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	<title>FinTech &#8211; Dr Suoane Msomi</title>
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		<title>5 Essential Steps to Starting Your Own Forex Brokerage Articles</title>
		<link>https://suoanemsomi.com/2023/10/18/5-essential-steps-to-starting-your-own-forex/</link>
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		<dc:creator><![CDATA[Hangi]]></dc:creator>
		<pubDate>Wed, 18 Oct 2023 03:57:22 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://suoanemsomi.com/?p=4111</guid>

					<description><![CDATA[The great popularity of trading in this market was a new milestone in the modernization of the entire trading system. On the other hand, many investors have seen here another opportunity for their capital by creating and developing Forex brokerage businesses, which are now gaining incredible popularity. Exceptional customer support is crucial for client retention [...]]]></description>
										<content:encoded><![CDATA[<p>The great popularity of trading in this market was a new milestone in the modernization of the entire trading system. On the other hand, many investors have seen here another opportunity for their capital by creating and developing Forex brokerage businesses, which are now gaining incredible popularity. Exceptional customer support is crucial for client retention and satisfaction. Establish a customer support team that can assist clients with inquiries, technical issues, and trading education. Leverage the support resources provided by your Grey Label Solution provider, such as training materials, webinars, and 24/7 technical assistance.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/213d7ad8-ff67-4dc2-bcc0-4976e9d8d20b-768x512.webp" width="306px" alt="open a forex brokerage"/></p>
<p>In addition to this, some 9.6 million people trade Forex online regularly, that’s one in every 781 people on earth. An online Forex broker gives traders access to a platform that facilitates the buying and selling of different currencies. These transactions always take place between a ‘pair’ of currencies and traders seek to profit from fluctuations in value. This market which was once only available to professional or experienced traders is now available to all via online platforms and apps. In other areas, non-MT4/MT5 platforms might work, but client acquisition could be costlier. Before launching, identify your target audience and select the right business model (A-Book, B-Book, or Hybrid).</p>
<h2>The Benefits of Joining Forex Broker Affiliate Programs for Passive Income</h2>
<p>The brokerage is an intermediary, connecting clients’ orders with liquidity providers such as banks and other financial institutions. Direct access brokers typically charge a commission for each trade and offer transparent pricing with very tight spreads, also known as raw spreads. A Forex license is an official permit provided by competent regulatory authorities for legal work on the currency market. Its presence at the broker indicates that it works within the framework of certain standards and laws, which in turn guarantees its clients a certain level of protection and service. A Forex trading license is the main requirement for legal work of brokerage companies that provide clients with the opportunity to trade on the forex market or engage in currency trading independently. Forex brokers, especially with direct transaction processing (STP), usually cooperate with many large liquidity providers to maintain their own prices and liquidity at the proper level.</p>
<p>The Forex market is decentralised, meaning it does not have a central exchange or clearing house. Instead, it comprises a network of banks, brokers, and other financial institutions that trade currencies electronically. To attract and acquire clients, a comprehensive marketing and sales strategy is essential. A well-executed marketing strategy can enhance your brokerage’s reputation and credibility and help you build long-term client relationships. The Foreign Exchange (Forex) market is the largest and most liquid financial market globally, with a staggering daily trading volume of approximately $7.5 trillion.</p>
<h2>Essential Steps to Starting Your Own Forex Brokerage:</h2>
<p>It balances offering clients direct market access while maintaining control over risk exposure. As the Forex industry continues to grow, an increasing number of companies are looking to enter the market and provide their own Forex trading platforms. Forex brokerages play a vital role in facilitating these transactions by serving as intermediaries between traders and the market.</p>
<ul>
<li>A Forex trading license is the main requirement for legal work of brokerage companies that provide clients with the opportunity to trade on the forex market or engage in currency trading independently.</li>
<li>The Forex market may be booming but there is still plenty of competition out there.</li>
<li>Failure to meet margin standards, leverage limitations, and position sizing guidelines may result in fines or license revocation.</li>
<li>If you are a startup broker, you need to make sure you have adequate liquidly to execute clients’ trades, but also to make payments and honour withdrawals.</li>
<li>This is a valid reason to start your own brokerage, but it&#8217;s important to remember that being your own boss comes with many obligations.</li>
</ul>
<p>It would also be beneficial if you kept an eye on developments in the industry so that you could alter and adjust your business properly. By analyzing the market and industry thoroughly, you will be able to resolve problems early and prevent them from growing into larger headaches. Yes, you can potentially offer additional financial  services beyond Forex trading, depending on the regulatory framework of your jurisdiction.</p>
<h2>What is Forex Brokerage and How Does it Work?</h2>
<p>Seasoned copywriter with a focused expertise in crypto and fintech, adept at translating complex industry jargon into clear, engaging content. Driven by my mission to illuminate the intricacies of the crypto and fintech industries, my commitment is to create and deliver content that educates, engages, and empowers. I strive to foster understanding, inspire confidence, and catalyze growth in these dynamic sectors, contributing to the forward momentum of our digital financial future. In order to get a license, there are also minimum requirements that need to be met. Moreover well planned company leads to success and so it is cherry on top to prepare a note in advance.</p>
<p>While the main liquidity providers are the large banks, which provide a fixed spread, the aggregator can choose the best prices among all the sell and buy offers. Therefore, if you are wondering how to become a Forex broker, you have to take care of finding a good liquidity provider. Getting your offshore Forex license of securities dealers license may not be straightforward, but it’s worth it.</p>
<p><img decoding="async" 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="302px" alt="open a forex brokerage"/></p>
<p>Collaborate with your Grey Label Solution provider to determine the best pricing strategy that balances profitability and attractiveness to clients. If you are a startup broker, you need to make sure you have adequate liquidly to execute clients’ trades, but also to make payments and honour withdrawals. If you are unable to do this or are delayed when dealing with such requests, this will reflect poorly on you. Being transparent is one of the most important parts of the business and is something your customers will judge you on.</p>
<p>In Cyprus, the Cyprus Securities and Exchange Commission (CySEC) is the regulatory authority for forex brokerage firms. As the last step, you must consider marketing if you still want to start your own forex brokerage. Identify and develop a marketing strategy that will resonate with your target market. There are many ways to market your business, so it&#8217;s important to test them all and determine which one works best for you. While traditional strategies like print and television advertising may be effective, they may also be quite costly. Online marketing and social media platforms like Twitter, Facebook, Linkedin, and Google Ads are usually more affordable options to reach a bigger audience.</p>
<h2>Forex License in SVG</h2>
<p>So, as an introducing broker, you’re not exposed to many risks, but you’ll receive a more slender income. Utilize reporting tools provided by your grey label solution to analyze trading volumes, client activity, and profitability. Use the insights gained to identify areas for improvement and implement necessary changes to enhance your brokerage’s operations.</p>
<div style='text-align:center'><iframe width='566' height='310' src='https://www.youtube.com/embed/1EuiyuBO7oA' frameborder='0' alt='open a forex brokerage' allowfullscreen></iframe></div>
<p>Decide on the legal structure of the company, such as a corporation, LLC, or partnership. Hire a lawyer to draft the articles of incorporation or articles of association. To help, we’ve compiled an estimated expense list for an average retail forex brokerage startup. However, it is important to note that starting a Forex brokerage business is not without its challenges. In this comprehensive guide, we will walk you through the essential steps and considerations involved in starting a Forex brokerage business.</p>
<p>Imagine the power of being at the helm of a Forex brokerage firm, where you witness and facilitate these global transactions. It&#8217;s like being a maestro in an orchestra, where every instrument plays a crucial role, and you can conduct the symphony. Understanding the regulatory environment before starting a Forex brokerage is critical since tight restrictions safeguard investors. <a href="https://www.xcritical.in/blog/how-to-start-a-forex-brokerage/">open a forex brokerage</a> Failure to meet margin standards, leverage limitations, and position sizing guidelines may result in fines or license revocation. In St. Vincent and the Grenadines (SVG), there are no licensing requirements for Forex brokers yet. International companies (IBC) are not regulated by the Financial Services Authority (FCA), but the regulator can warn of possible risks.</p>
<h2>Reporting and Renewal of Forex License</h2>
<p>By contacting Gofaizen &amp; Sherle, you will receive all the assistance you need in the process of obtaining a forex trader license, allowing you to focus all resources on your company&#8217;s core business. Forex licensing is at the heart of building a reliable and stable business, allowing companies to guarantee their legitimacy and gain the trust of their clients. This key document confirms compliance with high standards of transparency and integrity and facilitates interaction with financial <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> institutions. Careful analysis is required to choose the country that matches your requirements, the intended operations, and the economic environment for your target audience. Starting a forex business requires thorough preparation procedures and a lot of serious decisions related to risks and obstacles. The basic decision is to decidе оn a jurisdiсtiоn where Forex is regulated according to local laws and also stay within your budget, matching the timing and tax optimization goals.</p>
<p>A license makes the process of opening a corporate bank account much easier, as many banks and financial institutions prefer to work with licensed businesses. In theory, a company can function without components from this category, but we want to emphasize that the vast majority of reputable FX brokerage firms use these services in one form or another. The basis for all financial transactions in the currency market is the change in currency asset prices, which can fluctuate within minutes. Such fluctuations are recorded in special charts, which traders use as a guide. They begin trading based on such charts and their understanding of market fundamentals. Unlike the  casino, the basis of income here is not luck but the ability of a participant to analyze the situation and make correct forecasts concerning the changing circumstances.</p>
<p>You need to make sure you stand out from the crowd and attract the clients you need. Utilise social media, content marketing, online forums and other platforms, messaging apps, email and sponsorships to ensure you get the reach you need. Make sure you do your research on your target demographic to display content that will appeal to them in places they will see it. Once the licenses and permits are obtained, it is time to set up the company.</p>
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		<title>Biggest Forex Brokers in the World</title>
		<link>https://suoanemsomi.com/2022/11/22/biggest-forex-brokers-in-the-world/</link>
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		<dc:creator><![CDATA[Hangi]]></dc:creator>
		<pubDate>Tue, 22 Nov 2022 23:40:15 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://suoanemsomi.com/?p=4119</guid>

					<description><![CDATA[For example, during an important economic release like the Non-Farm Payrolls (NFP) in the United States, spreads widen on a variable spreads account, and tighten with the decrease in volatility. If the exchange rate is higher when the trader closes the trade, the trader makes a profit. To close the trade, the trader sells the [...]]]></description>
										<content:encoded><![CDATA[<p>For example, during an important economic release like the Non-Farm Payrolls (NFP) in the United States, spreads widen on a variable spreads account, and tighten with the decrease in volatility. If the exchange rate is higher when the trader closes the trade, the trader makes a profit. To close the trade, the trader sells the pair, which is equivalent to buying U.S. dollars with euros. Forex brokers are required to submit company reports to the regulator, who also has the power to conduct unannounced financial audits. The regulator also reviews client appeals and conducts periodic audits of the company`&#8217;s activities to verify possible violations of the rules or compliance with license requirements. Seychelles has become quite famous as a jurisdiction because of its fast, relatively inexpensive licensing process and loyal tax environment.</p>
<div style='text-align:center'><iframe width='561' height='318' src='https://www.youtube.com/embed/WdTajNRJ4Qg' frameborder='0' alt='what is broker in forex' allowfullscreen></iframe></div>
<p>They act as a bridge between the trader and the market, executing trades on their behalf. Forex brokers can be either individuals or companies, and they are regulated by financial authorities in their respective countries. We want to clarify that IG International does not have an official Line account at this time. Therefore, any accounts claiming to represent IG International on Line are unauthorized and should be considered as fake. 71% of retail client accounts lose money when trading CFDs, with this investment provider.</p>
<p>$100,000 is considered a standard 100k lot when trading the U.S. dollar and used to be the smallest position allowed at many forex brokers. That’s changed with the introduction of mini lots at 10,000 units ($10,000 when trading USD) and micro-lots at 1,000 units ($1,000 when trading USD). Obtaining a Forex license in the Comoro Islands offers numerous advantages for financial service providers.</p>
<h2>Different Types of Brokers</h2>
<p>Foreign exchange trading, or forex trading, is a popular investment choice in the UK. Although it&#8217;s improved dramatically, you may still run into some forex brokerages that are less-than-reputable. The National Futures Association (NFA.futures.org) follows forex brokers and can help you verify a broker&#8217;s reputation. When you open a forex trade with a broker, they pass it through to the market for you. In the process, they offer you a price for the currency pair that is slightly different than the price they can get. Forex traders open and close positions through the broker’s trading software, which should include a mix of stand-alone, web-based, and mobile platforms.</p>
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" width="307px" alt="what is broker in forex"/></p>
<p>A demo or practice account allows you to get set up and get some practice trading until you&#8217;re ready to start trading with real money. The educational section should also provide instruction on the broker’s trading <a href="https://www.xcritical.com/blog/a-book-vs-b-book-brokers-in-forex-trading/">b book broker meaning</a> platforms, currency pairs, and market order types. Look for videos, manuals, or other tutorials that show you how to build customized watchlists, set up technical charts, and display easy-to-read quote screens.</p>
<h2>How does a broker make money?</h2>
<p>Important legal documents in relation to our products and services are available on our website. You should read and understand these documents before applying for any AxiTrader products or services and obtain independent professional advice as necessary. It has been prepared without taking your objectives, financial situation, or needs into account. Any references to past performance and forecasts are not reliable indicators of future results. Axi makes no representation and assumes no liability regarding the accuracy and completeness of the content in this publication. Traders should therefore be aware of the potential for slippage and prepare accordingly.</p>
<p>Forex brokers made it possible for the retail trader to join the largest financial market in the world – foreign exchange. Therefore, if you are wondering how to become a Forex broker, you have to take care of finding a good liquidity provider. In this instance, fixed spreads and client trading activities provide the primary sources of income.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/feed_images/best-crypto-trading-platform-xcritical-which-attracts-gen-z-768x512.webp" width="300px" alt="what is broker in forex"/></p>
<p>Moreover, with its widespread global presence, OANDA offers localized services and support to clients worldwide. Of course, there are times you’ll need support, no matter how good your strategy is. Not only do  you want to choose an online trading broker that’s got a good platform, you also want them to help you when you have questions. Finding an online broker that offers plenty of training materials and learning resources on forex is also beneficial.</p>
<h2>IC Markets</h2>
<p>Rather than relying solely on large banks for liquidity, which provides a fixed spread, an aggregator can choose the best price from all the available sell-and-buy offers. Extensive research and economic analysis tools should highlight currency pairs that might offer the best short-term profit opportunities. This section should offer free third-party commentary and insight from industry experts as well as real-time news and live webinars. Look for research that spans the globe rather than just local markets and provides a comprehensive daily economic calendar that lists all market-moving economic releases around the world.</p>
<p>Regardless of the industry, a broker is an individual or firm acting as an intermediary between two parties. The top 10 largest forex brokers typically include AvaTrade, Exness, HFM, XM, OANDA, FxPro, IC Markets, FOREX.com, eToro, and IG. A dependable broker presents an easy-to-use platform for trading, competitive spreads, prompt customer service, and strong security measures. IG offers a comprehensive trading bundle with superior trading and research tools, industry-leading education, and a vast array of tradable markets. At  the forefront of eToro’s offerings are its pioneering features, such as CopyTrader<img src="https://s.w.org/images/core/emoji/17.0.2/72x72/2122.png" alt="™" class="wp-smiley" style="height: 1em; max-height: 1em;" /> and Smart Portfolios<img src="https://s.w.org/images/core/emoji/17.0.2/72x72/2122.png" alt="™" class="wp-smiley" style="height: 1em; max-height: 1em;" />. These cutting-edge tools provide users with a unique and enriching trading experience, empowering them to diversify their portfolios and adapt to dynamic market conditions.</p>
<ul>
<li>For many traders, the presence of a broker&#8217;s license becomes a decisive factor when choosing a trading platform.</li>
<li>Brokers organized like non-dealing houses often offer ECN (Electronic Communication Network) or STP (Straight-Through Protocol) execution.</li>
<li>As a result, it appeals equally well to beginners seeking guidance or experienced professionals looking for reliable services.</li>
<li>Before you start your activities as a Forex Broker in countries where a Forex license is required, you need to apply for a Forex license along with the necessary documentation.</li>
<li>Learn everything you need to know about signal providers and forex trading signals in this guide.</li>
</ul>
<p>It’s even more helpful when the broker provides a comprehensive add-on library, with contributions that make trade management an easier task. Social trading has gained enormous popularity in recent years and is now available at the most reputable brokers. This feature lets account holders interact with one another through a social hub, sharing trading ideas, strategies and insights.</p>
<p>When you&#8217;re working and trading with a forex broker, there are two balances shown for your account. Your other balance is the balance that you would have if you were to close all your trades. The trade execution screen on the demo account offers a ton of useful information. Look for a variety of trade entry types and stop orders as well as safety provisions that <a href="https://www.xcritical.com/">https://www.xcritical.com/</a> may include Guaranteed Stop Losses and Close All orders. Many of these order routing methods are designed to protect the trader against excessive slippage, which denotes the difference between the expected and actual execution price. The last two decimals are often drawn in very large print, with the smallest price increment called a pip (percentage in point).</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/tekhnologii-blokcheyn-defi-printsipy-i-osobennosti-1-768x383.webp" width="302px" alt="what is broker in forex"/></p>
<p>License forex brokers can serve as a basis for further expansion of the broker&#8217;s business in other countries, thanks to international agreements and recognition of the license in different jurisdictions. The main priority should be to ensure that new introducing brokers are dealing with reputable and regulated brokers. This will ensure that the clients who sign up are treated fairly and that the IB payments are paid on time and correctly. An example of this is a comparison website that lists various brokers on its site. IBs will generally earn rebates &#8211; a share of the commission or the spread the brokers charge the client.</p>
<p>They also provide traders with different types of accounts, such as demo accounts, standard accounts, and VIP accounts, each with different features and benefits. If possible, take a second look just after a Federal Reserve rate decision or other market-moving events to see how the currency pairs move in highly volatile conditions. The U.S. forex industry uses “introducing broker” and “white label” categories to market its services and build its businesses. The introducing broker denotes a smaller operation that refers clients to a large broker in exchange for rebates or other incentives.</p>
<p>The licenses issued by different government regulators in different countries are subject to different conditions. The broker’s license indicates which regulatory authority is in charge of the broker’s activities, which determines the reputation of that particular company as well, and of course, the broker’s activity itself. The great popularity of trading in this market was a new milestone in the modernization of the entire trading system. On the other hand, many investors have seen here another opportunity for their capital by creating and developing Forex brokerage businesses, which are now gaining incredible popularity. Forex brokers usually make money through spread, which is the difference between the buying price and the selling price of a currency pair.</p>
<p>They act as a middleman, providing traders with access to the market, executing trades on their behalf, and charging a commission or spread for their services. In this article, we will explore what is a forex broker, how they work, and what to consider when choosing one. For everyday retail traders to access this network, they need to use a broker.</p>
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		<title>Rising and Falling Wedge Chart Patterns: A Traders Guide</title>
		<link>https://suoanemsomi.com/2022/08/26/rising-and-falling-wedge-chart-patterns-a-traders/</link>
					<comments>https://suoanemsomi.com/2022/08/26/rising-and-falling-wedge-chart-patterns-a-traders/#respond</comments>
		
		<dc:creator><![CDATA[Hangi]]></dc:creator>
		<pubDate>Fri, 26 Aug 2022 21:01:24 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://suoanemsomi.com/?p=3700</guid>

					<description><![CDATA[Because of the confusion and surprise, the resulting move can be particularly strong. Typically, price breaks down through the support trend is a falling wedge bullish or bearish line with an increase in trading volume. A trader can take an entry at the break of the support line or wait for a potential throwback. They [...]]]></description>
										<content:encoded><![CDATA[<p>Because of the confusion and surprise, the resulting move can be particularly strong. Typically, price breaks down through the support trend <a href="https://www.xcritical.com/blog/falling-wedge-pattern-what-is-it/">is a falling wedge bullish or bearish</a> line with an increase in trading volume. A  trader can take an entry at the break of the support line or wait for a potential throwback.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/0b5bdf77-e7f6-4967-b80c-d51f1fb5d0c0-768x538.webp" width="400px" alt="is a falling wedge bullish or bearish"/></p>
<p>They can also appear at the beginning of a new trend as a leading diagonal, or the end of a trend as an ending diagonal. A leading diagonal would appear very similar to a rising wedge in form and in characteristics, with the only difference that the breakout occurs upward at the opposite side of the wedge. Over the years, different analysts have seen the same &nbsp;formations and patterns as different things and have as such, given them different names. In Elliott Wave Theory, there is no such pattern known as rising wedge.</p>
<h2>What is a Falling Wedge Reversal Pattern?</h2>
<p>Any research provided should be considered as promotional and was prepared in accordance with CFTC 1.71 and designed to promote the independence of investment  research. Like all chart patterns, it has its own advantages and disadvantages. We have a basic stock trading course, swing trading course, 2 day trading courses, 2 options courses, 2 candlesticks courses, and broker courses to help you get started. Yes, we work hard every day to teach day trading, swing trading, options futures, scalping, and all that fun trading stuff.</p>
<div style='text-align:center'><iframe width='564' height='311' src='https://www.youtube.com/embed/aVGrr2hMY5o' frameborder='0' alt='is a falling wedge bullish or bearish' allowfullscreen></iframe></div>
<p>Many traders dream of being able to generate highly profitable trades on a consistent basis to earn regular income from&#8230; Below is an example of a Falling Wedge formed in the uptrend in the Daily chart of Zee Entertainment Enterprises Ltd. Below is an example of a Rising Wedge formed in the downtrend in the Daily chart of Sundaram Finance Ltd. Wedges can be Rising Wedges or Falling wedges depending upon the trend in which they are formed. We introduce people to the world of trading currencies, both fiat and crypto, through our non-drowsy educational content and tools. We&#8217;re also a community of traders that support each other on our daily trading journey.</p>
<h2>Is A Rising Wedge Bearish Or Bullish?</h2>
<p>It happens when price action creates a series of lower highs and lower lows, with the lows converging towards a common point. Wedge Patterns are a type of chart pattern that is formed by converging two trend lines. Wedge patterns can indicate both continuation of the trend as well as reversal. Rising Wedge- On the left upper side of the chart, you can see a rising wedge. Rising wedges usually form during an uptrend and it is denoted by the formation higher highs(HHs) and Higher&#8230; Falling wedge patterns are bigger overall patterns that form a big bearish move to the downside.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/licenziya-na-foreks-rynke-768x432.webp" width="405px" alt="is a falling wedge bullish or bearish"/></p>
<p>In contrast to symmetrical triangles, which have no definitive slope and no bias, falling wedges definitely slope down and have a bullish bias. However, this bullish bias can only be realized once a resistance breakout occurs. Therefore, rising wedge patterns indicate the more likely potential of falling prices after a breakout of the lower trend line. Traders can make bearish trades after the breakout by selling the security short or using derivatives such as futures or options, depending on the security being charted.</p>
<h2>Tools to Spot Trend Reversals in Stocks</h2>
<p>In a bullish trend what seems to be a Rising Wedge may actually be a Flag or a Pennant (stepbrother of a wedge) requiring about 4 weeks to complete. A falling wedge is essentially the exact opposite of a rising wedge. So it also often leads to breakouts – but while ascending wedges lead to bearish moves, downward ones lead to bullish moves. The key to identifying a falling wedge is to look for a support level that the price action bounces off of repeatedly. Once you have identified a falling wedge, you can use a number of different indicators to detect whether it is bullish or bearish. Traders can look to the starting point of the descending wedge pattern and measure the vertical distance between support and resistance.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/08/cryptocurrency-wallet-mobile-768x504.webp" width="409px" alt="is a falling wedge bullish or bearish"/></p>
<p>The information on this page is not a personal recommendation and does not take into account your personal circumstances or appetite for risk. Invest in over 3,100 ASX Stocks and ETFs, get HIN protection (CHESS), free live data, and 24/7 live chat and phone trade support. In the image below you see how we have added some distance to the breakout level. Being so ubiquitous, false breakouts can be incredibly expensive if not dealt with correctly. In just a bit we’re going to look closer at what you may do to prevent acting on false breakouts.</p>
<h2>What is the falling wedge chart pattern?</h2>
<p>No matter your experience level, download our free trading guides and develop your skills. Yarilet Perez is an experienced multimedia journalist and fact-checker with a Master of Science in Journalism. She has worked in multiple cities covering breaking news, politics, education, and more. Her expertise is in personal finance and investing, and real estate.</p>
<ul>
<li>Some of the most indispensable long-term chart patterns to know are the falling and rising wedge patterns.</li>
<li>Many times they’re combined with stop losses, which means that you have an exit mechanism that will get you out at a loss or a profit.</li>
<li>Say EUR/USD breaks below the support line on its wedge, but then rallies and hits a new higher high.</li>
<li>A falling wedge pattern is the bullish analogue  of the bearish rising wedge chart pattern.</li>
<li>One common techniques that attempts to make them fewer, is to add some distance to the breakout level itself.</li>
<li>You can also check how both of these approaches work by opening trades on the demo account, which you can do here.</li>
<li>Typically, price breaks down through the support trend line with an increase in trading volume.</li>
</ul>
<p>Join thousands of traders who choose a mobile-first broker for trading the markets. Both of the boundary lines of a falling wedge tilt downwards from the left to the right. Due to the confident mindset of the investors who anticipate the trend to persist, these reversals can be rather severe. The simplest approach to notice the narrowing of the channel, which is the initial significant clue that a reversal is brewing, is to use trend lines. Choosing between these two options depends on your risk tolerance and overall trading approach. Once you have identified this chart pattern in the stocks, you can trade accordingly as discussed above.</p>
<h2>Megaphone Pattern</h2>
<p>Still, they can provide a great foundation, on which you may add various filters and conditions to improve the accuracy of the signal provided. In other words, you try to rule out those patterns that don’t work so well. As such, buying pressure increases even more, which helps to ensure the continuation of that positive price swing.</p>
<div style='border: black solid 1px;padding: 12px;'>
<h3>ALGO Price Analysis: Turning Tides For Algorand Eyes 35% Jump! &#8211; Coinpedia Fintech News</h3>
<p>ALGO Price Analysis: Turning Tides For Algorand Eyes 35% Jump!.</p>
<p>Posted: Sat, 30 Sep 2023 07:37:39 GMT [<a href='https://news.google.com/rss/articles/CBMiYWh0dHBzOi8vY29pbnBlZGlhLm9yZy9wcmljZS1hbmFseXNpcy9hbGdvLXByaWNlLWFuYWx5c2lzLXR1cm5pbmctdGlkZXMtZm9yLWFsZ29yYW5kLWV5ZXMtMzUtanVtcC_SAWVodHRwczovL2NvaW5wZWRpYS5vcmcvcHJpY2UtYW5hbHlzaXMvYWxnby1wcmljZS1hbmFseXNpcy10dXJuaW5nLXRpZGVzLWZvci1hbGdvcmFuZC1leWVzLTM1LWp1bXAvYW1wLw?oc=5' rel="nofollow">source</a>]
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		<title>Money Insights: How Big Data Has Changed the Financial Game</title>
		<link>https://suoanemsomi.com/2021/12/16/money-insights-how-big-data-has-changed-the/</link>
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		<dc:creator><![CDATA[Hangi]]></dc:creator>
		<pubDate>Thu, 16 Dec 2021 02:39:05 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://suoanemsomi.com/?p=3863</guid>

					<description><![CDATA[Effective use of algorithms incorporating big data, including the leveraging of large volumes of historical data to back-test strategies, produces less risky investments. Algorithms can be created with structured and unstructured data combined, incorporating real-time news, social media and stock data, to create better trading decisions. Algorithmic trades are executed solely on financial models and [...]]]></description>
										<content:encoded><![CDATA[<p>Effective use of algorithms incorporating big data, including the leveraging of large volumes of historical data to back-test strategies, produces less risky investments. Algorithms can be created with structured and unstructured data combined, incorporating real-time news, social media and stock data, to create better trading decisions. Algorithmic trades are executed solely on financial models and data, requiring minimal interaction with human financial advisors. Every financial company receives billions of pieces of data every day but they do not use all of them in one moment. The data helps firms analyze their risk, which is considered the most influential factor affecting their profit maximization. Cerchiello and Giudici [11] specified systemic risk modelling as one of the most important areas of financial risk management.</p>
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gdMXRIVa4unpF1nNY4eaafIS2fkpa0Aj1T1Um+KPxC650PquDtlta5Ht0tiE3NuE5bCHOlKyQ2y2hWQMBPUSQfxJA7GoJ3Z4GLq3b7c3bmOJ+qdPJNv4Cp0N0PtIPsvHxIHzUAPnSfEmtykJcbWk5GeKlnwt76as3Pm3vbndJmJPmx4n3piWlhKBJjkhDrTqAOnIKk4x3CiCOMmItf2i3bX7j6g0sJSG7bDcTIilxePKYcQFhBJ9E5KQT6DmglN5wZwdCU9aiABySaYO4G+ug9v2FC5XVl+YMgRWFpW4PmoZ+EfX8s1CW9fizs8e1z7DoVbkmV1/d/vowloED4ujnKiPfAHORmtOLncLtf33J10uK0IdUVLWpRJVz6D1Nb10OXMisrEujcFfjyjrkL/R+iuqOHFIStyd0lWPXARxSlA8dFnIxcdHpb/+iuAP7FIFaRhUAgIQ6UtN/CkIV+0/OvTTcF0nyVYwcEn3plaesxdksm/MDxs6BkrSmVZ7gyk91JLa8fqUM0+bN4ndnrs2FnVSIiiPwyGVox+eMftrmh90JVhqSgH3zV5EGS1ha5x49lcVEtLF9Mur5HWTS24eidXK6NPaihTjjJSy6CoD3I7inalCMZCa5M6B1nqLQ2o4OoLVd1IciOhZST8Kx2KVY7gjiup2iNQx9XaXtuooiipqfGbfSSfRSQcUpdT6T46Na7N3AthI9quJRXpCPSrqWzWKLFoIqvT8qv8AljHajywOcVYjJY6R7V5UKvFPfNeFAUFS0RivB71dUB2q2RQB4Iq2urteFgUAY6hVpQ9KvqFWyBmgDndo3YXSt42btV61lGvNolSYdwubb6G0kynQVhgZWkENeVHcX0gknPUD8VJF12E0LGlW23o1BMjTX7q3bVxnIS0dbbUFEiS4VZUA51OBP80EYxwTTNes2+rGv1acN3uYv61KmAMT+ptIUguFaShXlgYJ4HuRis62breIO0z0z5jtwmyJDpcS7dbYiQFOPpS11hbiOCpKEpBB559zTUdXRNL6lyVdckKsHwtXuTJRAud/j2yTcW4suCC2txCGXQ8pXncBQUlLJ4CcEkc4xTLu+x24Vouv6IjWSRdHevpKoTC1JGVqQgqVjA6ugkfKpEmeIvdnS92c1Fq/TNimP3hktx/MZKEtlhS21KQG1cYUV5B7kn0NZds8TVo+7R4x0XdoWXUrdfYuXmLylhbYU2ShJCipeTk/TmmFFSXBVKTZAEm2T7e4Wp0KRHUDgh1so+XrXgR3ggPFtXllRQF4+EkdxntW3bviY2lvEVuyOW+RbokVhpDLk+AmSoLT8J6hlSs9JIBPzPFR/uHqDb7V+q9OWPTUeExaJVz+8vtwQEpQ38KBnqCcFQQScgUu0kbLJAxaXgo6MH1CuK7KfZ33Oz7+eBp7anVjv3ti1i4aSmpKupaYyx5jWAexS2+kJP8AQHtXIjV9zN21Zc53lpSlUlxKEBIASgKwkDHHbFSX4fvFZvJ4ZkXyLtXdILDGoFsOzGp0NMlHW0FhKkAkdJwsg++E+1Zya6LThuXB0u8SPiZY2u8amw+1TMwR7G2l5u8IQfhCrkPucPPqA2pPUfTDny42L109pPYvRu6e9aWUtOvwndQXMgAF9+LAQy2ke5UlhtIHqo/OuEG6+8W4G8+48jdfXFzZd1E9936X47IZbZ8hKQ35aR+HHSD37kn1qTt1fHz4kN7Nvbjthrm+WVyxXYMploh2xLLrgacQ4kdYOQCpCScd8VXKwU9KXCNjPsc50277q7s3i4ueZKnWuDJfUO6nFyXlKP5kk0h+Jb7QnxS7beITXmgNJaqtUex2G+uQYTS7Qw4tLQ6cBSiMnv3JrV7YPxKbp+Ge6Xm77Wy7bHk35hmNMMyEmQC20pSkhIJHScrVz9KaOu9eag3K1vedxtUusLvV+mGfNU00G21PHHKUDgDgcVDkjRUNttnYv7QzT171ntltxpPT7Ieu1+15At8ZPYBx2FMAUfZIzlR9ACakDcxfh3222ktGx27erItmsFytiLczHXIdYclsx/L6+WviAJKerkZ6iPU1zd0p4+fEnuXdoL+pJunXlaTloulsKbMhPlyVMSI5WR1c4bfcA+ZB9KUNx9ydd75X+HqTcqfGlyoEX7pHDEZLLaG+srPwg9yTyfkKnjAu04vDOi2z7/hy1ptlctkNptUR77p2BCdhyYaJTzzsaPJU5/Ld+LHUV9J56cDGAAK0T0VYrno3xC6b0TdyVS7HrCJDdURgr6JKQF4/pDCh8iKb22Gt9YbMamd1ZtxOZiTpMVUF8SWQ824ypSVEFJ4zlAIPpz7mlS97ha41VuFG3WuircNSRno8gPsREoQ46xjy1rRnCiAlIPuEp9qqycG0fj/PTddvz6A3Af8A8Na3XhxKrUopPZs0oa73Y3I3ikWx/cCXDfNoLv3b7tFDPT5nT1ZwefwisBbJkRfKKfTFUcsFopm2Gq2DJ+z8LGcFWlooyDyD5reKWfCxulbd9tAW2z64SJmrtFSI77jrw/jFqSClmYhX85SepC8epVnhYzrUndzdGboA7VPzLedNiIiCGhCSHfKSoEDrznOQOaTNIT9Wbcahj6t0PcfudxaZXHJUgLbdbUOUrQeFDOFfUA1Kmg2s2a3g19B248Xe314vDgatly07ItMp9RwlgPSCULJ9g4lGT6Ak+lY3iV2C1vqvXEbcvbu2tXZx+C3DnQDIaZcBbKuh1CnFJSoFKgkjII6cjOeIB11fdY7v3GLedfPRJEuJGMVpTDAaHl9RVjA9cmnBoverfHbe2NWCxXuNcrXGHRFj3Njz/JR6JSsKC+kegJIHpio3IFB9om3wz7Jar27vN43E3HixrVIkRPukaIZDbpZa6gtxx1aCUJ/CjACjgA5rm54uvESN296dVz9MzljT33lMSEpPwpfaYQG/OPyUUqUkHnBGRnNbJb3+IPdvUOjJ41hqCNAtSUFS4VuY8ht9R/AhaslSgVY+EnHuDXOS7jDUiT5qMqWcnI557Ae1M0JdsrNNCJPlx23cdHUR/g2u6R6lRPuTzWKmW/KOFlCSO3Q2VED68Y/XSW+6++6CCnKuSSrqz+zFLdmsl2kqSUNPrTjPQ0kk4ply+TPa5PCMyNGRNwyl1CyE5U2pOAQKwnkJhSih5vpQTyCc8fKnBJgXdLXlx4r8d1I4Qpv4lj5HOazrBt7q7VK2/Mh9SlfywnpUR8/+2q7l3kja+scjTTbo0t5ZhyACkEk9uodycVafXcrcQpTCnmlYKFIGQR/2ZxU1RfDfckhMyNM6Q2CpSFpwoEdxg/nTO1WmZZLvJgrhqZjtANsBaD0jAHIJqsL4yfDLypnFZkhlMXNl1XkkKQ56pV6/St1vBr4hYLcOFtLqg+U4kqbtkkg4cBUVFpZ7ZGfh+mO+M6QXEAyOhtaWHB24BBPv8j9KzbTebnDlsujrZksKStp5olKuoHIIPofnWskrI4M03B8HapqGVpC0jg4wc5rLbtijws5FRJ4Ud6Iu7m3sdyc+FXe3ERpyVEZKwBhf0UOfrkelTep+M1wtxKfqaU9JRfJrvbXBhJtaQawrmyIxAHY0vIUhwdSSMH1pGv4wRUuKwV3PInkHpA9atKFXj2B9xVtXFY4NEWVA5rwqrqqtqGTRtZJbPevCvWrihXhXIowBZV3q2RV4p9c1bIINGAOU933tmzNWXBbRlu6ZCXWYdsU75RZBZLKFgnqIIByRk9z9acuvN+bJeNB/orTzNziXCWvHkre6kxmkrSsEkAfEFBXQB+FJ96g2LJtKLLME5lxVxW4kR18AJT3JOefl39RU1bV2LTcqwTPvL0FqY9bmoKXVKSSz96eAcd6jnny0KSPbqNL1+I09lkFGOGuv/Rx1bdLPUOSxFZ/PeMfsamr5Wl73oO2yI+oFOTbIhmAzEUkdch14rflPK6viCEqUhCTj4jmnbtnfNKw7Tb4My6wnJKEN9QUceQ0lRdX3HJATj64rJa2Y0U8G7YqZI8opW43LbcQVSF/hT0g8hPBPT8xWRdfD3p5wxpFoujzTTDjLUhDxT1OpPBUCDySTg+n6q9tpaNR4+M5wSeVg8vV/yDSufppNN/KIsxpu+z7leLjMMRyVNdfaSnglKiTjtgdxipk2r8P2lNw9vI1zkXx+33YynT5jaAvrRnpbT0+nYnPHpTWt2wb+qrvqaZCmos9ptT/VE85pS/MYUVEODn8ISg885pYtmxGodPREXgbgqah9BJ/RzjrbyVkZQFDIxzjIzXl9jUnk9NbqY21QhGCTXuu3+xwaq8I8fTtrTNTriMhSXVF5b7KsdAHHSByT7+lRw1tFNumobtZNMzkzE2xKf4x4BouKUCeAfQYp+3bQO567S1K0vuHcb61Ge6nmZiseT5Z4P8Yo9Q4HHat4PDn4LrY1oR7dzxL3OPaGrhFTcHrcy/8AcmmY4QFefMkdQUlSgSSkKSEDHUSSQCSWDBTcTm3cdn9YwUoUqI24FAHDTiVnvzkenakq57Z6xsa2US7I+ovI81JaT1JKT2ORXXjSGyHgS3kbn2vZbU0E3ZLKut6136RIfDeceYGpLiwtGe6kpxz+LtWvGl9v9UaG8WmnvDNvDYP0na70t52Ld4by2WZsHyXi0sYwptfU30qQCelQIBUMKOWET6zOeL8V6O8piUytLiTyFJIIqv3dt05bPPsa6beP/wAGeldD7Tt7mbR2GQ0xp2QX79F812S4YihgyEqWVKw2rHWnt0KKjjpOWN9nR4V9h/EZtxq7VG5elZVznW++CFHdaukqL0M+QhYGGXEg8k8kE/5KyccyG4ygqPVcuc9GoezxXDuFx6lcONtDH5q/01M9ulBwjJ+lbDeBjwo+H/dzSutr3qjTs2dJsuqpVmYcbu0tjy47SUFKCG3AFEdR5IJOe9ODVFh+zmh6Zv50TqxlzUUeBLNta/S1ycJmJbV5SelZ6T/GBIwrg+vFaOLjwISsjbLclg17h4KecGleKEAjgU0WJ62bYX8/EU5x+Vbfb2bF7W6C8NkLdDTtlkxr4/HtLqn1znnEEyFNBzKFKKeeo+nGaywwzggRhTY7kClWI42cBCs1N2zPh82wY2gTvZv1dFC1yIyp4ZEh6OzEi5whS1MkOOLVwQEn+UAAo98TXdi8IsvbiRrfZ3VK/v6Xm40SHHnyHHHX1ngOsSsuoT0pWonCR8PHOKq4MNxGkUA44pTYRwBjgVYtdvU402erBI7UvRbcjFV2s1UjHYaPASkcfKs9iJkcpGPpWbGiMp/EcYq5cZcOFDcWJCBgds1KgG7Bp94vNbSBdImiornQlCPvLgCuVZ4Tj3wAf11rRdLr5zAsqHW3S2AfhZQkJOff1PvTm381ezf9yLjd1oW69HkFpon4kpCeAcflSFt3ou+a51IzDZSlwuuDqWrnHPOMd/1Y70+sV15Ziou6e1CxtdtXO1lqBmOhDjjKlALUnkj1Nbs6O2Z0rYbY1bhZowPSOtS0BSifrWftxoXS+28YQnpEKLKcQnJfcShxSsYOEk8ZqSoqIjxSGnm19fYpWCP1jiuLqb7b5LHCPSaTS1UR5f1EU3XYvTFylpeaiIaWn2GP8lOGz7eWWxRgzHitgnHxE5PHtxUgKgKZUkrSE9QSU9Q7g1dlWxIbS2yUnqGcgdqmLnjATjXncRxdrS15ThZ6R1JUCOkc8fsrXXeLSKLhCefMJJUwckgdz6fs4ram5QExVrakLAI75Pao71fY48lhxgtpUh0cHj+wrCM5Uz3Gs4V3V7Gc8b5Z3Izx+NAOTx6/6Kt258vgR3vgWknoUTwflT+3X0muyXqQ0lpSUnKkKx/JJqNnIyksqQFHrPxIPsa9JTbvipI8pdS6pOL9iefDJrnVmi9wEwrE8pJvLYiKZKvhWc9SVD2UDn/yj71um1J3PuD7K3y6lClAqGcVoL4W5TVw3w0fEuMvy0fpNrrJPcpyUp/NQA/OutLsFgtIUhKfkQO9RqE28oitpLBn6RbmJtDSJqiXAM8nPoKpfSSUg0pWtGIyRSdf0guAVVLKKt8mCQMD6VaUM1eUMAfSrZB7VljBqmWsZrwQKuKHNeFCgjJaUM1b71dUKtq70AWz2rwoGrpx614PeowBxEXknPyx+Wao2VpBHmLAPp1HFe1JBHB5rz5ahzzimGsdEbOMGWzIeb6VIfdSpHKSFkEUoQ7/AH2M8iQxeJiHG+Uq80nH9smkZtQHftWU0RjuKHZNe7BVQby0v6HVadytfWZtLFt1bcmWRx5fnlScdJSBhWeACRilWJvHuKxGTC/uiccZSpa+hxtCgVKIJJyOeQKY6E5HfFX0JHGCKxeUbqKJs2u3x1UdX2Gw3p6E7b7tfLfHlLWwAW2XJLaXDkegSVH5V0Y+10uuoLV4brJb7It1Fun6ljMXLyxwplLDy20q9CPMQk4PGUj2FcgMuthLjDhQ42oKSoHBSR2I+Yrq7sR41PDr4otmWtkfFfMslrvS4yIM4Xl/7rDuRbADcpmSSAy8cA/iSoLBKMjFQ8srNbWmaXeEjd7Ult3x2t07payFU53UcGD1sOEKMZ11KJBUMZwGS4T6AAniupXiKRY2fEd4cJb7iEXh7UN4jMDPxOR/0ctbg+gUln04KvTNRhobbP7O3wYXV7dqFuNZ3bshhaYLs7UTd0lNoWnCkxY7RKiog46gkkJJHUEk1rNbvGbZN+vtA9vNy9R3OLpPQGkn5kK0rvM1uO3HYXGeC5D61ENtreX5fGcABtOVEZNXwyuN7yjoVrLf3Tdg8SNm8OGtIkf7lrnTCpdtdeALb8oPPNuxXQrghxpI6eO6VA56hjD8Lnh+/vdZO4elbW2j+525Xtu52JafxfdlsJBaX/SbWFIzz1JCFcFRA53/AGoW6ejddb5aK1ZtHuRZL4bNp9tSLlp+6syvuspEx5acOMrV0LHwqAyD2Nbv+Gjx57L7l7R2a97n7oaP0fq+O39xvFvvN6jQVOSEAAvtIdWkqbcGFggcElPcGo/BVxeMje+zLFnRoTdAWtalNnX08vZ9HPLb6v7fWoy1/tN9n3Z9F6rvG3m5cCbqqNb5j1vjp1P56lzwlSkI8vPJK8Dp9c4q99m7vhstoXQ25UPW272irBIuGvbhLiNXO/RYq3460I6XUJcWCpBwcKAIODzVrUvh88BNr01qO/6N8Q1ouV9agzJkCK3rS2yPPlhta22w2gdSupfSOkHJzgVaX3EJGtMhRNlUex6TkflW/wD4oUhzwP2sKHCoWnv/AN7Fc/ghUmzudIIyn/NW7viF3R2u1D4SLVo+0bj6dnXdtiwtvQLfc48iY2G1s+aQwlzqKkAKyk47ckdxmXEHw9eKbbFzbBnYrf6Gw1bG4/6PYmyGi7DkxT+FD+BlpSe3X24ScpIpa3H8IukdJaXd3I2Vugm2ZhkzVwlyRJQYnT1eZHfGSsAc4UVZTk9WRgqDG3vgd3v0pZrdbNWwLNOtMVuJ1ie1bripKR/s7Tow6o9+vpPfhWOKdesNydmNntmHdmNtNTRb5LFudtcOLFlpmLa83IW4+4g9KMdalY4OcAAekoo/k1qg6nK2khhsH5+9ZAvV2eVhtCsfIV6sVmTGjJ81CSoJ9R60ux4yE/hSBVduS0ZIS2xepIHUpQB9ziqTrFLehOiS8AlQ5AJ7U5WWgkcAc1g6plpt9kkyjgBtpZ7ewqyiTuOau6tih2/V15aZWC03LWUK/o9RI/Zx+dS74Q4Ep+Zcr5Fhtuym1t2+AF/4MPOEgqP9FABWr6GoX3Zu5uWrpzzBV0ylq6k5zhQzgD6ZA/Kt2PCjtjK05s3brk5DKZk0ruGf5QCgQnj/AHJ/bVddaq6V7j/ianPUZfSLG522Oi2n3RfNc3a4XU/xjkouhLfWfRKPRPtz7UyNLaevtjuiXLBrl15hJ/i2nllJI/WaWtTbU6k1Jdb5O1zqh22x24j7lsaitJUqTJ6T0NKWpQDYJx6/P6NHazR2rZUd52Wzd/LhxmiGZYV5y3kqUFhogZSnHYqGMge9L0qdlWVL/R0LfSqt27H+8m0+jrperlbmRcn0vFkJBUDkH6VZ17qe5W9mQLSQ26hB6Ao4GcUaMjSrda1MIUtaHEpcV5iOhQVjkH6H9uaauuHXH7guIceYpOW8k8n54BJ+gBJ9ATXPjbZuw+zozor2p+xCupbnu/fZ6kJviI7bp6SkvHIHvwPlVLXt1upAaTerJrBm4utq61RVvqBWccp+MY/I4pJ3ATqrTpgXpma3Ft02Q8yuU8yXVtFIBSVoBwgqzwPYE84xSfo3c/Wunpto/uuiOojXfK2XQtRBR1EdsZT8scEfOutJWQrzhM4bWnstxl/sputbG9Y2Fy/RWXG50PLM+KR0radT3SR+0Vra8nypHUUL6cYGTn4vat8LnY2b9IeujTfQqfFCJACcdZTkJV9cEj6Ae1aT6zSu3XKRaigIXFmOIUnHGMnB+fap8fYpNow8lU69sn7mHpC7TtI6xtOrbXw9bZTckge6FA8/I4xXai3uLk2uM8vHxISo/mM1yF2b05b9R7p6bhXZlz9Eybky1KQnlLoOVeWfYKCSPpzXYJkITEbSgdICR0px6V0LeUcyLwxZtwxHTSVfuHh9aWYI/wBTpwKRr/8A66A9KqugfZhL7J+lW1Vdc7J+lW1Vlgui0rk/nXhXarpHyrwoDNCQFpQq2QM1eI5q2R8qGsg3gtEeleVAV7I5qlQBxMdt05iKxOeiOojyeryXVJwhwp4UEnscHg4q47aroy1GekW6Sy1MSVR1uNKSl4dXTlBIwrnjj1rdvW3iG8PDOm49p05brJcP0aeiM2uyqQEISFOthAKenAcISonv3IPFRbf7xp/Vd50Hr69biWhyzWBlkXFny0okIkeap1xtmH3LfUoJBAAxzW8iU2zXpvT92fkPwo9skrkRgfOaS0Sto5AwoehyQPzq7C0/e5MqLDjWyQ69MKgwhKDlzBOcfqP6q2od8Qe0Dbsd+3SJDL0JTaErbsyOp8BanFOKJ7nqwcH3PsKwmN+NnoFjhsOLuNyuRW2qXL/RrbRSQhZKkc8fGs9qpgltro10e0rqOFMYt82xzWJUlAcZacYUFOIIJBAx2wDXuVYLxbOg3C2SWC4kKSFtkEg89q2rtHjC2yEJly76emGa0paEFqI2vyms4SAVKyMp5IrxA8TG2FzeuRdiPNreiuutuTYrfV5uD0IQBn3qskXhJyeDVBLDrqkttNqUtw4SkDkn2r0zYLnPeUwzCeW4O6OjsMd+aX7XLn6j1RZrRaLXIlXCdcmo8aPEa6n5LzzqUobQkfiWoqCQPUnFbD3DZjxNSr1FkseGXcBmFEQpHSizrC3SRjJ4pOUrVYoxjlfI1ZsglyalpZZhyVR3mfLWnhaSnBz86zvu7LqU9IGPUA0/txvDX4k7bNf1Rf8AY7WlqhS5zMRpyVbFoSp59xLbLecfiW4tKUj1JArPieELxcRlBK/DtrpXA/8Aih2mZQwuDGFkc8kastLjkYGU+o7VkpaZc/wraSf83pT7kbGb3wdYW/bq6bQ6oiaousZcyFanbc4JEhhBPU4hGMlI6VZPpg0k622015txd02HXekrrp64rYTJRFuMdTLqmlEgL6Vc4JScH5GlJbo9jKdcnhcl7bm0NSJ9xS618Km28Z9OVcipWtFghsrBQkDBGMU39gduNxdwF3heh9FXnUAgeQ3LNviKf8jr6+nq6e2elWPpT5aiTbXcJFpusJ6HOhPLjSY7yClxp1JwUqSeQQRgg1tFuSyKXYjPCF+3RkeSGgOKVIlghlfUWwc881nad2/3Fu+nFaxtGhL1NsKEOuquLMNa2AhokOHrAxhPSrJ+Rpdsmh9wrxp1vVto0JfJlmW04+m4MwXFsFtBIWrrAwQkpUCfkanBjuEP+462S8dbCO+eRUh6G0lbYKUrbYT+rtTasrrl0kRolrYXKky3EtMMtJKluLUcBKQO5JqToVk1PpEMI1bpi5Wb7yVJY+/R1M+Z0gdWOrvjIqYZyUyZH3ZLayE8AVcabAr1aYWpNWyn2NIaZuN4VHUEvKisFaGifRS/wpOMHBOa93ez6v0p5a9V6SulqadUEJdkRiGirP4fMGU5xzjOa0cQMhpAxzTG3lvDVo0Zcnvh4iuZJOP5Jp7NPIUwHQeMZrXTxS6qDenXreHOnzgG8D+USRgfsojEMmp+mbKzqvVbAlLHlh4OLRyrJ6uxPsTiuntqi/cNOwbfBQW2GIzbYSkdgkYwR+Vc8vDhZxftVX2WhsKNthGS2PcpUBkf4uT+VdHtu7nDuFgUF+W4ZCQUq74SQMVyPJT/AMqr+D1nhacUO3HY1tS2eHdWQl5sqRx1Jz6+vFJ2nNGx2nC1bYTiSSSVqJwlPrj5087pbxHmK6DlvOMntV22XMWtw8JKVIUMq7Dg0orJQXDH5URm02J0eOiN5zaQSlAAJznmmBqZtar4h1rDSkKCkLHuPnT7/ulsLPluh/zUFa0vFCgckHnGPb9dMW6T2LjcwtjHQhWR296rDiOUy90cvDRj6l0pF1XHDz8t5t8p/jm1nqCj/wCg8U34e3ERl9szQZSkgZU+Sr9We3FSoqA2GkPlOMgKGDjNJ93ksMNlAAyruo84pydsrI8vBzYUKEntQ2nIceKkNoQkJTwMe1aV7/aSSxuo8iJBdkCW63ILEcZWpJT8XSPqD+2tx5dwC1FORzUZjS7GrN1ZV2S11rt0FTTJI+EuBBOD/b1qNJP0puRGu0quhGtfJC2yspm0zbtB+6kKh3S2S2POSOtspfKCn3C+l1X5BVdSNOyPvdjiOqGFqbSSM59K5Zwpdtc32vtpt560Sp7bLBT2LzafLWB8iorI+grphtnN+9aSt6wVEeQ2Pj7/AIRz+dd7O6CZ5a6KhbKK6TJJg/62TSHfuZQx7Utw+IyPmKRL2QZIHrip9jKT5MNw/h+leD2q4tPbPtVsj0rM1XR4Jq2qrikmqdJoBlo+9eFd6vKRVtSKCpZPGa8VdUk1bKSKqwycSwodQJ9PWvRIxgHivIANVSPhzVhg89HIIHIOaqAARjiqpBznNVHJACTnOMYoDBRWAc+9Va8wLGD/AKcV6ITjPBB7EeooQcLzj0xQWTHJoPV8/b3XOm9wLZGZkTdMXiFeozL4JbcdjPoeQleCD0lSADgg4Jrsx4APF/rvxZwtbzNbadslpOmn4DMcWwO4c89LxV1+YpXby04x7muJaFnPSMciuoH2LQ/7i7tE+k+zj/k5NZtfTgrYuER9u79oFuVuhvmz4b7ro/T0WyQd1LfbUzmPO+9KRBvTYbUepZTlXlJzx6nFbveM7fLxAbJWjS0zYTZyRuBKu0mU1cmWLXMmGIhCUFtZ+7cp6ipQ+Lvjjsa5CXFk/wB/vId/nbyr/L/u6RXXbxreJTdfw42nSs/avaR3Xb97kymZjKI0l0xUNoQUq/iEkjqKyOfatGvqSijB8GpGyO9O+G9X2hO291312rf0Fd7dpu4xI0F63yYano5afWHemR8RHUpQyOOKY32s9yTb/FDaW1/hVpOH6f8AziRTw2I363O8QX2hm3Ort0Nr39Dz4WnLhAjw3I8hvzmQ0+rzAH0hR5UoZHHFNf7Wjb7cHVfiQtVx0poTUd6it6WiNKft1rfktpWH5BKSptJSCAQcZzzVZQ3vDLVz2SySx9jjJak/wrqaAPxWXOB7iXUFbsLUd69xO+Bqe5j/APUrqZ/sY7Re9Pzd47NqO1TrZcYy7F50SdHWw83lEsp6kLAUnKSCMjsQaivdLRmu3t5NwX4ugdTyGX9TXJbTrVnkKbcQZLmFJUEYUCOQQcVEIqLwFst8sm5nhtdUvwAX1RHKbRqgD/ypNP3wPzG/71LRciW6lttKJ4UtZwAPv0jue1MDw1n/ANoFfk4UCm06pSQoYIIVKGCK87NNLd+zanMoUUqc0rqIAjIIJdljIxVcFER/u3tNI2Z8S2iblZ2iNL6p1JFeg9KcJiyPPSXY3txnqT/RJH8kkzR4r7FJ1buFtXouJIVHXfLhLYccT3Q2EtKWofMICiKwfC9uLZfEztLb9KbgI+8ap0TKgyXHXMF1xbCwuPNSfRSgkoX7nrHZdLfiO1HD0jvXsrqW6OBESNcrgy+4rhLaXmUtdRPoAXM/QVK4YMy99d3oPhn0lY9J6A03DfuU8LRDjuqV5LLLYAW850/EtRUpI7gklRJ4wYltXjlfu+lb3ZtwtHWiTdHmA3ASxn7o+VHCkvIcUopCR8XBOe3Henf41Nt9T3p/T+4WnLPLujdqjvQ5seM0XHG0KUFoc6E8kZ6wrAOOPSn7sDvHuDu3NuD2odqFaascRlP3a4PFwGW6VY6W0uITlIAJKhwDgVZYwS+zU2Hfm2bKOl0OLKAM/Mj/ANFae+JrWBl3ZNoZdC0MErdVn/ZcYAH0H+etrvE5rVMrePXM63SGxAgPiOXc5SXWm0ocCecHCwofUVz43Kuqrhfngha3cKOXF/iV7k/n/kq8eeiCRvCTf7JZ9fSLVfLgzETfLW7FYL6ghCpAUlaUdR4BV0qAz6nHrW6W3dwdt0VDbjo6WH1skJPwkdXpjuMGuWs9PWEJ6sBI/Ua3J8D+r3b/AKXvWkrjNLkmC/8AeEKdcJV5axj154UnFcvy2lx/nXsek8Drkn/Fku+jca8vIeaSqOk8jvSJcLRLkRFtLecZUQOQeRn+xpQtshmNb0yJjgLbGMk/KmnqTeHS1uZkI85yVMSceShQSATzyT6flXJi9y5PQKMnPbBZYkz9C2+w2tEHTDSG1yHy7JUEZCnFd1Ed8/PNN2BoKRb7q5cEXApfdAS75hUrqA/o5wD7VhPbyh99DrzcYIQeEoeKVAZ/lEnHbngCrlt3RgTpCmZKkIJ5S4251pIPufStIqGPpLX6fVVvNkeCTfvJXb20qPSpCfLIz6ehppXh5XUodRIzir7F5RJQnyXApKx3CsisO5K60ZSMmidzeEJ1wUeRp3WWY7Lj3PwIKuPasOBNOgNFzddXQo6UxXJJ6e+SklIJ9VE/CB70296NZw9AaRduEhsuuvrDLTJV0lZ9Rn6AmtfdzvEpddx9PM6OtllbtNnbcQ4+ku+Y5IKR8IUcABIIBx64FOaOidrUo9HP1uurpzz9Qi7PSlPbkWq7THVqfXdESHAnGVJUFqWc/UZ/OupWzzob0lCjdX+C6kYHYYUeP7elcs9j4Yla/t0NJALrb4Cz/JJbWP7fWumuzC1R7K3AWpRWy4pKiruVA8nFd+SwsHk4vLyTnGJDKeKRbv8AFKAFLEVWYyFe4pKnDM9Ofeq44B9lDFWoA9PpVtUJf8w04G2keWklPpQWmz/Jqu1k5Y3fuTnqk/qqhhL/AJhpxeQ1/NqhZaH8mp2ZDcNxUJf8014MJfqg05Syz6prwWWv5tDhgjLG0qGQPwmrZhn+af1U5y22BwkVbUhP80fqqNoZZyT0Z4UdQ3iU2xqq5/oRMvyH4a0tiQl6O4HFdY6VAggNfhPPNKjPhJU7cgmRraKiCw4lEqQ0wpxRCi6UlCByPgbyc+pxV3Xu/wBv3ZyxqaY5Y7Um8NuwmWYsZKzH+7KW0sIKs9JypXIJ/KsXTF33s3It8Oc7uMYkVAThEZtLa0qSryk5KEjkgq9T+2mdNpbNY2qVnCz/AKN1ubHIjwSsQoDU+6a8cyttL6o7cLDqWz34KsZB6fyyaae5Wzeh9vpll0jDu7k9+4Xhtt6W62EuBkpQlQwDjp6irFNK/f3eXTU93hO6+uEwWyUqIZMiW4FOIGRxzjtxj51IezmxWlN0dHuX7V+tJkWa3Mc8pzzQStkYSMdR4HVnmk3LnAxbpbqYRtmsRl0QxuYuA5ra7ItsVmPEYkFhhtlISkIRwMAcelNZKVLyGh1Y79PpW4192m8MehLG6xdL41c5wd81Ljs8KcVkdj0n8OU/tprXCZtvpnUzeqrmq1SrAi2txYDMNkOecoEFXUBwPzNSYKW58Gtke2XN8j7vb5LpV26Wyc/srbbwZ+ILd3wpWvUTWn9mE6na1hJiO+Y/LWwWSwlwAYSlXBDhJzjGKbkfevSzZZd03oa5TobaillpmMlLYdOO4Az7cfKli1bn7xtJK4O37FvhSkF1tcvKUtJAKsn1/KqktvpkeXTTm5UXeCVvvO0alC2dWq1e5C8/4Er+/fevI6+5GT0ZxnHPyrcuP9rduXImIh/wC2NKnB1Am9O9v/wq1pj3LdPXFjkC4zrVDt9wJClthRWCk8cHjkjvWHD2Zs8Npb+pNVhTikZQUPJQWx8x6/qqHlMYp/juElanu9iVNTeNzUOo/EnpPxEXPQlogTtH2aTZmrYm5LU1IS95nxlZR1AjzTwB6d+ak1z7YO8x0rXK2psQAOMIu7quoe/+DrUa56V2Nt0Uuzbi5Olp4CUulXUfnzjNRrp/W2ltFz5rjmlkz23VEM+Yfw+o/t9KanKuxLasHMhVdBNzlk3S2s+0HvMDdzcvdSz7WwX5Wvf0SqUw7NcShkQ4xjoCVhHxdQ5PtUxRPtNteyVfFs3akAe10cwf+TrQjbnXaNe3a6qRaGYLUVDJQhse5V3+mKlW3MNBXKB9Sap6SJTfuTZt/wCKTU2j9mrrs4xoWDIi3Vq6ocnKmLC0fflurVhPTg9PnEDnnppR0J4itRaV2I/gFZ0XEegrts+3G4KlqDnTKW6oq6OnHw+dxz6CoptzTZxhOOM96ccJtHHNV2E5MrbC/wCpNoNY27XelR1yIaSzJirWUty2FcKaX0+mcEd8KSD6CpX3G3OvXiHNoRfdKxLULR5xT5EhTvmeYE5B6kjH4RUbRkpBGeRUgaNQgBJSnHvUwjiRVvgd+ivEduftfbWtNXWyx9T22HhEVx95TMppscBBcwoLSPTqTkdsnjGPuL4tt19UWOTaNK6di6WTISUPTEvmRKSjjPlqKUpQSBjq6SQDxg4IwLiy0VKKk5OabF+eiR4hQopSCMHNWnXHOQi20QFruKi2wVwCOpTSUrSPRayFHJ+fwk1qNqpaU3aSogAIV0ZznJxWym9mvLVEnSEx30SFxmlJUEHILmDgZ7cZ/wAtai3W4u3GW7klXWorUT71ETRL5LbsoKQpXqc1IPhw3Ub2y3Nt9xnvKRa7hiDOI7IQtQw4f9yrB+maix9wqGfXsaxirBz6jt8jRdXG6DhLplqbZaexWQ7R1/ff/SEMsJeJZeIVlHYp9x+VJV4Rbo8cpttujFaWS0VKYClkd++Mnmov8J+prrqLZGzzbpKXMdhuvwVLWcrCG1fAM+vwkDn2FT/b5envuSlyWAXun4cpHevHut1TdXw8H0Gu+UlHUQ9+SD3jHS8VP6eS6tIOEmH1gkjGc9x296xE6WhXaYZU2I3GTkfAhBScexJ5x8qnNmZZ0gpkAHOecD2+lNS5swQrzErBGeAO1MSjtjlM1t8rqNRmExCgW+LawkRU4YAwE9hVZNwYaQtxa+E9x/b1qxd7rFgtnzZAHfCQaZ8uY/fXOhpKkR0H1H4/+yl1HnLE8OS4NWfE9ryTqXWgsiSUwLU0OlAPC3FAKKv1ED8jUQNu9DKUjjJzTp3XfTN3E1EsnOZamkj26AEf+bTRRytCVjhP7celet00FXVFL4PEaqfqXSb+SV9iyI+v7KpaFAPP+WSPZaSM/tFdNtAJ+63J9gDCS8pQJ7kE5rmNtNIQxfrddy6E/cZjLqir+S2Fcnj8hXTTTrnS+xNSfhdA7duwrWXRglgm6GofdUAe1Jko5uQFZdpkedCbIOSkYNYcg5uQIqCH2OFPLKR69NN+fqRqE75aj2ODS2FfxYH9GmNqVlLil++CK1hHcZ2T2LIqK13aWQS7IHHqawXN19JJWW13NpKk9wSKibVdinTIjrMSQ4lSgcYNa633Zrc+fdHHIF9loQo8ADOKPTZEb4s3rh7i6bnKKY1wZX/jCswartp4S8gn61plths3unY7qZN1vkmQ2rBCVDtU/WPTF2jqLstxauAORWEpSj0brayUDqeARy8hP51ju6utDR/jpiEf4wplKsr5cKucVDe9um9fSFo/uUkLbyoZwCaqpyZMopdM0suOr4uqduGdMxNDypk23sMx4s1ZLhaWp1x2StITz1LUoD5JHNZdnTvVp60W02bTX3SGhCCkiN3PUSlS8nvyTSrK8QGkbPKS5o/SshiO06voZcKEoSFYHGMnnpBJ+ZpOuHid1W+Vi02mBEYWAhaXMuKUgKyE5J/I8V3a/wCPpYPZbh4xwcWGu8rbNKulRj75fJW27Aav1Tri/wCnIt8jLctITKlSnkrSHSsjJSkckgk5+lPex+Guz2u3pv07XwnMMrV1QkoUw2v4SrpJKs8jpV29cVEsnfbdF9TzkbVMiJ55yryAEKA6ivHUBkjJPrTSmajvlx6zMu810OL61pU8opKvfGe9efeM5R6JTnNKMnwbXWPRXh/fbkWfVEWyRnIn8f1iSQ64APVQOSODx8xUPbuaj0K1AZsGjWmXoLUnrQhsY6UAAck8nJyfzqKOtXJBVkjBNegElPxqIHrzUbiYra8k5bC7/aT0HItWkdXWiTHsUy4o/SE6IpHmxWVqALyUqBCujhRT6hJHGa3H8Zfh11HtvtDH3q2p1fO1hZIKEyLrDejtKQLc4kFMpotJBKE5SVE5HQQrgJVnmI7HStPwc9jk98V08+yz8Sh1bYZ3hQ3EaVcExID79hdfPmIdt5GH4KwSThAWSgdugqTx0jJkrNP7hh+EzwUXnxEbTyt3N1txtR6LsEhxRskS1hhvriNBXmSXFPNqAQSCE4wMIUrkEVCu0vhau/il3t1FpHZLUV7c27sEryXtV6h6VktJ+FKghpKApbpClNtjBCCCsitsPtRfEjF2v0NbvCltgz+jHLnbG/0x90HlNxLQB0NQ28ejgQQoDgNp6eQviTvs+YkPbf7P5jXFgiNyLnIh36/yEpHL0ll2QhtBPqQhhtP5UOXBRScfqGQ19kb4eWG27Jcd6tbHULzRUENybc2lZx+JMdUdS+n/AMYfrWmHjA8EOuvC3Kj3OXMGotJXJZahXtmOWwy/yQxIRk+WsgZSckKAOMEEDX266q1XqXVj24l7vs6TqSbM/SLl0W6r7z94yFBaXM9SSkgdOD8IAAwAK7K63uUnfL7MK4au1+2XLpJ25XfHXnOFLnRGC629/jrZSr6Lx61GXku90Fl+5rbqnwJ7e7BeHyJvfp7W2orhcb1EtDr0SaI/kJMgAkDobCsAuHHPtmlrwk+H/T/iFOpU3vUlztJsIieUYCWz5nm+bnq60nt5Y7VO3ilA/vB9OcnJg6c/X0tU0/svyDI3GwcjFq//ANNaxk9uRd8yIEvtoj6Y1xqHSUWS5JZslzkwG3nQA4tLbhSCrHGSB6UowxjBrG15xvRrz2/ujuAP/wCYXWVEx2HvWvsU9xWj84/Kn/pA4Rj2OKYEbuPyp96SVhJz71MUVm8IWbsvoStZIwBnvWv27l5vktiYxbpKmo0cBDzyTgqUcAIB/wAZJP1xUt7myrpFsUp21Oobf8slClkAJPzzWtd11eu46KmRbm+Pv0yUh1SunpHl56lEfRSFD8qJvnBash7WdqbTbZDpWS2zkpz/AC1lOcH8vzORUHSltslaEEKOcdVSluDqJqZCFvjuFLaSCoJ7KWBjj+3pUdWnR+p9Wz/uWmrHNuDhOPLjtFeD8yOE/mazi0uxja5dCA4tSk8CvKG3FnAHftWzu3ngZ15qFLU7WM1FljEdRjt4dkEexP4En8zWxukPCftlo1tryrGmc+38X3iYQ6sq9/YfkBSl/kqauuX+B7T+I1F7Tl9K/I2/A1b7i3s5cY1xhvNIF4cXHK0kdbZaaPUAfTqzzU2T4C/i6VKSQMjFK+nrOxZ4IjxmUNIXlSQBgD+wrIfjJUT1cE+hrzF9j1FjtXGT2VFa0tMaW84Inut7uVsUsFjzek8Y70hydR3ycPKYZ8nHzyTUiXmwsuuLUrHJ9qS29PNRwSCFE/0P89Wg5uPJnOVUXlIZNv0xOusgLnLUsZyeo8U5n7W1bYhCEpHTxwKdEGCmO0pXwjgUj6kV1xVssJysj9Rqz47MfVc3hHNnX5ea13f/ALyhSHDcn19Ku/SVkg/TkGm+hQ6xk1uLrbZCx6z8x6QwpuX05D7XCwfY8YPYd6hDVvhs11YguZaUJukdA/CjCHQPoeD+Rr02n1ldkVHOGeU1fj7qpuSWUV2RdZfus2A6hLjj0VRZyO60KCyk/LoCv1V0Q2nvX6Y0rbXVr+NlpLK8+6eM1zG0hMu2iNUw5ky3vMSYTqVqafSU5HIUkjvggkVvl4bNUxpEydYyshBeS60lRGQFAf5sH86YlLPQljHDNsrROdjtpwv4SOR7VkplofuPCueKT2IbrUbKD1pxnmkmPPVGu6UknlXIq66M5LkkfPwDn+TTSvSQtSvr3pzNPpeY6x2pt3EdS1Z963rF9R9o13WAe6efesqFFaU6jqQD+VVktdPyrKtyMlBxk5ppfaIP7hz22OylkAtpP5VfUy2TjoAHtiqQU4aFXVUnNcnQg8IxHIrJPKBWO5b4yjlTST9Rms9dWVZzxVNhfccLgMjPpVxATkAg80MMvPqDLUdxbiiAEAEntn0FOGzaD1beVJNvsM1xHWELX5CiG+AcqxyAAQSfmKxfwNiIU4TVtCxyOcg4xitjLT4K9x7vHjTGbvavJW90v4WrqabCsdYBHxfKnu14QNvbPPZtmqtYScrcCC4lxLfUvuAM/I88VGCcpGoSFkJwUkEqx7/5KVoFgus59DDMF3qX6qT0j37nilzci26R0zrC/WTTDbq2Ikryozpd68JTnPPrzS3et3WJWnLdp+Bb28xS045Jc/EpxPPp6E0nfOyM1GCzns0eMZQz79py6aYlJh3MJ6nAVJwQeK2h+y1SP78C0EjJ/QV0P/JJ/wBNaw6o1VN1bObuE5tpC2mwyAgYGBSM4y1IT0PIStPfCgCP21r0ww5Rwbk/argK8WbqegKB01b+fzdqVPszfFzoPSumJPhu3TuUWzxnZL8mwz5zqUQ1h85eiLWrhCitS1pJ+FXUsZBwFc5Y0VqPw02Eg+wxV9cdD4wUA4yP11LaJVeY4OqF4+x72ju2t3NQWfdK+27SUuT97VZG4bTziGlKKi0zKKsJb5wkqbWoJHJUfipM+0M8Ue2ehdmVeFTZqdDmzZkJm0XD9HvByPaLYz0pMdaweXVpQEdI5CQsqwSkK5rQrxqeNYnNMRtUXlmyuhSV2xFxeTFUFHKgWQroIJJyMc5NW4UJhtIbbYAHAQnpODVJWKPKCFLm8SZ2Q2Xvu1/ja8IVp25Tqb7nc4lpg2+6xmVJMy2TYoSEuFpX4m1FsKSeykqxkHOHdstsxt54K9DagvWqdxDLTcXEPTrpMZEZPQ0FeWyyyFLUVfErgFSlE8AcCuRm22kLrAlO3zy5NveAR92kNqU06lQzkpUMEcHuKktq0zbtNauGobpPukhodKHp0px9wJ/mhSySB8s0zVBzhn2FbkoSaHm5fF6u1XfdZKiqjC+XOTcA0vHUgOuqWEnBIyAacML8XV7mm9amEMoShCQAKcUT0pjbgwzkWIw5FPjShyk/XNMeN3p8aRaceAQ0nqUaq5qtbpF4Vytlsh2ZepoUW5RHoU1vzGnUFBST3BrXjWOxGo9Z3KO3aPKtNpjslLQeBP4jzhA55wDzjk/OtqTa2m/454dSz+w1hSUpTyhIIA7/AC9q5F3kZWNqtHfo8RGpJ3PL+DXLSXhD2+swRJ1GqVfpnqXz5bA+jaf/ADiqpy01pbT1hjtwLPaIkKO2kJ8thpKE/kAKUEYIyec/srOtsIuqyjOaSnvmszeTpV+nU8VrBltxmGmiEIA+lYao3W+E+hrImvPQkKBaJxSfDvbDkhKXAEHvzSkopj0JSRkyGUtIQnH4TmsJ4jHAz9aV5JaeSChaSMelJsxkpb6wCRWShteWays3poQpzKHCSoHPyOKTTDUMKAUflSo84F54xjjmrSVKKurP5U1sS7Oa5tvJgOoKW8YwfnSPKjBRKlYyaXHmHZDwSkknNXXre0lsAoycetQ6XYinrbRjMWdKlEhPckftpYj6ejutdK2kkHuFClOPEbGOAB1HvSk2httGQpNWqoaJla5IjbVO0WlNSgouliivgDhRThQ+hHI/I0maI2xY2/1VHvVqnL+5ob8hUZ0dRSM5BSruT9c8VLbi28cnqz6JqwuOl7IDQ5759aajOyp/SxaymFv3IlrTd7t9xiJEeSlYI55yQfn60n3SEEXIvNJxhRJz71GkRudbpAk215xh0eqDjP196cdv1dKLyWrq2AQAC6nt9SPSulTrYz4msM5N/j5w5r5RKFmlFyGpJBrCmn4lVesr8N2D5kd9LgV2KSDmrMpJKjXUp+rlHG1PGExFuGEoSay7WMpbrDup6UJrPsw6m2z7U0kc73HPF4Sn6V6V3zQyMJFVVSklydGL4LahVpQq6rvVtX+eqk5Od9ym+GXbsR2kfol6+QY3LsZBllS/JKOgKGEg5Oervmka8eMK1Q41yGl9LyZE6c44US56kJS0hXTgBCR2wnGM1qy3nGMHnvzVz0xSzY6kShO8Tm7z5mogajNrjy+nLEQdISAMYT7CmFctYamu8v8ASN1vtxkSurq8x2SpRB9xzxSSpvP5VbUj1GfzoTyWSLy3FrWVrcK1rPUVE5JP1qqcqV1qJJPcmrAyDnBq4gLOQAP1ioaDGGZKOBhHSKvJz6kflV21WK9XZSRbrZJk9WMeW2VZz9KWGNJ3FhKl3BBjFC+haFkAprCfA3pqZ6luNYkoPUQc5H1pYtFiu1zeS1DgOL6z05Hv+dSDatO6OtxjLhwn7xLAHWy22VfFSjerverPcIMaTAYskaQtJyMFfSe+cdq0nUow3ZFI32es6lHhe4lWfbKJay2/q+eyltw58ttfxj+3tSjcdMRlTWUaTigR2VBfnvjjNKN71Lttp2OVQlv3u4KOS44r8B9QPzqP7luDdZmWYbojMc9LaB2zSsojCnJPkmu2T3JYSzJuzUmSygJcYbAAaB7H88fspfickcVD2zDjsi4XVx11S3FIZOVfVVTHD+Ig45NdXSrNSOdqcq1oXYXKRS5D9KQYxKG+oegpRt89tSiCrBAzzWsomKHNEQpa0pGfiOBU06M0+3AtaX3kHzXRk8dhUV7bQjfrylPR1tM/Gs+g5qd5DqGWA2kAdIwAPavP+SucpKqJ6jw+m2Q9aXfsJNxQgJ6Er/LNIjqQUkEHHsKUZL5Uo5FYbqQDmlq4pLkfsnKUuRMUhaFY/k9/pSvZ3PKUFBXesJaAVAk8D0rMhMo6usZA71pLGMGcU85HFc4caZFBCQHCnk0xrlYU+f1IVjHqKezbwW105zgUkTmT5mfcUuoZGvUaG81FlsAt+aoo9CVHI+X0q67IebY6F/Fis5aFDuOBWO+yFoPw96FWmwd0sYEtqK28etQPxHOBV0W9A4AGfTishppSFABPHvV9llZOT39DWjj7IXwl2N59tcd0logH/JWLIflqRhI6j605HrenqKlAHNeY9uZJwpGK1Vcn0LucExopjXBzj+T7gVmMwX8BLpVj3p2qhttg9CQB8hSfIQrqwfyqyqceyHcs8IT49vSFHnOPWs9ERATnAP5V7jtfD29KymmSU4NGMIN+58GIiMhKvwJ7Z7VbksIcOOlJ9jmlRuK6XOrqPQRjp/z1VUAKBwMYqm3PJqpYEKLPuVjfMiA8oc5Wgk9K/qKfNi1GzfWCVDoeT+JPV601pMIYKSnvSKxLdsl0alpUoNdXS6PTGRz/AG9qZ0mqlp5pPoS8hoo6qtyivqH5fl9LafTNKtg5YbOO/wAqb1/lIdjMONqCkqPFOLTufujJz3FepiuMniXxLA6Gh8A49K8qr2jhI+leFUpJcj8XlHhdW1V7WatnvUYJycR5dlfjZIBKR7d6zrPofUN5hTbjHt7zUeDHXJW66gpQpKCkEJUeCfiBrdd9zwrbXQzLctEK+3HrDaGM/fFJT0AEnPwAnk5wPxGmzeNUXnxCsSdt9trAzbmW4zjqVyXQgqR1J44AGc4/VXMUscS7Ou6+MxXBqtqXSjOm7JYJT7rhm3eMqYts46UtE/BjHrjk0gMQZEnp8iO6vqWEDCSfiPYZ7Z57d63Ii+FK32aDHvG+WuIrrFvhmNGjRlBsNoR+EdXdXGe3+amV9724e065b9CQFusWOeJvSpn/AFx0DgqcPfOM/q7Vo+uDJvbwRVpjYjWOoz1yI4tbY6SDJBBcBx+ED6/sNSzYdp9l9r1FvdCczdn5CR8CV58skfh6R86TtGa11FvDqSRatRalRpq3MMqkIcbwkgdQwASfYH86XtR6s2D2vt0pq0LXqu/vAdUuSS78Y7/Ee35YoSbKTY4GNdRf0k1Ytrtv2orEBpCvMkthALZHCgMZJ4zTOmab0hbZ7+o9c6lQ645ILqogUCOvvjFRhqrfS8XaSp6wIdtpfbDbxSsnIHbFR0/OlTnlPzH1uuLOSpZyTQ4r3LV2Tr+14J2u+/Vosri4uhLG1H+EoDy0dP6hiotv2qrzqeZ9/vExT7vYE9k/IUgNlGM55q6CeMVR/g1hw9xlJOCFA8j1Ne0oV+JWMHtWO2rnPvxWUgHpTn071hJmqW8k/ZAETbsfZtnH611NEJJBA9qhzYxsqnXYJGf4tg/tXU0x0YUAR612dHFOhHK1kv8AK0K0MBQwRx60mTfOgTklAJQ4cgUqRU4GPfipJ0Ft7G1LJiquEFbyFOAdIWEYQACVknnpHbjOSce+N41b5bROy9UwcmPDZSxItVjVMcUS7KPmL6hjAIyAPlgg/rp8znA4SR3FeLpZhZ3Uv2weS0GsORzjpwjCApPoMgDvx614di3JJLZiEkAFXQoLH0GCfnXmtX47ULUSko5X454PWaHy+klpoQc0mu0+BKfVlZzWGqSkqAJq5dg6xGMlTTiEAZKloKQB+dNW33qNMmNstyG1Eg8A+xxSlkZ1cSTR0a7K7/8A5tMd7TXVyQCFUoxYwSAQKswkeZgDJIApTHQ2jKlAAe9UjJs0klEqCEIPSAKwHiFkk/SshxYV8IUOO4zWK+lR6VNgk+g+VNRreOhV3RzjJ4UyFDkcViBvOR86zs8ZUQCodicVaDgJ7p54HNZYaZtuSRY8gY6ccd6p0lHIx09hVxS0gnqUB68nFW1KCxhJCvpzWyi8ZwYTtXWS0tXPNDZCj0kcV4W2QfQ844Oaor4e2CO3BzWiyheTRkApUcYrCmNp7gVmISV5SMZ74JxVh0AKxkfrqewa2lhoBPArOZa6gMDmrKMJ5UDx8qzWlgJBHNYy4NITRkNhSU4UBn6VbWVeYSlY6AMEY7n+2ao84SOPpVgrSQPiHbPeq5y8E9fUeJYyknHIpn35kKbdJp3OvJUj4TknjGOaQ5tjut5jufc2ktpOEpW+hYSpR7Y6QVKHzAx8+a0/j2WL6Yv+ir1dNP3yX9mPCnuyLFBLowoHy+fXpOM/5KkrTmPubGPao/et85GnIK5UL7s9HV0PMJyQ38WByeT6ZNSHptJTBYChggV7BUyrrW7vCPARvhfZKUOsscyfwivB716yOkV4UeaTkuTpI8Kq2e9elHNWVqxVAOUGvN2NoP0vaV6QlNyYlvhKbWTDeQlTqlE4UFoBV0jAzXnRu+sC2XmRcbfryBppbzaWvPNvkuEJBOAkNtKPr64rWfqPvR1H3pKymNsnJ+53P+zu9H0FjbnPXub02rfvw5CemVq/WLl+U8CH1yrdMdxlPJSlTQAHVnGOeaZ28HiJ2iuTDlk2uhtwYHlFtLqIjjPUCACOnoBxwO9ajlRPc1TJ4+VCqSE3a284HarUEZvIbuKj8PT1BKwce1Ywu8DpCTJPBz2Vz+ym2ST3PejqNXUUiHY28jkVdrf3D+P8VX+ivSbzbx3f/wCKr/RTZzRmjaiN7zkdqL5bB3lf8RX+islGorQBgyv+Ir/RTJzRk1V1pllc0PlGpLMnvL9c/wCDV/oq+3qqyAYMvP8A4tf+io/yaM1R6eDJV8l0bBbQ7paG0tMub1+vf3dMhDQa/wBTPLz0lWfwoPuKlhnxC7MY+PWPSf8A7Oln/wDqrSUEjsaMn3pyq10wVcfYWtgrZbmbzxPEdso06kua0HSDkn9HS/3VbBaT8aXhC09HSWdz30SEw24ygqz3IoUvlSlBIYIB6sDPBrktk+9V6lD1rSOplF5MbNLC2O2R1pZ8cHheXaCi7bvMS7irKVuN2G5hJClgnAUxwMJTwT8uarZvHJ4V4tuYYm7koK2klAIsdxQQOyf9iV2GB+L37VyV61e/yqmT71tDyFlbzFL+hK3w9Fzy5P8As67r8dPhNWw7GXuh/FvjDiP0NccKz8vu54+VJc3xp+EZgMLha1hyQl9TpQqzXBAQpWSV/wCtj1YJPHb17iuTvUfegKI/9FFmvlasTgv6Jp8TXQ91c5L/AGdh7f47PBt5LUibr+3pkFCULSdPXIhOM9gIuD39v8lNjWfje8LN2cjp09uE20WXUpdLtluLTDjWecIQySrHzAP1rk9k+9V6j/YUitqlu2o6VinZDY5vH7OurXji8J7TaUK3dbVhIGBp+5AJPtj7v6Vk23x2+FKJKDr+7wca5BSbBcsDPrgMVyAyaOo+9PT8hOcXBxWH+DmQ8PTCasU5ZX5OzDvj38Gzg/8AffQD3ydOXQ8+/wDrek57x2eD1TS2E7sx3EOfCrOmbiMgn/6t2HsPYVx4yaM+lI8fB1k5L3Z1nunjk8L0W7xBZNzIrsF9t1qUU2G4o8s4HSrmPkk8jjP4iTSWx45fDNcXplvl61VCR92dQzPes0xSS4UkJKUtslQ5OckDt6Vyt6j71TqPvTEdVKNfpYWP0Iz0Fc7vXcnu/fB070Z4pfDJpcPPXDfR68yZKEpcXKstyIGAfwp8jABz+ynSPGt4UygJG5MIYHpp6fz9f9T81ybKie9Ga2jrtkVCNccfoXn4mM573bPP7Orl68bfhhRaJLlp1/AentML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width="301px" alt="How Big Data Has Changed Finance"/></p>
<p>This study not only attempts to test the existing theory but also to gain an in-depth understanding of the research from the qualitative data. However, research on big data in financial services is not as extensive as other financial areas. Few studies have precisely addressed big data in different financial research contexts. Though some studies have done these for some particular topics, the extensive views of big data in financial services haven’t done before with proper explanation of the influence and opportunity of big data on finance. Therefore, the need to identify the finance areas where big data has a significant influence is addressed. Therefore, this study presents the emerging issues of finance where big data has a significant influence, which has never been published yet by other researchers.</p>
<ul>
<li>That study also mentioned that the policy makers, governments, and businesses can take well-informed decisions in adopting big data.</li>
<li>Mercurius is an Italian fintech startup that aims at assetizing sports betting markets through the usage of artificial intelligence and machine learning technologies.</li>
<li>For example, FinTech companies such as Klarna, Lenddo, and Credit Karma provide services related to online credit scoring and verification.</li>
</ul>
<p>Access to big data and improved algorithmic understanding results in more precise predictions and the ability to mitigate the inherent risks of financial trading effectively. The arrival of these new market players has benefited not just the end user but also businesses, for whom banks have ceased to be the only access point to the financial system. For small and medium-sized enterprises (SMEs), fintechs offer a wide variety of solutions — from new forms of affordable financing, to faster, more efficient payment methods, to better customer service.</p>
<p>This real-time analytics can maximize the investing power that HFT firms and individuals have. After all, they will be able to provide better and more comprehensive analysis which has created a much more levelled playing field because more firms have access to the right information. Time series generally recorded data that are generated over time to know the future trend and future conditions that are going to occur. On the basis of past data near-future trends in any sector can be analyzed this data is mainly used in the weather forecast, GDP rate of the country, market ups and downs, etc. Financial advisors, investment firms, loan officers, and other professionals in the industry must have immediate access to detailed customer, product, and service information for informed decision-making and to remain in-compliance and competitive. More importantly, the finance sector needs to adopt a platform that specialises in security.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/xcritical-forex-broker-67-768x415.webp" width="309px" alt="How Big Data Has Changed Finance"/></p>
<p>Most companies purchase this data to know the real trend of the market and to know the customer’s perspective for a specific type of product. Companies can directly approach the customers to get various data and with the help of the internet legally they try to trash specific data. This data becomes difficult to store with a traditional system and new sources of software are used to store Big Data.</p>
<p>Management becomes reliant on establishing appropriate processes, enabling powerful technologies, and being able to extract insights from the information. With the ability to analyze diverse sets of data, financial companies can make informed decisions on uses like improved customer service, fraud prevention, better customer targeting, top channel performance, and risk exposure assessment. There are billions of dollars moving across global markets daily, and analysts are responsible for monitoring this data with precision, security, and speed to establish predictions, uncover patterns, and create predictive strategies. The value of this data is heavily reliant on how it is gathered, processed, stored, and interpreted.</p>
<div style='text-align:center'><iframe width='569' height='315' src='https://www.youtube.com/embed/coW93nKX2WY' frameborder='0' alt='How Big Data Has Changed Finance' allowfullscreen></iframe></div>
<p>Thus, big data initiatives underway by banking and financial markets companies focus on customer analytics to provide better service to customers. The increasing volume of market data poses a big challenge for financial institutions. Along with vast historical data, banking and capital markets need to actively manage ticker data. Likewise, <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> investment banks and asset management firms use voluminous data to make sound investment decisions. Insurance and retirement firms can access past policy and claims information for active risk management. It helps to make quicker and more accurate trades, thus reducing risk while maximizing the profitability of trading strategies.</p>
<p>The security risks once posed by credit cards have been mitigated with analytics that interpret buying patterns. Now, when secure and valuable credit card information is stolen, banks can instantly freeze the card and transaction, and notify the customer of security threats. Data is becoming a second currency for finance organizations, and they need the right tools to monetize it. As large firms continue to move towards full adoption of big data solutions, new technology offerings will provide cost-effective solutions that give both small and large companies access to innovation as well as a sharp competitive edge.</p>
<p>Her research interests include big data, high-performance numerical algorithms, and innovation management. Trelewicz has worked in industry-leading technology companies such as IBM, Microsoft, and Google, has numerous granted patents in various countries and publications in international journals and refereed conferences, and volunteers actively with IEEE. She has a PhD in signal processing from Arizona State University, and is a life member of the international honor societies Tau Beta Pi and Phi Kappa Phi. Selecting a cloud data platform that is both flexible and scalable will allow organisations to collect  as much data as necessary while processing it in real-time.</p>
<p>Big techs owe their success to business models that generate a large stock of user data, which are then used to provide financial services. This paper focuses on the implications of the expanding footprint of big techs in finance. Financial markets always seek technological innovation for different activities, especially technological innovations that are always positively accepted, and which have a great impact on financial markets, and which have truly transforming effects on them.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/xcritical-affiliate-marketing-system-benefits-for-small-business-img-4-768x512.webp" width="307px" alt="How Big Data Has Changed Finance"/></p>
<p>In late 2017, the struggling beverage company, Long Island Iced Tea Corp., suddenly changed its name to Long Blockchain Corp. At the time, the mania for all things blockchain — the technology on which bitcoin <a href="https://www.xcritical.in/blog/big-data-in-trading-the-importance-of-big-data-for-broker/">big data in trading</a> and other cryptocurrencies are based — was at a peak and bitcoin&#8217;s value was going through the roof. The mere announcement of a pivot into blockchain saw the unprofitable company&#8217;s stock rise nearly 300%.</p>
<p>The strategy focused on a large volume of coordinated, personalized marketing communications across multiple channels, including email, text messages, ATMs, call centers, etc. But the truth is that the pressures of the broader economy are not the main cause of a sag in tech-worker satisfaction. Many other industries have felt the squeeze of higher interest rates and their spillover to consumer spending, but none have seen their employees&#8217; satisfaction dip as significantly as Silicon Valley. The underlying reasons for the unhappiness among tech workers have been building for some time — and  they strike at the very heart of the industry&#8217;s once-vaunted conventions.</p>
<p>Under, structure data type data are recorded into a particular category or type or format according to the need of the company. This means that whatever data is generated is classified under a fixed format for better and easy analysis. Data generated in the image format is recorded under that category likewise data generated through video, email, text, etc will be classified in that particular category. But data silos, the sheer amount of available data, and a reluctance to make needed cultural shifts pose significant challenges.</p>
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