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	<title>Catalys &#187; FinTech</title>
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		<title>What Is An Preliminary Change Providing Ieo? A Comprehensive Guide</title>
		<link>http://catalys-interfaceculturelle.com/what-is-an-preliminary-change-providing-ieo-a/</link>
		<comments>http://catalys-interfaceculturelle.com/what-is-an-preliminary-change-providing-ieo-a/#comments</comments>
		<pubDate>Fri, 19 Jul 2024 18:17:15 +0000</pubDate>
		<dc:creator><![CDATA[catalys]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

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		<description><![CDATA[For blockchain tasks that generate a lot of buzz, IEO platforms might help them elevate capital rapidly. Just have a glance at BitTorrent, which managed to boost $7 million simply ieos 14 minutes after its listing on Binance Launchpad went live (it was later bought by Tron). That stated, there are some marked differences from [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>For blockchain tasks that generate a lot of buzz, IEO platforms might help them elevate capital rapidly. Just have a glance at BitTorrent, which managed to boost $7 million simply <a href="https://www.xcritical.in/blog/initial-exchange-offering-ieo-meaning-and-how-does-it-work/">ieos</a> 14 minutes after its listing on Binance Launchpad went live (it was later bought by Tron). That stated, there are some marked differences from preliminary public offerings and IEOs you need to pay attention to. Binance launchpad, and the newly introduced launchpool, are platforms within the Binance ecosystem that helps projects convey their tokens to launch. They provide full service advisory service, from pre-launch to to post itemizing and advertising help.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/multiple-levels-of-trading-partnership-ams-xcritical-features-768x512.webp" width="404px" alt="what is crypto ieo"/></p>
<h2>What Is Preliminary Change Offering (ieo)?</h2>
<ul>
<li>Even as blockchain know-how is quickly developing in myriad fields, it has already radically transformed the way companies and organizations can elevate capital and fund tasks.</li>
<li>The trade may also generally have some sort of Know-Your-Customer (KYC) verification required in order to use its providers.</li>
<li>This was adopted by comparable restrictions enforced by India’s central bank, the Reserve Bank of India (RBI), in April 2018.</li>
</ul>
<p>In addition, Know Your Customer and Anti-Money Laundering processes are additionally conducted by the trade rather than by the token issuer. The IEO initiatives themselves have also learned not to have such excessive or uncapped funding rounds. Each IEO is limited to some specific and restricted provide, which will increase the demand. Bittrex customers must be totally verified to find a way to participate in these preliminary choices.</p>
<h2>How Is Cryptocurrency Taxed In 2024: Your Bitcoin Tax Guide</h2>
<p>The opinions and views expressed in any Cryptopedia article are solely those of the author(s) and don&#8217;t mirror the opinions of Gemini or its management. A certified skilled should be consulted prior to creating monetary choices. Overall, while IEOs current certain risks that investors want to pay attention to, in addition they offer vital opportunities, especially because the market matures and evolves. With correct due diligence and a cautious method, collaborating in IEOs is often a worthwhile venture for those seeking to diversify their investment portfolios within the crypto house. A current instance of a successful IEO was Sui (SUI) via KuCoin Spotlight in April-May 2023. A much-anticipated project, its IEO garnered vital curiosity within the crypto neighborhood, with participation from almost 250,000 customers on the KuCoin Spotlight token sale platform.</p>
<h2>How Do Ieos Differ From Preliminary Coin Choices (icos)?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/mica-regulation-what-is-it-and-why-does-it-matter-img-2-768x512.webp" width="408px" alt="what is crypto ieo"/></p>
<p>The change will also commonly have some kind of Know-Your-Customer (KYC) verification required so as to use its companies. In general, if you consider that an change is trustworthy, there&#8217;s a purpose to imagine that it will select initiatives which have some extent of trustworthiness or credibility. The excessive demand, limited supply, and rapidly closing gross sales occasions are being repeated on the Initial Exchange Offerings that we are seeing at present, however without the network-wide slowdown results. IEOs and ICOs are comparable but IEOs are seen as an enchancment due to legal changes and more rules in the crypto market. Hal Finney was a pioneering determine on the planet of cryptocurrency and is considered one of the necessary early contributors to Bitcoin. His work has had a lasting impact on the development and adoption of cryptocurrencies.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/forex-broker-marketing-plan-tips-to-forex-companies-768x512.webp" width="402px" alt="what is crypto ieo"/></p>
<h2>Preliminary Exchange Providing (ieo)</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/22c525fa-82c3-4b64-b0bd-e5cc4cedb952-768x513.webp" width="405px" alt="what is crypto ieo"/></p>
<p>We hardly ever run ads, however sometimes earn a small fee whenever you purchase a services or products through a link on our website. We were right to warning that it might just be one other crypto fad without real substance as that&#8217;s indeed how it has turned out. Will such a fad every come back again, i am sure it&#8217;s going to as the crypto house has a brief term reminiscence when massive cash is to be made. Less than a month later, Binance Launchpad concluded its sale of the Fetch.AI (FET) tokens. Participants were solely able to use BNB tokens for the FET sale, which generated $6 million dollars for sixty nine million tokens within 22 seconds. But in a shock transfer the token was de-listed from Binance in November 2019.</p>
<p>In IDOs, projects list their tokens immediately on a decentralized change. IEOs are the crypto world’s equal to a inventory launch or IPO (initial public offering). Some coins go straight to exchanges through IEOs, whereas others hold IEOs after initial ICOs (initial coin offerings), additionally referred to as crypto presales. IEO is a sort of crowdfunding the place funds are raised through a trading platform. It is the other of the initial coin offering (ICO), which is when businesses try to boost interest of their initiatives on their very own websites (it was banned in China in 2017). Binance Launchpad was one of the first IEO platforms to begin in the sector, and many opponents quickly adopted.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/how-to-trade-synthetic-indices--768x512.webp" width="404px" alt="what is crypto ieo"/></p>
<p>The SEC is interesting this ruling, leaving it unclear whether IEO tokens are securities. A portion of the proceeds from the IEO will usually go to the change in addition to a listing payment. In this information, we’ll explain everything crypto investors have to learn about IEOs, including tips on how to discover high IEOs in addition to how to spend money on them. We publish guides, evaluations and news on tech, cryptocurrency, Bitcoin, blockchain &amp; privateness. Our content material is up to date regularly to maintain our privacy-minded readers protected, informed &amp; up to date.</p>
<p>Considering that nearly all ICOs failed after launch or noticed their tokens drop significantly in value, this isn&#8217;t an overly pessimistic outlook. The breakneck speed of investing where preliminary offerings are promoting tens of millions of dollars of tokens in minutes and even seconds is one thing we&#8217;ve seen earlier than. Huobi Global is doubtless considered one of the longest-running crypto-asset exchanges in the world having began in 2013. Huobi Tokens(HT) are essential to using the Huobi Prime token sale platform.</p>
<p>For a younger startup in search of initial funding, this is a protection that they usually wouldn&#8217;t have entry to or sources for. Well-developed exchanges can supply authorized recommendation and clarity as well as entry to a full legal staff to assist nascent startups traverse via the minefield that&#8217;s the blockchain business. It is in all probability going that being on an trade from the beginning will bring extra types of traders who wouldn&#8217;t have normally participated if it concerned a direct, smart contract interaction. The consumer experience of an change is far more acquainted to most people than collaborating in a pure ICO. These coins or tokens have been additionally provably uncommon, might be owned and exchanged with out restriction, and could probably be tied to how that community functioned. IEOs bring many benefits like better security, fast access to funds, and a selection of vetted initiatives.</p>
<p>A cryptocurrency wallet is a software programme or gadget that stores a user’s private and non-private keys. Unlike its predecessors, the IEO introduces a new paradigm, blending the thrill of crypto investments with enhanced safety and credibility. Having a robust business model, skilled group members, a viable use case for the expertise, and providing a whitepaper are completely essential. Organizing an IEO is akin to stating that they are committed to the long-term success of the project. When developers of a cryptocurrency project decide they need to organize an IEO, a sophisticated process must be followed before the first dollar could be raised. The IEO is managed by a government, the change, which can be seen as counter to the peer-to-peer and decentralized rules on which blockchain applied sciences were based on.</p>
<p>The crypto market is thought for its volatility, and IEOs are not any exception. Post-IEO, there&#8217;s often a rush of trading activity, which might lead to significant value fluctuations. Investors must brace themselves for this rollercoaster ride, understanding that the value of their investment can swing wildly in a short interval.</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
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		<title>Trading API for CFDs, Forex from the leading CFD Platform IG International</title>
		<link>http://catalys-interfaceculturelle.com/trading-api-for-cfds-forex-from-the-leading-cfd/</link>
		<comments>http://catalys-interfaceculturelle.com/trading-api-for-cfds-forex-from-the-leading-cfd/#comments</comments>
		<pubDate>Thu, 18 Jul 2024 20:35:54 +0000</pubDate>
		<dc:creator><![CDATA[catalys]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://catalys-interfaceculturelle.com/?p=51197</guid>
		<description><![CDATA[Content The Definitive Resource for Crypto Basket Trading Simple Guidelines to Follow While Practicing Algo Trading in India How can you assess the user-friendliness of an API trading platform? Education Organizations and Virtual Platforms What Is an Application Programming Interface (API)? But First, Here’s a Brief History of Algo Trading: Who typically trades with APIs? [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">The Definitive Resource for Crypto Basket Trading</a></li>
<li><a href="#toc-1">Simple Guidelines to Follow While Practicing Algo Trading in India</a></li>
<li><a href="#toc-2">How can you assess the user-friendliness of an API trading platform?</a></li>
<li><a href="#toc-3">Education Organizations and Virtual Platforms</a></li>
<li><a href="#toc-4">What Is an Application Programming Interface (API)?</a></li>
<li><a href="#toc-5">But First, Here’s a Brief History of Algo Trading:</a></li>
<li><a href="#toc-6">Who typically trades with APIs?</a></li>
<li><a href="#toc-7">Interactive Brokers Group Cookie Policy</a></li>
</ul>
</div>
<p>With an API, traders can access live market data, execute trades, and manage their accounts without even logging into the broker’s platform. This connection enables traders to implement their own <a href="https://www.xcritical.com/blog/trading-api-meaning-and-benefits-of-api-for-trading/">api for trading</a> custom platform or use third-party software for trading. In a world of digital transformation financial industry has been lagging behind for years.</p>
<h2 id="toc-0">The Definitive Resource for Crypto Basket Trading</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="what is api trading"/></p>
<p>As an API trader, you may encounter issues such as connectivity problems, data discrepancies, and system downtime. As an expert in API trading, I have personally developed various trading algorithms that have delivered consistent results over time. By combining technical indicators, pattern recognition, and machine learning algorithms, I have managed to identify profitable trading opportunities in dynamic market conditions. Once you have chosen your preferred API trading platform, the next step is to set up your API trading account. This typically involves creating an account, generating API keys, and configuring your trading environment. The most popular and flexible Web API on the Internet <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> is the REST API based on representative state transfer.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="306px" alt="what is api trading"/></p>
<h2 id="toc-1">Simple Guidelines to Follow While Practicing Algo Trading in India</h2>
<p>As you can see in the image below, the API’s role comes in the middle of the application and server when you send a request to the application to do something. Hundreds of markets all in one place &#8211; Apple, Bitcoin, Gold, Watches, NFTs, Sneakers and so much more. You will also learn what the purposes of its use are and what the main types are. At the end of the article, you will discover the main advantages of using API in trading.</p>
<h2 id="toc-2">How can you assess the user-friendliness of an API trading platform?</h2>
<p>All in all, you may now be piecing the puzzle together, realising that there is a great deal of moving parts, that are both interoperable and that apply to API and screen-based trading. From the buyside perspective, when we’re looking at the second main use case of trading – clearly the systematic style of API trading is quantitative, and model driven. Manual trading can still be profitable for skilled traders, but it requires constant monitoring, emotional discipline, and adapting to market changes, which may be challenging for some.</p>
<h2 id="toc-3">Education Organizations and Virtual Platforms</h2>
<p>With an API, you can use the functions of a program with no need to understand the underlying code that’s powering it. Established in 1999 in the United States, FXCM is among the industry’s longest-standing brokers. It is particularly recognized as one of our top recommendations for API trading. IBKR Campus offers several resources to help you integrate your strategies with our platform. It is possible to do what you are suggesting, however execution will likely be unstable.</p>
<ul>
<li>We have briefly touched upon the differences between the two modes of crypto trading.Here, we present the pros and cons of each at a glance.</li>
<li>Continuous monitoring of both your trading strategy and the API’s performance remains integral.</li>
<li>High-Frequency Trading (HFT) is a subset of API trading that involves executing a large number of trades within milliseconds.</li>
<li>An application programming interface (API) is a way for two or more computer programs or components to communicate with each other.</li>
<li>Although it opens up thrilling possibilities for traders, it’s essential to be careful and follow the rules set by SEBI and other regulatory bodies.</li>
</ul>
<h2 id="toc-4">What Is an Application Programming Interface (API)?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="what is api trading"/></p>
<p>Growing markets, regulatory approval, and an increasing number of algorithmic trading API, all have made trading markets using API a trend. Also, brokers have played a key role in making algorithmic trading accessible to retail traders and firms to a great extent. Before deploying your API trading strategy in the live market, it’s essential to backtest it thoroughly. Backtesting allows you to evaluate the performance of your strategy using historical market data. By simulating trades over a past period, you can assess the strategy’s profitability, risk-adjusted returns, and overall performance metrics.</p>
<h2 id="toc-5">But First, Here’s a Brief History of Algo Trading:</h2>
<p>It is used in applications wherein some information needs to be transferred based on user action. Developers can find out exactly how to authenticate with the API, what data is available for consumption, how to place orders through the API, and other technical details. It&#8217;s essential to be familiar&nbsp;with these details before choosing a broker when&nbsp;looking for specific functionality.</p>
<p>While HFT is not suitable for all traders due to its technical requirements and regulatory implications, it’s worth exploring if you have a deep understanding of market microstructure and access to the necessary technology. As an expert in API trading, I have developed my own backtesting framework that allows me to analyze the performance of my trading strategies across different market conditions. Backtesting has been instrumental in fine-tuning my strategies and identifying potential improvements. Any API solution is a complex, multi-component tool, the stable operation of which determines the overall efficiency of trading or investment activities.</p>
<p>APIs play a crucial role in the modern financial markets by facilitating the flow of information and enabling seamless connectivity between market participants. They provide access to a wide range of data, including real-time prices, historical data, news feeds, and more. APIs facilitate real-time communication between computer programs, applications, or clients and servers. By leveraging the use of APIs, traders gain access to millisecond-level updates on exchange rates, providing them with a real-time pulse of the market. There is an increasing number of such applications with low- or ultra-low latency solutions built in.</p>
<p>Fast-forward to 2024, they now form the backbone of forward-looking companies’ technology architecture. Their role in shaping the landscape of electronic trading, revolutionizing workflows, and enhancing overall efficiency in the USD 7.5 trillion daily FX market is pivotal. Dhan’s APIs are designed to be highly scalable, meaning they can handle a large volume of requests and data without compromising performance. Integrating Dhan’s APIs into your existing trading system or application is straightforward and requires minimal coding effort.</p>
<p>Whether you’re trading stocks, forex, commodities, or cryptocurrencies, APIs can provide you with the necessary data and functionality to execute trades with ease. The use of API in trading is a simple and clear process for beginners as well as for experienced and advanced traders and investors who are well-versed in the intricacies of these solutions. The specifics of their work are implemented to allow you to interactively view information about the methods of the open program interface and send requests about the status of the trading process types. This is achieved through a highly informative support service that provides all the required information for comfortable and effective work with API of any type and purpose. Today, the sphere of electronic trading is over-saturated with companies striving to create their own unique and valuable product that helps traders work comfortably in the financial markets. The trading application programming interface (API) was created in an effort to combine the advantages of different solutions and simplify the trading process.</p>
<p>IG accepts no responsibility for any use that may be made of these comments and for any consequences that result. The market maker makes money from the positive difference between the buying and the selling prices. If prices fluctuate a lot, there is of course a risk that you will lose out on the actual price fluctuations. This can go both ways, it is also possible that you will make money on these fluctuations, but it is important to be aware of the risk.</p>
<p>For example, a broker may offer a Python library that provides a set of functions, or methods, for placing a trade rather than having to write your own functions to do so. This can help accelerate the development of trading systems and make them less costly to develop. It also enables businesses to enforce security protocols across all integrated applications, ensuring safe data transmission while complying with industry standards, and enhancing efficiency. Firms can link systems and applications, cutting down the time and resources (financial and human) needed for integration projects.</p>
<p>XTB is regulated by the world’s biggest financial supervisory authorities, including the Financial Conduct Authority. IBKR&#8217;s FIX connection lets institutions create trading systems to take advantage of our high-speed order routing and broad market depth. IBKR&#8217;s industry standard FIX connection provides a direct and scalable solution to our trading system by using a VPN, extranet, leased line or Cross-connect connection. Now we have another factor that lies around the world of APIs and systematic trading that drives activity, and that is data.</p>
<p>All algo-based trade orders should be routed through broker servers located in India and the stock exchange must have a risk control mechanism that caters to risks due to such trades. On most stock exchanges, there are people who do what is called market making. This way, the market maker sets buying and selling prices in the market and creates liquidity.</p>
<p>Any modern organization uses APIs to run their services and they are increasingly connected to the cloud. This simplicity facilitates quick and efficient setup, allowing you to start leveraging the benefits of Dhan’s APIs in your trading activities promptly. It’s also advisable to consult with a financial advisor or legal expert if you have specific questions or concerns about API trading in India.</p>
<p>She has worked in multiple cities covering breaking news, politics, education, and more. Moreover, artificial intelligence (AI) is playing an increasing role in APIs across all sectors. And the API ecosystem is an important factor in AI development with its ability to simplify tasks including predictive analytics and natural language processing. Now, let’s explore the advantages of using the Dhan API trading platform.</p>
<p>They contain important information, rights and obligations, as well as important disclaimers and limitations of liability, and assumptions of risk, by you that will apply when you do business with these companies. Now, let us see the global external provider for real-time data which is Finnhub. Finnhub makes use of state-of-the-art machine learning algorithms to collect, clean, and standardize data across global markets.</p>
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		</item>
		<item>
		<title>Market Maker Which Means, Factors &amp; The Method It Works</title>
		<link>http://catalys-interfaceculturelle.com/market-maker-which-means-factors-the-method-it/</link>
		<comments>http://catalys-interfaceculturelle.com/market-maker-which-means-factors-the-method-it/#comments</comments>
		<pubDate>Mon, 10 Jun 2024 20:00:51 +0000</pubDate>
		<dc:creator><![CDATA[catalys]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://catalys-interfaceculturelle.com/?p=51003</guid>
		<description><![CDATA[This, nonetheless, must be balanced in the direction of paying larger charges for more transactions. AMM assists within the establishment of a liquidity system to which anybody who are the market makers in crypto may contribute. We promote digital advertising courses at LearnToday and we all the time say, our competition is not the opposite [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>This, nonetheless, must be balanced in the direction of paying larger charges for more transactions. AMM assists within the establishment of a liquidity system to which anybody <a href="https://www.xcritical.in/blog/what-is-market-maker-in-crypto-world/">who are the market makers in crypto</a> may contribute. We promote digital advertising courses at LearnToday and we all the time say, our competition is not the opposite ed-techs who promote comparable products. Our actual competitors is folks deciding&nbsp;to not enroll&nbsp;in a digital marketing course.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/metaverse-internet-future-1-768x483.webp" width="405px" alt="How Do Market Makers Work"/></p>
<h2>Market Maker Method Skilled Dealer Training</h2>
<p>If the distinction between these costs is low, the chance in trading such counters reduces. Since they guarantee the provision of securities out there, they lower the order execution time for investors. When plentiful securities can be found out there, the order execution time for particular person traders will automatically lower. Stock exchanges, brokerage companies, AMCs, and other players depend upon them to improve the overall buying and selling scenario.</p>
<h2>Market Makers Are Member Corporations Appointed By The Stock Trade To Inject Liquidity And Commerce Quantity Into Stocks</h2>
<p>Ministry of Commerce and Industry, Government of India &#8211; has awarded her for contributing the Tagline for promotion of Geographical Indicators of India. The finest method to understand this is to check a liquid market with an illiquid market. Market makers could additionally be launched in a phased means in the Stock Exchanges and to begin with, market making could be introduced solely in the Stock Exchanges of Bombay, Calcutta, Delhi and Madras.</p>
<h2>How Do Market Makers Impact Liquidity?</h2>
<p>Companies submit a draft offer doc to SEBI that includes company data. Upon approval, the firm launches an preliminary public providing (IPO) on the first market to promote its shares to investors. To some or all the buyers who made bids in the course of the IPO, the Company presents and allots shares. The secondary market (stock market) is then used to record the shares, enabling trading.</p>
<ul>
<li>There are plenty of market makers in the financial industry competing in opposition to one another.</li>
<li>Third-party buying and selling methods play a vital function on this setup by bypassing typical brokers and facilitating substantial orders from various institutions to &#8220;cross&#8221; with each other.</li>
<li>Our GST Software helps CAs, tax specialists &#038; enterprise to manage returns &#038; invoices in an easy manner.</li>
<li>Some forms of market makers are often identified as “specialists.” A specialist is a sort of market maker who operates on sure exchanges, together with the New York Stock Exchange.</li>
<li>To hold the market risk decrease, they scale back market volatility and supply liquidity.</li>
</ul>
<h2>Why Would Market Makers Competitively Enhance Prices?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/what-is-cryptography-and-how-does-it-work-768x512.webp" width="406px" alt="How Do Market Makers Work"/></p>
<p>Specific companies and funds are mentioned on this article for instructional functions solely and not as an endorsement. The Market maker might be exempt from the margin necessities for buying and selling in the scrips in which he is making the market. The market maker will perform inside the Bye-Laws Rules, Regulations of the Stock Exchanges. The major benefit of such an order-driven market is that it facilitates transparency in transactions by displaying all market orders publicly.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/custodial-vs-non-custodial-wallet-what-s-the-difference--768x512.webp" width="404px" alt="How Do Market Makers Work"/></p>
<h2>The Last Word Guide To Know Market Makers</h2>
<p>There occurs to be a person whose job it&#8217;s to match the assorted wholesalers directly with customers. When this man is advised somebody wants to purchase a crate of peaches, he checks out the prices for this merchandise at a number of wholesalers after which comes back to the consumer with one of the best price. That’s why we’re a quantity one voice on the means to enhance the markets to work even higher than they do at present. We seek to be a force for positive change in market construction globally, strengthening investor confidence in market integrity and access to financial opportunity. We work intently with regulators in all of the markets in which we function to know their priorities and lend our data and experience.</p>
<h2>Self-directed Iras And The Chance Of Fraud</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/cutting-edge-software-top-5-features-xcritical-img-2-768x512.webp" width="406px" alt="How Do Market Makers Work"/></p>
<p>This course exhibits you what you are not conscious off and answers questions I discovered usually are not answered by the normal strategies. I might be recommending this course to those I know which may be severe about wanting to commerce but have turn out to be annoyed with win lose situations. I even have been practicing the teachings and methods round worth action for sometime. Andrew Bloomenthal has 20+ years of editorial experience as a monetary journalist and as a monetary companies marketing writer. The proven fact that the costs of listed securities are set as per the forces of demand and provide and are disclosed publicly, buyers are assured to amass them at a fair worth. Mostly, a&nbsp;stock change in India&nbsp;works independently as no ‘market makers’ or ‘specialists’ are present in them.</p>
<h2>Sebi Allows Launch Of Passive Elss Funds In India – Here’s All You Should Know</h2>
<p>The report examines the market drivers and restraints for cochlear implants as well as how they&#8217;ll affect demand over the forecast period. Market makers function as key market individuals to earn earnings from the distinction quantity. They give purchase and promote quotes to create a variety after which earn from buying and selling volumes on a day by day basis. Their trades contain a big risk as there is no assure of execution of each side of the transaction. As mentioned above, the primary position of a market maker is to spice up liquidity and buying and selling quantity out there.</p>
<p>The third market also provides flexibility in trading methods, allowing institutional traders to implement customized approaches tailored to their specific investment goals. Access to alternative buying and selling platforms, darkish pools, and direct negotiations with other market participants permits them to explore distinctive investment opportunities not obtainable on conventional exchanges. Additionally, the usage of advanced buying and selling know-how and algorithms within the third market ensures efficient execution, optimizing trade processes and outcomes for institutional investors. These benefits make the third market a preferred choice for institutional buyers looking for enhanced liquidity, cost-effectiveness, and flexibility in their buying and selling activities. Market makers are corporations employed by inventory exchanges or individual brokers that operate in large numbers under the name of a standard entity. As mentioned above, market makers purchase and promote ETFs in bulk or in large volume orders to generate liquidity.</p>
<p>They constantly place buy and promote costs on a buying and selling pair by including orders to an order book. On the flip aspect, there are market takers who fill those orders by shopping for or selling tokens at a given value. The orders are placed very frequently, permitting to cut back the market volatility. The idea of market making was first adopted In India by Over the Counter Exchange of India (OTCEI), a inventory trade that comprises of small and medium-sized companies. Instead, brokers willingly selected to be the market maker for the illiquid stocks, for the high percentage of profit involve with it. Wholesale market makers focus on high-volume pools and use order circulate arrangements.</p>
<p>We’ve additionally reminded you to broaden the scope of your investigations to include the opposite qualities and options offered by brokers on their platforms. As we’ve mentioned, the query of which broker model to choose on is a subjective one and depends on your preferences. Your trading strategy and style, for instance, could possibly be necessary components in informing your determination.</p>
<p>Their absence might lead to challenges for patrons and sellers find desired belongings promptly. They guarantee the availability of stocks, derivatives, and different belongings as needed, setting quotes for purchase and sell orders. Maintaining liquidity entails shopping for or promoting belongings, providing bid and ask prices to traders, and profiting from the worth differences. Market makers provide the ETF items for sale on the asking price on the acknowledged inventory exchanges.</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
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		<title>Buy-Side vs Sell-Side: Careers, Salaries, and Exits</title>
		<link>http://catalys-interfaceculturelle.com/buy-side-vs-sell-side-careers-salaries-and-exits/</link>
		<comments>http://catalys-interfaceculturelle.com/buy-side-vs-sell-side-careers-salaries-and-exits/#comments</comments>
		<pubDate>Fri, 12 Apr 2024 22:52:02 +0000</pubDate>
		<dc:creator><![CDATA[catalys]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://catalys-interfaceculturelle.com/?p=51432</guid>
		<description><![CDATA[Content Why SEG Is a Sell-Side Only M&#038;A Advisor Buy-side vs sell-side M&#038;A: Selecting the right approach What Other Roles Do Financial Analysts Typically Perform Beyond Issuing Recommendations? Investment banks are generally part of the sell side since they come up with investment ideas which they sell to their buy-side clients. In today’s fast-moving and [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Why SEG Is a Sell-Side Only M&#038;A Advisor</a></li>
<li><a href="#toc-1">Buy-side vs sell-side M&#038;A: Selecting the right approach</a></li>
<li><a href="#toc-2">What Other Roles Do Financial Analysts Typically Perform Beyond Issuing Recommendations?</a></li>
</ul>
</div>
<p>Investment banks are generally part of the sell side since they come up with investment ideas which they sell to their buy-side clients. In today’s fast-moving and often volatile economic environment, the value of equity research cannot be overstated. Currently, 90% of equity research is consumed by fund managers who have the necessary entitlements to acquire it and the resources to mine for insights. For buy-side professionals, equity research is a critical tool to inform sound investment decisions backed by <a href="https://www.xcritical.com/blog/buy-side-vs-sell-side-liquidity-in-ict-trading/">sell side vs buy side investment banking</a> expert insights.</p>
<h2 id="toc-0">Why SEG Is a Sell-Side Only M&amp;A Advisor</h2>
<p>This is useful for understanding, at a basic level, the difference between the two areas. Modern VDR providers offer numerous benefits when it comes to secure data sharing <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> between third parties and effective collaboration, which is essential for the financial market and especially the investment banking industry. The buy-side investment banking team analyzes the reports made publicly available by the sell-side team, makes its reports based on that, and decides on investment opportunities.</p>
<h2 id="toc-1">Buy-side vs sell-side M&amp;A: Selecting the right approach</h2>
<p>Naturally, the buy side and sell side of the deal are also different in the roles and responsibilities they carry out during the transaction. Let’s take a look at what the buy-side or the sell-side teams do during the M&amp;A process. Finance specialists define the sell-side and buy-side as different parts of the M&amp;A process, practically, the difference between them isn’t that strict but rather conditional. CFI is the global institution behind the financial modeling and valuation analyst&nbsp;FMVA® Designation.</p>
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" width="302px" alt="sell side vs buy side investment banking"/></p>
<h2 id="toc-2">What Other Roles Do Financial Analysts Typically Perform Beyond Issuing Recommendations?</h2>
<p>The buy-side manages a unique business&#8217;s potential investment decisions concerning its corporate finances, such as acquiring pension funds, hedge funds, real estate, and other assets. Analysts behind the scenes often play a critical role when a company&#8217;s stock soars or plummets. Buy-side and sell-side analysts share the goal of analyzing securities and markets, but their incentives and audience mean that their results will often differ.</p>
<h2 id="toc-3">What is the buy side and what is the sell side of the finance world? Explain like I&#8217;m 5.</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="sell side vs buy side investment banking"/></p>
<p>Asset Manager A is a buy-side firm that manages a portfolio of securities on behalf of its clients. On the sell-side, Broker B provides market services, such as access to the stock exchange. Hedge funds, asset managers, and pension funds are typical examples of funds that buy or sell securities in the hope of earning a profit.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="sell side vs buy side investment banking"/></p>
<p>Virtual data rooms provide a secure, all-in-one platform to support M&amp;A solutions for buy-side and sell-side. A virtual data room allows both sides to upload files, perform due diligence, and review confidential information with baked-in security features such as encryption, redaction, and dynamic watermarking. Investment products are not insured by the Federal Deposit Insurance Corporation (FDIC) or guaranteed by a bank, and may decline in value. JPMorgan was rated the best US sell-side research institution in a widely watched investor survey, reclaiming the top spot the bank has held for most of the past 10 years. Occasionally, sell-side analysts fail to revise their estimates, but their expectations do change. Financial news articles will refer to a whisper number, which&nbsp;is an estimate that is different from the consensus estimate.</p>
<p>On average, though, it is a bit more “straightforward” to advance in sell-side roles. Once again, this point depends more on the specific industry and firm type and less on the buy-side vs. sell-side distinction. In short, the stress in sell-side roles has a higher frequency, but the stress in buy-side roles has a higher amplitude. All that said, the buy-side vs sell-side categories do create differences in the work and skill sets. Whether you are on the M&amp;A buy-side or the M&amp;A sell-side, it’s important to have a central place to organize all documents for the&nbsp;financial due diligence&nbsp;phase of the merger or acquisition.</p>
<p>To accomplish the transaction, buyers often bring in an investment bank or M&amp;A advisor to help them through the process. In other words, because private equity firms and strategic buyers are repeat players in M&amp;A, staying in their good favor means repeat business for buy-side advisors. As such, a bank who offers both buy-side and sell-side services doesn’t want to play hardball with a large buyer on a seller’s behalf, because next week the bank wants to do business with that buyer.</p>
<p>Discover the difference between buy-side and sell-side, including buy-side vs. sell-side due diligence. Another way the terms “buy-side” and “sell-side” are used is in connection with the “analyst” role. In this process, Goldman and the client agree that the best course of action would be to raise capital via a debt issuance. Free trading refers to $0 commissions for Moomoo Financial Inc. self-directed individual cash or margin brokerage accounts of U.S. residents that trade U.S. listed securities via mobile devices or Web.</p>
<ul>
<li>As we mentioned earlier, life insurance companies, banks, pensions and endowments outsource to the institutional investors described above, as well as directly investing.</li>
<li>Once again, this point depends more on the specific industry and firm type and less on the buy-side vs. sell-side distinction.</li>
<li>Investment banks are often referred to as the ‘sell-side’, due to the nature of their work, as will be explained in more detail in a bit.</li>
<li>Consider an asset management firm managing a fund that finances alternative energy companies for its high-net-worth clients.</li>
<li>Buy-side research is conducted by institutional investors such as mutual funds, pension funds, hedge funds, and asset management firms, to be consumed only by their own firm.</li>
</ul>
<p>The market makers are a compelling force on the sell side of the financial market. Another way to differentiate the buy side from the sell side is to describe the sell side as investment banking and the buy side as investment management. An investment bank raises capital by doing anything from foreign exchange trades to helping with M&amp;A deals, while an investment management institution manages a portfolio of investments, stocks, bonds, real estate, etc. AlphaSense is a highly valuable tool for buy-side analysts, including hedge fund managers, asset managers, and private equity analysts, as well as for sell-side analysts.</p>
<p>Working conditions arguably tilt toward buy-side analysts; sell-side analysts are frequently on the road and often work longer hours, though buy-side analysis is arguably a higher-pressure job. Institutional investors value one-on-one meetings with company management and will reward those analysts who arrange those meetings. On a very cynical level, there are times when these analysts become high-priced travel agents. Sell-side&nbsp;analysts convince institutional accounts to direct their trading through the trading desk of the analyst’s firm, which adds marketing to their responsibilities.</p>
<p>This is where a company either buys another company (an acquisition, or two companies merge to become a new company (a merger). They analyze reports made by the sell-side and make their own research based on it. On a large account, the mission of many sell-side analysts is to sell the idea and strategy. The bottom line is that if the exit opportunities are your top concern, you should try to start in a “Deals” role. Also, the standards for advancing are higher because you must make money or have the potential to do so.</p>
<p>These companies invest in securities, usually on behalf of their clients or limited partners. One notable gray area is “traders,” who are considered sell-side but they do actively participate in the market’s asset buying and selling. However, it makes sense when you consider that most sell-side traders are doing “market making,” which is ultimately a service for their buy-side clients who are often on the other side of trades. No content on the website shall be considered as a recommendation or solicitation for the purchase or sale of securities, futures, or other financial products. All information and data on the website are for reference only and no historical data shall be considered as the basis for predicting future trends.</p>
<p>On average, you will work the longest hours in “Deal” roles because more work, documents, and deliverables are required to close large deals involving entire companies. If you look at this in terms of Deals vs. Public Markets vs. Support, “Deal” roles have less predictable hours, with plenty of spikes up and down based on what different buyers, sellers, and target companies are requesting. In “Deal” roles, skills such as financial modeling, creating presentations and memos, and reviewing documents to conduct due diligence are very important. Their compensation is relatively fixed, based on internal company budgets – but most people still consider corporate finance an alternative to banking or an exit opportunity. But the compensation ceiling is higher than in sell-side roles because prop traders can use strategies that traders at banks cannot and are more lightly regulated. If there isn&#8217;t enough on the balance sheet to finance an all cash deal, they can take out a loan, issue bonds, or tap other assets to bridge the gap.</p>
]]></content:encoded>
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		<item>
		<title>What is xcritical technology?</title>
		<link>http://catalys-interfaceculturelle.com/what-is-xcritical-technology/</link>
		<comments>http://catalys-interfaceculturelle.com/what-is-xcritical-technology/#comments</comments>
		<pubDate>Thu, 11 Apr 2024 16:42:42 +0000</pubDate>
		<dc:creator><![CDATA[catalys]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://catalys-interfaceculturelle.com/?p=51193</guid>
		<description><![CDATA[Since a block can’t be changed, the only trust needed is at the point where a user or program enters data. This reduces the need for trusted third parties, such as auditors or other humans, who add costs and can make mistakes. RPOW was a prototype of a system for issuing tokens that could be [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img 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" width="201px" alt="what is xcritical technology"/></p>
<p>
<p>Since a block can’t be changed, the only trust needed is at the point where a user or program enters data. This reduces the need for trusted third parties, such as auditors or other humans, who add costs and can make mistakes. RPOW was a prototype of a system for issuing tokens that could be traded with others in exchange for computing intensive work. It was inspired in part by Bit-gold and created by bitcoin&#8217;s second user, Hal Finney. A company called Brave is already attempting this, with potential ramifications for the digital advertising industry. xcritical enables buyers and sellers to trade cryptocurrencies online&nbsp;without the need for banks or other intermediaries.</p>
</p>
<p>
<p>The settlement and clearing process for stock traders can take up to three days (or longer if trading internationally), meaning that the money and shares are frozen for that period. However, the block is not considered confirmed until five other blocks have been validated. Confirmation takes the network about one hour to complete because it averages just under 10 minutes per block (the first block with your transaction and five following blocks multiplied by 10 equals 60 minutes). The nonce value is a field in the block header that is changeable, and its value incrementally increases with every mining attempt.</p>
</p>
<p>
<h2>Centralized xcritical</h2>
</p>
<p>
<p>A private xcritical can be run behind a corporate firewall and even be hosted on premises. A single organization controls private xcriticals, also called managed xcriticals. The authority determines who can be a member and what rights they have in the network. Private xcriticals are only partially decentralized because they have access restrictions. xcritical, a digital currency exchange network for businesses, is an example of a private xcritical. xcritical continues to mature and gain acceptance as more companies across various industries learn to use it.</p>
</p>
<p>
<p>The original idea for xcritical technology was contemplated decades ago. A protocol similar to xcritical was first proposed in a 1982 dissertation by David Chaum, an American computer scientist and cryptographer. Scott Stornetta expanded on the original description of a xcritical of blocks secured through cryptography.</p>
</p>
<p>
<h2>xcritical Timeline</h2>
</p>
<p>
<p>By eliminating intermediaries and automating verification processes — done via smart contracts — xcritical enjoys reduced <a href="https://xcritical.pro/">xcritical official site</a>  transaction costs, timely processing times and optimized data integrity. One of the most important concepts in xcritical technology is decentralization. Instead, it is a distributed ledger via the nodes connected to the xcritical. xcritical nodes can be any kind of electronic device that maintains copies of the xcritical and keeps the network functioning. xcriticals are distributed data-management systems that record every single exchange between their users. These immutable digital documents use several techniques to create a trustless, intermediary-free system.</p>
</p>
<p>
<h2>What is xcritical Technology?</h2>
</p>
<p>
<p>But it still needs intermediaries, however efficient they may be&nbsp;— think eBay, Airbnb, and Uber. Looking ahead, some believe the value of xcritical lies in applications that democratize data, enable collaboration, and solve specific pain points. McKinsey research shows that these specific use cases are where xcritical holds the most potential, rather than those in financial services. With the increasing number of xcritical systems appearing, even only those that support cryptocurrencies, xcritical interoperability is becoming a topic of major importance.</p>
</p>
<p>
<p>By eliminating intermediaries, smart contract technology reduces the costs. It also cuts out complications and interference intermediaries can cause, speeding processes while also enhancing security. When consensus is no longer possible, other computers in the network are aware that a problem has occurred, and no new blocks will be added to the xcritical until the problem is solved. Typically, the block causing the error will be discarded and the consensus process will be repeated.</p>
</p>
<p>
<p>xcritical is an immutable digital ledger that enables secure transactions across a peer-to-peer network. It records, stores and verifies data using decentralized techniques to eliminate the need for third parties, like banks or governments. Every transaction is recorded, then stored in a block on the xcritical.</p>
</p>
<p>
<h2>xcritical Applications and Use Cases</h2>
</p>
<p>
<p>Private or permission xcriticals may not allow for public transparency, depending on how they are designed or their purpose. These types of xcriticals might be made only for an organization that wishes to track data accurately without allowing anyone outside of the permissioned users  to see it. On some xcriticals, transactions can be completed and considered secure in minutes. This is particularly useful for cross-border trades, which usually take much longer because of time zone issues and the fact that all parties must confirm payment processing. Transactions on the xcritical network are approved by thousands of computers and devices. This removes almost all people from the verification process, resulting in less human error and an accurate record of information.</p>
</p>
<p>
<h2>How are xcritical, cryptocurrency, and decentralized finance connected?</h2>
</p>
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width="201px" alt="what is xcritical technology"/></p>
<p>
<p>As a buzzword on the tongue of every investor across the globe, xcritical stands to make business and government operations more accurate, efficient, secure, and cheap, with fewer intermediaries. While confidentiality on the xcritical network protects users from hacks and preserves privacy, it also allows for illegal trading and activity on the xcritical network. Bitcoin&#8217;s PoW system takes about 10 minutes to add a new block to the xcritical. At that rate, it&#8217;s estimated that the xcritical network can only manage about seven transactions per second (TPS). Although other cryptocurrencies, such as Ethereum, perform better than Bitcoin, the complex structure of xcritical still limits them.</p>
</p>
<p>
<ol>
<li>After a block has been added to the end of the xcritical, previous blocks cannot be altered.</li>
<li>A hybrid xcritical has a combination of centralized and decentralized features.72 The exact workings of the xcritical can vary based on which portions of centralization and decentralization are used.</li>
<li>An attacker or a group would need to own over 17 million ETH, and be randomly selected to validate blocks enough times to get their blocks implemented.</li>
<li>Perhaps the most profound facet of xcritical and cryptocurrency is the ability for anyone, regardless of ethnicity, gender, location, or cultural background, to use it.</li>
</ol>
<p>
<p>From greater user privacy and heightened security to lower processing fees and fewer errors, xcritical technology may very well see applications beyond those outlined above. Because of this distribution—and the encrypted proof that work was done—the xcritical data, such as transaction history, becomes irreversible. Such a record could be a list of transactions, but private xcriticals can also hold a variety of other information like legal contracts, state identifications, or a company&#8217;s <a href="https://forexhistory.info/brokers/xcritical-review/">xcritical courses scam</a> inventory.</p>
</p>
<p>
<p>Popularized by its association with cryptocurrency and NFTs, xcritical technology has since evolved to become a management solution for all types of global industries. Today you can find xcritical technology providing transparency for the food supply xcritical, securing healthcare data, innovating gaming and changing how we handle data and ownership on a large scale. The xcritical is a distributed database of records of all transactions or digital events that have been executed and shared among participating parties. Each transaction is verified by the majority of participants of the system. For all of its complexity, xcritical’s potential as a decentralized form of record-keeping is almost without limit.</p>
</p>
<p>
<p>The ICO market subsequently crashed, halving in value from its peak to the next year, though they continue to be a fundraising vehicle in the world of crypto. The original Bitcoin software was released to the public in January 2009. It was open source, meaning anyone could examine the code and reuse it. xcritical is a term widely used to represent an entire new suite of technologies.</p></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Weighing The Professionals And Cons Of Tms Therapy For Depression</title>
		<link>http://catalys-interfaceculturelle.com/weighing-the-professionals-and-cons-of-tms-therapy/</link>
		<comments>http://catalys-interfaceculturelle.com/weighing-the-professionals-and-cons-of-tms-therapy/#comments</comments>
		<pubDate>Thu, 29 Feb 2024 00:38:25 +0000</pubDate>
		<dc:creator><![CDATA[catalys]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://catalys-interfaceculturelle.com/?p=51173</guid>
		<description><![CDATA[Previously, most currency traders have been massive multinational firms, hedge funds, or high-net-worth individuals. Foreign trade markets are part of an digital, decentralized community that may be accessed from almost anywhere. Many major global cities are thought-about foreign forex trading hubs for the aim of managing trading volume. The &#8220;spot market&#8221; is one other method [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Previously, most currency traders have been massive multinational firms, hedge funds, or high-net-worth individuals. Foreign trade markets are part of an digital, decentralized community that may be accessed from almost anywhere. Many major global cities are thought-about foreign forex trading hubs for the aim of managing trading volume. The &#8220;spot market&#8221; is one other method of saying the &#8220;present exchange price market.&#8221; Currency pair costs listed at spot are these that can be settled instantly and at current trade rates. The idea is that two merchants can transfer their forex <a href="https://www.xcritical.in/blog/forex-vs-crypto-trading-similarities-and-differences/">forex trading vs crypto trading</a> proper now; there isn&#8217;t any want to wait a specified period of time throughout which charges might fluctuate in both direction.</p>
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" width="404px" alt="Pros and cons forex"/></p>
<h2>Q Should I Commerce Forex Or Stocks?</h2>
<p>As lengthy as people have been trading, there has been a overseas exchange market. Ancient civilizations traded items and currencies by way of steel coins, whose value was based on their weight. Theforex market has the biggest notional value of day by day buying and selling, providing thehighest degree of liquidity. This means that even giant orders of currencytrades are easily filled with none huge price deviations, eliminating themanipulation and anomalies in costs.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/12/differences-between-mt4-and-mt5-terminal-img-4-768x512.webp" width="408px" alt="Pros and cons forex"/></p>
<h2>Commissions And Charges In Forex Trading:</h2>
<p>However, like all investment opportunity, there are both professionals and cons to consider earlier than diving into foreign foreign money trading. In this article, we are going to explore these execs and cons to assist you decide whether foreign currency trading is well value the danger. The liquidity within the foreign exchange market is unmatched by any other capital market and central banks oversee the markets of their national currencies.</p>
<h2>What&#8217;s International Change Trading?</h2>
<p>Some patients may expertise pain and discomfort throughout or after TMS periods. This can include mild scalp discomfort, gentle complications, or muscle contractions. While this may lead some patients to stop remedy, clinical trials show that this impacts less than 2% of sufferers. Those who experience headaches after remedy can use over-the-counter painkillers such as ibuprofen or paracetamol.</p>
<h2>How Much Cash Do I Would Like To Start Trading Forex?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/institutional-trading-what-it-is-and-its-role-on-market-img-2-768x512.webp" width="404px" alt="Pros and cons forex"/></p>
<p>A 24-hour buying and selling day begins within the Asia-Pacific region, beginning with Sydney, followed by Tokyo, Hong Kong, and Singapore. It then continues by way of Europe, including Paris, Frankfurt, Zurich, and London, before shifting on to North America and ending with the U.S. trading session. The foreign exchange market is very dynamic at all times, with price quotes changing continuously. There are different international change markets associated to the kind of product that is being used to commerce FX. These include the spot market, the futures market, the forward market, the swap market, and the options market. One of probably the most unique options of the forex market is that it’s made up of a global network of monetary centers that transact 24 hours a day, closing solely on the weekends.</p>
<h2>Foreign Exchange (fx): How Buying And Selling In The International Trade Market Works</h2>
<ul>
<li>Forex trading has important advantages and drawbacks in contrast with other markets.</li>
<li>As such, you presumably can swap currencies by taking advantage of short-term differences in provide and demand to revenue from the change price.</li>
<li>The primary markets are open 24 hours a day, five days per week (from Sunday, 5 p.m. ET until Friday, 4 p.m. ET).</li>
<li>Free-floating currencies embrace the U.S. dollar, Japanese yen, and British pound, whereas examples of mounted floating currencies embody the Panamanian balboa and the Saudi riyal.</li>
<li>When combined with the normal technique of TMS (rTMS), CBT improved response and remission rates by ~8% and ~19%, respectively.</li>
<li>The good news is that seizures tend to be isolated events and don’t cause critical long-term penalties.</li>
</ul>
<p>The unique technique of TMS, referred to as repetitive transcranial magnetic stimulation (rTMS), is often administered as quickly as a day for about 30 minutes, 5 days every week for four to 6 weeks. However, this treatment can be challenging for sufferers with full-time jobs or household commitments. The dealer is the one which acts because the exchange which mechanically makes him the market maker. There are many selections of foreign currency trading platforms, together with some that cater to novices. When the euro fell, and the trader coated the short, it value the dealer only $110,000 to repurchase the foreign money. The difference between the cash received on the quick sale and the purchase to cover it&#8217;s the revenue.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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WRGDgNQ1DWPCLk2YhVCOulTPOvoq1zzWFBuWsR7oue05jHXdFSl+w1ky4biiIsFuM4mhJMHQHeFDnraXHllQXHzrZlEGuU9uZcQ4u97ivPA3H57YOxd7uklORbi22ks1q+qKg99NNXLQLX0OznSurSvFnTsL9H3HVsgw5w4w7jLvlhisG/GV/nfu9ihjyz4JjGLrZ8XLFNWtezxcWa2LRBQOIW5yuCWxINjHhFi2+w6u+SjwxswbgkMnHygQ12qhqdoatMyizyoWhaZU4lxwG5XiY/DXEy1Jy9pCdu3FuOcsbpu5+0BR041Wm9BaQQ5CCEIq8kGnNzZrYKteLNaIdUKxzxQwpvuyoTD66JGIHMRz056NS8ZKhLT9uVVBNNSGPKNh783PbC+dy5/yaXFzmbNKW6wgOFaNaFL6j0aULpcVK1rUNOLPsrC4q7m24rmxIjMZcJsYJPDy82cHS2XjykQCWaSEXr1NpFamy5XVrnrUrnktK4Tdo4p/kwFLXBcUxHSz3kI127kum+e0VKsIccMb5eGdy1wX7cc41OY1Ay3CQQhD9iFZ/i8SWkO7Z7DPcmFw+mcU7ilMVZq7JfFOJZspR3KswawzBCYNC7OllyWRuh5uTyzrRWvg1h02whwrtbC1vJlkRWtEt40bso9OpqBplStf1LRC7cXsdXDQ2zD4pXHHkr0JRF1lA5HGPdPNJyJLdG6QkLSiHnNR3Tli/Y6Oto/PKbxKJbpps1XrFnT30yzWpFn4iST7CkTxpiGS75RmzPrSsVOmMExuW0eh+xXFbOI10TGJ8BFxl3y5ooW8gvfVhjBOcxtb8DR++UXi0WbCTabNDzbeIiLWZ7UPqmZdHA2Ar791g8ieLzW4S/R16UdU3r/zEQH1vb+RPV5jqJNDFuyHCX6OnCX6OseiJcTIcJfo6cJfo6x6IYqMhwl+jpwl+jrHohioyHCX6OnCX6OseiGKjIcJfo6cJfo6x6IYqMhwl+jpwl+jrHohioyHCX6OnCX6OseiGKjIcJfo6GkuS6BY9DdF4EMVEEp7cpX7b8FWXCew7TvKrSntylftvwVZcJ7DtO8qGzW9S+07SIitskREQdSQ9YG7ysUHovAstIesC63cViQ9F4FNCzb3qiIiIxERAREQEREBegu4CxWszDnBSUFe0g6h2Du6npqyxmZuDA+omfTPMtEP21aLz6Xp11MX3A7h+uD3yNmvKpYOq20ZPmEq0E/jngXTV0LVEUZNURR+/SvN2V3VGHFmxxLkYXLsbTwBo5oZkMIpE4mlQ17o12a0EXKuXHWnF2PkwFpExrjJvajby2bYuCFLsl2wTbHVjXgeLMQTM66wje9UwzU7zTnUTRWMijFu3dD3NFM5JpsvWuy8OZoIUmzNHm2jCrXPkT0oXnHXwUUnQEREBERAREQEREBERAXmz1UP3Y8KuIxf5NfciJeky0C6o1bYJ6/LbPrmC7ZW49MEouxy1FkavLhtXtGrmGW5vv8AxmYCfSfqS3+hZm+YCthoTc37nPA219fEGV33yPqzfZtHW+xVf7jndFQckIuFd3PjB5Y/Brv5hR7djGijXaKx4W45J20Cz13nLdvMsmztN3QwxWkMOZxYkbtiDgWHAe59sdnHNA8hwiZn+CrlwyxCfSVhxV4zTELuVkzAZSRnZtHl+/Lz/dwPA9rlOylQu3YemaaK3rwhxgPvWPs4NgSRonRAdnpQ4d5hAbluWMrc0Oy3pE2eVH8ecd7xwCmYq+LSio3elwa7J407srl3PF3scTgWjfxrc62JC4HbKTM0D0LzlumVS4/YkYZM56PuO+mOs1t/lmYgh1uXWfwvn7juLGKxto5jwdvwkiyqziaA0jm1jaIdb98bQ7SH9z7BSiXU5cNNnpNTmREXQ0ca1C6pv7hMB9b2/kT1eY69OOqb+4TAfW9v5E9XmOolqHkIiImEREBERAREQEREBERAREQEN0XgRDdF4EGEnDMY2Um3xwfzMCkFsvASUC0ODuOisJiEzAGGdvu2m0Afvl28PvauHvx15TrPZvXtMySoiKZnUEREHVkTaLAveViQ9F4Fm5AOswMD5lR8RtEWupoWdeOVFxCMAy5dfsdxXiOgi4t+BXLrcroKUEXFvwKa3Ja6iHKuJ2YDMWuc+iFHZtHtBlDyhfTAiytw6wWgf5orkMOZX82QaXhwlPCYhB6kN21er3UwfcDuD64PPI2a8fI9meNLEzh+R36ZewfUwS62AdwV/wBcHlP/ACbNS6jDDD0U1n1m4SIiyWuit42BZ+IUZSHva3I6aahNQw9h0ChtI1KcRRVrTkicdeOn+KxcZak7acHEQdj3ATabMpChnlLgM8lTkY12uVCE+0ahvRZU5Ipqmy5q0rxKfIgruRxZBCXdS1bks26Yts7eBaR0ztMt9Rz6peKnLAqXQpn3egqKxEUMkrFi6BnnNrh625q46C23k1FNwb7IcNORLXVFtCNtU46crStMq5IJmirqA28VLSgJdzdj8d+VZCoeOpExgo6ReUyz0SDMagKl5uPkafJms/s37aFJxharyfZMJ6Rab7DEunQhvdHvOaCTIiICIiAiIg/lacWS8+eqXysnFTsK4i/XRoOrGv2x8v8AcvQatM6LzB6rLck3A4mWG2ijlydwZqFDTttN904lm6rDmtsaWJpG0ZvocuuyAaOkIzQPySyBpi6njos5c4Dar03rv59ZWWuQEPDF4T0eEJnQMbR/mYNFSvD1me9tLfr7giz2XslISHQqLTqPftIKZm+3g7OHpTcgFSW2MYMYsPYstq2iBm7jwm9dlDywVipEwJKUd8FnNweF4feer25dqOCDf/r7kjdMHRWjNDClhmmg6LLXDMPrkYC1t+b77c7drNYBSb4u6Qw1CeVeGCa9ovW1Tdv1linehpCADolmsDY2ot0BhKelePr1izF++UUMMUKKa8mn6z22REVtC1D6px7hMD9aweRPF5jL046pv7hMB9b2/kT1eY6iW4eQiIiUREQEREBERAREQEREBERAQ3ReBEN0XgQdTEH2rm78BdSw5IAYtpFdtPrn/fLIXuzO8twoAg1i8gsVZrM7N1FAMDRLon/GUP3U0PymyaoiK2yRERAREQNFERA0UXVkZiKjfXr4Ie+rCGxItXfQgBfGMU3cQoJLoosfNmlWcWU8Kx3277SFcVvGuMzDXuEAQl+aQZAugHp1BcQp2KeFj7cA+D6sNyy783YbGYflfSc480u4rC4e2fBvJR3Obx9SBNos9VW4fL1UMtPNmr3h/wCQWnBgDGLGG5EIl6hdSzkXspueZt4+izRxq3e8zAXn9Zs152r0a6nBJsBYTSsGZxs0durienCKtO1CZxtC/jC/Woe1L+JLh2bgoiKJ6IiICIiAo/eFi2diBF1hb3teOm2FecD9pQ1P2qQIgjTe3pBjNsnEXcTkEQyj95UhtMO0IlacQy1Llq0rTm5/fUftK/cQ3E51tX/ha7hHGnrcKx70UhEFpSlc8jZCOKvFzFBRWKiDEW7csFdcO1uC2ZpnKxjzZzA5YnocRae/QlFl1Cbqw7jLoim7FrKzcCRo5o9auoJ7vQuwbKlK19D0JubmLslpx14l+I9riJasXDxu2cN7uN/6MlIvTCj3Amla9NpBFomLTLm5Glc/pQTimXYUAxFvGWsl1b0zQOx1vmlKRs1tVryjfZPyYDU+TWqHZr8hVzM8XcOy3ifD490iYXFsF0wx0gIjMrri7RrUpr0+UWa7GKG3bexYs43uxo7dRLlnVs/btmpXRdsRqadaUEKldqvg96qmt+pSkiKWvppjTLsLyt6r6F7XFLD1wx6UMGbj0s/53Rbq4B4xu78lhWM4m4ybNb0HThKQa7epV4ehtIB6fNGDTW+1Vd7srck4j7oi8IC4bLnbcjRwsSdjnJFPT0RjFzzpoirxKtqlrNa+lWnm8imzR5Ynj4YNZjfT5kxMYQTcsYxtYwVsXhPbb7ELRtW7Ts+sS3za29BPA78kQ9Ny2irEjupEbpCOelf0xOsKuv0os3nmVPS9S0xKOwG42Z20Ws+AGjvxm6OIB6fOh0eNUYqSwLbSOWeMXmqxiwcHC1tcIu4pbEDKh6d8tuvSnt0Jra35QLC++eeZUlYdTCxvZU47rsgv0vXnmVcRNVQhOFry59b55WBgN7vmF/1qi/xgq9TdTZxwMLQDdVk/7Y88ys5hr1P3GezcSrQvCSuK0TtoCeZSbsAXZtY4QFzy4w5IPQ9ERSjULqm/uEwH1vb+RPV5jr046pv7hMB9b2/kT1eY6iWoeQiIiYREQEREBERAREQEREBERAQ3ReBEN0XgQZUwQGEUBuiMo0WSimd2tIrX6EOipUq1lvdL+2B+CvJuaK0izUWUiIpqKgiIgwste1uQJdB6+5XuKq+cvCVnrtEe0TyQeR0dFW0WBgzOivjRQd9m7boquvWeKBdDtPmVDLLhGQkZjE2NYFAeKC8N2l2FSu3gysbFlPc8rrF6fV7ishEvDvIto+P0pgrlkGYJJqVi9BrCMpqeYj5rJtWYflnDg32U/wA8sq0h4qN9ZMQh+xXFb1txVtiKCL1tI3djLFTc9eMPKFOCDDIx/adLpkEqRRWJxItySLvF7rRzvuJlKkAodYWgbol1Y6NYxrXeLIGiJdpEBblbgu+dqCfRFvOtoVGEk+mq6vbamNSICGnhWmq2d3H1M7hs/wCSYffiwKrXU2GNs6NDFPdYpvbk/oen1OZEpzUSqs082NydIkhHhLoHeBEbudSr+cLxXwi0++oqvuYNK3TK1MEVeXDx17yFY3QB3AKt0tN6buZn16sE2HEuPhmL+EWn31E4Ui/hFt99T/FU5oA7gFNAHcAqXgq/mh+JK+0uOkxFbfNItfvqL+UmIrb5pFr99RU7oA7gFNAHcApwX/bz4kr7S4uGYz4Sa/fUThqM+Emv31FTugDuAU0AdwCnBHxHL7S4uGoz4Sa/fUThmM+Emv31FTugDuAU0AdwCnBHxHN7S0ZbZtaYCKkzwW7G0KJwLfNBloI2fJFpnXir71f1KOyUXIQzW4HlpXrsDmpYmwcXDzsz1k2Jl2oOrTRFX3qKpWmKmFclcYrOi7xgZGb1tDg9obWMHv2j0K5nc9Kmi5U9v2O8NIRjzeQWkjoxoXnzwTdxUfCV5pfHpfaZWxjW7h7t3liRfVmwFoyx6i2JV/ASNZBo/wBkJS0qTT2RUKKvHyuYqV7OdfQ5q7AzkI7EEreTaFoamqLlqca1JwtvC478hrlY0lrciZoLw28+D9aR3ny3TcsEOssjfW59sjEWbZ3LPytxNJtjHcGcIQsuWJMbwBX12Y+3dUyySPYtYweVY2zr+54Jhp0NKtaHLxCFrjoQ30UzWLh8RbdnWVH8Pt78a0KYOqLmzFzqhJCyaw7qK0YuGeRVvw+8mbt2HWmQm793EymuHDs8nZEe+NFvY4ptf1JIB0TB5ZZl36Dq9Clh1SLeVafXc0/NDJ13NPzQyi/H8icfyKnxkrovDIUo67mn5oZOu5p+aGUX4/kTj+ROMlPDIUo67mn5oZOu5p+aGUX4/kTj+ROMlPDIWvHVIZwMvgjAAEIw87qB2P0J4vNxb/8AVGDHDgrb+j/3qB5E8XnUV4+1enU0PrMq7pFBLhoyyLqR7w+roH5ZdtTIaCIiJRERAREQEREBERAREQEN0XgRDdF4EGaVay3ul/bA/BVlKv7hZnZ3vwqf1p068m5vdO6qdhMB4LXAfWEuVR+yHgHkCIAe0qQKaipPDhmEREohq4nbwEa1K+N0IVTV2G/9spA6tW5/a7Id5VSXZ7bHX/rtCqXia060Sy8Pfa4HvykBjADpax+mUKsh4cIo8Haja+ssq7kgTHAj4INH1YpoektXcP7XKkqIilZ7qmjWLwojnYhMUK4bhjX0kw0GUqZoXuqyCIMfbzOVZsNCafb7d92WF/KRBhfmYyms0KHuwVKl1ZGHipIWg9YhN35BytJJjJC12T4Ju8rbnc4HdQODERdscyjymFiICGOYocjZODRBef7H+C0mjsPYONlAysZrNNHtOtyK313MVmzd67mMjeAHQrpliizkS0+ZCFlWv8FVuek0tIliivo8r0IFX/J2foov1tVrTmWEtB0Z1aUK+dG1CFjwGMTb9+oqVrVZuvYVqjNlptWtFTXSJ91xSjirJ4YWuLS0mZTcekHPm4ljiiei46RUlX/wZlNbtxWw0sWfiYG9LziISRuChaRoJB3shq70svRaedePpKLhd4t2RsWyW7rfeEuliF1WPr1tNCSpanpzjpQGdc6Z0+TjorfZu9qbOen0LPNmyogUT4XTRUl/sZlibmk5uCj98xVny8u/OXRA1C00eW+eN2kKn7O9L5uK0n8xb2GbyOlQF0mkdc7sbCrodMsy12ga1R04689FDsebexnn2HAmHd5Dh2E3UESfaa2/Rw9DQ1c3bvfZS6IRUBnlyFa6uXHxqW1vNpUMvdz96qvAa97+vRzP0vMNDFNoScQKPacjvI2sEP2PIqxzXVbgZ5rax5YIZp56zjzevDcjrdCrBg8KbTgpeIuCLE+G+h4QMEHa2HhRhI0DnpUIEVaCLWnHz04s+L3lkrXwxw8sghnNmWJBQZz8ZSR8cEBCeGlP4qzfalFLLlii2RRd3P3qm3N7nrCP5e2rGuu4Cs3e86s2sOYJyn+Z35o8j88uJm8xUnYGVzsjrYm/82ikdaRD9toeeWyfoa/6Oz+pPQ1/0dn9SpcZVZ+Hae41suexLpul8Kor5vCCaBDomaQkaEOsfu2sYJjLINbJiSvoqWPByTt/Ch3kzeOwmMYK2Dps1/7Wzs/qVWXhdV4yk3t4e4bxRBPtjYrwhcMg22tpnFBr2Rdh2fOlMhUrlTKmrWmeVfuO4yopNBx/dU7iJIO2xGloYdupZlcZq6vBUI0CHka1yoZ5rhNohz7cuhgs0vA2GMtNXZOy9xGkjPTtHRQm0d5B5EOj+Mtl7Dw6t/D6OI3ixmdu3m3qv5N3t6ruQNl0pidmv/r6f7f87AWxZco9mH7OOa0a6OqYukLZqaukLj+mtFdl1iOO1raxReSL4cl6ssrUPc1w4I1/6iBrb9ttk9Npct0xjKwInFq1ZiGdnjJxmaQZGOEwe48sq13P15gs40Kbaehav5DCiLAzIYvOYNHha/hVWNwI3M0BiYIN/uRFdbzmJTfbQ3Qn9WmD/crjo9YlhiihhidZN3ShrjzS/bj/AMEswnva4563BQdw60iY8bwmF2LuGto9p/GV6WsMzKAahMAwun6XvygVu2tF2Fj1tWjBg0WcRh0yAD6OEjq1yU9FsZJW6mmr67e03RodP7Mdew/VESnMirtsREQErzIiDUnqlG/qYIW/wYx32brqB5E8Xm0Y11G/+HA/fL026ob7jUL9ZAeRPF56LSh6Tl9Xl2lRoLy6g9BBh++XLwxePwGH75SBFKz86P8ADF4/AYfvk4YvH4DD98pAi9OMlR/hi8fgMP3ycMXj8Bh++UgRDjJUf4YvH4DD98nDF4/AYfvlIEQ4yVH+GLx+Aw/fJwxePwGH75SBEOMlR/hi8fgMP3ycMXj8Bh++UgRDjJUf4YvH4DD98nDF4/AYfvlIEQ4yVH+GLx+Aw/fJwxeOl7Bh++UgQ3ReBDjJUgUUvL12X+rTqVrC3YzBwM7fdtCHRXky5Z9ZicMfYYvflMFD8MfYYvflMF7F0nmofNSCIilop/Rirn9rsh3lV1dkCfhl3K64dHRAdSrE14dnbnIH0dYyjRjHeQOuc+sXg0H4yqXie060TK2b/mn/AMau3HesIT+sj/3yjUdMMWcW0Ac/K6L1dqzeiaf1l/cqGGZrTQ+rLKtBdWOeAkha4O7aC5d+AD28KwlpmAGLLrH/AJ4f8ZaLDSBFxb8b93Em/AG7eFByouLfgNLpwpvxh3cKDlXoBuKSE2NyJiObY29MtJOa2qV96tI0GS8+tYPd16K9T4Ysbg3Nd1xhq0K2c3C9aG0v6C0pX+KV5JYdstF/7ndxtu8ErHKcuoWtvsKkr7/IbKsunOqC3JL45LOnYQ3rSAmqxTTvIWgKU/3q/K1pnXjVW2rvbxrerwcPfS9lpLekHhjhTusbMimlqjkti4ICsI62pExJc9DneB4zGeGqbiD9PSraxjYdttHMEWFG5hGtviIJtFRZqtWVBF7UVqLka0p2OLn41qHukYd6bdGwV4sShIzZy4GRiCLywDeo1sthPcA7muGcf7EiB8Vs0Az2yhp0VQvHlNKv7FTtLve7lhTT6bXw+K7oyTIWN0bdlAPjWjcFqvHJcjbGvGyMcHsUqPIwXlfuefsrumxJt6Njpaau0xbYYxEhtRpHU5WjMJq0rSgjCLXiqItcsq/Txe/KImUj5iMaysa42TNXgqFCX3xLmO3bvAkbuwiIEtOVERazJflk8YyjYbxk4C5anpyRRFoUZKfTTiXbUAa4R2pb9uy0DYbWlkVmCap3VtNwNC7B+7UzHUWeXZqKq4bvPjREyY5Gx4i2rjiqg2d8Rsi7NHv9WnOUJ+VDtcWfI1CHj49XsILFRRgF4N6z7W2HsbJtZB1H0kK7W8zFaDpzVFvvLR1aV7GfHl9Cy8ZKxc3HilYiSbPmpqckVsahRE8NOJBkEREeeT+dhUHuxnsJtYRbcXM1AfZeTEZSjQvbfVoKZfrKP9avynMtdccIulwbo7CGAOelWpmk07KE3KhNo1ZlpTSr8ov2qrd9JHL0/JEru3Kw7huKFfuLYpRpCx7dgzFyO8wiEF5SlNHwgVx2xb1/2tCbEFGDZtBiMcwgiELLlTFLX5OzRWdnt/8AarsplWtc9mmzVSQwwwepHGglhmn6ksn8WsV87d12tia/viXbFHs9azKOK8EHX46vTV0tEP0rHGxm5LkZWS8QvPMrYG7o09HchMbW1Texo4TOlPndf/8AdFDlFMty6jLb4osiKR+Nlj7xFwo+kt9aPLaUDJeZXa/LXh1+fzHiGS8ypCiqpviOX2ke/LXh1+fzHiGS8yn5a8Ovz+Y8QyXmVIUXzhPiSX2ke/LXh1+fzHiGS8yn5a8Ovz+Y8QyXmVIUTCfEkvtNT93PiFat1YVQjGFO8MUNyANy0a8Z9pN3YK0ZW/e799yCE+sgPIjLQRXIVSa7431hERTIhERAREQEREBERAREQEREBDdF4EQ3ReBBIFirt9rkh3lZVYq5+WgZDvKlq0oeswmGPsMXvymCrqztcIo/pg6zw/4KsVRQ9JZ1H5oRdWWecGsCvtDW0V2lKz1f4myW/It2x0PWRgLHxzM8lDaAfg3++Ufm3krJSkgDljct0KmFshOEQgGBo/yOs7rykE20yNNIF9wzFeodYRuWXLIcjwVo8jyx/wAZTaJ6W2f6GdR/EIIAzMeAINFe4cMTbtZs90kpg+qi6wFhGnrUXzzxSt3GgC1dvtc3Q66rRpdQDCFyBum11fpM5qO0mmmqneiHuCaIe4LIChwG5fXN3pOAK/nxlMp1hm3Y/RD3BN5g7gshwP0XLmQ0DrF6cyGGZj9EC9Pepfh0sAbhp/rg88jZrzS4B5LpzL0z6mcz3lgNOA/1vceRM15XkuQRVpXdYm5yeNaT+KEbr031s3vKEoP3h5CyVxPHrJpsuznciHRsDVLWvax07P7FR9nShWO6kuK1mdBAjzwpJIoRjHSpT1MGmtnTj7PZUa2t0AzrjHe2GdylZDK8iDMokox1rrGAaS5Evy6VKV/WsnsXsUELo9XtpJLrbs8+3HSv8lIRoH2ONL6uiw5UMcV5eBplmU39CZq1sEml5Yd3lMYfkflq5JBsZ54UYd9mMc5nesb9eSnO50sC2ne5sseVZ26zDJHtwBtVsGgdY+hs5VLl2OSFz9mi67J61gt0jd9Zc9GtK4fRgK1r3XWNzKhaWmGTsXsqWwnmvNLuLH93/n2Hbw0vK5ZG1BDjZV4RtGiAANWjUJdKu8gm7jx9MpbS4r1KPPZey+fyRv8AwVQfU5ZCNicKbofyL0DRqCRCYpikoIVPUmzx8a3BipBjMxzaSjHoHTd0LVEcW3qCKKvZpXmrzrd0/Uor21y43Kal3enspsNLmv2/6KK7Jcd7lDrUfTAf/pv/AAVyFuO9actR7L6X9W/8FWl6Ha9/Z/UmVf8AS2f1K9xHZ9tnV0mf/k1VYS4b02dMuy9l9KvPTg3/AIKpqVfWJhJitCO2LGsJPzwdCgWDUUfV4cxwh1jirohOtuMtqnHnSmz8lFo/u37bue48YLQ6zorhF1D2w/lDB1MuRC4DWqoajqPBxZYol3T9DrPdRxTXNUxvfdFP8OH7q1nl+bLu4GXoTmaSoQs+QLzdpUstHGSfuK1WN7u3ExEtpTIYtl21CYPyV1Qh4ub9i10xX3OF53zLTV1sLkkLgud6HRpHuggoXkTmD03zOitj9yNc1HeGzWwzMXbSSs/YE0kROg5ZbRdnV5P36cap2WryzXWKaJq3PdSXs2HFw3O+Ou38fx80mHcd5b4qOr+WKTa5x8HZaXh0VSuBTm7buuB9i5JytZF88pQFCtWtT1rlyPHXoQ9D2lSXdiW9Yts2BPYiwmxWDvygR1aykW7M1emqKtK8tUPTZBzpShs6ZfQpbgRhBeuD9jlh9u4Y6bMRrqt2RGtWdKPKmKWuZ6VLkOvoq0pyOfZ+RW5b2Ge6w43N+E3fOsq4YIj8sIwLKUpvraahqbvuVM/2rJ151Xlq4jXDIO3rG+sOpez9uOab6M7cuG7qNNsceei7EXmpSmfLCFX5FLrduCCuyGa3Dbco0lIqRFQzR21LqiMKvNWleZTN6LfbZ17w9gCfQP8AjRVyrGvD2AJ9A/40VcqpMyrzrCIiiVBERAREQaybv33IIT6yA8iMtBFv3u/fcghPrIDyIy0EUsLRg6QiIpk1BERAREQEREBERAREQEREBDdF4EQ3ReBBIERFLVcpzVUWYfM+t8AO0curVVQSHSwnef75W+qkTV1GHyiQ+7LkAFhKsXvaTACFSaPeAkmAnwOhMq0v0wP5V/pgPwVkLDvB9vppBn0QtNHQXmb1WfDDLM6tke3yQ+3ViljQGKU+hypg6Gsq6sj2+SH26s9LVDyR/ee85mEYg7SE6jWJHszH95U7LG60o0fa/Q66gmJHszH95X1N02hpPzVU1kPYZ33lUVHdhXXLTAAtd4g5bWCf7HkVSkd2FBd/R7pXzdWwDT1qJcq4gmAFqLXOse0uSKeShYoJ9YoVoU5M+tPOrKoiL14L0r6mv7hc39aj+RM15qL0q6mv7hc39aj+RM0ExmZqJgN1e9mZh6NoxZ4c1dOnRq5CEKkhXjrXwVqtUMQ7A628MZm+zQtGjq4L/cCE/wC3mDv2Ry/ulcG6rkdthiFfQW+yKm+sJHrQ2fYFUjuv92sZjpGvnm5asNiyYODGNcleSELWL/0ni5LUfXjkp+TsLClexq9lWv1jbEblr/q64efV1l/9tFU27JfM8OHFv4iQkSHbnZ+QZQ71yUpct5iqavRU58tav61bm5iauGe56sFi8AUJwwLKhBlFp1pXL3lTXVDPanY/1h2fwtpaNz/tTB0yv7RX/wASf0Neb2tSKsRvN7nZlNF9t0WAFTB4zes+W/fGW0Vn43dYW5smbhPFG2qYakFbVaj2tbfWjoB1afJXVz8C6+6FwVcXfjRZlyxp2YRtzglXgSU5V3Ro9Z1LSn2OdFP7bw6tmz2UrE7I9ZpNTB5kzd1kYWsbKuWVewLkv1LnpL3wSWXzber6hZ3Nr2fzxx/y/UqkthYv2xfmHcViRsGrFsZTjCJ0QdCC5bS4+xzqA3vurMM2e8rYjZR/sTdyxgXkScYa6NdelNHlebnJRSKcmLW0tA2iX7Za/wCLGFdgXIXhy3ghjptl0JmnI6Kw5P0mQx1xOagudPpf/huq+k3Ki5BpMNqvGn+UPZIQfFxZ1pXjVB2bEmxWx1xEuK63ANprZ9D2UzYAFXYoVm8CA5qlJnnUmeXFRU3EYsXxhM52MSpC9bkumzamMGWjS0DU7JxSoQ0D8vTa2QVaO4juPrs2MSbhrQ2T2dZV5bpeKNBzrvLfUoNUpF2KfVPeaTWCOO77EmSL6VXRG2Xstr9cy2wCjZkAIThpTtxyVd61a/fUVBWvjTb+G+6OxHtCXDWhbjnIzScVLQYR+p2Ycv1mpVbY7ZOW2djLs5V/UtU92DE2/ZjSMvSFgI8ckaRbyTouhShHRQvGeWpWnP2KeBWdR9CHNF9trd1KQ3lzJp9zylpX+X6/9kH3QuFkHirujb0ZSb520KztuL0Sh7y8N/creUIKCGMPcqLWTc2bEhiLExGIsoGhSzIeFJDfZzOqUoY0uGoRVNx0D0XJdhbFz9wQtrRhpy5JlhFsG+zSpXL5xQIh0r75drKlF8adBvku/cYNxLk7EfZ/JmFDL8wytXEFq0byoXjc0dXVZPIuQMwdNPlEUNaV/aunH4wWvclsSFz4cgf3qGP29PThBUydGplnsgKfaEA3PTOtC5fKvzd5cZ3kgJhh7W0IthUOZJaa1nhhF7jvMNQ0r9OutdA7byHLbti0hzTMhK7TOlKVdyBdYxuV7bXs+94FEFKbmg5HIc2+uWSKRqy3qVsHkWRjd2qGvHn9rl2FBoSBirbixQcKxC0aB6EIlUmZF51mQREUSmIiICIiDWTd++5BCfWQHkRloIt+9377kEJ9ZAeRGWgilhaUHSERFMmoIiICIiAiIgIiICIiAiIgIbovAiG6LwIJAiIpVtWt+B0bjjwAVlKur99tEerA1gBFy51Ti6zRvOlEo8Mbwk6leX0dHl1lbnjeAX7RiDpQhByqWwzO8lJtiEHKmD/fLIYkez/2IFVr00mh/NVcWHHLXa77yrVVVYb+20veVaqt2fSZk/XFD73tuVmJRqdkDWEFTBcTv1qVSzRZkkMuGbKgjswAvygOfldZ7+Cq/aBOHpwaK5mhtaZj9fuymF+xoI0seAPz51ny+s0LPz1AxCkjvIYQPzJ5ofuVj8N/bGLvK4bskmLxgXRPrerP7ldvR4HYFfRfIl0Qcr35S06r21pvNLDVaq4t+A31vHX5buKxVpvDyUC0O9PrFUPlr2PD3bIaDEJe09MrebZnVh9XCspelPU2KZ4Fzf1qP5EzXmDbMweeixPjA0V6f9TYrlgXN/Wo/kTNTUQ1pi8kb3XXuj3f/wDK59/B2tg4cAXlqYU7BAjLsU2WhaalM/8ANp/2rWrdo3BFwWIs/wAKH0eEsPHDAHJZ8sXflKLayxYkL+yMP3mv6Dajo5m72cu2+oqi/gVYtp85K6LVKYuxay09v+6b7I9kYtIfY5lT+6JwUaYzQcGzcyzxnsQ0uF/XZa7HKl5x/wD5K5F+a+h5vfWnLFHNFikYEcskNfxRqzue4o+lzPNs1c+CRUFXP6KF/wB37lQuXkblnY8ksFqSkQKldqm3nx1p7+Sh2JU4SOxCuOA2q/5Ow7ASn2odX/cpBhdjcwhn7Sz7x2gCZvOQj5DPIQy9wNX+95q9n31/O2p0r3m7wS6Rdy4qfRj8ZSaasFXPZdpvbzf5U5JgL12Ts1+ZUX3XGMuHWE0BF2K0jwvbmcGHvNm2pTNoHOmocuXNTLP5a5rN7p/dPWluZrbHbFqNmrq75EVaRsWPLSbU7sbLm2f4/wAfOhoacuqedXjdr40jNyZtZ47Kulte6+nd0dIltJfVll6lWPqV7Syphh85W0GGbyDvu+4+1XzHhaJuzRCeJN0OuAwTa33ITLc3DvD6BwnjZWMi27WPiKOQlAShePQCzAHla1+UJF584EQMrdON9oQELcMpCm1zOyyEbQNTtAiZmp24Jg9nR+2XoPBYT2ywhJO3bg25a6mksShX/XK+LI7Jq1px5CNyIqU94WzSnZ95dd3BtPw6fu19CvJp7PFV+rtxYtCzHoIiTpMyEu7DvkMdDw7ySOQVKZdoFWlPtK0URxbw0kMag2/Gu4DaZw+2Kj168dOvVjXI4C1ab0pxcrQWWrrUqL0NcqK6RiCAVAi2fQDHxUpTmXJllzLt5Yo5osUratrmW0lzRc1HYLYL3/hrCQUTMYoa0bDCLoQMTEBas8yV2q1oYh9Y5q0qXiyML9ismMsW1o1o5Y7MVvls8kCyRtiQKV1m4r2zlq1yUopXNf2vEvqGOkPZx0fFa71ERFI8YC8PYAn0D/jRVyrGvD2AJ9A/40VcqpMx7zqiIiiVBERAREQaybv33IIT6yA8iMtBFv3u/fcghPrIDyIy0EUsLSg6QiIpk1BERAREQEREBERAREQEREBDdF4EQ3ReBBIERFKtq6v320R65sUpJ8zFH7yPo9uXDfvtoj1isQXh3jBprH1vVh1nyc5GjefKRJ1bHr+VP88D8FQ/Ej2f+xUxtP1/LfYfgqHYkez/ANivJekk0P5uriw39tpe8q1VVWG/ttL3lWqpbPpMufr1FxO/Wpe8rlXE79al7yrf0Kc1FNPZmP78rQveHBJFjzn7toKrmnsow78r2MHWEs+0+rQklwXdJVCSPRF78phLBOG3NfQ5IwWSj5YGVMJ3yGjomVlmhwSUC0g3vRB0NYyjr5LV3Nh1DMWQYAbcaKPyFhnkpl3KnfBaCMZTBozAzFoMgb0EuXRAHtCglmzM+aX1szFRIeB2AmLJ8Ywu8r1C6mSUpsCbgqbn68XnkbNeaWsvS/qZlP8AmJuH64PPI2altJpay7VVZa5fNZ2J+ENuYgXuZy+iWDiU2rfK3bldg1RUpWpafxMrhZMwMmY2DYIwiAOgxjHzUpTsUUAvWGxXdXQCTw9fWtHiMw3m7dzTY7soOUz5IAai1PCenGs81taU2iwMlMXVIuZCIDt7J97+pWsgao8qkMGmfy5Uz4q1WlHDFF6v1T3N1JL2Yuz9KMi+u+2IWSj4CTuKJZv5Lb0mTQzwQzOq5dqFWue14FhnF+unMVPurZs2dmpCBcVaVYbYOD99HplWuiZ3pCKLsatK1pxcWa7EBhrh1asnIT1sWTBsJWUKU71+FkKhym7NSlpT0XgUuUqu1Ax1s7FV60/K1OWlBRpo0VWr5jEyBpAlY6teMxS1CHjFx7XF9PaqVrR57mYyjXQOcJRGXpXWmzTZrxZ0rz0Wr2K+4etO7Hrm5MN58tlyZ61OZoJrRzHmLlxV0K15L7KtPoX5l3t7hR6xN4hZ12lc5rGkyz+tac2hV5WGDrjLcYXxnZTfnZtZcITAZiWzZtwNjsZzo1xIs2jXLPVqB5rfdc37VbGEm4OsCyX7W4MQJs95SrWtDBE5FpsAlrTjro06WvylrtKnZd0dVva08Rq5qLQ9Qmr+tGxm4iwWfW4J7i7c7IoXU602WkQE2zWpt51rqlPxd2ro8/cc+21W32fFnRMqUpl7y/tKUyX6bZ2cVjDSGF3tnaR2UNIYn9REVxbEREBERBgLw9gCfQP+NFXKsa8PYAn0D/jRVyqkzHvOqIiKJUEREBERBrJu/fcghPrIDyIy0EW/e799yCE+sgPIjLQRSwtKDpCIimTUEREBERAREQEREBERAREQEN0XgRDdF4EEgREUq2rq/fbRHrCX56xF/THyzd++2iPWEvz1iL+mPlnS82td/KRLGt5mdmV2c/RPdDR+5UUveNPJTxdDtIQKwI/1gHvKxIQ612yGt+ZgVvDvCqWkuGXKwFm2e+h7jdvjn7Sp0iJFFhVa+ddxcTv1qXvK5VxO/WpVNUpzUS09lGHflfapWPgZU0zHg3jo8t21XK7NvNqU6zrTyWdQ+aRoIQPHUqxODkt+css0EPbzrqBDyv783f1zGMs6ebKq7uXWXVM8AFdQzzWXUWTNqPtGZ2yyS9Pepem1cBLgr794PPI2a8sl6kdS3p/7v9wV/wBcHnkbNTaRNLNd+aKjchERdklEREBERATKnvIiAiIgIiICIiAiIgwF4ewBPoH/ABoq5VjXh7AE+gf8aKuVUmY951RERRKgiIgIiINZN377kEJ9ZAeRGWgi373fvuQQn1kB5EZaCKWFpQdIREUyagiIgIiICIiAiIgIiICIiAhui8CIbovAgkCIilW1dX77aI9YS/PWDT+mPVm799tEesJfnrBp/THqzpebWu/lIltx/rAPeVimntskP6GBZWP9YB7ysU09tkh/QwK3Rnws0iIpkIiIgx8izOaUjzh6IOvrLinDetAd2NrLKqP3MbRfi7ydU7z0IiYCbkl1HbzWXEV5yS4mhgBdCOfolx0s2euFUysgGHOYWuuqUJwm0DqVCMAwtcHRLikY0DwXzy1brQvR3hS4UUEHWLoBXql1MdpvLAWcB/re88jZrzSiY3eYvnV6R9T0Zv3m52ullEydY+QJcjwLZ1oau9y7yaUoXSrxc9c8v8Vb0nTa2dMspFFsv23cWLavjEm7sNIXYfGd2MOPLIOiDrssy7TupuSCWm1y1RValoXiplWmlnWtC0plpHFTDSMknEG8xBtlq/ZhOYzQsuEZxADWmsWoq8dKC4ux9OSrXBfB6/cN8UZiUe3Ixf25t2nCwDSoo6rcxTNHckYtTUqUtal9WatS16Wp682Var8hwRlzuoBw+t6LPwbixJ3mau3QVcmhhPaCNxduzMD5edbqZb0Vdlt3BsR54a4Yt8ObbkeRxGrsRqPG460zMGuzXIw6ag+OnFTOnvqBXDuisMLQmJJpdlxNo+KjmFvyoZoz0NWjrZmHbwLegq59jeZq1+arn2M1DYfDDEKyL3hb7jbXDLjjpC+wVj2joQsgTM0B4A3oi9n1JyvH26uWeVVE7a3PeJ9u4dN4p1ENnj+Ow8w4h6Ndh2Pa1H8BJO3bwVOLKnEYVBbXNx9jJBsE+xTtKLby0hOyzCKYQ73elHz6UaCC7rVkJ3WuzWhq+hpQJa1rQ2ntZCqXKoa7Ja/oOKFvSN5wdqxRhPmc/br642koAoiNagAZoGuVc+PPflK/RSvgoe/raui18VrfuV1bdZLauXGes7GsAuw6phBsEzTLla0FQtDMzV5+xTj97qPtzpiVcFuyMZvaMhizcBegN50ebOg2NNTDOQAzNWoTdqCahqUCUWZS9NSvGGz9sXXal6RnDdn3NETzLa26jo6jXYnQKlp86KtaZrDFxbwvZRTyZPiRa4Y+MKFo7eElgaLU5eiEYuplSta15q14/wBajuDlozsJJXDdE/Hz7eRn95jLtTUizKUmiHKldJkOgQ8Va50p+xVsLBK/7ZtfCk8O3eBdWaykm8swt00cMpTvNHN6KjwOgU+YzZ9DxOzVz5wFDYCUviy4aQi4uZu+DYO5uv8AJ7Z1JCEV3xdp2a1zL4M0687O66usrrqiOuPe+++B9+C35o920M9XLwLV69sC8Tw2WazLHtP+Tj2JGQDKjV9HDMA4DHLoPHhQVOYIdUOjQPJZ1NTkK11lN5XC7EB5imc8LCFiIp9OvJN8/I9aO2ddaMMz3401hb8ZyPQhyFmDRobslQXKwxDsCS2ZksffEE62IDayldGTCWjCuVa8tlXkuKnZX4b4kYdPoiUuFlfdumjIYm0GRejkw6DQnNkYtK5C56c9eytbLkwKxJvDDU1nNbHirZdQ+EU3h+AQXwqifPnoWeyHR0ePeYd57XGbIuRuh7NZjiLhLOyF6XVPR1sDfRTxhZmzHs46RpHPAvIySkjEMKteS1g0Kz2hUNyJdGga8WaC3JvE6xLZsBzihKXRHVthqyrIbcsB2MzeoaU5xFpxEpxcXv8A7F+x4oYckDAFpflvbHXXTUhPRSIacIcXaOPlufsZqvoPD685TAS7bDmGrFlNXI2uAQa7YmwCl35rUEZ7vMVAb6rQlNaoaehzzrx1qoZeeFeIVzW/ecQ1w+a7LjEmy2Vu1dHkQ6tvHEEwuXy7SGptcOhrZn1s9GldaoXZemKFh4eSlvRt5XPGxbi6pHgyIG5PQesegqk9Dx83Yp9O0L31xz+Kdj2+zuuobhjZSUtOONKSMK1kREeCEEOplUOeYq82WdPeWJxPtifmC4fSsLHbcq5tO6BSbsWqEZSA3k8Z1LynFxVd6vv8SpWewexjlJNy327WabIRVvOmqN2yDGmrJhd70qEIRa2RdYVT1NXPWpnkavLIL4ui97TLZjuUeTkfHAYs2ci6o8dDDvMJuMVT1r0P0/qUVj3jGSYClYt8F20eh1gu2htYJgKpX2AmJNq2Y3t1rMvJXYhruaXkWao7ZilpzaM1KFwzebRhVBrAMYJAFqHS0QtA8jo69J1hvbdbVtfeNWLxoZ48eyZhO3gTG1zmMY3QhCHt2tyKqTM68SZERRM0REQEREGsm799yCE+sgPIjLQRb97v33IIT6yA8iMtBFLC0oOkIiKZMIiICIiAiIgIiICIiAiIgIbovAiG6LwIJAiIpVtXWIXtoj+8qP3k8A8YC0D63qw6zeI/LXG07yoy7tuVM11wMe3aKyZus6KWL/T11x/rAPeU3mDfRX2hypkaB0WogfMrlWs50REQEREBRW8uRdND9/ApUsLeTPfkCXR6UPLKneQ5oUMyM62smsug1eawly6y4mtNqqrtRM8eBLy/LR5v3KnYTAeC1wH1hKui8skJPHtsugblmncu4roNN1L7MyWGZZRjaItc69GephS7aZwIuUzLow3q9D+pmzXkZe+JHCQt4xfIiXo91Me3Zu8Nw9ilaVtzFIuZmZ+Zj41/lnvU5YdkEJvBWtKrdpNv5US0l3l2b/guO23bdy8ZzkcdqzrUbsonQqiDXLttc+Jf3rjt3gsU5s3DHcHmpqCd77FoF+gnNXwLXWSw6l5u3imhdzUO2eBSW9Q0UR9GjNcDWNeVNRmIQCVBQIa11Q6xRapaaVdINdZcTDCS65y8oK5JbDnYiIM+KLi66266I0LwSz62DR+sUYSkBUpXuRdMNS8ZqFrWldZSplpXljfBWhclv2pGRrq5Zq42b6RZNY9wzFXbZN6h1j6pzCFWlKmFSnHx57VacQiVpn73xMt2xo0D5+/E5KczII2rco9Yuyd2IFDUpn0dKm2c6+9mqItjAy7mD6IM6tFuIUbCYlRoKUcC5HhKfAeHDStK0zpVmIvFTiDzV081inODGIUfFPraJhFw/IzElZkq3m9lzHVbxIY0UeIzPli61KhKzeGFQIahze/KVBtdtTUNtyZYXZk2lZAINcrXXpqjD2CaXPln2clxs7jtySo52Y6cjnW8+J3oOxE0uLtuVf8AJWs1o4H3mxxLcP7kBeb4jO6rhuNrJhcQQoh0J7vuggmrp8JmyC6CGoS8jmAWVdIIqVxuzubbyZWFh9bkRZDJrwNh3GQ1yNNgwKUkDM5KIdlizVp09DBBJB1eMXLlz6ZBtP112vwJ1x9ccZwN6HPf2/Q70+9zyXWvK/LRsC0H9+XXMto+BjWm/HbsvNQOS1+vLDa87nNE3nbuFEtZuy0u6szIw0e7hjS7/arG7yC80T1NG0MKuX+Tr8QaauetSgFn53BqTLuRbkwft2DfElH1uyo46Pm9plQ43BqFIFvXRpvMPS0FSoeRFxZZ0ogu+lzW8QmiK4Y/UIHXy2XYs9Luv0fsX466LV4H65euOJ4My9kN+C3v97nkqHmsNbgcssVLqhsKI/Zm7r2oXg9pIt44zwjITRprs+l0dUOR9ERzaOtx51DxqJ2lhliPDTju8rkwxnblYiv888CGkXMFsyG2E8C0a0eaQChZVOEwj00uS5IxS5lLlqhsNaGJtq3LbGxdO08DFNSy7+IDv4og6xmj0zSvhrtArxfQvxitiVEYVWlW5poZy1M8ZxjNoEghmdOnRxhEKlS1oPPULSta55Up4VrEPc/YhDhYhtKWJP7USaOuiGJb9u7FtmLGt3k0Z0KmcnyGkVpQQa0DlWmiHOnZDe+KWHMpcOF1p2m1jdqaeQ1yWk7NtSBRlLoM5VmZ2Yu3XirXQCbm56/SgsVpc0S6ciiyvmwZYrXfdY/fI6mEL38ve+Vd1lMRUltlBGSbVyUHS0EahdP9S12/JXd3XR1v/k9/lD8ovXp+UHVaZby37rb36XfmvvL+TctHS0O2qzMCrF2sPbAHCO7eaxMiV49evKC2Q0qYx3ZjapKh4q15VBZiIiDAXf7XyfZ/xoq5Voz8eWWiisw6WpXm1KZ0UP6yZnuzb+3tf4KrNSrOuoa9qTdHkUi6x5ruzX+3X/BOsea7s1/t1/wUGGqpglR1FIusea7s1/t1/wAE6x5ruzX+3X/BMNTBKjqKRdY813Zr/br/AIJ1jzXdmv8Abr/gmGpglahbv33IIT6yA8iMtBF6KdURt17E4LQjh4cWlW6QC5KmX8yeLzrU0TQhptzERFM9EREBERAREQEREBERAREQEN0XgRDdF4EEgREUq2j84EBpmK1wBNrGXVdszhYCAcH+eNf98shN+zMJ34/4KzShTZq4dhERTIRFxO3jFmLXenCHvqjUjidbjMugE5nhfmgoJUi6sc84SixPgAMHWD0RVibejbxC6Me4ZUJhdyEgy0jMRUOL+VHwQ9+UUd4nQfQRbF5Im+ZCpBLWrBzDoT6TY6xQrttI1izFoMmIQ96Q5qvdszw7/Q0DBCflghKuYRc+Oin9zQILkYaHQlD0Ju4qrynOzdFYyYN6Ow/vlzWoaf8AdiZ00OFkNb5VxlrQ1F09+Ll1lj0irSu6mwshEA1dYC9aupBi0dzbc2z/AK9vfIY9eVRl6qdSs2DbW5eu4bQFS7ZbvfaQqHqLj4NY8WpTovp7C6HTpq1l2qt2fVbyjcNyVJQJhV0q5FUVu3Ei3bNdR4JPacl4SavXgiNaavIsw6pf2cXyrVmIwbvsFiS1s2/hg6joYArXoUTmOjWsxMAZvC1eMzhAXeTzQDUPLaIaGpyXLdiXw2E08zbN9i3YKcEwKa5ndWb5q0aUZ7byNEIWyAQeIIjGoc1aU49Yxs+ei3Gk2Rg5tjcMFH3C1rTYaSTQD4Wp2AlFSuyv1ty7ekw0itLb29p40M7oXY2K6WQqip0n2vF4feVQX3Y7qUwPty05K1ZiSNHbMOV01YVanKLQ0a5VA7pvd2KmnTVDWudaZ1Fy1BKrHmD+J8lCM9lph62igt7LvSKrHR5gx4C78mY0oQbIdY286vGbM3MaohVrlyPFRBtFHXvBy95TVmtCFq8gWDF862q5aWi81tKtP9lLT/8AqkYjbJh0KKtPQLTmawhuWYkbteWJgo6tS037q0zmhqN44VZcLOrzffqPV0MhUM0rom6XQpSmavfAi0NqzLG24cTKZjxkkXjwTOQbM229KFNzBE0rohFXKptLn5WuaC0UREBERAREQEREBERAREQEREBERAREQafdU99wa3/reDyJ4vMVenXVPfcGt/64A8ieLzFUSGUREREIiICIiAiIgIiICIiAiIgIbovAiG6LwIJAiIpVthbhMAMpCHMfR5Y/4K6kjiFasbyG/tYvcQrt3DasVcm9OE9bke4rlj7PtyH9ZRQUHbiZIEwwC+AAwRG7ssJBhvjhQp7hOz3p3IKkqIMVOWrB3IUR5MGtorlj4GKjReoooIfsVkEQEREBERAWKuG24q5Gug9B3k3bgrKohzU1N2fdUD0AOEWvdhLCcMA7etgFj5G24OY9k4pmb7FZ0tnEqTWe6lOEgd3Xrn1IYuvucLjr717PfI2S83S4Y2cb+YmD9svT3qXECwtvc/3AyjdTSLeDw1M/lZs0hs8EyGG0wTNyERFotEREQEREBERAREQEREBERAREQEREBERAREQEREGn3VPfcGt/64A8ieLzFXp11T33Brf+uAPIni8xVEhlERERCIiAiIgIiICIiAiIgIiICG6LwIhui8CCQIiKVbEREBERAREQEREBERAREQEREBelfU1vcLm/rUfyJmvNRelfU1vcLm/rUfyJmg2wREQEREBERAREQEREBERAREQEREBERAREQEREBERBp91T33Brf+uAPIni8xV6ddU99wa3/rgDyJ4vMVRIZREREQiIgIiICIiAiIgIiICIiAhui8CIbovAgkCIilWxERAREQEREBERAREQEREBERAWIl911uh8BHI7SwixINb0I6FSSK2FGMzUIevI63LArz0AL9Sy6oPH323s/wCrRfimQWn6Zfu3fj3eeJ43zCemX7t3493nieN8wtXkQbQ+mX7t3493nieN8wnpl+7d+Pd54njfMLV5EG0Ppl+7d+Pd54njfMJ6Zfu3fj3eeJ43zC1eRBtD6Zfu3fj3eeJ43zCemX7t3493nieN8wtXkQbQ+mX7t3493nieN8wnpl+7d+Pd54njfMLV5EG0Ppl+7d+Pd54njfMJ6Zfu3fj3eeJ43zC1eRBtD6Zfu3fj3eeJ43zCemX7t3493nieN8wtXkQbQ+mX7t3493nieN8wnpl+7d+Pd54njfMLV5EG0Ppl+7d+Pd54njfMJ6Zfu3fj3eeJ43zC1eRBtD6Zfu3fj3eeJ43zCemX7t3493nieN8wtXkQbQ+mX7t3493nieN8wnpl+7d+Pd54njfMLV5EG0Ppl+7d+Pd54njfMJ6Zfu3fj3eeJ43zC1eRBtQDddbobHslLSxdxJNcMI1/lITYsYzDQZ6cjrZhBTmocv61+lTOCXtoe/1eT8USuZRVQyiIiIhERAREQEREBERAREQEREBDdF4EQ3ReBBIERFKtiIiAiIgIiICIiAiIgIiICIiAqDx99t7P+rRfimREFYoiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgsTBL20Pf6vJ+KJXMiKOqGUREXiIREQEREBERAREQEREBERAQ3ReBEQf//Z" width="400px" alt="Pros and cons forex"/></p>
<h2>Is Buying And Selling Forex Authorized Within The Us?</h2>
<p>However, as a outcome of variations in head dimension, form, and individual brain group, this technique can be imprecise and end in much less constant outcomes. Currently, the most recent and most effective type of TMS — SAINT-iTBS treatment — is not covered by insurance coverage. However, as this protocol becomes more popular, insurance coverage companies might begin to offer coverage. Since TMS is normally costlier than most antidepressants, insurance suppliers usually won&#8217;t authorize cost for TMS because the first-line therapy. Like another therapy for temper issues, some sufferers might relapse after TMS therapy.</p>
<p>One does not have to fret about including separate brokerage costs, eliminating overhead costs. Compare that to equity or different securities trading where the brokerage structure varies extensively and a dealer must take such fees into consideration. Often perceived as an easy moneymaking career, forex trading is definitely quite tough, though highly participating. The international exchange market is the largest and most liquid market on the planet, but trading currencies could be very totally different from buying and selling stocks or commodities. Aspiring forex traders ought to begin with a stable schooling, practice with demo accounts, and only danger capital they can afford to lose. Partnering with a good, well-regulated dealer and sustaining practical expectations are additionally crucial.</p>
<p>You&#8217;ll expertise big losses when you don&#8217;t have any clue about capital publicity and tips on how to calculate leverage. Smart traders go into trading with just 2% of the initial capital and not extra than that. Brokers offer you excessive leverages and insane margin ranges don&#8217;t essentially mean you must dive in with it. Today, a person holds plenty of energy within the buying and selling neighborhood&nbsp;if he has the ability to trade on a wide selection of belongings, currency, stock, choices and the commodity market. Anyone can commerce on the global market at present with just an web connection and from the comfort of his/her home, all you want is capital to get you began.</p>
<p>A dealer might not have any management over how his trade order gets fulfilled, could not get the most effective value, or could get limited views on trading quotes as provided solely by his chosen broker. A simple solution is to deal solely with regulated brokers who fall within the purview of dealer regulators. The market will not be underneath the management of the regulators, however the actions of brokers are.</p>
<p>As one major forex hub closes, one other hub in a different&nbsp;part of the world stays open for business. This will increase the liquidity available in forex markets, which provides to its appeal as the most important asset class out there to buyers. Forex is an attention-grabbing marketplace for short-term traders, swing traders, and long-term investors. The market lends itself properly to both technical and basic trading strategies. Being highly liquid and an uninterrupted 24/5 market also makes forex a good marketplace for automated and algorithmic trading.</p>
<p>In the early 19th century, currency change was a significant a half of the operations of Alex. The foreign exchange market is now probably the easiest monetary market to open an account and begin buying and selling in. Opening an online forex trading account may be carried out from anywhere on the planet with as little as $1 and an internet-connected sensible device. If trades are positioned properly, excessive volatility assists in enormous profit-making opportunities.</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Transforming real-world assets onto the blockchain Canada</title>
		<link>http://catalys-interfaceculturelle.com/transforming-real-world-assets-onto-the-blockchain/</link>
		<comments>http://catalys-interfaceculturelle.com/transforming-real-world-assets-onto-the-blockchain/#comments</comments>
		<pubDate>Tue, 16 Jan 2024 03:28:47 +0000</pubDate>
		<dc:creator><![CDATA[catalys]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://catalys-interfaceculturelle.com/?p=51652</guid>
		<description><![CDATA[Content The Growth, Dominance, and Sustainability of Stablecoins The Rise of Real World Assets (RWAs) on Blockchain: A New Era of Accessible Data How RWAs Are Tokenized and the Challenges Involved Institutional Interest in Real-World Asset Tokenization When dealing with rwa crypto assets that fall under regulatory scope or are classified as securities, utilizing regulatory [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">The Growth, Dominance, and Sustainability of Stablecoins</a></li>
<li><a href="#toc-1">The Rise of Real World Assets (RWAs) on Blockchain: A New Era of Accessible Data</a></li>
<li><a href="#toc-2">How RWAs Are Tokenized and the Challenges Involved</a></li>
<li><a href="#toc-3">Institutional Interest in Real-World Asset Tokenization</a></li>
</ul>
</div>
<p>When dealing with <a href="https://www.xcritical.com/blog/real-world-assets-rwa-tokenization-in-crypto/">rwa crypto</a> assets that fall under regulatory scope or are classified as securities, utilizing regulatory technologies becomes pivotal. These may include employing licensed security token issuers, adhering to crypto-specific KYC (Know Your Customer) and KYB (Know Your Business) standards, and leveraging cleared security token exchanges. Before a real-world asset can be integrated into a digital ledger, its value, ownership, and legal standing must be unequivocally established in the physical world.</p>
<h2 id="toc-0">The Growth, Dominance, and Sustainability of Stablecoins</h2>
<p>Private credit loans are a form of lending where financing is provided by non-bank institutions. Because banks have faced increasing regulation since the 2008 financial crisis, there has been significant growth in the private credit market with borrowers seeking auxiliary sources of capital. This trend has only expanded during the current rate cycle, with bank balance sheets particularly constrained (as demonstrated by the bank collapses earlier this year). They give borrowers flexibility that bank loans lack; and their floating rates give lenders interest rate protection that fixed-rate alternatives don’t have. As of August 2023, the global private credit loan market is estimated to be worth $1.5 trillion. <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> Furthermore, regardless of which chain a tokenized asset is minted on, banks and asset managers can use CCIP to interact with tokenized RWAs from across the onchain economy via their existing backend infrastructure or from a single Web3 wallet.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="blockchain for rwas"/></p>
<h2 id="toc-1">The Rise of Real World Assets (RWAs) on Blockchain: A New Era of Accessible Data</h2>
<p>The blockchain&#8217;s public, immutable ledger provides full visibility into asset ownership and transaction activity, establishing clear provenance and mitigating fraud risks. Simultaneously, smart contracts can automate regulatory requirements and KYC/AML checks, simplifying compliance and tax reporting processes. Real-world assets, or RWAs, encompass a broad spectrum of assets—physical, digital, or data-based—that derive their value from their existence outside of the blockchain.</p>
<h2 id="toc-2">How RWAs Are Tokenized and the Challenges Involved</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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VLa3l1UoahJa3x5JwAY6IDR0TjWAj/MpAxCQG/BL4PglhmEvh9VIGoummt+CVw/BOBqrwBPyITXD8FUNHTATnAFXh5YRlSXTfAPIJJaPIJ7h9VThCMiAU1w/BJLeaeIyqEck3KjRM8KOBLI5o4fVNLUiRwKoGErh9UcPqmkJpKpgeSq0KqU1uUlkwlAacpwBA5JbRlOAUTilMHn5JYGVRrfXwTzGhOAULiltb8EtrcnlhA6pxmPJOAUDiqtanGtyhreidaMJwCrvcqBvhySg0HwCUB4pxrU6ygc5NhvPwSuD0Cda0YVeFJZRmRMFnoEl0fwV0IwfH7lQx/8A1hIQjOrJzB5BNuZnor1zE26Mef3JlkokVi6Pl4Jh8ZHl0V++P1TD48eXRRkKVsl1Yvb16JiRnoFfPj5khMPb6qJwU7Hqxez4dVbOaVfyMA+vkreRvRQuCssddWT2/DomXtwFePbyPPwVu9vqoyrLXK2cMhNOCuHN680y5uFCVKHJk9U2SnXDBTZGUwqQFIPRJSj0SD0OE0p4U6uwtpN1p22uuq54uGW+3Hu4nEczBA3hBHpxvl/sqSJOFqezllobJtXpS2UHCIY7VTvyOjnPYHOPzcSVtr2cJ5HK2IWN6MC6qOe4OJIWKurjPJFRt58bxxf0R1WVbgNAx0VnSwtlqJpic4dwq94D4JZowRZhT45Mpu4JTQD4KJPbc3mbQUUe02nqzE9SBPd3Rnm2PqyIn16keWF3HfneCh2Y0HUX9wZNdaommtdOf90nI+27+awe8fPkPFeZN7vVz1Fdqu+Xmrkqq2tldNPM85L3uOSVkSyvF2lWiGb2qxQhCrJEIQhCEIQhCEIQhCEIQhCEIQhCFnkIJyhaqEIQhCEJJCUkuTShUQhCRCEIQhC6Js3tRbt1bjWW6t1xbdPyUzWGJlUCXVHETngGR0wPqpJ6P7EOgrXVR3HV2r6u9RxkOFJTQ9zHJ6OdknHwUKQ5zSHNcWkdCCs1Ra61ta4u4tmrrzSxdOCGulY36ByUWvqgi69VdMy6a05aW6ZtVop6ChgZwRwwNADRjlyWKJi4pnw8w1xHMeK82tAby67291E7UNsu81W+blUwVkrpI6keT8nOR4HOVuu02/8Aqeh3agvmprxUy2u7zyQVNI6d7oKdsr8gxtcSGhrsY9FYZNlOnFR9E3ep3Qji949T4px9NFKWOlJw3oFSMtID4yC1wyCPEJiWWc1jYiSGFmQPXKkYCDmupHbrKGXba09WUe5Fv1GQXUVztscMbh0bJESHN+jmn5qO3D6qb3bRhtX8VtHJWuZ7a25x+xfpE4Ikx6cPX5KEWM9FXmaA85U1l7aowUoN5qqUBhNATkBvPklAeKGhONbz8U8BCurPZ7pfrnTWay0E1bXVsjYaenhZxPleejWjxJXQh2ad/R/3I9T/APF7/wByuOy6P+qF2+/4fpP7wL3BHRVqmpNOQALqN7y1fPxXW+ttdfU2y400lNV0cz6eeGRvC+ORji1zXDwIIIKzejtvNcbgVFRS6J0tcb1NSMEk7KOAyGNpOATjoMrMb3MH8dOvyM/9dF1/5XIpafgrG41prnP/AOF0398rckhjhMoCcSQ26iledh949M2qpv2oNt79b7fRM7yoqZ6NzI4m5xlxPQcwtIaOhwea9ne2Lz7Mm4I/8Vf/ABWKDXYj7I9FvLWP3B3BgkdpO2Td1DSAlv4wnGCWuI5923lnHXOM9UyCsD4jLJpYpjZLi5UcdG7W7ibhSGPROjLveeE8Ln0tK50bT5F/2R8yuiO7GfaZZT+0O2luvDjOBNAXfTjXr3SUWl9D2JtPRUtuslot8XJkbGQQQsHwwAFocPah7Ps91Fli3Y0+asv4A32ocJdnoHdMquMSlef3bNPEpucncF49as271zoKp9j1npO62aVxw32ymdG1x/muI4XfIqz05pXUOr7rHY9L2equdwmDnR01NGXyODRk4A64AK9yb7YNJa/sD7XqC1W6+Wivj5xTsbNFI09CDz+RHMeC8+9ydjP9CH2hdF7m6Rmnk0ZcLuyNrZXFz6JzziSne7q5paSWuPPAwckZNqnxATXYRZ3DtTmyXCjVL2dd8oY3SybV6kaxgLnE0L+QHyXPCzHnle9/FFUQBzSHxysyD5tIXijvxos6A3i1dpMRGOKjus5gbjAEL3cceP6rmhSUVYaolrhYhDX5t61rSegtZ68qp6LRmmbheZ6aPvZY6OEyOYzOOIgdBkhZ26bC7zWa3VN3uu2moKSioonT1E8tE8MijaMuc445AAEqcH4MfRXsGh9V69nhxJdbhHbqdxH+5wM4n49C6UD4sUxtR2ik1Dp+5WCujElNcqOakmZ+kyRha4fMFQVGIOhmMYboE10ljZeDhGFsekts9wNfRVE+i9IXS9MpHNZO6jp3SCMuyQHEdM4P0Vnqew1WmdR3TTdaCJ7VWTUcmR1dG8tJ+5enf4O/RP8ABfs+wX+oi4anVFxqK/JHPuWHuYx8PyTnD+mrdVP8vFnGqe45QvNvU2zG6ujrTJf9VaBvNqt0TmsfU1VK5kbXOOGjJ8SSAtM4fVejP4T7XRo9G6T25pp8PutdJdKloPPuoG8EYPoXSuPxYvOkt+KSnkM8Ye4WuhpuLrd7XsPvNfLbS3iz7a3+soa2Js9PURUb3MljcMtc045gjmrr/Q577+G1GpP8Bf8AuXrL2av+x725/wDRq3/3DFd65332j21vDLBrrXNts9wkhbUNp6h+HGNxIDvhkH6Kh888uLQ1RF5JXjlqDa/cjSULqjU+hL9bIW9Zqm3yxxj+uW8P3rWh1XuNpTcPbrcyhkm0hqaz3+nAxIKeZsuAeuW9R9FHDtQ9hzRmu7NW6x2ttFPYtUUzHTvpKRgjpbjjmQYx7rJPJzQAT1HPKfHXAnLILJC7mvMsdVf2m0XW+1sdtstsqq+rlOGQUsLpZHfBrQSVtm0m0GqN2dyqHbW0U7qetnmc2sklacUcTD+Vkf8A0fLxJA8V62bPbEbc7JafhsujrHAKjgAqrlNGHVVU/wAXPf1Az0aMAeAU9RUtp9N5KYdV5e2nsldou7Uzauk2qu4jcOXemOJ39l7gfuWJ1V2fd6dD076zU+296pKaMZfM2n75jB5udHxAD1K9XdX79bOaCuBtOrdxLLb61pw6nkqQZG/EDOPmti0nrXRev7abnpHUNuvdH9lz6WZsjR6EDp81U+flAzFunioy0FeIrQQcELZdJbda612Kh2jdK3K8Noy0TmkgMndl2eHix0zg/RT67XnY907q2wXDcnbezxW7UdvjfVVlHSsDYrhG0EvIYOQlAycj7XjzwVq/4MQf6R19599QfqmVs1oMJlYNRwUJjJcGlRTZ2et7+X/St1F/gL/3J1vZ73v/AO9dqL/AX/uXr3qTVGnNG2p191XeqW1W9j2xuqamQMjDnHDRk+JK1IdorYvH+2pp3/DWqq3EpXahnukfTMG9y8pr3s5uppe1zXrUOgrzb6Cnx3tRUUjmMZk4GSVrdutlwutXHb7ZQ1FZVTHhjggiMkjz5BrQSV6R9qreHazWWyF905pbXtmulzrDCyClpqlr5JHd4OQA6rfezP2e9K7MaHoJGW2nqNS3CnZNcri+MOkLnAHumE/ZjbnGB16nmpTiJjizyN1vYBVjTZ35WnReeNp7KfaDvFM2qotrrv3bxkd73cR+j3Aj6LB6v2L3d0DA6s1Zt9eKCmZ9qcwd5E31L2ZaPmV6b7n9qXZ3aK9fwc1VfpnXNrWvkpqSndM6IHpxY5D4dVtW2e7G3O9NinuWjLtDc6eM91VU8sRbJESOj43DODz9CoTiVQ0dI6Pq+KX5SFxyNf1vBeM/B8VQs5KYvbr7Nti2/mpN1NDW9lDa7rU+y3KhibiOCpcC5ssY/Na8NcC3oHAY+1hRB4D5FakEzamMSM3LLna6B+Ry3ODYDeqrgjqqXbLUMsMzBJG9tE8hzSMgj4hB7Ou+R/7luov8BevVPRe7m2FPo6xU8+vrHHJFbKVj2OrWAtcImgg8+uVvOn9S6e1VSSV+mrzR3OmjkML5aWUSNa8AEtJHjhwOPULFfi0zDrH7rUbRRuGjvZeOB7Om+mOW1eoz/wCwv/craq7PG+MEMlRPtbqNkUTC973ULwGtAySeXkvZu+6k0/pajbX6jvNJbaZ7xG2WqlEbS4gkDJ8cA/RabqneHambTN3hi3CsL5JKCoa1oroySTG4ADmmtxSZ+5nunGjjb/EvIyi7P29V2oYblbdsdQ1VJVRtlhmjonlsjCMhwOOYK1TWGhNX6Er47XrLTtfZquWMTRw1cJje5mccQB8F7X7GFr9nNFvYcg2SkII8fyYXn9+E7Zxbz2Pkf9g2f3jlJBXOnnMRHP0SSQiKPOCocWyyXW/3OnstkoJ62vq5BFT08LC58rz0aAOpW7SdmbtAcsbQ6o/4vf8AuWa7LjMdonQJ5/7NRfqK9t8HyTK6rdTODWi91LTtzi914Dae2m3J1hcrjZtLaJu90rrQ7gr4KWmdI+mcSQA8Dpza4fJZl/Zi7QpBA2d1T/xe/wDcp7fg/wBpHaA39OD/ALIQ/wDKqlTY1NqrTeirNNqHVl6pLTbafHe1VVIGRsycDJPqq09c+OTIG33eqsMFxdeFjuy92h/DZzVP/F7/ANyxWo+z5vfpazVeotR7Xait1toWd7U1VRRPZHEzIGXEjkMkfVe1n+in7OfjvNpX/D2Lj3a/7ROxmq+zTr/Temt1NO3K6V1rEVNSU9a18kr+9YcNA6nAJ+SibWTFwBZ7qVpXjc4ZTbk64cgmnK8VM03TRTZ6pwhNu6phKlCk/sN2w26E09SaK15bJ62goQIqStpsGWOLwY5p+0B4HrhdQ1d24ttbdaJJdJUNwutxcz8lHND3MbXeBcck4+CgaeqoThND3DcVJfSykFtT2wNX6Nv1zqtXwPvduvFUaqeMO4ZKd55fk88g3AA4fQKRLO2tsi+1OrjXXNtSG59kNGeMnyznC88SUlND3A3BRm0sV0rffei7b06v/HVTG6lt1GwwW+k4siKPPMnzcTzJ+C5qhCaSSblNQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIWexhCM5QtVCEIQhCEk4SkkhNKFRCEJEIQhCEIVCcKqScoQqJTHOY9r2HDmkEH1SUoDzQhelGyutqTXu29mvkEgdKyBtLUtzzZLGOFwP0z81uNSAJIpR1bkH4FQM7P3aAqNpKmWzXelfV2CulEkrWfykD+QL2+fIDIXbd2+1DtzWaEr7bpC61dXdbhB3UJjjfEYCce8XHGCPRWWSNtdyaQeC1rt01FNK/SNO2uDqiMVbnUwf9lh7vheR4cwR8lFQDCua+43C61Lq26V1RWVD/tSzyukefi5xJTAHmo3OzG6cBZVwEoBUaMpwNQAhDRz5p1o8lRrfEp1oHLkpQELp/Zf5doTb/8A4epP7wL27BwF4j9mBv8A1QegDj/t9Sf3gXtxkBZWJDrt7lXl3hQ61f8Ag09vtXasverKrcXUEE17uNTcZYo4oeGN80rpC0ZbnALsc10vs49kjS/Ztu14u2n9VXS7SXmnjppGVjI2hga7iyOFo+9Rt1/+Eg3K0lr3UmlKPRFhmgst3rLfFI+SQOeyGZ8YJx4kNXZ+x92sNW9oq+6htWpdPW23R2ejiqInUjnkvc5/CQeLwTpY6tsJLz1fBBD7aroPbABf2adft87X/wDFYsx2btLUWjdidEWWiibG02amq5MeMkzBK4nzOX4+SxHa9P8A1NWvz/4r/wDisWU7Nmq6PWexOirxRyteGWino5cH7MsDBE4H1yzPzVcA/K9mb6BM/hURPwlm7N8bqazbQ2uslp7ZHb23S4NjcW+0SSSPbGx2OrWtjLseb/RQaDPIKdv4SXZ+/Vd9tG8FnoJaq3soG2y6OjaXezlkj3RyO8mkSFueg4R5qC4accuefJdLhjWmmbk8e9Ts3L0B/Bs7r368Ul+2vvVZLVU1rijrrcZHFxiY48L4wf0c4IC772w9MUup+zzq2OZjTNbaUXKncRzZLC4OaQfA8sfNcJ/Bw7R33Ttuve51+oZqSK8RR0dubKwtdLG08TpQDz4ScAHxXcO2Pquj0p2edWSVUzWSXOl/FtOCebpJTwgDz5ZPyWPUAGvHRcx5qN34lsnZ41q3X+y+k9TmQPlnt0Uc5BziWMcDx8ctUE/wkGiRZN4Ldq6GLgg1BbW8bgORliPCfmQR9F238Gzrf8abbX7Q082ZLDcBUwtJ6Q1AJGP67JPqt47Zezsm7Nm0UykpXSy0mo6anqC1uS2lmIbK4+gDcp0RFHXEO3a+R3Ivlct07LGiRt/sBouwSQ93USW5twqQRgiapJncD6jvOH+qtx0Fr6zbhW6vuVlJ7qguVVbX5cDl8MhYTy8DjOPVO6xvVNozQ13vRLYYbRbZZm+AbwRnh/UFEn8G5r6a+0mvNM1sxMwuDL3G1xySJ+JsmPgWNz/SCq9H07JKg8D7ptswJUbu2voCo072krzTW+kJGonQV1MxoxxvlAaQPUvB+q9Q9udKU2hNAac0ZSACOy2umogQPtGOMNc75kE/NcR7Qmyx13vztJqyOjMlPQ10guDw3IayEd9GXfF4AXf7/eKfT9juF9q3hsNvpZal5PTDGl37FLUT9NFG0cB+SVzrgWXlh2+dcHWHaFulDDNx0unaeK1xYPIOaOKT/He76KOKzmstQVGrNWXjUtW8vmulbNVPcTzPG8lYUjC3Io+jY1nJStFgvaDs1cuz5t1/6NW/+4aoF/hJ/wDb6of+AKb+8lU8+zZ/2Pm3X/o1b/7hqgZ+En/2+aD/ANH6b+8lWLSaVB8VE3eo+bW7l6m2l1pbtZ6Xr5YJ6KZr5YmvIZURZ9+N46EOGR969tLTcYLta6O7U2e6raeOojz14XtDhn5ELxR2j2r1RvFra36N0xQTSvqpmipnDCY6WDPvyvPQADPxPJe19soILXb6W10oxDSQRwRj+axoaPuATsRy3bbekfvXD9mtpbNo/tCbuatoqWNrrg+3sp8Afk2yxd/OB5ZkLP7AWZ7WO5l02n2OvuprHIYrnMGUFHKOsUkpxxj1DQ4j1wsBsnu/ZtZ9ojd3SVHVMeaN9BJS4dnvGwR9xOR54eGf2ls3ap2uue7uyV90pY2d5dGBldRR5x3ksRzwAnxc3iA9SFWOkrek7Ewrx8qqypr6mWtrKmSoqJ3GSSWRxc57j1JJ5ldV7Mu6192n3dsF1tldKygrayKjuVMHHu56eRwa7iHTIzkHqCAuV1tDW2qtnttzo5qSrpZDFPBMwsfE8ci1zTzBHkut9lvaK/7u7uWSgttBK+122rirbrV8J7qCBjg4gu6cTscLR1JPkCtqUs6M5tyhN7r2GDcnBAweuVF/sj6VpNFbw76aZt8QipKO/U5p429GRSd9Ixo9A14HyUo+TRlxAA55J6KLXY/1XSa53e3z1VQSiWjrr9T+zSDo+FnfRxuHxaxp+awY79G/uHuFI+2Zq612jNobhvftfVaAtl4p7XPUVdPUConjdIwCN3ERgc8lRNb+DM1mOu6NmP8A7BL/AM5Sq7UG61+2W2lrNd6bpaSoraerpoGsqWks4ZH8JyB4qGzPwjm8Z66f09//AFP/AHqxRirMf7ki11WqDDf95vWD3j7JGoezpY7duFc9Y2+8RQ3GCMU8FM+NxOeLOXEj81ekG3OrrJrzRVo1Tp6tjqaOupY3tcwg8J4RxNPk4HII9F5l7qdqbcftB2Si0DfLVaII566J8LqdrmOMpPC0Ek4xly6dtdsD21do5XT6DqKWjp6gh8tI+vZJTynzMbhgH1GCp6mB8sTencA8X8lVhmDJD0TSWrv29/Yl0TvFqiq1rBqO42O8VjWicxxtmhkLRgOLCQQceTgFzrS/Y/7Q+yM1wuey26ljnmroxHNFVUrqd0rWnIA4hI3OfEkLWZ+3tvHoS+1mldeaIslTcLZOaeqEbnwnjb1xjIwpG9nDtSWHtATV9qi0/UWi7W2BtRNC54kifGXBuWu+JHIqB/ztPFd1iwdxCc00lRJZtw7xChHv/uR2m2Uku2u9754KeWRlQ2GSlhayYsdlr45YxwvGfFpPquD8HovWDtgaJs2sthtSzXKmjdVWOlfdKKctHFDJEOI8J8A5oLSPHPoF5TcGVqYbO2oiu1oaQdbblk4hGYJbOde44pgx+QXo9+DaZjZO/HHXVVR/ySlXnRwEeAXo5+DdbjZS/f8ApVUf8kpVFjGlKT2hPwt16gdxVfwjzM7G27/h+D+5mXmY6L0+9enH4Rpudj7cP/H8H9zMvNB0fPomYSL03iU/En5ai3YF7O7AN/6SOhPP+D9F/ctXOe0L2MtKdofVlHq2/avu1qmo6MUbYqRkbmlocTk8TSc810nYEY2S0L/wBRf3LVwrta9sDWXZ911b9Lae0za7hBWW9tW6Sqe8ODi4jA4fDkuejEzqkiE66rZe6NsIdLu0TW3P4OTQW3WubLrqg3Av1VUWSrbVxQzRwhkjm+Bw3OOfgpd4JBUBtovwhe424W52m9D3HRdjpqW817KWWWKSQvY055jPLPJT8x5Jta2djgKg3KdTujc0mLcoKdgNp/j/AN++X/bCH/lVSpOdpPaC4b6bQ3jbW2XintVRczEWVU8bpGM4Xhxy1pB8FGjsCNxv9vzy/wDt8P8AympUku1Funf9ltl73uJpqmpai4W4xCOOpaTGeJ4acgfFFTmFTZu/T2CdGQWXUGz+CJ16R/tx2D/i2b/nLlnaP/B9aq7Ou2k+5N33FtN4p4ayCkNLT0ckTyZCcHicSOWFuT/wqW/DOmm9M/OB/wDzlzbfnt2bpb/7fy7d6ss1kpqCWqhq3SUkbmyB0ZOMEkjHNXGtrMwzkWShzeCjBI3HIhMPHTCunjPXzVu7l1CtFTsKYd+xNkJ548vJNO5BRFTgpo9UklKPVIPVMKeFRySlOSUiVCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhZ5CELVQhCEIQhIPVLSXJpQqIQhIhCEIQhCEIQhUAwqoQhCOqUOiB0VUoCEoAY6KvCUN/YlgZTwLoQ0c+Sca3zVGjJTrW+vipmtQgBOsAPgqBvPqnWN9VK0IXT+zEMdoDQP8Aw7Sf5YXtkOi8C7ZX19proLlbKuWlq6V4lhmicWvY8dCCOhW6t3t3f/75Wov8Pk/eoKqgdUkOBtZRvZmSN6m53l15yH/XPdP+VyKV34LsY1jrf/gyn/vVCmpqaqvqpq6tqHz1FRI6WWWQ8TnvccucSepJJJWX01q3VOkZpqjS+oK+1SVDQyV9JO6MvaDkA4PMZV+WmM8BiBslIuLL1x7Xmf8AQ2a+AP8A2sH96xQd7GXash2VrZtEa3kkdpO5zd6ydoLjQTHkX48WO5Zx0wCuD3PdLcm92+a1XjXV7rKKpbwTU81Y97JG+RBOCFrTW5UdNhbY4XQym9zdNDLCxXuLZr9pfW9mbcLJcaC8W2rZ9qJ7Zo3tI6OHPw8CtVi7PuxdPdhfIdotJtrQ/vBILTDgOzniDeHhBz4gZXkJpbXOs9Fz+0aT1TdLTIPGkqXx/cDhb27tTdoR0JgO7GoOEjBPtRz9eqqHBJWn90/TxHsm9Gea9YtUaw0loGzSXjVN7orTQUzM8U0gYMDwa3qfgAvMjtd9pyTfrUdPZtOsmptJWV7jSMk5PrJiMGd48BjIaPAEk8zy4vqHWGq9XVJrNT6iuN1mJzx1VQ6Q5+ZWG4VfosKbSu6R5u70Cc1ljdSR/B/62/gpv3BYZ5uCm1VQT28gn3e+YO+iJ9fybmj+mvUD0Xhtb6+vtNdBc7ZWTUtXTPEkM0Li18bh0II5grZzvJuwOm4uoP8ADpP3qOvwo1UvStdbSyCy5uvSTtyav/gr2eb7DHLwT3p8Vtj58yJHe/8A4oKhh2A9YnS3aHt9rll4INS0NTa35PLj4RNH8+KEAf0lxTUOvtbarpGUOpdVXS6U8cneMiqql0jWvwRxAE9cE/VYW33G4WiugudqrJqSspniSGeFxa+Nw6OaRzBTocPEVO6BxuTxQG2Fl7n9eZXB+21rf+BXZ71AYZuCqvIZa4cHB/KnDsfBoJ+S8znbz7tf98bUH+HyfvWH1Dr/AFxqylZRam1XdLnTxP7xkVVUuka1+COIAnrgn6qjHhLonhznXATWx2N1rRAAwkkZS3eKQtUqVez/AGaxns+7dD/9t2/+4asnq/ZfafcC6MveuNv7Je69kTYG1FZSNkeIwSQ3J8Bk/VeO9Du1uhaqKC2WzX18paSljbFDDFWyNZGxowGtAOAAE7/HXu9/3ydQ/wCHyfvWI7D35iQ6yhMeu9ey1k0xt3tlanxafsdg0xbx70ns1PDSRn1cWgAn1PNRf7UPbq0lpKzVujNpLpFeNQ1UboJLhAeKnoQRgua7o+TnyxyHUrzvvWuNZahJ/H2qbpX8QwRPVyPB+ROFg8p0dCGnM83SZFu+1W7GqNptxbduRYal0lfRzOdOyRx4auJ/KWOTzDgT8DgjmAV63bK9obbffCxwXDS15hiuBYPabXPIG1ED8c28P5w9RyK8XAcq6t1yuFqqW1lsrZ6SoZzbLDIWOHzHNSVFK2fXcUzcV7bat2Y2l15WC5ay2409d60Y/wBM1VvjfMQPAyY4iPQnCz9h03pPQ9n/ABfpuyWqw22AF5io6eOmhby5khoA+ZXjvau1H2gbNTNpaDdjUTYmjAa+sc8AemVidUb4bu62iMGqtxb9coT1imrXlh/qg4VP5CQ6F2iY59tVOvtf9s3Tti07cdtNrLtHcL3con0lbcaZ+Y6KJww8MeOshBIyPs5J64WD/BeY9g3A/wDK2/8AVMoANec5PPK2DTOttX6RE40tqS42oVJb3wpKh0feY6Z4Tzxk/VWvk2iExNOp4qq6Q58xXt1fdN6e1VbnWjU9ht14oHua91LX0rKiFzmnLSWPBaSD0OOS1xuxmyZOP4ntEf8A+v0n/wAteRDd6d2zgfxj6h/w+T96uWbz7tZ/2xtQf4fJ+9VW4XLbqv8AdNdVs4tXpP2kNptrdN7F6yvunttNKWy40NuM1NV0dlpoZoZA9uHMe1gLSPMFXHZh7Tukt39J0Fnut0pqDVdDAyCqopnhhnLQB3sWftA+XUHkvM6v3U3IvVDNbLtri9VlHUM4JoJqx72SN8iCcELCUtRPSTNqKWeSGVhy18bi1zT5gjorDcMzRdHI65vcHkqbq/JJmYNOIXrxuV2Ydl92bp+PdXaSabmQGvrKSeSnlkA6cfAQH/Egn1Wb2x2U2x2XoqmDQWnYrd7Vg1VTLM+WaUDpxSSEnA8hgei8uLH2jN8rBTtorXuff4oGDDYzVucAPTiyrfUG+G7ur4HU2otxL7WwO6xPrHBp+Qwof2XUub0bpOr4ppxOnYc4j63gpj9tntK6Xh0hW7R6LucNxul24YrnPA4PipacHLo+Ici92MEDoCc+CgMxqqMvdxOcSScknxS2jC16SlZSR9G1YlXVPqn53JPAF6M/g4G8Oyt+6f8AXTUf8kpV51gZWesOuta6WpH0Gm9V3O2U0khmfFS1Do2ueQAXEA9cNAz6JtdSmrhMYNtQiirBSTCRwup+fhF2g7IW7kP9n4P7mZearo8DoFtl/wBea31RRtt+o9WXS5UzHiVsNTUukYHgEA4J64JWuOaE2ipTSRdG43TqysbVy9IBZeyOwYH8SWhuX/aCi/umqB34TBmd4rGTjnZGf3jlwOl3W3PtlHDQW/X98p6amY2OGKOskaxjAMAAA8gAtf1LqTUeq6pldqa+Vt0qI292yWqldI5rfIE+Cz6fDH01QZi6419VemxNs8IiAtu9FtPZjj/6oTQZGP8AZiL9RXtMQvBmjra+0V0NztdZNSVdM/jhnhcWvjcPEEdCtim3s3gAwNzNRf4fJ+9MxCgdWPDgbWCnoq1sDS0i6nB2Bm43+349a+H/AJTUqbF+03p/VVslsmqbFbrxbp8d7R19Kyogfg5HEx4LTg+YXhHate6303XVtxsGrLpb6u4kPq56epcx85BJy8g8+ZJ5+ZV5NvlvOCf+mjqT/jCX96pVOGPlkzh1t3oLK7DWNDLWXtD/AKHXs/u67F7en/8Axii/+Uub9pPYfY+y9nvci72bZrQ1BX0OlrnUU1VS6do4poJWUzy17HtjDmuBAIIIIIXk7NvvvSOm6epR/wDyMn71i7vvRu7drdU2m6bk6hq6KsidBUQTV0jmSxuBDmuBOCCCRhQDDpWuBL/dWmztfwXPJmgPdyGMlWzm/BXsjVbSDKvOUzXXVo79iZerh4z9E04KIqw1MHokOTp6pt6apgUlJclKjk1OSUIQhCEIQhCEIQhCEIQhCEIQhCEIQhCEIQhCzyEIWqhCEIQhCQeqUc+CSmoQhCEiEIQhCEIQhCFUDKrwqg5KuQhCl5s9+Dq1fu/txZdxbfuNarfT3mDvmU01FI98YyRgkOAPRbn/ANCj12Ou69l/4ul/5yl12JeXZg0L/wCYH/LctX7Xva8uvZmuenaC26JpL829wTyudNWugMZjc0YGGOzniVDp5nSFjFBncXWCjPV/gp9xo4HPodzrDUTAe6x9JLGD8+I/qUdN6uzHu5sHNG/XVg/1Nnk7qC6Ub++pXv8ABpdgFrj4BwGfDK9Deyv266TtC60k0BeNDusN0dTSVVNJBVGphkazm5riWtLTjmOWCpDbn6KsG4u31/0Vqanimt11oJoZe8AIjPCS2QZ6OY4BwPgWpwqZYX5ZQjpHNNnLyx7OvYi1L2htCS65tOuLdaIYq6ShMFRSvkcXMa0l2QQMe99yY7R/Yw1H2cNIW7V141pb7xDcbk23Nip6V8bmuMUknES4nliMj5qY34Mvl2e6sH/8wVX93EsX+FGw7ZXTA/8A3TF/ySpVhtRIano+F07MS+y8yGjknW+CS0eSlD2Eez7bt4twp9Q6rohU6d0zwTS07x7lVUE/k43ebeXER44wtZ72wsL3bgpCcoutc2W7GO828tHDfaG1Msdjn5x3C55jEzf0oo/tPHryB8CVIeg/BdgQD8ZbrZmx73cUGG5/rOypy3u92LSFhqb1eKqnt1rtcBklldhrIo2j9wAwPRQ51X+Ez0hb7vJR6T2/rrrRRPLfa56lsHeAeLW4Jx8cLMjqqyqJ6AafriVCHuduXONa/g0twrTSSVmidY2y9vYMilqI3U0jvQOyWk/HCipqrRuptCX2o01q+y1dqudKcSU9THwux4OHg5p8HAkHzXrDsD2ptvt/opqSysqLZeqVneTW2rI4+D9JhHJ7fhz9Ex2rdh7NvXt1WFtHE3UdmhfU2urDB3gLQS6EnqWOx08DgqzT4jNBKIqoIDyDYrySawk4aCcqRm0vYc3g3LoYL3cIoNMWuoaHxS3Fru+lYejmxD3gMdC7C33sE9nm26tvVZujrS3NqaOwVXs1upJ25Y+sbzdI9p5ODOWAeXFz8FO7XuvdMba6YrNXauuLaO3UbcucebnuPRjR1LiegVmuxN8UnQU4u79bkpeRuUOo/wAGbCKf8pui/v8AHUUI4c/2srlm6HYK3e0JQzXjTj6bVdDCC57KJpZUtaPERH7X9Uk+i7NWfhKtNsu5hodtrjNbQ/Hfvq2NlLfMMwR8iVJ3andvR+8mlo9V6OrHSQcXdTwyDhlp5MZLHt8D9xUDqvEqS0kwu3tA+iTM4b141tpZPaRSStdFJx924ObgtOcHI9FMKD8GxrGeGOYblWlveNDsGhk5ZGf0ln+3J2eI2Xu27qaGsjzNcapsF3p6WMnil6tn4R0JxgnxPNTgocikgB8I2j/FCmrcXd0cb6c2JvcaaJS42uvGzeHbGt2g19cdA3C5w3Ce3iMuqIYyxr+NgdyBJPiupbJdivXO8+kP4ZsvtJYqGaUx0ntVO97qho5F4AIw3PLPjgrqm5XZ6v293bEvFJUUdTTaapxTVNyrywhpibEzMbD0L3HkPLmfBTeggsOjdOsghbTWyz2elDWjkyKngjb9wACKrFXNhY2M3eQCUjn2AsvOPc7sM1u0+ja/Wuqd1rRHSUTPdjFFJxzSH7MbBxc3Erl+z3Zj3X3tPtmlbM2ntDX8D7pWuMVPnPMN6l5H80EeZUgbnqSu7cHaGo9IUsk8G3mmXPqjECWmojYQHTO/nSEhrf0WnzJU7aCgsmk7HFQW+np7barZT8LI2AMigiYPoAAFHNXzU0Ya/WQ69yQvIUHrZ+DHmNM03ndFgqMe8Kah90Hy95y1bXf4NncO0UclbonVluvrmAkUszDTyu9GuOWk/HC6xuD+Ee0Jp29zWrRukqzUEFPIY3VrpxBFIQcEsGCSPXAXWOz92qtA7/Ce3WqGe032lZ3stuqi0uczxdG4cngePQjyVd89fG3pHjTuCMzxvXkzqfS+odG3uq07qmz1VsuVG/gmpqmMse0/tB8CORUi9n+wdqjeHb22bg2/Xttt8FzDy2nlo5HvZwuLeZDsHopb9tvYO0bqbX1+rqGhYzVGlqZ9ZSVDGDjqKdg4padx/OBaC5vk4DwJWa7EHvdmnSZ82z/3rk6Svc6ESM0N7FKX6XC88+0j2X752cvxH+OdT0d3/Hff937PA6Pu+74M54ic54wuOWuhddLnSWxkgY+rnZA1xGQ0uIGfvU7vwpXXb/8A9v8A1QqDekTnVdm/8/p/7wKxTyOlhD3b05uoupjf9C81uf8Auo2f/i+X/nKKG7e3lXtNuLfNu665RV9RY52wSVETCxkhMbX5APMfaXuQG+S8q+0BsxrPdbtSbkfwdghjpqW4xNmqqh/DG1xpoiG+px5LKjxJsQdJUvDWgbykja+V2VouVy7s77B6h7RGtanR9iucFtFHQSXCorJ4nSRxsa9jGtwCObnPGPQHyUkB+C31tj/bTs//ABfL/wA5dz7B3Z7uGzOl9Q3vUNRSVFzv9VFEySnJIZTQg4GSPF73k/Bqk/LcKamrqa3yuxNVh/djz4RkqKbFQ6z4nDIbWPO/3THMcHFpGoXk12huxlq3s96So9YXHVFFeqOoqxSSCmpnxmEuaS1zi4nkSMfEqP0DTNKyIEAvcGj5le1HaL2x/jd2d1FoiMxirqqfvaR7/ssnjPEwn5heUmrOzzuZoK4W5tdaBXx1VS2GOSgPegPznhIHMdD9FLDikDbRTvAeb2B0v3KIwySAuaLgKQ9n/Bma0u1qorqzc20RtrKeKoaw0EhLQ9odj7Xhlcvl7Jd/p+0JH2fTq2hdXvpW1X4xFO7ugDH3mODOenLqvVzR8MkGlLJDMwskjt9M17T1aRG3IUY5dvdST9vw65dROjs8FqiYycjIkf7Pwlox5HzULcSc2/SOAHDdv4WUbqfP+EXXJGfgw9bNI/6Z9nOP/wBBL/zlFrcvb2+7V64uuhNRMHtlsm4O8a0hkzDzbI3PgRzXtu0c+ajD2w+y1RbwSW/XVtuLbbcrdEaasf3ReJoM5aTjxaSfkUsWL9Bd9U7qAam27yUMlD0ukQ1UKOzl2cLx2hq270Vo1JSWg2iGOV7qiB0nGHHGBwkYW872dirUuyW39Vr6562t9zgpZ4Kc08FK+NxMjw0HJcRyypKdinZIbT3PUlT/AAhbcnV1PDGWthLODhcT1zzWz9vdhPZvu4aCT+MaDkP/ACwS02Nsr5WvpH5oybXt4HfrvUM+HGCJwmbZ4HNeXkf7VKzbTsJag3M0JZdeWjcW1xUt5phUNidRvc6J2S17CQ7q1zXA/BRWjhmB/knj+qV6Rfg7tZuvO01x0fUSEzaeuDjE0+EEw4gP7YkP9Za2IzSwQdLEdx9FkUcEc83Ryjgof7+9n+/bAXy12a8Xenucd1pHVMNTBE6NuWvLXswSeY9w/wBZc5tNsqrxcqO0UEZkqa6eOmhYPzpHuDWj5khehH4Q/RYvO1No1jBFmfTtzDJHAdIKhvA7P9dsKir2PtGnWW/+l4JIuOntczrrMCMjEI4mE/8ArDGn0laZKMzvOovfw/QVWto+jqxAzcbWXYW/g29Y/wDfKtI/9hkP/vKPO9mz942S11Noi818VbIyniqoqmKMsZKx46gHycHN+S9ggAenRRK7b+xl33Fv2ktT2IwxOZBPb6+aQnDGBwki6cycum+5YlNjxieX1rwIwDc23LTrMEY6K1Iwl9xYX3qCm3+ibhuHray6HtcrYqm9VkdIyV7SWxBx955A6hrQXEeilI78GnrHGTubaB/7DJ/zlnuyR2cn6X3cZqq5XuCtdZKWVzImQPbwyyDgDuIjHJpf9VMTcG4vs+ib3Xw1LaeVlFK2KV4JDJHNLWnlz5Eg8lHU7RxzgTUMl47b7ee8XRR4C5gLKxhD76C/2PFeNtdoq5O1pVaJ062W+1kdbJRU3scLnOqnNcWgsbzPPGVI3QX4OTdPUlLHcNZX63aaZIA/2YtNROB5ODSGtPzKlD2SuzhadqbE/Wt5NPctU3wGQ1vAcU9M7mI4+IZbxdXHAJ5DwXUt3d2bBs/pKq1Ve6aprfZ2cbaSlAMrxnmefIAeJKWsx+9m05GXQXPEnvta55paXBhG0vqRrroOAHcoiVX4LyGSA+zbqPbNjl3lAC3PydlcL3f7Be9e2VBUX23UsGqbXTNL5ZbaHd/G0cy50J54x+iT8FIq2fhONOSXRsV42yuFNb3PwZoaxkkjW+ZYQAfkVL/QWutMbl6Vo9X6QuMddbK9nFHI3q0+LHDwcDyIKZLWYhRm8408PcKaKCiqhlgOvj9V4NVEZaXBwILeoxzUz7X+Cz11e7TQ3eLdGzRsrqaOpaw0EpLQ9odj7Xqrv8It2dLVoi70W7ukaBtJb79Oae6U8TMMjq8FwkAHIcYDs+rT5r0W0OMaLsBP/wCGUv8AdNT63EHCJksJsHX9LJaSmAkdHJwXnG78Ezr12R/GxZRnzt8v/PWD1H+Cd3gpKN02nteaduk7RkQyxyU/F6cR4sfRSE7Tn4QC+9n/AHcuG2lDtpQ3mGipqacVctzfC5xlia8jhEbsYzjqt47J3bc072l7pX6UqNMS6e1FQU3tns/tAningDg1zmPwDkFzcggdQqjp69sYlNsu/grjRDmyDevIbdbaHcXZjUbtLbj6ZqrRXYLo+8GYp2DlxxSD3Xt+HTxwVJLZn8GdrXenbGw7nW3cyz22mv1OaiOlmoZHvjAe5uCQ4A/ZXoJ23Nm7Du9sBqVlwoo3XTT9FLd7ZVcI44ZIWl7gD1w5gcCPgnOwmMdk3bkf+LH/AN9ImSV7nQh7dDexUzW5TZeTfau7JOoOyvcrFbb7qyhvjr7BLPG6lp3RCMMcGkHiJznKZ7LXY81/2p7jdWacuFPZrVaGN9oudXC58Xeu+zE0NIJdjJ68gpofhMdsNVbyb0bS7daNojUXK701TE3IPBDH3oL5XnwY1uST6eZU0th9mNLbA7ZWnbbSkTTFQRh9XUluH1lU4DvJn+rj0HgAB4JH1jmwtP8AEVMDZebl6/BFax09aay+3vfDTdHQUEL6ipnlt8rWRxtGXOJL+gAUdNk+xxup2h9S3Gh2wijqdOW2pdTyakrY3U9G8A4BYDlznEc+EZwDzIUsPwh3a0fuRq2n7Lm2N34bU+vhpNSXGGQBtTMXgeytd/vbCcvPi4Y6A5n/ALT6f242j29se3umLpZ6Whs9IyDDKqMd5Jj35Hc+bnOySTz5pjqiaJgL95Tw8jVQItf4Gt/sLfx1vSPbC33hTW3EYPl7zslcV3+/Bg717QWSq1ZpWvpNbWeiYZaltDE6OrhjAyXd0SeMDx4Tn0Umt7PwqB203zrtudObd017sFkrm0NdX+2ETzPBHeGFrQWkAkgZPMjwU/qOoiudBBV92QyphbIGPbzw4A4I+ajdPURWc/cUpe9upXzOEFpLXAgg4IPgVRd37cejdPaE7UWutP6Yp4qegFcKlkMQAZE6Voe5gA6AEnkuELTa7M0FWBqEIVzbrdXXevgtlspZKmqqpBFDFG3LnvJwAApC2fsH723Sihq6j8T0BlaHGKoq/fZnwIAPNUqzE6PDrfNyhl91za6ljhkl/wC226jihSi/6Hzu7jlerAT/AOcO/ckD8Htva9r3wVVkkZHzc4VJwPuVJu0uEO3VLP8AkFJ8nUD+AqMCFI+t7CO8dBj2m4adjLh7okuDWE/Vcn1/s3r3be6Ntd/tQkMjeOOajeJ4nt9HNz96uUuK0Va/JTyhx7CmPp5Yxmc0gLSEK7daro3m63VIx5xO/cmnUdWz7dLM34xkLQOm9RJlC3az7J7tagpI6+z7e3uqp5hmORtK4NcPMZxyWXPZp30Ay7ba7t5ZwYuaqGvpGuymVt/7h91IIZDqGnyXMkLo8nZ13sjxxbc3jn5QEoTxV05/3G+Y+6Ton8j5LVkIQt1RoQhCQoVCcJK7p2auzs3eWrrL1qCsmpNP22RsL+65SVMpGeBp8ABgk+oUr7d2Rdgw+Ol/gvJI7oXy1bzn4rm8T2oocKlMMty4b7Dd6q5DRSTNzjcvNzn5FC9OqjscbIloFNY4aV7SCHsnc48virSTscbPOOCwgHnhpH7lSi25wiQdYvB/tv8AVOOHz8Lef5LzQHPogc16W1nZP2VtlEZqiy1Vc3IAZA0uefgBhYW8bb9nFkZsddtNdWyU7AO8htUxeeXXjYTkqaPa2kqXZaWN7+egHuUGgkaLvIHmfovOxb5snthLu5r6j0l7Y6jpSx9TWVDW8To4GYzwg9XEloHxz4LuWvuz7tXd6KeTbyy63t1ewEsbNbJJqcnydjm39iOzPtHuJt5uTHqG8adrvxdUUM1I+WOllHCXFpGQ5o5ZbzKv1OJ5qCWaLqPANg6wN+wX1UccB6VrXajsXaaDsk7AUUMNPPpqpqXAAOmmrpeJ3qeFwH0Cy1R2TOzqQBDYREfEtmkdn+0SuhVVqrRgtDXejXKzkjqInYlY9vxC8elx7FGSXZO8f5FbzaWFwtlHkpC7OaZsmjtt7JpvTsZjt1FBwQNJyQ3JKxm6/Z/2j3rloJ9zNLx3aS2seylc6pliMbXEFwBY4dcBbBtuc6KtZ/8ABftK0ze2lvtRVWs2enr5AI5OM0zHkA5GM8K9IkxCSiw9tWQXus3vJNtVy7IBNVGIHLqVf7VdnTZnZmsqbjtxoylttZVM7qWqMr5pizOeAPkc5wbkdAcKx7RlNufetv7jpbbj2S3uu9O+krLvO9znUsDwWvEcbRniLcjjJw3PTOCMDtbbteRamgmkhuUNA0n2o1LXtjc3HT3up+C7nK1skbo5GhzXghwPQgp+H4hNikBma0xuvYX17t+8JZ4G0cwa4hwXC+x3tLPsztZUaTnvTLoZLrPViZsHdcnNYOHh4nfo+a5r+EztdwuuzWm4bfSS1D2amie5sbckN9lqBn6kKSO24jZbblBCcxwXOohZzz7rSAEbj6fn1LaKejp7XFXGOoEpjl4cN91wz73xVilxGeKkbXSNMjwLkDS53aaH2SPjb8yWg2F+K8S49G6ocOJthrSPSIlemH4OLTFXp3Ze51Fxts1JVV94kc4TRljnMYxoaefhzcugM2xvURHc6To48dCHRDC3XQDKuwVEunbrSsppZ2+0QNa8O4gOTsYQ3aioxB7aeSldE08Sb68B+Eb1PUUzGxEteHEcB/7XDvwj17ulr2Ko6CgkeyG7XuClqy3lmIRySYPoXMavMhrPHC9sd2Nt7Nuvomu0demRmKqAdHI+MP7qQdHAHx9fVQur/wAH5VU8phiqpnBrjh8cBeHD4groqTGaTDYstVca7w0uv5A2VWBhkbZvuB7qPXZZvVzsG/ujau2Pe181xZTSBp+3HIC1wPmMHPyXsGWhwLXDIPIhRQ2B7FNt251rRa9vtYZ5rbxPpKcs4SJSMB7uZ6AnkpS3SuhttvnrZ5AxsTC7OfHw+9MxPEKertPEeqBqSCPQ2KjkaS/LxXP+z/ZLbYNBy0NqawQuu9xlPD4udUPJUcvwlF5uUVp0hYYnvbQ1E09RKAfdfI0AAH4AlSI2Gt8WndOVenDc5qyRlfUVzXTY4uGeQvIGPAOcR9FiO1HsQd9tBNtdsmigvlslNVbpJThj3Yw6Nx8A4ePgVHhWIU1TUtq2Ouwk6+iHxuhkLX715PhoHgpvdlq7Vmh9saefTs3s8t2c6erfwNJkcCQOo8ByUdqvsu7/AFHdDaH7V3ySYO4RJDCHwn170Hgx6kqf3Zo2Pq9vtsqK0a9t9LNdntJkhyJGwNLiQ3iHInnzwr+2TJK2ijipJQ05gTY8LHlrvVunniiJc8X7Fr1Rr3UVxljiuFylqIuMExvd7pOfJSPgJMYIGDj9i5Vurp3S1ltdO62WeKGtqJ2hhjByGjqcfRdUg+w31A/UvP8AA6aakqZ4535jZutyf5uafXSMljY+MWGv0SI6eCKSWWKNjXynikcOriBjn8lzre6aol0+2z1NvjqLTX5jqw8cTX+THDyKcGtPxHudX2O4S4oa10YY5x5RS8Iwfgen0W83i00d7t09sr4w+GdvC7zB8CPULQdKMUppYqZ2V7SW9oIPsVC1ppJmSSC4IB8D9lyPs8aT0hYpb1W6d07brdO9sMUj6aBrC5vvHBIHTIC37dEQv0HdqaqhEtPUxNp5mE8nRvcGuB9CCR81pW38U+hNdVml7s7hZXMxTydGyYOWOHxGR8V1O9WiC92mqtNV/J1UZjcfLyPyOCq2GvnqcMfEXHphmaSTqHa2138QpaoNZViQ/hNj4KITtstpJIxA7b+zPaOnFSNJ+uFbU21GjtP3il1Tt+w6RvtEXdxXW6JhwHAhzXRvBY4EE9QujXnbXV9orHU7bTPVxcWI5qdhe1w8OnMfNbhtxtfcWVou+qKMRRRg93Sy4LnHHVw8AuTw8446p6MPeDfiTYd99CtqofSNizGxHguK3jT25epIZaS5doTWHdVDXRyxQxwwte1wwWkRhoxgqQ+wOhaTbjaqzaPoaySqgoWycEsmOJ3E8u54+Kv9XaY0VabDXXiqstMw08Ti1zctJeRho+Zwrva1zpdEW97jk4dkn+kV11FUYjHWfK1koeC0uAAA3EC+4cysap6CSDPE22tldap2+0Prn2f+GOlLXefZOLuPbqZsvd8WOLh4hyzgfRYWHYTZSCVk8G1mmGSRuD2ObbogWuHQg4WI3tutztX4q/F9dNT953vF3Ty3P2euFza3ap1G+4UzX3utLTMwEd87mMqvXbVsw+qNIWEkW46agH6p9Phb54RK11rqTzRzGPNRM1JZbzaNwda1D7PVSC66hNRTina17pGGngY1xweQy0jn5KWo5dFxttBJed56qkc3iip5xPJ5YaxpH7E/aO8sEdOBfO8D3UeGODHukPAErqWl7WyzafoLa1uDDA0OB68WMn71x/cXcqO07nUkItN5lZaDG10kFBLJEeLm/DmjB5HC7qM+C1+r2/01X1ctZV0r3yzOLnHvDzJVjEaWSWnbBA0EAjebbt3AqCmnYyUyS8b+q2FvBKwOb7zXjPPxBUa9abeWK2X+rZJXXaJzakyMZHXTBvC45BHvcuqkpS08dNBHTQ54IWNjbk5OAMDmuT73W99JW2y9RNJZUZppcfpDm37s/RZu07JRRCdhs5hBNuR0P0VjCngTmM7iurWqMMtlGxpdgQRjLjk44R1PitEdVBm8QpQMF9O0n19xb9axm20mf94j/wAkLn0jov46WR923j9nHvY5/wAmp8XN46c3/wBxijpPxSf2n6Lfb5PLSWWuqoHFskNPI9pHgQ0lY7SN+otcaUjqpmtf38Rgqmdffxhw+fX5rIakpoqvT1ypZyRHNSyseQ4g4LSDzHRcX2ZpLJt1fpbNR3KqlpbwWgiapdK1ko+zji6Zzj6Ir8Qho62OOd1g8EWtoTcak305bjvSU9OZqdzmDVputv2v07UaY1dqG0z8TgxrHRPP58RJ4XfHHX1BWV3qZC7QVSKmCOZhnhBa9ocD73kVuzKKmFWa5sLROY+6L/EsznH1Wp7vtgOiKgTs4md/Dkf1lBU0jcOwmaGM6AOI7L3PolimNTWMe8cRdRypqbS7nH27T1FPHjHCYG9fouh7E1dktGq5rfbrbS0YuMJae6iDOJzebc46+K0SppqMtzT+64eGeSd0rc5LRqS3XKLOYKhhOPLOD9xXl1Bik9LVxyF5LQ4X1O7j6Lqp6Vk8Lm21spO62sdNqLSdztFXSxVDJ6dxEcjA5rnN95uQfUBcW7Nm1umLRq2+bgWq1x0U81OygLIm8LAeLicQB0Jw3PwUhY+CeJrxgtkaCPgVhtF6Wj0rb6mjZwnvquWoyPJxyB8hyXrEsNR8/FPE8hmVwcL6Hda/iuOBhdTuZI0F1wQeI5pq/ajZa9T2GzmYs9vfLxtGMOAbhufmVZ7u2MX7QlfD388L6bhqmvgfwvHAcnBwfzeJcf3l1Tqql3YppLVpOqr6S0CACeKqhaM54n+65wPIHHrhSLlhjutqfFJGOGrpyC0n9JvT71TZJJXipp3kWvZuoOlragEkagnWysPjFL0MreOp87+y5t2f9Pi22CtuZraup9sn4WmokDyGtGOXIeOVfb4Vobp2ks7bjPRurqtgc6Hh4ixpyR7wPI9DyW36L0+dNaborK7HHAzDyDkFxJJK4/vlNW3TVENHSvb3VBTgY4wDxu5n7uFZWJyyYTgYYfxkAcN51PZzVmmaK3EC8btT5bl3WhiZDRwRx/ZbG0D6KK3ayr5pKPVUczi5lPaJWMYegBiPMfMqS2iLwy+aZoK3I70RNjmbn7MjRhw/b81ybtRbP3/XejrzXaLpfa7rUW99MaQPDTN5cJOBnHgStCthfiMFM+nN252OP9t9fJUo3imMrX78rh42+q8xtsNF02uNbUVirXubSuJlqOE+85jeZA+PReonZds1u0zYLppux22Git1PJDNHFEMDjeHBxPmSGN5+ihX2e+z/ALyWvcbvrtttfLeyOnkZ31XSOiiDj0993un5Er0W2z0S7RFhNJUyslrql/fVL29M4wGj0A/WVqbRTVlTtFG2Nx6CNlzY9UuII7id3csnAYoIcKc97f3rnW1GthbyG/vWJ38s1Jets7lT1Nkobq6N8EsVNWkCJzxI0ZJLXYIaXeC3ixxCKy0EQibGGU0TQxpyG4YOQ9AtB3vvtFTWCKwPl/LVzw9zQ7DmxtOc/XH0XQbQ3gtVEziLuGnjHEep90c1nwVQmxGaJpvla2+/eS4926y1ZIyylY48SfouLbp9nOh3E1vWaqn0xpSrNVDDE6eva4zu4GBuD+ScMDw59Fl9oOzlobaq8S6qt+nrNS3uandSmagpGxBkTiC5vFgF2S1vgOg5Laa/X/4t1y7TFVBGKXgYe+z7zXOAIz6LaLrTVldaqqlttxNDUzQuZDVNYHmJxHJ4aeRx5FR0jaOoqZJYXuL2OIcMzrA/23tblpZLM6ZkbY3gAECxsN3fvXK+1nq6r0lsBrKa00M1dcq21T0NNTQt4nu71pY92PJrS4n4LD9hYFnZQ27a4EEWx2c/+WkWr6rpL9S3F1t1vdKm4V8ALTO/DWyNPRzWjkAfRdp2VsNs01tlZbNZ4jHRwxyujYT9njle8j4ZcVHhW0IxGomoizLlNxz00NxwT6vDvlYmTZr3Wyy6esU2oItUyWynfd4KV1HDVuaDIyBzg5zAfAEgE/ALXt3mXmbb670dkrKqjmqoHQPq6UgTU8buTnsyDhwHjjl1WB3Q1pV6I1jp+4sLn0skckdVCPz4y4cx6jqF0mmqaO6UMdXTvZPTVUYexw5texw5fcrLa0Vr5qSJ2WRml+VxcFQmEwCOZ4u130O5eW1R2B9qqqeSq/hbe4ZHuMslRUSNdwnqXF3Ln6rEz9jfaeCY07977seF3N0NU3JHoS8gfRTc3V0tNo67GaGLitVeSYSRkMd4xn9Y8x8Fz9sVqnIYLPRyZ8PZ2H9i4OfavGaCZ9LWTOu3TQM89WldRFR0s7BLEwWP65q37OX4OHZPQt3oN0b5PddU1zuCtt0F1kjfBAT7zZS1jRxu6EcWQPLK6l2pO15ors5aMqq+kpH6i1CXOpKS20Tg5sU3CSDUOH8mwY8iT0A8t/sd23KNpp5v4L0ENNHC0RwiQtl4AOWG9By8FF3Wd50DRalr4rloWrlrHVD3TvOnZZi+QnLiXiMh3M8zk811rto3RdG3opJDa+oIuNOz2Cxo8P8AmHuL3AAcjdeTmvtT6t3F1jd9darbPPdL3VyVlTJ3TgC5xzgDwA5AfBa29j4zh7HNPqML1urde7aRNDKzTTw3GMSaelGB5c4loG5VN2adxbBU2W+01st074z3NVDbnQzwPxycC1gPI+BWjTbVVchGagky8SATbwsp34exo0kCh12ObZHct+rG6WNr20kdRU8xkAtidg/Uhekhmk/3wqCHZS0u7QG8FZddR1lLTW6KiqKelrHzsDJnF4a0gZyMtyeYCndBDNVwMqqaJ80MoDmSMHE1w8wR1XDfEdsxxRhc0huQWuCOJP1WjhGXoDY8UptRNnAkKvoru+FhjYSB+tWHcTxu9+CQfFpTZK8+3LWsFkpLrHOQZ6dkhHTiYDj6pt0tsnIE1rpX5PR0LT+xWCUwkuAT2yvGgJHilLAVm3WzS9RDG1unrbC5o95wp2kuP0Vnc9OWyrgDLfTWeGXOS6ptjZmkeWA5h+eVad7IDyeVUTy/plStrZmG4dfv190zoQnTbNWtY1lPqazxtaMBrbPIG/QVCVT2nciqm7qjvlglaOfv0czD/en9aZFTKOjynIK2pY73ZC0nlkKT5+Q72tP+Lfsk6LtWQt8OooZJI79cqH3eQ9lY/r68R6IVIaqFoPenjcepJQonTMcbuaL9miW1l47oVxLbblA3jqLfUxN83xOA+8K3X14CDuXEWQhCoRlBCRTn7DleJNq7nRMID6W8y588PijI/UV3v2mRkhcHHIPmovdgu4cVs1hai7+Tno6gD+k2Vp/yFJ2b+VcPVeHbYRmPEZR238wCunw85oWrIUdXK+UmWQnhGcK8kuJjbyJBJWIojh7h5hKqzkNPxWBEckBc3erhaL2WzUN4tccBFRCXy+eU46+2hvNtIM+q0zLvNULiPFVCS46puQLcPx/bAeVGxIOoqL8ykjWoZPmhKjIFtbtS04+zSxj5Kyr7zFWNDO6a0DqB0WBQnC4QGgLv+hdb6TtulbfRV17p4Jo48PjdnLeZ9FmjuVoXp/CWlH9r9yjZGcMwrV4w4j1XZx7WVVPTsa1jTYW48PFZLsHifISXHU9ik2dzNDNGf4R0zj5DiJP3LV9V7zW2GllpdNNfPUvaWtne3DI8+IB6lcLY78oPQq8cceCP+qa2qjLQA3tF/qU5uDwxOB1Peut7Uay07ZtOS015vMVPUPqnyFshJcQQOfRbr/GRofGP4SUv1d+5RlQoKXauqooG07WNIaLa3v7qSXCIZ5DIXHXuUmv4xtEf/mOl/wAb9y5puhrKkqL3bLnpq6NlfSsce8i/Ndkcua5qz7CS88sJ9dtHU11MY3NDb2NxfhrzRBhUVPJnBJ712/TG9Nnr4WQahaaKpAwZGjMbj5+YW4xaw0tUMEkd/oiD5ygfrUWweaOL0TqXbCsgYGyND+3cfGyjkwWB5JYSOxSUuG5Gj7axxdeI53jpHD75P7Fy7WG41bqeUQQMNNRRuy2LPvOPm79y5/E7BKXxu81FW7SVeIx9G4BrTvA+pUtPhcNM7MNT2rZLVqSvs9ZHXUM/dyxnPo4eII8QuvWPc2wXGmjdcKhtJOQOMO+zn0Kj0+R/IhyPaZQ3h4lVocdqsNceiN28juTqmgjqrZt/NSi/hRpxzRJ+O6MjHXvRyWGvG52l7Yx4p6sVkwHJkXTPqVHb2iX9JUM7itSbbOrkbljYGnnqVVZgkbTdziVvN51W+/XL26skOcgMYCeFjfILr0Wt9KljSb3T5wPE/uUcaWXg94nmeSuhVc+TgqeGY3PQF8n4i+179l/up6nD45w1u7LyWw7lsjuupK272iRtS0taWcDsceG9BnxW77Y7km5adEOrqeS1VtGRCPaHAmZmOThw5+C5UKxwGOMLI2qro3yYrXnHoU6mxx1BPJUMaCXm532115pJqJs0TYnfw7luW6mq9DXa0zOor2x18tgMtIGQyhznDnwcQbjnjz6rU9uO1V7c+Ky640XfqGYe42sbSOka71eAOXx6KlTXUDJSIjlufFMuudMDyar0W1zIpHTfLjO4WJzOG7jYaeagOGAsEeY2Hd9l3u36u01cqdtVSXmndG8ZBc7hP0OCE1cNb6bt8TnuuDJnNGRHF7xK4M66QDo0JJukeeTQh+2s5FmxgeaYMFZmuXErK7gavvmr5mwCkfBb4HcUcLTniP6TvM/qW+7da10rZ9JUVvud7gp6mPi4435y33j6Lln4y4zwsbnPgFb1VunrB3jI2Nfn9IDKxqTG6qCrdWAZnuFtfDkrstDFLEIXaAcluu8upLHqD8Wfie4xVXcd73nBn3c8OOvwXPrWHG4U5a1xxK1xwM4GeZWYtekZZH97cnhrBzDGHm74nwW1UlHR0UYZTQxsH80LfptnK/HZ/n6u0QdY2sbmwA3cN3FVJK+Chj+Xi6xC683VOnnt4mXOIg+h/ctV02+z0Wr9RairK2ForJGMpyc84w0cRHLzA+i1Zsh8AlCQld/Lh0czmOedWm477W+q51kjmAgcQts19uJaaDTdW2yXVpuMgbHCGBwc3J5uBI8Blcc/jA1p4amr/wD+0rdpWQTsMc8LHA9eIZWuXXR0E+Zra8RPJ+w77J+HkuO2lwPFZ3/M0klwB+EXafK5uf1ZbOGVdJEOilbqeJsVt+1e5rI2V1JrK/H82SCWocT6Fo+4rN7h6r0RqTS1TQ02oaSSpjcyeBo4sl7Tnly8RkfNcYl09cYTwljCR4Bytza7hGfepXEenNcc3aGthpfkZWBwsQSb318eC1DhkL5una6246WspH23cjQsVBSxyakpGuZExrgeLkQ0ZHRaFLq3Tx3ibfW3aF1uFO1vf8+AHu8eXmuSPjkjPDIwtPkQkoq9qampaxrmNGRwcN+8eKSLCooi4gnUEcOKktfdxtE1Nlr6en1HSvlkppGsaOLJcWnA6KOjaqZpa5kha5pBDgeYI8Vbs8EpY+M43Ni72PlABbutfirVDQx0YIaSb81I3R+7Oma6wUsl/vMFJcGM7udj85c4cuLkPHqsTuvrjSl60ZUUFovkFTUvnhcI2ZyQHZPguELJUTIYGh7mhzzz97wV+TausqKU0kjW2LbE635X371AMIgimEzSbg3tpZW8bKh5HDHIfgCh8wtVLLcKxjoYYWlz5HNIDW+ay7bjwkcL8fJPfjFr2Fkha9p6gjIK5lrYwesStHObWsuk6N7T2y50zbhetwrbS1ccQimZLxghzeXP3fHCzR7T+wAcGfxo2cu6YaXk/wCSuNNNtcOF1DSkHqDE39yG6Q0nqPipK/TtqmY/kRJTMI/UvRKfbiiijbHLC4gAC+cX/wDiuekwTM4uD/T81r973u0NeNQ1lwdqalaKupfIwPJb7pJwOY8sBSB0Z2htoZNNW9tfr+0wVLIWxyMklwQW8vL0XDLls3tdRSd3NoWwSHHU0bCfqQreDa7aum5x6GsgJ55dRsP0yOSzKLH8Ew6okqIGykv4EsI33voArE9DNVRtjeRYcge7mpYx7m6DnhZPHqWmfHIA5rmhxDgfEHCjxqTUst3v9fcsu4aid72Z/Qz7v3YVIaunpII6WkYyKGJoYxjQA1rR0AHkqvr43D3g0n1WBjW0EuMNbHJZoabi1/XVW6LD46IlzSSSsjovcm5aNrnSwnvqWYjv6dx5Ox4jyPquzUG923U9D7bc77Fa2twHis9wNJ5denVR8qm0dSwh0TWuP5zeRXLN7pG0mjTHJV1EAfVxt4qctDjycccyBjkrmymL1bK2HDw4GN7gNeF99v1ZVcYo4TTvqbdZovpxU66DdPba5l7bfrazVBY3jc2KrY5wHngHK17VO+ulLPTyR2SQ3OrIwzgBEYPq4/sUAtjLjAdR1tMH3KV0lKeF1RwFgw4Hq1drXQbZY9VYJWuoKa1rA5t51HDgs/AcPixGnFTNe9zp3LKX7U131Hc5rtdKgyzyn5NHg0DwAUl7bujt/Db6aKTVNGHshY1w97kQ0eiilxeiq0OPRpK4LCtoqnCZJJWAOL7XLr8L8j2ro6vDIqxrWuNg3dZb9urqaiuuuKq42KubUUz4oWtljzgkMAP3re9q94Lcy2Gz6uuLad9IB3FRJkiRn6Jx4j9Sj9crnb7JSG4XisioqZrg0yzODG5PQZKwz9xtCiQQnVVt4ndAJ2lWcMrcWdWvxGihc4uJzANcWm+ttOSjqKOmdAKeV1rWsbi+ilJuTeNtdaWkmHVNDHcaZpdTSni5+bDy6FX+3e4ujLVoy12+56hpYKmGItkjcTlp4j6KJ8uvtFQYE2qLa0nzqGp2HXOkKgF0GpLe9o8RO3C2m4jjUdU6ubREOIseo/Xcbnt0VM0FI6EQGbS9xq1du321PYdS1tqlsVzhrGwRvEhjz7pJ5Zyr7ZfdGhslLLprU1e2ClizJSzSZwzJ5s+vMfNcPbqCwS8Hd3qhdkHGJ2n9qejraOdwENVE8noA8HKxDiuIwYi7E+jLXHeLG1rAWPl5q58jA+mFLmuBx0upS6p1ftdq2yVFjr9T0ZZM33He9mN46OHLqFwGGuprLcgyGSKpipZwQ9n2ZQ05B+eFr7ch3PKrnPNVsWx2XFntlkY1rhxF7nsNyn0mHNpGljHEg8CpZ025+h6m2C5/j6njZwcTo3uxI0/o8PXKj3qDU0N2vtfcqVvBFU1EkjGnqGkkhaggZ6BS4ttHU4zGyOVobl104lR0mGR0Ti5hJutjZeHAYLvvV5b6y1VE/FcQCB44yfqtZgihac1Dyf5oOFlKY2/H+tmH4krFGfibK6QFd19Tb21JfSRRlo5BxaMpn8bke6JWjHhnoqXK12O92+a13ChY+nqG8Lw1zmux6OByD8FpTdituxIXiS+gnoReajl8PeWnRikc0/NzOaf6WZvd7VC8uH4BfvNvoVubrsXDBcD8Viq9sLvysTWtycEAYC1qt7PmiK3mL1qWM45EXMv/AMtrlYVXZ4o2Qtisu4+pqMtOR3jo5G/4jWH71otocGmFnVjh3xfZ5UfSzt/gB/y/JbOlR9SfILUqfs46mhJq4t4r/kdMU5cz6OkP61krLtRqyz1JkqN266rZ0McttjIx/We76jCimwjDmMLoa1riOGR4v42Kcyolc6zo7DvCzeD5pOT5rafxVZixodE4uAALg8jJ88Jp9ls5HumVv9f/ADLANO4cQrYkG5a4D5pxhwVeVtpMDTJTy94wdQeo/erFpyHfBRZSw6pQQdyEJCEzenrNVmk7fcYXU1bp6hnicMOZLTsc0/IhcB3a7FegtVtluemIjpq5vy7MDeKmef50fh8iFIA6tn88KzrtQS1TQ15HJegUmNVtC/pIHkH0PeFkOgbKLPC8ut0dnNb7R3NtFqm3j2aYkU9bD70E2PJ3gfQ81o4BcQ1oJJ6AL1K15pSxbiaYrtLagp2y01ZGWtdjLon492Rvk4HmvMe+2q46Q1NX2aaV8VbaaySnc9hwQ+NxGQR8Mr17ZfaH9twubKLSN38iOY+qw6ykNMQRuKkb2FZ6ml1lqS3zU8zI6m2MmBcwgExygf8AxCpf1HKY58VDDsmbl6sum7VNZr9qKrq6WqoZ4mQzSZbxtAc0/H3SpoVg/KZ8wuH26iy1xcOIB+i1cKdeEAqtMQJPklVP2PmmIXEStPyVxUD8n8Fx8IvA4LTO+6tc8lQlCQeqrJpSsjzRkeaShOAQlZHmqpCrkpUJ2N7eHh4hnrjKYfkvOFxDtTXlmmrJYL+x9xiqIa2SKOWhqjA9vEzJyR1B4ei5NYu17q2ywtpnW/8AGTGjAdWSAv8A7TQM/NdfQ7LVeK0DKmlsdTodNxVOWsjglLXqYbnFjskEAFXw5jKhzW9svV9a0xM0xboWO6kPc52PRd/2r3s0luNZIHsuEFHdWNDZ6KeQNfxebc/aB9Ek+y+J4XEZZ2dXsN7d9krK2Kd2Vp1XQD9o/FKipp6l2IYy4eJ8PqqwRiaUc/d6krMRTNiaGRgNA8MLnGwZicytGSw0VrFZqzGHOiHj9pKdY6stcWviJwcDPX0V62p+qcbVnkAeatZWAWO5R9IVzaurdyW95Hbtt5XuY7DXy3CENcPQZytTv26Oo9NSNotR6bjtFW/32CokDmub44IccqRNJb6iri71kgwmp7LTTvDqmOGRzOQL2NOPhlatBi2G0zx09Ix7R2vB88x9lWlZJIDlkIPh9lFyTf26U3uijtchPQ945o+pwPvSoO0BdZnhrbDTy8Iy98JfIxnxc0ED5lSiFipp4zGYYjGeRBaOH6Jyn07bqUFsDYYQ77QiiDc/HAXV0lXRV7S6lwgHtzOA9be6z5XPhNpKk+QuuD2LdqovkfBb9BXa5zRgd66i4nMaT05lvL6ro9joam82uOvq7dV2qZ5INNVcLntHmeFb3DaLeDgyO+AACu2Wi0jGe8d/WVat2emrj+4o2Qj+9xPqSPQJWYlFCOtIXeA+wWhSWGqZ/JyRv+eFaSW6si+3A4jzHP8AUunNtdrGR7MD8SU1Laba8Hga5p9Cs6TYetDbsLb95+oUrcchvqD5LmIyABhHE7zW3XbSsrw59K4SHw5Yd/nWpyxSQyGKVha9vItIwVz9bhtVhpDalhb7ee5X4aiOpGaM3VO8cByVWzvHgkHkgZKy5CrLQE4Z3nqVQyvPUpCFBmUgaEsSPKrxOPLKQM+A6pTScpMyLBX8DxA3AwT4rOWeIyAVMo5fmg+PqtaibJNOyIHHG4BbdGWxRtjYPdaMBd7sbhLa+odUSi7I7acz+W/yWLitSYWBjN7vZZHvx5pbZR6fVWAkJHJOxvzlerOC5jKsg2UeiX3o9PqmIInPALuQVwKeLxk5qMmyadEkyjKq2b6JMtOWglhDgrQylh6pQAQkTtdCJ4y9gHG3n8fRYF1expLTyI5FbBF3pAdwnhcOuFq2ooTTVYlaMNlGcDwd4ry/bvB2xtGJQC2tneO4+eh8F0WD1JeegdryVKmeCpYWSNHTr5LDyxmOUsPh0+CdEz+g+9XEVF7Q8SyuIZgdOpXmIcXLocuUKxHI4Sln4YKCMD/SrXeruauonUbelJEP6gSGIO/iQH5Vq/E1jS57g1rRkknAAWOdrXS7Y5JjqO3OZF9otqWO4foVuV8tNh1LbX2m80DZqWTBcwOdHzHTm0grUW7B7Oua4O0s5xcPtGsnyPh7/JaVBBhmU/PPffhkDfUuP0Ucskv+0B43+iZi15pKVneN1Jbg0+Lqhrf1lVj3B0Y9/dt1bZi7y9uj/emavs6baVDO7pX3ajHgI61zm/R+Vqdx7LcsVS46e1PSimfjDaykDnt5c/eZjK3qfDdkql9n1M0Y/qa0/wDx+ypPmr2i4Y0nvI910alv9prXtZR3ehne7kGxVUbyT8AcrJxV8lK7k4sP0K4pP2SbxLIKj+HlJ3g58HscnAfn3ift3Zg1ZTyuD9f0tLEc8oKVziT4H3jy+qJ8B2Vdcx4k4Ac4iT7tSNqq61nQj/l/7XaJ7nLUYLnlx8yUj2p2OZPJYna3bKr0A+uku2qJr2atrWtZJGWsix1IBJ6rfXU1rkyXUUZ/qria+jp4J3MpZs7BucWlt/C5stOKQloL22PetXNSVQTHqthktlodn8gW/BxVnNaaIg9zK9p8MnIWa6Nw4qUOasX3zvNcb7Q7qmsZaKBtNJPCA+VzGyBvvdAfXkuxz00lO7heMjwI6FcS36tsNwu9sdJd4aTuqZww92CcuPTC7L4eR9Jj8QdpYOPE/wAJ5LB2rcG4VJYXvYW05jnosHsS2Kg1lLHLa6qmdNTPax78lpI546KQ9HTidxL3cLG9So97O2+mg1nCY9RmrcyGQiEOJB5eqkKybu4wwDHiVd+JjGsxsO33Y0nfzI46qrseScNsODj/AC9n8uiy8Bo4QAyFmfMjJV5HWxsxwsYPkFr7arkcnCUKrHLjXnwmIXT5XLL3WC036jNtvNup62lc4OMM0Yc0kdDhYL+LXbF0Zjdoa0cJ5kezj9auW1ZHRyW2sJP2vvVqPEKmEWjeQOwkKN0QdvCw9TsxtLWA95o2jZnxjLmfqKw9b2adurpKBbm3KhBGDHDU8TT8nZW5e2P/AEislaryaOTvcZWjBtRi9Ibw1Lx/kfuoX0kUgs9gPgFyybsobe0b+8NXe4pv0xUgfdhO27s6aNttQyqi1DqAyxOD43Cs4SD8hzXWrtqL8YDDgBj0WGNYrP8A1jjkjDG+qfY7xmOqjZQ04IcIxcdgWRo4qKiooaPhM/csDO8mw578eLj4lEotrxzo4vkFjDWHPXCQat2eqwnTl/4lcAKu5aK2SA4h4D5tKxVRSGkk4g7iYeYKuPavVJlqBJE9hPUFROynVOAKx5ec5z1TrahzfFMIUJcSpejCvmVzhjL0tte7P8p96xyAcJLlGQLKi4P8HhOMuLgcl6w/EfNKDnZx4pLpDGCtxg1dJFSGlw3BGFiJa8ySF/F1VhDQ1sw4mxkD1OFdx2aqk5Omjb8SpGNdfQKPI0cUGrPXi+SSar1V2zTrzzfXNx6Bcu1mzfS0V74tO6ftl0o3kujlheeNgycBzXEZOPJatBh0tfL0Qe1na51h5qORzI25rE9y6IavyOVZTtEbnkYAcVy+gvfaEgBkrNtxUtb4cbGOP0esRWaq3xtlTV1TNuLiW1Lg/u5wZmRY8GBh5DmugbsZUSktFVASP/uBVP2g1v8Atu/4rr6Fw7+NvdimcW1+g5Yz4YoKjr9EJ4+HeKuF2yw2/wDytSHFoRpld/xK67xu80BzvNUQs5W0sEg5Xnp2jLDWUu9eqI4KKaRs1SyoaWRkg8cTHHp6kr0JBOeqiL2odyNYaN3KNus09NDTz0MM7XOpmOeSS4H3iM+C7rYGUtxF7ObD6ELLxYXhB5FcD0r/AA10tfqHUmnrbXxV1BK2aF4p3EZHgRjmD0I8lN7bPtEWjXbae26js9ZYLvwhr2zxkU8jvEseenwd96hxNvfubMMfwlkjB8I42t/UFiavcbWte/vKrUVW9x8eIBeiYzgUONR5ZRZw3HiPuFkUtUaY6bl6bxGJ3DJHMxzSRghwIT9QfybgF5dt19rdoaGapugDCCAKlwAPwypnbJdpnSutbNSaf1bWtteooo2wF1QeGGrIGA5rzyDj4tOOfTK4DEdjqjC4DJG7pBxsN3bxWvBiLJnZTou1joku5FKYx7wOHOCOR8CqOilwThcKWlp1Wje6ST5KmSrd9S1kndOcA7yKdmEkURkPIYzlCE7nKFaUNU2reWxvzjqr5zGRtLpJGgDnknGE8MLtyFxztRQ6cdt3BV6mpquemp7jEWtpiA7icx48SOSigLztNDjudIXWc/8AhKws/USpFdpi5Sa6tlLozS1xonwwVPtFdM5zy0OaCGsBa0g9STz8lHlu1E0XOs1VZ4v/AF7Qfo4tXtux1O6mwtrJ7gkk213Fc3iDw+clqoNW7exf6123aT4GW4Of9xaVR+t7JkOpNC2yBzej+NxI+gCebt7p6D/XWvbe3H6Pdu/VKUoaW0FCPy2to5D/ADGvH6o3Lq8kLvxAn/kqYeRuK7r2U9wr3ftRXGxV07hSQ0Ylhh717mtPFjkHE4Une+Hqon9mKLRlv19NDY7xUVVTPRSDD2nhIBBPMsapVHqvHdsYI6fFCIW5QQDbcuhw9xkgBdqVcCYfNAqMO4gVaEnPVNcTgepXJSuNrK7lC2Gmv09OzgbJgLK2ikqa/wD03VPcyE/ZHi5YTTtldcpPaqkEU0R8fzz5LcJJgGtYxoa1owAPBdrsrsyKy1bWN6n8IP8AF2ns91iYlXCH91F+LieX5q4zEwcMbAAAk8fqrbvPUqokOepXqQaGANboAudIvqU+7gPUZ+HVJw9hBYeJvkUkHxSg5NKRONn4ufF8vJV48+KYkBH5Rn2vEeao2TjGQUIVxxeqw+pbD+PKCWGmqBSVnD+RqeAO4HeoPULJcTvNU7w+ZUM0MdQzo5mhzeRFx6p7HujdmYbFRt1CzfGwPqaGvsU00GcRV1AyOUOaD9oAAEfAhaK/cjWsD3Cm1JHA5vuuZW02TkfMYKmaO6kYYpm8THfctEum1Gh57jJWVmlLfPNKS4yvizxLGra+lwLM+poYpIXcmNBB7dCLdoAWlA11YLMlc147bhRhqN4Ne00zWfwot1Rn8yOCFhP9pxVyd99bWxzH1fsrWkjHemFwP9likm7bHQj4u5fo60lmMYNK39yt6LaPby31bK2k0jb45o3cbHd3nB+BWMNttnw0j9msHLRh9Sy/krhw6rJuag+v0NvRcfg7R1S2iiNVZLNK8gAiHicXH5ELougtTXTWFa6nu2hK20QCMvbVOLmscfLhdz5rb26I0q2f2kactglJyXCmbnP0WaDCB9rGFy+L4/hFdF0dLQtjPO5J8Nw9FepqeaE3fKXeStqGy0NNUCeSSaTh+yBgLLcNt6cEo/rf5lZcgObyqZb4u+qpYbtPUYRGYqe2Um+o49+9FRRx1JzSb1kWwUB+zM8fHBVXMp6chzJuPPp0WMLmDnxBMzTHmwP6ggHyXR0e3+d4bVR2HMfb81RkwfS8bvNadr/distlWbDpmMS1meF8mOLhPkB4laj+MN1Zh7Ubu9rz73AXNB+GMYV3ZNK1Flul6u95aZ3UrXSxyf763BcSPj0WlS6xv80zpxWmMOfxBjQMNGenwXpVNPDURtfCQ4EXv3rMdD0Zs4Lrm3Wv9RTz1Fv1Y1sbYWtLJ5BwcRJ5t8j58l0WZzJuCWHBD/IqNdbFcr/QM1DdLlFSUzCIo28BPU4zyPiu56Trqf8AE9vjgqO/j7lrWyZ+1gdUsoANwoXx6XAW0GdzOFrCQGDCKqKlulO6nrIWuJB4X495h8wuJa87S+mdAa5m0Zc6YSSQxRvc8SObguGcE8JAPxIWdsG/+gr4GuZVzU/F+cQJWD5sJx8wFl4iyJ8DmTgFpHHcpqNrnOBj3jksrJC6Kd1PJ9pr+E/VZPvYwA1pAA5BWFbX0FxqDcLdVxVFPMA9skbstKsHXFoccO+9fOdUz5ad8Q3Akeq7hoztBKz3et/SVRLy5OWBbcj0DuXxTrLjIeQwqhekyLOCoPQFONqM+KwzK9xHTnhOirJ9EwvRkWbp6gcYa4nBK2+lktHsXv8ADx4XO46kk5H3q5bXyAcOVA95dqE0xkrN1VSxkjgx3u55Jg1p6A/NYl9SXnLspJqCOh5KIvulyLLe1n9IpLqsn84rE+0n1R7QPIppcnBqypqjjqke1fzljDOfDKp3zk0lODFkZpGzxmJ3MnmD6qP2+VysUWpaWkudsNQ9tKDxg8wCTy5EH713Nkri4ZUcd1blZp9b3AVrXyywubF/IkgADoCXgfcvSfhdD02NGUgnIw7t+th9VyW2shiwwMDmjM4fjtbS548VidJ6m0npm/U18pYaiJ8JIc3DgC09R9pykpbbnS3m3U10oS4wVUTZYy4YPCRkZCie67WOM/krW5x8y1jf2FSh0k5p0taTGzgaaOIhvl7o5Lf+LVJGGU9WWODyS25O8AXtbsKy9gqkudLTh7C0C9mAjU6X5LL5CMhJQvE16Sq8R80cTvNJJAVUIShI8dHJYkeOQdyTSUCCi901wFk73rz+cjjf+kkAhVQho0SuN3mqcTvNUQhOshKH2XHwwkoJxG5OA1SFMk4VMlVckpqUJQKqkoyfNIUJSyNIyOACSQAvPMZ8AsdHzeAfNXDqg8XNOjNtU1wJGizLawD1CdbWs8lg/afQpQqcef1S5lBkKzra1hODyS21TBzBwsD7Vy8UoVXLqnBx5oyrYG1LTzEmE6J8dJD9VrwqiByJS/a3eZThI8cU3Ks/3hd+cChYMVz/AAKEvTSc0llwabdi/tb3v8Wd/ihzzlkp3BrR5nl0WCm3N1S9xLKiGNpOQBEOnzXU9wNH7nagvAl0trmG0W0wtYYDEXOL8nJ5D4LRW9mvU1TIZK/cshzjl3dUDeZ+JK+hNna/ZagYZK+CM3G4Ne8jvz3b5Lna+nrp7CCQi3aB7C61rUO6utpaNsdrhpY+HDnyNJD+X1XIdYV38P6gVOp7fHW1EbRG2bupDI1oP2cgDlzPJd8rezfrG34bYtcQVwkOX/jCDhLP6PBnPzVxZOzG+sqJJdd6hNVFwARx2xzoMHP5xxzC6Nm02yOGwmXD2hpP8IZ1vM7u69lRbQ4jM7LUuv23Pso023Q+j435qNKVE4xy/JyAZ+ZW02yyaFpskaVtcBZ0FTEx+fk4ld6qOzDSNm7q064u9LQNADIHxtle3/1h5n6LZ9M7A6BslGIbnZ473VcRc6rrYw57s+GOmB8Es/xGwKKEGOLpDxBaBbx1SNwWoc45n5R2En7Ljdg13thYqJlPW7d6Sq6hrjmZlDEHEeAwGldw2wuOkNZWmW527Q1BaxBIGDFDGwP5Z4mnhC2O36E0na8fi7SlsgI6FlIwH64WajpHRt4IYAxo6ADC86xvaSgxK/ytP0ZJvfO4+m4LZpaR8P435vAfa6r3cJHCYm4HLHCMLA6s0/dLpapYtMXSG13DGY5pYO9jz5FuRy+C2EU9QeXDhVFHUHy+i5dtRG1wdobcxdXDyUTtR3bdXQle+Tc6hrWURf7l4s8YlpgPN7cFzPnyWuahn3gvdMb5t1umL9QOGTRu7tjsfo5aB9+Cpo1FuklhdHK1sjHDDmObkEeRBXE9bdnHTlfXSag0DcZ9GX1xLjNQf62md/4SA+6flj5rqcJxrCw+1RC1pPENBb4g6jw8lTmhmP4HX8bHz+6jtQbuQN4tNbk02odNV7hwmqgqpmDPmMHp9QsdqXa3W18o3XbQu5dZqSgeCe5kuL+8x5fawfgcLb9Zalq9LVbdG9oHRNLUwScoLvTRccEw/SHi0/DBHktXj0ToGy3BmotBbzGx08g7wQF4kd8ObhkejgV6LQ01O1olpQA07ratP1CyZZn3yyHX1XEbva7/AGOrdR3yjrKSdv5k4c0n4Z6/JWTXE8ySVLaTVejLtaordre5WS9wub7885ijd6ENa44Pwwue3LSvZyimkqaXUNT7zsinFZ+Tb6A8Bdj5rcjkdoHDVVcwXEGDBz6J1oPmuvj/AEPtDzbB7SfV9VJn6OYlN1bslRjFJpVkpHj7CXf3kjlaa48Akzo7LlSKfdu3sJ5SwTR/Vuf2KcDuqijtJuPomo3Cs9tsulfZJKmUxNmFPTx8OWnxazi8PAqVzuq8j2/af2ix5FrsHuV0OEuzQkdqQ5LoKN9fWR0secvdzPkPEpLuYWe0vTtjbNXOHvH8m0/rXK4Rh37Uro6Y7ibnuGp+yt1c3y8LnrPN7ukhjpadvCyMYACoH580wX58FTi9F7o2NsTQxgsBouNddxuVch3PxSuP4q0DwP8A/qUHjr+1KksrsSHwylCQ+qtBID4felNeOiSyLK7EnLxTL390/iGcO/WkB+PBUeQ9haR1RZIrjjz5qhf5K1jlyMO6jkl8YSIVwJOWOaWSKmExcuNuS0lWnGFVk3A8EKtVUsdZC6CUXa4WKfE4xPD27wsc64Bji1wwQcEFNuuOehCub3Y6mRkl2peF0eA57PzgfEhax7QvAsWwyfCql0Ew52PMcwuxpZWVLM7D+SzRuDvApHt7z4/esR7QUd+T0Cy7qzkWVdWyY6pDq1xGC5YzvXI71yYXJcqyBqz5lJdU5Vj3h8QqiRxTbp2QBUvF4o7XbzPcWE073CGRwGeEO5ZPoudjQVnqi6qpbmfZC4n3SC0Dy4vBdAuNm/HVvlop6d8kb8ZAyPnlauNn5XnhinrI4z+bkL1rYzFGRYdlqHgZXEC5tpoeY4rHr6e8l2cVgtVXWjucNDo3TEIkghc0ve0faeAQMHyGSSV0XS0brfFQW3jyIWBvLxIGSUzY9txZmk0lMwSOGHSyPy8/Pw+SylBpm4WiarutwujJWMY98bWxn8kwN6DHXx9V1Zx7Co/xztv2a+11mupZiLBpUUYbJa9w99bxV36h9qt1TdammHvEZIyG4I8gwFdmsu0GgdHzuulloHipY0ua2SVzuDHiB0PzXGqa/wBj2/dT11h1NT3S4e1zVEntdBJC1vGMEgZyT8lsEvaFuctqnpK2qpom1ALWzMpXAxOIIBBIweviCsOswLEcdklmika2NzMoDnZetcWIB7OKKJ8OGwsa5hL73cQL7+3sXeacQx0Ens7Gtbwud7owMkZWtxVD3P6n6rj1r3J1RJESzWYrGkYDWsY3I+A5fcr1m7euqINp6LSdnqSTynmLcn45OPuWBW/CbGGt6aOWNwO+xdceTSr8e0lM9+QtcD22HuQuxRTOPIq/g7132WOI9Gkrhsu+W7VB1s9lhZ5xNgwPnwlX9L2nNU0sbDWX22CQfai9mjcB6ZACqM+E+LSMzmaMd5ePdgUjtoYGnKGOPdY+xK7c3iHUFp8jyTrSfNcwsna0sxDmart1NUs4fdkpYi08XqHEjHwWfo+0Jt5eIzNT6arCwHHFFI0c/qsab4cbQNlMUMQktxa5pHvf0VgY5RhodIS3vBC3pvQJbStWo92duqxwZJU3GgJ8Z4g5o+YW9UdpZc6KC42qvgqqapYJIpGnAe09CFy+KbN4tgpAr4HMvuuND3HcrkFdTVYJgeCrDi9EcXor2azXGHrTlw8281avp54/5SF7fiFiFrm7wrAKSDlVSEoHKYU9VQhCaUoTkQ4nAKO2uZtLVerLo2qbE2YVBD3Oa8HIA8Qf2KREfn5c1FzVNhvNx1Lc6yKicI5amRzXPIaCM9ea9d+EVO19bUSPcWgNAve28/kuA+IFRJFTQsjiEl3HQi+4b/VNiw6Zq+UFW1pPThqR/wC8ApK2anZSWehpWZ4YqeNgz5BoCi5HpGudIwTVtDCS4fanaT9ylTSRiCjp4gQeCJjcj0C0vi84CGlYJM2rz6N+6qfD4EyTvdB0Zs3x38E8hU4vRHF6Lw5em3QSPJUJQTnwVEJUoHKU1IBwltQmuOiUlA5SUJQEA6JSElCchKQ7+Td8klKd9j4kJQOKQlMk+iSlO6pJ5KNF0IJwqE58FRCeE5CcvGPBKJykwfaPwVUJCjJ80IQhNRkqoOPFUQhIUrjPmVUSEdCUhCEic74+ZQm0IQt1bYD4gJxthj/OKtXajx0ITMmo3+BPRdXndzWYA5ZMWWnZzOEttqpBzLhlYCTUL3fnlMOvsmTh5QHFGVxWzGjo28iW8kkx0DPJarJe5T1cUy+7SHHvlLcpejK29z6FozhqadWUTeYa1aebpIRjiKQbg8jPGUqXo1t7rlSjlwhNOu0AzgLUHVzycl5STWu/3xCXItpkvEbmkADKwVdUse8kLHuqyfzim3T5Ocp40S5LLBbiaGsO5Ol6vTN9ha5k7CYZcDigkx7r2+oK82NV6auOj9SXHTF2jLKq3VDoJB54PJw9CMEehXp/34HUqF/bC0rU/wAaNJdbVbaid11tsckvcxOfmRj3MJ5D9EMXo2wWKvZUuoXnquBI7CPuLrOxSAGPpeIUfmhOMWdo9vtc1mPZ9IXdwPiaN4H1IWYptm9x5sOdpqaAHxmkYz9ZXrYIG9YNwtQb+xOs6LeYNltUtIFfcLLSeDu8r2Ej5BbbZOzsy8wOfS62o5JG5HDHCSOLyzn9SlbI0bymlw5rUdn6g0u5um5gcYr42/U4/avQk481EHTmxNRpbVlnrqq7VNQ6CshlBpqXLOTx1JPIKXp8PgvL/iFlfUQPb/KfdbmEOBY63NUPktntrCy3wRtGS4cRA8ytfo6CquNQKakjL5D9APM+i28VNvtMTIJZoxI1oaTnlyCrbD0zunkqS3QCwPaTr7JMXlAY2Mb7pUVunk5uLGD+ccFOSWuqYOJobIP5pRT3Cnqf5KYO+BV0ydzeWTheiukPFc5qFiHtcw4LSD6hI4vgs1UxxVTDxdccisJUxvgkLCOn3pzXBycNUpsmD4K7p6eSUB3Jo9ThY+HL5AD08VeCpIOAcAIKUhXn4vm8HNPwKp7BN4cP9oJtlU8+PgnRVu80l3BMIKbbbqgvJwwA8/tJwW94+1KwfAkpLqp+RgpJmcfz0l3EpLFPCiiH8pOfk1LZHRRnPC5xH6RVm6U55uVO+9UhulDOay3t7S0RBoDenCBywtF1DbxQXB3dNxDL77PTzC2Xv1a3+n9ttbpGjMlMe8B9Oh/+vRcjtfhgxDDnPaOvH1h3DePL1WthUxgnDeDtFqCUMqiUBheIXXXWQhCEy6QpcUT5niNgySsvS0tPT4Lmh7/FxVvQxiOLvDyc/wDUrnix4qVuVguo3XOiv2TEDqnG1PqseH4/OS2yeqUzHmmZVk2VGcAn6pwSscOF2CCsWJOfVOsk8Mo6dFk3LpTS9TP7TPYbfJL4PdTsJ/Un5NL6cniMEtjoXxkY4TAwj9SWyUeJTrKh3gUpqeZRlWm3nYra698TqjStLDI7/dKcGJ31bhc1132aYLVaJrloGuu81ZGW8NEahpa5ueeC709VIBs7uhT7OJ4yGFaNFtDXYa8Pp5nC3C5t5JkkMcotI0HwUJYtObkCV1vj231BVTs5OdLBwt/tY4Srul2z3+ZIauybX26nd1PtdZCCR8M9VNLBb+bzKrxvXWVXxVxioj6IiO3a29/NZbMCo2OLmgg9hIUIL5at2aaJ0GqNtrtTkjBmooWVLAf6oIVtpXbney/1MlNZrJPHA1jpWuvFH7I1wBHuNc0DLuanMTk8wCj1TB8VsVig6KJrGHm1tvQaIOBUr35n3PeSVDy2bDbyVtygkumkKCKJko74S3McDm554DXZ6KX9pttBYrZTWe2wiGlo4xFEwHk1o6DmnOIqheOhK5DG9qazH3tkrCCW8hbzWlT0sdKzJELBXIlYPEIdLE4YcGn481ZmVoOMo71qwXVFwrFk5NS0Ev26aM/JWU1mtz/sBzP6JVx3w8k333ooHSB28JRcLFVVmmhBfC7vGjwx7yx5BHIrYzPnxKx9fStmaZ4hh4+0PMKBzQdWqVrua1jVNZ+L9M3Ss4S7uaWR2A4jPu+YUa5NVsz+RslECPGTikP3lSL11k6OuzRAJi6nc3uzII+LPhxHoo21NvhgGazTl7oh+nG1s7PqML3H4TupY6KfpgSS4br8AOAN/Reabetr3zxfKOaGhut7b78yLeqfpNV3WWvpoYmU0LXzMbiOBo6uHopRtB7tmevCP1KKNrFgFypJ26ip4RHURuLKyN9O7AcM83DH3qWDSHMY5pBa5oIIOQRhU/i8+F5pOgGnXvpb+Xmpfh62sY2oNYT/AA21B57raJCEotx4JJOF4qQvSgUISclGSmpUpONTQJKdA5oSOVVQlDuqonNS30SgM81VJBPQKo9U6yS6UMDxWEvmtdOacu9vst/u1FQvuTHmB084YS5paMAHqDxdcjBx58s0oe9tzSup9Wa305DZbe6eCktT3PlL2tY175nZBJPkwLotmcMhxfEBS1Bs0h2vLTT1sqlbO+CEuYLnT3Uw2RNlYJIZGyMcMtc05BHxVpVPbTgl5XnbpWTeDRkbIKPd2Ow08fSF1xMrW/1OYW8x9ofW9ojbDdt37ffCzqxluBcfmMLcrNg54r/Lyh/g6/oCPVVI8Sb/ALjbeI+6mpFL3oJY0n4KrpOE4dhRh0p2stTuaIqbbO6XqM8jJT00jAfXJGFtje0i6pnY+9be3iyNP2jUSxn7sgrnZtmMSgaXyMt4i/le/orja2F5s0rvNM7JcfROLVdvtwtM67oaiSwVbpZKQtbO0twWkjktqWHLE+F2R4se1WgQ4XCEIQo0qEIQhNQhUJ8lTiKEJSEniKEISTUk/nfckGpx1JVoMnxSmwzP+zG4/ALqQCdygyAJ91SeoJSDUEqraCtf9mmk+icForyf5DHxITwx54IAaEz37kn2gnqVeCyVeCXPjbj1/wAy1G4bgaBtkr4K3VETZIyWubHA9xBHUdFeo8KrsQcWUsTnkfygnzsopZ4YReRwA7VsBl8sqhmOMc1otTvfthSkgXGunI/QjY0f4zgtE1FuVX3m5TVunbnV09ul4e5jL25AwAebeXXK6zCPh5jeKTdFJH0Q5u+2/wBFm1WNUlMzNfN2BdzLnfBNy1MUAzNOyMfznAfrXA7Tr3UtorhWsr31Pg6KclzHj1Cstdbjaj1LLSxHTwnMeRGKJuCSfAjmSugl+E2IU0wM0zehGrnC9x/jb6qlFtJTzjLGw5+A5+K7+L1anytgZc6YyOOA0SjJKvhHM7GGPOfIFRPb/D1zhLDo6ogIPuunk7vH9rCvqrW+8EEIZNXsaxg4Qxtwa4/QPSzfDmjle1tBW5+fUJ8rfVSNxadoJniDf8h9VKRlDVn/AOzvHxGFo26GnNWXCa3GwWu61ZDZGyNoqyKBremOJzxnzxg+a4lRas1XLxvvl4a0490R1TyfnnknhqSozyvkmT/+p/zrosH+GM2GztrGVQzC+hYeItqMwKzqraBszDCYjbmD+S3en2m3KrTxSaTjjz+dX6lnePm2MkfcslSbA60lIfPFoul9TTzVTx/bwtW0xr/UViu1LWtulRPRskDpoTKT3rPEc+S6cO0RawQJNN1YB8WztP7FPi+FbV0kuSkDZG23tAHhZxJTKapw2Vl5OqeRP2VjDsDqdrMDX9voj5UOn4WAfNziVgtSdm7c2tgd+Kd55nvB4mxz0LYW5/pR5I+i6npPdzTGraxltphU0lXJ9iKoYMPPk1zSQfnhbrk+a4asxvaDCp+irCWu32LW7ue7ULXipqOoZmiAIUTzV7y7WSwxbi6bN3tjJGg3Sg9/hGergP2gKQkUjJ4mTM5tkaHA+hC2p7WSMdHKwPY4YLXDIIVtPbKScYazu3AYBaOX0WXjGOSY02PpmAObfUbje3BWaamZSk5NxWHvmsKfQWj5bixgdW1ju7hb+kf3DmVweouGsdT1b6uSoqp5CclrXENZ6Y6BbxvZbdQltDPS0EtRQ0URzIwcTRIT4gcxyAVn+Mrdoqy0lPNE6Wplblwb1c7xcSenNddhQZVU7WtlyRRho0Nrki5JPeoXsEZLy3M5xPbosXpnW190rWiluJqeHiaBG8nHM48f2KQdpuzK6nbICOIgErgdRrWx3ChmlmphFXQt/JMlaHZPgWkdVmNq9bXCrvAtVZI6QOhc8vcT1B5fDqugil6F4ppZMzjqD2dp9lQnpxI3pY22HFd0ZP4Z5Jqta2eLl9pvMKxFV0IS/avMlX2g30WY5hamYXcLXO8XHAS2v5rG6iu8Nhs1ZeHxmRtJC6bgBxxHwbn1OAua3HtEadsVHDXX60VlLHM8MaWPEnP4YBTi8AXKkawubm5LsTJD5+CcEnkVx6i7Tm19UOVfUMPk8RtP3vCybO0Bt89nHFUzPHo+H/5iLgpgAduI8wund4SqF58CuVzdonQkR9x7z/TqIW/++Vhq/tR6RpsiKOnJHTNVxf5LT+tF7b0w5W7yB4hdsLznmVTi9VG659rWnbkW+gY7A6shc773OH6lzm+9rzWdbVey2+mFNHnBe54afkGjP3qrNVxRakqaBjZ7hjgbKac1XBTsMk88cbRzy9wA+9Ymu1rbaWiqnUX+nXshecN+ycDnz8VDe1bmaqvt+p/xrdJJIXuY9rc8iOIZB+9Skk7t8EL2MDWEDIA5cLhj9q5LaXH34dC1sTQS+4v2C1/da2HUkdQS51+qVd008dVBHUwuDmSND2keIKeWH0q/FpFKetJLJAR5Brjj7sLMLxedvRyObyK6UG6FVvVAHiqqElBTra9rSIifsjCuGVbHdD1Wt1khZUvx5qsVW8DkSnOeU3KtqE3FzBS2vPmtdir5GgZJV7HX9CSoy9GVZgSHPVLEh6ZWOZWMPirhsoIBBTC9Nyq9bL6/cltl9SrMSeRKWJPJML0WIWVpCHSe8Vt1ooqeWMcYC0SKo7sg5WZpL2+EDhdj5qs9xJTXNJCz13pIIRlmFgHTtbyJ6KtXeXTdXZWKkqeI5SAlDWnisg6pHgkmpJ8VjDOfVU9o9CkJUmVZE1P85NmceJViZs+CQZQfNNujKr81AzyKSZz5qy7zx5pLpOXikulDVemo9Un2geqs+8H6X3qhlHgkunZVd98ECfz8eqs+99SqtmJIGE0E3Shq0zd6KH+AF6gmibJG+NrS1wyCC4dQVFynonUGDa6+vtxHT2SrkjaP6oPD9QpQb0Sd3oO5Y/PdC3n/AEwo2x0tTMcRQSPJ/RaT+pfR3wmpYX4JIZWggyHeBwa3mvFPiLWVEGLxtp3lp6MbiR/E7kkuvWqgcT3aluUY5cNxt8Uhx/TYGO/Wu1bY7x0NZRx2TVzaa21MAEcE0TnGGRgAAB4ubSPmFySLTF/qBmO1zgebxwD/ABsKs+lammbm5XS10I8e+q2gj6ZXS7SYNgOK03y9Y8NtqCHag9g18rLLwPFdoqaXpYIy8Hfdm8drrD3Ur45aWrYJKOphnY4ZDo5A4H6K0lqmRymJ3VRS9ss9oHFR6+Jmb+bRRSvH1amot1de00o/FVVc67gPuuqGN4T8nc/uXjWI/D2wLsMlMvfG5vqdF6hQ7TvdYV8Qi/8A2NPpe6lrl5GQDhJEvPBK4FZ+0DuXTRsbfdC0lRB0MkZkifj4kcP3LM23tDaZbUj8e2+tt4J5niZK0fMEH7lyVdstiWHszzNHcHNJ8gSfRdBTYrTVTrREntyut5kWXaY8nmnwMLVrHu3tVe2tZQ62tgkP+5zS9076PwtoFwsz4u/jutG6LrxidvD9crHlw6qhtnjcL9hVsVEbtA4eaTI/HNI74HwWDvO4e31nYTX6wtMbh+Y2qa9x/qtJK0C59o7QNoke8wXu4Rt6GioC8H5uLQp4MKq53iOOM3PYh08bG5nOFl1sztaQnWEv6c1Ga+9r6zTuMNk07PRP/NfcyW59SI84+qwVTv32gb9CToqXRwZj3RTSsfN9Jz1+S3KTZKvldaYCMc36D2VWTEoGjqnN3aqVWoL7ZdK2qa9aiuUFBRU7S58szw0fAeZ9AoH7w7hbea/1vX6luerL3UQP4YqWjpCI44oWDDR655k+pWo7nSb9aqqDVbgwX2saw5aDGXQN/ohnuBcsqaeop3cE0Ekbh1DmkFen7L7KwYPeodIHyOFrjcB2d/NYVbiTqjqZbAc10CTV21lvJNDoaaukH59bVPkB+LScfcmXbzVNFy0/pWzW0DoY6dpcPnhc8emz0XXOp43fiF+/VU2zPb+E27tFu1dvRuRWgsGpZ4GH82D3OS1mv1LqC6O4rheq2oJ/3ydx/asahKyGKP8AA0DuCa57n/iN/FTi7AdG4aN1NcpMkz3CKME888LDn9alSo89hy3eybNPqy3BrLnO/wCIaGgftUhl867XSdNjVQ7+q3kAF1+Hi1KwdiFQlBOFRc3ZXEZKMkqiCQEWQhCTkoyUWQlIVOIIRZCzMFHS0+O7hbkeJ5p/IHgmgcpQcAvQGgAaLPvdLLkZ9EkOyjIT7oQRkYPiuWX3s67f6gvM95r46svqHcTo2TFrAfHAXUycKnF6KeCpmpXF0Ly0nTQ2SEA71y+Hs6bVQs4P4P8AeE+Mkzj+1ajq7YiDT9O+s0XGW0rcufRucSW+ZYT+pd3rGPkpJo4yQ98bmtIPMEjkoqz7b76XipkbNSBsfGeF1RU8WRn1cV1OzlXIZjUz15hLLWvd2a9+bgOCpVkZe3oxEHg+H0WBka5jyxwILTgjyVASDkEg+a2mn7PG6dYAa2/0FID1DCSR9Ar7/Qo36rj467cKpZIObe5jOM/Mr113xKwaBoa+QvPEhu/ttr7rlnbN1DnFwsByvf1sFzyWyw3OujdV3mto4DyeYQHH5A4Sqiy7YW9xbc79e6lw5kPmZH93MrOXnbPdKy1rbRSWJ104G/67YMNeM8s+RWT0lslre86jtsuuNNUJtDJD7Sx0mHlhaenCc9cKni20Wz1VCaxtQ4ki+QPLb9lrgg8N9lboqGvhIicAG87An1Wl0VPtVcONlotc1W+I4d3lcSR8gAmLhYNPgGalsQHAMiNkhJd9SpB6i7N+hKym7zTNBFY69jSGTU4OHf0hnmtYpOypJLg3fW9XIPERxY/WVhYbtvs7FEXywua/tLn+9wrU+G1z3WE3V7re1lyq00+q7jEyPT+h7nNEOTC2B3Bj44x962a37WbxXpzf9Qqe3sd+dPK0EfIElSU0RpCk0Pp2l07R1E1RFTA8MkuOI5OfBZ/oc4XP4h8TMUmc5lOWtZrbTW3DkrcOC0cVi5tz2rje2ex940ve4NQ6h1C2pngOY4YW4YCRjmT1XZwfNJyT0aqlrj0C4SuxSfEZTUVT8zjxK0mMZGMrBYKpOSlAYVO4efBKFJL1wqRnan6KnLoeYPIhapq/bexasHfyF9LVsbwslj6fNvQrbxSPPUKvsT/JLHXui/ASEab1HS8bV6nsdxpmPpjWUEs7WSTwDiwwnnxDq34rMW28WXTmqBboKCOFznRwcYHM8X7AcLtk0T4TzWn6h2+sV9r4rs1hpK+KVkvex9JC0g4c3p4dV1eDbUspwIpmjf8Ai7OP6Cimh6Ub1lm1zeEHiSX3HhcAXrGVFPPSv7ubkfAjoVbveQMlesUz45mCWM3adbrAmiINirbdK4th0TUNkfgVEsUWfMFwOP8AFUMda6tfq29d3Ewx0Fuc6GFhP2nA4Lz8cKWG9FR3WmKKInAdVh39ljioT0EnG10hOS9znfU5UE5/ci3ErHxSR8TAxvFZfuWTgDuwXZwCBzz5JvW9hk0pb6WOZ7RW1jO9LAP5Jp6D48iSs1ooUkmpKAVpaImv4ufQkDkrjtB0L33WmucZ4oJIWgOHTlyP7PqpoJy1rmll7NuO9V8Lw9krDUOOt7AfVcqs4mhrWvkq3vJ6gDktta3iaDwnHnhadbZWyVbYoDxvzzI+y0eJK3MRuwAHH0GfBZzX1EsBfJz07kzF2wtezJvT9DQS3GqjooCeKUkAfLJWlywzOurmlh4u8wt0o6iagqoquEAviORnxVpU0tHV3A15jMTnHicwPyMqpLhxrYRGNDmv4KfCq6Cjjf0jrErMWWUQXS200buJ7IeJ2PPiyptUI7600rndXQMP3BQfAIlirqRuJYeR9WqU2x2pn3vTUlBVyFz6QB0fEckN8R8v2rA2wwGSaASxaCM7ux3LxXQYBijJwWk6m/ot0sR4Lhd4MYAqGyj4OaP3LMq0hiihutY2LGC1nPz5K8A8V5FicRp6p0bt4t7BdZG4PYHBVHIKqEAZWcSnErCV4PtL+fimmOwnblyqXD1TDUrigK4a9PMdnkrdqeYoiU4BXLHluCFcsnecHJ+qs2eCdacKMlLZX7Ks9CVdRTh4zlYpqu4T7qjJKMt1fiUA8inWzHHVWIPilcXompC1Xpmz8UgyuyrXjcji9EhKA1XJlPiFQzfH6pgHKE1PyhPGY+aT3vxTaEhS2CWZXFHESOqQqjqmpqVk+aEISEJbIS4ubkhLjyXDHmgC5QCtG3jrr42zwWvT9HBUVFVMHv79ocyONo64z1Jxj4FccqKXWkTP9V9a2+1x+LI3RxEKz3Grq+6ayu7qy618sbap8bIjUvDGNacABoIAC1iOioozxNpYs+ZaCfqV9TbLbKyYfhcURLOsMx0J1druJA0Fhu4Lw7Hdr6eate5nSadWwLWjTTeAXeqzlRTaYlJN019W3JwPvNgMsgP05K04tv6J/HS6cr6x4/Ol4Ywf1lWZGAmXnkuoGDAb5CP7Q1vsL+q5x+0uc9WEH+9zn+5t6LJP1TSwf7HaSt8WOhmcZCP2Kxqdc6nwRTVNNSN8qena371Yy9PkrCc9R6prsCoTrIzMf6iXe5T49oq8C0bgwf0tDfYJFz1Ff60H2u9VkgP5vekD6BazVNBJeeZPieqytT0KxVU70T20dPTi0UYb3ABTCuqqk3lkc7vJWLqj1WOnlkDSwSODfLPJZCqWNqOWVG+yvwXCx00kkRzHI5p/mnCfotW6is8gmoLnLG5vTnlIFHWVsnd0dLNO89GxRl5PyC2OybIbs6oLRZtBXeRruj5IDG36uwsqtkpWNvUloH9Vvqt6j6f/AGr+F/oqw756n7tsF6obddYhy4amma7l8wnWbj7X3E5vu3gpJPGa3zujIPmBnH3LfbH2GN6LxwPuTbVaY3dTUVPE4f1WArpGnvwdlvHDJqzcOZ5/OjoKYNH9p5/YuSq8b2dpb/vQD/Rm/wD50XR09NiEn4m/8rfVcXtGpdvy8HTm6Oo7A8/Zjqj3sY9Oa2VsWqr1H/pPVWiNXRu6Mr4GxSH04iOvzTuqNttq9s9TV9kk2tud3ZQTGJlfdaqZ0UwAHvBkQjbj5lZqHc2wRWOO17faWsOj7gyVrjX223tZO5oBBYXEF3PPXizyVylp/n2tloWh2a34nMBAPH+bwvdTua+D/v6DsDj+S1Wo2gu10e1t37NtwkMhAFTY6glhz4jmQB8lsVB2CKvVNL7VStuumHPGRFcnxTY9PcJKZZrXeGhqvbafU8lU/OS/2uWN5Hrzx9y37T2/W7FvhaLhdIZyMZjnY2b/ABsA/etGr2Z2hc3/AED2A8nB48j1mn0VRuI0TD++BI7LH7Fana/watz71xvO5tKI8+6KaicXY9S52FsB/Bs6UMWBuLc+8x1NNHjPwW4VPah1bBTAyW+0xPA5yOD8H5cS1iu7WOrGvP8Aq7Qw+kNGHD78rnH7O7Zh3+oqIo+9zR7NKvMrsNeLxRud3Aldw2j2SG0+g6PRVJeRXikklkM74+AvL3Z6BbTLYLizm1jXj+a5RXj7WWrXP/66m/Ohjx/krM2ztX6pc9rTd7TUE/my0/AfuIXOVXwtxauldP8AMQve43Nnm5J/xCutx2GBoDo3gDm381IOWiq4f5Wnkb6lpx9Uw4ELm9r7UF0bwi66cppmn86CYtP0OQt701vZoHVlTHQVULqGqmPC1tSwcJPlxDkucxP4a7Q4WwyywEtHFpDvHQ3t4K1T47Q1LsrH69unurvJ80LO1M2iScOvFDCT+jVt/erUwaXm/wBa6noc5wAZ2H9q5E4VWNF+jPkVp9PHzCxiFkjY5pOdJV01QP5kgKYmtNxgOH0rzjxAyqboZGGzmkKQODtQVaISnRyMOHxuafUYQo0qzGR5oSMhBkDfFd3e29UE4D4JWR5pppe84CuoqR70wzAITJOPFU4vgr1tskJ5gp5lpcfA/NN+ZCS4WMJz/mScHpwrNC0HPROi0+YTDUnckzBYAMeT0P0TghfjotgbamAc8JwW5gHQJpqCU3OFrYpXu/N+5LbQyeWFsYpIm+AVe6ib4BRmYlActfbbpPFOttrj4FZs9yPJIdPEOYISGQlLdYtttcORGQli3AD7IV2+siHiCmn1zAOQTcyTUpLbe0eAVfZI2pt1xx4piS5dOaS5SgFXvcRjq1ULIWjJDVi3XHP5xTLrjk8ykuU7KVmDJGB7uMJt1Qxp5nksO+4E9CU06tOeZKaSgNV/Wytfkgj0WJe8Z6hVkqePxVs5/qgGyeAlVEbKuExPxxDm13kVo1yrbq6+261UFpqaiOSfFRKxuWxgDPPx8lurXEeKuLY2KCrfW4HGQAD6+a9H2Jxx0UjqCU3DhdvYeI8Rr4KhXwdUSjeFx/tBmqp7DQBsEhwZyQGnke7wMqHFphk7hkcjS12BkEYK9OaqSkuMRgr6aKojPLhkYHBcd3O2O0tcqeW6W23Njx7zxGMPj9QR4ei9Kiljlsx+llymJUklU0Fh1CiHHTcAEjZHAt5tI5EFF11FWVFH7BXSGqhb0bK0HB8weq2DUunqjSt0Nvq/filBdDJj7TfH5hYqWgpqgA5GB05dVpFoAs1cgKqoo5C0ktPELSzJSR8TI6fgaTzDW4B+PiU6b1NEwMjhbjzzzWbrLJE05Z8wrF1jjHvd6OfPB8FHKx1tEorGzOzSG5VgLlW1BwXcj4BZGhZI7BLU/T22BjAWkHHkrlobGMDAwoelbCLuKeXh+jQr6iywLu/Z6bHPV1NI52RJC+MgHHIjquBQPe9zeBw5LuPZwL26rdGQcOj5kfNMZUR1jsltNPdXcOc6CUEcQR6LudCXG4yh/wD93iz96yQwPFY+PLLzUR4xwxhv0cVfL532pbkxaYdv0XrFCc1O09iWlAJLfBK4sLnrqyVg7mAKlwVu1XNzaTVOPmmGtwErilCcanGZJHJIaD96eYCoynhOs8E4CU20HknWjKYUqW39iuovsq2arqP7KYQlCeb0VVQFVTUiEIQmlKFVvVKSW9UpIlQhCEFCEIQmJqrkqoPmkoQi6WlxHDh8QmgU5HkHl1TmDrBIVFrWFlvEeoLnVTW6YRyVUrg8NyMFxPULXS0tOHAg+q6JcqjX1ruVXKIPa6czPd7uH8s+XVY5+q7LVOMOoNPNbIeRc1nC4fJfYOG4hVNp2NdGHgAC7HA8OIOq+d8RwOidO4tmMbiSbSNI8nblpTiMJiTC3o2PQ93/ANj7s+jefzJDy+/96sa7be8saZbdUU9Yzw4XcJP7FpNxamccrzlPJwssx+zdfGM8bA9vNpzfmtIl/YrCc+azl2sd5teRX22eFo/OLDw/XosRBQVl0rIbfb6d89TUPEcUbBkucegVl0rCwvBFud9FUZBIx+RzSDytqsTOHOPA0Ek9AOpW96M7OW4+uhHVCiitFA/BFVXks4h5tYAXO+gHqpA7TbCWTRsEN71NBFcL24B3C8cUVN6NB6u9V18Sk+PLHJeLbS/FBsEjqfCGh1tM53f4jj3nyXquB7EksE2IG1/4R9T9B5qPVi7FOkoQ12p9XXGuf+cykibAz4ZPET9y6DZOzJsjYy18ejoqyRv59bM+fPyccfcukNlHiliTzK8yq9scZrb9NUOtyByjybZdtT4NQUotHEPHX3urO0aT0rY4xHZtPW2iaOQEFMxv6gsuOEDAwB6K2DwfFKDufIrGdVOlN5DcrSaxrBZosrjI80knwSA/zQHjxQJAUpC4x2gbFu9dn0X8XEcMlEInisi4o2ve7Ixji9M9Coz1Vg3Ls9SYbnt3cGzyuOHMp34e74gEFegGWnkk91E7q0FdhgO2+IbOxdFRtbbnbXxPHyVSqoIKz/vC/ioH0e3W/lz/AC1LoN0NORkCXDHfR7gfuVrc9M7yaeeXXjb2sfAB7z4Yi7HzbkKfYjYPzQqOhjcMFoW3H8VtoWOzOc0+H529FTOA0BFsi87XappATBeLTU0z28i2WPOPqslY7/piimNTR01okc45LaqlY/PyeOXyU6rto/TN8YWXex0VYDy/LQNcfqRlc/v/AGZNp74HEafFE9359LI6PHy6Ldi+LEdY3osWpGvHHQH7Kqdno4taaRzO4ri9r3B0q5givG2OmK+PGC6GBsTj9xC1XVlLobUUvHbtv7baAHcWaeSTiPxwQ37l1G8djWiaXSaZ1fW0p6tZM0PH1GCtKunZw3qseTa62gusTegEvC4/Jwx961sJ2m2H6cVHQ9G/tLrf8ScvooKnDsXyFjJ7jusfNapLPHb4GsjpZXsY3DWxM4sAKypbhqu7PI07o241pacZZG536hyVzdbPuhpgn+EOgrgxjeskcLns/tNyErT+rbk54dQx3Ghd4vaS1ufjyXoxxcY422CVjWu5ZMw81gChOH9etgzDmHW9Ev8Ag5vbLl7Ns6/B5+9A/KtqqLdCzNMt225u0LG83ObBIB+oroFr3d1/aCBDf5ZWt/NnaHj71nKvtBa5qaQU0fsMLyMOlbDzPy8FiPpdvIJQ1kkMjeerfQtPpdWW1WBSNu6NwP67VySw7hVM9e2gjddLfVYJDXFwHL1HRdBtm7G4NpDW0uqKtzW9GzOEo+jsrV7nfKm/3B9dcaxlRVdHO93iHocLXr7qGpsrQ6LT1xrxkZNOwEAfXP3LsY8NjnpR+2Y45H8erceo+gWLJU2m/wBCXNb3rvVq7SmqKaMx3ey2+4kDk8Zidn1xkH6BCjpHuPp8t/06yuoH/oT0zgf2oXMz7H7HySFxp2a8nEemYW8lpsr8YDbZ3eV/WxU8i/Him+8LiMpl0hJKGvAPivmuSXgF6AstRgEjPiVsdBDDgZwtRpqnhOCeSy1Nc+AcncviqxKY4FbOWwt6YVDLC384Ba7LdnOHJw+qtpLo7l7w+qamZDxWzPqYfMJp9fE3lkFau+5uHiUw64uPPKVL0a2h90Y3OMJiS78uRWtOrnHp9U2+qc4c3JU7owtideDnr4q2fdCTzdhYI1B8ScJsz+fNCd0YWbdczjkVbuuB6ElYozEBI74nrlCcGBZR9cTnCbNY49SscZThJMp9U26dkCv31Tj+cm3VHmSrIyeeVQvz5oulyhXZnJ/OKSZf5xVrxfFUMmOWSi6MoVyZh6qhm5K14z5lHGfMpt0ZVcGY+B+5JMhPimeL4oLj4EpCUoane89U5DLjOSrXJSy7gZn1W3s0+2LQd/uCmVIvA4K/bOOXNOidr2ujkw5jwWuHmCsSJznqnGzgdcr3ANsudLVHbtAabjp6OrfEMewStnjPjwHGR9D9y4fDVu4WtAAyOikv2giwWa4zvzwm3vcT8AVEOh1NQvibxSAYHQ+K02OPV1XG4/T/AL0PaN4Wyl5PIniHqmZWxnLXDkeuVjRf6Eji75p8s+CS+/UZ/wB1bjqrbyHNtdc22NwduWTY2OM+60DljkMZTTncTisW7UNEAcSE/AJDbwZ/9awlxz0XOVjc4yuctangkcdGrO0w4XcROB8VITsvxR1V8rKhhBMEWSD5dAo726hravHelxc7pG0dF2nZ6uuOiq6avhoj7RUU5p4Wu5kkkcwwc3EY6cgrdCGU9s50WrT4fK12fj7KQkc5qb9cywjhic2Ll4HGT+tXjy9jckrS7Hq7TelKKom1xqe222tqJnTSxVFS0StBAwHDP2sDOFe2rdzbzVtW6zaOukl9rzy7ihgc8j+cSQAB65wvDto8Nra7E55oYnFoNr5TbSw5c16LRyxxQMa5wBtzWyRTPkkbG3m5xwAtpptOUnch1XWO7wj7LQMA+WVjdNaeuNJUPqLvSiGbpFH3jXloxzJ4eWfBPXWqqaSocxp4QOYJW1s7slE6Ez4m3U7mnSw5ntVSsrnPfkpz4rBXqj7msdGOYHQrHiP+asrM99a1tQ6RsmRyc3oQrYxOHguFxeKGCuljpyCwONrclrwlzo2l++yt2sweida0pTWegSg1ZpCmBVGjwKcaMKgCcYM8kwpyq0eSuY+gTAGE/H5JpShOpQOUlVb0UaYVVCEJpTm7lXOErOUhVBSIulIQhCEIQhCEIQhJZCB1SpHcEMjwccLXH7kkdU3Xv4LdVv8A0YJD/ilTUzM0zR2hRyuysLuQUX2611BRVkwbWulZ3jjwye94rLx7gUNdH3N8s8MzT1dwg4+q0aV/FM8+Jcf1pHF8V9luwmkeB1LHmNPZfNMO0mIw3a5+dvJ2v5rfPxZoC986OpfQyu/NzgfQqn8DNSUH5fTt/bMwdGiQt/zLQXPOc5OQnaa93S3uD6KtljPo44UclDO1tmSZhycLq7T4zRPdmkhMZ5xkt9Ny3Y6r11YyWXezuqIxyLwzOR8QuvbQWWzXShj15Lp6Cmq5S9lM8xgPDRyLh8TkLiNg3Kv0tfS2ueGOrNTKyFuW+8S5wA/WpXQRw0lPHSQNDI4mBrQ0YAwvJviViMmF0rKNjAx8t7lpOrRvFu0keq9J2TZHiD3TiUyMZbRzRcE7teyyvO8yckpTZPUq1D/Dmlh/hzXhBN16BZXTZT5pwTcuv3KzD8eJSg/HmkSEWV6JfIpwSnPVWIk9SliTHiUXSK+EvLqlNdnxVk2XoOacbLz6lOzEJLK7B8kZKtxN5H6pxsrfVKJCEWTwc7PVVLyEhrmlK5FPEzkiUHZCrkFJRw5UgmQlADwVC1p6hGCPFUyVIJGnehIfTxva4FgyRjoot6s7JuqWXGru2lNXtc6pmknMM4LMFzicZGR4qVAPmjLfJamGYxV4PIZqGTITvtxUckTJhlkFwoPHaDfChrhbanTjaji5Nnjc0s+ZB/Ytkoeyhr7UgDdT6kjt8LvtRwOLnY+WApe8LT+aPoq4Hkuiqtv9oKxgYZyAOV/uVVZhlHGczYxfuCiZUdguwU7O/s2s7jDWHm58zA5pd8iCFgq/su7x2EH8S6gpblG3o10hDj/bCmhgeSCAfAKpSbZ49RuzMqCe/wDKxT30NNILOYLdygLcNFby2aTuLnoaepOcB0cPGPqMoU+O6jPVoQukZ8V8eY0AkHzVM4FQn+BaO5xyhr8eCa4vgjjC4kuWsW2Vy2TBz9ycE59VZcYRxj0+qbe6bZXpqDnGSkmceKtOMKhkx5ITsquTLnwSO99VbmTHkkl+UXslDFdGV2EgyuIwVbl/kEd4fJJmS2T5f5pJfnwTPF6JKLpQ1PF+PBHeeiZQi6WwThkOfH6qhkyPFIQkJSJXGUcZVMHyQB5pEJQJKEIQhCEISXQhCFXh9U29kKreipN/IO+IVQMJusqGUtI+aRpc1pGcfFa2Avy4pAf6h7pk2sTu5Wyrk+BVqLxRF/dvZJGfMtyFexPpJ/5GqjcfLOCvoJrCubc6w1XKO0FA+fSbmMIElRHJTtBOA7iHIKJf8VF8lAdHZJyPNhBH3FTx1foayazo4qG/U80kUMneMMchYQ7HmFrMWyOj6c/kZrowDwFSMf5KtHUAALPfAyU5pFDaPaLVBPCbXWtz5gAfesjS7NXtxHtDe6Hj3k7G/tUxYdptJR/bZWS+j6g/swr+m240ZA4Fthhkd5yuc/8AWUoYVB8jTg3IURrftDQRPb7VXQvfnkxnFI4/Jb3Zdlamt4fZNP3CWNvQytFPH9+CVJimt1os4DaeloqIO/Ra2PP70y/VWnYLrHYzcRJXSMMjYYwSeEeJPTCidQCd2YNud/hzVqIxwizBYLm2ntjqiIM9uqaahZge5SN4n/23BdBpNO2DRFE59opqf8aPb+RkqXcTi79Jx6gfrSbrqK4jjgtsbYAOXeH3nH4eSwlJSzzzGoqJHySOOXOccklKykYRqpXSu5LX6Lsn6b3IuNVqbWeoZn1M0xkmdRMDDI48yMnw8Oi7hofbzRG2NtFr0XYqehjb/KSgcUsp83PPMo0xI232SNhOC8lxTFzvDs93DOGOcfFZraVzQYY3EtB0uSVC95kdcrcLfJGZnTTcy7qmr3pa3Xoe9WyQtPUNAK0+Guuw95jw8DyTkt/uFJBLPO4RsjaXPJ8AFSrMPIjOdwAsp6YuzjJvTtXZmWX/AEl7QJWNHuvxjIWNkaMpmivzNRUUN2p5XvgnaTGXxlhwCR0PMcwlnJ8F4DikUcFZJHF+EEj9eK69hc5gc46psjCqBlKVQFQTlQDwTjRhUHMpSanBVBwnWeKaanGFRu3JU8gdVQHKU3oo00m6qqDqVVUzglNKcNyqhU4vRVRZCqCglUQgBCrk+aUOiQlDokSEqqEIQkugdVb3p/d2K5Sfo0kx/wAQq4HVY7VkndaUu8nlRy/5JV7DGdJWRN5uHuFWrHZaeR3Jp9lEQvySfMlBdlNg+KCfFfai+VQFQu5nKt5neKvae3XGudw0dDNNk/mMJH1WXpNuNUV2HPpGU7fOV4H3BV5aiKIddwHir9LQVNSf3TCfBMbZwtqtw7BC4ZArmSY/o+9+xTALzx5XBNsdrX2jWFvu1VcxI+lL5BGxnIngI6n4ru7j7+V86fFqsZVYpC2M3DY/dzvsvbtgaCWhoJOnbYud7AfmrhknTknA4eCtOL0Sg4YXlC7rKrsPz4JQfjzVoJD0yld58EJC1XYecpYeQrQSDwSw8dEt0zKroPPX9qUJOfT71ah4CVxhF0hartsnp96W2UjorMPH/wBFLDwUXTbK+Ejk42VwWPEnPpzTgkPXKLpFkGT+Dk81/j4LGtmOPBLbL5lF0llkQc+CqrFk5CebOClzJCLK5DQQqd36pDZQU41+U4PKEnhweqqGOPQp2NvE4Ac1laO394OYTulISE2WGLXBIJWyvs3u54VjKyh7vPupwqDxSBwKxnGUJMjHMdghClEgTlz4nCA45Q5UW0d6kKXxFUJPVUyFVATCqZPkqE5SsZScFIUoVEKuMKiROCEIQhKhCEJCUIQhVARdCMHxVeEKqE1JZCEISXRZCEIwSi6QoRg+SUAqpLpFThCqhCS6EJqvYJKCdmM5anUSN4qaUY/NK0MIflxCA/1t9wmyf9t3cVr0dGDE0kZI5LWNRa60lpmaWnutx4ZIWh0jYonSGMHpxcIPD81ubfdOPBc8r9s9RSSX2goNQ0kVr1BM6Wp7yk46iPiGHNa7OMeWRyX0gxgaesuWlkfbqDVY2Ldi5w1eoYf4P1zILK0TRzCUMEkTm/kyQTn3iDzAIxzVpft0dwqL2e2SSW6hqah1NKamE+1xxU0sgiLiCG4e1zm9cghbpFttZGPoamolqZqmko4qGV4k4W1UbBgCVo5O8fqr+16K0zZmzNt1mp4xUcPee7xZAOWjnnkDzAVlr2t1Cqujkfo4rnc913Vh/GTRqysqaqgrY6XgjooWRvgkbgSgBhPECckg45dE5Za/c+tpJae+Nu757i1ksFRHMI46b8m3ije0EcJD2u8DkOC6wyjc84jgcSf0RzS7ba7ndHPEVnrYWMOGyVEXdNkGSMtyc4yPEBRS4hFTAvlc1oHMge5QaMSDJc66LlFdofUGoJXXSvpoGTskgdHTTzucyQNDg8vc3mM8Q6eQWwUejLtU3SmvtbW0tPXUcTYoG0weY2jiy4O4ubgRy+9dQi0ZWu96aeGMehLisjT6Roosd7UyP88DCyZ9vsPpRlEoNrjqgnQ7xy171NT4KYrkA3O8m2p56WWlTUoy4FvifBLpaI5HAwnPkF0CKxWmJxf7KHE9eI5V7FBTQfyMMbPg0BcxP8RKSPSCJzu+w+6vtwx7vxOstQjguUkDYYKWXhaOWGlMvsVzmOZKSQj1C3riJzgoyVjn4jVQPUgaB3n8lJ+yo+LitDmLdN0c9zulQKWipWGWaSYkNY0dSSo733tdaXv1/lstJSSU1ojfwMqHZDpyPzsHoPIFTBngpqyB9NWQRzwyDhfHIwOa4eoPIrkG4XZN2g19HNPFZ/xHcJAS2qt+GDi8yz7JVuPbmjrm9DiMRaDxab28N/umnD5IdYXLK6TuNJd9MWy5UEokp6iAPjcPEZP7llFiNt9sL3ttoO36Srq6O5i2OlZHUwsLeKJ0jnsy09CA7B6jks0WEdQvLcSaz5uUxG7cxseYvot2Ekxi++ybwEoBVwFXGFnkKRUwAqoSsBMITgUDKU1UVWqN6VPNSm9EkHKU3ooiExUPVCD1QksnBCq1UQlQlISc4VQfNCS6qlDCSlAcsoSKqEITEKoHisfqmjfX6XulFHII3TU7mBx6DKyLeiwG4lxmtWhbxXU7g2WOH3T6kgLWwON0mIwMZvL2+4VTEHxx0krpfwhrr91tVxaj2vtFPiS43KeUjmQzEbf2lZAUegrDzdFRhzfF57x335XOBX6rvzsRGtqc4z3bXED6K/pNt9U3D8pVNjpmnxmky76DK+qZYH76uot2D9fReLU9XTt0w6jLjzI+pv7hbdWbm6coGllFC6Ut5Dgbwhazct37pICy30cMI/SOSVl6HaSiYA65XKWXHVsbeEfVZmHSuh7E0SSU1KCPzp3cR+9Vc+HRHqNLz+u5aWTGqj8RbGPM/VYrZfUuptQ7iU3t88zqZsEz3ANIZ9nl95UiyOZPqua7b6h03X6hktdomifLFTPkIiaAAAWj9q6UTzPxXg3xLn6XGgAzLZjRbxJ+q9E2WgdBQEPkzkuJv5aIQhC87XRoVeIqiEISg74JQfjyTaEIT4kHTkliTwyFbZKA4+JQiyuxJ5EJQf6hWgfjxShKB4/chJZXYk+CUJOfgrUSDPVLEg8ChNyq5EnwSxJ6hWokHmlCRCaWq7bKR+cltm9forQSeZVRJjxQkyq+ZOPNPNqMHkVjmyeqcbLzzlCSyzlJOOILZLdUxgDJWkQ1BBWTp7kWADJSFRuat77+JzeoKw9xki59FimXdxGOIgK2qLiX9T8EgTAyxTVUR3ucoVnNUku5IUgUllojklOPAzhNrpnixTyqjGOarkJKr1TEwpSFQAhVSEpzUEZScFKJwqcQSJ6pgo4Sq5BVUhKEnhKqG+aqhJdCpgKuMIQi6EIQhIhCEITboVfd8lUY8FQEeKqOfQITSVVCcZS1En2IXn5K6js1a/q1rP6RShjjuCaSArFCyUlpbTQSVNTP7kbC9wYMnAGThciunaC0pRudHa9PV9a9hI4p5WxNJ+WStrCNnMSx6Uw0EWdw36gW8yFWqa2CjbnmdYLpadjgllie1kTnZBHILgtw7R2rZTi0We029vge6dM/6uOPuXTtuN97Nq1sdrvvd2y6YAxnEMx/mk9D6FdTV/DraDAoW4jNGHBpBIacxFtbkDh3XWfDj1FVP6FjtTz0B81mqul/F8YnudRT0THdHVEzYwfPqVr9fuHt9bCRU6pgmeOraZjpD9eiZ7Qmi77q21W6tsLGzSW0yvkh4sOka4N+z4H7PRRj452Svp54nxyRktc1wwQR5r0PZLFYNqHdFVTGOTg1oFuzU5tfADkVm4mJ6BvSRMDm9p18tFKPSu5222obmbY+sqqWUkCJ1SBGyQ+WeeD8V0+G1WqJoMdIxwPPJ97KggHYwRkELouhd8tV6Mh9gn4brQgEMhqHkOjPhwv649CCtPazYDEqhnTYPUuJ4sc61+4iw8Dp28Fn4dtBFfLVNA7QPpqpasDIhwxtawfzRhV4slRiuPab1tU5Fvtdqo2+BMb5HfUuA+5a3X747nV5PFqV8DT4QQxx/qbn71wsHwk2hqTmncxve4k/+IPutR+01CzRlz3D7kKYSBzUI6jcTXdUSZ9X3d2eo9seB9xVp/CzU5Of4RXPPn7W/wDetZnwXrSOvVMHc0n6hVTtXBfSM+YU50KEdHuDrqgdxUurbqzHQGqe4fQkrc9P9orX1pext0fS3aAcnCaMMkx6Objn8QVn13wexiBpdTSsk7NWn109QpYtqKR5tI0t9VKnOFUFaXt9unp7cKFzKEvpq2JvFLSy44gPMH84eq3NeXYhQVWF1DqWsYWPG8H9bu0aLoYZmTsEkRuClKoJHQpIPgqqldTAJxspCtqu2UVdl74+B/6TeSdVcnzSEg6FOBIWu1thqqYF8be9YP0Rz+ixha4dR0W8NefVW9VbKKuB7yPgefz28j/nUDohwTg/mtOHIpXEFka6w1lKS+Md9GPFvUfELGEEHBCrOBGhUoN9yrkpbU2lsB55UbhdOunmpbeiQ1Lb0UajJQR4pBJylnKQeqaU4FGSgO80nIVQcoQlA5VUhVBAHMoQnOqU0+CaEjc9UoOHUIshOKox4pABPPKcDHHolDSU26AR4LA66r7dQ6ekiuT4WsqXhgEuMOxz6Hqs3Vz0tvppa2vqI4KeBpfJI84a1o8cqKm7G4cmutQukonyMtlGDFSsJxx+chHmf1YXd7B7NzY1iLZd0cepPbwA7b+S5rafHIcHpbOGZ7tA33J7FutZuBpm2Du4pw/h5BsTcBa1cd3Xc2W+gAHg55XNS7HVNvkHqvoaLBqWPV3WPavKJtpq2XSIBo7Bf3+y2a57i6lrgQK0wtPgwYWr1tzrasl1TVyyE/pOKakkGD1VpJIM+KvtijiFmNAWY+rqak/vXk+K7J2XozJrO6zfoW/GfjI39ykxjn6qOPZTj473f6jHJlNC36ud+5SO8V8zfE1+faGXsawf+IP1XtWxbOjwhnaXe6EIQvPCusQhCEIQhCEIQhCEIQhCEIVeIqvH8UlCEJ0SHGUoSlMZKMnzQltdXIk8yliTzKteL4qok9ShJlursSFLbJ6q17weqW1/jzQmFqvGSkHqnmzEDOVYB/jzVe8HqhMIssiKhUdOfBWPGfMo4z4E/VLZNV26Xn1QrPjKE5CwUgw4ppXFSMSFW66eYWdZA3ISgPFJSh0USaqoQhNKc1JIwhGcqvCkJT1UDCEkA5Sk1CEI6nAV5Ba6uccRZ3bfNyVrS7ckJA3qzQsxHZoG/wArK5x9BhXUdvoWdKdpP845UogeUwyBa8GknABKfjoKyX7FNIfUjH61sLGtjOI42tHo0BKJJ6p/y44lN6XsWFjsdW4AyOZH8Tk/criOxRD+VqHH+iMLJIThCwJpe4q2Za6GPH5Iu/pHKfZFBHyjgY34BKTVTKYKaWdreIxsc8DzwM4UjWgaAJtyU+HE8kKN197SmqRPJBbLPR0jWktDnkvPL7lo933i3Cu2faNTTQMPVsGIxj5c/vXpWF/CzGMSibO57GMdqDmzaf4gj1WDU7Q0tO8x2JcOFvupe3Ott1PSyCvrYIY3NLXGSUNGCPMqIW4+nNOWG7Pk0zqSkuNPM9xdEyTikhPkSORHzytLr9RGrlMtxvElTIOpkmMh+/KtPx1bM86po9TyXdYF8OaPBKhs0uIHOODcrfUklZdVjdRUxlrKfQ8wT9lkCcIDy0hzcgjoQU014cA5pBB5gg9VXi9F7G0WAF7rkSdb7lnajW+rqujjoKjUNc+CJvC1nfOAA8lr1ZdKSmcXVdRhzuZzkkpzi9E1UU0FWzuqiMOH3hU3UgponfIsa1/dYE9trKZkwkePmCS3v19VjptUULeUMckn3BWx1JXTkNpKDLicAAFxP0XetoNPbK3juqCvscUd3AA4ayUvZKf5nhn0K79b9IabszM2+z0NKGj7UUDGYHxAXhO0XxFx3Cap1HURGNw7AAe0HrXHaCu4osFwyaMSx9Ydpv5jSygxSWTcq7AGg0xdJAehZRPx9cK+bt1vI5heNJXYD1hwfopmXbW+hNPgi56joWOb/ubZON/0bkrRL92itIUbXx2O2VNe8Z4XvAjYfrzWXRY9ttjTgaOB5B4kuA8yWhWZY8Jox+8yjwF/uouVlNrnTsjW3/T9bTsJxmop3MB+DsYWVjf3jGycJbxAHB8Fumsd2dTayhkopzFS0Mn2qeFvI/EnmVpfF6L2vZSjxumpycakBcbWaDmt3uPtqO1cZi09HO8fJttzO6/gqoSHysb9t7W/E4SPaKf/AH+P+0F1BexuhI81lBjjqAt92e1RaNJa0hvF7qX09KyGRjnhjn9RyGGgld3k7Rm2cZIFXcJB5tpDg/UhRObI1491wd8Cq55YXC438PsL2jrDX10jy4gDQtAAHAdX6lbNJjlRQRCGJrQBzBv371LOn7RW2Uzw19fXQZ8ZKN5A/s5WxWjdfbq9PEdBq2h4yccEpMJ/xwFCoOx5KvGFz9T8G8FlaehlkYe9pHllHuFcZtVVNPXa0+Y+qn9HNFMwSQyNexwyHNOQQlqEuj9ytWaKqGyWi5vMAPvU0ri6Jw+B6fJSb2t3bte41PJTmH2S6UzA+anzkOb04mHxGevkvK9qvhziWzUbqppEsI3uGhH9zeHeCQujw3HafEHdH+F/I8e4rf1UHCohed3W2nGvwFbVdqoq4ZfFwP8AB7Tgp1KBRv0KUEha3W2CspsviHfRjxb1HxCsGg5IIW7NcFb1Fuo6vJkYGvP5zeR/zqu+G+rU8PWsNGEpX9XZamny6L8qzzHUfJY9zS04IVUtLTYpbqp6Jlx54ThBKbfE4j/Mky3TgUgvA6qgfnwTUzXRdeitzWMDuEH/ADpLJRqr0knoqPDgOJW1fqbTFgh7+/36hoWgZxNM1rvk3qVoOpO0ltfa2Oit1XUXOXngwxFsefVzsfqWlDg9bPGZY4nFvMA281A6phY/o3PGblcXXQTUhrufLCu6Qd+A4HI81Gq7doC+3Qn8SW2mponfZke7vHfuWoXfW24l3YWzajq3QnrFDJ3Y+jcZWvgezTsSlyVEzYh/VfX6eZCo4liLqGLPFEZO63/vyCl7d9WaP023jvupKCkLRksfMC/+yMk/RaDf+0voS2tcyw0Vbdphya7g7mIn4u97H9VRWk74PPtPH3h5uL85PrzVWuXr2G/DDCYQH1L3S+OUelz6rzeu26xB92wMEfqfXT0W+683Y1Tr6Qx18zaahByyjgJEfz8XH4rTOMq24/gqmT4YXolHR02HwiClYGMHALiKmomrZTNO4uceJTzpMeH3pp8np96Q6TywmXyfBTlyiDFWV/6/NWkkhAOPFVmkGDjHVWckvhyUbnKzFGpGdkqLiZqOoLfGBmf7R/apCrg/ZHiB07fanH26tjM/Bn+dd5Iwvlv4gv6TaGoPa0eTWr3PZdmTCYR2H3KohCFxVl0F0IQhJZOuhCEJEIQhCEIQhCEIQhCEIQhCEIQhCEqrk+aqHHKSqjqhIUvjKWH8uabQlCicnQ9V4vRMpScmFOcXohNEoS2Tbqzqx75KtFe1rTxZA8FZLqqltnpWqoVQT5Kg9EoeqrJEIIyhCaU5qoAPNVyPNIQmlPS1c0tDNVHkOFni49EugojOe9nH5IfUlZYFobwjk0dAFNHFm1duTHPtok01LS0g/JtBf+kRzT5eT4ptKBVkCwsFASTvS0JIPNKRdIlA5VUkdUpBKEIVM4RkJLoVU3KA+NzCAQ4EFLzlBAATSUKNG72yd2pGVF10TTy1LZnZdSs5vjcTzLfMfqXOrT2d90b4WuraaKhY7mTVTcx/VGSprPia/q0FUFOwc+AZW5T7UYlS03ysbur239r2UZhiLs5brzUYrR2RHEB951W7Pi2mp/2uP7Fkq/siafkp3No9R3BkuORkjY9v0GP1qRvB/NQYwfBUnY7ibj/3T5AfRPyt5KD+odu79t1Ui2XKFz6XJ7iduSx49D4fBYrIU3tQaZtmoaGW33WkjqIJBgtcOnqPIqMm5mz100ZM+42pslbaXHPEB78Ho4eI9fqvUNi/iZNRObRYmczOB4ju593lyXP4tgEdXeWDR3of1zXPMjzRkeaQhfQlJVw10Inp3BzTuI/XouCmhkp3mOQWITjXljg9jiHNOQQeYKyVfqnUl0jbDctQXCpjY0NayWpe5oA6cicLEoT5IIpXB8jQSNxIBI7uSRsj2CzSQFbVd2o6R5ZNIePyA5rHzanjbnuacu9XHCyktNRVL2GspxM1rgS3JBI8RkcwpC7QWfZW/QRw2vT1FT3WNo7ymqx3jz6sc77Q+/zC8723x3Hdn4/maePNDzaAS3+65Nu8Cy6TBqXDq3qS/j5E7+61lGqiGsL47gs9nqZuLp3NOXffhbHQbLbw3rEn4jqYmu/3+UR/rKm7R2Who2iOmpYomjo1jA0fcrxtLG3oAF4XW/EPGKwnrG3aSfQWC7CHDaWHRjB5KG1D2Vdw63Dq2tt1LnrxyukP3BZL/Qjarxkakt2fLu3/ALlKy5XiyWWEz3W5UlIxvV00rW/rXOtRdojQFo4orV7Td5hy/IM4I8/0nY+4FQ4fPtRjj7UMbn9obp4uOg8SnzVFJSC8rgPH6KPt37NG5dia6pt0lNXBgzimlLXn+q4DK1imiuEDHQXRhZUxvLHtcMEEcsH1XS9Yb7at1Ox9LR93aaV2RwU5Je4erzz+mFzhz3ucXPcXOccknmSV7xsJs9juFXnxiUajRjdfFx3XHZ5riccxSkrQI6du7+I/Tj5qqEnJ8wmZq6mp/wCVmbnyHMr0SaeKmbnmcGjmTb3XPxxPmOWMEns1VwugbDySR7oWgxSuZkyteAccTTG7kfTp9FzCCsq7nUsorXSSzSykNY1jS57j6AKSew2zl003Ws1Zqkd1W8BFPSg5MYcObnn9LHgOi8k282+oYcPloKQ5nSNLb8LEWNhx793euqwfAJmzNnn0ym9uPiu/gpWR5ptqUvmldsErI80ZCSgdUl0qUlB2ElCbeyE61/qmaiipavJljDX/AKbRg/50rOFUOI8UEgixS3WJqLUaZjpy8GNgLifILkepu0vtJpeZ9I68TXCpiJa+Kkgc7hI8CTgBd1a/A6rnG43Z9213NifLdrQ2iuDgeGvogI5QfM8sO+BC08IGFib/AOpNcWf0kad4tr4KtVuqsn+ltftXBb92t4ru91Pp7T8dIM+5LWScWfI4by+9aVd9fa31RG6Ks1FUwRSeFG/uBj4t5n5lG5nZM3D0L31dY4v4R2hmXd7StxPG3+fF1+bSR8Fy2x3q8aYrw+JokZGcPpKlmW5+fQr0ODZKhqAKzBJA+2tuI8/YgLBONuiPQYiwtv5FbBWaRv08hng7+vJ5lxy55+PmsPJTzU0joKmF8b2nDmPbghdi0ZvHpG6GK3XOFtmrXcgx4/JOPo/w+a3O7aX05qiDiraOGbiHuzMxxD1DgugpNqKqhd0GJR37bWPluPosir2dgq/31A+3jcee8KPFuqmUjw5sYZzyeDln5dF1HSWr9KN4I6q3RxTch3hHFz9crHah2ZuVHxVWnqgVkY59xIQ2QfA9D9y0Ooo623TmnrqaWnlbyLXtLTla7sNwbaFpfTkB/ZofFvFZX7TxbBHdHUguZ26+TlIiotunNT0vDLT01Uwjk5oHE34EcwtLve0UrOKaw1vEOohn6/AO/eud2nU11tErZKWqeA3wyui6e3eY8tgvEOfAvbyP7isr9l41gHWon52ct/8A4n6LQFbg2PDLUtyv7dD4Hj4rQrpZbtZpTFcqGWEjxc3kfgVYOeAOZCkVTV9h1JTlsclPUseOccgGR8QVrF/2gsty457TM6gmPMNxxRk/DqPktzD9qWzdSrZlPMbvLePVY+IbIyRdekdmHI6Hz3H0XGHScvBMyS+HLqs/qPQmqNO8Tqy3ukpx0ng99nz8R81qskpBwcj5LpWVEczc0brhcw+lkgdklaQe1Vkk68x15q0leMHmFWaXkefUqzll5Yykc5TxsUueyVFw6CuM4byluDufwa1dtd1XH+yjEGbVCb/fa6c/Q4XYHdV8r7ZOz45Un+o+mi9uwFmTDYR/SPVUQhC5Va6EIQhCEIQksi6EIQmpyEIQhCEIQhCEIQhCEIQhCFUdVRVHVCEpCEJwUTkJSSqk+SUJhVCMIRnKE5NTNYCefxVhjCydWB3efJYx3VddVjrIagdUr4pI6pSolCEZwhJOU1KFRXFFTGolwR7jebj+xMAZIGM5WZp4/Z4RGMZPN3qU5jcx1Sk2CfHugNaMAdAqjokjmqtVq6gO9LBwlA4SRjxVeIIukSwfJVBPikApQOUiEvIVclNpQPghCrklCEJEJTeiCfBUz5clRIShCEISIQhCE0oQRlWtXRw1Ubopomva8Yc1wyCFdIAzzTSLpwKjzujsS5hmvujYfN8tEPH1j/cuFyskhkfDMx0cjCWua4YII6ghTjvV+07aY3Pu14o6YAcxJK0H6dVHbeO67V35z6+x1zn3cHnJTRfk5f6fT69V6dsHjW0NFOG0cL5Izv0OXxO7x3jjdYuL01DUR/6h4aRxvqP1yXIsnzRkpLnEnkMBUyfNfUEbnuY1z25SQLjfY8vBebvAa4hpuOaWnKaqqKKdlVSzvhmiPEx7HcLmnzBTGT5ozzxlOIDgQRcFICRqF1609pPWFutDKCoo6Wsqme62qlzktx4gcifVa9e97Nxr4CyS/PpY3dWUrRH945rQlRxdwnhPPwyucp9j8BpJXVEVIzMTf8IOvZfQeACvvxStlaGOlNu9XVXX1ldKZq6smqJD1dK8vP1Ka4h0zz64WDNFrG7Vpt1po6ioldza2ljJJHn6J2s7P+9EEf8AChltqo/Z/fc0zcU3D4+5nJHoseu29wrCpvlZgWEcDZvkPZaEWAVM7BKHA35a+qzGQkSF5ae7IDscs9MrFW65VGBT3RvBO08LjjAz6jwWV4h4LqsPxSjxiHpaR+Ycbbx3jeP1ZZFRSzUcmWVtj6FJsWj9c6yrn2+x0L6hzAC9we1jGNPiSSuuaS7KNZUOZPq+9Bg6mCkGSfQuP7ly+13a42OsjudprZaSpiOWyxO4SP3j0UhdqO0FS6huFHpTU0LG3Kpd3UFRCPdldjo5v5p+HJeMfEXZ7HaQOrqKbPCNSCeu3zNiO7Xs4rtMDxanmAgczK7sGh+3iug6N2u0joyEMsdohikHIzvHFK74uPP6LcoYmRjDQEpoSl8/Oc6RxfIbnmV1HcloQhIhCEIQTZCUOiEDohNJuhCFUDKOEppcAhVB8EoEjoVQBKDeaYZLIRxnyXPNxNidudyI3zXWzspLg4HhraQCOTP87HJ3zXRCz4JDgfNWKTEZ6GUTUzy1w4g2Uc0MVS3o5WgjtUF9y+yzrjRQluNlhOoLVFlxfTs/Lxt83R9T8Rlc4sOs9VaUk4bRXuMbTh1NOSWcvDHgvSzix5rju8fZ003uLFNerFDDatQEFxlY3EdUfKQDx/nDn5r03Btu4K+1JjrAQdM4G7vA9x5LlazAJqMmbC3kH+X7fmuE6V31sNyc2i1NTPtFScN7x/OFxPk7w+a3+ttVg1PRN9qp6etgkblkjcH5hwUadUaVu+lbvU6d1Jb3U9VTnD45G5BHg4eBB8CErS2pLzo+fvLJcZ44Scup3P4oj/VK66o2X0FThsmm8a+xCzqbaNrrwYgy3A6aeIXUdQ7MSNLqjTdZkde4mPP4By5vdbVdLJOaa6UU1M8fptwD8D0K6xpjem0XHgp75D7FOcAyN5xk/sW9y09l1FQhk0dNX0snmA9vy8ipKXHsQw53Q1rS4Dnv89xTKrZ+hr29LRuyk8tR5cP1oo10F6rrbI2WkqHsLTnkV0DT28tZSlsF2Z3zBy4j1+qyepdkqSo46nTdYad/M9xLzYfQO6j5rlOoNMX7Tcpju9vlhHQPxlrvgei3L4bjIvbreTvz9Vjj9qYIbO1Z5j8lI+yax0/f4w2nq2B7xgxyEDPp5FY7Ue1uldRB0ppPY6h3+6044efqOhUaBVzwnMMsjCP0XELeNJbv3ewBlNWVElRAMDEruMAfE8wqb8KqKR2emdceRWlFitLXtyVLbHt1H5JzVOyuqrOH1FrAucDcn8lykA/onr8lzStjnppn09TDJFKzk5j2lrmn1BUptO7n6cv7Gt9pbC8+DjkZ+Kyd/wBH6V1jTD8b2ymqsj3J2gCRvweOfyzhSxYrIw5J2/QpkuDRP69O63qPNZ7svwGHZ22uI/lZ53/V66qR4rXNtNMUOkND26xW90joIQ5zTIQXe84lbG5fN+0comxSokHF7vcr0fDozDSRRng0eyohCFhEK7dCEITUoN0IQhCVCEISIQhCEhCW6EHkqE4RxBIlRxBHEEZHkqEjwCEKvEEcQSUIQlg5Qkg+CUhBSh0VVQdFVOChJQgDKEJQmlCEITk1UqhmIrFu+0Vl5hmJw9FiZPtFdjWDcUgVB1SlRo8VVZxSoQhCahPUEfeVAcRyZzKygOclWdvBDHuHicK7B8FK3QIShySgfFJRkhSAphCcByqpIPiqg5SpiWOiqDhISgfNIShLBQkpQ6JEJQI81VISx0QhCEIQhCEISXQhCFXr1TUI4vRWl4D5LTWMjzxOgeBg888JV2DywkSDiYQkDi03CFBC+R1cNdKyqllkPEcGRxJ6+qxxe1vNxAXY+0VoKvt0zL7YKKaRldOGvjgjLi2Q5zgDnzXM7LsdunqMtf8AiKWkidz7ytf3Qx/RPvfcvpDCPifStwmJ9SB0gFjcgAkcefouQqNmXS1DnNdZp8StfmuVHFydKCfJvNWM1/a3lBAT6uOPuXdbB2SppA2XUepPUx0kf/vO/cul6f7PG3FlDX/iQVsrcZfVOL8nzx0XPYn8X3m7aY/8R9XfZX4NmaWL8d3d5+yhzCzVN9f3Fpoqqdz+jaaEuP3JdXtDvDYg3VVTY62no2/yhldlwB/SZkkD5L0Ft+nrXaohBb7fT00Y6NhjDR9wVzNbYJo3Ryxtc1wIIcMghcRN8SMXklEjXHTmST4cAtP9k0mTIGAdwUAqKsdURATtayUD3gDy+SuF3zdHs9xVL5b3oqNsVTzfJRdGSf0D4H06KPF2lr7RM6iq6R8FRGSyRkrSHNI8CF69sl8TafE4uhr9HgbwN/eOB7RoVy+I7NPY7NS7jwP0WYtF5uVhro7laaySmqIjlr2HHyPmFIza7e+06umg03qONlHeJj3cL2D8lUu8h+i706KLdosOsdVyd3YrLXV2TjMERLB8XdB8yuw7SbBa+tmsbPqi+NpqKGgqmVDonSccjgPD3eQ+qwfiBjmzmN07mTRjpmg5XXAcDwFhckE8CtDB8LraFwJk6vEbx+u5dN3O2F0/rNslwtzGW264y2ZjfckPk9o/WOfxUYdUaU1hoitNpu9uljkJxG5reNkg82O8f1qfzow4YKs6i1UlS5rqimjkLDlpcwO4T5jPReOYLtJXYFIHwONu+x8+S6KemiqW5ZGg96gpY9rtzdWOa6g05WmJ3+6zjuYx83Y+7K7HtX2a9Q6f1NbdT3++00b6CYTNpqdhk4iB0LjgDr4AqR8VIxg5N5K4jiazoFYxLbHFMSu17rA7+Jt3m6dHTxwizBZLalISgMLl83NSKqFUNylCMppehIVeH1Tgj88pbWAKMvQmg3l1Sg1O8PxSuFRl5QmgzxylcPqnAMITC66E2GDKW1uFVUJTCUIJwkOGQquckOd8EicEy8Y5pHFhOSH9SYcfFPDkq0DePaGzbrWF0EjGU14pWOdQ1oHMOx9h/mwn6dQoH3uz3LTt2qrHeKV9PWUchiljcOhHl5heloccqPnau2oivViduJZqdorrY3/T7WDnLT/p/Fvj6Z8l6hsBtY+hnbhlW68TzZv9Ljw7j795XI7TYI2qjNXAOu3f2j7j2UR+LyWYsWr79pyYS2uvkjGebCctd6EdFr/GFQyAL3CaGKobllaCF5/TzTUrs8TrFd60tvlba0spNR04pZj7vfx82H1I6j710aKa0agouKN9PXU0o8MPaQoemTn4LKWPWF803UCe2V8kXiWh3I/EdFztRgQac1MfD810tLjoeMlSPH7ruGq9jLFdg+psE5tlSeYjI4oXHyx1b8vouMaq0BqvSbyLpbHmHPKoiHHEfn4fPC6rpLfuhq+7pNRw9288u+j6fEt/cup0VwtN+ou+oqiCsp5Bg4w4fAj96ijr6qjPRzC47fupZcNpKsZ4dD2bvJQvZXVNI/vKaZ8TwerXYW4aY3m1Bp6QMnldLEPEH9Y6Fdk1hsXpPUfHU25htVU4l3FCPyZPq39y4VrPaDWukTJPNbjW0TeftNNl7QP5zerVoippqwZX7+1Um01TRG7Dp2Kf2groL1oey3Ycva6RkuMY6hZl3Va9trTml2501ARjhtkHL+qFsLuq+X8WINXKR/MfdeowXMTb8h7KiEIWYpUIQhIUJOclKST1VEiUFLQkqiE5LVCcJKqkQq8XoqE58FRCalBQhCEJUIQhCFUdUpUaqoCQmyUOiqqcwEBPUJVUIQlBSFCEISpq/9k=" width="306px" alt="blockchain for rwas"/></p>
<p>Recent developments, such as its partnership with Australian lender ANZ, demonstrate its growing role in the RWAs space. This collaboration focuses on exploring tokenization, signaling the increasing adoption of Chainlink’s oracle services in traditional financial sectors​. Chainlink is the leading decentralized oracle network, known for providing secure and reliable off-chain data to on-chain applications. Its role as an oracle is critical for the tokenization of RWAs by ensuring accurate and verifiable data feeds regarding asset ownership, value, and status. This data is essential for transforming physical assets into blockchain-compatible tokens, enabling them to be traded or used as collateral in decentralized finance (DeFi) systems.</p>
<p>Its scalability and flexibility are key in bringing tangible assets onto the blockchain. The Ultimate RWA Map is your comprehensive guide to the rapidly expanding world of Real-World Assets on blockchain. Whether you’re exploring new investment opportunities, looking to integrate RWA data into DeFi, or simply staying informed on the latest in tokenization, this map is designed to offer insight into each corner of the RWA landscape. The RWA space is complex, and keeping track of active projects, protocols, and trends can be a challenge. With this resource, we aim to offer the most complete and up-to-date view of the landscape, providing clear insights into key players, data providers, and innovations across the ecosystem. This industry report provides a comprehensive overview of the growing tokenization market, with contributions from BCG, 21Shares, Paxos, Backed, and Chainlink.</p>
<p>With all the talk floating around, it&#8217;s time we get to the nuts and bolts of what it is, why it matters, the benefits and risks it carries, and some crystal ball gazing into a future with it at the forefront. Tradability – Tokenization has the potential to create a market for assets which were previously “over-the-counter” (OTC). Whether you’re an institution looking to diversify your investment portfolio or an individual intrigued by the potential of Real-World Assets (RWAs), getting started in this space can be both exciting and challenging.</p>
<p>Some asset transfers can involve multiple intermediaries, such as agents or brokers, which increases fees and transaction times. In contrast on-chain RWAs enable peer-to-peer transactions on a 24/7 basis, with a transparent and immutable trail of events. Another example of financial institutions exploring the usage of RWAs is the Singapore Central Bank’s Project Guardian, which explored the use of DeFi for wholesale funding markets in late 2022. The second format is native tokens, where an onchain token is issued and serves as the RWA itself, meaning it does not represent any type of offchain asset. For example, bonds that are directly issued onchain as tokens are native RWAs, while a bond that is issued and held offchain could be tokenized as a non-native RWA.</p>
<p>For the ages of assets issued by private credit platforms such as Clearpool, Maple, and Goldfinch, these are calculated as the number of days from protocol launch to August 31, 2023. For private credit RWA assets, using the protocol launch as the starting date for these assets’ age compensates for the rolling nature of on-chain private credit (i.e. loans mature/ pools are closed and new ones are open). This short list, plus the other issuers pictured in the image above, highlights the slew of off-chain entities that back on-chain RWAs.</p>
<ul>
<li>This could be the catalyst that propels crypto from a niche interest to a global force for good.</li>
<li>Real-World Assets, when introduced into the DeFi space, can act as a bridge, making the ecosystem more relatable and less intimidating.</li>
<li>Backers get an NFT representing their share of the investment and track how much is redeemed, which can be done at any time.</li>
<li>This approach promises greater autonomy and control for users, a sentiment that resonated strongly at Token 2049.</li>
<li>Despite strong growth from Treasury-bound RWAs, the sharp reduction in active loans from private credit issuers over the last 18 months has kept the market cap of RWAs under its all-time high.</li>
</ul>
<p>While this wouldn&#8217;t be super innovative, using short-term securities and bank deposits as the assets underpinning the stablecoin gives holders confidence in the value of the token. At the very least, it wouldn&#8217;t do a UST cliff-dive and the collateral itself isn&#8217;t stagnant. The protocol has quite an impressive line-up of investors in its protocol, including a16z, Bill Ackman, and Coinbase Ventures, where the founders used to work before starting Goldfinch in 2020. The target recipients of the protocol&#8217;s loans are focused on emerging markets like Nigeria, Kenya, Uganda, and the Phillippines. This is where real growth can happen and these investors are happy to jump on the bandwagon.</p>
<p>Previously, they could only borrow money from the bank/money lender/loan sharks, while the lenders would hold onto the deed or any kind of legal paperwork. This process can take quite a while but with tokenization, the processing for all this will be sped up. This makes sense because you might not care who has a monkey picture but the law cares if a house is being used as a meth lab as liability might fall on the homeowner, not to mention the repairs that go with the place being trashed as a consequence.</p>
<p>GFI is Goldfinch&#8217;s governance token held by Members who stake them in Membership Vaults to secure the network and earn rewards for doing so. They can vote on protocol changes, auditor staking, and various other activities that govern the protocol. I first came across Centrifuge two years ago when it was applying for a parachain slot on the Polkadot network. The project was built on Parity substrate, a toolkit and framework developed by the Polkadot/Kusama team for blockchain developers to get a blockchain up and running in no time.</p>
<p>This provides a path to go from a system where trades are settled T+1 and with counterparty risk to an onchain economy where trades are atomically settled near-instantly and with deterministic cryptographic guarantees. As another example, a tokenized MBS that leveraged Chainlink could contain thousands of tokenized mortgages originally minted across many different bank chains. Before purchasing a tokenized MBS, bank clients could easily create their own models and evaluate risk using all of the primary financial data.</p>
<p>Most crypto-native readers would probably agree that it’s some variation of the latter. However, when looking at the current state of crypto, it’s easy to see why it has a poor reputation amongst the general public. Unbounded speculation reigns supreme, whereas tangible real-world use cases that benefit the average consumer have so far been few and far between.</p>
<p>Tokenized real-world assets (RWAs) are blockchain-based digital tokens that represent physical and traditional financial assets, such as cash, commodities, equities, bonds, credit, artwork, and intellectual property. Given that tokenized real-world assets depend on the existence of traditional financial institutions, their trust properties will likely never be the same as a onchain finance ecosystem dealing solely in crypto-native assets. Most institutions will not feel comfortable deploying trillions of dollars worth of assets on public blockchains without the necessary guardrails and permissions required to mitigate both operational and regulatory risks. Scaling onchain finance to a global level with tokenized RWAs means meeting institutions in the middle.</p>
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		<title>Non-Deliverable Forward NDF Meaning, Structure, and Currencies</title>
		<link>http://catalys-interfaceculturelle.com/non-deliverable-forward-ndf-meaning-structure-and/</link>
		<comments>http://catalys-interfaceculturelle.com/non-deliverable-forward-ndf-meaning-structure-and/#comments</comments>
		<pubDate>Mon, 08 Jan 2024 17:56:03 +0000</pubDate>
		<dc:creator><![CDATA[catalys]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://catalys-interfaceculturelle.com/?p=50925</guid>
		<description><![CDATA[Content Why Investors are Turning to Stablecoins in an Unstable Crypto Market Access to Restricted Currencies What is the difference between NDF and FX swap? Non-Deliverable Forward vs Deliverable Forward Providing Liquidity and Price Discovery The Fundamentals of Deliverable vs. Non-Deliverable Forward Contracts How NDFs Contribute to Global Currency Markets Non-Deliverable Forward (NDF) Meaning, Structure, [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Why Investors are Turning to Stablecoins in an Unstable Crypto Market</a></li>
<li><a href="#toc-1">Access to Restricted Currencies</a></li>
<li><a href="#toc-2">What is the difference between NDF and FX swap?</a></li>
<li><a href="#toc-3">Non-Deliverable Forward vs Deliverable Forward</a></li>
<li><a href="#toc-4">Providing Liquidity and Price Discovery</a></li>
<li><a href="#toc-5">The Fundamentals of Deliverable vs. Non-Deliverable Forward Contracts</a></li>
<li><a href="#toc-6">How NDFs Contribute to Global Currency Markets</a></li>
<li><a href="#toc-7">Non-Deliverable Forward (NDF) Meaning, Structure, and Currencies</a></li>
</ul>
</div>
<p>However, <a href="https://www.xcritical.com/blog/non-deliverable-forward-what-is-ndf-and-its-functionality/">what is ndf</a> the opaque OTC structure also poses risks around counterparty credit, liquidity constraints, and operational issues. Understanding contract specifications and nuances across NDF providers is vital. Working with reputable banks and monitoring credit standing is key to risk management.</p>
<h2 id="toc-0">Why Investors are Turning to Stablecoins in an Unstable Crypto Market</h2>
<p>They are usually not traded on exchanges due to the non-standard nature of the contracts and the need for credit relationships between the counterparties. In some cases, NDFs may have lower costs compared to forward contracts on restricted currencies since they do not incur <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> the expenses related to physical delivery of the currencies. The lower barriers to access make them preferred by investors with smaller capital. The bulk of NDF trading is settled in dollars, although it is also possible to trade NDF&nbsp;currencies against other convertible currencies such as euros, sterling, and yen. NDFs enable economic development and integration in countries with non-convertible or restricted currencies. They encourage trade and investment flows by allowing market participants to access these currencies in a forward market.</p>
<h2 id="toc-1">Access to Restricted Currencies</h2>
<p>Traders also get various opportunities to enter the financial market, explore different options, and learn about them. Long with quantity, even the quality of the client base expands and improves. The borrower could, in theory, enter into NDF contracts directly and borrow in dollars separately and achieve the same result. NDF counterparties, however, may prefer to work with a limited range of entities (such as those with a minimum credit rating). If in one month the rate is 6.3, the yuan&nbsp;has increased in value relative to the U.S. dollar.</p>
<h2 id="toc-2">What is the difference between NDF and FX swap?</h2>
<p>It showcases the firm’s commitment to providing comprehensive financial solutions and its capability to navigate complex trading environments. The process of determining NDF content involves a neutral detergent that dissolves plant pectins, proteins, sugars and lipids. This leaves behind the fibrous parts such as cellulose, lignin and hemicellulose. This market is overseen by the&nbsp;Commodity Futures Trading Commission (CFTC). It was given the authority to regulate the swap market under the &nbsp;Dodd-Frank Wall Street Reform and Consumer Protection Act.</p>
<h2 id="toc-3">Non-Deliverable Forward vs Deliverable Forward</h2>
<p>The settlement date, the agreed-upon date for the monetary settlement, is a crucial part of the NDF contract. The exchange’s financial outcome, whether profit or loss, is anchored to a notional amount. This fictitious sum is the agreed-upon NDF face value between the parties. NDFs are settled with cash, meaning the notional amount is never physically exchanged.</p>
<h2 id="toc-4">Providing Liquidity and Price Discovery</h2>
<p>Hence, to overcome this problem, an American company signs an NDF agreement with a financial institution while agreeing to exchange cash flows on a certain future date based on the prevailing spot rate of the Yuan. An NDF is a powerful tool for trading currencies that is not freely available in the spot market. NDFs hedge against currency risks in markets with non-convertible or restricted currencies, settling rate differences in cash. The fixing date is the date at which the difference between the prevailing spot market&nbsp;rate and the agreed-upon&nbsp;rate is calculated.</p>
<h2 id="toc-5">The Fundamentals of Deliverable vs. Non-Deliverable Forward Contracts</h2>
<p>Non-deliverable forwards (NDFs) are a unique type of foreign currency derivatives used primarily in the forex market. As the name suggests, NDFs are forward contracts where the payments are settled in a convertible currency, usually USD, rather than in the currencies specified in the contract. Moreover, they do not require the underlying currency of the NDF in physical form.</p>
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width="306px" alt="what is ndf"/></p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="309px" alt="what is ndf"/></p>
<p>The spot rate is the most recent rate for an NDF, as issued by the central bank. Non-deliverable currencies (NDFs) are a type of derivative contract that allows investors to trade in currencies that are not freely traded. This can be helpful in countries with restricted currencies or where the currency is volatile. NDFs can be used to hedge against currency risk, speculate on the future direction of a currency, or help price currencies that are not freely traded. A Non-Deliverable Forward (NDF) is a derivative contract used primarily in the foreign exchange (forex) market. They are often used in countries with capital controls or where the currency is restricted to hedge against currency volatility.</p>
<p>Instead, they are settled in cash based on the difference between the agreed NDF and spot rates. This article delves into the intricacies of NDFs, their benefits and risks and how they affect global currency markets. As said, an NDF is a forward contract wherein two parties agree on a currency rate for a set future date, culminating in a cash settlement. The settlement amount differs between the agreed-upon forward rate and the prevailing spot rate on the contract’s maturity date. When trading an NDF, counterparties agree to settle the difference between the contracted NDF rate and the prevailing spot exchange rate on a specified future date. The key characteristic behind an NDF contract is that they are settled in cash rather than physical delivery of the underlying currency.</p>
<p>If the rate increased to 7.1, the yuan has decreased in value (U.S. dollar increase), so the party who bought U.S. dollars is owed money. If one party agrees to buy Chinese yuan (sell dollars), and the other agrees to buy U.S. dollars (sell yuan), then there is potential for a non-deliverable forward between the two parties. As given in the diagram below, a list of reasons as to why the concept is widely used and helps traders in the financial market is given below. In the ways mentioned below, trading platforms can get an opportunity to create a diverse portfolio of products and services that add to their profits, with a significant degree of control on risk and losses. In this manner, they are also able to increase their customer base and provide a competitive advantage over each other.</p>
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width="309px" alt="what is ndf"/></p>
<p>A swap is a&nbsp;financial&nbsp;contract involving two parties who&nbsp;exchange the cash flows or liabilities from two different financial instruments. Most contracts like this involve cash flows based on a&nbsp;notional principal amount&nbsp;related to a loan or bond. A key point to note here is that because this is a non-deliverable swap, settlements between the counterparties are made in U.S. dollars, and not in Argentine pesos. As the name suggests, a deliverable forward contract involves the delivery of an agreed asset, such as currency.</p>
<p>As part of our commitment to bring interesting and innovative opportunities to our clients Finalto offers NDF assets within our trading ecosystems. To understand how this exciting asset class fits into your strategy, Finalto sat down with its Head of Liquidity, Antony Parsons. In this interview we explore what NDFs are and why they and how they solve liquidity issues for less accessible currency pairs. So far, you understand how non-deliverable forward contracts work and how investors can benefit from them. However, how do they differ from their counterpart deliverable forward contracts? Well, the difference lies in the deliverability of the agreed currency.</p>
<p>It goes beyond the locational boundaries of untraded or illiquid currency. For example, if a country’s currency gets restricted from moving offshore, settling transactions in that currency won’t be easy in another foreign country. Traders may take positions on the direction of a currency without physically owning it. This allows them to profit from currency fluctuations without the need for physical delivery of the currency. Overall, non-deliverable forwards open up possibilities for clients and investors seeking opportunities in inaccessible currencies abroad. When used prudently, NDFs can be an effective tool for risk management as well as for speculative trading strategies.</p>
<p>They are commonly employed in emerging market economies where there may be limited access to foreign exchange or concerns about currency volatility. The key aspect of NDFs is that at no point are the underlying currencies exchanged. A Non-Deliverable Forward (NDF) is a financial derivative used in the Forex market. It allows parties to speculate on or hedge against potential changes in currency exchange rates, particularly in emerging markets where currencies are not freely convertible. Now that you know the fundamentals of deliverable forward vs. non-deliverable forward contracts, don’t confuse the two options. NDFs involve the cash settlement of the difference between the NDF and the spot rate, while a deliverable forward contract involves the physical exchange of the agreed amount.</p>
<ul>
<li>An essential feature of NDFs is their implementation outside the native market of a currency that is not readily traded or illiquid.</li>
<li>Non-deliverable forwards (NDFs) are a unique type of foreign currency derivatives used primarily in the forex market.</li>
<li>It is a financial contract between two parties, typically a bank and a client, that allows for the exchange of one currency for another at a future date at a pre-determined exchange rate.</li>
<li>If one party agrees to buy Chinese yuan (sell dollars), and the other agrees to buy U.S. dollars (sell yuan), then there is potential for a non-deliverable forward between the two parties.</li>
</ul>
<p>This means there is no physical delivery of the two currencies involved, unlike a typical currency swap where there is an exchange of currency flows. Periodic settlement of an&nbsp;NDS is done on a cash basis, generally in U.S. dollars. The settlement value is based on the difference between the exchange rate specified in the swap contract and the spot rate, with one party paying the other the difference.</p>
<p>Consequently, the transaction based on NDF tends to be affordable and cost-effective compared to other forward contracts. In addition, an NDF has the characteristics of getting custom contract terms as per the needs of parties involved, like settlement date, reference exchange rate, and notional amount. A deliverable forward (DF) is a forward contract involving the actual delivery of the underlying currency at maturity. A DF is usually used for currencies that are freely convertible and traded in the spot market, such as the euro (EUR), British pound (GBP) or Japanese yen (JPY). An essential feature of NDFs is their implementation outside the native market of a currency that is not readily traded or illiquid. For example, if a particular currency cannot be transferred abroad due to restrictions, direct settlement in that currency with an external party becomes impossible.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Best Online Crypto Trading Brokers &amp; Exchanges of 2024</title>
		<link>http://catalys-interfaceculturelle.com/best-online-crypto-trading-brokers-exchanges-of/</link>
		<comments>http://catalys-interfaceculturelle.com/best-online-crypto-trading-brokers-exchanges-of/#comments</comments>
		<pubDate>Tue, 05 Dec 2023 17:59:05 +0000</pubDate>
		<dc:creator><![CDATA[catalys]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://catalys-interfaceculturelle.com/?p=51450</guid>
		<description><![CDATA[Content FORBES CLASSIFICATION OF THE CRYPTO RETAIL INVESTING SPACE Why other crypto exchanges and trading apps didn’t make the cut Which crypto exchange has the lowest fees? If you want to find the digital asset trading platform exchange with the lowest fees overall, you’ll want to research trading fees, transaction fees and any additional fees [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">FORBES CLASSIFICATION OF THE CRYPTO RETAIL INVESTING SPACE</a></li>
<li><a href="#toc-1">Why other crypto exchanges and trading apps didn’t make the cut</a></li>
<li><a href="#toc-2">Which crypto exchange has the lowest fees?</a></li>
</ul>
</div>
<p>If you want to find the <a href="https://www.xcritical.com/blog/digital-asset-trading-a-guide-to-digital-assets/">digital asset trading platform</a> exchange with the lowest fees overall, you’ll want to research trading fees, transaction fees and any additional fees for every individual exchange. Then, do your own calculations to determine which exchange actually has the lowest fees. Binance, Coinbase and Bybit are among the largest crypto exchanges by trading volume. Carefully consider the cryptocurrencies available on a given exchange.</p>
<h2 id="toc-0">FORBES CLASSIFICATION OF THE CRYPTO RETAIL INVESTING SPACE</h2>
<p>Crypto enthusiasts are optimistic that the Federal Reserve is approaching its terminal interest rate in the current cycle. The central bank could pivot to <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> rate cuts by mid-2024, potentially relieving pressure on crypto and other risk assets. To open a crypto exchange account, you must register on the exchange’s platform.</p>
<h2 id="toc-1">Why other crypto exchanges and trading apps didn’t make the cut</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="digital asset trading platform"/></p>
<p>They provide you with accounts where you can create different order types to buy, sell and speculate in the crypto market. By utilizing these tools, investors can stay informed about market trends, identify lucrative trading opportunities, and minimize potential losses. In a market as fast-paced as digital assets, staying ahead of the curve requires more than just basic knowledge. Real-time market data plays a pivotal role in helping traders make quick, calculated decisions that align with their investment goals. Access to live data and analytical tools enables investors to react promptly to market shifts, spot opportunities as they arise, and manage risks more effectively.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="304px" alt="digital asset trading platform"/></p>
<h2 id="toc-2">Which crypto exchange has the lowest fees?</h2>
<p>Such is the case with Binance, OKX, Bitfinex, and Lbank that list Hong Kong as their domicile in their Terms of Service document. And indeed, they may have business entities registered in Hong Kong, but again registration is not regulation. Hong Kong regulatory licenses – Type 1, 7, and 9 – issued by the Hong Kong SEC are not easy to obtain. Lots happened in mainland China and Hong Kong in 2021, and neither Hong Kong nor the mainland sanction or regulate crypto trading or mining today. Its trading page lists trading prices of over 11,000 crypto assets, searchable by gainers and losers. Tutorials offer help on crypto slang, buying NFTs and opening a crypto wallet.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="301px" alt="digital asset trading platform"/></p>
<p>There are several ways to invest in cryptocurrency, some of which involve using a trading platform such as Coinbase and others do not. Some wallets and applications support coin swapping, thereby bypassing a full-fledged crypto exchange. Whether a cryptocurrency exchange is worth it is highly subjective, and it all depends on the investor’s goals. Coinbase is a US-based cryptocurrency exchange that launched in 2012 to offer Bitcoin buying and selling services.</p>
<p>Our estimates are based on past market performance, and past performance is not a guarantee of future performance. UniSwap came onto the blockchain scene in November 2018, and at the time, most DEXes suffered from poor user experiences and clunky interfaces. It is easy to imagine why these exchanges had difficulty getting lots of users.</p>
<p>Minimize market impact with advanced TCA, plus proprietary custom trade and execution analytics in real time and monthly. Measure performance and fill quality through execution markouts and a range of benchmarks. Connect a fund admin or PMS system to a consolidated drop-copy feed. Gain a unified, real-time view of your entire digital asset portfolio across spot, perpetuals, futures, and options.</p>
<p>You might be perfectly fine using a crypto exchange that only trades a few coins. Conversely, if you’re a crypto fiend, you may want access to all of the more than 600 available on Gate.io. Different crypto exchanges have distinct advantages and disadvantages. Depending on where you are in your crypto journey, you may be interested in different features. For example, you might be more interested in staking rewards if you’re interested in passive income.</p>
<p>Platform users demand services such as staking, lending, mining, investing, custody, non-fungible token (NFT) marketplaces, among several others. If you require some or all of these features, you want to choose a platform that offers them or plans to add them. We chose Crypto.com as the best mobile crypto exchange app because it provides an extensive digital asset trading and investing ecosystem you can access easily from your smartphone. Coinbase&nbsp;was founded in 2012 to enable people to buy, sell, and store&nbsp;Bitcoin. Fast-forward to today, Coinbase is a publicly traded cryptocurrency exchange geographically decentralized with no headquarters and available in 100+ countries.</p>
<p>This cookie, set by Bizible, is a universal user id to identify the same user across multiple clients’ domains. A Cloudflare cookie set to record users’ settings as well as for authentication and analytics. CleanTalk–Used to prevent spam on our comments and forms and acts as a complete anti-spam solution and firewall for this site.</p>
<p>If you’re just getting started with cryptocurrency, look for an easy-to-use platform with plenty of educational resources to help you understand this complex, rapidly developing market. As crypto has grown more popular and valuable, it’s become a big large target for hackers. Leading exchanges like Binance and KuCoin have been hacked, resulting in tens of millions of dollars in losses. While exchanges often reimburse those whose coins are stolen, nobody wants to be in that position in the first place. Another heavy hitter when it comes to the sheer amount of coins available, KuCoin&nbsp; provides access to a wide library of altcoins at low fees. Our editors are committed to bringing you unbiased ratings and information.</p>
<ul>
<li>This roundup primarily discusses a type of crypto exchange known as a centralized exchange.</li>
<li>Customers who are interested in features like in-depth technical analysis might consider paying for Coinbase’s Advanced Trade product, which will also be augmented with increased security.</li>
<li>However, when UniSwap launched, it introduced a new concept of streamlining decentralized trading through automated market makers (AMM).</li>
<li>UniSwap only supports ERC-20 tokens, i.e., tokens created on the Ethereum network only.</li>
<li>The Crypto.com DeFi wallet allows users to store their crypto and earn rewards on their assets.</li>
<li>However, between March and May of the same year, the exchange reported a data breach in which 6,000 accounts were affected.</li>
</ul>
<p>She has covered personal finance and investing for over 15 years, and was a senior writer and spokesperson at NerdWallet before becoming an assigning editor. Arielle has appeared on the &#8220;Today&#8221; show, NBC News and ABC&#8217;s &#8220;World News Tonight,&#8221; and has been quoted in national publications including The New York Times, MarketWatch and Bloomberg News. Unlike UniSwap, which only supports ERC-20 tokens, PanCakeSwap has taken DEX trading to a whole new level supporting several coins and tokens, including Bitcoin, the flagship cryptocurrency. Trading of non-native BSC tokens is possible thanks to the Binance Bridge application which tokenizes (or wraps) any coin or token for the BSC network. Previously, DEXes provided direct peer-to-peer trades where buyers and sellers swapped tokens from their wallets, kind of like barter trade, and this exchange had lots of limitations.</p>
<p>Track P&amp;L and manage risk with seamless connectivity to ~60 venues, ensuring accuracy and comprehensive oversight. While the vast majority of crypto exchanges may (and hopefully do) operate above board, the reality is that there is no way to know. But one of the motivating goals of cryptocurrency was to allow users to act as their own bank by holding their assets themselves. Larger exchanges like Binance.US and Kraken offer more features and greater customer support.</p>
<p>With DEXes, it’s almost impossible to censor a user, which means these exchanges can be used by anyone residing anywhere in the world. As a crypto investor, you want to ensure that your favorite crypto exchange supports whichever asset you are interested in buying or trading. You also want to ensure that the asset can be traded against a preferable asset such as Tether (USDT) or Bitcoin (BTC), two of the most popular base assets. Whether a crypto trading platform is good is subjective, but here are some common factors to consider when deciding which exchange to use. Most of these apply regardless of the type of exchange, so they can be applied across the board.</p>
<p>If you’re still looking for contact information, take your assets elsewhere. Reputable exchanges should be accessible and quick to address your concerns. So, before committing, you should research how the company protects its customer assets. A cryptocurrency exchange is a platform that lets you buy and sell cryptocurrency. You can trade one crypto for another or convert your fiat currency, like the U.S. dollar, into crypto and vice versa. An exchange typically charges a commission or fee for transactions.</p>
<p>Remember trade types involving the latter are still evolving in the U.S., so different exchanges’ offerings may vary over time. The trouble is that decentralized exchanges are much less user friendly, not only from an interface standpoint but also in terms of currency conversion. Decentralized exchanges, for instance, don’t always allow users to deposit dollars and exchange them for crypto.</p>
<p>On the Webull Pay web page for trading, users can review short profiles of each cryptocurrency and trade popular cryptocurrencies like Bitcoin, Shiba Inu and DogeCoin. For cryptocurrency trading beginners, an ideal platform needs to be easy to use, secure and accessible through mobile and web. Additionally, the best crypto exchange for a beginner has to offer several various services and products, including a learning section. According to our ranking criteria, the best platform for inexperienced users is the US-based exchange, Coinbase. Kraken is another San Francisco-based crypto exchange launched in 2013 by Jesse Powell. It now also supports most of the leading conventional currencies such as the US Dollar and the British Pound.</p>
<p>You could end up buying at a higher price or selling at a lower price than you’d want. Customers who are interested in features like in-depth technical analysis might consider paying for Coinbase’s Advanced Trade product, which will also be augmented with increased security. Advanced Trade is also replacing some of the features offered by Coinbase Pro, which was sunsetted in November 2022. This cookie is set by Bizible, to store user id on the current domain.</p>
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		<item>
		<title>Proof of Work vs  Proof of Stake: The Biggest Differences</title>
		<link>http://catalys-interfaceculturelle.com/proof-of-work-vs-proof-of-stake-the-biggest/</link>
		<comments>http://catalys-interfaceculturelle.com/proof-of-work-vs-proof-of-stake-the-biggest/#comments</comments>
		<pubDate>Wed, 19 Apr 2023 20:19:51 +0000</pubDate>
		<dc:creator><![CDATA[catalys]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

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		<description><![CDATA[Content Proof of Work vs. Proof of Stake Explained Invest Smarter with The Motley Fool How Do You Earn Proof-of-Stake? Proof of Work vs. Proof of Stake: Transaction Time Telecom Watchdog Proposes AI and ML Technology to Combat Annoying SMS Messages PoW and PoS Breakdown: The Leading Sybil Resistance Mechanisms Amazon Aims to Make Alexa [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Proof of Work vs. Proof of Stake Explained</a></li>
<li><a href="#toc-1">Invest Smarter with The Motley Fool</a></li>
<li><a href="#toc-2">How Do You Earn Proof-of-Stake?</a></li>
<li><a href="#toc-3">Proof of Work vs. Proof of Stake: Transaction Time</a></li>
<li><a href="#toc-4">Telecom Watchdog Proposes AI and ML Technology to Combat Annoying SMS Messages</a></li>
<li><a href="#toc-5">PoW and PoS Breakdown: The Leading Sybil Resistance Mechanisms</a></li>
<li><a href="#toc-7">Amazon Aims to Make Alexa the World’s Best Personal Assistant with Advanced AI Investment</a></li>
</ul>
</div>
<p>It depends on currency power rather than computational power, reducing electricity consumption and making it an eco-friendly consensus algorithm. When talking about proof of work consensus algorithms, the “work” in question is the amount of computing work a miner utilizes to solve the math equation for each block . The idea for proof of work dates back to 1993, devised by computer scientists Moni Naor and Cynthia Dwork as a method of thwarting denial of service attacks and network spam. However, it became inexorably linked to cryptocurrency once proof of work was included in Satoshi Nakamoto’s famous 2008 whitepaper laying out his vision for Bitcoin. The idea was that double-spending could be curtailed if not eliminated entirely by requiring participants to solve these cryptographic puzzles in order to verify each new transaction.</p>
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" width="303px" alt="Proof of Stake vs. Proof of Work"/></p>
<p>Proof of work consensus has proven to be very effective at securing Bitcoin so far. Bitcoin has never experienced a breach, and there is hardly a future possibility. Bitcoin&#8217;s superior security has been attributed to the proof of work mechanism and the substantial decentralization of nodes. The older a block gets, the more difficult it becomes to reverse the transactions or change any detail in it.</p>
<h2 id="toc-0">Proof of Work vs. Proof of Stake Explained</h2>
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<p>Since proof of stake doesn&#8217;t require validators to all solve complex equations, it&#8217;s a much more eco-friendly way to verify transactions. Understanding proof of stake is important for those investing in cryptocurrency. Here&#8217;s a guide to how it works, its pros and cons, and examples of cryptocurrencies that use it. This method of verifying blockchain transactions could solve crypto&#8217;s environmental impact.</p>
<h2 id="toc-1">Invest Smarter with The Motley Fool</h2>
<p>The main upside of Proof-of-Work is that it is trusted and has a long track record while the main upside of Proof-of-Stake is that it requires less energy, is more secure, and is scalable. Investors may be familiar with Proof-of-Work protocols and have invested considerably in Proof-of-Work mining operations but likely will appreciate the reduced mining costs of Proof-of-Stake. Users of cryptocurrencies might also feel more secure using Proof-of-Stake networks and appreciate the lower ecological footprint.</p>
<p>Proof of Work and Proof of Stake are the biggest Sybil resistance mechanisms. Proof of Work makes miners compete in solving complex mathematical problems to validate transaction blocks. Proof-of-work and proof-of-stake are two algorithmic methods that blockchain networks use to validate transactions. Proof-of-work requires a significant amount of energy to verify transactions. Since the computers on the network must spend a lot of energy and operate a lot, the blockchain is less environmentally friendly than other systems.</p>
<h2 id="toc-2">How Do You Earn Proof-of-Stake?</h2>
<p>Since blockchains lack any centralized governing authorities, proof of stake is a method to guarantee that data saved on the network is valid. Although PoW is secure and provides an effective validation mechanism for a blockchain transaction, the algorithm is prone to so-called 51% attacks. These attacks are staged when the attacker controls <a href="https://xcritical.com/">https://xcritical.com/</a> 51% of the network’s total computing power, and they eventually leads to the centralization of authority. Proof-of-Stake is an alternative consensus mechanism to Proof-of-Work, developed and used by a few alternative cryptocurrencies. In the Proof-of-Stake model, stakers—the PoS equivalent of miners—lock up funds in a special smart contract.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2020/10/Interfejs-Binance-DEX-1.png" width="303px" alt="Proof of Stake vs. Proof of Work"/></p>
<p>Validators who hold large amounts of a blockchain’s token or cryptocurrency may have an outsized amount of influence on a proof of stake system. Anyone who owns Cardano can stake it and set up their own validator node. When Cardano needs to verify blocks of transactions, its Ouroboros protocol selects a validator.</p>
<h2 id="toc-3">Proof of Work vs. Proof of Stake: Transaction Time</h2>
<p>With proof of stake blockchains, users who wish to create a new block must lock up or “stake” a specified amount of the network’s native cryptocurrency in a smart contract on the blockchain. Because validators who act in poor faith could lose their staked assets  as a result, it’s a pricey incentive to act ethically. Once a new block is added to a proof of stake <a href="https://xcritical.com/blog/ethereum-proof-of-stake-model-what-is-and-how-it-works/">ethereum proof of stake model</a> blockchain, the validator receives staking rewards, typically in the form of the cryptocurrency they staked. A defining feature of blockchains is their use of consensus mechanisms to agree on the validity of transactions. Cryptocurrency networks maintain security and confirm transactions using consensus mechanisms such as proof of work or proof of stake.</p>
<ul>
<li>If a computer tries to manipulate or commit fraudulent transactions on a network, it will be known through the public, immutable nature of the blockchain.</li>
<li>Every time a transaction is sent, it takes about 10 minutes for the network to confirm it.</li>
<li>The fact that PoW networks require significant amounts of resources (mining hardware, electricity, etc.) makes them more expensive to attack.</li>
<li>It is not intended to offer access to any of such products and services.</li>
<li>They play a key role in determining a network’s security, decentralization, and scalability.</li>
</ul>
<p>However, switching to proof-of-stake reduced this energy expenditure by ~99.98%. Attacking the network can mean preventing the chain from finalizing or ensuring a certain organization of blocks in the canonical chain that somehow benefits an attacker. This requires the attacker to divert the path of honest consensus either by accumulating a large amount of ether and voting with it directly or tricking honest validators into voting in a particular way. Sophisticated, low-probability attacks that trick honest validators aside, the cost to attack Ethereum is the cost of the stake that an attacker has to accumulate to influence consensus in their favour. Proof of work and proof of stake are both algorithms to keep the blockchain secure so users can add new cryptocurrency transactions.</p>
<h2 id="toc-4">Telecom Watchdog Proposes AI and ML Technology to Combat Annoying SMS Messages</h2>
<p>However, most PoS networks require you to run a validator node to begin confirming transactions. Users then stake their tokens behind certain validators, giving us a similar model to mining pools. So while Proof of Stake is easier to participate in for an average user, it is still susceptible to the same centralization issue as mining pools.</p>
<h2 id="toc-5">PoW and PoS Breakdown: The Leading Sybil Resistance Mechanisms</h2>
<p>CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups. As part of their compensation, certain CoinDesk employees, including editorial employees, may receive exposure to DCG equity in the form of stock appreciation rights, which vest over a multi-year period. CoinDesk journalists are not allowed to purchase stock outright in DCG. Computers on the network have to agree on what happened to verify transactions. If a computer tries to manipulate or commit fraudulent transactions on a network, it will be known through the public, immutable nature of the blockchain. Both consensus mechanisms have economic consequences that penalize malicious actors who try to disrupt the network.</p>
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