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	<title>Imobiliaria Interlagos &#124; Magosan Imóveis &#187; FinTech</title>
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		<title>Prime 10 Centralized Exchange Platforms Of 2024</title>
		<link>http://magosan.com.br/site/prime-10-centralized-exchange-platforms-of-2024/</link>
		<comments>http://magosan.com.br/site/prime-10-centralized-exchange-platforms-of-2024/#comments</comments>
		<pubDate>Sat, 08 Feb 2025 02:40:40 +0000</pubDate>
		<dc:creator><![CDATA[Agen]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

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		<description><![CDATA[Leveraging extensive experience in blockchain know-how, Osiz delivers customized solutions tailored to particular person enterprise wants. From guaranteeing sturdy security measures and regulatory compliance to creating user-friendly interfaces, Osiz guides purchasers Proof of stake through a transparent growth process. With a dedication to ongoing technical help and upkeep, Osiz Technologies stands as a trusted companion [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Leveraging extensive experience in blockchain know-how, Osiz delivers customized solutions tailored to particular person enterprise wants. From guaranteeing sturdy security measures and regulatory compliance to creating user-friendly interfaces, Osiz guides purchasers <a href="https://en.wikipedia.org/wiki/Cryptocurrency_exchange">Proof of stake</a> through a transparent growth process. With a dedication to ongoing technical help and upkeep, Osiz Technologies stands as a trusted companion in crafting revolutionary and secure Centralized Exchange platforms.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="603px" alt="crypto on ramp off ramp" src="https://www.xcritical.in/wp-content/uploads/feed_images/aml-risk-assessments-what-are-they-and-why-they-matter-768x512.webp"/></p>
<p>In a centralized trade, a government or entity manages the platform, overseeing tasks corresponding to order matching, account administration, and safety. In order for an individual to access digital belongings, the first basic step they should take is to buy some amount of cryptocurrency. This would require buying and selling fiat into digital assets, any service that gives the above transition is known as “On-ramp” in Cryptocurrency.</p>
<h2>Global Crypto Platform Mudrex Launches Us Bitcoin Etfs For Indian Buyers</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="crypto on ramp off ramp" src="https://www.xcritical.in/wp-content/uploads/feed_images/aml-crypto-how-do-aml-regulations-apply-to-exchanges-img-2-768x512.webp"/></p>
<p>Phantom has turn out to be one of many best-performing wallets, at present serving hundreds of thousands of customers throughout greater than 100 international locations. In November 2024, it outperformed app giants, corresponding to Instagram, WhatsApp, and TikTok, proving the app’s recognition. Originally developed for the Solana ecosystem, Phantom has since introduced support for Ethereum, Polygon and Bitcoin and has spurred multi-chain usage. This contains <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> all crypto property &#8211; currencies like BTC, utility cash like ETH, and of course Non-Fungible Tokens (NFTs).</p>
<h2>The Tip Of Repetitive Kyc? Blockchain Provides A</h2>
<p>The thought of blockchain launched that there is no third-party involvement in blockchain transactions. Nonetheless, blockchain transactions are documented using the sender’s and receiver’s wallet addresses. The transactions that come in and out of those wallets are recorded on a digital ledger, which is open to the public. Furthermore, ever for the reason that central authorities have made KYC mandatory, it is eventually possible to trace the identification behind the crypto-wallet addresses.</p>
<h2>How Can Companies Benefit From Crypto Banking Software Development?</h2>
<p>This is a spot where customers change and buy and sell with one another based mostly on consensus on the worth of each parties, so sometimes it&#8217;s not fully accurate with the proposed change fee. Recognized for its liquidity and superior trading features, the Bitfinex Clone Script permits the creation of platforms providing a variety of buying and selling pairs, positioning itself as a major participant in the crypto area. One reason this is so is that the united states authorities is ramping up its crypto regulatory efforts; it&#8217;s focusing on privacy-protecting projects like by no means earlier than. Central authorities can quite simply match Bitcoin transactions to actual folks as off-ramps like cryptocurrency exchanges gather personally identifiable information about their clients.</p>
<p>Key aspects of Centralized Trade Growth include providing a variety of buying and selling pairs, permitting users to trade one cryptocurrency for one more or in opposition to conventional fiat currencies. Person accounts are created for accessing the trade, and safety measures similar to two-factor authentication are implemented to protect person info. Purchase, sell, or swap cryptocurrencies anytime with a secure, user-friendly in-app trading interface that operates 24/7, making certain easy, quick, and handy digital asset management. A respected trade providing quite so much of cryptocurrencies for trading <a href="https://www.xcritical.in/blog/crypto-on-ramp-and-off-ramp-what-are-they-for/">crypto on ramp</a>, the Kraken Clone Script is a perfect resolution for replicating its success.</p>
<ul>
<li>The last well-liked thing about on-ramps is Cryptocurrency ATMs – where customers can burn some cash however get digital belongings in return.</li>
<li>With an app ranking of four.8, Elearnmarkets is on the market each on the iOS and Play Retailer.</li>
<li>The thought of blockchain launched that there isn&#8217;t a third-party involvement in blockchain transactions.</li>
<li>Regulatory compliance is a key function that distinguishes centralized exchanges as reliable and trustworthy platforms.</li>
<li>Its platform hosts over 350 applications, providing fiat-to-crypto on and off ramps, NFT checkouts, and options such as KYC/ AML, funds and customer assist.</li>
<li>Begin your digital finance journey with our Cryptocurrency Banking Development Company.</li>
</ul>
<p>Whether Or Not customers are buying assets like BONK or the newest blockchain solutions, the mixed choices of Transak and Phantom solutions provide access to its localized cost methods and pleasant interfaces. Transak, a leading supplier of Web3 payments infrastructure, on December 03 introduced its integration with Phantom, one of the fastest-growing non-custodial wallets in the cryptocurrency ecosystem. The integration, facilitated by Meld,&nbsp; a world on-ramp and off-ramp orchestration platform, represents a monumental leap in making digital property usable effectively and easily throughout the globe.</p>
<p>Their experience encompasses blockchain know-how, security protocols, regulatory compliance, and user-centric design. Beyond change growth, Osiz stands able to help purchasers with various blockchain solutions, demonstrating a dedication to innovation, transparency, and ongoing support. With Osiz Technologies, purchasers can confidently navigate the dynamic landscape of blockchain growth, ensuring the belief of secure, environment friendly, and cutting-edge options for his or her specific enterprise requirements. Osiz Technologies, acknowledged as the main Crypto Trade Improvement firm, excels in helping shoppers with the development of their very own Centralized Change platform.</p>
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		<title>FXTM Learn to Trade Forex</title>
		<link>http://magosan.com.br/site/fxtm-learn-to-trade-forex/</link>
		<comments>http://magosan.com.br/site/fxtm-learn-to-trade-forex/#comments</comments>
		<pubDate>Fri, 20 Sep 2024 07:43:03 +0000</pubDate>
		<dc:creator><![CDATA[Agen]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

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		<description><![CDATA[Whether you&#8217;re an experienced trader or completely new to it, we&#8217;re here to help you get more from the financial markets. With the right licensing and regulation, those who chose to trade with us would be able do so with full peace of mind. We agreed to keep customer funds segregated, so no one would [&#8230;]]]></description>
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" width="202px" alt="forextime (fxtm)"/></p>
<p>
<p>Whether you&#8217;re an experienced trader or completely new to it, we&#8217;re here to help you get more from the financial markets. With the right licensing and regulation, those who chose to trade with us would be able do so with full peace of mind. We agreed to keep customer funds segregated, so no one would be out of pocket if things went south.</p>
</p>
<p><img 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" width="209px" alt="forextime (fxtm)"/></p>
<p>
<p>All trading here is done with virtual funds but in an environment that perfectly replicates what live trading would be like. FXTM, also known as ForexTime, is a legitimate brokerage with multiple industry awards and accolades. The firm is also regulated by <a href="https://xcritical.solutions/">xcritical reviews</a> tier-one financial bodies, including the FCA in the UK.</p>
</p>
<p>
<p>That meant no stealth fees and no secrets in our trading stats. Another popular tool that traders use is the Trailing Stop. Trailing Stop is placed on an open position, at a specified distance from the xcritical price of the financial instrument in question. Trading is the buying and selling securities, such as stocks, bonds, currencies, and commodities, to make a profit. And success depends on a trader&#8217;s ability to be profitable over time. Currency prices change every second, giving investors limitless opportunities to enter trades.</p>
</p>
<p>
<h2>FXTM Trader</h2>
</p>
<p>
<p>As one of the successful brands running within  Exinity Group, we’re specialists in giving you the potential to make financial returns on a range of financial markets. Whether you’re an experienced trader or completely new to it, we’re here to help you reach your goals. The first currency is called the base currency and the second currency is called the quote currency. So for example, EURUSD, means that the base currency is t&#8230;</p>
</p>
<p>
<p>FXTM is a good pick for active day traders with fast order executions, ECN accounts, tight spreads, and a VPS to run automated strategies. Clients can also day trade on the popular MT4 platform and mobile apps. We are a globally regulated broker, and for the safety of all our clients we offer segregated funds protection. To this end, FXTM engages all of the tools provided by the trading platforms to assist you. When it comes to trading costs with this account type, spreads start from an excellent value 0.1 pips along with a $2 per lot traded commission.</p>
</p>
<p>
<p>Remember to check the terms and conditions of promotions and contests before getting started – challenging minimum thresholds and requirements may be set. Occasional bonuses and promotions are available, though these are limited to the global subsidiaries only due to ESMA restrictions on financial incentives introduced in 2018. Additionally, FXTM (ForexTime Limited) is a member of the Investor Compensation Scheme (ICF), whereby eligible retail clients are protected in the case of business insolvency. If you request to withdraw your funds following no trading activity, FXTM reserves the right to charge a 3% fee of the total withdrawal amount.</p>
</p>
<p><img 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" width="200px" alt="forextime (fxtm)"/></p>
<p>
<h2>Assets &amp; Markets</h2>
</p>
<p>
<ol>
<li>Using the products offered may not be suitable for everyone.</li>
<li>Real stock trading and copy trading are also offered though the selection of overall assets is limited.</li>
<li>We are a globally regulated broker, and for the safety of all our clients we offer segregated funds protection.</li>
<li>All trading here is done with virtual funds but in an environment that perfectly replicates what live trading would be like.</li>
<li>Further provided by the broker is ICF insurance which can protect up to €20.000 for EU traders, and £85.000 for UK traders in the event of any serious financial issues.</li>
</ol>
<p>
<p>Commission fees are relatively low and competitive vs the industry average for CFD trading. Ultimately, there is a pricing structure that will suit all trading styles. Experienced traders may also use these guides as a refresher. Since we launched in 2011, over 3 million people have joined FXTM and thousands of new traders continue to join us every month.</p>
</p>
<p>
<p>Check out our guide to gain the fundamental understanding and strategic insi&#8230; It has taken the best trading platform around, and advanced it even further. It is also an extremely robust platform which can run on almost any machine.Swap free trading with FXTM is made available through this trading platform. A total of 5 indices are available to be traded as CFDs with the broker.</p>
</p>
<p>
<h2>Risk Management</h2>
</p>
<p>
<p>FXTM spreads and commissions are available as floating spreads only. The lowest available spread is 0 pips but this is on the FXTM Advantage account. xcritically there are three main currencies available as the FXTM base currency in the form of the USD, EUR, and GBP. The NGN (Nigerian Naira) is also available within Nigeria and other African countries. Added to that, exotic currencies are not available to be traded with this account. With that said, it is still perfectly compliant for Islamic trading.</p>
</p>
<p>
<p>Filippo Ucchino created InvestinGoal, a comparison site and educational portal for the online trading and investing industry. Through InvestinGoal, Ucchino helps <a href="https://forexarticles.net/xcritical-introduction/">xcritical scam</a> users navigate the world of online investing and trading by providing trading guides, best brokers rankings, broker reviews, and broker comparisons. MT4 already has one of the very best reputations in the industry.</p>
</p>
<p>
<p>As there is no rollover fee charged on this account type to fully comply with Sharia law, then FXTM may charge an additional fee with the account.  An excellent and frequently chosen option for new traders and those seeking to lower risk is the FXTM Micro Account. The minimum deposit here starts from just $10 or 10,000 NGN which makes it extremely accessible to traders. This is great as it means they do not ever expire unless you are inactive for a period of more than 60 days.</p>
</p>
<p>
<h2>Deposits</h2>
</p>
<p>
<p>The only exception you may find is if you deposit currency does not match a base currency then you may have to pay a conversion fee. Here is a more detailed look at deposits with FXTM in terms of the minimum deposit required, methods available, and any fees you may encounter. ForexTime, better known as FXTM, is a well-known forex broker famous worldwide, but especially among African traders. DayTrading.com is committed to helping traders of all levels make informed decisions about which broker to trade with. Compare the markets and instruments offered by FXTM and its competitors.</p>
</p>
<p>
<p>These include 3 standard indices in the form of the DAX 30, ASX 200, and UK 100. There are also 2 US mini indices for trading at a lower risk in the form of both the NASDAQ and SPX 500, both mini. The fee is charged after being inactive for a period of 6 months and is charged at a monthly rate of 5 EUR, USD, or GBP based depending on your chosen base currency.</p>
</p>
<p>
<p>FXTM offers a high-grade demo account that enables individuals to hone their trading skills before investing their hard-earned cash. Additionally, the broker has introduced FXTM Trader – an investment app designed to modernize the trading experience. Similar to MT4, this proprietary app is offered in both iOS and Android formats. FXTM trading fees vary depending on account type and instrument.</p></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Buying And Selling Volume Which Means, Insights  Strategy</title>
		<link>http://magosan.com.br/site/buying-and-selling-volume-which-means-insights/</link>
		<comments>http://magosan.com.br/site/buying-and-selling-volume-which-means-insights/#comments</comments>
		<pubDate>Wed, 18 Sep 2024 06:43:28 +0000</pubDate>
		<dc:creator><![CDATA[Agen]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://magosan.com.br/site/?p=15166</guid>
		<description><![CDATA[There are many quantity indicators but we have mentioned some frequent and in style ones. Traders ought to study them and add them to your evaluation instruments for improving their buying and selling. Intraday buying and selling is among the popular methods of buying and selling within the&#160;inventory market. And all the traders need to [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>There are many quantity indicators but we have mentioned some frequent and in style ones. Traders ought to study them and add them to your evaluation instruments for improving their buying and selling. Intraday buying and selling is among the popular methods of buying and selling within the&nbsp;inventory market. And all the traders need to discover methods to use quantity in intraday trading and make good returns. In technical analysis, intraday volume plays a major position in predicting market developments <a href="https://www.xcritical.in/blog/how-to-increase-your-brokerage-trading-volume/">what does trading volume mean</a> and identifying trading opportunities.</p>
<h2>Inventory Market Prediction For Nifty &amp; Bank Nifty 2nd July 2024</h2>
<p>For occasion, the number of shares traded between a stock’s daily open and close is known as its buying and selling quantity. Technical traders want key info like buying and selling quantity and changes in volume over time. So, by evaluating the quantity run fee to the common every day buying and selling volume, you&#8217;ll find a way to determine whether the present trading day has greater or lower participation levels. Additionally, you&#8217;ll find a way to achieve insight into market sentiment and make knowledgeable trades. Some widespread worth motion patterns embrace pin bars, engulfing patterns, and inside bars.</p>
<ul>
<li>Investors, pushed by heightened demand, propel the stock to progressively higher prices.</li>
<li>If you are thinking about buying and selling, there are two essential issues you want to know about &#8211; value motion and quantity analysis.</li>
<li>For instance, traders commonly check with the amount of shares traded between a stock’s day by day opening and shutting as its trading volume.</li>
<li>In technical analysis, traders think about quantity a vital indicator because it gauges the relative significance of a market transfer.</li>
<li>Investors, responding to increased demand, drive the inventory to higher values.</li>
</ul>
<h2>Which Is The Best Volume Indicator?</h2>
<p>When you purchase a full All-in-One license, you get entry to all available connections and features, that aren&#8217;t obtainable in different packages. In addition, if you purchase the license for a longer period, you will receive all updates, new connections and new features completely free. When the VWAP is rising or the worth crosses above the VWAP line, then it exhibits that the costs are in an uptrend. Whereas if the VWAP is declining or the price crosses beneath the VWAP line, it reveals that costs are in a downtrend. According to this indicator a bull market is when NVI is above its 255-day EMA and the bear market is when NVI is under.</p>
<h2>Please Wait Whereas We Are Processing Your Request</h2>
<p>Price motion evaluation permits you to perceive market developments, establish key patterns, and make extra informed entry and exit choices. Price action and volume are the two important elements that may help us gain deeper insights into market sentiments. By looking at these two indicators together, we will get a greater sense of how individuals really feel a few explicit market, whether or not they&#8217;re bullish or bearish. When there&#8217;s lots of buying and selling activity throughout value changes, it signifies that many buyers are participating and have robust beliefs about the market.</p>
<h2>Candlestick Patterns For Value Motion Buying And Selling</h2>
<p>A substantial optimistic multiplier, coupled with high quantity, signifies sturdy shopping for stress, driving the indicator greater. Conversely, a low unfavorable value alongside high volume signifies important selling pressure, causing the indicator to say no. Alice Blue Financial Services Private Limited is also required to reveal these USCNB accounts to Stock Exchange. Hence, you are requested to make use of following USCNB accounts just for the purpose of dealings in your trading account with us. The details of those USCNB accounts are additionally displayed by Stock Exchanges on their website under “Know/ Locate your Stock Broker. Later within the day, if that individual sells his 10 shares at ₹ a hundred and fifteen and someone buys it at ₹ 115, then one other volume of 10 might be added to the whole at the end of the buying and selling session.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/d635327b-b1f8-4f19-b58c-348067405762-768x481.webp" width="404px" alt="volumen trading broker"/></p>
<h2>Is There A Good Common Quantity For A Stock?</h2>
<p>The positive volume indicator is intended to gauge how properly or how much the trade volume has improved. On Balance Volume (OBV) is the volume indicator that calculates the buying and promoting stress as a cumulative indicator which sums up quantity on up days and subtracts volume on down days. One of the main advantages of volume is that it leads to the price motion of the stock i.e. giving us early alerts when the value motion goes to proceed or reverse. Volume can present insights into the power and course of market trends. Higher quantity throughout price increases suggests bullish momentum, while larger volume during value decreases suggests bearish momentum.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/11/white-label-cryptocurrency-exchange-55-768x512.webp" width="403px" alt="volumen trading broker"/></p>
<h2>What Are Different Varieties Of Volumes?</h2>
<p>By combining these two items of information, day traders can identify potential breakouts, reversals, or continuation patterns. You could have observed that a inventory&#8217;s price often goes up when lots of people are buying it and drops when there&#8217;s much less interest. If you notice that the quantity is low or greater throughout such price movements, you&#8217;ll get an indication of how long the tendencies will proceed or if it&#8217;ll reverse. Traders can use quantity in day buying and selling by monitoring spikes or surges in quantity alongside worth actions to establish potential opportunities for quick trades.</p>
<h2>Will My Personal Information Be Safely Secured?</h2>
<p>Similarily any negative news have a foul influence which causes negative reaction and spike in volumes. Before we perceive the use of volumes information in buying and selling one should be aware of types of market members. If a stock is ascending with low volume, it may signify a shortage of sellers. Conversely, if a stock decreases on low quantity, it might indicate a lack of bids. While volumes are important, one should also have a look at different factors earlier than investing in a stock.</p>
<p>Our Volume Adjusted Candles Indicator fills this gap by incorporating volume immediately into the candlesticks, allowing for a more comprehensive&#8230; A extra logical method involves considering quantity as a element of the overall picture when assessing a specific inventory. Traders sometimes combine quantity evaluation with different components, together with the direction of value actions and the extent of volatility, to gain a comprehensive understanding. For instance, a value enhance accompanied by high volume suggests sturdy buying curiosity, whereas a value decline with high volume suggests robust selling pressure. Furthermore, it&#8217;s essential to verify trends or alerts in technical analysis. Keep in mind that when using quantity trading in share market, you consider the most recent quantity of the shares as an indicator and not the amount at which the share was traded years in the past.</p>
<p>Smart orders in algo trading refer to advanced and automated order sorts designed to optimize execution methods and improve trading performance. By following this steps you possibly can simply monitor your orders on the algo buying and selling software of SpeedBot. SpeedBot has an in-Built &#8216;No Code&#8217; Bot builder allowing merchants to create their very own strategy into an Auto Trading Bot with out coding. Strategies may be tested onto a backtesting engine to check its performance and extra optimization could be implied to get a greater version of the Bot. Validate your subtle strategy by drafting it with our “No Code” bot builder and backtesting it on the engine to get an extensive report of cases based on the purified historical knowledge. SpeedBot is doubtless certainly one of the&nbsp;best algo buying and selling software&nbsp;which runs on a sophisticated and safe cloud infrastructure and could be linked from anyplace using Web and Mobile Apps.</p>
<p>Although, a lot of times, volumes do help us to verify the existence of a selected development. When seen along with value rise or market rise, it could be a helpful indicator. If the volumes are actually high and paired with that, the markets are up as well, it may indicate that the stock markets are going pretty sturdy and healthy. Volume is a handy device for finding out tendencies, and there are many ways to make use of it. Trusted by over 2 Cr+ purchasers, Angel One is certainly one of India’s leadingretail full-service broking homes.</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-create-an-automated-forex-trading-system-768x512.webp" width="409px" alt="volumen trading broker"/></p>
<p>We provide a variety of innovativeservices, including online buying and selling and investing, advisory, margin tradingfacility, algorithmic buying and selling, sensible orders, and so on. Our Super App is apowerhouse of cutting-edge tools similar to basket orders, GTT orders,SmartAPI, superior charts and others that assist you to navigate capitalmarkets like a professional. This indicator aims to establish constructive or unfavorable divergences in price and volume information, serving as an early warning system for future price actions.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/trading-api-meaning-and-benefits-of-api-for-trading-img-1-768x512.webp" width="401px" alt="volumen trading broker"/></p>
<p>Discover the difference between bonus shares and inventory splits on this information. You must refill the account opening form by getting into some of your fundamental personal particulars, financial institution particulars, softcopy of PAN, and Aadhaar. Then, the applying will be sent for verification, which might take up to quarter-hour submit which you&#8217;re good to go. You must submit an account closure request with your broker. Some brokerage houses permit their customers to shut their accounts on-line whereas for others, you&#8217;ll have to submit a hard copy of a duly crammed account closure kind. To open a Demat and trading account with Bajaj Broking, you will need to submit a few paperwork for KYC compliance.</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
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		<title>What Are The Forms Of Foreign Exchange Brokers?</title>
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		<pubDate>Fri, 02 Aug 2024 17:21:41 +0000</pubDate>
		<dc:creator><![CDATA[Agen]]></dc:creator>
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		<description><![CDATA[Premium accounts, which often require considerably higher quantities of capital, let you use totally different quantities of leverage and sometimes offer further instruments and services. Also, a forex broker ought to be registered as a Futures Commission Merchant (FCM) and regulated by the Commodity Futures Trading Commission (CFTC). The unfold, calculated in pips,&#160;is the distinction [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Premium accounts, which often require considerably higher quantities of capital, let you use totally different quantities of leverage and sometimes offer further instruments and services. Also, a forex broker ought to be registered as a Futures Commission Merchant (FCM) and regulated by the Commodity Futures Trading Commission (CFTC). The unfold, calculated in pips,&nbsp;is the  distinction between the price at which a forex may be bought and the price at which it may be bought at any given cut-off date. A excessive spread signifies a big difference between the prices for getting and selling. We introduce people to the world of buying and selling currencies, each fiat and crypto, through our non-drowsy educational content and tools. We&#8217;re additionally a neighborhood of merchants that assist each other on our day by day trading journey.</p>
<ul>
<li>ECN brokers earn cash by charging a small fee on every trade, along with the spread.</li>
<li>The particular amount of money you’ll want for on-line foreign forex trading will depend on a quantity of elements, similar to your private monetary state of affairs, your trading targets, and your tolerance (or appetite) for risk.</li>
<li>Whether it’s the stock market, forex market, cryptocurrency exchanges, or commodity markets, brokers act as gatekeepers, enabling traders to participate in these markets.</li>
<li>The volume of forex buying and selling is giant, transacting greater than $7.5 trillion per day as of April 2022, bigger than the world’s stock or bond markets.</li>
<li>If you&#8217;ve plenty of capital, any dealer with a extensive variety of leverage options ought to do.</li>
</ul>
<p>NDD brokers are popular amongst traders who worth transparency and fair execution. STP brokers are just like ECN brokers in that they provide direct access to the interbank market. However, in contrast to ECN brokers, STP brokers do not charge a fee for every commerce. IC Markets is the most important forex dealer by trading quantity, with over $774 billion in forex trading quantity in the third quarter of 2021 alone, in accordance with data compiled by Finance Magnates.</p>
<h2>Dma Brokers:</h2>
<p>LCG offers entry to a broad selection of CFDs and spread betting instruments across several different asset courses. Forex traders open and shut positions by way of the broker’s buying and selling software program, which ought to embrace a mix of stand-alone, web-based, and cell platforms. MetaTrader has emerged as the business standard for stand-alone software program in current years, providing a sturdy function set that features real-time quotes, price charts, information, analysis, and customizable watchlists.</p>
<p>Saxo Bank has operated in the United Kingdom since 2006 via its subsidiary Saxo Capital Markets U.K. Ltd (SCML) and, like many forex brokers, it doesn&#8217;t settle for U.S. traders. As one of the main U.K.-based forex brokers, LCG presents a variety of asset lessons and a seamless buying and selling expertise. The firm&#8217;s charges are aggressive inside the business and it ranks excessive on our record for customer support. With these constructive attributes together with its apparent give consideration to practical simplicity, LCG is well-suited to beginning merchants.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/b373104d-5a5e-4ae1-b7b0-c0fc5a4ea12b-768x512.webp" width="306px" alt="types of brokers in forex"/></p>
<p>All positions start with a small loss as a outcome of merchants have to purchase at the asking value and sell on the bid value, with the space between the two numbers referred to as the unfold. Brokers additionally differ in their&nbsp;platforms and have completely different required account minimums and transaction charges. Before hopping on a buying and selling platform, you might need to create a price range in your investment life. Figure out how a lot you want to invest, how a lot you would possibly be willing to pay for fees, and what your goals are. There are plenty of factors to discover while choosing the proper platform for you.</p>
<h2>Foreign Exchange Dealer: Definition, Position, Regulation, And Compensation</h2>
<p>Whether it’s the inventory market, foreign exchange market, cryptocurrency exchanges, or commodity markets, brokers act as gatekeepers, enabling merchants to take part in these markets. Without brokers, particular person merchants would find it challenging to directly entry these markets, as they usually require specialized infrastructure, licenses, and memberships. A No-Dealing Desk (NDD) Forex dealer is a sort of dealer that provides a direct bridge to the interbank market without passing by way of a dealing desk.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/feed_images/what-is-spot-trading-in-crypto-cfd-vs-spot-img-3-768x512.webp" width="304px" alt="types of brokers in forex"/></p>
<p>Web-based trading provides an different choice to stand-alone software but typically has fewer features, requiring account holders to entry different resources to complete their trading strategies. Mobile apps provide the greatest convenience but fewest bells and whistles in a slimmed-down design that normally allows one or two-click trading. It’s best to make use of the full-featured stand-alone software each time attainable, saving the mobile expertise for these instances you’re away from your buying and selling desk. Customer service ought to provide quick access to the help and trading desks through chat, phone and e-mail. Look for 24/5 coverage, which means you can attain the broker any time between Sunday night and Friday night in the United States.</p>
<p>Although you don&#8217;t have to be a newbie to profit from its offerings, LCG is difficult to beat if you&#8217;re simply beginning out. Reputable brokers supply quite a lot of sources for shoppers to make smarter selections and enhance their trading skills. Look for an educational part on the internet site with diverse webinars and tutorials on the basics of foreign exchange markets, well-liked foreign money pairs, and market forces that generate shopping for or promoting stress. These supplies ought to embody detailed info on how central banks have an result on foreign money markets when they increase or lower interest rates and the way traders can put together for these periodic occasions. Most forex brokers provide demo accounts that permit prospective clients have a glance at the stand-alone, web interface and cellular platforms, allowing them to trade forex pairs with play cash. This software shows the identical quotes, charts, and watchlists as the real system, so it’s a useful resource to examine the quality of the broker’s bid/ask pricing.</p>
<h2>Best Forex Brokers</h2>
<p>They are suitable for traders who need a combination of worth certainty and liquidity access. STP brokers route their clients’ orders to liquidity providers, similar to banks and other monetary establishments, with none interference. STP brokers are appropriate for traders who want direct market access with out paying a fee. STP stands for Straight Through Processing, and STP brokers operate equally to ECN brokers by connecting traders directly to liquidity suppliers. However, in contrast to ECN brokers, STP brokers don&#8217;t cost a fee per commerce.</p>
<p>In the Market Maker mannequin, brokers profit when purchasers lose and lose when purchasers win. This mannequin may be extra worthwhile for brokers, particularly contemplating that a major proportion of retail Forex traders are not worthwhile in the long run. By successfully taking the other aspect of client trades, Market Makers can capitalize on these losses.</p>
<p>They charge a commission for each trade instead of earning money from spreads. ECN brokers are in style amongst skilled merchants who require tight spreads and quick execution. With a broad range of forex brokers comes all kinds of options, specialties, and forex trading platforms. To assist you to discover one of the best foreign exchange dealer for what you’re on the lookout for, we’ve listed our prime picks for a few of the most sought-after options within the forex business. In the U.S., it is for clients who need to commerce the international change markets. To ship on this successfully, IG has adopted the time-honored adage, &#8220;go massive or go home&#8221; as a end result of it can.</p>
<h2>Which Foreign Exchange Broker Offers Probably The Most Cfds?</h2>
<p>We&#8217;ve evaluated over 60 forex brokers and the highest buying and selling platforms utilizing a testing methodology that&#8217;s based mostly on 100+ data-driven variables and 1000&#8217;s of information factors. Currency pairs are priced via the interbank market, a communications system used <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> by massive banks and monetary establishments however and not utilizing a central change like NASDAQ or the New York Stock Exchange. However, DMA accounts can have excessive entry requirements and not all brokers provide them.</p>
<p>Saxo presents the most tradeable CFDs in the industry, with a staggering 60,000+ tradeable symbols available. CFDs, or &#8220;contracts for distinction,&#8221; allow traders to speculate whether or not the price of a stock, foreign exchange pair, market index, or commodity will go up or down without taking possession of the underlying asset. If you’d like to study more about how CFDs work (and to see our picks for the best CFD trading platforms), take a glance at our full-length guide to the Best CFD Brokers and Trading Platforms. IG took first place for our 2024 Annual Awards as the best general foreign exchange dealer, with a hundred out there currency pairs and the power to trade CFDs and forex options, traders have plenty of choices. IG holds almost a dozen regulatory licenses (and holds the distinction of being the one foreign exchange broker regulated in each Switzerland and the U.S.); simply put, IG is among the most trusted brokers in the trade.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/865632a6-5275-41db-93a7-40792f2d5eac-768x512.webp" width="305px" alt="types of brokers in forex"/></p>
<p>Now, most participants all over the world trade the foreign money pair with the very best quantity. The most popular version is also prone to carry a narrower bid/ask spread, decreasing buying and selling prices. Forex merchants take long and short sale positions on foreign money pairs, which calculate the exchange rate between two types of authorized tender, the euro (EUR) and the U.S. dollar (USD). A long place opens a commerce that makes cash when the change rate moves greater; short sale profits when it strikes decrease. Unlike stocks, a dealer doesn’t borrow money or securities from a dealer to open a short sale position, but she could have to pay a rollover charge. Declaring a “best forex dealer type” is indeed an impossibility as a end result of multitude of factors that change from one dealer to a different.</p>
<h2>Conclusion: What Kind Of Forex Dealer Ought To I Use?</h2>
<p>That mentioned, when you enroll and fund your account, you&#8217;ll be able to commerce. Unlike equity brokers, foreign exchange brokers are usually tied to massive banks or lending establishments due to the large amounts of capital required (leverage that they should provide). You can view pricing available on either side of the order e-book and have the flexibility to put orders inside the prime of book spreads. Gaining insights from customer feedback and reviews can offer useful information about a broker’s performance in broker trading. Take the time to read testimonials and evaluations from each glad and dissatisfied prospects in dealer buying and selling. Look for patterns in the suggestions to determine strengths and weaknesses of the dealer within the context of broker trading.</p>
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<p>Instead, they aggregate liquidity from a quantity of liquidity suppliers and offer it to their clients. In conclusion, selecting the best foreign exchange broker is crucial for your buying and selling journey. Understanding the different varieties of brokers is crucial in determining which one aligns together with your trading fashion, preferences, and objectives.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/start-forex-brokerage-1-768x512.webp" width="309px" alt="types of brokers in forex"/></p>
<p>Each broker that features&nbsp;forex investments has benefits and disadvantages. Some of an important issues to contemplate are regulation, the level of safety <a href="https://www.xcritical.com/blog/a-book-vs-b-book-brokers-in-forex-trading/">b-book broker</a> supplied by these firms, and transaction fees. Some brokers have integrated security measures like two-step authentication to keep accounts secure from hackers.</p>
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		<title>What Is Cfd Trading And What Does Cfd Mean? Ig Worldwide</title>
		<link>http://magosan.com.br/site/what-is-cfd-trading-and-what-does-cfd-mean-ig/</link>
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		<pubDate>Tue, 16 Jul 2024 19:28:52 +0000</pubDate>
		<dc:creator><![CDATA[Agen]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

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		<description><![CDATA[The dealer permits investors to borrow cash to increase leverage or the dimensions of the place. Brokers would require traders to maintain cfd liquidity providers specific account balances earlier than they permit this type of transaction. If the provider is unable to fulfill these obligations, then the value of the underlying asset is no longer [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>The dealer permits investors to borrow cash to increase leverage or the dimensions of the place. Brokers would require traders to maintain <a href="https://www.xcritical.in/blog/what-are-cfd-liquidity-providers-and-how-to-choose-one/">cfd liquidity providers</a> specific account balances earlier than they permit this type of transaction. If the provider is unable to fulfill these obligations, then the value of the underlying asset is no longer related.</p>
<h2>The Advantages Of Trading Crypto Cfds</h2>
<p>The MT4 platform continues to be popular amongst merchants, which is why plenty of them provide MT4-based companies. Additionally, some suppliers may be topic to additional necessities corresponding to MiFID II or EMIR, so that they have to also adhere to those requirements. Checking the regulatory status of your hottest liquidity supplier is necessary to ensure that their providers are protected and secure for you to use. A good transaction platform will provide a wide range of analytical devices that every investor wants.</p>
<h2>How To Decide If A Client Is Entitled Dividend From Index Aus200?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/12/make-your-way-from-a-beginner-to-an-advanced-broker-with-the-xcritical-img-2-768x344.webp" width="406px" alt="cfd liquidity"/></p>
<p>A vendor liquidity supplier Forex ought to be an establishment or individual above suspicion so as to meet the very best requirements. Index CFDs are a popular selection for traders who want to optimize their earnings whereas effectively controlling danger as a outcome of to their high liquidity, flexibility, and leverage. To succeed over time within the fast-paced world of index CFD buying and selling, one should, like with any trading technique, be informed, continually hone one’s craft, and implement strong threat management methods.</p>
<h2>Free Cfd Trading Programs And Resources</h2>
<p>Besides, one notable disadvantage of CFDs is the lack of possession of the underlying asset. Unlike traditional investments, the place investors have ownership rights, contracts for differences traders only speculate on worth movements. To enter into a contracts for variations contract, traders should deposit a percentage of the whole contract worth, known as the margin. Thanks to leverage, merchants acquire publicity to a larger market place than their initial funding. Leverage plays a big role in CFD buying and selling, amplifying potential income and losses.</p>
<h2>What Is Cfd Buying And Selling And How Does It Work?</h2>
<p>However, the regulation may not prohibit the client’s cash from being pooled into a number of accounts. He underscored the collaboration&#8217;s function in supporting the growing demand for environment friendly and reliable digital asset trading. Michael Aagaard, Managing Director of GCEX, expressed enthusiasm in regards to the partnership, stating that it reinforces GCEX&#8217;s place as a leading regulated brokerage.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="405px" alt="cfd liquidity"/></p>
<h2>Dangers With Contracts For Variations (cfd)</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/vps-trading-what-is-forex-vps--img-1-768x512.webp" width="401px" alt="cfd liquidity"/></p>
<p>However, with these merchants can revenue from downward price actions by taking a brief position. This flexibility allows merchants to capitalize on various market situations and probably generate earnings in any market course. This means that with a small preliminary investment, there&#8217;s potential for returns equivalent to that of the underlying market or asset. Unfortunately, margin trades can&#8217;t only amplify income but losses as nicely.</p>
<h2>What&#8217;s One Difference Between A Contract For Variations (cf) And A Futures Contract?</h2>
<p>CFDs are essentially utilized by investors to make value bets as as to if the price of the underlying asset or safety will rise or fall. IG International Limited is a half of the IG Group and its final father or mother company is IG Group Holdings Plc. IG International Limited receives providers from different members of the IG Group including IG Markets Limited. Discover every thing you have to know about CFDs and learn how to trade a wide selection of asset lessons using this derivative product. CORP. does not present services for residents of the United States, Russian Federation, BVI and Japan. Therefore this book will teach you the means to use Liquidity and Order Block to flesh out market direction(Order flow) which basically tells you whether or not the value is bullish or bearish.</p>
<p>Inability to &#8220;wait out&#8221; losses &#8211; proudly owning futures differs from proudly owning common stocks. If the worth of a stock falls, you can do nothing and just wait for it to rise again. The monetary end result when buying and selling stocks &#8211; that&#8217;s, revenue or loss &#8211; occurs only in the meanwhile of sale. Now suppose that the price of X firm&#8217;s widgets actually will increase to $60 per widget three months later. At this point, you decide to promote the futures contract to a different dealer at the present value of $60 per widget.</p>
<p>Advanced danger management tools help traders mitigate their exposure and shield their capital in risky markets. This partnership is a testomony to the forward-thinking approach of both GCEX and DV Chain. It underscores the growing demand for classy crypto trading solutions among institutional purchasers and the trade&#8217;s response to fulfill these wants. Determining entry and exit points in world indices trading requires a sophisticated trading technique. Monitoring fundamental elements such as economic information, geopolitical occasions, and macroeconomic tendencies is essential. Utilizing technical analysis tools, like candlestick sample recognition, Fibonacci retracement, shifting averages, and volatility index observation, aids in analyzing index charts successfully.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/12/how-to-reduce-brokerage-cost-with-crm-xcritical-img-2-768x512.webp" width="407px" alt="cfd liquidity"/></p>
<p>One straightforward method is to see what number of of your purchasers are requesting an instrument. And when you preserve honouring all their requests, the number of CFD gadgets in your platform will even cross tons of. Before selecting a dealer, it is value going by way of available vendor rankings and comparability lists to find all relevant knowledge. Ultimately, the selection between CFDs and futures is decided by your individual buying and selling targets and preferences. So take the time to do your research, analyze the market tendencies, and make informed selections. And all the time keep in mind to trade responsibly and by no means make investments more than you possibly can afford to lose.</p>
<p>Swissquote, a number one provider of multi-currency accounts, equity and international cash buying and selling platforms, and robo-advisory suppliers, caters to retail and institutional shoppers and asset managers. Their commerce execution prime quality and deep liquidity solutions serve banks, brokers, hedge funds, companies, and other institutional market members. Despite these regional variations, the worldwide nature of contracts for differences trading stays distinguished.</p>
<p>We wish to make clear that IG International does not have an official Line account presently. Therefore, any accounts claiming to represent IG International on Line are unauthorized and ought to be considered as faux. Please make positive you understand how this product works and whether you can afford to take the high threat of shedding money. All information gathered from you in connection along with your use of this Website might be maintained in accordance with the applicable laws and rules.</p>
<p>Always seek recommendation from a financial advisor in case you are unsure about partaking in CFD trading. Although it was beforehand talked about you could commerce a diverse vary of crypto CFDs, it doesn’t mean you should commerce all of them or select haphazardly. Beware that their prices could abruptly change to your disadvantage, given the fluctuations that some cryptos are going through. If the dealer is signing an settlement with a non-regulated LP, it’s advised to choose a very helpful one, that is checked and verified by an excellent vendor. So you should draw a restrict to which requests to honour and which of them to say no politely.</p>
<ul>
<li>To open a protracted CFD place in our platform, you’d select ‘buy’ on the deal ticket and to open a short place, you’d choose ‘sell’.</li>
<li>Besides, one notable disadvantage of CFDs is the shortage of ownership of the underlying asset.</li>
<li>Whether the market is trending sideways, upward, or downward, traders can recognize and revenue from these adjustments by utilizing technical analysis.</li>
<li>CFD stands for ‘contract for difference’, a type of by-product product that you should use to speculate on the long run course of a market’s price.</li>
</ul>
<p>Although CFD is a mechanism for buying and selling a base asset, the asset itself underlying the CFD just isn&#8217;t concerned in the trading. This permits the dealer to not work in the financial instrument market however to achieve the same financial outcome. When partaking in commodity trading or funding, it&#8217;s important to factor in key risk components similar to market volatility, leverage, and currency change fee fluctuations. Market volatility refers to rapid worth modifications over a defined interval, a crucial consideration in commodity transactions. Precious metals corresponding to gold, silver, and platinum, together with power merchandise like crude oil, UK oil, and natural fuel, are among the many most sought-after commodities for buying and selling. Precious metals take pleasure in enduring recognition because of their finite supply and constant demand.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/algorithmic-trading-what-is-algo-trading-examples-img-3-768x480.webp" width="401px" alt="cfd liquidity"/></p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
]]></content:encoded>
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		<title>Forex trading platforms  Download our trading terminals for PC, iPhone, iPad, and Android</title>
		<link>http://magosan.com.br/site/forex-trading-platforms-download-our-trading/</link>
		<comments>http://magosan.com.br/site/forex-trading-platforms-download-our-trading/#comments</comments>
		<pubDate>Mon, 11 Mar 2024 21:41:11 +0000</pubDate>
		<dc:creator><![CDATA[Agen]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

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		<description><![CDATA[Brokers like Alpari must disclose any inactivity fees as part of their regulations. Make sure you&#8217;re fully aware of all Alpari fees and services. In addition, currency conversion fees may apply if the Alpari withdrawal and receiving currencies differ, adding to the overall transaction costs. Each brokerage firm has its specific withdrawal methods. Be mindful [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Brokers like Alpari must disclose any inactivity fees as part of  their regulations. Make sure you&#8217;re fully aware of all Alpari fees and services. In addition, currency conversion fees may apply if the Alpari withdrawal and receiving currencies differ, adding to the overall transaction costs. Each brokerage firm has its specific withdrawal methods. Be mindful of these charges, impacting your overall Alpari trading profitability.</p>
<h2>Account Types</h2>
<p>Remember, Alpari needs to be your partner in your trading journey. Choosing the right broker is essential to ensure your Alpari investments grow and flourish. Visiting many broker websites, all of which have different language uses. This detailed Alpari review has been researched and fact checked by industry experts with over 30 years of financial experience in Forex. Any action you take upon the information you find on this website is strictly at your own risk and we will not be liable for any losses and/or damages in the use of our website. Although the offering is not extensive, Alpari still has some great research tools, and the education section is basic.</p>
<ul>
<li>Alpari is a well-established broker as it has been around in the financial market for over two decades ang gained solid background among traders and especially traders from CIS region.</li>
<li>Add-ons are extra functions that you can use to customise MT4 to your own specific trading needs.</li>
<li>Today, there is a plethora of Forex trading terminals to choose from, but MetaTrader consistently holds the top spot.</li>
<li>Insights from experienced market analysts, Trade Signals for daily trade ideas, and a handy Economic Calendar.</li>
</ul>
<h2>ption Review 2025: Scam Broker Exposed (Now InvestMarkets)</h2>
<ul>
<li>The broker has gained over 1 million traders over the years, which speaks about the trust and security the broker demonstrates.</li>
<li>Thus, traders should be very careful in determining which account type to choose, the trading platform availability for each account (MT4 or MT5), etc.</li>
<li>Access your Alpari MetaTrader 5 accounts from any web browser.</li>
</ul>
<p>Therefore, conducting thorough research on the company you plan to invest with is crucial.If considering trading financial assets with Alpari, evaluating the Alpari platform is important. When it comes to online trading with brokers like Alpari, carefully review Alpari as your broker can make or break your success. CFDs are complex instruments, due to leverage retail accounts lose money. The fees depend both on the instrument traded and on the account type. Overall, we found Alpari’s trading conditions quite favorable, with 3 types of accounts suitable for different levels of experience and various trading expectations. Account types come with different features, suitable for traders of different levels of experience, and compared to Fortrade enable more variety.</p>
<h2>Support und Kundendienst stehen in Englisch zur Verfügung</h2>
<p>Please be aware that trading in financial assets with Alpari carries a risk of loss. Alpari partnering with Tier 1 banks offers reliability, efficient payment processing, reduced counterparty risks, and better protection for client funds. All payments made to Alpari by traders are securely held in a segregated bank account. It can be challenging and requires significant research and understanding of the Alpari trading tools and features.</p>
<h2>Unlock trading tools</h2>
<p>Harness opportunity with spreads from 0.0, commission-free accounts, and a generous Rewards programme. Unlimited access to Customer Support, online Help Centre, and Alpari Academy to learn about trading. Insights from experienced market analysts, Trade Signals for daily trade ideas, and a handy Economic Calendar. With spreads from 0.0, commission-free accounts, and a generous Rewards programme. The Alpari trading app offers <a href="https://forex-trend.net/xcritical-overview/">xcritical website</a> a cleaner, easy-to-navigate interface, with most of the complexities of MetaTrader hidden behind the scenes.</p>
<h2>InvestMarkets Review 2025 – Legit Broker or Another</h2>
<p>The task becomes even more daunting when considering the vast number of online brokers like Alpari available, each with unique features, fees, and regulations. As a result, selecting the right trading platform like Alpari requires a deep understanding of the market, trading strategies, and platform functionality. The Alpari trading instrument range is limited, as it offers about 100 instruments, which is a lower offering than the market average. Alpari provides a demo trading account, which one can use to get acquainted with the trading platform without depositing any money. If there are open positions, traders need to leave enough free margin in their account that would cover the withdrawal and other fees.</p>
<p>Alpari is an international broker that provides its services worldwide. We also found that Alpari is part of a larger and more powerful brokerage firm, which means that the broker still operates following high standards and measures of safety and reliability. So we advise checking well conditions and consider all the risks and offering to see weather Alpari is suitable Broker for you.</p>
<p>There are multiple options for communicating with the broker, which makes the support more accessible. Also, traders can ask questions via the live chat/Alpari virtual assistant. The withdrawal process is very simple, with only a few steps to complete from the trading account. To make withdrawals traders need to use the same funding method they used for deposits.</p>
<h2>Does Alpari offer a demo account?</h2>
<p>Brokerage firms like Alpari may charge commission fees as compensation for executing trades on behalf of traders on their trading platforms. With the Alpari MT4 platform, traders gain an opportunity for real-time trading on both live and demo accounts and access to a wide selection of assets. MetaTrader 4 is a stand-alone online trading platform that allows you to monitor the markets and manage your trades in real-time. Although traders have had great success with Alpari, trading on the financial markets with Alpari is not a get-rich scheme.</p>
<p>However, in addition to the tools available via the platform, the broker also has some extra tools available straight from the broker’s website. However, those traders who prioritize tight regulations had better engage with a broker with a top-tier license and strong regulatory oversight. We find Alpari quite a good choice for beginner traders due to its favorable conditions, competitive fees, and low minimum deposit option.</p>
<p>During our Alpari review, we found out that they provide access to several trading platforms, including MetaTrader 4 (MT4) and MetaTrader 5 (MT5). Numerous traders have reported excessive delays, unfair processing fees, and even account freezes when trying to withdraw their funds. Access global financial markets and be empowered to trade CFDs on Forex, Commodities, Metals, Indices, Stocks, and Crypto. The decision between platforms comes down to your level of trading experience, personal goals, and preferred instruments.</p>
<p>In fact, it has faced regulatory issues in multiple jurisdictions, leading to financial instability and licensing problems. Obviously, on the official website xcritical.com mentions only positive aspects about itself. These aren’t random quirks — they’re designed friction points to keep your funds stuck. (Wikipedia) Client funds went through <a href="https://xcritical.pro/">https://xcritical.pro/</a> a painful compensation process, and trust was shattered. In fact, the company has a history filled with collapsed subsidiaries, offshore licenses, and repeated trader complaints. If you’ve been in forex long enough, you’ve heard the name Alpari.</p>
<p>Overall, strict financial regulation is essential for ensuring that trading platforms like Alpari operate fairly, transparently, and responsibly, which ultimately benefits all Alpari stakeholders involved. Trading financial instruments such as foreign currency markets and other financial instruments involves high risk and is unsuitable for everyone. It&#8217;s important for Alpari traders to understand the potential risks of trading with leverage and to take advantage of features like negative balance protection to mitigate those risks. Trading CFD trades on the Alpari platform can provide more flexibility than traditional market trades, allowing access to CFD fractional shares, international markets, and short selling.</p>
<p>Whatever you are looking to trade, the varying Alpari account types will be able to provide you with what you need. Alpari MetaTrader 5 has many advanced trading tools for more advanced users.Understanding these tools can give you a competitive edge. Additionally, to connect to the Alpari trading server.Take the time to understand all of the Alpari Android MetaTrader 5 features. Access your Alpari MetaTrader 5 accounts from any web browser. You can have up to 10 demo accounts on MetaTrader 4 MultiTerminal.</p>
<p>These checks are a standard practice that helps Alpari maintain a trustworthy financial environment for its 1,000,000 users. The next step involves submitting identification documents for Alpari account validation and making a deposit. Alpari offers various funding payment methods listed in your Alpari dashboard if available in your region. Below we give an overview of the account types that Alpari offer. MT5 was launched in 2010 and came with advanced charting tools, additional timeframes, and an updated version of MetaTrader 4.</p>
<h2>Is my money safe with Alpari?</h2>
<p>Familiarizing yourself with the Alpari trading platform is crucial to use it effectively. In an unfavourable market move, leverage can result in a loss that exceeds the trader&#8217;s account balance, leaving them with a negative account balance. Experienced Alpari traders can trade high risk CFD trades to hedge items in their portfolio. For instance, using CFDs, you use the Alpari trading platform to buy/sell $10,000 worth of Apple Computer Inc. Like other brokers, Alpari margin requirements can differ depending on the traded instrument.</p>
<p>On the other hand, brokers that require a larger minimum deposit often provide a greater range of trading features, more in-depth technical analysis, research tools, and better risk management features. A Alpari demo account provides a risk-free environment for experimenting with the Alpari platform&#8217;s features and trading strategies before risking your actual funds. Thus, traders should be very careful in determining which account type to choose, the trading platform availability for each account (MT4 or MT5), etc. This is quite a good offering, as the platforms are equipped with the most essential and advanced tools for profitable trading, yet, FP Markets has a more extensive platform selection, diversifying traders’ choices and opportunities.</p>
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		<title>Greatest Crypto Change In Uae &amp; Dubai 2025 Review</title>
		<link>http://magosan.com.br/site/greatest-crypto-change-in-uae-dubai-2025-review/</link>
		<comments>http://magosan.com.br/site/greatest-crypto-change-in-uae-dubai-2025-review/#comments</comments>
		<pubDate>Thu, 15 Feb 2024 21:16:27 +0000</pubDate>
		<dc:creator><![CDATA[Agen]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://magosan.com.br/site/?p=58436</guid>
		<description><![CDATA[Any third-party platforms, services, or web sites mentioned or linked in this article are supplied solely as external references. IPLocation.net isn&#8217;t responsible or liable for the content material, accuracy, availability, safety, policies, or practices of any exterior websites, nor for any losses, damages, or issues arising from their use. It lets you reply to provides [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Any third-party platforms, services, or web sites mentioned or linked in this article are supplied solely as external references. IPLocation.net isn&#8217;t responsible or liable for the content material, accuracy, availability, safety, policies, or practices of any exterior websites, nor for any losses, damages, or issues arising from their use. It lets you reply to provides immediately, handle your balances, and receive notifications for commerce updates. Downloading the app is straightforward and retains you related to crypto markets 24/7. The cell workflow mirrors desktop performance, together with market browsing, filtering, chat, and order tracking. Most P2P features—including escrow and merchant verification—are supported in-app.</p>
<h2>Understanding Hybrid Cex+dex Models Within The Crypto Market</h2>
<p>Since receiving approval in August 2023 to serve each retail and professional buyers, HashKey’s trading volume has jumped from HK$4.2 billion in 2022 to HK$638.4 billion in 2024. Though buying and selling exercise eased in early 2025 because of market weak spot, the trade remains one of Asia’s leading regulated platforms. DEXs offer better safety and person control, while CEXs provide greater liquidity and easier use. As a crypto-regulatory leading country, the UAE supplies a really aggressive setting for safe and worthwhile cryptocurrency trading. If you need liquidity and P2P AED trading, Binance is the preferred alternative.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="607px" alt="Benefits of P2P Crypto Exchanges" src="https://www.johntalk.com/wp-content/uploads/2021/04/Creating-a-Benefits-Package-621x480.jpg"/></p>
<h2>How Excessive Will Cardano Worth Go Forward Of Midnight Launch</h2>
<p>His background consists of analysis roles in main publications and a venture agency, reflecting his dedication to making advanced financial ideas accessible. Crypto trading in China is still attainable, but it demands warning and the proper instruments. Offshore exchanges with energetic CNY P2P markets provide the most secure path, as they provide predictable settlement routes and the liquidity wanted for stable execution. The platform helps USD and HKD deposits through playing cards, Alipay-linked channels, and worldwide <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> e-wallets, giving Chinese Language users extra funding flexibility than most no KYC venues.</p>
<p>This setup minimizes the danger of hacks, fraud, and different points related to centralized management. The best platforms at the second are embedding decentralized finance tools—such as good contracts and stablecoin support—into their systems. These options automate advanced financial actions, scale back risks, and open new opportunities for users at each experience degree. The decentralized nature of P2P trading ensures more operational flexibility and reduces dependence on central authorities. P2P exchanges usually have lower buying and selling volumes compared to centralized platforms. This can make it difficult to execute massive trades with out affecting the market price.</p>
<h2>Xrp Price Prediction: Worth Compresses As Sellers Defend The Trendline</h2>
<p>Two consensus mechanisms—proof of labor (PoW) and proof of elapsed time (PoET)—are studied by Pradhan and Singh (2021) for latency and throughput. It is noticed that PoET can deal with up to 946 transactions, whereas PoW can handle up to 627 transactions with the chosen case. Community safety is enhanced by way of cryptographic methods utilized in blockchain, protecting the privacy of members and data. Particularly designed Ethereum smart contracts are used for privacy preservation and scalability by Buccafurri et al. (2023). Thompson et al. (2022) used a score-based algorithm contemplating the price, location, generation type, and quantity of vitality traded.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="Benefits of P2P Crypto Exchanges" src="https://velocityglobal.com/sites/default/files/inline-images/Employee Benefits in Canada_ A Guide to Mandatory and Common Benefits_ 1725 _ Graphic 1.jpg"/></p>
<p>Individuals familiar with local monetary techniques handle this easily, but new traders might find the move uneven till they get used to it. Quick traders choose fast ramps, while long-term holders can manage slower settlement occasions. One of the most significant benefits of P2P exchanges is the enhanced safety and privateness they offer. Since transactions are carried out immediately between users on a blockchain community, there is no central authority that might be focused by hackers. Moreover, person information isn&#8217;t stored on a central server, reducing the chance of information breaches.</p>
<p>To adhere to trading rules, pick any of the highest 10 finest crypto trade in UAE, full KYC, and comply with AML checks. Huge transfers have to be reported in the form of the Journey Rule (sharing wallet details) on platforms. CEXs like Binance, OKX, and MEX have high liquidity, rapid commerce execution, and fiat gateways to enable customers to spend credit cards or financial institution transfers shopping for crypto.</p>
<p>It serves as a bridge between complex crypto markets and the common Indian investor, securing its spot in the prime 10 crypto exchanges in India. General, a P2P crypto change presents opportunities for buyers to construction attractive offers with sellers from internationally. This is a bonus to people who are cautious about central authorities imposing laws within the crypto market. As a outcome <a href="https://en.wikipedia.org/wiki/Cryptocurrency_wallet">Cryptocurrency</a>, crypto exchanges rely on liquidity pools to drive high buying and selling quantity, reduce slippage, and reduce market volatility. Standard crypto exchanges retailer all their information — including users’ personal and financial information — on their servers.</p>
<ul>
<li>Enter Bitania.com—a platform that permits you to swap digital assets without handing over your ID.</li>
<li>Azizi et al. (2021) focused on the cross-subsidization problem within the existing loss allocation strategies.</li>
<li>The authors conclude from the information evaluation that there may be a cost impact associated to how transactions are seen, carried out, or applied.</li>
<li>From no-KYC havens to user-friendly apps, listed below are the highest P2P exchanges for every type of trader.</li>
<li>My work ranges from in-depth platform critiques and beginner-friendly guides to superior analyses of buying and selling bots, DeFi, and regulatory developments.</li>
<li>Developers behind recommended crypto exchanges are putting larger emphasis on creating trust-first environments for secure and clean transactions.</li>
</ul>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="601px" alt="Benefits of P2P Crypto Exchanges" src="http://www.cap-az.com/wp-content/uploads/2021/01/img-full-benefits-v1.jpg"/></p>
<p>It operates as a world peer-to-peer (P2P) market, legally registered in Panama with a headquarters in the Bahamas, aiming to serve privacy-conscious merchants without working entirely in the shadows. The platform distinguishes itself with a strong give attention to integrated privacy instruments and a community-driven method. Scammers attempt to get into this market and sometimes request consumers to complete trades exterior the platform. Therefore, buyers must be vigilant and attempt to preserve sufficient information, like screenshots of chats and cost proofs. Apart From, all the time use sturdy account passwords and, where potential, activate two-factor authentication for added safety <a href="https://www.xcritical.in/blog/what-is-p2p-crypto-exchange-and-how-does-peer-to-peer-work/">p2p trading</a>.</p>
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		<title>Social Trading Explained What is Social Trading? IG International</title>
		<link>http://magosan.com.br/site/social-trading-explained-what-is-social-trading-ig/</link>
		<comments>http://magosan.com.br/site/social-trading-explained-what-is-social-trading-ig/#comments</comments>
		<pubDate>Wed, 14 Feb 2024 19:08:24 +0000</pubDate>
		<dc:creator><![CDATA[Agen]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://magosan.com.br/site/?p=16404</guid>
		<description><![CDATA[Content What you need to know before you start social trading How to be successful in Social Trading? Learn more about Social Trading for MetaTrader 4 and 5 PART SYSTEM TO MAKE REALLY BIG MONEY IN TRADING Social trading is often thought of as a type of social network, as the function enables traders to [&#8230;]]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">What you need to know before you start social trading</a></li>
<li><a href="#toc-1">How to be successful in Social Trading?</a></li>
<li><a href="#toc-2">Learn more about Social Trading for MetaTrader 4 and 5</a></li>
<li><a href="#toc-3">PART SYSTEM TO MAKE REALLY BIG MONEY IN TRADING</a></li>
</ul>
</div>
<p>Social trading is often thought of as a type of social network, as the function enables traders to interact with others, watch each other’s trades and learn about decision making processes. Tools like the leader board at <a href="https://www.xcritical.com/blog/what-is-social-trading-and-how-it-works/">social traders</a> first glance are extremely useful in identifying the most successful traders, therefore providing a good indication of people to follow. In theory, while ‘following’ and ‘copying’ other traders should take the pain away from investing, I could end up copying a series of poor investments based on chains of lucky novices.</p>
<h2 id="toc-0">What you need to know before you start social trading</h2>
<p>Once you decide to <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> copy the trades of a chosen expert, you can review the past or ongoing experiences of other users, observing their ratings to determine the amount you wish to invest. It’s worth noting that you have the option to stop following the trades of the selected expert at any time. Additionally, you can communicate with them, inquire about their trading strategy, and seek clarification.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="301px" alt="What Is Social Trading and How It Works"/></p>
<h2 id="toc-1">How to be successful in Social Trading?</h2>
<p>Despite the existing challenges, the outlook for social trading in Iran is promising. This collaborative approach fosters a community where both beginners and seasoned traders can grow, enhancing their skills and expanding their understanding of the market together. However, it’s important to remember that success in both methods relies on selecting the right trader and managing risk effectively. After you choose which platform to use for your online trading, open an account by filling in your details. At the end of the day, copy trading is giving someone else your money to trade for you.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="What Is Social Trading and How It Works"/></p>
<h2 id="toc-2">Learn more about Social Trading for MetaTrader 4 and 5</h2>
<p>Does it mean you should avoid trading at all and social trading in particular? Antonio Di Giacomo studied at the Bessières School of Accounting in Paris, France, as well as at the Instituto Tecnológico Autónomo de México (ITAM). He has experience in technical analysis of financial markets, focusing on price action and fundamental analysis. After many years in the financial markets, he now prefers to share his knowledge with future traders and explain this excellent business to them. People who are new to trading and choose to start by participating in social trading run the potential danger of being overly confident and too relaxed in their trading environment.</p>
<h2 id="toc-3">PART SYSTEM TO MAKE REALLY BIG MONEY IN TRADING</h2>
<p>Today, in 2023, Social Trading is so different from its first version that these two may be considered as two different products in some way. A customer success team, tech support team, and BDM work closely with a broker upon their requests to ensure smooth and efficient operations. Brokeree’s support team works around the clock to assist multi-asset brokers in installing, configuring, and maintaining their Social Trading solutions. Whether brokers choose to set up the system on their own or with the help of Brokeree’s specialists, the solution is ready to use with default settings after installation, which typically takes about 3 hours.</p>
<p>In this situation, a fund manager may divide trades among sub-accounts based on lots or equity percentages. In comparison, MAM offers a variety of allocation strategies that let traders set the level of risk they want to take. Establishing the necessary infrastructure for the safe and secure operation of social trading platforms is a significant step towards building user trust and fostering growth in this emerging industry. Despite the existing potential, social trading in Iran faces several challenges. One of the main obstacles is the lack of appropriate financial and legal infrastructure for the operation of reputable international platforms in this domain. Currently, only a limited number of domestic platforms offer social trading features, and these platforms often lack the diversity of features and trader credibility found in international counterparts.</p>
<p>This is a bit like a funds investment, but instead of investing in hedge funds, one is investing a pool of capital into a fund that copies multiple traders. This provides diversity in copy trading and allows returns to be uncorrelated. Traders can perform this on their own, but it’s imperative for traders to ensure that they are not putting all their eggs in the same strategy basket. Social trading allows trading online but with the help and input of others, which many believe shortens the time it takes for a beginner to become an experienced forex trader. This is because you can interact with others, view and analyse other people’s trades and see certain habits of top performers.</p>
<p>Any information relating to past performance of an investment does not necessarily guarantee future performance. Techysquad is an award-winning provider of cutting-edge technology solutions, specializing in the development of comprehensive CRM systems tailored for the financial services sector. The first version of Social Trading from Brokeree was released in 2013. We have been developing the solution all these years, expanding its features, and improving it with all the newly acquired knowledge and skills.</p>
<p>If you choose to access this website from any location then you are doing so at your own risk. It is your sole responsibility to ascertain the terms of use and comply with any local law or regulation to which you are subjected to. If you are copying your trades from your accounts, Myforexfunds Allow Copy Trading. The platform Social Trader Tools, which is used for reverse copying, risk management, and trade copying, will be discussed in this article. Before signing up, we’ll review the benefits, drawbacks, and everything else you should know. ‍A strategy posting returns of 300% a month is not something that a professional trader with any experience would ever even look at.</p>
<p>Social trading works by creating quick access to financial markets, enabling beginner and experienced traders alike to share strategies and copy each other’s trades. In fact, new technology and advanced platforms have made it easier than ever to become a social trader. You can either use a comprehensive social trading platform, or adopt individual elements of the practice. In these platforms, individuals can share their trading performance, discuss their strategies, and learn from each other’s experiences. This environment offers a valuable opportunity for newcomers in the financial markets to enhance their knowledge and skills by observing the performance of successful traders.</p>
<p>Last but not least, remember that every past success of traders does not promise similar performance in the future. Economic and other factors have been experiencing notable transformations recently. On the other hand, if you want an “indirect” experience and are happy to let other traders “do the job,” copy trading might be the right approach.</p>
<ul>
<li>Because various people have varying comfort levels with risk and varied amounts of cash, imitating other people&#8217;s trading strategies is often not a wise idea.</li>
<li>Find a suitable platform, seek trading advice and look up trading strategies and tips.</li>
<li>This creates a sense of community where users can exchange insights, ask questions, and even receive feedback from the traders they follow.</li>
<li>Traders can share information about individual trades that can be copied by other traders, or specific trading strategies​ that can be mirrored by other investors.</li>
<li>Once you are familiar with it and feel confident, set up a real account.</li>
</ul>
<p>Choose 5-10 traders and build your own online hedge fund with potential results you could only dream of. Our trader selection panel is made up of traders with a minimum of 15 years’ experience each. The key to a profitable platform like this, is to not even offer strategies that take too much risk. That game is for the likes of eToro, not for serious investors looking to increase their returns and make their capital grow. Features such as leader boards allow you to see the most successful traders in terms of profit by week, month and year. Making this data public should, in theory, provide insight into the best traders to follow, thereby increasing your earning potential.</p>
<p>You can use an all-inclusive social trading platform or adopt some aspects of the activity. According to WorldFinance.com, social trading works by giving ‘…those with limited financial knowledge an insight into the stock exchange by allowing a real time analysis of individual trader performance. Similar to social networks, the social trading platform offers a similar rating to experienced traders, where they share their trading tactics and other information. Based on that, users have a better chance of choosing the appropriate one. At the same time, this method is also beneficial for experienced traders.</p>
<p>In this approach, you automatically replicate the trades of a specific trader in your account. In other words, every buy and sell executed by the chosen trader is simultaneously mirrored in your account. However, social trading is not limited to blindly copying others’ trades. You can connect with successful traders, ask questions, and learn from their experiences.</p>
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" width="303px" alt="What Is Social Trading and How It Works"/></p>
<p>It is therefore perfect for individuals who seek complete autonomy over their trades. You are the one who decides what risks you take, and you are ultimately in charge of your trades. These are various trading methods that differ in a range of key aspects. The good thing is that almost every proper Forex broker nowadays offers such a solution.</p>
<p>Please ensure you understand how this product works and whether you can afford to take the high risk of losing money. Social trading is based on copying other investors’ trades to replicate their investment strategy. This is achieved through a social trading platform, which makes the investment process simple and convenient. Facebook and Twitter are two social networking platforms that the majority of us are familiar with. In reality, social trading platforms are not any different from other social media platforms; however, instead of posting images of their new kitten, users provide market analyses and trading results.</p>
<p>With the help of social trading technologies, everybody can now participate in and earn from the financial markets. Once it is clear what are the pros and cons of the social trading strategy, please feel free to check what are the most widely used methods and tips. Worth noticing is that social trading is not necessarily linked to a particular software or website. Thanks to Reddit-based rumors about the company, investors, commonly described as sole speculators, invested heavily into the shares of this firm. GameStop first skyrocketed, but later it witnessed a selloff due to an unnatural rise in buying interest. All this “craze” was driven by investors from Reddit and other online communities, which did not stop there.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Algorithmic Trading : Whats Algo Buying And Selling Concepts  Examples</title>
		<link>http://magosan.com.br/site/algorithmic-trading-what-s-algo-buying-and-selling/</link>
		<comments>http://magosan.com.br/site/algorithmic-trading-what-s-algo-buying-and-selling/#comments</comments>
		<pubDate>Wed, 07 Feb 2024 00:07:47 +0000</pubDate>
		<dc:creator><![CDATA[Agen]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://magosan.com.br/site/?p=16022</guid>
		<description><![CDATA[Algo trading’s hottest category is HFT, which is driven by means of What is Algorithmic Trading the fastest methods to execute a commerce, given the small discrepancies in value that may only final for a number of milliseconds. Suppose a dealer displays completely different Daily Moving Averages (DMA) to find out whether they should execute [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Algo trading’s hottest category is HFT, which is driven by means of <a href="https://www.xcritical.in/blog/algorithmic-trading-what-is-algo-trading-examples/">What is Algorithmic Trading</a> the fastest methods to execute a commerce, given the small discrepancies in value that may only final for a number of milliseconds. Suppose a dealer displays completely different Daily Moving Averages (DMA) to find out whether they should execute a trade or not. Their choice is always primarily based on whether the share worth ends above or beneath the DMA. In this blog, we are going to talk about the meaning of algorithmic buying and selling and its advantages and advantages to find a way to use it to maximise your income. The speedy tempo of buying and selling software program is not straightforward for a human being to match.</p>
<h2>How Does Algorithmic Buying And Selling Work?</h2>
<p>High Frequency Trading or HFT is among the hottest types of algo trading. It helps you place numerous orders even when they&#8217;ve multiple conditions, and you place them on multiple markets. Implementing the tactic of algorithmic buying and selling requires a computer program. A laptop program accompanied by backtesting completes the need from an execution standpoint. The strategy breaks a big order and releases a smaller chunk of order utilizing historical volume profile for every stock. It seeks to execute the order near the volume-weighted common value (VWAP).</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/spot-vs-margin-trading-in-crypto-what-is-the-difference--768x512.webp" width="409px" alt="What is Algorithmic Trading"/></p>
<h2>Disclosure To Purchasers Concerning Payout Of Funds</h2>
<p>It empowers customers by offering global market insights and analytical tools like Stock Screener and Economic Calendar . Like any other buying and selling approach, there are each advantages and downsides of algo-trading, but it&#8217;s maybe the simplest way to trade large volumes of securities. A trading algorithm could miss out on trades as a result of the latter doesn’t exhibit any of the indicators the algorithm’s been programmed to search for. It may be mitigated to a sure extent by merely growing the number of indicators the algorithm ought to look for, but such an inventory can never be complete. I hope that you&#8217;ve understood the idea of algorithmic trading and its advantages by now.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/5d1f2339-ed98-4eea-98f9-41359082012d-768x512.webp" width="402px" alt="What is Algorithmic Trading"/></p>
<h2>Which Computer Language Is Generally Beneficial To Beginners Who Need To Start Algorithmic Trading?</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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nQ/dNeXd3dX9zJeXtw888rbpJHbVmPpJ+E1q1PpNNT6TS+AOTz32zl+Rf3ClM99tJfkX9wpQyX3DMdpKbdb4aw9N2I3hdSFJXuSO2oHbUE+YEEg10i8PYGZoZfb21iEsrB4jcKOku5wBr3+BVOvfXfp20DNwdplbeC3SKRJNyjQ6Aafvrb7dWnxJfmH01GDsosRgEZ2lyAmSOGVm0uI1JdYAy6A9+7ttGmvdDqDr21tiMHGtxG2VR2iu7mCN0dfLRAnTcjUjadW83n9Ncj7dWnxJfmH009urT4kvzD6aNO7sJ0dsuD4cJWF8qgJl29QXMZAUtGo1GnwBnY6dvJ01IG6taYLAbDHLm0WXpI+4SoyKxidyNB59GQL2P9sfIeN9urT4kvzD6ae3Vp8SX5h9NGnVILU7WTB8OW7yg5dJyiOyhLhAraKmg3aeclyfN/YI0+Ec1Vf7dWnxJfmH009urT4kvzD6apCwpVf7dWnxJfmH009urT4kvzD6aAsK7rg5sWcbYoj8Oo3jn9t/bVIi5tfI29PqDdpp1Nej9U1/+2vmvt1afEl+YfTT26tPiS/MPpqp0C/zuMnw2Yu8ZcWstu0ErKscuhYJ51Oo7HVSCCNQQdQSDXETfXX/AAj++rybiKO4KtO9xKURY1LnXRQNAo1PYAdgKonbc7NppqSasmm20EqVGNdpYfYNt+JT+EVxddpYfYNt+JT+EVkqN9KUoaFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgOUz32zl+Rf3ClM99s5fkX9wpQyyvpV/wADZHH4riWC9yU626LDcJFcNGXW2uGgdYZiFBOiSsj9gSNuoBIArrTd8F5RHuuLOL7XL5OCCTfcyWtyrXOtpIsSK4TWRkm6WryhSfNqygE7jBS4keSs+Z0r6n7aco58s8BxmMt7NshkunP0rwhYFgQWRYBtxVpC5YAa6ga7V7HY99yVa9itHsbNbQIszzxLdljN7Y949Toel4Uk+93aADUuNK10WV7yJedHyilfUsbkOWzReDzV3iQ0clxNCltHftYCRorYKxRtH1O2cHQe/C6+QBVLxhJy/kwRHDAsIruO/YJHELqSWS3Mk5DGSRUVQF6A27WJ8ltVO9anR5XaFnD0pSuZRSlKAUpSgFKUoBXaWH2DbfiU/hFcXXaWH2DbfiU/hFCokKYu/UldT/6Yw3/9hXv+jesS/mB/11pf31dGMlhJDFDAtpbSR2kKCee1WSIybU6mqiPdrqGGrbu+uhAOtddnwY47lvTUa6+Pql5utM0ccfGlhVuxb+319Ci/0b1iX8wP+un+jesS/mB/111kOV4NY28a20ECI0zky24bQMbjYrHYxJAaHud47Dtqp1qchcYWS3EMT27SrPukkigKh4tzaKp2roQD3O1ddQNBt7+vF9n4eHh78ceLyuk11LLX7cDz4e3Yk57rwpLw7X+PVd5U/wCjesS/mB/10/0b1iX8wP8Arq8N3iA6RaY+GeO6vNJvD9SIKwj6bMNrBl7SAAA6djp6a3Nvj5J4nx0aojRsSq6eSDI+wHTtrs2a/d8/fWuOPsawoSmsVPdenl9L9H211wtpliSUXBq/39a9e64v+jesS/mB/wBdYAhhqCSNSBqNPhrZeSWDrD4G2liYRgTdSUPuf4SvYaD7nf5a0xe8/vP768dVLdu+790emMnJW1RnSlK0aFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAl4fHplstZYuTJWmPS8uI4Gu7xmWC3DMB1JCqswRddSQCQAexr9QeyD9g1fcjuUeB5j3XMPhyaYQdHLwm4l23l5JKzQLYfU/qoMJGu7Z9aZ/MxC/lSvq/NHnfzd5h8MQ4njjmBks5jr+8iyRtrlIfDpcRwBFa3VUHQVRK8bJHopYEka+bph4OJib2Ivlis/NJc/ejniYsYOMP8AtJ5eGvP7PlFfrvg72EXC/FPLPD5FuYGWt+Os/wAMXHFtjjxj4mx3hYg4EL3XU6SyO7QeU0qlBv3oCRp+RK+nYr2S/PHCcvP+yvF8w8lb8NdF7ZbNdvkwOsyvCH03bGE76qT8CaabF04tPeT4c+fmus6P5WlqReU/LW047s+I8ldWWfyrYGC3kTE4CBZb656svTMgBDaRx/2iFJ1dB2BJHY2nsT+J58VDlp82I1u8VcZaziFi+65ihssddnYzsqbduSK7iwG62kA3MVWvhVKvHsvlA/SN37De+ueILrG4LjIrZrmo8Vb3F/jZI1Ktc2cG93UlAWa+R4011kRHYadgeLyfIzEYq+4akj43ly2Ny+Tw9lf+CxM3i7WLI26XMDRw+UZ3MLP5CnXeoUa7q4GzweOnx8NzcTzRPMp2OT9TdvK108nUBAurd/7Q975zhJgY7a8yNuY57s2hXZFbto7IwJ6hO0+So269v7Q719GHsraFCM5U1JZU+tWrWbySbqs8vHx+/wCA3KCu1+Un2Pq1VXnpR+gT7DSQ5uCW84jmxmGuclb2UURjF3eFJUtyuoAj2SublGWN40YJ77R9EaivvYyYu2wwv04jysCC1tb+a8vccYVjiOKyV/cRLB3Msi+1/T16i7H3KwOu5PjMvCt5AXEt3bLtUtr5flALI2o8nuCImIPmOo+7pm3Cd3AEkubmBY5GeNH3MoLAS99WGmgMXf0Bl9PbWH7J22U84dnDW1n9vExPbsDdSjicerXJ5fc+3r7DfKJk7fCTce2bX95kbywtobewaQzeHnvICwJcbAXs9NZNiDrRjeTu0/PN9ayWN7cWUoIe3leJtdNdVJB8xPo9Nd5keIOZOZ4MsuAb/OTy4bHSqsdj4IIymMFo1Z1QSybfETFVYkKN5WvnxGhI110PnryYuyY+zRXTxpvlnpw9ow8eTeE7S5/Jyee+2cvyL+4UpnvtnL8i/uFK4HRlfSrHA4W44gyaY23mih1jlnkmlJ2RRRRtJI7bQSQqIx0AJOmgBParj/s7zl3EbzA3GPy1kVG24gu449z7C5jEcpWTqAK3kbdSBqNRoa0ouWhHlmctSuuteVfGtzJbq2PtoFuXhQNLfQDYJWRVdlDlwoaWMMdvklgDoTpUaTlzxehQpjY5kkuWtkeK6idSQzrvOjeTETFJpK2iHYx3djV6Ob4A5qlSsnjL3D30mOyEQjni2khXV1IYBlZWUlWUqQQwJBBBBINRaw1WTApSlAKUpQClKUApSlAK7Sw+wbb8Sn8Iri67Sw+wbb8Sn8IoVG1oJpDujZQPN3Gv+deeFuvjp+T/AFqVB7w/LU9Xx8t8bG3xt28m8out4g10/wDx1xnJRtsraStlN4W6+On5P9aeFuvjp+T/AFrohj16EdwcRcLHMdEJv4xuPTSQ/wBj4siH+/7h0DGjSRziLgJEiyNIchEE2sm8EHZoe2nm+EgecgVw95wf9l5nL3jC/wBl5nOeFuvjp+T/AFr3wt18dPyf610lvivFoZbXEzyoFeRmXIxaKiMis58jsoLrq3m03HXRTpAt5sbdu0MVncxv05HVmuFYAqpbzbBr5vTW4YuHiNqDTo3DEhiWou6Krwt18dPyf61sjglRQpAJ79xVy0di+Rucda427la36xJN4i6pErMx7x/FUnStxxm2KKZ8RcKkyNIhOQj7qsYkJ958CEH++ksfDw3Umk+8ksXDg6lJJlF0pPi/rp0pPi/rq9OM2idnxE6JbgM8jZCIJtIQghtmjD6pH5tffr6axisUljSUYm4WN4+qGe/jUBd6oNSU7d3Tz/AwPmOtT3vDee8vMnT4Tz3l5lJ0pPi/rp0pPi/rq1hSxmvJsfJYXdvPFHOTuuFba8aM2hGwfCunnrdJa2T52fB2WOu5pY55IVLXiICEJ1Ykx6AaAk6ntXR4yUd5tUbcoqO83kUnSk+L+unSk+L+urpLFXUt7TXSgQm4O6+jGkYZlJP1P0q3bz9q2ph5ZDcCPB3TeGiE76ZCLvGUDhl8jyvJZT2198PSK5vbMJayXmc3tGEtZLzKDpSfF/XTpSfF/XV77Wj6rriZx0XdJNchGNCilm/sd9Aup09I9I10pFYtezY6WxuYZo4pXDeKR11WNnB7JoynQdwe4OoNajtMJuotNmo4sJuotNlR0pPi/rp0pPi/rq2kXHjJy4yCwupHjleME3aLu2k9+8fbzVnHaRSlAmJuSJIGuVPjo9DErFS31v0qfu1ZbRGGUmkWWJCHzOim6Unxf106Unxf11ejFsZZIRhbovE0qsBfx+eMKWHvO/v1A9JYAamtZtIUMnUxVwgiWNnZr+MBQ4BXv0/hDD56ytrw3pJeZlY+E9JLzKbpSfF/XTpSfF/XVo62cd7PjZ8ddQXEHVVtbpGCuik6HRO41HwGsVawe/GOix91JKZeip8Wihm10Hnj7d/u1vpVu73A3vR3d68it6Unxf106Unxf11dwWC3PT6OIuWEsRnQ+Pj0KCXpa/W/j9v1+atgxEjC5ZcJdEWkTTSHx8XvFVWJHkd9A6E6d/KFc3tmEnTkvM5vaMJOnJeZQdKT4v66dKT4v66v5MV0WnWbEzobWaSCXdkIwFdCA412d9NRqR8YekVBuGs4Lqawlx11FPEXQ63SMFYa+hO41HwHv6a1DaYYmUGmahi4eJlCSZXdKT4v66dKT4v66+xYflLw5kMRY3817klkubaKZwskYUMygnTVPN3rBeWnAz+H2ZXLMboKYgGTVtyuw/8AL9Ebn+75K+A/5ZsKk4/E61+FnxX/ACPYlJx+LLXI+QdKT4v66dKT4v66+vvyz4GjWRpMtlV6caTMC6a7G3bWA6ffXY3m+Ka1nl1wEpZTlsvqpK6DadSC40GkfckxOAPhI+6Nav5Vsb0Uv/yyr+RbG9FL/wDLPknSk+L+unSk+L+uvseW5ScN2GKvb6G9yRkt7eSVQ0kehKqSNfI83avlkclg86WiY+6klZV7i6VQSV1OgKdvnr6Hs/2zs/tOEp4Dyjrao+h7M27C9rvd2RNu0qrNt6JLiV/Sk+L+unSk+L+urZYLdraO7GKuRFK4RCb6Mbm7dgOnr8I/X6DWaWkUm/bibnRFVy3j49NrAkHXZ3GgPyV7HteGr+JZdp+gj7G9oz3VHAm97T4XnavLLPLPuzKbpSfF/XTpSfF/XVqyWiMqNjpgzKH09sItQpXcCfI7DTvWAfH+OGPlx93FL1ei2t0rbW10/wBX30+Wtx2iM3UWmebG2Hadnjv42HKKuraaz1rvrgVvSk+L+unSk+L+urC5nxlpIsL2V1I3TjZmFyqglkDHQdM6ef01v6EI2a4e7HUMYXW9TuX12/8Al+lSPuad6Sx4w+ZpE2fYtp2u/d8OU61pN15dxUdKT4v66dKT4v66tujb7FkGKuSrpv7X0Z0Gzf3HT7eT371sjsVl95h7k+WY9PHx67g20/2PTr/cCfMKw9swoq3JeZ7ML2H7Txm1h7PN11Qk/sUvSk+L+unSk+L+urKxmxN5fW9kbK7TrzJFuF0p03EDX63389ZXftdaXMdmLG7nkeKF9VuFG5njVtAOmfhbTzmu3SPU+XutuuJV9KT4v66dKT4v66tTHbCQRe1N0WYyAaXseh2KGYg9PzbWBB+HXtWS28DymFMVcMwG47b+Mj3wU99nnBI1HwDv5u9cfe8Or3l5n0V7G9oybisCdp0/heT1p5a00/EqOlJ8X9dOlJ8X9dWyRW0sqQxYu4dpAGXbfxkEFtvn6ennOlY2D4m8yVtYNZ3Si4mji3reIwG4ga/W+/nrcceM3UWmebG2PaNnip40HFPJNpq+P0a80VfSk+L+unSk+L+urWVbCK7hx62VzNNKkJBFyqAtIitpoUOg1bTz1sSzjeQQjD3Qdu+1r6MH35T4Y/jDT5vTUntEcN1JpG9n9n7Xtcd7Z8KUlpaTavwKbpSfF/XTpSfF/XVvHbwS7THirllZBIHF/HtK9/h2af2W/JNeLFbPEZ1xdwYwWBcX8eg2qWPfp+bQHv8AcPoqe94f+y8zr/xHtDJ9BPPT4Xnp2dq811lT0pPi/rp0pPi/rq1T2vGQhx9xjrtGleNdReIw0fTRgRHoRoQahV0WLvK1oeHEw54M3h4iaknTTyaa1TRH6Unxf106Unxf11IpV32YI/Sk+L+unSk+L+upFKb7BH6Unxf106Unxf11IpTfYI/Sk+L+unSk+L+upFKb7BH6Unxf106Unxf11IpTfYI/Sk+L+unSk+L+upFKb7BH6Unxf106Unxf11IpTfYI/Sk+L+unSk+L+upFKb7BH6Unxf106Unxf11IpTfYI/Sk+L+usn8RIqLIzMI12oCfejUnQf3kn++t1KqxJLQlJkfpSfF/XWFS6inzn5asZNlOTz32zl+Rf3ClM99s5fkX9wpWzLPMJmbvAZKPJ2SxO6K8bxyrujljdCkkbD4VZGZToQdD2IPer+y4/eHIY2RsNZ2VjjchDkI7fGoYmDRqAAHcuW101LPuY69zpoK5GlVSa0Id3c82co9rutcbax5GS5muJb1wzOA9yk/TRdQirujQHVSdBoCASDHHNPNxtC9visXC8Uyyb0SXe0SSPJHCWMhIVGkO1gRINEO/VVI4ylbeLN3nqSll2FjxDnbviXM3Obvo4knuipcR7tOyhR3YlmOgGrMSxOpJJJNV1KVhtt2y6ClKVAKUpQClKUApSlAK7Sw+wbb8Sn8Iri67Sw+wbb8Sn8IoVE6D3h+WvHuprLKvd27BZIp2ZSVDDXU+cHsa9g94flrTe/Zk/wCNf95rhNKVplaUlTL7HNxTdCB7WKGKHKyLZJK6Ikb9NUAQk+YABdPhJ1A1OopE2fvYVkS9sTH1PBtC2xVjDrtAYEAAEQjTvrqoPnOpg2gzFsllNbyK6W+7JQRk6gbWCs2nw94u49CE+bvUm4bKx2NtaS2toircs8Ug1DyS7tTqNdDpqBqR5tBrXyZwqXwqOtad/wBq9eB8yUEpZKPl3/av6JNzcZ3D2QyXWaFiTjtotVETxo+5lU+YruQagqNxZx30aqPE970n/Yzf8pqzy1lkIJ5LrIxGKWaZwyMjIwfQMfJYAjs6n++sMT9mH8TN/wApq9ey4cYw3lTb6lX90evZoKMd5U2+pV/dG68vLiwz17c2rhX608Z1UEFX3KwIPwFWI/vrJeJMqglVZIgJ1EcgEKgMgQoF83mCsQPuVGzH23vv95l/iNSLjh3MWU0cc1uY5HdFQFtp1bdtI1+A7G0Pm7eetYscC/8AKlb6+w1ixwL/AMqVvr7DoMlh+OrLArxDfwIbK5TpyQmJdY4yUKlk00UfU49CPNtUdvhofdTm2hS2mu+tDEixxxTIHREUoQoB7Aaxp2+HTv5zrb3vEHFV9jY8XJNMJY3vkuJ/EatOoVWlRvuBQPl8wqjfAZdLa4vDYzdC1do5pDGwEbrt1VtQND5Q7GvBskEo1tahduq6rpePr2Hh2WC3a2pQu3VdV0jZh5pbnLS3E7l5JYLt3Y+dmMMhJrblcheYzijKXVhcPBN4u4VZUOjqC5B2nzg6dtR8BPpqPgPtg3+63X/IenEf/iHKf77P/Ga+q4RlHday6j6bjFx3WsiZDl+JsmlzJBGbgJG3iGSBSdjuxIJA10LSMdP8h2tJ7TjG2D3Et/DEIoFmBRTogGwKFCr208PGAw8nROzHvXO2thkntpZLRh05IHklAbT6mjAnXX7oFdBk8nxRjZzdZCCzjmQyBH85Em91cqAfjI2o02DRewDDX5WPBKajgqHHKlfD9/s+VjwSmo4ShxypXw5/JF4hvslYXkLvexXLXEMsuvhhH5MrOrar/wCod/gOhUdtBVdjLma8y8tzcMDJJb3JOihQPqD9gB2AHmAHYDsK0X+Gv8Z1BfQtC8biNkdWVgxGo7EDtp31rPBfZ7f7tc/8l69uy4eHCCcKfakl28D3bNh4cYJxp9qSXbwPchdTWfEF5c27BZEupSCRr/aIovEGUSNI0mRemjRKwjXcEJcld2mumsjH5dPQNNWa+3N//vUv8ZrdJw9lYpbWGS32vetGsIZgC2/Tae/wHXz+bse/Y6bxVg2ulrx7DWKsG10tePYdJJj+Ydhhl4xDPDHINGaMBZhGX3l3AHvWY6n09tRppXNSZ/IzDSUwsCqqwMK6OFChd3bvoEXTX7vpOt3NxLxVdYdMW08xla4lElybg75VaIAxn/07QP8A4KppeG81FDNcGxkaG3d0mkVSVjZFDHcfMOzDQ+Y69ta+fskVC3tSgneVdXDn0R4dljGN+8qCd5V1cOfQ1211Pe5WW8upN806zySNoBqxRiToO1YT3EtpmJbqBtskNy0iHTXRg2orHF/Zf/4pf+W1Y5H7YXP45/4jX1d2O7u1kfT3Vu7tZEqHiPLQIscM6KEBRT01LBS/U26ka6b+/wAtdC+K4+gwI4u2lIG0Y7VAlC70frFdPhaNCW8501PY61zr8P5WMWxe32+LEbQ7jpuD7dpGvwHcO/m11HnB0vZOJeKpMKuGaebrPdAtc+IO91kg2iM/c29/618raoqTjLZVB5/FfVzxz7mfM2mKk4vZlB5/FfVzx9GUtxxLlLud7m5eKSSTqByYl0YO5dgR5u7MT+rzVF8TPe373dy++WZnd20A1JB17DsPkqVLwzm4knl8C7x2rOs0iDckZVQx1YdtCCND5m17E1Atfr4+Rv3GvfgrA1wa8D3YKwNcGvA/TfDH/hrE/wC4wf8ALWs/aPHdF7fpv0pEWNk6jabASQo79gNx83+QrDhj/wANYn/cYP8AlrW6LMY+Z5o4pwzQSNFJtOu1gCSDp5jop7Hv5vSK/i2M8RY2I8O9Xp35H8jxXiLFnuXq/qc5PmeDZ89LwqLwjISQiATe+VCFdRGrHsHCyP20/tEHU9q6UYyyW3FqIvqYm8RpuP1zqdTXX8Lv+qqFeGOHHzpzyxRdNbaWHw3QGwPHcb2l/CD1cjPYrfBHJexxyXJAhSRgrSHdt0CnvqD5x5x8IFd9qqW4tm3nSzv/AGXV+OHWd9pqW6tn3nSzvrXVzl1mPEf/AIeyn+5T/wABr80Szy218txC2149jKdNe+0fB8NfpfiP/wAPZT/cp/4DX5kvPsg/gr/CK/Y/wlJ4GMn1r6H67+F4ksKGJODpqSaa1TXFG8Zi+ClFaJQdoO2JR2Uggdh6VB+f0mp59u0tYr4qwkt5yiQm37x6Ip3aadhoo+D0+k1XSYq+ijWV4TtaPqjTuduinXQfBow7+bz+g1bzS8Riz9qZUCuHERcuNxB26Lrrp/bXv937lfpNo3FuvZ9zXO604/s/ufsSO0tY0fbUtpSUP8e4pP4/minbVW1aeayeTKp8zkJABJIjAaeeNe+i7e/bv5PavLOaS4zEFxM26SW5V2OmmpLak14MXekygQ69EMZD8CgKW8/m8w7entp56xxn2ytPx8f8Qr3YUcFP/El4H5D2jje1JwitvlNxbbW83TaybV6tO0+27zszyv2YPxMP/LWsznsoztJJcCR2cSFnRWIYEkEaj4NTp6NTWGW+zP8A8MP/AClpJh8hFGJWgO1ohMNDqdhCnXQd9NHX9foNMZYLrpa7LHsyftSEZ/8AGuaWTluOS66brvdX1ssNmYGMSZ4mYNILfoCDR2VUVtSQNdNqga+jX0mq18ldvcG43gNpIAAOwD7tw/4jVsLrPm0XDkKHd1hVy43ENoAuvm+EDX+6qhMbeSGQJCT0Ruc/ABoTrr5tCFOh8x7aeevFszinN4+6s8q6nl66eh+r9urFcdnh7Je0Sbit/fTT6SLcqjm293OWVL/tSds2YP7d4/8A3qL+MVvzM0lvlop4jo8dvaMp010Igj0NaMH9u8f/AL1F/GK2Z/7YL/utr/yEr6bSapn4CE5YUlODprNNcGazmcgR5UwYgEBmQFhqoU99Ne4UA+mrDbnfa+O/Xcpe60SFINGZlRm3kAdwQ59Oo8/YCq72ov8ApdUQEr0+r27kr5PfTzn3wqxhyGca0TDIy7pGSOOQvo2jeZNfN8Gn3NCPRp8vadzdXu6hk87rTif0L2HPaXi4n/OT2mKlBuG5vNynXw3bWvB5q6tNaV8eYyELI0MwQIAFVVAXs27zebzis8AzPxBjWdmY+Mh7sdT78VpXF3z79kBbpgFyPMAQSDr6NFPfzVt4e+3+N/3yH+MV78PorfR1fGj8btz9oqEFtu/u57u9dZZOryyqnWlUbMvNJb5WKeI6PHBaup010IhQitYzmSHSJnDGERhNyA6bNSvzan5zXud+z1/3a2/5KVrjxF/LEZ44CyCPq9u5K6gagec92Hm81TGWCqli14nT2ZP2pJSwvZznVW1C9Mk20vBWWEaZr2uhvIwVCP0oYFtxqy7CSdNO40dvTruJqAuZv1j6KyqIum0YjCDbtbXXtppqdx7/AHasLa/zhsBjYmUhgqxyF9GCkHyQf/tI+5oR6AK72oyGjlbcsI9m7TvpuBKn5NFPfzV4cFQ3p+8KFXlpp2+fnZ+t9qyx3g7LL2JPaHJwaxN5SS3uMY03a3Y51S3YxdWnWdlczXeatJ52BYzwr2AAABAAAHYAAAV7WnE/bSz/AN4j/iFbq+okoqlofz/ExJ403iYjbk3bbzbb1bFKUqmBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBUU+c/LUqop85+WumGDk899s5fkX9wpTPfbOX5F/cKV0MssOBYcbccTW8eUS2dOjcNAlywWF7oQObdZCSBtMwjB1IGh79ta65uFMJl4rrIcSzY2yyUcBNxHiry3t4bXbbu6SyRaFXZ3CqY4doU9uzNoPmNK6Qmo6qyNWfWX4B5YzXkmPt8tkYWjuriETyZS3dGSKe3TdtEI9+krkeV22a+UNa0W/A/LTIRWrwZW/s2lVJnWfKW77gbqeDog9JdjMIo2DnUKJNSpA1Py2lVYiV/CSnazPrtjwXwNjYL6+SUXNwMddiS3uclayrj5TYB0DDYOu5ldgpTbsKDXUit1xwfwDdZi4tTlbe0tZpLmGe8We20dlzEcQ2rs2wHw7hgYwq7SDpsDhvjlKdIkqovGz6VmuAuDrLFZW5schMbqxiWRVlysDRq3TjJQbY98rFmbQFYwR2BLKRXzWlKzKSloqIkKUpWCilKUApSlAK7Sw+wbb8Sn8Iri67Sw+wbb8Sn8IoVE6D3h+Wpc9nh5ppJvbG8G9i2nhF7an8ZVekjINABWXXf0Cubi2zRdW98bW3FpbcRZGKHYIiiWiKGTc7bW0k8pdZH1B1B17+YVnFkhEGC5q4YspXc+MhdlB1B2szkqdDpqCDoFHmUAUXXf0CnXf0CuD2TDlbcFn2I5PAwnbcVn2ItLw2N99fyU4UOZAkWNhiUMQoJCo4A1CL8Hwa+cmtUEGLtHaaK9upH6boqtbKoJZSvc9Q6ef0VA67+gU67+gV0jhbi3YqkdIxUFUVSLG9t8Pd3k90MheL1pWk2+EU6aknT65U2TKdV3kbMTBnTY23FQL3+PoH+udz9U9/389UPXf0CnXf0Csz2eOJ88U+8zPDhifMkzoWzJZGjOVIDhwSMLahvLXa53BtdWHYnXU/DUa5uLe7L9XLXChwQUjxsMagEKCAquAPeL5h8H3TVP139Ap139ArMdkwoO4wS8EYjs+FB3GKXgiys48VYSvcR3l3K3RmjVTbKoJeNlGp6h099r5qyyceHyGRur8X14guZ3m2+EQ7dzE6a9T7tVfXf0CnXf0Cu24zsXNlejHIsdjn7+FV+BLJBuGupVvqnlKSe6nUHtqDoK2HJq0lxM+XlaS6EgldsTbljvLFiCW1Unew1Gh00GugAFF139Ap139Ari9kw5NtwVvsRyeBhN24q+5FtfS2mRZ2ucpOOo4kYRYyGJS2mmuiOBrWqzjxVjK9wl7dyN0ZY1U2qqCXjZRqeodPfeiq7rv6BTrv6BXSOCoLdiqRuMIwVRVIsb2DEXl5Pd+PvE68rSbfCKdu4k6a9Tv56ne2x+p//AFqcdGPpx6YuDyOyjePL7SaKo6nv+w71Qdd/QKdd/QKzPZ44nzxT7yTw4YnzpPvL85UGEW/towUBQCMNbBuw0B3BtddOxOupHY61pu7yK92CfMXIWPqCNI8bDGiB1CsFVXAAIA7AefU+ckmm67+gU67+gVmOyYUXagvJGFs+FF2oryRPgt8Vau00d9dyMI3VVNqqgkqQNT1Dp5/RXk9ribiaS4a/u0MrFyotFOhJ1016neoPXf0CnXf0Cu24zsXy5TaIQuZnAgiEUY9q4OwAUBvf93ARdHPlDaO/ajZRXhEByr7VEYBGHtw/1P3p3Bt2unbXXUjsdRVD139Ap139Arh7nhf6LyRx92wf9F5Iurq9jvAizZm5CRhwkceNhjRA67WCqrgAEegeck+ck1BWzxUWskd/du4U7Va1VQTp21PUOnzVD67+gU67+gV0hgLDVQSXcbhCOGqgqPsOH5tcOY/EWNhNZZJpLa2ihcrHGVLKoB01fzdq1nmTwKzSscbm9ZpRKx6h7NqT5P1XyV8ptVGgOp1HevkXXf0CnXf0Cvz7/imw7zmt5N61J958R/xzYt5yW8m+ps/QyTcJpijxOt9MLImWcv4ybbrJ79dm7Tuf7GnY+YA1zVtzR4KtAwix2ZYuwdmkIkYkHUas0pPbQf3DTzV8i8fddDwvWfob+p09x27tNN2nm107a1r67+gV58D+I4K3ltGJKWeWdUvu+aPPg/xnBW8secpZ5Z1S+7PsWW5t8N3+KvbGGyyQkuLeSJS0cegLKQNfL83evlT2mKmIkkv7tHKqGUWqsAQADoeoNfmqF139Ap139Ar7Ps72Pgey4yjs6dPW3Z9fYPZuB7NjKOBefW7LfrWp6YbK3DCNQiq2NhYaAKBqC+hOiqNT37CvRcxaJrnL5umdVLWMbHXcG7kyanuo8/oFU/Xf0CnXf0CvZ7phf6LyR+i/5v2nVe8YnD/vLhpx4VkWpktCdRl7pdEaMBcfEoCsGDAASaDUM3z61pt7bE21xFcLf3bmJ1cKbRRroddNep2qB139Ap139ArccFQ+VJHjx9qx9pd483Lvbf17l5E+4gxV26zSX13G3TjVlFqrAFUCnQ9Qa+b0VINxbsEV8tcMEQRgNjYSNoCgagv3OiKNT37VUdd/QKdd/QKTwI4nzpPvN7Nt21bHfu2JKF67rautLp5lwl1GkqzDPX5dSGBazRu4YMNdZO/cA9/QKwZ7RmDe290uilAFx8SqFIYEACTQe/b56quu/oFOu/oFYWy4a0ivJHeftj2jiKp7RN985fksbGDEWV7b3nj7x+hKku3wijdtIOmvU7eavb2PFX8yXD3l3E3RhjZRbKwBSNVOh6g1Hk+iq3rv6BTrv6BXbcZ84thNbBBH7bXJQRiPa2OiIKjbprq/f3q9z37V6lxGlwboZ/INKSCWa0RtdDuGoMmh0PfT0gegVUdd/QKdd/QK4+6YX+i8kfT/AOa9p0l7xiZVXxyyrJVnw4Fqz2jdvba6UDzKuPiUD33wCTT+23z1jjosPYZC1vjf3ji3mSXb4RBu2sDpr1PuVWdd/QKdd/QK3HBUPlSR48fasfamnjzcq6239Sxu48VfSpcSXl3E/RijZVtlYApGqnQ9Qa+99FbI5LWOIwrlrnptH0mU4+Ihl1B76v30KjQ+cVVdd/QKdd/QKTwFiZTSfea2Xbdp2KTls2JKDap7ratdTqsi38RF1WmbPZB3c7mL2aNqe+nnk9JJ09PesHa0ddhy90F3K+1cfGo3Lu0Ogk8/lN8uvfzCqvrv6BTrv6BWFsuGtIryR6Je2PaM01LaJu9fjl+SwtLbD2t3DcnIXjdKRX08Io10Oun1yo1aOu/oFOu/oFdtxnzjfStHXf0CnXf0Cm4wb6Vo67+gU67+gU3GDfStHXf0CnXf0Cm4wb6Vo67+gU67+gU3GDfStHXf0CnXf0Cm4wb6Vo67+gU67+gU3GDfStHXf0CnXf0Cm4wb6Vo67+gU67+gU3GDfStHXf0CnXf0Cm4wb6Vo67+gU67+gU3GDfUU+c/LWfXf0CtZ7nWtRi1qDlM99s5fkX9wpTPfbOX5F/cKVsyzVjMXf5m8FhjYOtO0ckoTcq+TGjO51JA7KrH+7t3renDXEUlzBZLgr/r3IZoYzbuDIF98RqO4HfU+Yad6z4YzvuczCZbwviNsFxD09+zXqwvFrrofNv183fTTt567NecPV8VHeYO4eK7nnlPSyOyWNXNmyojmM6ANZrr27q5Gg01raUXHXMiu+w47I8J8RYuaWC8xM2+3jaWbpaSiJFkaNmcoSFAdGHfTza+Yg1HGBzjMEXDXxZrbxgAt31Nv/rfN7z/1eb7tdtlebaZa2ubeTB3MHU6jxNb5IxlZGe6P1TRNXTS6IKarrt8+jEVYz89Gub9ryXhyQRyO9w8Ed3Ei9d3VmKssAdV1QaeV1F+CQatrvdwv9jNyPlNK9Pc15XE0KUpQClKUApSlAKUpQCu0sPsG2/Ep/CK4uu0sPsG2/Ep/CKFR0GG+xW/GH9wr6ja8i+PcjJdW2Jt7O+ubWLEym3in0d1yFi97DtLhV8mGN9+pGhGg3eevl2G+xW/GH9wr7Nj+ZHOi6t7TA4nh+SS4EFlas1thNbq8j9rpoLJZWVd0mlnLKY/jKN/lbQRwlq+71NPTLXmyIPY78yRg8nm57fGQHErO89rLfxiV0iFiwaI69OYSLkrZo+m7btdB3aMPlivY4c2cllJcZNgrbHrBE0sl1dXsXh/JWdiivGzdSQG2nUogZlMb7wu1iLe85gc/8Nw9Jd5ThbIWmIt4TjXu7nByRxQtGLC2H1UqAsiPh7QA66iSFte5YVZHml7JDIXWSy/uKvbpgnjLh24dllW0JW7ia4XVSIdyvdpqNF+psAAY/JznbvnlkzrI47BciuL+IcHgM3Y3+HjPE0d7Pj7e5uHhLQ2iTvNI0zoLdAPDSDa0ocaoSoVg1RcVyS5gZjEy521tMWLCOwmyIuGy9psZIjCHj1Eh2yjxEJ6bbWIcdu41mYrmRzI5dYCHh6Hh+2xllDkLmK48VidrXdzHDNBPDOXHlMkV/IjL2ZRImumi1Pt+e/NniaPGcIWFnaZHS09qLSwt8YJZJ1aO3iVFRdWLgWlvt26eUmumrNq0q/Hzf2NSpx+HUocryT5mYOwvspmOHY7K0x0SyXM0+QtkVGJmHSBMnlTg284MC6yqY2BUEVOi5D8aXvD+MzWEusXlrrKWltfriLOWQ30VtcXPhopXV0VCpn2odjsVLqWAB1rq5+OvZJ8Um+zCcE5q8bjO1uMI91Bgrl0vtRObiOMAGNn+vMyqp2GHcoUxgivw/MDn1hpI+EcFwpd22V4TtIY7xI+H2a/hsrafxCx3QZCywrKwdgwCnyd2oAo00+z75V9/QymmudM/16lWvsd+Yi4K+z16MVZJYiRjDNegmZEFoRJHKgaF0YX0JV+pt8l9SNO9Dm+UnH/DuLv83l8LDDj8c8Mc10uQtpImaaNJIhGySETFkkVh093bcfMrad1Yc7efOGuMbBjsILNY7eLI4yzTBaRraK9sUkijK+VDvsoju7gkPqSWNcRxtzb4y4/szj+Irm3kgNzFdBY4QpDxwLAnld2OkagEkkk9ySSTW4brit7XP9GXv70urKvvZUcNcHZfiu3yVxintB7Vx28kouJ1h3da4jt0AZtEHlzLqWZQBqSe1X11yP5n2WOvctccNILTHsFmlW/tmUqYoJeomkh6sfTu7dzIm5AsqsWA71M4U518Q8K3GV4iXxGQ4qyM1gyZW8uBIkUdrNFMoMJTV2LQRANvACgjaSQwv5PZS8fe1luttY4uHMw373RyZtkkKweFx9vHBHGynYAmOjDsSxkDaEDQlsvhRp2tOeWcs3IzmiIMhdJw3HLBjIBczSw5G1kR4zFJMDCyyETnpwytpFuOkb9vJOm7C8jOOOIuGLXi7CHG3WOvItYn8UIx1w83UtnZwEjljit5bh97KiwhXLeWgaTk/ZDcycte+PuryyEgVlG21Gmht7i3OuupJ6d3N3JJJIJOoqk4R5r8Z8DwY+14fvYoosbd315CjRBtXu7ZLacMfOQ0UageYqdSCD3rT3cgrt34GWe5PcyOGMFNxJneGZLSwt5GildriEum2doCxjVy+zqoyb9u0nTQ+UNeNrs85zb4y4gsL3GZC5tzbX9n4CVFh79Hxz3wAJJOvXkY6666aCuMqOuAV8RSlKhRSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSouQllhSKSGRo2EnZlOh96a+sRex346l9j0/siF4zxgxCXnhvCG9YTbPeE/jOronT01Ou7Xb3pq1Hiw8k2z5jSvrnCnsYeYHGPCeF4wxPGNl4LOS20Nuryy9RTMywq7KNSIxdN0GfzAqWPYVDy/IXM8PjNHN8a39oOH7m+ivQ2Om3NDbyWKrNEm/ewlGTs3UMqkKZCdNo3yL3/l50/KEvh1Pl9bIIJbmZIIELyOdFUfCa6DmNy64l5cWWNv7/AImgvYspIUhFtdh3UC1tbjWRVYmM6XajawDeSTpoQaquEyXy2PLHUlgTr8PavVsWAtq2jCwpfLOSXg5U/uefa8Z4GzzxY6xi35Kzd7l876gfzifTT3L531A/nE+mv01yd9zEd3fHiOxwk6dSy6YyYttoHiF37evcwDQrqG0J8nXUoPLH07mtNysbl/ll4fwnAkGQKxCGTHDFeIB6ya7OjlZ5PNrrtibtr5hqw/a7V/H/AGRsm3x2CTxHJtK7jXxV/wCe0/L7P7X9p7RsL26PR1UnVSv4b7ew/Bd9jb3GFRfQGLeCV1IOunn81aAikA+Ithr8BuIwfm1rruZahXtNBpqkv/8AWt/se+XFrzVz2d4Lla3hur/HWdvZXc0ZcWc02Yx8BmAGhJCTSDTUahiNRrX5X+Q7Fhex9vxNmw23GO7m9c0nwrrP0HsPasX2tsmHjyS3pXktMm19ji+mvrNr/iY/+qsWCqQBLE5PxJVf59CdK/cnOL//ABkWmObI8ScsuLZUxGOwE9z7W3iGa7uMhDDqiI40XZKy6kn3pJABBG38D437IP4B/eK+ZTqz33nRZ1zU316T8I/vrpa5qb69J+Ef31vDKcjnvtnL8i/uFKZ77Zy/Iv7hSuhllfSul5dYfHZ3iuDHZaFZbY215MyMzqpMdtJIupTy9NyDXb3081dXnuVeOLzX+NvZLSGWz8RbQpA8sQaPHx3U2+R2V4kO8rHuUsdPKA01rpDClNXEy2lqfL6V9exnJXDrxBbRXXEF5e2EWW9rbmOPHBJZJFuY4mAAlO2Ih9TJrqPik6VxfEPBK4ThvH8QxX8s/jDGJYmthGIS6F1GpfefJGupRVbzoXHer0M8+wtqrOVpSlcgKUpQClKUApSlAKUpQCu0sPsG2/Ep/CK4uu0sPsG2/Ep/CKFR0GG+xW/GH9wr61FzjWyhMmLwdza3z2+LglmN3DNE4ssZLYbTDJbsjRyrLq6PuBXcn9rcPkuG+xW/GH9wqfXGWprTM+rvzk4UfJWtz/2byJYWeKlw0eOTMbYHtpclNdyq4EOrapO0a6aBHVZAOwQSuKedN9Dg8XaYbLW2Qzc8UGQv8okBK292bnLTSRIk8QJcLlFBkXQK8Z2Fho9fHqVmK3U0uLvx6xL4qvgq8Oo6TjnjvL8eXmOu8q2ntZjbbHRLoncRp5cjFVXc8khkkZm1Yl+7HTWtPAfFt5wHxnheMbHrNJiL2G6aKKcwtPGrAvEXAOiuu5D2I0Y6gjtVDSpKKnHcelV4VXL146lTado+n23NrhleG4uGslwDLkLabia14hyCyZKONblImn32wMVusmjpPtDSSSiPyyiqZGqfwrz4xuJj4ml4q4HHE93xhdJf5h7y5tulNcq9yQUje1fpIRcjUIwkDRhkkQHaPkNK25uTt86v7mIxUYqK0X4r6I+mXHOl8nBioM/w+2U8Bh7bFTvdXaytdiG6nnDMZI20UifZtHlDYrBgdAPmZ89KVk0KUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQGi7tvEoqB9u1t3m1+Aj/OpntvxUMJ7mhxXlPajbs9r/FSeG29QSadLdt06gD6ae+Gvn71qpQGdtk+JrO18DacT5GC2Nu9n0Y7mRU6DsWeLaG02MzMSvmJYkjvW+y4h4zxt1bX2O4zzFrc2SlLaaG9lR4V6SRaIwbVR04o00H9mNF8ygCLSgNV8+YymgyWaurva28deVpNG2qmvlE99saL8iKPMBVhw/PDj8jZzXD6RwsNzAa9tPPpUSldtnx5bNiwxoaxaa8HZyxsKOPhSwpaSTXmqPrthzLtsSWbCcZ5fFM+0u2OvLq0Zyp1UsYipO1gGXX3pAI0I1qXfc5cvlbV7DMc2+NcnZy6dW1v+IcndW8mhBG+KWRkbQgEag9wD5xXxelfrZ/zXasTEWLPZ8JyXFxd5du9Z+bj/E9nhh9FHHxFHq3lWeuVHScc5jH5mS39rp+qI0cMdpXudNPOB6Kp+BON+NeW2WlzfB9zBa3c8AtpDcWNveI0YljlAMc6OmokijYHTUFAQRUOlfmfae34ntXap7XjpKUqtLTJJcb6j73s/Y4ezdnjs2C3Ubq9c23wrrPqB9lv7Iwgg8VYwg+ce5fE/wDtq+So11cZGe+uYY0adnkYRRJFGGZtSFRAFQehVAAHYACpVK8R6xXNTfXpPwj++ulrmpvr0n4R/fXTDByOe+2cvyL+4UpnvtnL8i/uFK6GWRbS8vMfcJeWF3NbTx67JYZCjrqNDoR3HYkVukzGXm8V1speP43b4ndOx6+3zb+/lafBrWmzsrzI3UVjj7Sa5uZ2CRQwxl3dj8CqO5PyVsvsXk8XM9vk8ddWksT7HSeFo2VtAdCGAIOhB09BFVXwIbYs9nIJTcQ5m+jlYuS63LhiXIL9wfhIBPp0GtR5r6+uLeGznvJ5ILfd0YnkJSPcdW2g9hqe5089Y2trc3txFZ2VvLcTzMEjiiQu7sewCgdyT6BWqlsClKVAKUpQClKUApSlAKUpQCu0sPsG2/Ep/CK4uu0sPsG2/Ep/CKFRZWlzcwxFYbiWMFiSFcga6D0Vv8ffeuz/AJw/TUSD3n99bK4y1NG/x9967P8AnD9NPH33rs/5w/TWilZBv8ffeuz/AJw/TTx9967P+cP01opQG/x9967P+cP008ffeuz/AJw/TWilAb/H33rs/wCcP008ffeuz/nD9NaKUBv8ffeuz/nD9NPH33rs/wCcP01opQG/x9967P8AnD9NPH33rs/5w/TWilAb/H33rs/5w/TTx9967P8AnD9NaKUBv8ffeuz/AJw/TTx9967P+cP01opQE5L28NjM5u5twljAPUOoBD6/uHzVJtsbxdeQQ3Vnj8vPDcJcyQyRxSssiW8fUuGUgaERJ5bke9Xu2g71Aj+18/46L+F6+mcHc3sBw5wRa4O/4dyF1lsVb8Q2lhNDeJHbtHl7JbSQyqULFo13su1gGJUHQA6irRnPy8suc0KXUk3L3jSNbG0S/umbE3YEFq+/ZM+qeTGenJo50B2Noexqvw3CPMjiOK1n4e4Y4lykd9Oba1ezsp51nmCu5jQop3NtilbaNTpG58ynT7R/3l+B2zg4in4Pzr5IZnEcR3V5Be29rLk8jYyX7B51jiEcYkW9jVzGgLGJmPlOTWrF8/OF8bwjNcNj7SWRHt8fZcOKJ02we1OYhup5JEVUEcl5l3dUSTqBdy+TtVzazru/f59CRzeZ8ZyHC/MLEyTw5Th3iKzktYZLmdLi0njMUMc3QkkYMBtVZgY2Y9g42nv2qHlbHirBNbJnLPK45r22jvbYXcckJmt5BrHKm7TcjDuGHYjzGu/4o9kDxVxhy5yfBGbKmXIZa1u1lgjSKKCyhtlhFkigbhFrDavt3aboFY6tq1ddlvZSQ5/h3IYnPYTL389ziI8WOvkVeG5IxUFmjXCujMwguYpryEAjbLO57MSxzF20mss/Dq8/uitKm1qq8T4J4++9dn/OH6ayS8yUrrHHdXLu5CqquxJJ8wAr9BX/ALMHiCaTiubHLmLR89mcxk7Rlv8AvZpcSWBs4x2//wBaOzlRdNNOt5O3vryvOjnliuZuLx9hh8Ff4lsblr+/tFF5st7a3nlaRIUgj0iDqzn6qqq5GgbdoCNxUbzeRl3uWteo+V7810Gut170UIVpNX2gkagE+bzEfPWoXuRKlhd3JC+ciRtBU8Z1Wto+tHNJcx28ttuMmqOJGZizAjUkbz8PnCn4KmPxTCGl8NFcwrLL1mAdSC3VL6EaaEd9O/8ASvqR2XYZq3jVlpVu68Fk8n53meF4+0xy6O8+vh695TJcZWTZ057tuq2xNGY7m7dh6T3Hb7orEXuRLiMXdyWJ029RtdfRV7BxbDDdeIW2uFPV6hYTEufrOq6tqdD0j5yezAanQ6wbzOR3Pg9luUW1ZG2a6jUAalfRu01P3Tr3qY+ybFhxbw8fea/8vPT9iG0bTKVSwqXf3/oiXMmZspeheSXsEmmuyUuraenQ1hHdZOZtkVzdO2hOiuxOg85q7l4ptJOsRZS7pIGg7OEUg9Xzoui+eRT5vOhPnbWocucW5yF/eTbwLlNIlJ12ASq4X5NFI/vpjbJsUZf48a1elcM9XkuzTiMPaNpkqnhV233aL18CJdSZmyk6N697byabtkpdDp6dDXjSZlI+s73qx6A7iXA0IUjv8jL+UPSKup+K7K4uUmksJNsdxHcjayrqyPIwXQDTT6odT5yRr8NR4eJUiijjW3YNGEAfUHQqsA10P4g/lfcrribH7Oi5buPa4ZP15RiO0bW0rws+OZVi5yjGNVuLomX62A7eX307env2r2W4y0AVppruMOAylmYbgQCCNfP2I+erb3TRSymNluIoHKnd1C7RuJxJ1AT3LBQwGp17nv566TkvxxiuEOP24l4hyl9ZW0GGy9vbTWjN14J5bCeO3ELbW2OJXTa2minQkgAkeTasDZcGP+HE33lwpdvbS8Nexnq2eeNiyaxI7qV9t5WvwcPZNm8leQY/HNfXV1cyLFDBAXeSV2OiqqjuxJOgA7msZpsvbrE08t5GJk6kRdmAdNSNy6+cagjUeg1+lLf2XPCuOv7fKYfgjO2VxHnY8zJszZKGQXDmWZEK7Ippbd+m7RqgJMhbeH0WA/sr7ObF3drfY/iPJXs+Ht8Ql5ksmLkrFCJ0ZGUgB47hZkeZGJUvCh0bQEeFfNXCtfFKvK34HedpLdzz9KefnSPzt4++9dn/ADh+mnj7712f84fpr7rk/ZS3mTj4isrjHX72Gchv7VbVrpSkVtNjZbaGIjboVjuJRc6DsXXX33lV8DqLNG5pRlSdo3+PvvXZ/wA4fpp4++9dn/OH6a0UoZN/j7712f8AOH6aePvvXZ/zh+mtFKA3+PvvXZ/zh+mnj7712f8AOH6a0UoDf4++9dn/ADh+mnj7712f84fprRSgN/j7712f84fpp4++9dn/ADh+mtFKA3+PvvXZ/wA4fpp4++9dn/OH6a0UoDf4++9dn/OH6aePvvXZ/wA4fprRSgN/j7712f8AOH6aePvvXZ/zh+mtFKA3+PvvXZ/zh+mnj7712f8AOH6a0UoDf4++9dn/ADh+mnj7712f84fprRSgN/j7712f84fpp4++9dn/ADh+mtFKA3+PvvXZ/wA4fpp4++9dn/OH6a0UoDf4++9dn/OH6aePvvXZ/wA4fprRSgN/j7712f8AOH6aePvvXZ/zh+mtFKA3+PvvXZ/zh+mnj7712f8AOH6a0UoDf4++9dn/ADh+mnj7712f84fprRSgN/j7712f84fpqBN9ek/CP76kVHm+vSfhH99dMMHI577Zy/Iv7hSme+2cvyL+4UroZZJ4Ry9vg8/b5K6nuIYUSaN2ggjnbR4mQgxyELIp3aMpI1UsNQe9d63MzhDotYwwZSK2STqWxa1SZYHNisPUSOWZtNsikpGWICt2YFQK+U0rcMSUNCPNUfWE5m8GQZWwyFjj7u1htMjHdT20eLtv9K2zq5m6m/dE5VSNi+SPNu0JqpyvHHC1/gszj4LCeCW/KyW0aWEAEB2W46XV3k9JOlIE0TfpoS2ruK+e0rXTSJuoUpSuRRSlKAUpSgFKUoBSlKAV2lh9g234lP4RXF12lh9g234lP4RQqJ0HvP762Vrg95/fWyuMtTQpSlZApSlAdnwPy6ueKI2yGQkktLABljdQN8r+bydf7IPnPw6aD4SKDiPhzI8MZFsfkE+7FKB5Mq+kfR8FX3BXHs2Gv4Fzl3dTWFrbPDBEgB2EkEdu2vmIGuumug7VzV/mclkbe2s7y8lmgs1KW6OfeKT5v3D7gAHmFfG2de0vf5vFa6LKlXfo+LyW9eWeWiv5Gz/8h77N4rXR5UvPR9el315aIhVaHhnMeDW9WCN0eJJ1RJkaUxswVW6YO7QsQPN8NVddXHxtHHjrW08JcyNawQxLG9wDAGSQP1Am3UOdNuuvmNe3a57TDd93innnfV5o9m1T2iG77vFPPPu80UVrhb+6SeTpGJbeKSVjKrKG2FQyjt3Ybh2+7W+64ay1vdtYw20l3Oks0RW3hkfvG21iDtGo19Gunw6VY3HFVibeW2s8dOiypdAmSYMd0zRnXso7DZ5vu1ufjW1munluMdI0Ekty8kO9GWVZZlk2NuU+bb5xoddCCK8zxtubUlh5Z5ZeHE8zxttbUlDryy8OJRXmDyVlaQ38ts7W80YfqqjFEJJAVjpoG7eb5KgVd3PEST2klmlqyI1glko6moXbcCXX5hp/frVJXt2eWNKL6ZU7y7j27PLFlF9Mqd+gpSleg7ilKUBIj+18/wCOi/her7lxxPgODuLrfiDifg6z4px0NteQyYq8YrDO01rLFGWYDcux5FkBXRgUBVlbRhQx/a+f8dF/C9XnLrirE8FcWW/Eec4PxvFFpb215EcXkRrbTPLbSxRs+nfRHkWTySraoNrIdGAj0Ol5ccccF4PDtiOJsfcENc3TSpFbJLBkIrm3WFFuGLB4xasrTx7VkLO5AEZAc9Vf8X+xzixFytpw5d3N9NeXVvDKuJSNooz4Mw3xQzbB09t0i2oYrNqWlaMla43k9zPsuV+WyWUuMNcXpyFmLNkhuRErReIhleFwVbdFIkTxSLr3SQj0g9zw77JPF8L4bBYDG4POeAwsFxZtbnJhUubWVpTLbsEQAJP1Y2lBDKz28TFTpoCipPdbpPn15yJK1Ulm1zn3coo0465LTWV5hp+ELi2tpxJtvIcRbyXBkaS/USDdMGiCx3Nk4jSTaWs9h7MZKnR8d8m8cl00HAF7bWt5LCLCdrWCZ0gGQMs3ViaTZMTAsaqj6ruTsV13H53xHxj7oL72xc3iXRgEUkz3DOz6Ss2ignSNQGUbV0HkdgN3amlyC3V+JpY0SDrGTYEXtqde+g8r++vPPExYzuMcl69iXf13p2n29m2P2fjbM1tGM1iTpJJJKLcqbk7+VRTyVP4otWkzv5OJ+VGI4jxs0HCkWYx8eHxy5AgMoub57iG4viqsE6QEZntV2ggBVZTqQ4s7bjbkZHk4bq94Surm2jRY5raHDRW63LrMkjTam7kaJpole2aNWKRbzPH5ekY+cnL4w2kANgjPCxXY4B1XcW11082p8w0+btXQcBcW8NcP5a7zOZxtpd9LHiO2trrHQXiPIbyIuipNG8QJt+sBIy+TrqvlBdcLacWT+LCaz507zttnsjYNmwniYG2RxJNJ1TWtWs9K6tXnlVX2We4v5H4HiHhtuG8PDl8bbwW75eS2sZLeTxEV1KziF5GVypTp7HO1zF0xITIJCYK8Z8kI8fFZNw5d3NwBse+kwEKSgtAiLKqJeCMtDKry7GUpOJNj9ParVniueXDdtgsFgMny3xF1bYW7aVo2sbV0uLWSKyS5hKtF5MsxtGJu+86B1CtoNKr7PnFh7Di3M8W2PAXD9jPkb+0u4LezxEHhbeKJW6kMUM/V6HUcxuWRv7DJpscqPZGKi+jvJZX13x68uFn5+eLLEj0m7TrTu0XVb4nsHMvhCTLcRF8XLj7DK8YRcQWUkGLhmmtbRVvA0Gglifv14AFWZQmxmRlYAm1s+bPLRLjLXWU4ZyWQtLzP5K/bCmGGG2v7S6WBUE0yPuheExSSIER9GfQOvlEy8Zz75dY/DW1tJyP4auckkqTz3kuMs2Mkj3IkuxsMRjEbxKI40CDoFnKHRlVPOYHMrljb8H3HCHCvCnBmYmyGPtbeLKwcPPbXGOWJ3JUSnpyNOxKFpm6mqKEcyks1cowjB7q54d+mff4sKcpLear91fZ2fTgc5k+JuVN5nMTeY/22w9pa3kXjjjOH7aGaeNUO66iMl3IYJidqiIMYlK9ZSCekvUR84OW010bi7Oat38VdXata8P2fSVzPPIidE3P1qXrR9aMyHtbJGGdXJSlz/PLEZLhvGcPWHAWFtxaLeR3GmKsxAy3Fvaws0MRiYwy/6IrGfe0xZiRIo0Vcc3zl4Qv7O1tcfyo4Yga24jTNG4bEW63DWse0RWRaMLEYggKOHicSn6owDE67jcfi4u+36/n7nWcY0kpWn6U6z8M8r7c6JdnzU5e4rPSSmwyWcxknD1nhi97ibaC5LDJwXN3rsmYbXt1uYUZWRljkji0CpvNJfcZ8sTxHiZMTwvJbYq2x11aX80mNt5Zrm7kgkiW9EDOYxo7JMIA4RGBVW0AarGx534MPfvn+WfCubeTE3GNsnucJbQrA8xt90zJbCJiyrFMsWkg6HWHTIVNplYj2QsI5fWXAXGfCacWwY7HpjrQ5m6muI7OITzu5tU3r4aUxvbxrKu7YtuF2srbRXFQVLO+rurs56szMoxjiZO+3OuvTnxKbi3jrlvxFi8+9jwmLDL383UtZRj4ypQ3lxJpuSZegywPAu4JJvMZUge/PSZvjb2PVnxBeJh+EGyOOiu4GilfE7FubdLyZ3iQC6Roh0GhQTMC8nT8uNNSaq8rz3s7/ABmPtDwRw7PeYjcbK6l4cxiIhZr5mVoFt+m0et1bkRkFA1uXChpGNWic+uBTlILu55TYm8socVbY5rPIWlvevI8VtBbCbxMidaPSCJkSNW2I+yXRmDBpDDUVHP5W158e1dSenVozEsSUm046rXLyXU+1a9ebRU4Pjzk6bAe6jg28nyEkDW5nitIpFt5jaRxpeKDKok6UquVtCFiZXBLDaEqdDzY5Vw8T8TcXLwNML7IcQ5PJ4lTaQstrb3Ekb2+ur7VaAJMojVSreJ3bgYY9aledBkx99gpYslFhcvlri9ymNiuAYb2CaGGIKyt9T6sXSeSKRo32SMrKFK6m6yvP7gq/x4trDkVwTipXgeKV7bEQyOWkik6rb5hIB9XdZI9iRtEiiIMyhSJNb6t9TX1S81n6dZq/+3HX7/XLlFRwjxPyWg4ftfdRh8gc7GsZu5xjY7qOTZPcMxRWnTe8sc8KHcECC33AsxArTi+NOUi8HQYvLcGTtlbawvLdZI7OFhJIz3TRF5t6uSfEW+shUtGLFVUMs7hLHE86eDcZPxLdS8rOHrq4zmXXIWks+GsXXGwrJGUhhiMXSVRH10ddm2QvG3kGM76XgHm7ccEQ8MxWwv4vaDNX+UuBaXBhGQt7lLJHs32kbUZbNlYneCJACjAEHTimteN9vV5Vpnm9ayZHiSeW7w+ufneXUlpxMcJx3wzFg3tsq9/bXttwzcYa2S1xdvJb3M8ktwQ0/wBUjbasc40cbmEqrIQ3TCtb3fMPlJlcDb2t/wAEzxZa1x8dqLyKyhYTiLGWdusLDqLt3XMVzN4jRpEDKArbiqZYvn9kl4nx3EXEtzxDl3xeFtsLazS5mcXsMQnjmujHdhxJH1R4mAbSNkNxt8oLtbleL+Yt5xVbWkF5e5W9lhwsWKmmvb2SUOYrt5YzHGzMsMaROsSxIQg0ZgBvIrDW8039exHTeyvj3d/POfYT8b8gxmLMY/g7JW+LeW6mv3fGQS3KrJJO8cMCvOUHTWWONZH3A9JXaNu8dfG6UrayVHKsxSlKFFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBUeb69J+Ef31IqPN9ek/CP766YYORz32zl+Rf3ClM99s5fkX9wpXQyydwRw7BxVxJBhLm6NvHJDcTNIGRdOlA8mmrkKuuzTViANdT5quJeE+FosZnL1shkDJiJLeJViktp45DMDtPUidkIBU67Se33dRXMYTN5Lh3JR5bEzJFcxLIitJCkqlXQo4KOCrAqzAgg+et13xPmL1b6OSS2ijyTQtcxW1nDBGxiB2EJGiqump96BqTqdTW4uKWaz/X5JxO0zPKCROIcjw/w9lIJ3xSyvM89xFIXCvsHkW5kaL4S3VCBBpuK182q+tuOeKbTK5DNwZMC9ychnuZTBG2spYt1FBXSNwSSroAy6naRrVDSbi/lRFfEUpSsFFKUoBSlKAUpSgFKUoBXaWH2DbfiU/hFcXXaWH2DbfiU/hFConQe8/vrZUUMwHZiP76veF+EMzxcuSfFSwKMXBBcT9aQrqst3Bart0B1PUuY9fN5O4/Boeco1mzcYubUY6srKV9Vb2M/G6461vm4l4eD37WkFlB1bvW7urpZDBbRS9DovIxhkQ6SbEdSjsjgqPLD2MnMK/wCG7jik5XCQWdpjFytwJJrhnhiMDTlZNkLBHVEbcGIAYBNd5CmOFWnw/X5Mxakk1xPldKuePuBs3y4z54Z4gurJ8hHEs00dpcdZYg5Jj1YDad8eyVSpIKSoddSQI3DHDl5xPdS2dpcRRyRQmb6p1GLgMq7VWNWZmJYdgPSfgo40rKV9K6/Dcp+KM7aY6/szarb5SPfbyyTMF3dcQ7DoDo2p3afFBPwaVWZ/gfN8O4m2zF+IhbXiQSQMkhbcJYy6/B8ABBHwEfCNDWQUdKi73+Mfnpvf4x+et9GwSqVF3v8AGPz03v8AGPz06NglUqLvf4x+em9/jH56dGwSqV1uH5R8XcQ8MW/E2Bnsb/xAd/BRzss6KswhALOqxNI0jIqwJI07dRCI9rAmJf8ALDjfGW11e3lnZLb2XeWVctaOm3opMJFKykPGUlhAddVLyxoCXdVMUN664B/Dqc7SuowvLLLZqCCdc/ibXxGDuc/GszzuTbwPOsikxROFcC2kbRiBptXdvYJU+z5N57K8V3nB2D4jw+Sv7bEjLwdDxaLeRm2FyI4+pArLIYjqOoqLqQu7cyqY0o3vOqLTOQj+18/46L+F6j11/FfKvO8IYm+yV7nLO4SxvUs5YILa+VyTFG4l+q26Isf1UKrOy7yG6YdRurht7/GPz1ro2tTKaehKpUXe/wAY/PTe/wAY/PTo2UlUqLvf4x+em9/jH56dGwSqVF3v8Y/PTe/xj89OjYJVKi73+Mfnpvf4x+enRsEqlRd7/GPz03v8Y/PTo2CVSou9/jH56b3+Mfnp0bBKpUXe/wAY/PTe/wAY/PTo2CVSou9/jH56b3+Mfnp0bBKpUXe/xj89N7/GPz06NglUqLvf4x+em9/jH56dGwSqVF3v8Y/PTe/xj89OjYJVKjqzaN5R83p+6Kx3v8Y/PU3ASqVF3v8AGPz03v8AGPz1ejYJVKi73+Mfnpvf4x+enRsEqlRd7/GPz03v8Y/PTo2CVSou9/jH56b3+Mfnp0bBKpUXe/xj89N7/GPz06NglUqLvf4x+em9/jH56dGwSqVF3v8AGPz03v8AGPz06NglUqLvf4x+em9/jH56dGwSqVF3v8Y/PTe/xj89OjYJVKi73+Mfnpvf4x+enRsEqlRd7/GPz03v8Y/PTo2CVSou9/jH56b3+Mfnp0bBKpUXe/xj89N7/GPz06NglUqLvf4x+em9/jH56dGwSqjzfXpPwj++sd7/ABj89ZTfXpPwj++rGO6Dkc99s5fkX9wpTPfbOX5F/cKVsyyvpSlCClKUApSlAKUpQClKUApSlAKUpQCu0sPsG2/Ep/CK4uu0sPsG2/Ep/CKFRv8Agq44Y4v4l4MvpMlwvmJ8dcyxiJ3i08pRIkigggg6SRxuPQyKw0IBqn+CsoygkUyAlQRuA+EVHpmauszr7bnBzLs8WmFs+LryCyi0aOGMIoSTpmLqrouol6ZKGUeWV7FtK1cS80eNOLMRHgsxlTJZiVrmdFGhurhpJJDNKTqWfWV/QADoAKmWeT5eRcWJf2nCtteYuGxl0x2WnuEhnutG27mhnSQDupGkqjVe/bUHscRw57F2XHy3Oe4x4uivrmSykt7axELQ2aSSu08c0ksYZykPTj3xqx6pZtjp2rng4jxsNYri03wevDXN/XsMQe9hRxGqtXT1Wbya68ryvVM+QZLKZDMXfjspdyXNwY4oepIdTsjRY0X5Aiqo+4BWeKzF/hbgXeNnMM6+9kUDcvcEEEjsQQCCO4rq+ZtjyosUwX/Zfc5i5NzZNc5RshfJP4ed5DstVVbeE6xRhQ0vlLIW1VY9pWuHrplI0tDoLLjzivG2tvY2OcvIbe1ZXhiSTRY2ViwIHp1Yn++oV7xJmchYLjLzITy2qOsiRO+qqyxrGCB9xFVfkAqspU3UUUpStAUpSgFKUoC/w3HvFvD1gcZgszJYW7OkrrbxpG0kiMWjd2C7neNiWRmJKHuhU1vyHMfizKYs4i9voXt3Zi4FrENymKGJY9AugjVLeHagAAMaMO6qRzNKsXu3XEjSlV8C1tOKc9YwC3tr7aqWklhGWiRnit5DIZI0cgsgbrS7tpGocg9jUq1474rsr28ylplBFkL9p3nvUt4hdEzKVl2zbeogZWZSFYDRmHwmqClZaT1NWy9y3G/FGbt57bJZPqR3XTEwSCOMukYASMlFB6a6AhPehhu0171RUpVIKUpQClKUApSlAKUpQClKUArOGGW4kEMEbSOdSFUak6DWsKlY13juupG5V1ilKsDoQem2h1rUI78lHrMzluxcuoi0qfkIRNEmWgj2pOdsyqoCxy9+w08wbQsPN/aAGi61ArJoUpSgFegajXXSvKyGm06g+cfDQGNK6DGZ6xsliWSwtJFGMubOUSWMMjNKxlaN1LKdGVmj8vUNouncDSrWy4s4abM3+QzOEtZ7e5tRZrDDjreIFRCymVVVQsMjSBH1QajVhu7eVlyrgaq+JxVK7DO8ScMZDFXVta4mFLufRurHYQwDqBotrLs94oQTKUXyWZlYgnuvH1oyZL71/wAH/MV+oU9kByfHLWPEnh9xxMuFa/a6FkvfNDF+06QbtNen0j44t5uqAO7dq/Ly+9f8H/MVjUasH62m58+x9j4lyvF1tw+0UuN4mzeaxdrBZtIcg1zDBDbTMJh04gmssvTPkgxL28quI5n87OG9nB1vy8yk+QseFeKL3NW1neWpREtVe3ewgfcNHESieLTuNNfgYV8ApTdB+yL/AJ7exetpVXBYOeO0wV9BBj4/a3V77G20RvIlfcNA8mSOjbv/AClGvbtXA8zOZ3KniHgDi3G8MZVrNs7fxZyxxtvYyQTi9nNo13DdsU6MkCGOdoumysrbQNVZgPzrSpu0D9Q3nP7gbLS3OHxOYbhie24dw1jh+IGsZLlbaaKG28dGINpMPUaJ13xr5ezyuzk1ty3OnkVe3V5xHibI44Q2WZxFrhvakK0vjMj14roFdYo1WN31TXcpUKoIII/LNKbqB+w8vz85F5W7zOR4VvBwhlsvLxExu1xUhhhnmexS0uoxGhZerDas7rpqsry9gGFfmzm7xDw1xXzGzef4QsvDYq7lQwjw62/VZY0WSbpJ5MfUkV5Ng7Lv0+CuPpVSoClKVQKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKzm+vSfhH99YVnN9ek/CP76A5HPfbOX5F/cKUz32zl+Rf3ClDLK+lKUIKUpQClKUApSlAKUpQClKUApSlAK7Sw+wbb8Sn8Iri67Sw+wbb8Sn8IoVG/4KU+ClDQpUmeDY0/W6kcoKuqFNAyN311J1HnUjsdQddR8OdxZxRNKqs5CW0Mw1I984Qn+7yz+quvQypvq/f4ZyWNHJdf6/KIdKUrkdRSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUrJY3dXZRqIxub7g1A/eRXgBIJ9A1q0yWjylKVCileqrMwVQSSdAB5ya8oBSt0Nv118maJX3pGqO23du177j5IA07kkecfd0mXcoJyDyRrJIblVV31JXu3m7/c076jT+7TtDC3o7zdf0/wAepyliqMt1Lm1+SvlAErgDQBiB89Y1vuEmmkuLvp+QJNWZU0UFiSB2Gg10Og9AOnmqQlnJbwXfXYRsbaOVFZWBdWdCCO2nmPw6fc1osJyba0z+/wCCdKoxV65fb8kOFijlgFPksPKUEeY/AamF44Vt5nQKHtZEAjOpLHeup1Oo1Pf9w0qFH74/gn91borsRSwSGBJBCNrI41Dgkkg+jsdPSPOO9MPE3Iv077RZw33z2kq0uVBhhvJt1vLC0LqQWKLuJBX0EN3GhHfUHQE6w7u1ks7h7eXQldCGHmZSNQw+4QQR9w1tvYFguI+jJvgkUSQMfPsJPY/dB1B+6DpqNDW+KF7/ABgUherbbuidRudB5Tpprr5Ou4HTzFhr5hWJNzzXOhqNRyZW0pVzFwplJuGJuLI2tzZQTCF16n1QHUDXT4BqwGhOvw6ad68+LjYeDXSOraS7W9F4kxMWGFW+6tpLveiKavf7J+UV5WQGqnuB3FdToY0roMXYcNyrEL8XjGTF3M7NFdxosd0hlMYYGM+SwRF26g6tqG7hanR4/gV8zfW0sWThsI7ZenMcnCxguNqhtfqI66iV1GiBTtDMCR3GXJJ0XdZyNK7HO8O8JWmKurzG5CYXK6PFDJexTFNGiUxNtRd7N1GkDDQBY2UgnUjjq0QyX3r/AIP+Yr9Newf5i8r+AcpxzFxnkLbDcR5fCeG4ZzV1cNbRWcw3mRPEBJOgzkxEOUI0iZTru2t+ZV96/wCD/mKxqNWD7p7MjjXgHjvm8mX4EyFjlXhxFpaZvM2Nn4W2y2TQMJrmOP4FIKLr8JU6ajRjIx3FvsZ7jGYmzyfBzJN7WJFkmKyRiS+eAuziSMM8cSXFpbJ5ALGO9uSBqAD8Dr6NbcdcB5HJcM5DizgmyuYMTbTWd9jrGxSytrqNLdEtnZ7d455ZTKHeV3k1Oo29tVpQL7B53kJJw2+DzuAWCSHI5G6W4jE0txJbM0Yt4xcBVLSKgcICkcROrSICRUiRvYv21/aWiJkryznvWluroeJV7e28eWSNFJAZvCFUclT5SkqddGOqbjr2Ok1vNAOU1xGkt3M0aJJODbQPbwoGjkN2XaQSxM4WVnjHUfRfK2iVbcb+xWsLfbNybzGYMRvpVR8lPZPK8lwPDI0q3EoWOO3ZidIizSJH5W0uTAUedvOSd5HxXPb20Md17V4mDBx2UV1FAl3HaRrdyR7yWZWnV/r4DFWDaliRXW4q29ilhszHHxUJMhDALTrxWM128Uke0vIVkVvKm3DZIoKx7GBjcOrA8Vwxxjyfx3Dtvhc9y3jv7ie06d9kG67XSzmaU9SJlukQbI+jsARASXEgkAVja8T8b+x1aaVeCuT00EE9pdRE5S8u5pIJxAEt5Iyl2q6GTdI4dW26gLuAILsBYZC/9jKMVHLFgIHySxR9RbO8yccPUS1iB2pMrmRZLoXOuskRWI25XyhIlc5Ldck7rK2klpjVs4ks7hHS5a8a1e56cRiebYxm2ljONIyPexajTcTacF5T2PnEGZ4WxHEfBNzhwTYWORnW/lMFxKYpop7iaaS4UQq0r28xKqFRUZdCAS/eZyD2OHBeMts5xLyp4TzKzQxh7Dhvj6a4mS+KzK0L7biQrbgLFI0oDASMqo8yM2wDnjkvYrWt7BYJYXV1YNYTrPKqXCGS7FzCbdt7gyRI0UWsqpvKdSZYy/kk1GQzPIK0fC+0GIiREyc81x11uLxoUMLLEZmkSMTwpOVfYiKXiXR1Dkit2I5h+xzteHbGxveTe6/aySLJTb7iZpJka27pI14AFl6Vw7FI4mTrLGpIVpHl5mTkXj8NwdxdZ8CYKTG3eTgucvaxZ6ebJBOpdLcWfgvFFo4FVLdkkdkc7k0kfc+0CLbXnservIT5jPPaz3Qs3tjbRWl3bWVxfGztFS6CW4QxwC4W8ZkXax3KQgBCLPsMt7GO1ZWubCNzEbh+itvdyxKr20ShVlcCSaUSqSpkVIgOoemp0LUmT489j1keHcvLLyduk4juLKGxxhsL+WzsrVhbKGvHVpZTJMJwdE0COndtHJY6LfiT2OftdZRXXAWY8bbCMSyxtLtuQtmwPUBu/ftdMCWTYvTRdqKdwYC3x+f9j3iuLeIzZYaIcPXFnFFYpdCS+kdRI3UKmW3DRTNFs1UMoD7ttwgIIjZCb2O0XEfCNtw9aNNaNk7Vc3dXJuRELZZiCwSQ+Tvj2GRfL2neEYgBjNy3H3sX8nFGI+U99ayQpdrF0EkRF23wltFIF6GdWt3mScuzSeTEsTxgbxSZjjjkg91w5ccP8vJ7Zce10uTimhDrPE8lw0SR7pm1A6yDWXfIBHGBIdmrgdDxVmvY75/EYy1ligsMlY2oeeXH48xLI62dujQsYY0V3a6Wdw3lqFJPVO5Y1m5Tir2Md/xNcZKDBWsOOt81Bc20JsZk3WQa26kQijCh922fUyyaIB5KOXJXlcTx1yETK8Te2vKmQYTL3NnPjLKKSaWbFpHZXSukdy1ysjE3MltqXLI6K7GNWWNFscbzF9j3hsHFiouW13kmE17LcNd2cSvMstsEijE5leWMLIAdVOq93UbiRQFbPPyPnn4auHs7W2SSxuXu4Cbk28UxhhKJOYiZyouTfBSGMmwQbiU0NamvuSUHFXDtzwuzY+ws5JPbCXMWbXvXi8HbFTJEVkQyG4a8TVU2KqxNtOnlWFxzF5AtluE7u05Srb2uFzNldX8Qjkc3WP8AFXct1ayB7plnIjktEjdwrNskDFU2IKrjfjfkznuHry4wPLKLHcUX0kTNNCJ4LKANFG87RRC6ZVYXBnVBt6YhEXkB9TQHQ5Lifkxc4pvaqDhizuFxt3AbWXD3BV5Jba3jQLP0mkBjuVu7hJCN5VoIiyqXWPRYcU8o4OLs3dZP2gusZLJigGiwJC3lpDGyXqwQ9FRaXE+iMNuwIzECY7d7VmXvuQkvC2YvcJwzeR3NxcTQWSzXDrd2haS9lgZF8SyNGqeBikZ0YkCTbtciQ1nG3E3JrK4KaPg3gGfD5eSeCaOXfMY4goKyRjqXMoMZARtChfqFzvCbYwoG/jqbkhJw/P8A9n+Pe3yKxWSxm+u7qaSRdX6zACNI459emHUl4toJjIY6DbxDxLyzyWBy8FljsdZteQYkWkdpjf8ASbe7S2s1vHBZBpEWS70HXO5m7x+UJUwvOY3Ak9/1BwpaSWM/E8GWlt/aKxhNvZx7epFG0Y3uJNXBhLLCgUaKxfdHui4s5A3VleHIcsbmzu57eRoRYT3JS3uvBwxoFaW8YmAT+JlKsGk16X1TYWhAErivK8hrHLcO3XA2HtJILPNrLlRcC9lM9mEg0CpMdhTcLgspG7VlGrLrW634o5SJY4E2WM4e8VaeIaVclYzL0dxAJkaKGQXDsxEkQkSSONFZGUkqKquKOLORc+MyeH4T5YzQSS26iwzF1c3XiYZhLIW3QC6aJg0ZhUH+wQ+qyagj5bVoH23iHifkRJlcI2ExyTWlvfXbs9xiljdAyOEku1iCLOhuDHKIkGixK0YVAQlXD8Zex2tbGe5uMbDk85a42+Syniw0UdtJf3Fn5EksYhijkjgmiVIwYVB65kZdVNfnqlKB9bOd5NcQ8W8U5PiWyS2xzuFwsVjY+EVYBHN72O3VV63U8N3kBUp1tSW2VEin5FzZXPXU1ldQWb4K5TGWqm42x5HWQQOH3FtdFgJV9UO+Xuu1UPy+lKArOb69J+Ef31hWc316T8I/vqg5HPfbOX5F/cKUz32zl+Rf3ClDLK+lKUIKUpQClKUApSlAKUpQClKUApSlAK7Sw+wbb8Sn8Iri67Sw+wbb8Sn8IoVG/wCCgJBBB0Ip8FKGjN5pZXklldneUkuzHUsSdSSfTrUwXonSaSWGEEWqQAasN5UqA2mvnAGvbt2Go8+sCldI4so32/v8nOWFGVdnP2Nk5JcEnXyE/hFa63HoyltWKlYht2rruYaag6nt217jXzDt31rTUms7NQeVClKVg0KUpQHuh03aHQdta8qRIj2q3FszjcsoRtp7HTdr8o10rOEawXc3TjI6aqQXAIYsDqqggnzH4CBqNfOK6rDt1xz9L/ByeJSvhl61+TG4smimMSgjZCkrbyAe6Kx8/wAvYVlFcSbjElxK0fh3j2sdBpoWK6antu7/AC9/PWs3LOriUBmaJYlOmmgUjTzefsNK8tOn1iJJVjUo43MCRrtOg7Anue399bUo9IujyTfpehndlufHnX41NNK9KMoUspAYaqSPONdNR/eD81eV5zuKUpQClKUBJtFLQXmhHaAHuQP/ADErO7SKN2G8SFreIqUJAU6L59R37ej0+f4K8EL2qXEc6lGkt0dA42lgzIw018/bv8laRIkjMZ2ZR09oKrr3A8kecefQAn4PPofNXpk92Kg1n+5HmS3pOaeX6RqrKNGlcIiksfMAO5o6hQhGvlLr+sj/ACraRHEkLbQTJExJOvn1ZR+4VxjG3mdpSpZG2wYLd2MiRoGWdQTpru0YHUg6j4dPRoPlrCaRnsIQwQaTSnyUAPcJ6B//AMr2xlt47iBriR0WOQuSqbvRp8I+Ed/QO/fzV6sUjWMMvSYxrcMjNt8kEhdAT6TofmNeiNyw3Fc/KcXUcRN8/MRh9ab8If51lLNJM8jsdOo5dgPNr3+k1iPrTfhD/Osa8zbSo7pJuz1W2hhoDuGnf4O9bzezq8jwt0upEIWCEjyNACPT3A7/AN9R6UU5R0YcIy1RtklQtrHEq+QF7a+fTufP5/PWqlKjdlSpUWGPk8TEcXJJtLP1LVy+gjm7DT7gYAA+buEJIAOu3GSul3jN66NDd6DRQp13Ie/bv3Pw/B29FVVXIvBOLXLkM0tpcK93odWY6rpJ/ft0J+N3J8oCu2zzUJre0y+qOWPByjlrn9GaMjBZ6R38MTCO4ALojACKTQFlA07DuCPuHTuQajwwpOjLFvVQf7UqgbtCR59PQe/wVNtpVlaOwkgd1vCsbmMFnLbV2MF76lST2ABIZl176iP4aWzNzbThQ8baHawZT5D9ww7EHzgjsR3FeRYXwb7b0v0s+1069792UI7u/u/KrrerXXTjd+J69qmNyjtdWMk9paXYSWN2KdRQxOwsPMWVT3Hy1u4lyeLy2Se8w+HjxtuVRRCh85AOregf3aeb06mq+NFa1mJlVSrIQDrq57jQaDz99e+g0B+HQG34Ns8VecQWsGWnKRdWMonS3rNJuG2NvQD8JI0+Tz16obDHbNrw3B7rlkrlkrfHRcOKv0PzuLKOzxe0YltwT0vPJN5cSipX66wvLjlZkcZLfS4bFQtbYKW6lSW4s1Zr4POqIEdo3IbZG21FkYAgEeWJFm2PKblPde6B72Th+0bHWpW0RBaOk9zFErXJXWbcydQqkTJvMgfcqOEkC/r5fwzEg2pYyy/8t9XV333Znwf/AOrw2k+j17VpV36eeR+OKV+vMzy05RLwpf5vDx4uO+gvUSKyljtpWeF44SqqVZXLAtNubpFNI9CyNtV+G9zHDX/8exn+Ej+iu+D/AATHx4uUcZZZZpo8+P8AzPBwJ7ksJ+DTPz8vvX/B/wAxX1HkN7Hvirnxe5x8Rf2+Lw/DFl4/L5KeCWfoRndsVIYVaSV22OQoHmRjr5gef5oWFjj89FDYWcFtG1ijFIYwiluo410Hw9h81WnJrn1xtyQmzqcLw4++x/Etj4DK43ICY29zGNdpJhkjkVgGcAq47OwOoNfjvaOxy9n7TPZZO3F1Z+p2Ha1t2zw2iKpSV0ROdHJ7iDknxenC2cyOOycN5Zw5PGZPHS9W1v7OXXpzRt59DtYEekHTUaE1Nly145yN3i7Cw4duLi5zWPnylhDEyM89tDHJJIwUHUMEidhGdHZShVSHTdY83+b/ABZzr4tHF3FkWPtpILSHH2djjbfoWllaxA7IYYyWKoCWOhJOrHvXSZG59kNDj8dmL21v7yzsLG8S1KWVvdx2tlLjbOGfciqwjh8HcWS+UAq9QaaPuNePM9ZyGN5Ucx8pdXtlb8G5KKfH2z3dyl3F4UxxIELH6rt1OksZ2jViGBA0rZe8n+aWOx2Ry19wDnIbTEuqXkrWb6RBklcSaaamPbDITINUAUasNRr9Lsc57K/jG3z3EVpHe3j2s13Y5ljjbNbqNzHEZ1lQxiQBUii1JGiBexXvVbn8x7JI5XN8FZaae7yWOhubjKWVva2lxPDHLDcQTBukjMAIry51Qe8ErPoum4LB84i5ccw50spYOAuIpEyUazWTJi5yLmNgCrxkL5akEEFdRoRW2TldzLhsbnKT8vuI4bOyjlmuLiXGTJHEkZZZCzMoA2lWB9G1tfMa7lOZvsmuH44ZHu+JLVLeKytojPiRoiWTQpAo3xf2WlgVvhYyoH3FxrW3fEHP7J43IY6+sc9d2t7E1reCXDiQusU1yWVmMZYFJbq5766hm07FFCswc+nKHmlLB4qLl7xA8JghuUkXHyFZI5REY9h00csJ4iFXU6OO1a7rlPzTsopJ7zlpxVBHEJGkeXDXKqgjIEhJKdtpIB9Gveu44O485zYTiXHpe8NZnJx21mce2Ot8atvPJbr4ayAV1hYh0ksrOMOyv9UhVGDbnVul495vc2ntsViuHeE+IOF7viET2CQy3rXlzeobhdY442iWRJHlVTIx3NI4ATpprGVsHyi15Oc2bzIw4mLlpxOt1PcLaokuKniAlJ02szqAvmOpYgAAk6AGtcnKfmQmCg4mTgzJz4y4FyyXFvD1gEt2KzOwTUqisCN7AL2OhOhr6EnGvsqp5beO3h4hyEdxOt5BFDhI7q2lnuZGygIRYmjZ2ZnnC6EgBtAFXQUeFzHPy1ixmAxthkreLLSxQY7xOKijSSS8FyImjlljAUyCe72OGHYvtIC9lsHLx8rePXt7u4m4dls/A3D2k8N7LHazpMkQlZOlKyyFhGQ2gU9u9abrlpzGsuoLzgDiSDpamTq4qdNmhUHXVe2hkQf/AHr6RXWWsnPvg983l8ficrAOJIepk763xcc0c6TQR5AjrLGyoejsnKqQUUE6KNa6y/vvZVrwg15dyywcNZq2v5Wkit7KO1aNoZ5rkfU1AjZkknfb2YkFlBZAVWD5m/KDmX4OG+tuD76+imgtbkCwC3bpHcxmSBpEhLNHvRWK7wNdrfCDWleVPMw2F5lDwDnktservcu9hKhjVGZZG2kAkIyOHIBCFTu0rs4Mr7ILhjh5+C7GCVsTirrKRtZ22NtbxY2itVjvZdUjcmLw94NZdemyzFgx1Jqu4l4/5443LyZni1L3H38lyEmnvcHDbs00e9gj6wjUqJW0U+ZSABoAAzBza8reZTKZG4A4hjjAkJklxs0aARxdV9WZQBpH5Z7+9IPw1py3Lnj/AAUFzdZjgrOWltaFRPcS2EohTcSqkybdujEEA66HTtrX0bivPeyVz9tLks/47M27LdzTPBjre4WJEs0S4kcRxnpqLe/jDOQAOoh13ICtTPlOffGWTy9hcY7Iz3+UbwWQiOIhgkuJ8eqN0dBGpM8S9MbV+qAOF/t6EDjsjy65g4iyusjluBOIbK0slVrme4xc8ccAZtql2ZQFBYgDXzntVseS/MP2vTLDGY42MsQniulzdiYZI+q0TOjibayo6MHIJEYG59qkGrnNZ7n7xUI8LlMTmbg31u8kNrFgUjMsN5cqxdFjiBKy3E6aMPfPKoB1YA4Y/jTnhNZtk8fjLiawmihl3pw3byWwhVjCm0dAosZNs0RAAVxAyMGCFQzBTHk7zB8dY4yPE2c11kcpb4aCOHK2cp8ZPu6Mb7ZT0w4VirPopUbgdCDUaflVzGikjW34Nyl/HMEaG4xsJvreXdGJAEmg3xuQrAkKxKnUHQggX8OR55yZ/FTWuByz5jAZRMpZ9PAJ10vptLlZXUQ6yPIqLJ9UDbkRfOqjRiOa3O7L4xuFsBkby8x1pBM0mNs8VBJBHC1ultIWiSLbsMaoDqNNxL+/ZmLMHP8AD3K/jfip8dHgsVBPJlbybH2sb39vE7XEQQvGyySKUIEinygNQTprodIOM4F40zOIuc/ieE8vd4y0ieae9hs5GgjRDoxLgbe3w9+3f0Gug4fs+bmJmtbbDcP30c2LuRmrS3mxUbuJ3uILYSRxyoTITN0IwqhtG8w99VxiOJOf+f4Mm4KxseSuuGS1zBNG+Mi8MsiNLczK0zR6LIDM7nVt3lIPMEAA48cu+LnxwykOOgngOPgyi9C+t5ZHtprnwqMsauXY9f6myAFlYjcFqzvuS3MrHcM3PGN7w6keHs0ga4uvHWxERmi6scbKJNwk6ejGPTeoZdyjcuuw4fnDZY+XGvwrnUs7axOJlSTDNtS2W8F4Y2LR9v8ASNH1Plf2ddvk1aR3/PPiLDm9t8be3Npj7WOxAhxMKyLBe2bW4dVWMOwltrUxmYAkrGgLe9oDno+U/Hs0NzLBhYpnssUM3c28V/bvcQWR6WkrwiQyLqJ4jtKhtG100BI2cTcn+YfCAAzuCjSU3Fza9C2v7a6nElvEJZ9YoZHdQkbK7MRtAIJNdfgeP/ZM2MyYLAQ58zwiC08LFgUkkJCQbEdeiWZmSCDXdqXVRu3BjrQWGY5y5JMPxdio8hfDE5Ge6sri3so5+ncqlrHKZFVTuUqtqhEgKN3Gh3PqzBVSco+aUVlHkJOXnEQhku5bAf8A02UuLiJkR42TbuUh5FTuBq25RqVYCpzPB/FvDlvHd8Q8LZfFwSyvDHJe2MsCPIjFXQF1ALKysCPOCpB81fUMdxr7JuV7DibEXWWvJ2jjtLWW1sYLmZlljgKjaqMxLrZQEsRqxRiSS7lvn/FvFvHuVVsRxle3ju5gu2ju7dUlbVZJIpCSoYgrdSMDrowkB7jbozBzFZzfXpPwj++sKzm+vSfhH99UHI577Zy/Iv7hSme+2cvyL+4UoZZX0pShBSlKAUpSgFKUoBSlKAUpSgFKUoBXaWH2DbfiU/hFcXXaWH2DbfiU/hFCo3/BSnwUoaFKUoDKP3x/BP7qmnHRnwaxO0jXNq8xCgnywZAFA0/9A9Pw1CjkaNtyMQdCuoOnYjQ/vqVPefULNbeV1eO3eGTaSPPI5I+6CGHz16MF4aT3+c19rOGKptrc5yf3ojrGUeIyEBX0YFSCdNdPNr5+x7Gtkdss626Q6iSaQxEse2uo0Pm7e++75qwb/wAj8H/+xrba3sdubffbb+hOZiQ5Vm975PwgDyfR8NSChdS0y+xZudXHX+zRJBNEoaSJkBZk8oaeUNNR/dqK2dKI28sobaySKoUnXUEH7nwaen4axjkiKLBKu1epuaRRuZV8xAGoB9Pf0DuO9BIoidQfKMisAR8ADfSKylFO+H6/JXvPLj+zZkvtjdfj3/iNRwzKGAPZhofk11/yrKeZ7ieS4k03SuXbQaDUnU9qwrOJLem5Li2aw47sFF8BSlKwbJV59j2P4g/816i1Ku/sey/EH/mvUWuuN83gvojnhfL4v6sUpSuR0FKV7p5JPoIoDOf34/AT+EVrrZP78fgJ/CK11qXzMzH5Ub1iM3TQNppE7/k7j/lS4+tW34o/xtXsF2Lc7lgVm6Txav303a+UB8h076/u0wmnMyQISx6Mezuf/Ux7fPXW4bjzz/r9nOp76yy/v9GqtltNJb3Ec8UrRvG4ZXU6FSD5wRWulcYtxaaOrSkqZmZpWiEBkYxhi4TXyQx0BIHwE6D5h6KwpSjbeoSS0FKUqFFKUoBW+yujaTiQp1I2BSWMnQOh84+g/AdD8FaKUBYZKwnhnUQLLLbyRpJC4Q6OpUd/l7aH0EEfBW17h5rNYZbOZZIt4ErDzxbW2qew7gk9yT2IHYKK02I8fD7VEEyli9poCSZD54+3xtBp2PlBfMCTUCuajNR3E1VVp+z6HvOz9MtocHvXvfMqu7/1+4rZFNLC6zwyNHJGysjodpUjzEEeY/drXXv9k/KK6W1mj5zSeTL61484utIJreLOTss0JhYyqsjBSSdVZwSrdz5SkN5hr2Gma8w+MV8Rpmn/ANK62/WKM6dTbu2ar5Gm0bdumzvt27jrzwVj5lPp81CjgkFTqO57V6ffdp/+kvNnD3TZ/wD5x8kdDe8wuMb9Jo5826ieRZW6MUcJBVdoClFBQaedV0BPcgnvUD3T8S//AMhyf+Lk+mq0qw86kafcrynvu0//AEl5se6bP/8AOPkiTc399kHaa/vJ7mRUCh5pC7BdddNT8Hc/PUasl96/4P8AmKxrzylKcnKTtnaMYwW7FUhX22yz3sl7bExXlqnQsLCwFiC1jj0E9sLaynMLhkBuS1va2RZWDs8abWDKzqfiVff7jH+yNt+F7PBHKYCfF39raS211NksbA9vBJjnKuxndHhBt4miNxIB3t1jSTzBss0V/DnD/sn+Gps7k+F+Hp7KO+uicm9tY2QtTMWeIhQF6SiKR3UhABC/byGUaa8LceyYzN3JzHxKyzvlIp8G+XaKxEdxGzTB0MjgIy69ZEk9EfTRtIwq9PecA+y847uEy1pw9bXVvm81NBZR2V3jJLe1vpEkuJYoD1G8MxUSGQ6qWbUSMznvS4fkj7KdMPBjsLws0lrZCwERiu8dJNbJfzjw8RfeZI0eVuoYyQqljI6qCWqAp8tbc+LnhzC4bK+Ea3ydzcXljFJDZJdWbQQW1zJMZioe0Bilt3OrpuUKWGm3W/mxvsh24jixZv8AhqDLZCwtzPZpbYy39rlubopE3S6apDc9Zy2+EGaMyEkqWNfN81zI5kWWYhs8rxDBPdYFrizTpra3MLbokt5QzRhorlWihij3MXBSNACQBUEc0ePhl7jPPxJcTZC6ijhluZkSV2WORZUOrKdGDqrBh5Wo8/nq0D6tk+LvZVpjLGe/xtt7U568tcZarHw9ijZ5GUwiG1TakPSmj6cIWIkGP6lqh1TUYRyeyqx+UwnESY2KO5uIorDFXPtfizHetNLHLEFOzZc3DvFFMrnfKdiyg6eVXya45icZXceGS6zJlfh4we1czwRGa0WH61HHLt3iNT5Qj12biW03EmpdnzY4+sBbG1zcavaeFMMpsrdpVa2XbbuXKFi8aaojkllQlQQpIMoH0maX2UfDnD9xHPCmGxuPsAsjPBjbVoYkjltkuEYhXErxxzQrcqerMkZRXdV0GM9t7IviG8w+eabHX99bXMHEmMu0tLEyRySIt5tMvTAijQXKyNbSssQ6oIQhgT81bmlx01jLixmkjsJ4PDPZx2cCW3S3XDBBEqBAA13cMNANGkJGhAIs+DOeHMDge+ivcdkIbtYIWgjgvI98Sg28dtropXUiGGNBqSNFGoNKB3HEZ9kVau3AWeuMVNacQWst8tsljj57UvFird2EYSIiGeOzW2VdgVlDgoQJSzacc3sneDeHVtLTEscDiILntNjbC+s4oRFMlwjGRHRl29bqIdRvUlhvUEcJfc5OY93dTzW/E1zjoJpJWFnYHoW8SyW8duY1Re2xYIIY1B12rGunfvXl9zn5oZGwu8VdcY3ngr6OaO4to1SKF1l06o2IoUbyNW0HlMSx1JJKgdjYWvshRG99JcG1teI/FRy3d14VklOUhtllj8zMHlhFoRGo3qjIyKobU6OPLXn9xJhrvK8cYKC+tob9rC6v/azHtcxXckquYXnjTrKyuyJsLDp7hFooOyuUz/N7jriBcXDPk0tbbDeCeyt7SFY4457W3jgjnPnLSlIY9zsSTtA7KqqsPMcyuM8/GqZfKRXBS8OQWQ2UAlW5O3fKJAgYO5RS511cqC2496tA+mYf/vP4mWM4dNfHw3dsAqY6eOdOrZW88DA7lbdJHYwmJu7lgm1uowaILL2R/AGEyXE0OCXGY+2u5cnc3cGNx7Gynmfw83TKoWt/LjWN4o9oQogZVKrpxC83+ZKCz2cV3KmwIMDBIwykXENwCW26tpLbW7Ddrp0kA8kaVc8Zc/eMuOJw+VxPDaQCGSLwqYqOSLc2/SUdbeyyqrqgcMCVhiDbtvdQO4wOe9lBxHipLazixNvhLuxmyci3WExNvj57a1tIpRvVoREUSIwbFYbEO0jaUJWKuA9kBY4K25eWlrjsPbYiyKS283hbWe7fr+K2uZwskrRPeBB3MaFmCkGRt/y6Hmbx7b4WPh2Hie7XGxWzWaW/k7VhKXCFPNroVvLkfJIfQuk3I85eZeXlnucpxTNdXFxL1Xnlghabd9T1CybNyqelGSqkKSgJBIqUDrsnxpzwj4Xk4ty74S4xs09st1LfYHGPI1zDLLHCrCaDdLKOnKvk7z01Ksdi7RaXJ9lBaw5SC8hgiTijI5HJ3c80WMU3FxPAk17IkzDVIzHHE0gRljUomoDAV8pfj7i2TEXeCfLlrO+TpzqYIy7p4jxBTqbd4UzaSFQQCwBI7DS9fnpzQkvjkpOIoGu2ukvjMcZab/EIXZJNelruVpZXB+B5GceUSatA6+zl9kPacS2vE0kNhY5CS3tcZ7YXGPxxWU9YSRLIBG3WuhJbiTur3IMQY+bWrqzx3suJMBieH7PELcY97SW1x9stni5pJIlgghMoG0yOyxeHgW4OrruEKuCxQ/LJOcXMmbZ1+KJZem0UqdS3hfbNGWKzjVO0/lvrN9cYMQWINSchzy5o5ZJIspxKl5DKZjJDPj7WSJ+rJ1JtyGPa3UlCyPqPKkVHbVlVhKYPqWB4p9kfw/lL6O8wdvnMjxlj5YruyeK3Lm2eeO3mhnRAAgd2ijdfJdfTGd1ROGsJ7JjH8M2Bw8eDisWiR4re+s8X4i8a3kS3igmW4j6lyYvGRCMS70QvGqkOiovyifmvzCnvYci/E9ytzBZzWCyxokbGCYEShiqjcX1JZm1YnuTr3qTLzo5nzRNFLxbcOGu5L0FooiyzPcLcyMrbdV3TRxuwBAJjTUHaNFA7vHcYeyUzeJx+WtntJcfbhHtJp8bjFW06E1xJ4gb49YWMq3RebRWlZHDM+3QRsdhvZCcA4DOYPC4qE4vh+We8vm9rrK4msmcA+IBmjNxAxS16sTaI6rG0qbRuauGl5q8avw3ZcKW+SS1x9pbyW7LBCqvch5p5SZXILNo1zKANQoB7AEsT5mOavHnEFnfWOczUd/Hk3WS7a5sreSSaRd4jdpCm8uiySKja7kR2VSqnSrQN+J5x8xcDFi4sPn0s/aVdlnJFY2wkQd9N0nT3SEBiAXLEDQDQAAczm8ze8QZS4zGRS0W4uWDSC0s4bWIEADyYoVWNBoB2VR6fOag0qgVnN9ek/CP76wrOb69J+Ef30ByOe+2cvyL+4UpnvtnL8i/uFKGWV9KUoQUpSgFKUoBSlKAUpSgFKUoBSlKAV2lh9g234lP4RXF12lh9g234lP4RQqN/wUp8FKGhSlPkoBSvNPummh9NAbo7meNVRX1Rd5VGAZVLDRiAewOgHfz9h6BWqgpVcm1myKKWaQpSlQopSlAKUpQEq7+x7L8Qf+a9Ral3nT8JYkMS/RYMNOwHUfTvr8vwej09oldcb5l3L6I54Xy+L+rPURpHVEGrMQAPu15p21rfaRydeCTY2wyhQ2nYkEaj9YrB3aUAv3dnYs7MdWJ085J/+a1Nz4b4/wBF3virnibDZSrbS3LghYplhOg1BYhj5/N/Z/XWWQkMt3cM2wESbQFUL2Go17DT4BqfOT3Op1rZINbO9/3uP90lR70aXtwNdfqr9/7zXXEShCo8fzJHGDc5/Fw/EWaaUpXmPSKUpQClKUApSlAKUpQClKUApSlAKmZCWG7VL9XUTy6i4TvqXH/md/gbXU9/fbuwGlQ6UAr0HRT8oryvf7J+UUB0dhxgbezkt722ubp/at8ZCxnQhAxk0bR43I2rJtARkOm4btGIrfjeMcVjbi+uhw4s7XEXh4Ypmt3hSJVVYt6mAkuNurOjRs5Ovk99eUpUcU9TW8+s6/N8eW+VxVzi7fDzQiUbI5JbzqssZaJ23eQu990CAN20QldD2I5ClKpkyX3r/g/5isayX3r/AIP+YrGgFXEnGXFs23rcT5WQJbLZqHvJGAtxHJEIu594I5pU2+bbI400Yg09KAuk414wjeOROKcsHiMxjbxkmqGXTq6HXtv2ru+NoNddK03fFHEl/YnF3+dv7myM/ijbTXDPEZtWJk2E6b9ZH8rTXy29JqrpQG69vbzJXc1/kLqW5ubhzJLNKxZ5HJ1LMx7kk/Ca00pQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKzm+vSfhH99YVnN9ek/CP76A5HPfbOX5F/cKUz32zl+Rf3ClDLK+lKUIKUpQClKUApSlAKUpQClKUApSlAK7Sw+wbb8Sn8Iri67Sw+wbb8Sn8IoVG/4KU+ClDQNeGva80I8xoBp2ryve/wByvdKAUpSgFKUoBSlKAUpSgN9m5SR9FRt0Ug8pA39g9xqOx9B84+CsFgZxGQV+qNsHlDXXt5x5wO47/L6DXts0ay6ysVUqwJA1PdSPNXsMyQTQzCPds7uG7hu5+bt/f8Otdo7rilJ5X+DlK1JuK5zNkn2rt/8AeJv4Y6i69tKkSTRNZQwLu3pLI7duwDBANDr396aj1MVpyy6l9EXDVRz639WbLj7Il/Db99YMzMxZiSSdST5ya9kcyOzkabiTWNYk7bo1FUkKUpWTQpSlAKUpQClKUApSlAKUpQClKUApSlAK9HvT8oryvQCVOg+EUB0dgeE57OR75La3mixbhVElwDJeBpAjaBHDErsJGsa67e4AZWmYOHlxFkrt+IchdSWa28sFultbvIZJlh+v7iY9ivJ9bUq3n0kCgbjx9KjRbOwzkfAMeKuRiriGa+TyIzEtwFdi0RDp1AAEVBMpDaNvYEAroV4+lKpDJfev+D/mKxrJfev+D/mKxoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFZzfXpPwj++sKzm+vSfhH99AcjnvtnL8i/uFKZ77Zy/Iv7hShllfSlKEFKUoBSlKAUpSgFKUoBSlKAUpSgFdpYfYNt+JT+EVxddpYfYNt+JT+EUKjf8FKfBXqgFgCwUek66fqo3RW6VnlK6zgHhOHjnie34YifpTXalbc29tJO0kxICR6NIipuYgb3ZUXXViB3rtrX2OXE2Qs4cjaZbh+K2mihn1vWuoWjjfq73bajIRGtvcSPtdiEiJ01ZVOYy3laXL0EblHfSy8udD47SvrGA5GZDNtnsa1/b22X4bmeLIwGzuGgtgnTV98oO4yCaQQ9KOOR9+h02auJT+x14hsb5LfN5nBWluSqyTxxX0wjYtcIdQIh5INrId+uxhoY2kPailctziWVwh0jWXPPofHaV9jk9jZxlb8Nz8V3eU4Vt8fHBLdQtJdXO+5iQsN0aCMt5QjkZQwUkIw0B0BreKeS15wd4a6zeaxcdhLlJcXLcC2vNYWiungkkKlQFVQofyyhbUhQ20mt7st1yrL8HJY0G1FPN6en5R8upX3biL2M15w7w3kuJpM9a3cNkv1CG1turLduI7t3SMLORrEtsjSnXRAbjTeYNsnw/rxepw/O/8A1VlSttLh+E/ozpd58619UaaVu68XqcPzv/1VnGVfX/Qou3c+UwA+U7u1M26SMymo6kalTDc2cXZbGGU+klwv8Wp/V8lerkU02NjrQr5veHX59df11rTUx0k9VEhUqVK8G3qxWcW3XQgs5Kn8rzVr68XqcPzv/wBVRpo6RlvK0aaVu68XqcPzv/1U68XqcPzv/wBVSy32GmlbuvF6nD87/wDVTrxepw/O/wD1UsX2GmlSEkRyALKIk9gAX1P/ABVsNzaxdjY28rfCNX2j+8Nqf/nnqq3oc3iO6irIdKmeIs5PPj4oz/6Gc/qLd/nFNkXnEVoV9O9gfmLa1avTMnTRWuRDpUwT2UehNnFKfuFwPnJ/yHy08ba698Ra/wBzy/8AXSq1L0ktVF+n5IdehGbQAak+YfCaleKsR3GMTX7srafNr/nXjX+oKpaQop86qXGvy+Vqf76g3py0jXf+mR3jkibZIjIw+BhoaxqUl8FGw2sRU+cEuQflG6st9nJ3S3giPoZnI/uOuv6v76uT058SdK4/OiHSpn+jr9cjtfkVpG/caeNto9OhYQkj+0+4/q3afPrSnxL0rl8iv6EOlTPHRSaCXHWp7/AGX9YIrGQxBepHaRFPhBL6r8vlfrpV6BYmdSVMi0rd14vU4fnf/qp14vU4fnf/AKqzZ0vsNNegAgknStvXi9Th+d/+qtbMG1ZUCDUdhrp+ugs6TG4fhu/t0le9NuyWXWuFkvYlKsGlVmUMF3HVYiIhq5DnQ9tRV8Q4+2xeTeztpYnCqCwiuo7lFJ8wEsfkv20Oo8xJB7g1E8DelBKLOfYUMgbpnQoPO2voGo71orSfYV5ilKVAZL71/wAH/MVjWS+9f8H/ADFY0ApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQCs5vr0n4R/fWFZzfXpPwj++gORz32zl+Rf3ClM99s5fkX9wpQyyvpSlCClKUApSlAKUpQClKUApSlAKUpQCu0sPsG2/Ep/CK4uu0sPsG2/Ep/CKFRv+ClPgr0A69vgoaM44JpQTFEzaDU6DXtXpt9um6aIajUeVr/d2839+lbmyN02m5bY6dhrBH9FeeOn/wBXa/4eP6KWcaxW9aNJt5Qu/ZqANSVIO0fd08399a6mJkrpGDKlsCvcEQRgj9VbPbLcB1LW219KQRgn9WnzAUtPs57hv4kfmV9xX0qw8bGNDpE33PCRD9dDkwv1qytdfS8cZ+bRRSn2DpJP5Y/b6lfWUcbysEjQsT2AA1qZ7a3QGiw2Q+6LWLX59tGy9+6GN2gKnzr0Y9Pm0oVvFeiXn+iOI44vKlfU/FU+V8/mH7/uVhJK0gC6BVHmVfMP/nprf46f/V2v+Hj+injp/wDV2v8Ah4/opvNZJCMGnbzZFpUrx0/+rtf8PH9FPHT/AOrtf8PH9FS2buXUaYpNh1I1BG1l9K//AD/KvJY+m3Ykqw3IxGmo/wDn6wa3i/nB16dr/h4/oramSk29OSK2aPXXToR6qfSO1VSy3WcnvQdpZc88ogUAJOgGtWAvo179KJ/ueHiX9eh/dT23ulI6MNpFp3G2CPXX06kdv7qU+PPPeXfxH8sfMhx288rbYoXc6a6BSe1ZLbkKXkkjUAkEFvK1+Tz1ufJXch1kFux+7DGf8qx8dP8A6u1/w8f0Utc8/cViy1aXca2mVQUgBAOoLn3zD/IfcHzmtNSvHT/6u1/w8f0U8dP/AKu1/wAPH9FHJs3FOKpIi0qV46f/AFdr/h4/op46f/V2v+Hj+ipbLcuoi0qV46f/AFdr/h4/op46f/V2v+Hj+ilsXLqItKleOn/1dr/h4/op46f/AFdr/h4/opbFy6iLSpXjp/8AV2v+Hj+injp/9Xa/4eP6KWxcuoi0qV46f/VWv+Hj+injp/8AV2v+Hj+ilsXLqItZxyMjAg9/u+b5D9yt/jp/9Xa/4eP6KeOn/wBXa/4eP6KW9USSclTRrkiVkM0I0A9+nwp937o+7/cfgJ01NTI3KHUJagjtr4eP5vN5q2DIp/bs7cnT+xHGB+tTWr3uxnNSnDJq+eec3DWBSiu9xGm4agENrprp8A+5XjoEXyZFcE+dQf8AMCrH22BjRVjt49oIINpE+vcn4e3w+ioVy4lJdSp1Op0RYx/cF7fBXni5b2ber4ZedH2MWEVg2oQSqOancrpXcd7LO/8ArkdIONbH2qhxxwkhliszCbkTxK7y7OmpYrCC8SqW+psWY6jy9BpXJ0pXfsPnClKUBkvvX/B/zFY1kvvX/B/zFY0ApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQClKUApSlAKUpQCs5vr0n4R/fWFZzfXpPwj++gORz32zl+Rf3ClM99s5fkX9wpQyyvpSlCClKUApSlAKUpQClKUApSlAKUpQCu0sPsG2/Ep/CK4uu0sPsG2/Ep/CKFRv8AgpT4KUNCpWLtra8ydnaXl0La3nnjjlmbzRIzAMx+QEn+6otKMHazcOcESTWENvm5LdLy4tOtK97DN4SOaMkoyhV3FGXy5NwChgCmtReJcHwnYYqK8wuVea4mW3mMTXcUpiEiOWhIVQS8ZUaydlO8DapHflKVEmtWV09BSlKpBSlKAUpSgFKUoBSlKAu+FMZhcpfyW+dvjawBECuJ0i0ZpUTdq4IIUOzlRoSEI1HnF+/DHAYyUduM/ItubQGV/GwMI5vGeHLhgvlKE+rdMLuKd9+nccLSpWdkeapF3xZi8Jib+O3wWR8ZCUcO/WSTVklkj3AqAAHVFcKe4DganzmkpSqUUpSgFKUoBSlKAUpSgFXnD2PwF7BLJl7iSN4ZN2xbqOLrRiCZ9qllO1i8aLu7j6oBprprR0oDtoOGuB1lv4585JOlnLeGGVb2CHxSQIpWNVKvtMhYlZCSGClQpY9uTytta2eUvLOyuxdW8FxJHDOPNKisQrj5QAf76tMnwbksO8Ed/dWcZkZEnAdibRmUsqygLqCQGIAB1AOmvbWTc8vszaSmC5urFJA0iEdVjoygkDULp5SgsD5gAdxWq2jKTTzZzFKu14WlN4LN8xj032jXqSEylWjUMW96hIICMe4Go0I1BGtlccseJre/kx+lq7xSwwuyyMArSTGIdmUNoGU6nTTTQjUEGoaOSpXTx8vOILi08fZNa3Ns0ElzFJHIQJYkaNXZQwB7GUdiAfJbt2Gse44KzFrdW1jK8HibmRU6YLaR7kDgs+3YAUIfQMSARqB5qAoKfcrpoeActd2S32Ou7S8jkikmi6SzAyqjbTt3RgFiw2hddxPmHet55a5k3EtomRx73EAm3xqZSV6UoifU9PaAHYDXXTTuSACaWDkqVcZPhXLYiwTI3qRrE4gI0fU/VVcqNPSOk4I+AjSqegFKUoDJfev+D/mKxrJfev8Ag/5isaAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBWc316T8I/vrCs5vr0n4R/fQHI577Zy/Iv7hSme+2cvyL+4UoZZX0pShBSlKAUpSgFKUoBSlKAUpSgFKUoBXaWH2DbfiU/hFcXXaWH2DbfiU/hFColpBNKu6OJmAOmoGte+EuvV5PyTWqlTM0bfCXXq8n5Jp4S69Xk/JNaqUzBt8JderyfkmnhLr1eT8k1qpTMG3wl16vJ+SaeEuvV5PyTWqlMwbfCXXq8n5Jp4S69Xk/JNaqUzBt8JderyfkmnhLr1eT8k1qpTMG3wl16vJ+SaeEuvV5PyTWqlMwbfCXXq8n5Jp4S69Xk/JNaqUzBt8JderyfkmnhLr1eT8k1qpTMG3wl16vJ+SaeEuvV5PyTWqlMwbfCXXq8n5Jp4S69Xk/JNaqUzBt8JderyfkmnhLr1eT8k1qpTMG3wl16vJ+SaeEuvV5PyTWqlMwbfCXXq8n5Jp4S69Xk/JNaqUzBt8JderyfkmnhLr1eT8k1qpTMF4/EPFUk1lPJcytJjzrbloVO0/GPbyj906mshxHxSIjb7wYirJ02tIim1iCRtK6adhp6B2GgqhpSgWl3kc7e3rZC43eIeJoWdIFj3IVKkEKAD5JI18+nyCp44w44WVJ1y98HSR5ew7F3bcxYaaN3Oo110+DSucpQF6OJOLlKGO+uYxEVMaxoEWPRo2G1QAFAaGM6DQaqPu1g+d4okaKRrmfqQypMsojAk3oCEJfTc20EgAkgA6DQdqpaUoF2c/xN01ijcwhBohgto4mQbt+ilFBUbvK0HbXv56HP8VG6e8N5cmaRnZ22Dyi8gkbUaaEFwCR5v7qpKUoF5ecRcV5C0lsshdz3UMzmRlniWTRu/dSwJX3zabdNNTp56qPCXXq8n5JrVSmYNvhLr1eT8k08JderyfkmtVKZg3ra3Ojf6PJ3HxT6RWPhLr1eT8k1qpTMG3wl16vJ+SaeEuvV5PyTWqlMwbfCXXq8n5Jp4S69Xk/JNaqUzBt8JderyfkmnhLr1eT8k1qpTMG3wl16vJ+SaeEuvV5PyTWqlMwbfCXXq8n5Jp4S69Xk/JNaqUzBt8JderyfkmnhLr1eT8k1qpTMG3wl16vJ+SaeEuvV5PyTWqlMwbfCXXq8n5Jp4S69Xk/JNaqUzBt8JderyfkmnhLr1eT8k1qpTMG3wl16vJ+SaeEuvV5PyTWqlMwbfCXXq8n5Jp4S69Xk/JNaqUzBt8JderyfkmnhLr1eT8k1qpTMG3wl16vJ+SaeEuvV5PyTWqlMwbfCXXq8n5Jp4S69Xk/JNaqUzBt8JderyfkmsZvrz/hH99YUqg5TPfbOX5F/cKUz32zl+Rf3ClDLK+lKUIKUpQClKUApSlAKUpQClKUApSlAK7Sw+wbb8Sn8Iri67Sw+wbb8Sn8IoVFvj8He5OFp7afHoqsUIuMhbwNroD2WR1JHfz6aef0GpPuSyvreG/TVn/NqmpQ0XPuSyvreG/TVn/Np7ksr63hv01Z/wA2qalAXPuSyvreG/TVn/Np7ksr63hv01Z/zapqUBc+5LK+t4b9NWf82nuSyvreG/TVn/NqmpQFz7ksr63hv01Z/wA2nuSyvreG/TVn/NqmpQFz7ksr63hv01Z/zae5LK+t4b9NWf8ANqmpQFz7ksr63hv01Z/zae5LK+t4b9NWf82qalAXPuSyvreG/TVn/Np7ksr63hv01Z/zapqUBc+5LK+t4b9NWf8ANp7ksr63hv01Z/zapqUBc+5LK+t4b9NWf82nuSyvreG/TVn/ADapqUBc+5LK+t4b9NWf82nuSyvreG/TVn/NqmpQFz7ksr63hv01Z/zae5LK+t4b9NWf82qalAXPuSyvreG/TVn/ADae5LK+t4b9NWf82qalAXPuSyvreG/TVn/Np7ksr63hv01Z/wA2qalAXPuSyvreG/TVn/Np7ksr63hv01Z/zapqUBc+5LK+t4b9NWf82nuSyvreG/TVn/NqmpQFz7ksr63hv01Z/wA2nuSyvreG/TVn/NqmpQFz7ksr63hv01Z/zae5LK+t4b9NWf8ANqmpQFz7ksr63hv01Z/zae5LK+t4b9NWf82qalAXPuSyvreG/TVn/Np7ksr63hv01Z/zapqUBc+5LK+t4b9NWf8ANp7ksr63hv01Z/zapqUBc+5LK+t4b9NWf82nuSyvreG/TVn/ADapqUBc+5LK+t4b9NWf82nuSyvreG/TVn/NqmpQFz7ksr63hv01Z/zae5LK+t4b9NWf82qalAXPuSyvreG/TVn/ADae5LK+t4b9NWf82qalAXPuSyvreG/TVn/Np7ksr63hv01Z/wA2qalAXPuSyvreG/TVn/Np7ksr63hv01Z/zapqUBc+5LK+t4b9NWf82nuSyvreG/TVn/NqmpQFz7ksr63hv01Z/wA2nuSyvreG/TVn/NqmpQFz7ksr63hv01Z/zae5LK+t4b9NWf8ANqmpQFz7ksr63hv01Z/zae5LK+t4b9NWf82qalAXPuSyvreG/TVn/Np7ksr63hv01Z/zapqUBc+5LK+t4b9NWf8ANp7ksr63hv01Z/zapqUBc+5LK+t4b9NWf82nuSyvreG/TVn/ADapqUBc+5LK+t4b9NWf82nuSyvreG/TVn/NqmpQFz7ksr63hv01Z/zae5LK+t4b9NWf82qalAXPuSyvreG/TVn/ADaqZomgleFyhaNipKOHUkHTswJBH3QdDWFKA5TPfbOX5F/cKUz32zl+Rf3ClDLK+lKUIKUpQClKUApSlAKUpQClKUApSlAK7Sw+wbb8Sn8Iri67Sw+wbb8Sn8IoVHX8PcueJOJcFNxFjltVs47sWERmnCNcXRTeII9e3UZe6qxBfQhNxVgN+A5X8Q8SYuLM427xngy4jnlkuwotXZ1SMS9u29pEA01A3ru261ExPGPG3DuAjssXf3Fth5r2WeMG3VoWu1iVWdSykdVEeMgg7oyysu0kGptnxdzA4YxGGu7aeC3xrxzR2CtZW0kUqrcJJIXRkIdurHEd0gJPTjGuiKBh71fDRY6/FzzkIeVfEtxFHLDc4xurBdSKnixvMttAJ54dumu9IzqTp0wQV37wVrRb8teK8jhLTOYHHz5mO7ikmMOOtZ55YI42CO8oEeiKGKrrroSRprUbIcf8V5RDHfZCGVTYpjR/ocC7bZW3bFIQbdz6u7DRnd3dyzOxO3BcyeNOGre0tMLmBBFYyJLbqbWGQI6zpOp8tDrpLGjd9fNp5tRWsS7/AMenb1f3yyw0W/rxokW/KPmbcQZK5fgbNW0WJSR7t7uykt1jMaLI6FpABvEbCTZru2d9NKj3vK/mXjY72bI8u+JrWPGQLc3rzYi4QWsJLASSEp5Cko4DNoPJb0Gre75z82OIcpcZG84ilyOSu8ZJi5rh7GCWd7LpbXj39Mtt2AsTrrrufXcSxmy86b/K8G5rh/iiyvclk8nPLNDex3620C9aWSWQTW8cX1XSWaaRNskYDuN4kREjFtOSXn65+VeNmUpU2/DyWXnfhRy93wBxNbTSWdtYSZG8tLEZK/trCKS4ewtjGknUnKKUQBZFLeUdh1V9rAipzcm+bqSNC/K3i1ZVKAxthbkP5fU2+Ts179KXvp/Yb0Vha81+YdgMiMbxRc2PtvZw4+/NoiQNcwRII0Vyigsdq6Fj5TatqSWbWcvNHmhxVk5McuZW7vc9cTRMvg7ZTNLdtdrIAdgCbzkbsdiAOr202ptmiL8TpRWZS5PgDjDB4N+IM7gL3GWqTWsKi9gaCSTxCTNE6I4BZGFtN5Y7arpVsOTfHnhI72THQRxy4T3QqGuU3CyMUsoYgHsxjhZwp77WQ6eUK84o5u8yuNMXNjOKc57Y2WkEJWWxt9IRFJcSQqjCMGMKbm4ChSNEcoPIUKMrjnbzRu7B8VdcWSy2bRXNskD28JSCCeHoyQQjZ9Ri6fkrFHtRO+wKTrRqaylk8+frZpdvPLNS8ouO7jFW+XxmGkyKTxQTdG0VnmAmaBYgE0BkLNcwLpHv0LgHQ9q35DkXzhxltYXV1y14kC5CCWeMDFzlo+k8yukg2+RIBbSvsPlbAG00IqTwZza4y4dkie88VksCgjtrm2iSOJtiLAVEU5ifpOPBWr67WVjbp1FkXcraM9zi4syV1cRYy7ktMU8T2sFrdCK8lEDeL3dWZ4wZZWOQvGdwqgvOxVY1WNE1wXh+65/WcRvefR6cL7uPOnrFwnKLj7NZa9wPtDcY7JWEUUstrkontZNJXVI9Q6jaGZ18p9qAHVmAGtV45ccwzGkw4D4i6ckVvOje1c+jR3DlIHB291kdWVD5mIIGpFW2S4+5ocNcTZCXLZZo8zLFHbZBp4IJ2uIxo4SbVWWUMDowbdvUlW1XVa2yc+Obs+dTiS646v7nIRyWsqS3ASVVe2kMkDBHUoCjs5Gg/tuPMza5zoq1zKS55c8wrJElvOBOIoEkufBo0uLnUNcd/qQJXu/knyfP2PbtW1+WPMG3tsteX/B2YsYcHAlzkHvLGWBbdHKhNxdRoW3DaD3I81dDb8a86shnLB/b+7usnxZiXxdvPdvBI91Yy3EisGkl12fVVlHUcqygHylXSrjjHj32RV1irfi/j3I3N9j8iEyEEmVtLS5Qx30zMpWKRG2RSti2ITaEKRDydkg3m6kurLvrjXh+ewq3c0+X/Zx/DHKzinjLFx5HhlIsjPMbtYrCBZXupGtohNKqoE0YiMqwAJ110HfUCpuuCeMLBrRclwxlLEX800Fs95avAk0kTFJVVpAFJRgVYa+SQQdDUz28404Tx8WI8R4O1yFtPdxxdKJg8N5CIpGB0JG+NQNOxXTUaHvUriTm9zJ4vNqOI+Lbu9jsZ5rm3hZUWGOWWSSSRxGqhNxaV++moBCjRQALhuLpvTs6uAy3s9Mu/t/XqSF5I82vA3d9Py74jt/CNbp0ZsTcrNK07SCMImzUg9GXyuy6oRruIBh2vKTmtfaeC5ZcWXGplA6WFuX7xOUk8yf2HVlb0EEHQipMvNvmXk5L1HzjXDZCS6ubpBYwHqNMt112IEfmK3t2SB2Ak1Gm1dsLM8zONeIGLZXMJL5W4KlpBEoPUuJBoqIABvvLg6Dt5enmVQCTrPn6cCx3W1vac/oyteVPM+8kmjtuXnEjtbtMk3/0uYdNojpKrEr2KHswPvfh0rZHyh5rT3gsLTltxPdTv1umttip5hIIpFjkZCikOqu6KWUkAuo17jWZDzq5pnAW/B0XE0kmKhIEFkbOB0DfVO4BQncetJ3858n4ibZU3OnnBY391k7jNvb3d3c273Mz4u2V5ZrSW3kiDExd+m9pb6Kew2EaaMwafFbS8P3y/Ek6v4NP3z45XxOYwvAfHHEkEN1w7wZncpDcTtbQyWWOmnWSZULtGpRSCwUFio7gDXzVNh5Uc0Lm1S9g5c8TPby2wvIpBiZ9ssBaNeoh2+Wus0Xcaj6ovpFY2nHvG2Cgs7FLwRRW1n4e3juLCGQeGe4F0F0kQ7kM2ko11GvcVc4bmtzavuIpsvic71sqYBdySNaWxPTskgnD6Om3VFx0Ddhqej8JZg03kouUnS6+wqVuuP3KWXlfzIhgu7mTgLiAR4+Fri9Ix0pNpEu/V5gF1iH1OQ6vp2Rj5hWX/ZdzFjt8jd3nBWbsrfE23i72a7sJYY4IyCVLMygDdoduvvtO2tWWV53c1s3uny/Fk900oiR5pbaEvIYbaa3Ql9mrMIbqZSSdT1NxJYAjTxJzn5ncYSXU3FPFk+Vku/EB3uoYpGRZ9olWIldYlYKo2x7QNBoBW1W+r0vxo5y3tx7vzVl1XX0v0ImR5V8xcZ0mm4LzMkU2MTMxzwWMskTWTQxymcOq6FFWVNza6KToSKHlRzOQyifl/wAQ2/Q6gkNxjpYQrJCZmTV1A39IbwnviO4B1qdbc7uatlgbnhmw4zvLTG3iCK4ht0ji6iC3gtwpZVDEdK1gTz9wp+FmLbk58c3Eilt042vFt57m8vJLcRxCF5rouZ3Me3aSxkcjt5O47dtSWvw8ouHeXSehTNy148gyseHyfCeVxdy5uNRkbOS2CCCAXE5O9R9bhZZGHnCsp08oa7rzlhxdaC00tba5e9kx0UKW11HKWe+jeS2XVTpqwjcHv5JXRtDpWnF8weIsW1h0zZTJjra+soRJZxBjBeQvFPG8igSOpWSTaGYhC7FdCza52/Mnim2tLeCO4t+vZXWNurW6MCmWA2KSrboP7BUdZidyksVXU9iDMS7fRvKsr6+HXkWGnx9fDq9M/wB+Om05c8wshkYMRYcCcQ3N9dWaZGC2hxc7yy2jEBZ0QKS0RJADgbSSNDWSctOY8tot/HwBxI9s6QSLMuKnMbJM22Fg23Qh27Kf7R7DWp2G5o8QY320mv2XJ3V9hoMNbzXaxyi3iiureePVHRllVRbCMK3YAj4FAq6w3OHmbhcpiOPcpeDIWgyagGWG3DTvbQW0csavsLRk24t0ZwPKB1O461ZPOTislp25fnIvwqrevP056uYn5ZcxrTqeN4Ez9r0rhbNvE46WLS4ZFdYfLUaysjowj98QykA6is5uVnM22VnuOXfE0YVJpG34mcbUhCmVj5PYIGUsT2G4a+erCXmrzNxV/hd+VawuOFL17vFw+18EQsbjqRFtI+mB2e1i1Ugjch7as2szE84ucqS5fiDH8XXstw1uRkr2ZYpZ3gkMcRRpJFLshIiXYCR5K9u2taajVLN/bm+dLSay1r1v6V69hzF7wFxzjchb4nI8GZ20vroRGC2nx00csokfpxlVZQTufyV087dh3rzIcE8VYNbefiXh/JYS0uZ5LZLvI2M8UJkjYrIoOwlijKQwUEgggiusi4w465k4m24AwFlf5DJ3OXvuKr8K0Lm8vFiZzJFGsSmMJEsx6YZwzO20AkLVBmM3xvlOEoLnLTK+Eu70W0cghhQy3FpF5KkqA56cd5ouvkhZAo7LoMrNZ8vO/s+NLUkt1LJ534Vl668KNua5TcwsNc38R4Ty17bY43XXvrPHzyWulqxS5cS7ACkThld/egg99NDUu95Hc27F8fbS8vc697krU3kVhFYSveLEJpYdzwBeoo3wP3K6aFT/AGhr4OdPNCM5CZOJpIzmLS7sLx0tIFM9vcSXMk8RIT3rPe3DEDzMyEaGOPZf3XFnPjiazly8s/Xt58Lc5x2hs7KMHHDLSyTTbEQaAXxlJAG4d9B0wKz8V9nNetEi0o/HrXr+Ks4+25Z8dy3eNtrzhfJYyPLQz3Vpc5G1ktoJLeGLrTTLI4AZI4vLYrrouh+EarLlnx7mejJw1wfnM7a3e/wl1jsVcyxXIQ7XMZ6YLBW8k9ux7V2vNXmFxRYcR4mC54eveHuI8TjViyIu7+O+jmF1j4ImCQdMRxRPAATG3Uf6qyu52qq0FxzH5twYWy5ZPnb32rS2jt7TDxRRtEUnm8Wm2NF0LtJLuDe/0bZqF8mnxNbyWRE4qSjJ893OpWf9k/NEm3C8uOJ38WkclvsxNw3VWRN6FdE8rcoJGnwA+g1Eu+A+L7W/ucamAvbq4ssZBmLpbWB5vDWctvHOJZdoOxRHKhYtoFOoPmrouGeZPN3K8a4d+F81IeJJbnwmNeC3t4pOtPFHbaBtoClo4403EjQAnUakm3zHGnPbhq2yPG2YzkFhLxtbti74MbBL27tooZrFke1H1eOEKk0ZbpqheNWJLojDUk7+HnlI03Fc88Tl4eUHM+S4yFvccBZ6ybFWMmRvTeY6aBbeBI5H3OXUbdwhkC66bmUqNTWu95T8yrK9exPAuduHSW5hWS2x800UrW7lJ+m6qVcRurKxUkAg9663iXjTnby6yFiM5n8Mbi5imv7YW8mKyiBLozPI56PVVBJ4uY6NpuVxoNqrpzHu65jT8FX+J9s2fAXTW9rff6PCWlaJppIepJt6jFTPNoxPmbbroFARTb506/LP0uszNurfj2PT60uHnkRLflfzHvcVBnMfwLnL3H3Klo7q1sZJ4iAgc6sgIBCsGIOh0OtRsfwBx5lsfHlsVwTnryxlhluUubfGzSRPFEwWSQOqkFUYhWbXQEgHQ1NsOZXHsMWNxlhmHKWIaC0hW1ibcjiNWiYbD1UYRRgo+4Nt7g6nW1vOJ+Z3LHK4uzlyuMt7/FWtuLTw7Y++e0WK7NzGrtH1OnMk6klZCJVHkkBTtKNUt7Xj39niWf8A49SpPKjmisIuG5ccTrGfD6E4m4G7rsVgI8juJGBCke+PYamsoeUfNWeITxcteKTETOok9qLgIWh6nVUMU0JTpS7h5wY2HnBqVjebvM3BML/G8QS2rS5I5RJ1s4dfGCLpGRGKdj022kDto3m71IyHMvmy+JhyuWz81zZ5ZbizSe6ignecKlykqsWUuSFydyNzd/q3Y+Qu1Ty8L+/6JLJZa519v2UVvy65g3VnbZG14E4hmtL2F7i2njxc7RzxLpukRgujKNRqR2GtZ3XLTmJYyywZHgbPWTw2813ILvHywbIYlVpHJdRoqiSPU/7RB52XW3XmrxtNaQcP8MubKCSysLGWC2topJbl7b605fp7y25iR3JGu3XTtWq55zcyrjHyYmTiIJaSRzQtDFZW8Q2StM0qDZGNFdp5GYDszCNjqYoysjvOKctaV99aeeXr2PTpTr/rfoYZXkzzUwy2nj+AM+kt3apedAY6YywRvcS28fWTbuiLyQSBQwBYAEa61V5Tl/x5g7cXeb4Kz2PgO76rd42aFO0gjPlMoHZ2VD6GYDzmunPsiOcokkkg43ntetcLcyra2tvbpI4ubi58pY4wrKZry4coRtO8AghEC8tf8S8Qtj7bh/NBpfarybLxSETWKlt7Rp5tFZju2sCASSNCzE2P/ohY5DlfxJjo8qXnx00uEnuba+hguQ7xywOyyKp02yaKjyeQWARSx01XXQeV3MwWVtkzy64nFne9Hw1x7UXHTn6unS2Ns0bfuXbp77cNNdan5vmVxXkLm4v77F2FrBk4sjJYwxWRhhtlvZpPESQEEGQnWSHfI0h2KE1+ppsww/OPmRgF0w/ErWp6LwKyWsG9FZbdSVYpqrDwdsVcEMpiDKQSSbKq+HXt9CQtr4uzTxv7UUzcEcaJfjFPwjmlvTdJYi2OPlEviXaRUh2bdeozRSgLpqTG4A8k6WFtyo5oXkkkVry54nkeKaS2cLiZ/JmjiMrxnyeziNS5Xz6DXSugzXMfj7mfLhbGE3N3ksU2XzUk87QFpbmZpLu8lTSONUiCoziE79rGUqfqgRaWPm5zBisRjkzkfQGMGG0NjbljYiNkEBYx7im1m7a+clvP3rNvc/8AXVw8/wBZdb1NOry7ftX36uGSzS1Lyq5iz4nBZzH8G5fIWPEkcj42ayspbhZmSSdGjBRSOoPCzts99sQtpp3qDieAuOc9GJcHwZncijXLWQa0x00wNwqb2h1VT5YUFivnAGumlXOD5y8zeF7DH4/AcSvj4sbAbezeG0gWWKM+M7LLs3+fIXhB3agyAjvHGVrIOYnGMCMhy4n3+LDtc28U7OLnQzhmkViwYjdoSQG1YaEkmfFz1c8PUj1y55X9GcfLDmNJAtyOBc8scihomfHyp1tZ4rfSLcB1G608SbU1O5wNKxueXHHNjhMhxFk+FsnYWGMuUsriW7tZIQtwx06Q3AauPhXzgEaiumk9kNzRjylxl8Vno7C5vprK7vZIrC13XN3ayrPHNIel5REy7wDqADs7p5NVGU5p8zeIrJ3zHEN5kUhaASXc8KSzLsleWJWnKmTQSPIwBbTufgGlJbyWTXD9rzyNS3VKloVWV4B47wMNxcZzgrPY6K06YuJLvGzQrF1Pre8soC7vg18/wVbX3Jfmvj4reS55fZ4SXEUs3h1sJTcRJEwVzJCF3xgbkOrADSRDr5Qr2+4o5kcXWC8U3ORTw3CM6SRXMS21n4We5uHlURhAheRpTLIFUMwCSNoFRiNl3zJ5m43E43HzZRLTHS2109pbRWVtHE8E05WYNGiAFTLATtcdmjBAHY1tK02s6+v9V59lvGJ8O7T1fHqrh1u78F5MdyP5tZLIyYpOAM3b3SQXk6xXVnJC0wtUZpkiDAGVxsK7U1O4gfDVRHy45hTSXUMXAnELPYhzdKMZNrAEaZX3+T5OjW9wp1+GGQedG0sP+1rmGt3Pk/bpBLeWV5jZT4C32PbXLzvPHt6e3ymu5zqBqOp2IAXTy75ucfXthLjJ8vbC0lJLQx4y1jUam7OihYxtAOQu9oGgXqDTTYm3XwXxr9/ivEkd53vdfpX59Dyx5P8ANLITXFvBy94iElrGkkivjJ1I3nSJdCvvpD2RfOx7DWteJ5Z8R5bGRZVHs7aK5sZ8nbrcSlWmtITOJJl0BG0G1uF7kEtHtALMga1zPOjmjmcmmU43yr54XLSXBhy1uGjmhmK9WNCArxRSdMKRCyDQaKRpVLBzG4ntbbE21tNbRjDYq7wlu/h0ZzZXL3LTREsDpu8bcjcujAP2OqqRz/6rr+3AVLefVl5539jC65ccc2rZMe5fITrhri8tr97aEzrbPaFBcFymu1E6sernRfKHesrflhzKuxYNacvOJphlYGurAx4m4bxcKhCZItE+qKBLGSy6jSRPjDWVluZXHl7PmTLetZ2+durzIXtpFAFhc3pieTUMCSjdKEqGJA2Ky6HvUzBcbczrO0v+MsTlbVYcfHjMdcSTRWbErD0TaIsMo1k2e18BJRW06QLnyzutPJLtv7fvq1zNpw3W5OtPss8/Lty42UF1wFxxZTG3u+Ds3FKLdLso1hKCIHheZZD5PvTFFLJr5tsbnzKdJMXLDmXPLHBDy84mkkl8R00XEXBZ+g6xz6AJ36buiv8AFZgDoSKlYbm7zD4fzE2fw3ERtb64t7S0llW1gO+K26fRUqUKnQQorHTV1Lq5ZXcNYXfPfm7k1tBecWzXC4yQ3FvutIGELNPazM3vP7U1lau2vvnVidTJJvjvhzyzC3sr55RUxcp+ac86WsPLTiuSaUyhI1w1yWYxMFk0ATU7GZQ3oLAHTWsJOV3MuIRs/L7iTbKtq0bDFzkMLnb4fQhdD1C6hB/aLADU9qucjzO5t2HCmHwGQzrx4K7tjd4y28PbmPpLd+U6gLqutzZ6troWZCTqGJbVLz05sy41sMeNLtMfK4eaziiijguCIIbfSaNVCyjpW0KEOGBCnUasxLOu3nnQ0tc+eczleIOHsvwtlZMJnrKSzv4Y4nmt5VKyRdSNZArqe6sFcaqe4OoPcVXVMyuWv83eePyUqSTdKKAFIkjURxRrHGoVAFACIo7D4Kh1qVXloZhvbq3tTlM99s5fkX9wpTPfbOX5F/cKVAyvpSlCClKUApSlAKUpQClKUApSlAKUpQCu0sPsG2/Ep/CK4uu0sPsG2/Ep/CKFR9M4F5zcU8v+HLfDY/BY26sI8jcXsct14pGaVxaGSMPDNHoAbS1bydHGhXdskZW38P8APzirh7DLhYcHgruIyzvK11FO3VjmlEssRRZRGoLKNHRFlUDRXWqzhXmZFwxw/YYNOF7K5e2ys19c3Mmwvd28hsybVtUJCf6Gw11OoncaaEhuiy/PDDXeEucTiOCbuxlmtwiTy5dZlFw0bxyXBiFusatoydNYREsezsCzFgjCOS4O77PyXElKK3oq2vDj+r8a6yr4Z55cQ8Jz5i7xfDnD5uczkI8hLcSwzmaIpcw3CxJIJQ2zfAnvizDViGDMWqRg+fmawFzZXVpwdw9KccqrbLcS5CRYwl8t7HoDdedJl1BPdgTv3661Y5HnvgXmyk2D5Y2ONOUWVmJuY5GhmkjyerRkQLtRZslFJGnnXwNuNzMA67Ml7IHF3Tz3eO5cWOPuZ5mcJE9t4aBTfxXP1JPDCRWaONoZNZSjiQnYo8iucZSatqm7vPnU6N3Km8slz3eZCwvsjuMMLjb3Hpw/w9dSZCIWs17PFc+KNr07aPwwkSZSI9tqoAHlL1JdpXd2jcTcxOMchd4Xi7K8Dx4/I4WXH39jeLb3CWpjBdkZoZGaMiZ1VtU2oekQqgE17xVzY4Y4t4Vs8JkOCsmb+1gtYRdnOL0kNvjhaKY4ltwwVnjglZZJJNNkix9Pqu1WWM9kKYcLYcP5rg6HIWmOgtba3lF0q3EEUdnJbuI3eJ0UlpBNHuRhFIrMAS7GtTjFz3mrtNX46erZzjcI7scs1/foiMOdvHs2BmxeI4Vs7O0x9nK0k1r492trSaO7ttzNJO4C7srNtkbVt8ka7iuiG1X2VPF/Qe8lwOJly5yFzdxzubnoxpPLdSyL0xMA53XsqLv3bUCbdGG84WPsjY8Zhsli7Hg542vr43KFb6KOARPPjZZUkt47dY3ZvaxV1UIgE8o6ZGgrmuKObFhneE04bx3CUeOmaC0gmuRJbsAIYwjCLZbpIqSbVZleSTy97Aje2r5pVJaZ+LVP6tdXUamlF3HPh4J5c6loecXMFI+HcXd8FY+ZEtbYWFtNa3YS/RFS3SURCUK7NHB0t8aj4SukiI6VfDHOjinh7I5W+xGCxUs2TuZL4qyXDC3PSkRwoWUdRBG7j6t1NndlKsSxubTn1Y9SGTJ8EtLJjWEeKntL+O3nt7OJY1tbKR+gwlgTY5fQI8jODvTQhpM/shsZdZOe8ueWGKlt5JruWK1aRCkIla8KKv1L/wAtbuNB281unm7BbOTlFNq3b6vPxt8sm/iSbg38NZeLdr6MpOAOdvHPBeUveIsRibLK3aZD28nnvFuZRA5DRMzbJVGxjMoJfU67ACNSDcWvOfm/w7avLk+F+vb2FnZWskmQtrxRAksFo1q5kEqmNpEsIZUYEb9HYaqdBW53nNisvwPkeF7fgZLXIZZmNzkPHB1UG664WKLpAxroI0ZRIUPTQqqaaVaQ+yHtZsHjeHMxwBBNaWYj8TPaZBre8u5IoJIoZHlKON0QdemCjKoTaVZWIrM473+R5yTy7nTvq1u0IRjGLisrq/DlUQOK+cWa4w4GuMddYe8KSIlrf3trJJb2wla4E9tDIoLCVEWG8aNZGBLTyMB9SWvW9klxtGlvBjMLw9jYLW1W0S3tLWVYSoTIICY2lKn7aXB26bAVjAUKCrWX/eOsVucsE5WYI47I3dneRY59hgt3tpbqVVCiMAq7XKxy9gXgV4tVEgZIF1zn4YvLbIWl5wbnLqGaO7Szjlz8Eaxma0toEaYQWcXUKSW3VJj6RkLbZC2rmSqKk/i4fdf2ZcpdWr+mn25R7Nxpxdx1nsDxCOV17dyx297Z7cX4yQXuOfes8cbTGdgym5n1k1cL1IxtXYA0PK+yB4szeOxaZPFYX2ywl3Y3FheWmNt7WMLb3F3cbJYIo1jfdJdjTQKqrFptJkdjI4Y542GHx9jhMzwfJkcTireGCyso72COMgruu0uBLbSieGefZMUIBRo49jqVDCo4d5qWuGtsLjLzhSG7sMbYz2lxGkqRyzSyveHxUcjRP0p0S7VUch9pt4mIO0KJK5xqS55y/WZ1w8pOnXHx7u3+zreHOf3NLN5iyxnCPAuPyWQjkiays7S3v72XRDbkpsM7tMG8JDqZN7LoShQ9xSZrnnxkMjiEvuFcPYZPhXOW2TtmeK78Tby2pIS1JlmZ0hVvPGNpBXUEHXWDfc3kueYfDnHNlwpaWEHDuQN/Hjrd1SOZvHy3XlMqABtsiRFtp7RL2AAVbPCc7MFi4mF3y3tbuUQYa1Q+MURCOyFoXJiaJl3yPayMGXbobyfqCbVdtpRaSWnpyvwc1FTTbyv1z7PM2yc+eYuHsIMbmOG7HSTHW1lvu47yJ7iyFrAqg7ZlDdSJIn6wAk0fyHVGC1H5ac2OYGLfGYHhDgu0zt5jrcwwRxQXr3D26XnjtpW2mQjbOofqKA+0bGYpqtSMvz1x2TuWEPBKxwSCyt3lvLqO8upLS3x62fTkkMKCQtsSVjooLLpoPPUrjfnPwFm+Lcle4LgnJW/DfEGCGGyuMW7itp0KZAXavazCORYwXht2KyRyBQ0sS6KsTrZxUkoPNf1l9fLuLbh8vOX2y+3ErE9kJx1Z2r4m+xOIuOhb+DjW7hnJtmW0trRXVOqFWRFs42UlTtcuQACAI2f565jigxxZ3hDh+6s4usFszJfrFtkkklcEi5Dny5FbXduHSQa6Fw8wc7cVBjLDH2XAkKm3gtILgzS2zrKkMPSZE22qyKkgCuyu8nl72Ghdtc7jnfh77JzXuQ4JuLiKXHzQ9N8ohZ7yaYySTSsbciWLRumsTDcqKgEmoJbpGTji78XT6+eoRlKEHXDKutfvtNHGnO/j3LY7McG8T8O4+xuZpDBeaw3UF1BIjKrRlWl0GgijQo6kDp6gBy7Nuj9kNxjLY+0GH4U4fslnsPauFMdBdROrNDcwdVAk/eQpezAKQU1KnZqKxbntFJxDls9PwJjLoZfiG9z89tdss0cnXkhkSB9U1dIzE2nm16rdh8Me+5xYmfPcK39pwLCMdwzmYspJa3dzHNLlEjS1UR3cqwoJW0tn8spp9XfydSxbzxW9BxnGuzgwv8TXR8CVf+yT4yyBuVk4d4ZhgmyC5SK3trOWCG2uFigiQxokoGxRbhum26Nmdy6v5O2rTnhxHFnMrnYcJh0kykcKdHW6aO2aJGSNk3TF3AEjaxytJExI3Idq6YvzOwPtfYA8HXN9krTMWGUkmyeV8RbSrBCFmg8OsSbkldQdZHkKIqxrpq7vbDnVw9ZY6azxPAdwZ3gu7aK7yWUiupYxNDcolwStshNyj3WolBUdOCFAilBJXaVKTUc1ln3aeVIkoxgt2OaV+vL8iqh53cRJm+NuIrrAYG8yPHJvDd3FxBKz2QuY7iORbVhKCi7blgFcuPqceoO3vL4d9kLxzw1ZwWdjaYqUWaWK2jzRzFrfwqFUKgSBSGDHerBlJJ0UanXon9kbgbgvJectQ7daaWKIX1s1vEjXt7cJAsUtm4SHS+KMqFSTbwOjRlAKpMbzjw11luEZ+KeGZ5bTh/iKHL3a280bx3kHUBljeBowrydNIkRi4AVWBDBhsxFJ65ZfbTzVF+ZXLr5f3NDeyB4sjwq4LHYbEWEEcE9rE8El4ZI4ZYb2IqDJcMGI9sblg7AyAlV3FBsqXf8AsjOZ2ZF1IsVrGLuW7WVrZbgavdtfNt16p7r4+fpg+YRp59rbt1tz2wNtlopRy4jfGxuGZGvYfHSbIbCON2ufDbWk1sHLuYiHW9ulCoZC9arHnjg4TElzy0soU6dqZ5cbcpbXPXiSdZJopXhk6bSmWLcCGAWIgaFgykuzTPxaz8hfHw8CTlvZK8yY+LHzV3gcPjctbXGl3ClvcwBpI721udksXW0Uh7GGNtApZQ28s/liuHshuJPad8Q3CfDLl7K4sxdPFdNNEZrZLeSSLWfbESkaaIirECo0j0GlTOJOftpn83HnYeCYcdM7s1zHA9m0Y1ubWUtBvtCyO6WpWQytMrvPM2xVkkjePgecfB+Dz+dzS8rUuY8pd289ra3OXadIYoyCY5utE/WJIDBgI9rFuxXRF1JuEVu51ourNv8AfiYw73rap9fbS/LXh3E6D2U3HVrn4eJLbh7h6O8tpHkgGl40SM893NISjXBWTcb6dQZAxjUjpdNtWPM8Mc6eK+Gc8/EYtrPJXr2lvab72S5OgguI54n1jmQsVeJBtYshUAFT2pd80re8HC91Pw6s17gb5L276xtntbzZLvCiLw4dNw7SBpJEbt5CgBR0uN548Jm0sbXiDl9c3bw2UNrO8V9bRxvMkccfiNEtVuH1EZlaF7lo3ld2bszKbJKC+F3f5v1efmajOe84tZdfXk136ZeJSZ3nZnZ+KjxLw/FDb3MONtbC0vJrdTcwSxTR3M14mhKpPNdLNKx8rb13UHzGr6y9kfzGvb7D2XC/C2KtprCW3FpaY9b6Uy9J8eY4tr3DsV0xVqm1dNRv11Yhhvg9kDwhY8Q2+Vt+U9vdWuOv4bq2hvLuFjfRC4jlkTIaW2lwQIykJUR9FW0ImGutbiueeHxpx+Qm5fi7y9jc2M4uXyIWFvD2awO3RWEbpZZEWVpZGcgrooUs7PF8D3Y88PoIqOLliaa/f6pEeXnrx+cFYw5DA424xQms4d9xb3BivXx9n4dY5G6gDsEnSRwCGDmJxt7AybnnhzKscxb8e3vCmNggzVjeWEPXsJxZX9pJl5L+5jXc/wBUQzSSQPox0jJU6P5dSJ+fuDlsTiI+XzJZxJdG3me9tp7syTLZjdO8to0Uw1tCGHSUvG6pqNhL1/DPO60w2GxGLzPBq5o4THe19qLi8UwODPeyEyxvExZQt95Cqy7ZIIpCW2hBHCMm5PX+q+i8iRuPwpUtfF3fPabx7JnjjwWThbCcPG/y9m9ldZUW8y3rI1gtkW3rKBu6a7wSp0dm08k7a04z2R/GuLhxyx4fByzYmGwt7K4ZLhHhjtDJ0wAkyod3Vk36qdd7HsWJMfgrnBhOGcnk81muAYs5d3+Wt8iqS3ipbiOOdZeg8LQurLou1SuzaGOoYaKIt9zSx19wxHZT8JY6fNLf2cr3s8AbqWsNtBHJDIQR1BLLbRSHsrL9V8pus2leJJfCrp36dffb+jIsKLzaWVetXXdS+xhmuaXEM8uHyFxwfhrFrawvYbGVra4kM0FwrQby9xK5l6YV0jJJClSO5Xtr4g5sXHFmAvsNxBwzYTT3Upv472O5uTLHkHkVprnSWSRV6q9USRxCJHd43YHoxqOyk9kLwt4i2uF5YTXDWRtVtxf5iO5Voor03TJKvhQj92dEKqm1XYN1O2kBee2AuMVHYZLlpayXUVlNarfRXipIxkx9naOZFMRWRDJazXRU6N1rgkOv1Qypyajvav8ARtJt7vApsLz14owyWNucJg761sFhC2t3DM0UrRWnhY3cLKurKnlBgQQ/caDtVzJ7J/jxnu54cPgre4vp7a4lmhW6Uh4Lu1uYiidfpxkNZQqSiqWXcWLOQ4vOK/ZAcu7/ACYuOG+XmRsrVmimaMXFipWVbh3cfV7S4BjK7HjUbeg7yKOpGsajleGOcHDHDedvsuOWkN3A+cbK2djPkOrF0GljY2t2Zone6CLEBE+6Mo7yOwkD7Ah/jalHJ/Rc/U5YkI4kZRkrTz73k+zj9Cx4k54ZXO8rsDhp8Tcw32NvbNoMmIdI3nsYhGukpY9TSJoWaIjyZJHk3bXWNanHc+s5hJergOEOG8Yy5aDNJ4ZbwFLmOeKYnVrgko7QQgoxKqE1QIxZjr4G5wWvC9klnneEo890765yQkkuVQvLKbRtjhonDQk2m2RAAZEkZQydybm0528D2dnFEOVt1c3KW8ELTXOdRl6ivrJcLGlsqiQJ5MKndBCQsnSeTczZtwacVmnf1p+vqztuxapvnK/p45FIee/F728FvcWOMuFiisraXrC4dbq3tlswsMyGXY6MbGJnBXVi8ncDaF25LnpxRmM5a8QT8N4VY8faz2YtbdbuKHozWcVmVLpOJR9ThTQiQEktqWUlaxyPNDhLIX2EvJOBb+Q43JXl7dNLmY0e4ilbdFHGILaKKJ4zq/UMTl3PlDYBELGbndw/d8XY/OXXLtY8VZCZZMdaX0UEk6yS3bvrMLc7GZbpEaRUEm2FSjRsEaPonbtusufsWVT+GTyVpd1ffQrchz05g3HHo4/yiWrZUQbY4ZIpFgjR3E26OMONgZjv0XRfKJA71tPNji26msuMLTgbFpaYKC6xMs8UV88Ukd5A0PRnuGnaXURb1j0kVgAdCQKt8Bz14Yt83i5M9y3tZMJY4ZMdPY2siq9xcJbxR+IEm0NHI5hI6gJePrO6lmHlUl/zfWD3VY/BYqTwGcyt3f2Ru3TfarNJGR9TVdgcRRmPcm3QOdumgrKil8K0/VJ+CSM70pLPm2r+r8V2okTeyL46a2xNpaWmOsosSbfaIHuj4gQrZqiy75m1Urj7YFV2g7SdNx1rbP7JDjaWymtYsThraSeC8t3uYTdiUrc2jW0p7zlSdHaQEr5L6aeQAgzz3PmC+mPuf4Hs8VEfEbnaSGa4lMpkcGWRYEDdN5SI9FXZHHCncxhzFwnOHAYPCZu0t+Xdu2Syl3eXNvdm7Qw2YmA6ZSBoW0kiOu11ZAVOhXXQ1X8vmq56/PMm4ko198s9PVml+eGZyHEFpxHnsJY3l1Z2eUtRtuLyLxHjZriZjKyThxte5kA6bISoAYt3JsG9k3zHbJZPMbMcl7kV0SaMXEZs36M8RkhCyhd225lOjh1VjuUKdSay85p4a7g4Skl4NsnusJkY7vKlI0j9tIonDxJI+jauWku9z7e6yxqVbpKTeQ87OBrZIYLPlhewRwPDHDIuat+tDbx2S2/k/wChdJp3ZEkeeWOQ++VFj3k1lwiksNaaeGS8mkvutS7851vKqWXi2+HG2+si4vn3x3c3+Vx+I4Xw88vEccWOt7G2trki2RbW4soIbeNJdX2wXckarJ1NdEJDMNTIu/ZCcxLrJe6OfhjF+EsL95Lq0MV4bFridZfqcymc6hj12EZIBPU7EbhVNwhzeteD8VeQWnC3WyV1PctHdeJjijto5umS0caQgrOOlsEiuEEUkqCMby1e43nI+O4CsuCfaOacwNtuJZb0NBPADeMqCExnY26+cs287hFGNo0JPSVSnbfj6fQS+KKctVw7kq/HgasDze444b4euuBsZjLRYHikhnQwzdYIsGSidWAcdgmUuSQR2McRPZWDT8Lzp5h2eBeS2wNtd47FRY2zF507tRY9FHSJRLFKuwyjqagnQncUCnca1cQ82uGcvlFy9ny7S1ldOIEmilyCy26jIwyRwLDCsKJELYyGRTozu3ncAIEth7IW2uQtpkeCF8DJc3NzPHZXqW8u6Sa4dDExgZI3jWeOEMY2+pRbQFBXZxUU5b7Wb18r+tLxK5O3Hh+Mvob8j7J/MyriJMZwRw7aSWdnPbXkKpdC1lErXylEhWcJGvTvm8oAS7t3l7GKHmeJOdHE/G1jf4nJYPGyzZgQxzTQteGV2jfWEhTOULAEp7w79xZ98nl1ZjnyhbLMeAcPAuQhWK3htFSGKwYY68ttYVEZIAnu47od9Q9tENSVV1uh7IvheO6uprXlOlpb315cXdxaW2VVYSHvobpIUBtzth1gVXjJKsGfaIgQqyVx+VXzdefgZa3m7OS4s558YcXYiTC3Vrj7KGXIW+UkNqZ9xuYWuWDDqSuEVmu5GMagICqbFTyt15w3zj5ox4y/v8HwXb5DA43RrpPC3txa2CNJeyKDL1i8IL38x3Fwx2Jqx8vfXZDnRYT2GIscdwJY2Ys2iN+xeKTxaKkKPbp9RBit26Ct0yXIaWYlmEhAoeGuYi8J3U64fCqcdc34mltriVZJHsyjxyWvWCBk3xSOjSR7G0Y6aa13pRjup5PX/wDzp49XVxKkpKnwzXVbdP0zffWpKh5z8Y23CdxwfatbQWl3fzZCaaMzLO7yxXETozdTRkK3MnYgkkLqT3B6Gb2TfHNyJhc4TAMJr037KkdzCgkfom4AWOdV2TSQCWRCCvUeQqFDaCRLz34XL3T2vL/J27XKyW5kiz0cUi274xrJ9elaIrzO5Sd5XVu6FUWMOxOGH52cH4HGY/GQcv5rxkx1tbXd3Lc2olimiCkvZrJaypCHYETdQTdZNBpH3rk/ilbXX9lXjr4C3ubvBNV43fl9zGfn5zMvMJfXuP4asLHGM01pdXNjb3aW8RuIL2KOLXqmOMpHeTdNQB9aQndtbd7lPZR8wcnxDLxP7VYKzvrifxE5tIriKOU+NtrsAoJto0azhj1ABZN28s531GsOesCObXKcJGbGGSOVLa0vUt2t2jht0DQkwvHGzG3O8mNt6TzKdC5eoN9zpmuMpPf2PCuPx0M+PtrIWlsFWKJoceLXqR+Rqmsu+42j/wAxtSSwD1YRSa4PNeH7yKoxlJqTy173ll5t9mXaQcfzk4nxd5fZDH2ePhuMjhlws8gM5bpize06qkykrIY5GPbydwBCgagsPzm4uw3E1xxVBHZTXVzn14kkjnErRG7EjP5g4O0ljrqd2mnlV1svsgeG4Z7KbEcp7G0WG6FxcRSXiTI6+JtJnhj1gBjidbV1KEsB4qbTRCI65zL80cDkeErrh224RurW5ubW2iN1463kUSIEDrsNruEAEamKNHV43eZmll6mgu83iKb1XHseow5OMZPTe17SZH7IDjjH4ifDnEYmO/mtktXyzRXC5EIsMUSfVer5wIUYErqGJI0B0rZa+yM4ritWtr3hnhvJF8dHinkvIrlzJbLex3mjKJwhczxhjIV36MQGGi7Y91zd4elbh67tuX0cd5hb17qUyXqtbzxkELEsCwqq6Eli8nVcnsCqBUELijmhiuI+GWxCcGQ2mQkgtLeS6S4Qwv0o4g9z0REG8XI8R3TdTb05GTYWJkJveiov+tefEy9e77tP7FPzC5iZnmTlbfLZqysLWS1imhjSzR1TbJdT3J13ux7PcOB396F11OpPLUpUSSVIopSlUHKZ77Zy/Iv7hSme+2cvyL+4UoZZX0pShBSlKAUpSgFKUoBSlKAUpSgFKUoBXaWH2DbfiU/hFKUKj7Ry84v5YYDlRkbHiKyw15nZr28U21xg1ubua3ljs0heG5dNIDEy3TgCQbvKUrqySJsn5wcsrfhw4rD8pcWL6OZ57e+urG2llRzBNF5W5CskerW7iNlIV4pDqwkCopUpWmWsmnxN2W528upeJsXkcNydwMGJt4Yo7+zkxloWvGhlmeBtxjYRtta3WUptExiYsoVzGNsfPHlvGbctyU4QuZLexurcTXGEGslxNNG7zyxwzxpICiyKkahOh1PqbEKAVKqVJRXDnnsyNSe/Lefdz9+sqOBOcvD3AnDUNljuCbFsyllf2kl9JZWs7ySXFrfwGUySxs+3S6s1MOuzS0Y9zM+meH5xcIpBgRxLwBYZGThqxjtLRPa+06c5WGVD1gY/LHUkWXVw5Zl7+mlKyoKLtdvrX4LvPnsv8mpeaXAVnw9n4bXl/j7rP5eKGO3vrnFWaw2bLcSNLJHCEKIZIpAm1FURlVKnsumOU5s8FXfMC+4rt+VPDkWJu4re2GIt8ekEKwLOjSABmlCSvArRGaPY2rbwFfUlStze+25cTEEsP5e3158OBnxFzR4D4lW8gn4Cw2Kjurue4T2mwNva9IPZGFT5ckjkLKEkWNJI49TK2hLJ07/ivn7wNxHe3ctry0xNhaSLNBBFJhbG6nhtzbW0MKRTugMZi6Eu3csiqJzogZVYKVOKfV+vxzbJuq75yv8APOR8PvjYm+uDjEnWzMr+HWdg0oi1O0OVABbTTUgAa/BWilKGhSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKAUpSgFKUoBSlKA5TPfbOX5F/cKUpQyz/9k=" width="403px" alt="What is Algorithmic Trading"/></p>
<p>With these technological developments, merchants can now leverage algorithmic trading, commonly known as algo trading, to probably create a profitable buying and selling portfolio. Learn all about algorithmic trading, the method it works, and its various functions in the trading world in this weblog. With user-friendly platforms and low obstacles to entry, extra people and institutions can participate in trading. This increased market participation enhances overall market liquidity, making it simpler for merchants to enter and exit positions with out considerably impacting market costs.</p>
<h2>Volume-weighted Common Worth (vwap)</h2>
<ul>
<li>Almondz Securities has partnered with TradingView for its charting resolution.</li>
<li>Algorithmic buying and selling depends closely on quantitative analysis or quantitative modeling.</li>
<li>One pattern that&#8217;s likely to continue is the rising use of machine learning and synthetic intelligence in algorithmic buying and selling.</li>
</ul>
<p>The merchants make shopping for and selling choices primarily based on their own evaluation, economic indicators, and other market elements. This methodology fully relies on human judgement, instinct, and emotional intelligence whereas making a trading choice. Algorithmic trading offers an exciting and rewarding profession path for people with a passion for finance, mathematics, and technology. To make a successful career in algorithmic buying and selling, concentrate on creating a powerful instructional background, acquiring essential skills, and constructing a track record of successful trading methods. Navigating the trade requires networking, staying up to date on regulatory adjustments, and adapting to rising applied sciences. As you embark on this journey, remember that algorithmic trading is a dynamic field that calls for steady studying and adaptation to thrive in ever-changing financial markets.</p>
<p>But it also comes with dangers like technical glitches and potential regulatory modifications. You could use Fyers’ API to begin algo trading or use it to combine third-party platforms for algo buying and selling. Arbitrage trading exploits price discrepancies for a similar asset throughout totally different markets or exchanges. Traders concurrently purchase and promote the asset in several markets to revenue from the worth difference.</p>
<p>After reading the weblog, you must have understood the importance of algo trading. By integrating expertise, buying and selling may be revolutionised and it is exactly what algo trading is reaching. Unlike the beginning years when high-end technologies have been available only to rich merchants who may afford them, algo buying and selling is reaching the plenty. It has the potential to have an result on and alter the lives of millions of merchants across the globe. Algo Trading has inbuilt techniques to guarantee that your portfolio becomes balanced and you face minimal threat. Algorithms can be used to arrange and execute complicated hedging methods to safeguard your investments.</p>
<p>Begin with a small amount and progressively improve it as you gain experience and obtain consistent results. The robot takes care of executing the orders on on-line share trading when the merchants relaxation. Among the numerous benefits of algorithmic trading are its velocity, effectiveness, and impersonal decision-making.</p>
<p>For occasion, if a inventory is priced lower on one trade compared to another, an algorithm can rapidly buy the inventory on the cheaper trade and sell it on the more expensive one. Implement effective risk management methods to guard your capital. This includes setting stop-loss orders, defining position sizes, and diversifying your portfolio. A well-thought-out danger administration plan is crucial for long-term success in algorithmic buying and selling.</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-select-best-mobile-trading-app-for-investment-img-2-768x512.webp" width="401px" alt="What is Algorithmic Trading"/></p>
<p>Using 50- and 200-day moving averages is a well-liked trend-following technique. Another trend that&#8217;s likely to continue is the rising importance of information in algorithmic trading. As more information becomes out there, merchants will be capable of analyze market developments and patterns extra successfully and develop extra sophisticated algorithms for commerce execution. This could lead to further advances in algorithmic buying and selling and the event of recent trading strategies and strategies.</p>
<p>This system allowed merchants to enter an inventory of orders that would be automatically executed when certain market conditions have been met. These orders could include a variety of various sorts of trades, corresponding to market orders, limit orders, and stop-loss orders. In conclusion, algorithmic trading, or algo trading, is a dynamic and technology-driven approach that has revolutionized the monetary markets. We’ve explored its essential options, various methods, and real-world examples. While it provides quite a few advantages, including speed, accuracy, and efficiency, it’s not without its challenges, corresponding to technical glitches and the need for exact information.</p>
<p>These packages comply with particular rules and instructions to make trades mechanically, much faster than an individual can. By using algorithms, traders can benefit from market opportunities more effectively and scale back errors brought on by feelings. Algorithmic buying and selling is the process of executing trades based on preset guidelines utilizing laptop programmes and these rules are current in new on-line trading platforms. These guidelines, typically referred to as trading strategies, consider market data and make prompt, exact decisions.</p>
<p>As a result, merchants can keep a consistent method without the interference of emotional stress. This strategy is based on the idea that asset costs are inclined to revert to their average levels over time. Traders establish stocks which have deviated considerably from their historic averages, buying when the value is low (expecting it to rise) or selling when it&#8217;s high (expecting it to fall).</p>
<p>Where few merchants have the means to accumulate refined technology that executes orders, the others are still trading manually. This causes fragmentation available in the market resulting in liquidity within the quick run. Like any technology-driven system, algo trading is susceptible to technical glitches. A defect in the software program or perhaps a system crash can outcome in giant losses. In actuality, algo trading got here into the image within the late 20th century, right when computer systems made their means into the inventory market. The New York Stock Exchange launched a system in 1976, known as the Designated Order Turnaround, or DOT, which actually kick-started computer-driven trading.</p>
<p>However, there are disadvantages as properly, similar to the chance of over-optimization and elevated systemic danger. In this text, we&#8217;ll go into the basics, advantages, and downsides of algorithmic buying and selling. Our aim is that can assist you comprehend how this cutting-edge technique can elevate your investment tactics. Algorithmic trading supplies a extra systematic strategy to active trading than strategies based on dealer instinct or instinct. “Do you remember the day by day transferring averages that you used to look up to establish worth trends?</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p>
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		<title>New synthetic indices offerings on Deriv to spice up your trading</title>
		<link>http://magosan.com.br/site/new-synthetic-indices-offerings-on-deriv-to-spice/</link>
		<comments>http://magosan.com.br/site/new-synthetic-indices-offerings-on-deriv-to-spice/#comments</comments>
		<pubDate>Wed, 17 Jan 2024 18:43:38 +0000</pubDate>
		<dc:creator><![CDATA[Agen]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://magosan.com.br/site/?p=15234</guid>
		<description><![CDATA[Content Online trading with Deriv Simple. Flexible. Reliable. How to use take profit and stop loss on Crash/Boom indices Differences between Synthetic Indices &#038; Forex )  Crash &#038; Boom Indices On Deriv List of Synthetic Indices offered by Deriv.com How To Trade Synthetic Indices: A Comprehensive Guide For 2024 This gives traders more choice, opening up [&#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">Online trading with Deriv Simple. Flexible. Reliable.</a></li>
<li><a href="#toc-1">How to use take profit and stop loss on Crash/Boom indices</a></li>
<li><a href="#toc-2">Differences between Synthetic Indices &#038; Forex</a></li>
<li><a href="#toc-3">)  Crash &#038; Boom Indices On Deriv</a></li>
<li><a href="#toc-4">List of Synthetic Indices offered by Deriv.com</a></li>
<li><a href="#toc-5">How To Trade Synthetic Indices: A Comprehensive Guide For 2024</a></li>
</ul>
</div>
<p>This gives traders more choice, opening up possibilities in terms of strategies and timeframes. The variety of vehicles available to trade asset-based synthetic indices also offers traders both high and low <a href="https://www.xcritical.com/blog/how-to-trade-synthetic-indices/">deriv synthetic indices</a> leverage options. Synthetic Indices&nbsp;are a group of trading instruments that reflect or copy the behaviour of the real-world financial markets. A key feature of these synthetic indices is that they are not affected by fundamentals like world events or news. Backed by a cryptographically secure random number generator, these indices are available to trade 24/7 and are unaffected by regular market hours, global events, or market and liquidity risks.</p>
<h2 id="toc-0">Online trading with Deriv Simple. Flexible. Reliable.</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="deriv synthetic indices"/></p>
<p>In addition, Deriv is regulated by Malaysia’s Labuan Financial Services Authority (FSA). Now all these regulatory authorities would not let this broker get away with manipulating synthetic &amp; volatility indices to their advantage. Synthetic indices are available to trade 24/7, have constant volatility and fixed generation intervals. If you are just beginning your journey into the world of synthetic trading, one of the best places to begin is with an account on the SmartTrader platform. The Jump <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> 25 Index is characterized by volatility of 25% and an average of 3 price changes every hour.</p>
<h2 id="toc-1">How to use take profit and stop loss on Crash/Boom indices</h2>
<p>As well as SmartTrader, Deriv offers Deriv Bot (DBot), which is a platform for building and running online trading robots based on options. Below are the margin requirements and the minimum account deposit needed to trade the different boom and crash indices. After finalising your Deriv real account mt5, you will find out that there are five types of Synthetic Indices available on the Deriv mt5 trading platform. Make sure you type these correctly because if you make mistakes you will not be able to connect to your trading account. Also, remember to put in the credentials for your Deriv synthetic indices account and not for the main real Deriv account.</p>
<ul>
<li>The fact that this has not happened is testimony to the fact that the broker does not manipulate volatility indices.</li>
<li>EAs are online trading robots which will execute trades in behalf of the trader, for example based on an indicator signal.</li>
<li>In such a case, it would be against the law since it would be a serious breach of the clients’ rights.</li>
<li>In this section, we are going to look specifically at how you can open a synthetic indices account and then trade synthetic indices on MT5 in six easy steps.</li>
<li>To give you more measures of control, Deriv offers you ways to place trading limits or entirely exclude yourself from trading for a certain period of time.</li>
<li>These indices correspond to simulated markets with constant volatilities of 10%, 25%, 50%, 75%, 100%, 200%, and 300%.Deriv is the only volatility indices broker.</li>
<li>The longest trading hours can often be found via forex brokers with synthetic indices or futures brokers, with trading available up to 11 hours per day.</li>
</ul>
<h2 id="toc-2">Differences between Synthetic Indices &amp; Forex</h2>
<p>On January 15, 2015, the Swiss National Bank announced its decision to cancel its 1.20 peg against the euro, a move that sent ripples across the globe. Immediately, the currency was transformed from a haven to a highly risky asset, sending the forex market into chaos. Some traders suffered from negative balances, and many brokers got forced to shut down. The crash and boom indices are engineered to reflect rising and falling real-world monetary markets. In other words, they behave specifically like a booming or crashing financial market.</p>
<h2 id="toc-3">)&nbsp;&nbsp;Crash &amp; Boom Indices On Deriv</h2>
<p>However, the challenge with such a low deposit is that you will probably blow the account in seconds due to the volatility. We would suggest funding your trading account with at least R700 to be able to ride out any short-term reversals that may go against you. Synthetic indices move due to randomly generated numbers that come from a&nbsp; cryptographically secure computer program (algorithm) that has a high level of transparency. Stock markets, for example, move in response to the price movement of the stock.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="308px" alt="deriv synthetic indices"/></p>
<h2 id="toc-4">List of Synthetic Indices offered by Deriv.com</h2>
<p>These instruments simulate simplified bull (rising) and bear (falling) market trends. Mirroring real-world economic upturns driven by positive sentiment or downturns driven by pessimism. Simulated markets that are not affected by regular market hours or real-world market and liquidity risks.</p>
<h2 id="toc-5">How To Trade Synthetic Indices: A Comprehensive Guide For 2024</h2>
<p>In the Volatility 10 Index, the volatility is kept at 10%, which is an excellent choice for traders who prefer low price swings or fluctuations. With the Volatility 100 index, the volatility is maintained at 100%, meaning there are much stronger price swings and no significant price gaps. Leave your thoughts in the comment box below and we will definitely get back to you.If you found this post helpful you can share it with your friends so that they can benefit too.</p>
<p>Click on the&nbsp;‘Real’ tab and you will see the option to add up to three DMT5 accounts i.e Deriv synthetic indices account, a financial account for trading forex, and financial STP account. In this section, we are going to look specifically at how you can open a synthetic indices account and then how to trade synthetic indices on MT5 in six easy steps. The random number generator is also regularly audited for fairness by an independent third party to ensure fairness. This ensures that the broker is not disadvantaging traders by manipulating the volatility/synthetic indices. The jump indices are used to assess the price movements of an index in relation to an hourly volatility percentage that is assigned uniformly.</p>
<p>Specifically, the trader can see if focusing on a particular trading pattern being simulated by a Synthetic casts any light on these patterns as they appear in other markets and vice versa. At the moment, there is only one synthetic indices broker that provides these trading instruments on different trading platforms. Deriv is a pioneer and market leader in trading with over 20 years of experience and multiple awards. Before you put any of your real money on the line in these markets, we strongly advise you to take your time and get some practice&nbsp;using a demo account first.</p>
<p>For example, the best brokers with synthetic indices brokers are regulated by the FCA, SEC, ASIC or CySEC. This regulatory oversight provides traders with some level of protection against fraud, market manipulation, and other forms of misconduct. At Forexschool, our mission is to empower traders with reliable, insightful, and educational content on forex and financial markets.</p>
<p>On DBot, you have the ability to trade synthetic indexes using options. Range break indices are used to simulate a range-bound market that, after a predetermined number of attempts, successfully breaks out of its trading range. The Range 100 index and the Range 200 index are the two range break indices that are used the most frequently. In point of fact, among traders all around the world, the step index is one of the synthetic indexes that is most often used.</p>
<p>While these products are different in terms of leverage, fees and payouts, strategies are more limited than with asset-based synthetic indices. Binary options, which are unregulated in certain jurisdictions, are typically traded in the short term by investors with an all-or-nothing strategy. Understanding these different products can be confusing due to the interchangeability of the synthetic index label.</p>
<p>Similarly, the Crash 500 Index has on average 1 drop in the price series every 500 ticks, while the Crash 1000 Index has on average one drop in the price series every 1000 ticks. The Boom and Crash 300 indices have one crash or spike on average once every 300 ticks in the price series. Market volatility is measured on a scale from 1 to 300 with 300 being three times the maximum market volatility. Thus, the Volatility 300 (1s) Index represents 300% market volatility and the Volatility 10 Index has only 10% of the real-world market volatility.</p>
<p>Multi Step Indices build upon the concept of Step Indices, which move in fixed increments. Multi Step Indices, however, simulate market movements with varying step sizes. See an example below where a trader was able to make over $70 profit from a deposit of just $3 trading Volatility 75. The trader was using 0.001 which is the smallest lot size on Volatility 75. You will need to fund your Deriv MT5 account to be able to do synthetic indices trading.</p>
<p>As the underlying for these trades is a Synthetic Index, the trader can also analyse them using technical and other charting tools, using the platforms. This analysis can provide some basis for making a decision of what outcome to choose. The trader may automate a strategy they have applied via Deriv Bot and run these robots 24/7 if they wish. The payout varies depending on a range of factors, but can be greater than 200% on selected trades, for successful trades.</p>
<p>Predict the market trends of Synthetic Indices without the risk of losing your initial stake. With each tick, the price of this instrument steps up or down by 0.1, 0.2, 0.3, 0.4, or 0.5 – no wild swings or complicated trends. Take your pick from Crash Indices for sudden downturns or Boom Indices for rapid surges. Dial in the action with frequencies of 300, 500, 600, 900, or 1,000 ticks to determine how often (on average) your market will crash or boom. You can drag and drop the widgets you’d like to use, apply over 90 indicators and 13 drawing tools, and keep track of your progress and historical trades on one screen. This is the currency that you will use to trade, deposit and withdraw.</p>
<p>For example, you can open a Fall (sell) trade on the Volatility Index in 2 hours and a Rise (buy) trade on the same index in 2 minutes. You can choose not only the volatility level but also the contract length. You may open positions at a stake of as low as $0.35 and set the durations for as short as a second to several days.</p>
<p>Perhaps one platform suits the trader better than another, or perhaps the trader can explore out the full capabilities of each platform. If the trader wants to run robots on MT5 applied to the Synthetic Indices traded on margin, they may also do so by adding an Expert Advisor (EAs). EAs are online trading robots which will execute trades in behalf of the trader, for example based on an indicator signal.</p>
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