7ta8Eb/ABdt1rzxMx2ywajw6rw5Ngt7uNvskMFfiWTtbI58RHM11NEfjOdzOPTlLTud3cxA9dyvsWT8QXD9kEFjNnir8eM0dARsKZpil2Y3u8kDblOw3bt0HcvFLARyKpzvGT1XVJv1+vI91MY87hys12bS/iNpbrmeH2Kujtl7yyzW+slAMdPVV8UUrwe7ZrnAnf8AEvVXX6x2uppKO53mhpKi4OLaSKeoZG+oI23EbXEF5HM3fbfvHpWi+P1WlkeP60s1+bbvGPLW1oZ4cwul/wAkfBxRkjcfdeb4m3kdlv5Oy8WRWS9X3EOGLHNQY6x/vrdKyilZNI5szrfNW0bI28wPMAYHNDeu4aWr2uExzKLk+3P4XK611Wljw+Iys2orvy+JKz2ZvhZcpxjJe3GO5Ha7r4M4Nn8CrI5+yJ7g7kJ5T0PesmtV8BxSwac8ad1xrC7ey12mtxQTy0cJPZc/NGdwCenVu/5T6VtQq3FUY0ZLI7ppPXzJ2HqyqxeZWabXYIiKMSAiIgCIiAIiICAa949mOV6Q5Nj2A1BivdbSBkGzwx0jOdplia49Gl8YewE7fG7x3jXbhxn0KtWW49jF50wuuHao2mAshlub5w2vqTA+ORw3dy7vBe4NcwAbgMJIC2oz6hzS5YnX0ent6orTkDxGaOrrIe1hYQ9pcHN2PRzQ5u+x25t9uipfHtC9Y8u1IxzULXbMceqv2IyOlttHZKdw7WQ7HeR7mMIAc1p22dvy7dNzvbYStGOGnTqSsteTale23Jp8tfMrsTSk68Zwjd6c0mrX7pohnDzmetVdrhqC3LKy21Fut1Zy5A2aunkZbWs8ILG0LXEgM527EH9yB51mTxN6v3fEbtrLi+nlgk0/tFYYTFV1krLlVQNcGvmYQOzaAT13BI69HbEqT45oXqDiGuuSZhZr/ZajCM1lfPe6Kpa/wwksl2jZswt2EknfzjdpII3A3iI4Y9arPjFy0ZxnUTH26dXaqdM+erpZHXOmic4OdExoHI4EtG5Lxvu4+TvspUp4SrUzyy8o78v6uX9W3kRowxNOnlWbnLbn/T9NyX5lxKXGrmwnGNHcZhvWTZzb2XaliuMhigoqUtLi6YtPVw5JQQ13TkPfu0GAcRdfmdLJo1cdVveGhuVPmIlqXWySTwSOBssJD+aXqPJBJJ2AU4zrhovVJVYZleimT09lyTCLa200pubTJBV0rQ4bSFrTs49pLuQ078/7nYFefUHQ7VrVyz4EzUO4YhU11gvr668x07p2U09EXs+5RgxkucWNcCHco3PetdCeFpyhODSWt73zdfpa1j3VjiKkZxmm3pb/AE9Pre9yW6H6sZhrHcL5k8Vnt1DgtPUyUdmmc1/hta5hAMjvK5Ws7+nLvu4D9ySaY4rTYxxH6fnJMNuGV233nn7ez2+AzVFUN59gxgILuV2zj17mkq1dJdFs00d1LyN2OXG0SacX+U1cVsfUStqqCoLQd42dmWFu+7NucbtDD3s2Pk1q0h1YyTV3FdVtMK/GIqnG6CWmbHeZJw10j+0BPLGw7jllP7oHdeaNShSxblTaUXF26c1yb6O/NnqrCrUwyjNNyur9evTyKy4abvQY/ctYcqxSM4/R2+jkqqPC650pnpXQxucJpWv2LQSOXZriRzkHbZhMz074m8+v+H1+quY4JRWzB7XZZpn18U20tZc2StYIYWOkJbG4uLAS0+U3q4fFGUw7h5zSlrM9zzO8rtlxzPNrLPaeSiifFQUwfEGDqRzuG7IhvyggNPRxKy+A6BT0HDh4jM7q6KaWaGrimqKFzpImOkqXzRSM52sJLCWO6gdW/lXrEVsLUk5ytJtxXXRW+K3K/qzzQpYiEVGOllJ9Od9L7eiIS7iX1dxWxY1qdqLgFgpsGympZFAKCqldcKSKUF8Mkgd5D94wXANA3HfyEgKD5NqpaNIOLjVjN7i0TvjxamhoaYHY1NU+K29nGOo6dC523UNa49dtlM2cNOsuVWrHdMdSs8x+pwHFqiKWnNvgkbcKyOIFkUUnM0NYBG5zdw47dOjj1GTynhPdnmtGdZtlr7RNj2SWRlDbGsfI6soqxkVKxk/KWBg5TBJ3PO4cARs4gbqdTBUpvM1Zpp5b6rNGy162vc1zhi6kVa901a9udnfl0vYyeX6+ZxprpxjdfnVqxuDNswqhDQUBqXU1DRRkN3kqZXuPSPnZz7OA3eAD0LljMP4nshuMGolivkOJXC/Ybj1VkNDXY9XOqrXXRRQh3Lzc3Nu17mB3UHqRs3bc46o4YdS8p0vx7GM3yPHJcmwasMmPXACSspp6Qhu9NVRSxNBbvHGAdn+S0Ajv3kOKaKaisxHN7Tk1i0utVxv+PVdmt0uN219MQ+aJzSZ5DGHchdyEhoPxd9t+i0tYJU3ezlf9dLeVv1ubU8U5q10rfprfzuZLh+1h1S1hfT5FeMEobVh89reYriyYGSpuTJWMkaxhkLmxf5YDdp6x9XdeVXcq+0A09vWlWklhwLIaqiqLha/Cu2konvfC7tKmWVvKXta4+TIAd2jrv+NWCqzFypyrS90kop2VttyfhlNUo+8d5W1vuERFGN4Wv3HPW+C6AV0H/tlyooPN5n8//wDhbAqruIvSG5a2YBFhtrvVPbJWXGGtdNPG57S1jHjl2b133ePzKXgZwp4mE5uyTTI2LhKpQnGC1aNZKC83jG9J8s4ZaeoqJrrUZxBjdsbzAOht9Y7tQ87fuHCKUn0dt16Kf8M9yqsF0k1PorFXWS2TY/l1a2nlvkz2UUDQ2FgEr2nfbZhA2677d+6sup4cLPPxB02u0d6fH2UDTLbOw5hLVtgdA2btC7oBGW+SG/Gbvv1IUQuHCddrniGo2Jy5nTwR5hkIv9A+OB5FO4Svf2UrS7ygQWjcecb9dgFazxeGrQyOVszjJ6dbrN+Vyujhq9KWZK9rpa9LaHi0n4qL/k2rtt01yCtxa/Ud7p5XUlzx6mrIGQzMa95Y8VPV42jd1aNt3N694GW0n1z1i1Qzm4WOhwyzMsOPX2qobxc+Z7CKcEthZE0ybmXdrnPPUbOb0Hn/AHjfDzqQzU/CdSczzux1pxKhdb20FBbHU8bIeykjaGHfqfunMSQPQAAprodpBcdJ35c6vvNNX/skvct2i7GNzOxa/fyHb95HpC0YieDjGTpJN2W/O7v0XS3kbqMcU5JVG0rvblZW363NUeFzWPIMVwm3aV6dUdrrMuyfLamUC5ucKalo20lOHSP5XNcSSx/KBvuI39Cdgb31W4i75iuocWlmO3rCbZcKC2srbtd8kllipBM4NLYIo43cwcQ5r+rjs13zdYpZuCCrs+nsVqo8voaTNLdf/fi25BTUz2Oii7OJvYO68xAdGXg+Ynp3u3lmoPDXlGU5VQ6m2e+YvHlcltiobzBc7Kyst1fIwBvbNbIHGN2zWgdCQGgb7b7yq9XA1sR7y6s79Hz6P0ty8+ZHo08ZSo5La6duq9b/ANipdZNdM51W4aYcqtht1oZSXx9oyFtHUzCSSZoY6E07mnYwva9xeHE/udieq2z0pOZnA7Sc8NnN0MDDvajKYOx5R2e/agO5+Xbm82++yrrIuHWvy/Q6r0xvN1sFBd6itbcW1lmszKOkEzXDl5oYyObyByF3f3HY7bGx9LrHmmN4XQWTPr9R3i7UgMTqqkh7KMxDpGNthuQ0Dc7dSoOLrUJ0MlKytJ6a3s7ddv7EvDUq0K2epd3iu6/X+5pnglecV19GrrGPdRXfUq94vWycwEYjnDDBud9uhke/5wz8S+WI1FxvXEbgmsVwk5/2c5PdjRHc7ChhDaaFu3mIBcPnABV4Q8J9dWaM37TO8ZfTtuV3yZ2SRXKGmfI2CVwjBHI5zSTyseN+YfG3WbuXDc5l10jqMdvNJSUmmgLZ43wODq3cxF7m7HZrnOZI4779Xqwlj8O29dWnHr8tnbu2l9CFHB10lppdS+t1fsk39SHa3cS+daXZBd6W2ZFpxXNt8zexsrY62e4uhLmg9q9hEMTxzElriOgHnICjGumpVjn1I0H1YuvNQ2uagN5nad3uhY4RyFnQbuI35eg6n8ald14Us/dPqDaMf1HtNJYM9qn19Sai1mWu5zIZGwmXmH3PmdsXbk7b7NBJWbuvC9U3yp0oF3u9rq6HT6hjoq+lnpTIy4NaGA7A9ADydzge9aqVXBUcrT1s02r6px9N/U2VKeLqZk1pdW+kvXb0P3jnEHmcWi1/15zixWqGygl1gtlCXGolY6bsozPKXlo3e5rTs0EBrjt1DVG9P+KzJq7PMRxzMLhg10osxb2TW45LM+ptVS4N7OOoD3Oad3ODTy+fmO/k9c9jvCvX2rEs10pr8wbU4Pkcrqm1U4id4Va5hI18ZDj5L2gtZzDpvy7jYuK++lfD7muD5HaZchuGAXKz2YbRSU+Kww3GctjIje6bbdj2u5XFwLieXqeu61N4HLU5N625rS2ltHqnz39DYli7wWvS/J631+jXL9zwaVa6606nZzc7NQYZYhYMdvtTRXa4hz2v8GaSImRMMm5l3a4uOxbsW9B5/wAaK8Q+d6u5vLQzVuE2Ghp66eGbH6wVLb2IGNJa5vMRG92+wcAPJ2cSB0BnmiGjl00mkzGWsvlLXOya8SXSHsonN7AO5tmu3PlEb+ZQiLhsz3JtSsezvUnMMbndjVY2uZU2WzCkrblIxzXMFS/fbYFje7foXAbb7jy54OUqiskrKz152109dOlj0o4mMYNtt31Wm+/p63NjERFTFoEREAREQBERAaLZL99vD/HCg/p4lvStFsl++3h/jhQf08S3pV7xn5KH3V+hU8L+ar94IiKiLYIiIAiIgCIiAIiIAiIgCIiAh150pxO/aj2TVOvZVm+Y/TvpaNzJtogxwkB5mbdTtK/z+hfy6aTYjd9ULRq9WR1ZyCyUTqCkc2faEROEwPMzbqdqiTrv6PQv1qrqnjej2KnMMqgrpaEVMdLy0UTZJOd++3RzmjbofOo/p1xA45qXkAx21YfmNtldA+oFRdbV4PAWt26c/Oep36Db0qXGOJlT97G+VJq/l1X4kaUqCn7t2u2n9ej/AAMdlXCppVlGSVWUxi92OruL3SXFlnuLqaKuc47uMrNj3k7nl5dzuT1JKzGpfD7pxqrR2uHJKOthqrMxsNHcKOpMdUyJu33MyEHnadv3QJG5IIJJVkovP2uveLzvTlqevs1GzWVa8ytcX0F0106dkNxxXGZJRfLc2jrLdJN2sNVHHGW8m0nTmf15i4+UXEnvK1YvXDne85mtuMYjoDecKjfdI6m5XG638VNPSU+zg+KBvN5TSXc24BcSxo7iVviq21z1mi0VsdnvUuPOu4u92itYjbVdh2Zex7uffkdvtybbbDv71KweNxKqWp/FJ7t9F6pP6kbFYWg4XnpFbJdfpfsf3U/QDTzVevp73fYLhQXqkjEUN2tVWaaqZGCSGc2xa4bk7czSRudiN1KcFwq0ae41T4tY5q6akpnSPElbUunme57y9znPd37uJPmHVZ9FBlXqSgqcpPKuhMVKEZuaWrCIi1GwIiIAiIgCIiA8VPY7JR3KovNJZ6GC4VgDairjp2NmmA22D3gczu4d58wX3raKiuNLJQ3CkhqqaZvLJDNGHsePQWnoQvstdcj111rrNbMm0k0xwbHLqceggqjJXVL4XuifFC4knnDSQ6YDYeZSKFGpiG8r5K+rtpyNNWrCglmXN20Vy77TguE2GiqrbY8OsdupK1hjqYKS3wwxztO+7Xta0BwO53B9JX2lxLFZ7RFj82M2mS1wu54qF1FGadjtyd2xkcoO7ieg859KwGLZrX0dmsdHq3UWDHssvEksUdsirmlszhKWsEPM4mQlpjJA32LtlnBmOJOulwsbcmtZuNpg8Jr6QVbO2pYtgeeRm+7G7OadyANiPSvMlVUnzfnz8r3/AFMxdNrb+cj53TBMIvlwgu16w2x3CupgBDU1VuhlliA7g17mkt/IV7p7DY6q4013qrLQTV1E0tpqqSmY6aEdejHkbtHU9x86wrNVNM5Km3UTNQcddUXcNdQRC5wl1UHOLGmMc27gXNLRt3kEDqFkckzDFMNpI67Lcktlmp5n9nHLXVTIGvftvytLyNzt12Cw1Vuou/lzMp09WrH5umF4dfLlT3i9YnZrhX0nWCqqqCKWaL/Ue5pc38hXrr7DYrrU0dZdLLQVlRbn9rRy1FMyR9O/cHmjc4EsO7WncbfFHoVM6Maz3/UHV/UTGaq626sx2wGKS0zUrWcronuds/tWkh7S0Ag9ytLH9R9P8suEtpxfN7Fd62Fhkkp6KvimkawEAu5WuJ2BIG/d1C21qNajLLLol9E1f6GulVpVVmXVv62MqLHZRdjfhZ6IXMx9ia3wdnbmP972m3Ny/NvsvaiKM23zN6SQREWDIREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQGi2S/fbw/wAcKD+niW9K0WyX77eH+OFB/TxLelXvGfkofdX6FTwv5qv3giIqItgiIgCIiAIiIAiIgCIiAIiIDXbjw/8A0Hf/AMYpP5nrIxU/EVa8Fyqv1DyTEprXFile+j95I6iKrjqRBvG/mc0AANDu4778uytDUfTXFdVscOKZjSz1FuM7KkshmdE7nZvy+U3r5ypH4LT+C+BPia+Ds+yLHjmDmbbbHfv6KfHFxhQhSSu023db25diHLDSlWlUvZNJfnz7mi2VZ/lEfBJiN6ps1urb1LkUkM9Wy4yCqe0Pq/Ic8O5yNgzoT3BvzKf6kMyrL+Kqzaa0eoOR2C03nE2mr966wxvIaJpCWb7tY5xjaC8Dm5dxvsSp83gv4f2++QGK1BFyI762Q+DAPD9oevkbloG/U7EjfYkKwZdKMNm1GotVJKOc5Bb6H3vgm8Id2Yh2eNizuJ2kd1U6ePw6bdNO/wAb1S5ytbq+REhg67SU2v6er5K9+5q/gep2oWB6Sa32yDJLjeanA7mKC0Vla/tqiFsk74HSEu33DA3tADuAQem3RQbVHB5LTpBppn1VqjkmQ1uV3KhrK2iuNxFRTsmdC57nxNI5mujLjG4kn43XboFulj2jGn2NuyzwKzmaPNp31F6hqpXTR1DnF5cOV3RoPav6D0/MoLR8GGgVCH9jjNYZDVx1ccrrhKXwlm+zGHf4nXcg7k7DcnYbe6XEsPCo52a1T0S1+FJrnprdnmpga0oKF09Lc3pre/npoVpxLuzjH9TqvLc6fnEmmcVFBDRVGKXUUzrdUu5Gl8rD0c8yF2xdsDzxjmO3Ktq8buFuu2O2u62irkqqCsooKilnkcXOlhewOY8k9SS0gknr1Ve5pw16YZ/klXk2TQ3ieS4vikrqSO6zx0tU6NjWML42u26NY0eTt3KzqOjpbfSQUFDTxwU1NG2GGKNuzY2NGzWgeYAABV2Jr06tGnCPOPPSy6eb189L7E2hRnTqzlLk/q/+3kfVERQCYEREAREQBERAFppUaa+M7jI1Is/7MshxzwW2UlT4RZavweWT7hSN5HO2O7fK329IC3LXkis9pp7jNd4LXSR19Q0MmqmQNE0jRtsHPA5iPJb0J8w9Cl4XFPC53Hm1b01T/QjYjDrEZU+Sd/wf7mp3EDaaXSfL9Cay9Xu6V1lxy5ztrLzcC6eXbtoH80r2jcu5eYjpuQw7A7LHYZk1mzPXzW3KsdqXVNruWFzSUlQYnxiZjYIIy9oeAeXmY7Y7ddluBeLJZcioJLVkFoornRS7GSmrKdk0T9juN2PBB6/MvzFj9hhlknhslBHJNAKWR7aZgc+EAARk7dWbADl7ugUqHEYqlllFuVmr301lm5WI8sFJ1M0X8N07eisc+KvAMPi4KbfqBHYqcZG69FpuXXtuUVMkYYHb9G8oHk92/Xv6qy9ULljVPr5ppkGuELavDZsSidBJVwGaj8NLHl5lZsQ48xZuNj3xkjYHbbk4zjZtgshx+2m3Ndzik8Ej7EO3335NuXffrvsv3dMesF7oWWu9WO319FE5j2U1VTMlia5vxSGOBAI83Totr4qpybknzl11Slbk/I1rh2WNotco9NG47+ppVo3Dp9csm1+gtl3bjuH3C2FlPXRQujZTUkrpOWRkZAPIQ4EN2G7SANtwpPwpZDBYNSzpPS0WFZJFb7LLJBlmO0YZN2JkY7saiQNHPuQ3fz8wbuXHcja/3isfa1U/vNQ9pXMEVU/wdnNOwDYNedvKAHTY79F87FjGN4vTyUuM49bLRBK/nkjoaSOnY93pIYACep6rXV4lGrGcXF/El16pWve1/wBGe6eBlTlFprS/Td3tzMkiIqksgiIgCIiAIiIAiufxL4x8oXT6SP7CeJfGPlC6fSR/YV14DjNl3KrxnC7vsUwiufxL4x8oXT6SP7CeJfGPlC6fSR/YTwHGbLuPGcLu+xTCK5/EvjHyhdPpI/sJ4l8Y+ULp9JH9hPAcZsu48Zwu77FMIrn8S+MfKF0+kj+wniXxj5Qun0kf2E8Bxmy7jxnC7vsUwiufxL4x8oXT6SP7CeJfGPlC6fSR/YTwHGbLuPGcLu+xTCK5/EvjHyhdPpI/sJ4l8Y+ULp9JH9hPAcZsu48Zwu77FMIrn8S+MfKF0+kj+wniXxj5Qun0kf2E8Bxmy7jxnC7vsUwiufxL4x8oXT6SP7CeJfGPlC6fSR/YTwHGbLuPGcLu+xTCK5/EvjHyhdPpI/sJ4l8Y+ULp9JH9hPAcZsu48Zwu77FMIrn8S+MfKF0+kj+wniXxj5Qun0kf2E8Bxmy7jxnC7vsUwiufxL4x8oXT6SP7CeJfGPlC6fSR/YTwHGbLuPGcLu+xTCK5/EvjHyhdPpI/sJ4l8Y+ULp9JH9hPAcZsu48Zwu77FMIrn8S+MfKF0+kj+wniXxj5Qun0kf2E8Bxmy7jxnC7vsUwiufxL4x8oXT6SP7CeJfGPlC6fSR/YTwHGbLuPGcLu+xTCK5/EvjHyhdPpI/sJ4l8Y+ULp9JH9hPAcZsu48Zwu77FMIrn8S+MfKF0+kj+wniXxj5Qun0kf2E8Bxmy7jxnC7vsUwiufxL4x8oXT6SP7CeJfGPlC6fSR/YTwHGbLuPGcLu+xTCK5/EvjHyhdPpI/sJ4l8Y+ULp9JH9hPAcZsu48Zwu77FMIrn8S+MfKF0+kj+wniXxj5Qun0kf2E8Bxmy7jxnC7vsUwiufxL4x8oXT6SP7CeJfGPlC6fSR/YTwHGbLuPGcLu+xTCK5/EvjHyhdPpI/sJ4l8Y+ULp9JH9hPAcZsu48Zwu77FMIrn8S+MfKF0+kj+wniXxj5Qun0kf2E8Bxmy7jxnC7vsUwiufxL4x8oXT6SP7CeJfGPlC6fSR/YTwHGbLuPGcLu+xyvyX77eH+OFB/TxLelabZhj1HT8d1PjLJZjTHPrZS85I7TldUwgnfbbfr6F0w8S+MfKF0+kj+wrTiXC8RiY0lTS+GNnqQMFxChh3Uc+ruimEVz+JfGPlC6fSR/YTxL4x8oXT6SP7Cq/AcZsu5P8AGcLu+xTCK5/EvjHyhdPpI/sJ4l8Y+ULp9JH9hPAcZsu48Zwu77FMIrn8S+MfKF0+kj+wniXxj5Qun0kf2E8Bxmy7jxnC7vsUwiufxL4x8oXT6SP7CeJfGPlC6fSR/YTwHGbLuPGcLu+xTCK5/EvjHyhdPpI/sJ4l8Y+ULp9JH9hPAcZsu48Zwu77FMIrn8S+MfKF0+kj+wniXxj5Qun0kf2E8Bxmy7jxnC7vsUwiufxL4x8oXT6SP7CeJfGPlC6fSR/YTwHGbLuPGcLu+xTCK5/EvjHyhdPpI/sJ4l8Y+ULp9JH9hPAcZsu48Zwu77FMIrn8S+MfKF0+kj+wniXxj5Qun0kf2E8Bxmy7jxnC7vsUwiufxL4x8oXT6SP7CeJfGPlC6fSR/YTwHGbLuPGcLu+xTCK5/EvjHyhdPpI/sJ4l8Y+ULp9JH9hPAcZsu48Zwu77FMIrn8S+MfKF0+kj+wniXxj5Qun0kf2E8Bxmy7jxnC7vsUwiufxL4x8oXT6SP7CeJfGPlC6fSR/YTwHGbLuPGcLu+xTCK5/EvjHyhdPpI/sJ4l8Y+ULp9JH9hPAcZsu48Zwu77FMIrn8S+MfKF0+kj+wniXxj5Qun0kf2E8Bxmy7jxnC7vsUwiufxL4x8oXT6SP7CeJfGPlC6fSR/YTwHGbLuPGcLu+xTCK5/EvjHyhdPpI/sJ4l8Y+ULp9JH9hPAcZsu48Zwu77FMIrn8S+MfKF0+kj+wniXxj5Qun0kf2E8Bxmy7jxnC7vsUwiufxL4x8oXT6SP7CeJfGPlC6fSR/YTwHGbLuPGcLu+xTCK5/EvjHyhdPpI/sJ4l8Y+ULp9JH9hPAcZsu48Zwu77FMIrn8S+MfKF0+kj+wniXxj5Qun0kf2E8Bxmy7jxnC7vsUwiufxL4x8oXT6SP7CeJfGPlC6fSR/YTwHGbLuPGcLu+xTCK5/EvjHyhdPpI/sIngOM2XceM4Xd9ifoiLuTkQiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgOUmb/tiFN/KPaf61Aura5SZv+2IU38o9p/rUC6toZYREQwEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAcpM3/AGxCm/lHtP8AWoF1bXKTN/2xCm/lHtP9agXVtDLCIiGAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIDlJm/wC2IU38o9p/rUC6trlJm/7YhTfyj2n+tQLq2hlhERDAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAERRzUDPce02xeqyrJKoR09OOWONv8AlKiUg8sUY87jt+IAEnYAkYbSV2ZSbdkZO/ZBZMXtc97yG6U1voacbyT1EgY0egde8nzAdSegWr+ovG1yvkt+l9ha8Ndt75XNh2cPOWQAg+jYvIPpYqF1V1ey3Vu+Oul/qDDRxE+BW2KQ9hTN+YfunnzvI3PzDZog6ra2MlJ2hoizo4OMVeerJ7fdeNYcinfPcNQ7zHz7gx0dQaWMD0csPKPzqHVN3u1ZUisrLrWT1AO4llqHveD/AKxO68f5UUNylLmyWoxjyRLLTqxqfYuQWrUHIIGRndsfvhK+Mf8AYcS0/lCuDA+NLOLNKymzu2U1/owADPA1tNVA7/G8n7m7p5uVv41roi9xqzh8rPE6UJ6SR01081RwrVC1++eJXdk7mAdvSyeRUU57tpIz1HXuI3afMSpYuWGOZLfsRvFPf8autRb6+mcHRzQu2Pf8Vw7nNPnaQQe4grfnQPXS26w2J8dYyGiyO3tHh1HGTyPb3CaLfqWHuI3Jaeh3Ba51jQxKq/DLmV2IwzpfFHkWsiIpZECIiAIiIAiIgCIiA1ky73RbhgwjK71heQZJeYrpYLjU2utZHZ5ntbUQSOjkAcBs4BzT1HesT8J9wk+tN8+o5/0LmrqBhdPqRxzZJp3V10lFBlOrFZZZamNge+BlTeHwmRrT0JaH7gHv2W/nwImn34ech+p4P7xDF2S74T7hJ9ab59Rz/oT4T7hJ9ab59Rz/AKFEfgRNPvw85D9Twf3ifAiaffh5yH6ng/vEGpLvhPuEn1pvn1HP+hPhPuEn1pvn1HP+hRH4ETT78POQ/U8H94nwImn34ech+p4P7xBqS74T7hJ9ab59Rz/oT4T7hJ9ab59Rz/oUR+BE0+/DzkP1PB/eJ8CJp9+HnIfqeD+8Qaku+E+4SfWm+fUc/wChPhPuEn1pvn1HP+hRH4ETT78POQ/U8H94nwImn34ech+p4P7xBqS74T7hJ9ab59Rz/oT4T7hJ9ab59Rz/AKFEfgRNPvw85D9Twf3ifAiaffh5yH6ng/vEGpp1k/EJppdOL+HWGkuNY7GmZlQXkzGkeJPBYp4nvd2fxt+Vjunet8/hPuEn1pvn1HP+hRH4ETT78POQ/U8H94nwImn34ech+p4P7xBdku+E+4SfWm+fUc/6E+E+4SfWm+fUc/6FEfgRNPvw85D9Twf3ifAiaffh5yH6ng/vEGpLvhPuEn1pvn1HP+hPhPuEn1pvn1HP+hRH4ETT78POQ/U8H94nwImn34ech+p4P7xBqS74T7hJ9ab59Rz/AKE+E+4SfWm+fUc/6FEfgRNPvw85D9Twf3ifAiaffh5yH6ng/vEGpLvhPuEn1pvn1HP+hPhPuEn1pvn1HP8AoUR+BE0+/DzkP1PB/eJ8CJp9+HnIfqeD+8Qaku+E+4SfWm+fUc/6E+E+4SfWm+fUc/6FEfgRNPvw85D9Twf3i54cXGhNt4bNesh0etOQVN7pbLHRvZW1ELYpJO3pYpju1pIGxkI7/Mg1O9kcjZY2ysPkvaHD8RX6XwoP8xp/9kz+YL7oZCIiAIiIAiIgCIoPq7qtYdI8Ulv92Imq5d4rfRNds+qm27vmaO9zvMPSSAcSkoq7Mxi5OyM3mOb4tgNmkv2W3mC30ke4BkO75Hbb8kbB5T3dO5oJWq+oXGxfq6R9DpvY4rbTgub4bcGiWd48xbGDyM/7Rf8AiCobPtQsp1KyCbIsquL6iZ5IhhaSIaaPzMjb3NaPznbcknqo4FWVcXKTtDRFpSwkYK89WTG8ay6sX5733TUS/SCX47Iq18EZ/wDhxlrf+Si4udzbVeGi5VYqd9+2E7u03/1t915k+dRHJvmyUopckTSza1atY+9klr1EvrRF0ZHNVuqIwPR2cvM3b8iu/T3jautPLHQal2GKrhc4N8PtzezkY3zl8RPK/wBO7S35gVq2v6tkK1SHJnidGnNao6kYnmGNZxZor/il4p7jRS9O0id1Y7YHke09WOAI3a4AjfuWZXMjTnUzK9Lsgjv+L1pYTs2ppZCTBVR7/Ekb5/mcOo36HvXQjS7UywarYnT5RYnFhJ7KrpXHd9LOAC6N3p7wQfOCD8ysqGIVbR8ysr4d0dVyJeiIpJGCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgC588Serk+p2dT0lvqicfsj30tvY13kzOB2kqCPOXEbNP7wN7iXb7ecReZy4PpDfrnSTvhrayIW6kfG4te2SY8hc0jqHNaXvB/grnbRUdZcayC3W+llqampkbDDDE0ufI9x2a1oHeSVX42rb4O5YYGle839D4kgDcnYDrurNwDh51Fz2OKvFA2zWuTq2suALOcelkXx3j0HYNP75Xtoxw32jDY6fI81gguV/I52U7tpKahPmAHdJIOnlnoD8Xu5jd5O53K5TFcWyvJQ7/sdJh+H3War2KLx/hE0+oIYnZDdrtd6ho+6BsgpoXH5mtBeP++phFw9aMwxCIYLTPAG3M+qqHOP5e0ViIqqWMrzd3N9/wBiwjhqMVZRRTt54U9JrmXPoae6Wl5328ErS9u/+rKH/wDIhU/m/ChnOPxyVuK1kGR0zN3GJjOwqmtH8Aktf/2XbnzNW4S/jXNdvyuB279juttLiOIpP5r+up4qYKjUXK3oc06mmqaKokpKymlp6iFxZLFMwsfG7zhzTsQfmKzGEZlesAym35bYJiyroJQ/k32bMz93E7+C5u4P49x1AK3Z1R0bxPVKhIuMIortE3amucEY7Vnoa/u7Rn8Enp+5LT1Wk+bYTkOn2QT43ktIIqmIB7JGEmKeMk8skbiBu07HzAggggEEK/weOhieWkl0/Yp8ThJUOeqZ0sw/KbXm2MW3K7LKH0dzp2zs67lhPxmO/hNdu0jzEFZhav8AA9mUlXY79glXUucbdMy4UbHu32il8mRrR5mh7Q78cp9K2gXUUp+8gpHNVoe7m4hERbDWEREAREQBERAcSKX9ssh/lzb/AG+v9A6/z8Uv7ZZD/Lm3+31/oHQwgiIhkIi5/Ut6y3Sr3W2TGKvJ7jPjOpWMTVtLb6itkNNTf4qZHlkbnFgd21ulO4A2Eh/KB0BRcluCvWPNK3jkhzTIMvu9ViOsTsrdY6aqrpn00IiqpJ2hsbnFjOVtOGtIA25+Xp5/fw+cQ2c6fcOHEdxnV98rbtdb3lPvTjNFcauWajpJpZufmijcSORprmuLRsC2mDeiA6tIubmlnAzqtrtolbddM54qtS6XU/L7eb/a3Ut5dFbaITjtKeN8bW84BaWEiJ0bWc3K1pDRvHsN4p9UtWvc59aqLOL7WMzrTbwe0y3inmMVVPC+oiEb3vYQe1HJNG5w+MGgnclxIHURFxGvYwDCOEzD9btNuLXLIdbaqWmNVjlHmYqZZJH1Ba9r6Rh7aLlYA/yyWn4pB5gtg+K7V7NsO1z4Q8p1Myqvxbt7ZbbpmcAqn0tMyYS076sTRNIaQ1xkBaW/Nt5kB02Rc7eFiTOuOfiJv/FVlGSXe16YYfcfenFcZp7i+FlVLCBJG6qijcA4NErZXh2/M+QM3cxhBuX3T6+XrHODjLbtj14rbXXRV1qEdTR1D4JWB1bECA9hBG4JB69xQG1qKqeE+urbnww6T3G5Vk9XV1WGWeaeeeQySSyOpIy5znHcuJJJJPUrT3hUy3Krnxe8W1quWTXarorX75eA009bJJFS7VcwHZMJIZsAB5IHcgOjCLiVwi45pJq7p5dMh4gOODMMAv1LepKKlt37MWU3bUYghe2bln5nHd75W7g7eR6QVavuhrpNP9XuHbS2TWXLLLh0eP2yz3i/QXWSOofQsqmQS10rmeS+Xsg6QuLTud+h7kB1gRad8CuHaC2fJcqu+i/FHl2q8raGnprhTXm4OqI6Fr5HOjkaHRs2c4xvG/XoCtxEAREQBcEfdTvv3s7/AN3tP9nU673Lgj7qd9+9nf8Au9p/s6nQwzsvQf5jT/7Jn8wX3XwoP8xp/wDZM/mC+6GQiIgCIiAIiID5VNTT0VNLWVc8cMEDHSyySODWsY0blxJ6AADfdc3tadUK7VjOqzIpJJG26ImntdO/YdjTA9NwP3Tju93f1dtvsBtt7xb5fLi+j9ZQ0sjW1GQVEdrG569k4F8p284LGFp/1wtIcOw6/wCeZBTY1jlJ21XUbkud0jhjHxpJHfuWDcbn0kAbkgGtx9ZR+FuyWrLLA0r/ABdXojF0VDW3Krit9to56uqndyRQQRmSSR3oa1oJJ/Er1wbhIym7tirs3ukVjp3Hc0kIE9UW/OQeSP8AO4+kBX7pdpBi2llt7K1wiqukzAKu5TMHaynztb39nH/AB9G5ceqsy341frrCKigtkssR32f0a134i4jf8i5SrxGtXl7vCxb+l32Ojp4OnRjnxDt9bIpeycMWkFnaO3sVVdZBt90r62Qn/uxljf8Aktf+JbTm3YFmlLU4/b46O0XilEkEEQPJFLHsyVo33/gP/G8rdytoa23Tmmr6WSCUDfleNjt6R6R84Vfaz6dM1MwWrskAYLlTHwu2vcdgKhoOzCfM14JafRuD5gouGxlWlXTrN25O5Ir4anUo/wCUlurGg/5V/V9KmlqaKpmo6yCSCop5HRSxSNLXxvadnNcD1BBBBHpXzXTlGFZOgWq1RpRntNcaidwslxc2kusW55eyJ8mXbr1jJ5u7cjnA+Mq2ReoycGpI8yiprKzq/HIyWNssT2vY8BzXNO4IPcQV+lVHDBmUmZaO2eSqqRNWWjmtVQfODDsI9/SeyMRJ85KtdXkJZ4qS6lFOLhJxfQIiL0eQiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiA1l45rxJDiWM2FobyVlykq3HfrvDEWgfi+7H8wWJ4XtIoLLaIdSL9TNdcrlGTbGPG/g1M4bdpsR0fIN+vmYR++IUr4msN/Z9numWLyse6lqamvkrOQ7EUzBC+Xr5iWggH0kK02RxxRtiijayNjQ1jGjYNaBsAB5gAuP9oMU4VPcx68/Q6rglBSpqpLp+Z+l56ivoqV3LUVUTHegu6/mXlv1wfQUY7F3LLKeVp9A85/+vSoPV3S20c8ENwulJTS1kvZQCoqGRdrIdugLyNz1H5wuSlN5skFdnW0MKqkfeVHZFjQ1EFS3np5mSN9LXb7L81dVHR076mU+Swb7DvJ8wH5VlMX0Vyl07Ky6V8FraNjyN+7SOHnBAIaB+U/iWUsmF2y+X2tx+/tlcyjDnBsbywuc1wbvuOu2x3/AChWMOG4yWVShlcnZX01/Nditq43BU5ScKmZR1dtvyf0ZUtdcqu4SF08pDN+kbT5Lfyf+a8zHujcHscWuHUFp2IWwL8A0msoJqoaBj2jp4ZcHEb/ADhz1rJw9V2oNDq5fTqw22jHuynM3hEMElKJw8dl4GQCeXbm+J5PL8byuVbpez9SnJe/rQV/P97Eil7QUqkG8PRk0vK1/S1yf2C9uq3eBVUgdKASx/nd8x+dYDWLS236p4rJbXCOK7UgdLbKp3Ts5durHH94/YB3o6HvaFed21B01lttTZ7ZOx0tVE6KNtPRPa3nI8nrygDrsoOtNajHATj7mqpvddPLmyMqssYpOpRdNPo+vmtEah8IVbVWDW91mrKaSKeroay3zRO6OikYWvII9IMRC3sWs1Xhcdi4r8QyqihLKfIYax02w2aKqKmka8/9ppjPznmK2ZXd8LrKvh1UXU4viVL3NdxYREViV4REQBERAEREBxIpf2yyH+XNv9vr/QOv8/FL+2WQ/wAubf7fX+gdDCCIiGQudnureJZnjuSaUcQOl+PV9ZkNlnr7HVzUFM+aU08sXNE13IC4NANWAe4GU+nr0TRAciOJLQTPtHOErhlzvTW3XZ2QYxQ1tPXx0dJJLVw1V5pzVueQ0FzWxPE7NnN28toO3cdkbHwgXvMvcwbLoDRU0VuyuvssGQQMqmGMtuT6jw4Qy79WOId2BJ+Lv3dNlvMiA5r6TceGqeiGjFr0IzXhV1IrNT8Rt3vFbIqSzvfQVvYN7Ome8tPaEcrWBxia9r+Uua4BwAwuLcLWpujXucetVXn1nqDnOoroLrUWmnj7Wop4mVEXZRvbHvvKS6WQtbvyh4B2IcF1CRAcgM24T6PEeA3THiN0pwm7WDVvHKujuFwq6GOo8NnD6h8W7oSTs5jzA4ENGwDtwQSp5xYWKq4k9bOEW95LhFyuFkymhoHZJTNop2R04nqYDUwTFoBi2JkadyCAD1866hogOb+G2DJuAXjfrMYseO3So0S1gc2eEUNHNPT2SpLy1oPKCGCKV3ISf+olYTuWbC8fdQrPd79wa5bbLHa6y41kldaiynpIHTSOAroSSGtBJ2AJW16IDn1ws8eluseG6UaCXHh81ShuNJRWXFJrm+0tZRMmDYqczucXBwiB8okjcNHcsTwpYxktv4v+Li5V+PXOmpLj75eBzzUkjI6nermI7NxGz9wQem66NogOXvuY/B9pDqTofkV6140Vir77T5XPS0sl4p6iCYUgo6VzWtbu3dvO+Q77d5PVfn3UCyy0HE7ofk0+mt1y3FscpqWou1to7Y6sjqaOG4B8tM5pBYeeJrm8rzsQ7r0XUREBp/wY656H51nV7w/SPhQvGlE8lq98a2vnxumtkFYyGVjGROdD1e8Goc5oPcOdbgIiAIiIAuCPup3372d/7vaf7Op13uXBH3U7797O/wDd7T/Z1OhhnZeg/wAxp/8AZM/mC+6+FB/mNP8A7Jn8wX3QyEREAREQBERAakcd1bP4ZhltD39kY66csb3F+8LQdvOdiQPxlTzQjSqn0zxJj62Ae/11Y2e4yHYmPpu2BpH7lgPX0uLj3bbenV/Eo8t1z08bVMDqWz0NwuszS3cOMUkAjB/+I6M7ecAqwu9cV7Q4h++dFer/AEOu4JRXuVVf0MziNnjvd9go5xvC0GWUfvmt835SQPyqvOJLi8vOlOZs0/08tFpqaq2wxvuc9fFI+ONz2hzIY2MezqGFri7cjywAOhVq6azshyQxv2Bmp3sb+Pdrv5mlaT8ZGMXfH9e77cbjTOZS35sFfQTd7ZYxDHG/Y+lr2OBHmHL6QpvBEqeCdSHzOWr/AJ/NTXjoqvjlTq8lG6X8/mhulp3ntt4gdIoMwhoBR3GEyQ1EDTzeD1cQBexrj3scC0jz8r279Qo0CCAfSvDwS2O44toFU3i7074Yrvcam70oeNi+m7GKNr9vQ7sXOB87S09xXtHcN1B9ooRz06n9TWv0tY38Hbi6tJfKnp+pQ/EFoC/MXS5vhVM337a0Gso27NFc1o2D2+iUDp16OAA7x5WpM0M1PM+nqIZIpYnFkkcjC17HDoWuB6gg94K6XqvNTNDcJ1O5q64QPt94DeVtypABI7oABK09JQNh3+UANg4BQ8FxL3KVOrqt9iTisD7x56fM0RX8VxZZws6m4/LLJZaelyCjafIkpJRHMR/CikI2PzNLlAKvTbUSgeY6zAsiiI/fWybb8/LsryGIpVFeEkyqlRqQdpRZs3wK3B7rJllp6ckNXTVQ69eaRjmn/lEPzLaRapcEdqulnuWY013tlXQzOgoJGx1MDonlpdOA4BwB23B6/MVtar7CO9FMosWrVmERFII4REQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERARHKbJHU5VacheQXUFDWUrBt55nwOJ/NDt+VflZTIHjt4I9xuWPdt+Ij9Kxa+e8dbePnfy/JHb8HSWDh9fzZmcTtWLXW6GLKKaKVkUTpITNIWRtcNi7m6gHoPP06FVNxR6ZYVqherJcsZzCKjdbac2+ejpqHtYOx5y/njcHNaHbuIO2++ze7l6z57GSNLJGhzXDYgjcELC1OK00j+emqHwg/uS3mH5OoUelxOrhaHuqMI3f9Vtf563J0cHSrV/e16krLkun89D3y6sZRHaKKwWSY0NLQ08dLHKT21TK1jQ0F8jhsXEDckNB3K/lVSVVytnZV1TJLVvaHvlleXOMnf1J6n0L5W+wUlC8TPcZpW9Q5w2A+cD0rJqHVxGIxTzYibf825L6EvLhsPaOEgo2621f15v6lfzQPp5XRTRckjehBHVflTypo6WrAFTAyTbuJHUfiPeF54rJaonczaNhP8ACJd/yJUN0HfQsFxCLXxLUw+OWySSdtwmaWxx/wCT3/dO9P4h/OpMiLfCORWRX1qzryzMxtbZ/fHJcVuDQOe13OScn+A+knjI/O9p/IrCUWt7mtuFKHbbuk2H4+UqUru/Ztt4RraT/JHFceVsSvRfmwiIugKQIiIAiIgCIiA4kUv7ZZD/AC5t/t9f6B1/n4pf2yyH+XNv9vr/AEDoYQREQyEREBoDeeN3i0yzib1E4edBdIMDyCpwYVVU0XOrmp5qilgkhjJ53Tsj5y+eMAdB133ABKuvgn4vZeKvG8lgyHDDi+XYTXR2++UMcplpy9/aBj43Ebjd0MrSwlxaWfGIIK0XxPSfKtY/dJNfsYw/WfIdMa6morpXuvVlcRK+NtVRMMMmz2ExEyNeQHDrE3qO9WF7nVrZbNHMN4gNPq+3WK4WrSU198fltsa4C+dk+dnNNIXO7Qydg0w8ve0kAHYbgS/V73TfLdO+Ii9YVasFsdXphimVWzF79kc/beEU00zXGo2DXhu7ewq+XySD2B37xvsrxncQGQcNegVz1dxKz2y711FWUVPFT1xeYHsnmawu3jcD0B3GxXKDH7VrVnHBdqNdX8Ol2yGnzfIpM3uGoousDGRGjld23+K8vPI1m1cCeboZnkDydjs3xAaryaze5EWLM6yZklxjfaLVcSH8zjU0lYKd7nehz+zEm3/vB5tigOguimc1+p2jmDakXWjp6StynHLdeaiCn5uyilqKZkrmM5iTygvIG5J2C1147ONTNOGK8YjiOmOE2rJ7/f6K53esgr3SctNQUcXaOkAjc0klrZnd/dC7oSQrH4Ss/wAEHDXo/ZDmthFx/YXYqXwP3yh7ftvAoW9nyc3Nz83Tl2336LSDItTc91N90T1D1F020Lr9YbbptaZMKgoYq+KhjoHPa+CeQvlY4EOkNxYAB5TXkg7IDfnh210GuvDpjutcdJSQVl0tc09ZSwOJihrIHPjmjG5Lg3tI3bAnflI6+da0cDnuk934k9SqjS7VLELRjVyuNC6tx2e3mUQ1roi7t4T2r3Ev5QXN5em0UoPUDeEe5U5hfMaxfWfhnzO0T2m84fWz3RlFUSc0sPaMdBUQ9Om0b4YjzAkO7bcek696Q6NZLkvAPQcROmc81Nnui2c3C+UM0ezi6gZHSSzt5CCHmNzGzAHpytlGx50B0R0O4trxqJrVr1gGbWyyWXHdHqotiucTpA+SmbJUCSWcucWjlZBzeSB51UFBx78Uevl1ulbwccLkGSYjaKl1G695FWtphVyDr5DXTQsadiCWB73AOaXcu+y100Iu964irDxq5NpvBUw3HNbBRXaGka3mlLpHVE1TSNG3lFwE0I279xtv0K2f9yn1q0lqeFqw6aty6z2/Kcbq7kLnbqqrjgqJRLVyTsnaxxBezs5o2c43ALCD3ID3cRfGdxCcPHD1p5qFlmkuN0GeZVeJ7VdbFU1EktPScvamMxvil6lzWRu+O4Dn71MtBNWuPLLNSrfZtdeG3G8Qw6aGodV3aiukU8sUjYnGJoY2qkJ5nhrT5J7/ADd6oz3Ye7WnJtFtMblj19o6uiqcvkZFXUdQ2aLmbBKxxa9h2Ja5rgdj0LSO8K3uGTRLNtO9T4L9knHrctV6aShnpmY3VVXM18jgCJQDWS7lga4/E7ieoQG3yIiAIiIAuCPup3372d/7vaf7Op13uXBH3U7797O/93tP9nU6GGdl6D/Maf8A2TP5gvuvhQf5jT/7Jn8wX3QyEREAREQBERARy/0FP76xXQsBnFMadrtuoYXcxH5SG/mC8Syt/c0zRs38oN32+bf/AOSxS+d8bf8Ax9T6fkjueE/+yh9fzZ9Kaono6iOqppDHLE4PY4d4IU3qcjwLL6KCmzvGaCtdTOEjGVlCyqibJ++YHA8p/J+VV7W11FbKSW4XKsgpKWBvPLPPK2OONvpc5xAA+clYLxmabfhExf65pvtrXgcbicHd0NU+atdG/FYCljUs6d11XMtDK82Zd6RtotNO6nom7BxIDS8N7mgDo1vQf8u7zxNRvxmabfhExf65pvtp4zNNvwiYv9c0321qxNXE4yp72qm36G3D4WGFh7ukrIkiKN+MzTb8ImL/AFxTfbX9ZqTpxI9sceoWMOe8hrWi8U5JJ7gBzqP7qp/pfY35XsSNASO4lNtu9FrMHox6gY3Iqq7f9ZNQxUrj6Wskkc3/AJyuUoWAx+Vnh00PMOYQhxHn25tt/wDkVn19D4Hf7BC/n+bOH4wksZO3l+SCIitisCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiICsdRMkiseqGE22pnDIb3R3SiaCehmHg8jPynkc0fO4LPKhuN64VtprsCuttqX09XRz1lRBMz40cjDA5rh+IgFWTpbqRadTsUgv1A5kdXGBDcKUHyqao26j/VPe0+cH0ggcR7Q0GsR75cnZM6/glZe4VJ8yYIix1XeoaKu8FqIiGdmX9pv3nr0A/Jt+Nc42lzL6EJVHaKPXVVdPRQmapkDGju9JPoAWIFyvF0O1sphDDvt2r/AP59PzAr80NHLfJzcrgD2AJEUW/Q/wDy/nKzzWta0NaAA0bADuAXjWevJG95KGlry/BfuYUWO5TeVVXqUE+ZnMR/OP5l+ZbRcqNjp4b48NYC53aFwAH5z/Ms6vy9jJGGORoc1w2cCNwQs+7RhYmpfXl6Ii8Vfc7lU09GJg4xyc5kj3bu0d5Pzfk86lS+UFLTUrS2ngZED1PK0DdfG7XW22K2VV5vFZHSUVFE6aeaQ7NYwd5+f5gOpJAG5KzCDXPVnmvVjP5VZIwN7ySGk1JwLFI5dqm411XVvaP9DDRzDr+N8jdv9U+hWytJdMdQqrUzirsuSSNkipB4VT0EDz1hpm003KD/AAiS5x+dxHcAt2l9E4JQeHwqg+d9TguL1ffYjMuVgiIrcqwiIgCIiAIiIDiRS/tlkP8ALm3+31/oHX+dnNcytunXHhftQbzT1NRQYxq5VXmqipmtdNJDTXl0r2xhxDS4tYQASBvtuR3rpF8NTw0/g51N9ht/62hhHQRFz7+Gp4afwc6m+w2/9bT4anhp/Bzqb7Db/wBbQXOgiLn38NTw0/g51N9ht/62nw1PDT+DnU32G3/raC5dWofucnCfqlnV21FzLBbjVXq+VTqy4SR3usiZNKe93I2QBu/obsFNbbwf8O1l0gvGhVj06gtuHZA9kl0pKWrqI56xzJGyNMtSH9s7Ysbtu/oByjp0WsHw1PDT+DnU32G3/rafDU8NP4OdTfYbf+toLm62LaUYBhmmdNo9j+OwwYjSW6S0str3ulY6leHCRj3PJc/mD3cxcSSXEk9VWdu4HeGy1aQXXQeiwmsbhN6ujLzWW516rXF1WwRgPbKZe0Z/ko9w1wB5eo71rr8NTw0/g51N9ht/62nw1PDT+DnU32G3/raC5c2I+5s8H2DZVZs1xnTOrpbvYK+nudBO6/3CQRVEEjZI3Frpi12zmg7EEHbqFamjnDrpLoLUZHV6Y47NbajLaxtfeJpq+eqfVTtLyHF0z3EdZZDsNhu4rUX4anhp/Bzqb7Db/wBbT4anhp/Bzqb7Db/1tBc2wtHDHozYNXsg10s2Mz0mY5TSSUV2rI7jUiKqhe2Nr2mDn7Ib9lGdw0HmHN3klZTRnQfS/QDC5tPtLceda7DPVy10lLNVzVXNNI1rXkumc52xaxo2326d3Vad/DU8NP4OdTfYbf8ArafDU8NP4OdTfYbf+toLm1OiPCrobw63O/XfSHD32OoyXshcf8fqKhkgjc9zA1sr3BgBkf0aB3/MFBdRvc6OEHU/JKrLcg0pipLpXSmaqltVfUULJnnvcYoniMEnqSGgk7kncnekPhqeGn8HOpvsNv8A1tPhqeGn8HOpvsNv/W0FzZDJuCXhuy7SrGtFL7gs82H4jUS1VooG3esYYJZC8vcZWyiR+5lednOI69PMsfpLwE8Luh+eW/UrTXAKm2ZDa2zMpap96ragMEsTon+RLK5h3Y9w6jpvuOq1/wDhqeGn8HOpvsNv/W0+Gp4afwc6m+w2/wDW0FzoIi59/DU8NP4OdTfYbf8ArafDU8NP4OdTfYbf+toLnQRFz7+Gp4afwc6m+w2/9bT4anhp/Bzqb7Db/wBbQXOgi4I+6nffvZ3/ALvaf7Op1vV8NTw0/g51N9ht/wCtrmhxm644vxG8RGSavYbbLpQWm8xULIKe5xxsqGmGkihdzCN729XRkjZx6Ed3cgbO7lB/mNP/ALJn8wX3XwoP8xp/9kz+YL7oZCIiAIiIAiIgKszvLW2TWDFcdqZ2x02QWmviYD56mJ8T4/zt7UfjIUjWu/G5X11pyzBbpbaqSmq6OGrnp5ozs6ORkkLmuHzggFWhpJqnaNU8aZcqZ8cN0pmtjuVEHeVBLt8YA9TG7vafxjfdpXD+0GHaxDrR5O1zsOC1k6CpPn0MxqDjL80wXIMSiexkt3ttRSROk+K2V7CGOPzB3KfyLl1U0k9DUzUVbTmCoppHQzRPGzo5GkhzSPMQQQfxLrKqO1a4a7Pl2TP1CxmGCK9vb/jVLKdoKuQbcswJ6MlABB38l3QnZwLnRuF8SjgVKM1dPVev9zq+HTg6qpVJKMW+b5I0Yo8bvlewS0dnqZGHueIiGn8p6L1fsIynbf3jl/77PtK+71i2S49M+K+WKuoiwlpfLC7syf4L/iuHzglYhsjHuDGPa5x7gDuSt8vaKvf4YK31/dH0ij7MYOrBTVVyW6tb8n+ZRddZrnbNvfC2z04PcZIyAfy9yl+h2Gz5zqvjViipTNA2ujrK3YdGUsLhJKT6Nw3lH8JzR51dmPaZZpl5MFux2c0727PmqmdlAWn+E/YPHzN5j8yvjRbQzHNHaGslo3NrLxc3E1VYWbBkfMS2CIHq2NvTfzuI3O2zWt3eP56MlKNpdLcv4jluPYXD8MtGhVU2+nVetv7Flk7uLj5zuiKvtZ9WbdpZjb6hkkU18rWOZbKQ9SX93avH+jYep3+MRyjvJHPU6cqslCC1Zxs5xpxcpckZzTnLIsi1YzW1Urw6DH6G3UJcDuHTF08kn5i4MPzsKtVam8Dc9TWXLOK6qlfNNP4HJLK87l8jnTlzifOSSStsl9I4dSVHDQprocHj5uriJTfUIiKaQwiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAqPiR0brNXMRpmWJ8LL3Z5jPRiZ/KyZjhtJET3NJ2aQT52AdASRq7hmm3EhprkTb1jmCXaKdn3OeLZkkFTHv1Y8Nfs5voIO4PUEHqt/kUWvg6eIvn6kqhi6lBWiVjhV9yHJbZ22QYNd8cr4mjt6eqYHRk+cxyN6OH4w0/N51kLpaILm1vO4xyM6NeBv09BHnCny+E1FS1B3lgaT6e4rnsV7MRnrQnbyf7l3hfaKdJp1I/VfsQu2Uc9DS+Dz1PbbHyTttyt8wXrWffYqNx3a6RvzB2/8AOvz7w0v+ll/OP0Ktfs7jY6JLuWD49hajzSbu/IwSLPCw0gO5klP5R+heiK2UMJ3bACf4R3/nWyn7OYuT+NpLuaqnHsNFfCmyI3SpqLbbprjFaLhcTEPJp6KDtJZD6GgkD8pIHzrV3Vy38RuqtSKN+md5ttjgfzwW+PldzuHdJK7cc7vQPit83XcndkADoAv6rzCcBoYb4m25b/sioxHGq1fRJJGrfC/w65Th+SHUDPKNtvmp4Hw2+hMgfKHvHK6V5aSGgN3AbuSeck7bDfaREVzTpxpRyxKqrUlVlmkERFsNYREQBERAEREBp5nXuXWgGoGbZDnt5y/UGG4ZJdau71cdLcKJsLJqiZ0r2xh1I5wYHPIALidttye9YT4Ivhu9dtSvrKg/U1u8iCxpD8EXw3eu2pX1lQfqafBF8N3rtqV9ZUH6mt3kQxY0h+CL4bvXbUr6yoP1NPgi+G7121K+sqD9TW7yILGkPwRfDd67alfWVB+pp8EXw3eu2pX1lQfqa3eRBY0h+CL4bvXbUr6yoP1NPgi+G7121K+sqD9TW7yILGkPwRfDd67alfWVB+pp8EXw3eu2pX1lQfqa3eRBY4kZHwy4HaOKqLQ2mu1/dYZMsobCah88Jq/B5pomOdzCIM5wHnY8m2+3Qrdn4Ivhu9dtSvrKg/U1QWb/ALYhTfyj2n+tQLq2hlpGkPwRfDd67alfWVB+pp8EXw3eu2pX1lQfqa3eRDFjSH4Ivhu9dtSvrKg/U0+CL4bvXbUr6yoP1NbvIgsaQ/BF8N3rtqV9ZUH6mnwRfDd67alfWVB+prd5EFjSH4Ivhu9dtSvrKg/U0+CL4bvXbUr6yoP1NbvIgsaQ/BF8N3rtqV9ZUH6mnwRfDd67alfWVB+prd5EFj8QxthiZC0ktY0NG/fsAv2iIZCIiAIiIAiIgKv140Qt+s9ipYW1wt94tbnvoatzS5mzwOeN7QerXFrDv3tLeneQaAxnhS1+wy9Q37Gclxyjrac+TIyumLXt87HtMOz2nztII/KAVueij1cLTrO80SKWJqUVaLILjFszt9pac0ttpguTCGv97Kp80Mo2+MBIxrmf6u7vxlex8ckbuSRjmkd4I2Kly/L445ByyMa4ehw3VHifZuhU1oycfxRbUOPVoaVYqX4MiPmLd+juhHmK+bYIGOD2QxtcOoIaAQpW+20L++mYPxdP5l+feq3/APsw/wC8f0qufszib6Tj+P7E9e0FC2sX+H7kaJLjuSSfnX6jjkldyRsc5x8wG6krLbQs25aZnT09f5192MZGOWNjWgeYDZbaXsxNv/NqJei/exqqe0EEv8uHcgWW2vUMWktwW32aS4y7tEl0qnxxQDbo7ljY4yH+Du0fOe5a137hK14yy8z33JMlx2srap28s8tdMSB5mtAh2a0eZoAA8wC3TRXmG4RhsKvgTvv1KitxTEV3eTRXGh+jVt0axqW1xVxr7lXyCevq+Tka9wGzWMb12Y0E7bnckk9N9hY6IrKMVBZVyIEpObzPmERF6PIREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREBykzf9sQpv5R7T/WoF1bXKTN/wBsQpv5R7T/AFqBdW0MsIiIYCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAwtZm2GW7JKTDbhl1lpsgr4+1pLVNXxMrKhnleVHCXc7x5D+oBHku9BWaWiOtn7aZo3/ABbP/huSsv3R7VvKtI+G+oqsMuUttuWSXansIrYHFs1PFJHNLIY3D4riyBzObvAeSCHbEAX4/VHTOPJxhMmoeMtyEv7IWk3anFYX7b8vY8/Pvt5tt1kskyvF8NthvWX5Ja7Hb2vbEau5VkdNCHu+K3nkIbufMN+q0zd7nDoeeHExSW2pOfe8Pvi7JRXTdqbj2Xbb9mXmLsufyOXl35Ou/N5S16yHVrJ9Vvcx6gZfcJ7hcMWzSlsTauc80k1OyNksRe790Wtm5Nz1IYN9z1IHU+ny7E6vGzmdLk9pmx9sD6o3WOtidRiFm/PJ2wdycjeU7u32Gx37l97BkOP5XaYL/i98t94tlVzdhW0FSyogl5XFjuWRhLXbOa5p2PQgjvC5l6X51fNHtJ9aOETPq2Z8FVgd0yXCKmoBHhFJPb3zyQx+Y+SXSbN6B8dR6FjbnrTmemnucOj2FYDcJ7bds9uN6t8ldC/kfHSsuVV2jGv72Oe6WMcw6hvP1G+6A6T3jWHSTHb1+xy/6o4lbbtzBngNZeqaGoDj0A7Nzw7c+YbKSVt2tVstc98uVzpKS20sDqqesnmbHBFC1vM6R0hPK1gaCS4nYDqtC824b/c++F7GsesHEJBcLlfb5TzyG7zyXKSWslj5O2cG0hDImh0rQ0Eb7bblx3cdwMZbp/qtofTW/B5ObDcix59st5bC+LahfCYGgMeA5uzemxHmQEhos+wS5YzNmluzWw1WPU7Xumu0FyhfRRtYdnl04dyAN8+56edfyDUDA6nFn5zTZtYJcbjDnPvDLlC6haGv5HEzh3ZjZ3knyu/p3rlVhGd5FjHAZqhoUYJX5LFn1Ni8VPC3mc01T2OfE3fv5nUdU3p18vzd6+T8urdNeCbVjh4q6iatvFJqg3FqeMDqxpcJSQ3fo1zrfP8A9qRAdZ7TkuOX6yR5NY7/AG242eZjpY7hSVUc1M9jSQ5wlaS0gFrgTv0IPoWNxbUnTrOKmpo8Kz3Hb/UUY3qIrZdIKp8I323eI3EtG/TqufnEBYMhr884f/c/6a9VFrx5tjt0uSSUMvZeHPHaNl8x35RTTPaDu0vlBIJaFluNXhP064eNMLdrxw9UdVheQ4bdKR0s1Lcah5nhleIwfuj3eWJHR92wLS8OB6bAb3ZbqRp3gLqdudZ5j2Ouqw407brc4KQzBu25YJHDm23G+3duvRiub4XnVFJccJy6zZBSRP7OSe118VVGx370ujcQD8xXM/jNznG9Scl4WNRNUKSnprDkVro7nkcLRIYY6WWelfVtHJvJyBpk25d3bd3VZ3h/x/T/ACPjttuS8GlDXUWmmP2fs8pqwamOjnlkjnBY1tQe0cHOMAa1wHlxPeBs0OIHROxZxheUXC42jGcvsl3rrPJ2NxpaG4RVEtHJzObyzMY4mN3Mx42cAd2keYrH02rWldZ76+CamYpP7xMdJdezvNM7wBjXcrnT7P8AuQDuhLttj0XJCTiNumg2bcTFoxV0kGSZtlFRbqKtAPLQQNrq3wifcdQ8CVjWecF/N+52O3tToDhegvueedUWMXCkvNfkOMG63S+U/lMuEkjGuYY3Eb9i1rtmA7dCXEbucgNta3VLTG245R5hcdRsXpbDcZDFR3Sa707KOpeObyY5i/kefIf0BJ8l3oKyVTluKUWNjMazJrTBYDAyqF1lrY20ZhftySdsXcnI7mbs7fY7jbvXLTWWniq/c1NBKWdzmxzZU6N5Z8YNLriDtv51nGZ1kWCcNmvHBhqLUzT37T6kdUWCola4OrrQauJ27Qd9mta9kjRufuc2w6RlAdOrVdrXfbbTXmyXKluFBWRtmpqqlmbLDNGeoex7SWuafMQdlGarWbSChvzsWrdVcQp7y2UQOt8t8pm1IkPcwxl/MHdR023XPnV/U3Oqbhj4aOHzAr1JZptTrZQ0dwr4pDG8QbwQsh5gNwxz5y55BB2jDeocQppqPol7mnw2y2vTfWK3XF9/ntcdeK2d90mnqY3PfGJnGl+5NJfE/wAkNAG3dseoHQLmG3NuNtt91hsYzXDc2p56vDMtst/gpZewnltdfFVMik235HGNxDXbEHY9V9rDebTkeMW7IbBJ2lsulBDW0T+zMfNBJGHxnlIBb5Lh0IBC5W8EfGXpzw1YvmGM5pi+W3Spu1/fXwyWajhmjYwRtZs4yTMIdu09AD086A6mWXNsMyS53Gy47l1lutxs8nZXGkoq+KeajfzFvLMxji6M8zXDZwHVpHmXmyrUfT3BZaaDNs7x7H5Kz/N2XS5w0rpuu3kCRw5vyLnbwZ6w0tFlXFfrvYrXM+COknyeioq4dm9w7WtnjilDCeU/FDtiduuxKk3BhwsYDxI6b3TX3iMparNchzK6VXYS1NwqI/BoInmM7CN7dnGQSbDq1rGxhoHXcDoOLjbzQe+orqfwLsvCPCe1b2XZbc3Pz77cu3XffbZY/F8yxDOLfJdsKyuz5BQxTGnkqbXXRVcTJQ1rjGXxuIDg1zTtvvs4Hzhc+OGa55Bo1q/r1wjm9Vl0xS0WC6XSzeFTdo+k5I2coGwAHPFUM59thzxAgDmKsP3I/wC9vyT+O9Z/UKBAbb2fUzTfIbZcb1j+oGNXO32dpdcauju0E0NG0AuJmex5bGNgT5RHQH0LHWTW/RjJbpDY8d1bwy6XGodyQ0lHfaWaaV3oaxjyXH8QXN3g6+9A4pP+F1H9SqFVNti4VLnwiWywW+zz3DiAuNeaakjoI6w1Ae64O7Pn3/xctNPytAbu4lzem+5AHaS53S2WWgnut5uNLQUVKwyT1NVM2KKJo73Oe4gNHzkrEYnqJp/nrJ34NnFgyFtKQJzarlDV9kT3c3ZuPLv86568X+Aa5W3RPQObUy1XvKcYxWlpzn1ut873zGRpg6TyNJJd2IkiE25Ak5nb+WCb24Jargqv9fdMp4arGbDkk1vbBdbXXTzmtgpu03+JLJI0tLw3d0TiPiBxB2CA21REQBERAEREAREQBERAcpM3/bEKb+Ue0/1qBdW1ykzf9sQpv5R7T/WoF1bQywiIhgIiIAiIgCIiAKgeNLiKyPhk0qt+f4xYbbdqqsvkFrdBXmQRhj4ZpC4chB33iA9HUq/lpR7rR97dZP44Uf8AVKtAbiYxdJr5jdpvVRGyOW4UMFU9jN+VrpI2uIG/XbcrSTGOMnjB1SzPN8c0Z0AxLJKXC7xLbaqaS6NpXtHaysiLhPUR8xcIXE8oIG3m3C2201zLEKzD8YttHlVnnq32qjjbTx10TpC4Qt3AaHb79D0XNTh50mvGpuqmtslq4nr9pILdlUjXx2u4Pphcuepq9i/lqIubs+U7fG27Q92/UDcLWHi1zjQLRfDr/qRpfC7U3MKmSghxqjrmGmhna8jd0zHSAtDXQ9GkkukA3b1Izug2oPGLfs1lsnEFonjWN2OahmrKa6Wi4Nk7ORrmBtNIwTzEvIe483kDZp27lgtT+HTSbVDQzDdLNVta33O7W50pseX1N0jFbWVTCe1cDLI4T9NmvZzOOzAd2kAioeHbU3WnRziwt3ChlmrNPqpjNyt8s9LcWu7aotwZBLMznkJc5p2iDXRue8ASMLSO4gSWPjK4k9aMsySi4TtDLHfsdxKu8DrLlfq8RPrSC7YRNM0IjLuVxG5fsOUuDd9lt1p/dsov2EWO9ZrjzLDfq6hinuNsZN2oo53NBdFzeflPT9PetCtbtBbLozFlvEvwn8S1JikkHb3G4WKO5RTUdVI1xL4I9nFrnF+4bDKx453coLegG2/CZq5kOuegGK6l5XboqO7XKKeKqELS2KZ8E8kJmYPMH9nzbdwJIG4AKAg3DzxTZXrHr/qvpFecbtNDb9PrhWUdHVUpkM1S2Gtkp2mTmcW7lrATsB1K/dk4o8quvG1kHC9LjlqZZLPbmVsdxaZPCnudRU9Rykc3JtzTuHQdwC0x0o0Uz/Wvi91+teAa7ZBpjUW3JrvUVFXZ2zl9Yx10maI39lUQnYHr1J/EpdwzYDkmmHulV/wbLtQ7lnV2tthf4Rf7kJBUVnaUNLK3n7SWV3kMe2Mbvd0YO4dABY+N8Y/GDqhm+c4zoxoDiWSUuE3ma2VU0t0bSva3tpWRFwnqI+YuELyeUEDbzbhXbnnE/WaCcP8AatTeIXFY7RmFeX0oxq2VDJjLWczyyNkrXvaGdm1r3P5iGg7dXENOj3D9pNeNTdW9cZLVxPX7SQW7K5Q9lruD6YXLnqavYv5Z4ubs+Q7fG27Q92/WbceWK3XA8B4fL/d80uGomO4jd6qnvF5qJjM+4SOmgla6R/O/mcWQTxglx25SN+pCAuzBNdOPjOL1Zcj/AMGPGrPg92qqdj4665clzp6WR7Q6odzTNds1pLuXwcOO3QdyjHEVxhcXnD1VXC+ZPoJidNh0l8ntVlus10bLJWR7yugc6KGoc9hfFEXnmY0A9Dsei26xXVrTHNrNQZBimfWK5UF05BSSxV0e8jnkBrOUkOD9yByEBwPQgHotSvdcfvfMZ/jhT/1OrQEu/wAIfixw7R3UDVHWTRDGsa/Y5a6ausbYbmyqjr3vlDZGyCGoe5oDXNI+L1Pn7llLRxtWOx8I2P8AEtqhaoqatvz6mlpbPay4+FVbKmeKOKMvJ5QWQF7nOOwAd3nZpzXGd95hnX/AKf8ApYVz71Wst5ZwQ8NGdSUslbjNhul7hutKJHNa+Sa4vfFzbelkE7Ob9zzbD4yA3Cw3X7j5zustWW2vhexu24Vc5oSIbhc+zuTaZ7wDN5czDsGnm2MG5A6A7hbE696iXLSXRzLdSbRQU1bWY9bZK2GnqS7spHNI6O5SDt18xXsw/WHSzOcdt+T4pntirbbcWs8HkZWxtPM7YCMscQ5r9yGlhAcD0I3UH40vvVdTf+ATfztQGe4a9VLtrbohi2qV8ttJb66/QTSzU1IXGKMsqJIwG8xJ7mA9T3kqvcc4nMovXGrlPDFNjtrjslgtMdxhuLTJ4VI91LSzcrgXcm29S4dB3NC8fAdmWIW/hO07t1flVnpquOkqmvgmromSNJrJyAWl24PUfnVTYH+226j/AMWYP7OtqA/GA8Z3GVrHdMmp9H+HvEMho8ZuL7fVTOuraVzDzPDNxPUs5iQwnyQQp1xD8WOumhWEaVTVWmGPuzbO5Z6O5WeerL4aSraYQyOOWOXkIJlAJLyO7qOq1j4N9KteNRbtqnU6Pa+SaeU1FkZZXQNtjarwt7nTFj9yRy8oBH5VYHujeOZHRWDh1xTJs2lqb5FXy0FdkTGdi99TtRMfWAAjkPNu/YEbHz+dAbKaJ6j8X18y2op9ftDMewzFoLdNUe+VFeIKmTwhpZyxljKmQ8paZCTy7eSOqqDHuMris10qLtlHDLw92K74TZbhJQvqb1cmx1daWgO2YDPE2N/I5ri3aQDmA3JVl8Ouit203zasu984w8h1Tgq7ZLRiy3W6OqIoyXxuM4Y6plHM1rHN35e556+nWbWPSGLhWx68cRPCHxLU1vsklRFUTYyK+KspqlksrWNbBs5zJw3n6NkYXBgce03HUDY3XrXHi702tFNmOF6CY9csaosVhvmRVVbd42vtlW1kj6qnDO3jkkbExrSC2M82523PQRzhv4mOL/Xt9hyjxHYnQ4BeH1UUmQRXJpdAYhIzm8HdU9s4CZgaQGbkbkdOqnWU6hXTVfgGyLUa92oW6vyDTm41lTTtBDGyGjkDnMBJIY4jmbuSeVw6lYz3Nb7z7D/96un9fnQHn0F4zLjlZ1WsOuWN27Fcj0obPWXKnt8rpI5qKEOEr4w9xLi18feDsRLFt3qGUnG3rQOE++cTt406xqih996ehx+g553CppzP2Us0juffo8lrdg3rG4kbEKuPdGNJ7WeILTW5Wa719ol1dljxTI/BCGienjq6RrZD++dtJGCDu09hH0797l90Sx2zYjwTV+LY9Qx0dstFRZ6Kjp2DyY4Y542tb+YDqgNj9IczrdRdKcO1AuVJBS1eS2Ggu08EG/ZxSTwMkc1u5J5QXEDc77LUGi4zeLLP9W9QtNdFtCcUyZuC3mst80k1yFLJ2EdTLDHI4zVEbS53ZHcN32PmC2F4X8yxAcPelVqOVWcVv7EbNT+DGui7XtfBIm8nJzb82/TbbffotAdJtMLtqZxS6+0tq4i73pK6hyi4yPqbZXOpnV4dcakBji2eLmDdtx1PxvMgOmGjl61RyDT63XXWXDqLF8smfOK210dUyoiha2VwiIkZJI080YY47OOxdt07lNVBtE8elxHTOz4vU6l1Wf1FtbNFNkNXUmeesc6V7/LeZJCS0PDOrz0aO7uU5QBERAEREAREQBERAEREAREQGj3FJpjxDR8YeEa/aP6THMaLF7Aymcx9yp6WN85dWNdGTJI1w2bO124BHm9KzWcYBr/xl6QZZpxrRpFRaY3C3SUd0xas99462KprmdqHNlERcWM5Dyk7b/deYA8ux3HRAaHx333RF2kB4f5NBbabybb7yHNX5BTGHwIs7LtDHznebs+nPzb7+V2e/RfLUngqznDOBaDQjTy3tyrLam/098uvgskcEc1Q7pIWGZzQWsY2JgJILgzfYb8o31RAaX8YHChmWq2jGE5Dp7agNSMMtNPbHUoljY+topYBFU0pc9wjPKXOcOY8paZR151Hqfggy/UvgQwjSLKaOLGtQ8QqblcKFlVIyVjHy11S/sJHxFwDJY5IzzNJ5SGEjoQt8UQHPPP5uPvUHRa5aA55wzUF5udfRxUDMppr5SRgxsfG4SPDpCwyO7Pyjzs3J35R3Hb7hlwfI9NdA8IwTLqSOmvNltUdLWQxytlayQEkgPaS13f3g7KzkQHPat4SNY6TjYnu1lxl50muec27O6uvkqIHMFZTQzTbdmZO0/y9TURgBm3ltPcF5sz4PtXck45KzIhiMnipu2V2vKK+v8KpzFNJS0xeQ6Iv7TrNJPEfI/6wnu6rokiA1O4yeGXUXUDM8M1/0ImoRqDg0kbW0dXKImXCnZKZI2c7nNaC1zpQWuLQ9srhzDYA1xq1iPGlxmW+x6XZlpDb9KcRpq6Kpv8AcZbzFWPqpYwRvHGx3MWDmLmx7OBcGEyeSt+EQGk3ElwxZnedY+HVmmWCvuOE6dT0NJcXuqYeWkooKqm2D2yvDpPuUTidg4nY+cr3T8Pmoel3HtadYNJsDhGn+T200uTGgdTU8VLLI1zZD2PM1x+6R007i1p3Jf591uWiA0R0P4PMju+ccSdDrNggoLFqNWzssdxfLBLI6J9bUzNmi5HlzC13gsuzuXcsZuDsQPhpnpRxRWfhR1T4Zc7wOqrZqOhqaXDbkyvpnxV8L5CDTgmXmjaCOePnDfJeWnl5QDvqiA55akcMmud84HtHdKLVgM8+V4zkXht1twrKYOpoOatPOXmQMd/lo+jXE+V8x2nXugvCjm+rItOqGiVr8JzGlp5bHdqSKWOF9xtszHN3LpXNYTHzPGx6lsm4O7GrdNEBo9qZwYZ1qjws6SWy1SMx7VDTK1wGkiqJwGuk5GdrTmRhLWvD4o3Mk8oAs26BxcIXrVS8eOvuk8miebcL9ubeJpqd8+S0t7o4ontglDwQx0haC7brtJ5zs0dy6KogIppfYLni+leJYteIWx3C0Y/QW+qja8PDZoqZjHgOHQgOaeo6Fa7e526L6m6LYLmlp1PxWWx1d0yI1tJHJUQzGWDsWN594nuA6gjY7FbaIgNMuHPhuze3aucSJ1Vw6eixLUyrqaeim8LiJrqOaoq+ct7N5fGezmaQXBpHMPOFEtIMR40+DWmvuluH6P0WquH1VfLU2C4R3uKjdSyPDesjHu5msOwLo+Vo5+ciQg7nfpEBqRwk8LGeYplGe638QrrbNm+orZqaot1I4SRUFJK/nmjMgc5p5yI2hrSQ1sTRzO5iBV2j+BcaPBxR5jpVpzotbdQbBe7nLXWC9NvUFO2mmfG2MSzxvc1xBjjh5mHswHNds9wO66EIgNLNGuEfPNJODLU3AbhR01wz/PbbcZZKOkmYWslfSmKnpRK4hjiDzEu3DQZCNyBzGEVHBbmeQe5/WnT646cUlNqtj1ZUXCihLqXwp3NcJHOi8IDuXlfTyb7c+27Wb9QNuhSIDVip1E4zsF020zksmgNPl1wgsRpswpam8U8NYyuj5IonxvEpB5gx8jtmPB7Ro3bsVDuGLh+1iq+JzI+KPVHT6zabwXOilp6THLbPFK+aSUND5ZjES3c8he9x2c+R/Nyjqt2EQBERAEREAREQBERAEREBykzf9sQpv5R7T/WoF1bXKTN/2xCm/lHtP9agXVtDLCIiGAiIgCIiAIiIAoHrLohp1r5i1PhuptomuNqpq1lwjiiq5acidjHsa7mjcCRyyP6b7dVPEQGvmn3Abw0aYZlas+w3Da6kvVmmM9HO+8VUrWP5S3cse8tPRx7wsXffc6uFLI73cMhu2C3CWuulVLW1L23usaHSyPL3kASbDdzj0HRbLogKMv8AwVcO+S6Z45pLd8PqpcexKSrls0bbrUtlpX1MrpZj2gfu/me4nZ/MB022WY0W4VdC+H+pqLlpnhMVFc6qMwzXKpnkqap0ZIJYJJHEsaS1pLWcoJA332VtogNZ6r3OXhJrMifkdRp3VOfLOaiSlN5rPB3yF3MSW9pvsSfi77ebbZbFWSyWfG7RR4/j9sprdbbdAympKSmiEcUETBs1jGjoAANtgvciArfT/h60s0wz3KtS8NslRSX/ADSeapvE762WVs8kszpnkMe4tZu9zjs0Dv27l/aLh80ut+tNfxA0tkqGZtc6dtLU1prZTG+MQxwgdiXdmPIiYNwPNv5yrHRAa0373OvhTyW+3HI7vg1wlr7rVzVtVI291bQ+aV5e8hok2G7nHoOitfG9B9KcY0mh0OpMSpqzCoWSxi13FzqtjhJO6d3MZSXE9q8uB33adtttgp+iA1ssPuePCvjOX0GaWTB7hS11rrYrhRxtvdX2UM8bw+NwBk5vJc0EAkjorU1n0L021/xqkxLU+zz3K2UVa24QxRVctOWztY9gdzRuBI5ZHjbfbqp+iAjOdadYpqPgtw03yyhkqrDdKdlLUwMnfE58bS0gB7SHDq0dQVisZ0Q0wxXSqHROhxanqsMgilgFruBNXG9kkzpnBxlJLvujy4EncHbbbYKdogNaLf7nTwn2rJqbKbdgdfT1FHUsq4IGXusEMcrHBzSB2nN0IHTm2V853hGO6kYfdsFy2kfVWe90zqSshZK6Jz4z3gPaQ5vd3grPIgNYKT3NvhIoauGtpsCuLZqeRssZN8rDs5p3B2MnpCtu3aBaY2rWa6a/UVlnZml4pG0VXWmslMb4WxRRACIu5B5EEY3A36b+cqxEQFeaR6CaZaHOvztObNPbzktWK649rWSz9rMObZw7Rx5fju6DYLya3cOGk3EPT2il1UsNRc47G+aSiENdNTcjpQwP37NzebcRt7+7ZWciAorS3gn4d9Gsp/ZlgGJVtDdPBZqLtZLrUzNMMreV7eV7yOo8/ePMo1Qe5wcIlvvkd7j02nmETxIyiqLvVy03MDuN2OkJcP4LiQe4ghbNIgMFkGEYxkuE1+nVxtcbMfuVtktE1FTbwMbSPjMZjZybcg5DsOXbbzLH6WaW4ZozhNFp7p/bpaGx258z6eCSofO5plkdI/y3kuO7nuPU+dS1EBX2peg+mmruQYpk+dWaetuGFVvvhZpI6yWEQT88T+ZzWOAf5UMZ2duOnzlZHVfSfCNa8MqcA1DtstfZauWKaWCKpkgc58bw5h52EOGxAPepgiA1uxf3PThYw7JrRl1gwevgudjrqe5UUrr1VvEc8MjZI3FrpCHAOaDsRsUyj3PThYzHJrvl1/wevnud8rqi5Vsrb1VsEk80jpJHBrZAGgucTsBsFsiiAhekej+B6HYezBNObZNQWaOolqmwy1Mk7hJJtzHnkJd12HTdTREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREBykzf9sQpv5R7T/WoF1bXKTN/2xCm/lHtP9agXVtDLCIiGAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCKNeMrAPXC1e0tTxlYB64Wr2lq8Z47nrJLYkqKNeMrAPXC1e0tTxlYB64Wr2lqZ47jJLYkqKNeMrAPXC1e0tTxlYB64Wr2lqZ47jJLYkqKNeMrAPXC1e0tTxlYB64Wr2lqZ47jJLYkqKNeMrAPXC1e0tTxlYB64Wr2lqZ47jJLYkqKNeMrAPXC1e0tTxlYB64Wr2lqZ47jJLYkqKNeMrAPXC1e0tTxlYB64Wr2lqZ47jJLYkqKNeMrAPXC1e0tTxlYB64Wr2lqZ47jJLYkqKNeMrAPXC1e0tTxlYB64Wr2lqZ47jJLYkqKNeMrAPXC1e0tTxlYB64Wr2lqZ47jJLYkqKNeMrAPXC1e0tTxlYB64Wr2lqZ47jJLYkqKNeMrAPXC1e0tTxlYB64Wr2lqZ47jJLYkqKNeMrAPXC1e0tTxlYB64Wr2lqZ47jJLYkqKNeMrAPXC1e0tTxlYB64Wr2lqZ47jJLYkqKNeMrAPXC1e0tTxlYB64Wr2lqZ47jJLYkqKNeMrAPXC1e0tTxlYB64Wr2lqZ47jJLYkqKNeMrAPXC1e0tTxlYB64Wr2lqZ47jJLYkqKNeMrAPXC1e0tTxlYB64Wr2lqZ47jJLYkqKNeMrAPXC1e0tTxlYB64Wr2lqZ47jJLYkqKNeMrAPXC1e0tTxlYB64Wr2lqZ47jJLYkqKNeMrAPXC1e0tTxlYB64Wr2lqZ47jJLYkqKNeMrAPXC1e0tTxlYB64Wr2lqZ47jJLYkqKNeMrAPXC1e0tTxlYB64Wr2lqZ47jJLY5k5v+2IU38o9p/rUC6trkzmd3tcvH7T3uKvgdQDUK1zmpDx2fZipgJdv3bAA9V1B8ZWAeuFq9pasuUVzZnK3yRJUUa8ZWAeuFq9panjKwD1wtXtLVjPHcxklsSVFGvGVgHrhavaWp4ysA9cLV7S1M8dxklsSVFGvGVgHrhavaWp4ysA9cLV7S1M8dxklsSVFGvGVgHrhavaWp4ysA9cLV7S1M8dxklsSVFGvGVgHrhavaWp4ysA9cLV7S1M8dxklsSVFGvGVgHrhavaWp4ysA9cLV7S1M8dxklsSVFGvGVgHrhavaWp4ysA9cLV7S1M8dxklsSVFGvGVgHrhavaWp4ysA9cLV7S1M8dxklsSVFGvGVgHrhavaWp4ysA9cLV7S1M8dxklsSVFGvGVgHrhavaWp4ysA9cLV7S1M8dxklsSVFGvGVgHrhavaWp4ysA9cLV7S1M8dxklsSVFGvGVgHrhavaWp4ysA9cLV7S1M8dxklsSVFGvGVgHrhavaWp4ysA9cLV7S1M8dxklsSVFGvGVgHrhavaWp4ysA9cLV7S1M8dxklsSVFGvGVgHrhavaWp4ysA9cLV7S1M8dxklsSVFGvGVgHrhavaWp4ysA9cLV7S1M8dxklsSVFGvGVgHrhavaWp4ysA9cLV7S1M8dxklsSVFGvGVgHrhavaWp4ysA9cLV7S1M8dxklsSVFGvGVgHrhavaWp4ysA9cLV7S1M8dxklsSVFGvGVgHrhavaWp4ysA9cLV7S1M8dxklsSVFGvGVgHrhavaWp4ysA9cLV7S1M8dxklsSVFGvGVgHrhavaWp4ysA9cLV7S1M8dxklsSVFGvGVgHrhavaWomeO4yS2NPERFRF2EREAREQBERAEREAREQBERAEREAREQBEXnrq+htdJLX3KsgpKaBpfLNPIGMY0d5Lj0AQHoRQG068aQXu+S47bc+tUlbE9sYa6Xkjlc7uEcjgGSHzbMJ69FPQQ4BzSCD1BC9SjKPNGFJS5M/qIi8mQiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiA1Dvv3ycX8Z6P+mjW3i1Dvv3ycX8Z6P+mjW3il4rlD0I2H5y9QiIohJCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiKN6g5j+wTFqrJfe7w7wYsHY9t2XNzODfjcrtu/0LKTk7Iw2oq7JIobnOsGm+nMbv2WZVR0tQGF7aRju1qHgd20bN3Dc9ASAN9+vQ7YfViW95No5NcMfv1VjtXW09LVeEUxLpI2PLS6MOBaeoO3MNlXOmfB3p5SUVJf8wr63JKuoY2cxyfcKcE+V1Y0lzj5ju/Y9eno3Qpwy5qjNU6k28sEYS9cXWaZtXvx/Q/Tqrq5n+S2rq4TNI3f912TDyM29LnEekLzWvho1m1auNNd9ddRKi30TyHPpINqmeNvN1DYmlsDCQN9wT5tx6NpbJYLHjdAy1Y/aKO20ce5bBSwtiYCe87NAG6rfiP1bvOkGDQ3rH7fS1FfX1jaOJ9SSY4N2ucXlg25zs0gDcbEgnfbY7IVfiUaMbGudL4c1WVyRH3PXhSzLFKKy4nnGS2HI4mO5q+unZK6of6JYS1sZA8wic07d5KqjIOF7jd4anGfAas55jkRc8RW3erAYD0DqSTaVhI6kQ8w7/K9OvlBxa67Udeytmy6Ksja7mNNPb4OyeNiNjyMa7br5nAroforrnmd2wax5ZTVBp47jTNmdQSyGeFhG7eVpOxA6ebbzehTZ1ckUq8U15fsyJCnnb9y2n5/uaz4ZxqWR9X7y6p4rWY7XMkEcs8Eb5ImHzl8bvurNvQA8q/8AGMyxTNKAXPFMgobpTk7F1NMHlh9Dm97T1HQgHqPSrwuGneknFDaJGaq6YWevrIIexbcBuyrjHm7OZnLIwAncN5iPmK0c4vuCqy8LVqh1a0m1Jv8ASQOnbDBQTtBqIC7cOIqo3M3aQSOUx9x2JK8ywVOpH3lJ6HqOLnTlkqI2MRaOaZ8ZGo9qqqaz5ZSUmSUzvubZZD4PUg+YmRoLXADfvZufT6d3KKp8MpIark5O1YH8u++2/wA6rqtGVF/ETqVaNX5T7oiLUbQiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIDUO+/fJxfxno/6aNbeLUO+/fJxfxno/6aNbeKXiuUPQjYfnL1CIiiEkIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIpZpjidFmOVw2q4zPZTMjdPIGd7w3byd/Nvv3rzOShFyfQ9RTk7IiaLcWixTGrdRG3UVioYqYgh0YgaQ7cbHm3HXp6VTeuGn+P2CjpsislOKN08/Yy08Y2iO4JDgP3J6dw6fi88SljoVZ5LWN08O4RzXKeREU0jhERAEUs0wxShzHK4bVcpZG0zY3TSNj6F4b+5383f3/wD3WzFFimM2+iNto7DQx0zhs6PsGkO6bHm3HldPSolfFxoSy2uzfSoOor3NO0Vv64afWDHqamyKyQCj8In7CWmjb9zJLSQ5o/c/F7h06+bz1At9KrGtHPE1zg6csrCIi2HgIiIAiIgCIiAIiIAiIgCIiAIiID//2Q=="/></p>
<p>The market makers are a compelling pressure on the sell facet of the financial market. They are liable for figuring out promising prospects, analyzing financial statements, assembly with firm management, and constructing monetary models to forecast future efficiency. They then suggest to portfolio managers whether or not to purchase, hold, or promote particular securities. Till several a long time in the past, most funds relied on sell-side analysis from brokerage companies. Nonetheless, as the business grew and became more competitive, many giant institutional traders began to construct their own in-house research teams to gain an edge available within the market. Invested Better might obtain compensation from some of the monetary advisors or firms featured on our web site.</p>
<h2>Can Buy-side And Sell-side Analysts Work On The Same Company?</h2>
<p>Invested Higher does not provide advisory or brokerage providers, nor do we provide individualized suggestions or customized funding recommendation. At Invested Higher, our mission is to revolutionize how individuals join with financial advisors. We use cutting-edge media and expertise to rapidly and simply match folks with their best financial advisors, whereas concurrently serving to advisors remodel these connections into enduring client relationships. In conclusion, the phrases “buy-side” and “sell-side” refer to two distinct but interconnected sides of the monetary market. The buy-side is primarily involved with buying securities to generate returns, while the sell-side is focused on selling securities and providing services to the buy-side. The Motley Fool reaches millions of people every month by way of our premium investing solutions, free guidance and market analysis on Fool.com, top-rated podcasts, and non-profit The Motley Fool Foundation.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="400px" alt="what is the sell side" 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<p>We offer a 14-day risk-free trial the place you could get trading alerts despatched straight to your telephone. These are phrases that get thrown around a lot in finance, but when you’re new to this world, they could sound a bit mysterious or complicated. These are relatively easy concepts, however the necessary aspect is that both sides have analysts, and they have different goals.</p>
<p>Well-liked sell-side companies are Goldman Sachs, Barclays, Citibank, Deutsche Bank, and JP Morgan. Examine out our record of prime one hundred investment banks, in addition to boutique banks and bulge bracket banks. On the compensation entrance, sell-side analysts typically make extra, however there could be a variety, and buy-side analysts at successful funds (particularly hedge funds) can do significantly better. Working circumstances arguably tilt toward buy-side analysts; sell-side analysts are incessantly on the street and often work longer hours, although buy-side analysis is arguably a higher-pressure job. Institutional traders value one-on-one conferences with company administration and will reward those analysts who arrange those conferences. On a very cynical stage, there are occasions when these analysts become high-priced travel brokers.</p>
<p>Before moving into the specific forms of institutional traders, let’s establish whose cash these institutional investors are playing with. As of 2014, there have been $227&nbsp;trillion in global assets (cash, fairness, debt, etc) owned by traders. On the Buy Aspect of the capital markets, we now have professionals and investors which have money, or capital, to BUY securities.</p>
<p>When you see inventory analysts on the information, or hear that &#8220;Analyst XYZ raised their value goal oncompany,&#8221; these are normally sell-side analysts. Sell-side analysts are employed by funding banks and brokerages &#8212; places that sell financial companies to shoppers. Total, the sell-side performs an important position within the monetary markets by providing priceless services to both corporations and investors. The three primary markets for this promoting are the stock, bond, and overseas change market.</p>
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		<title>How The Smart Money Trades: An Inside Take A Look At Institutional Trading</title>
		<link>http://beta.travelpartnergroup.co.uk/how-the-smart-money-trades-an-inside-take-a-look/</link>
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		<dc:creator><![CDATA[vince]]></dc:creator>
		<pubDate>Fri, 31 May 2024 23:29:49 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">http://beta.travelpartnergroup.co.uk/?p=20999</guid>

					<description><![CDATA[To do that, you have to find these property with significant development potential (or assets that can considerably lose value). Totally Different from most retail traders, institutional merchants buy and promote assets primarily based on a solid reason; therefore, they research and look for distinctive opportunities. The incorporation of artificial intelligence (AI) and machine learning...]]></description>
										<content:encoded><![CDATA[<p>To do that, you have to find these property with significant development potential (or assets that can considerably lose value). Totally Different from most retail traders, institutional merchants buy and promote assets primarily based on a solid reason; therefore, they research and look for distinctive opportunities. The incorporation of artificial intelligence (AI) and machine learning into trading strategies is ready to redefine institutional day trading. These applied sciences allow algorithms to study from huge datasets, adapt to new market conditions, and make extra informed selections. AI-driven trading models have the potential to reinforce predictive accuracy and additional reduce the time required to execute trades.</p>
<ul>
<li>In instances of market stress, the fast withdrawal of liquidity by algorithmic buying and selling systems can exacerbate value swings and result in flash crashes.</li>
<li>For instance, financial establishments intently monitor rate of interest announcements and expectations to determine when to buy high-interest-rate forex and sell a low-interest-rate forex.</li>
<li>In the foreign exchange market, institutional merchants typically engage in carry trades, exploiting rate of interest differentials between currencies to generate returns.</li>
<li>Institutional traders have the flexibility to put cash into securities that typically are not available to retail traders, similar to forwards and swaps.</li>
<li>Institutional buying and selling is an idea that many traders want to know extra about.</li>
</ul>
<p>Notably, within an institutional context, job alternatives are, to a big extent, influenced by one’s instructional background and hands-on experience in monetary markets. In the realm of high-frequency trading (HFT) and algorithmic buying and selling, institutional merchants gain an edge by executing giant volumes of trades at lightning pace. Embracing these superior buying and selling mechanisms allows for the exploration of market inefficiencies and the capitalization on momentary pricing anomalies, all whereas minimizing the trader’s footprint out there.</p>
<h2>What Makes Institutional Buying And Selling Unique?</h2>
<p>Their clients are typically firms, pension funds, or different institutional investors. Merchants from the institutional sector use both technical and elementary analysis instruments to purchase and promote stocks and other monetary property. The analysts on their team conduct thorough research and provide recommendations based mostly on their research. These high-octane methods, when flawlessly integrated into a broader investment framework, can substantially raise the aggressive bar for institutional merchants working in the fast-paced world markets.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="406px" alt="what is an institutional trader" 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"/></p>
<h2>Institutional Trader Vs Retail Trader</h2>
<p>By incorporating insights from institutional buying and selling into your approach, you will be higher positioned for success on this dynamic marketplace. These rules goal to stop insider buying and selling, protect buyers from fraud, and preserve general market stability. Some focus on elementary evaluation whereas others depend on technical analysis or quantitative models. These buyers have vital assets to take a position out there, which makes them influential gamers. Institutional traders vs individual merchants is a topic that has been debated for years.</p>
<p>Our content is full of the important data that’s needed to assist you to become a successful trader. Our watch lists and alert alerts are great for your buying and selling education and learning experience. It may not appear to be a giant distinction, however the day by day common volume in the US surpasses $500B.</p>
<p>Since institutional merchants deal with a big volume of commerce, they have the power to make an influence on the share value of any stock. For this very purpose, they could additionally generally break up the trades among the varied brokers. If the institutional fund is sizeable, then additionally they have the capability to personal a better market capitalisation. Institutional buying and selling refers to the shopping for and promoting of monetary assets by large entities such as banks, pension funds, insurance firms or funding funds. Unlike retail trading, which is carried out by individuals or small groups, institutional buying and selling handles large volumes of transactions, which allows it to considerably influence the markets. The sheer quantity of trades executed by institutional investors like banks, hedge funds, and pension funds inherently impacts market costs.</p>
<p>They play the lengthy recreation, focusing on strategies that work over years, not days. Retail traders use buying and selling platforms that give them entry to shares, bonds, choices, futures, and other financial automobiles. With the rise of new trading platforms like SoFi or Robinhood, some retail investors can entry IPOs, commodities, cryptocurrencies, and extra <a href="https://forexarticles.net/tips-on-how-to-use-insider-and-institutional/">Tips On How To Use Insider And Institutional Inventory Ownership</a>. Institutional merchants dominate the market because of their substantial capital, sophisticated strategies, and entry to exclusive financial instruments.</p>
<p>The repercussions of those advancements are multidimensional; not only do they redefine the strategy and capabilities of professional merchants, but in addition they culminate in a considerable international market influence. Such developments promise to steepen the trajectory in direction of an era the place efficiency and precision are the linchpins of economic mastery. For instance, retail traders may not have access to the identical charged advertising or distribution instruments that institutional traders make the most of. Despite the differences in trading volumes and assets, institutional traders exert an enormous influence on the monetary market. These establishments commerce in large volumes and have entry to superior expertise, analysis, and analysis instruments that allow them to make knowledgeable investment decisions. In the foreign exchange market, institutional traders typically engage in carry trades, exploiting rate of interest differentials between currencies to generate returns.</p>
<p>Institutional traders buy and sell securities for accounts they manage for a bunch or institution. Pension funds, mutual fund families, insurance corporations, and exchange traded funds (ETFs) are common institutional traders. Institutional day trading is a sophisticated and integral part of recent financial markets. Its evolution, driven by technological advancements and progressive methods, has redefined how giant financial institutions have interaction with the market. From high-frequency trading and statistical arbitrage to market making and momentum methods, institutional day buying and selling is characterized by its reliance on velocity, precision, and complete knowledge evaluation. With the proliferation of high-frequency buying and selling firms and algorithmic trading strategies, securing a aggressive edge requires steady innovation and funding.</p>
<p>Direct market access permits institutional traders to directly access the markets and trade with minimal latency. There are a selection of resources available for people who need to be taught extra about institutional buying and selling. Some recommended books embrace &#8220;Trading and Exchanges&#8221; by Larry Harris and &#8220;Market Microstructure Theory&#8221; by Maureen O&#8217;Hara. In addition, there are on-line courses offered by monetary institutions and academic platforms that provide a strong basis in this subject. Institutional traders are making trades for banks, insurance firms, and even hedge funds. These corporations handle massive amounts of capital, that are invested in securities, bonds, property, and commodities.</p>
<h2>Institutional Buying And Selling Firm Examples</h2>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="400px" alt="what is an institutional trader" 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"/></p>
<p>Our live streams are a nice way to study in a real-world setting, with out the pressure and noise of attempting to do all of it yourself or listening to “Talking Heads” on social media or television. We first observed this in the course of the pandemic, during times of excessive market volatility and notable occasions like the GameStop and meme stocks quick squeeze. Although retail traders and institutional merchants are completely different breeds of traders, retail traders often become institutional merchants. A retail dealer may start to commerce for their very own private account, and in the event that they perform nicely, they could start to trade for friends and family.</p>
<p>As extra players enter the market, revenue margins may be squeezed, making it increasingly difficult to achieve consistently high returns. Institutional merchants are topic to rigorous compliance requirements designed to mitigate systemic risks. These standards require institutions to implement advanced threat management protocols, including continuous monitoring of trading algorithms and real-time evaluation of market publicity. Common audits and stress checks are carried out to ensure that trading methods do not jeopardize the steadiness of the financial system.</p>
<p>As such, sturdy cybersecurity measures and redundant methods are essential to safeguard trading operations. Institutional day trading has its roots within the early days of electronic buying and selling, when developments in know-how started to reshape how trades were executed. As buying and selling flooring gave way to electronic platforms, institutions capitalized on the speed and effectivity of these methods. The transition from conventional pit trading to algorithm-based strategies allowed establishments to course of vast amounts of information in real-time, offering a aggressive edge in a fast-paced market environment. In this post, we’ll take a closer look at institutional trading and the good money techniques that establishments use to make profitable investments.</p>
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