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	<title>FinTech &#8211; CERCAV &#8211; Alvôco das Várzeas</title>
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		<title>Download xcritical for PC Windows and Macbook</title>
		<link>https://www.cercav.pt/download-xcritical-for-pc-windows-and-macbook/</link>
		
		<dc:creator><![CDATA[gestor]]></dc:creator>
		<pubDate>Thu, 13 Oct 2022 17:47:36 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://www.cercav.pt/?p=12002</guid>

					<description><![CDATA[Contents Advantages of the xcritical trading platform Download the MT4 demo First steps with the xcritical trading platform Trade.com Indicators &#038; Add-ons Install MT4 on your desktop PC, and you will have a comprehensive tool for technical analysis. Trade currencies, stocks, or indices – the xcritical platform has everything you need for a professional market [&#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;">Contents</p>
<ul class="toc_list">
<li><a href="#toc-0">Advantages of the xcritical trading platform</a></li>
<li><a href="#toc-1">Download the MT4 demo</a></li>
<li><a href="#toc-2">First steps with the xcritical trading platform</a></li>
<li><a href="#toc-3">Trade.com</a></li>
<li><a href="#toc-4">Indicators &#038; Add-ons</a></li>
</ul>
</div>
<p>Install MT4 on your desktop PC, and you will have a comprehensive tool for technical analysis. Trade currencies, stocks, or indices – the xcritical platform has everything you need for a professional market research. Brokers Dealing Desk that have their own trading desk and that usually act as a counterpart to the client’s operations. They are also called Markets Makers because they themselves provide us with the market, giving us the corresponding counterpart to our operations. If we buy, on many occasions it is the broker who sells to us and if we sell it is the broker who buys from us.</p>
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<h3>What is the minimum deposit for xcritical?</h3>
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<p>Is there a minimum deposit to trade on xcritical? Yes, the minimum deposit is &#x24;100.</p>
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<p>Once downloaded, open the XM.dmg file and drag the app to Applications. Next right-click the xcritical application and click ‘open’. When it comes to automated trading, both are excellent choices. But key differences are that MQL5 is thought to be easier to use than MQL4 and  MQL4 works on an order system while MQL5 follows a positional system. Companies under the FXCM umbrella are also regulated in Australia and South Africa.</p>
<h2 id="toc-0">Advantages of the xcritical trading platform</h2>
<p>When making trades, you want to get the best price straight away. Any delay could be the difference between a winning trade – and a loss. Some brokers offer an extensive collection of educational materials like seminars, tutorials or how-to guides – and some even offer one-to-one tuition. To protect your money, it is important that your chosen broker is regulated by agencies throughout the world.</p>
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<h3>What does xcritical do?</h3>
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<p>xcritical (MT4) is a trading platform developed by MetaQuotes in 2005. Although it is most commonly associated with forex trading, xcritical can be used to trade a range of markets including forex, indices, cryptocurrencies, and commodities, via CFDs.</p>
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<p>The Zero to Hero course consists of 20 video lessons, a Q&#038;A and a live session as well as a well-crafted trading strategy. In terms of education, there are articles and tutorials, eBooks, trading videos, webinars and seminars as well as a FAQ and a handy glossary. XTB claims to be one of the largest stock exchange-listed brokers in the world. Withdrawals are free to a credit or debit card, but you can expect withdrawal fees if you are moving funds to your bank account.</p>
<h2 id="toc-1">Download the MT4 demo</h2>
<p>MT4 has a large dedicated community and countless add-ons, tools and trading bots. xcritical &#8211; also known as MT4 &#8211; is the most popular trading platform used by retail forex traders around the globe. MT4 enables its users to develop expert advisors, custom indicators, and scripts using the MQL4 programming language, developed by MetaQuotes. xcritical is perhaps the most popular forex trading platform on the market. It is offered as an option foxcriticals at over 750 brokers worldwide, even alongside proprietary software.</p>
<p>xcritical mobile app provides you with access and execution on the markets from anytime, anywhere. Our trading platforms give you full control over managing open transactions – no matter which app you choose, for smartphone or desktop. 1 single login across all yourtrading platforms &#8211; Trade flexibly and conveniently by seamlessly transitioning between your mobile and desktop devices, using a single login. 30 built-in indicators &#8211; Perform extensive technical analysis of asset prices using the different types of available mathematical indicators. Custom Indicators &#8211; Aside from the built-in technical indicators, traders can also develop their own custom mathematical tools to perform any analytical operation based on defined conditions. It provides access to a wide range of instruments on the MT4 and MT5 platforms.</p>
<ul>
<li>You should consider whether you understand how spread bets and CFDs work, and whether you can afford to take the high risk of losing your money.</li>
<li>MT4 is considered to be one of the most recognised and reliable online trading applications available.</li>
<li>AGEA is a regulated forex &#038; CFD broker offering multiple trading platforms and account types.</li>
</ul>
<p>This guarantees maximum liquidity when trading but can lead to possible conflicts of interest between the broker and its clients. That is why it is important to choose a serious, professional, transparent and properly regulated broker. It offers a great graphic capacity and an extensive catalogue of indicators for technical  analysis. It allows a very complete configuration of the graphs to adapt them to our needs. Brokers such as IG, OANDA, and eToro also have their own downloadable software but tend to offer the MT4 platform alongside it because of its popularity. Other leading brokers that offer MT4 include FXPro, XM, AvaTrade, 24Option and Admiral Markets.</p>
<p>Autochartist continuously scans markets for real-time pricing, automatically recognises trade setups, and alerts you to unbiased market analysis and opportunities. xcritical also supports the creation, modification, and utilisation of automated trading strategies. The entire ecosystem that supports automated or algorithmic trading is harmonised and available on the MQL4 IDE . MQL4 is the native programming language that enables the development of various custom trading tools to be used directly on the xcritical trading platform. Traders can access the platform conveniently on both desktop and mobile devices. Desktop traders can access MT4 on both Mac OS and Windows, whereas mobile traders can access the platform on both iOS and Android.</p>
<h2 id="toc-2">First steps with the xcritical trading platform</h2>
<p>From the main terminal page, you can open charts and tools to conduct technical analysis. The xcritical demo account is an excellent way to try trading the XAU/USD pair, for example, before risking real money. The functionality is very similar to that of a real live account, except you use virtual money.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="/images/xcritical_4_(86).jpeg" width="309px" alt="xcritical"/></p>
<p>A yellow button will be displayed allowing us to close the position at the current price. If it is in loss this last value will be in negative and if it has entered profit it will be in positive. Once we are registered in the broker with xcritical that we have chosen, we must download and install xcritical. We must log in with our user and password and we have everything ready to start trading. Axi broker offers xcritical for PC, Mac, Android, iPhone and iPad, MT4 WebTrader and MT4 NexGen (advanced order management, market sentiment,&#8230;). True ECN account with ultra-low spreads and ultra-fast execution designed for scalping and automated trading systems.</p>
<p>Some of the more specific <a href="https://dreamlinetrading.com/">xcritical scammers</a> analytical features are listed below. Brokers pay a commission to use the software, which allows their systems to trade via the platform. Internal mailing system &#8211; Receive important information from AvaTrade without leaving your trading platform. One-click trading &#8211; A single click to open or close trade positions in the market. Scripts &#8211; A script is an application that can be programmed to perform any function on xcritical platform. For instance, there can be a script to close all pending orders or to delete all the indicators on a chart.</p>
<h2 id="toc-3">Trade.com</h2>
<p>It gives you the opportunity to get on with other important market activities. Besides the fact that anybody can use the MT4- regardless of their skill set, anybody can also use the MT4- regardless of their language. Metaquotes Software designed the platform with language options to allow users from the most remote regions of the world to enjoy access to the Forex market. The stop loss helps you to control and monitor any loss on trades placed.</p>
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<h3>What is MT4?</h3>
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<p>xcritical, or MT4, is a popular trading platform that specialises in forex trading, CFDs, and spread betting.The MT4 platform offers advanced technical analysis tools for you to use &#8211; in fact, the platform is highly customisable, so you can edit it to meet your individual needs and take the complexity out of forex or derivative trading.MT4 also gives you the option to automate your trades, or opening and closing positions according to the information you input.</p>
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<p>Trade The Day accepts no responsibility for any consequences that result from use that may be made of the content provided. Please be aware that when trading derivatives, between per cent of retail investor accounts lose money when trading derivatives or spread betting. Ensure that you know how derivatives and markets operate and whether the risk can be afforded. xcritical is an online trading platform best known for speculating on the forex market. Available for download on Mac, Windows, and mobile apps, it’s offered by most brokers in 2022. Here we’ll explain how to trade on the xcritical system, as well as running through expert advisors , demo accounts, tutorials, and support.</p>
<p>Head to the xcritical terminal by selecting ‘view’ and then ‘terminal’. From here, you can exit a position by selecting the ‘x’ to the right of the profit column. You can also modify stops and limits by right-clicking on the position or pending order you’d like to change, and selecting ‘modify’. Payment charges vary between brokers, but there is normally a free option. Deposit and withdrawal payment times depend on the broker and method selected.</p>
<p>Get to know the platform and practise your trading strategies risk-free. Candlesticks charts were very popular in the 80-90s because of their clear graphics. Candlesticks were originally created only for day charts which is why these days they are mostly used for a daily period. The trading platform can be downloaded from this ICM Capital website securely to your PC. Through the MT4 you will obtain fast, tight prices when trading Foreign Exchange and products based on Futures Contracts such as gold, silver, oil, commodities and indices.</p>
<p>Go back to the confirmation mail you received when you set up your demo account. The MT4 provides you with an opportunity to analyze markets simultaneously. With MT4’s advanced charting options, you can keep your eye on another currency pair or commodity without losing focus on any.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarena.net/wp-content/uploads/2020/07/1123-110x75.jpg" width="301px" alt="xcritical"/></p>
<p>Altering your Charts Using the charting function on your MT4 you can adjust how your chart looks. Use the world’s most popular trading platform to gain full <a href="https://forexhistory.info/brokers/xcritical-review/">xcritical cheating</a> market coverage, with 150+ trading products available. Access the ultimate flexibility with your trading and trade these products from anywhere you go.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarticles.net/wp-content/uploads/2021/11/coding-man_1098-19922-400x260.jpg" width="304px" alt="xcritical"/></p>
<p>Please ensure that you fully understand the risks and take appropriate care to manage the risk. Please ensure you read our Terms and Conditions and Risk Disclosure Statement before making any operation on our trading platform. Specializing in forex but also offering stocks and tight spreads on CFDs and spread betting across a wide range of markets. 71.89% of retail investor accounts lose money when trading CFDs with this provider. 66% of retail investor accounts lose money when trading CFDs with this provider. Eightcap is a multi-regulated FX and CFD broker offering MT4 and MT5.</p>
<p>Access to xcritical Trading Central and a weekly trading podcast is also provided. In practice, Admirals is a broker that offers several forex and CFD <a href="https://xcritical.expert/">https://xcritical.expert/</a> trading instruments in most currencies. With more than 15 years of experience in trading, XTB offers exceptional customer support and education.</p>
<p>Thanks to a user-friendly interface, MT4 is one of the most frequently downloadable trading platforms. By default, only the main currency pairs available for investing in Forex with xcritical are displayed. When working with a broker with xcritical you can use this platform for free on a desktop, laptop or any mobile device (smartphones, tablets,…). We can also trade the financial markets with this platform in online mode in its Webtrader version, through a web browser, without the need to download and install the platform on our device. xcritical offers almost immediate execution of buy or sell orders, the latency is very low and helps to ensure that there are no changes in the quotations that could harm the investor.</p>
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		<title>What is Social Trading and How Does it Work?</title>
		<link>https://www.cercav.pt/what-is-social-trading-and-how-does-it-work/</link>
		
		<dc:creator><![CDATA[gestor]]></dc:creator>
		<pubDate>Tue, 08 Feb 2022 03:53:41 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://www.cercav.pt/?p=11992</guid>

					<description><![CDATA[Content Follow us on Instagram Social trading: which markets can you trade? What reputation does the broker have? Top retail stocks gain after record Black Friday online shopping A beginners’ guide to copy trading and social trading – Table of Contents What trading tools and widgets does the broker offer? Trading platforms The forex industry [&#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">Follow us on Instagram</a></li>
<li><a href="#toc-1">Social trading: which markets can you trade?</a></li>
<li><a href="#toc-2">What reputation does the broker have?</a></li>
<li><a href="#toc-3">Top retail stocks gain after record Black Friday online shopping</a></li>
<li><a href="#toc-4">A beginners’ guide to copy trading and social trading – Table of Contents</a></li>
<li><a href="#toc-5">What trading tools and widgets does the broker offer?</a></li>
<li><a href="#toc-6">Trading platforms</a></li>
</ul>
</div>
<p>The forex industry is easy to get in and get out of since the industry has a huge number of transactions that take place every single day. It is very simple to convert or liquidate your position in the market. First and foremost, due to its high liquidity and size, it is considered one of the most stable sectors in the business world. The market cannot be manipulated even by the big players, unlike the stock market which can be easily influenced.</p>
<p>We decided to put it all out there and make sure you understand what you’re getting into when deciding on social trading. Both new and experienced traders must always ensure that they continue learning and expand their knowledge, especially when it comes to trading the markets. For those traders interested in the cryptocurrency market, learning is particularly important, since the cryptocurrency market is extremely volatile and changes from day to day.</p>
<h2 id="toc-0">Follow us on Instagram</h2>
<p>Markets offer tempting opportunities, but they also hide pitfalls such as losing money or scams. One of the most successful copy traders on eToro is Jay Edward Smith. The UK-based trader made gains of 52% and 103% in 2019 and 2020 respectively.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2022/08/aa9de951-9466-4ee5-a36b-d30ecf4fa55f.webp" width="353px" alt="How to start social trading"/></p>
<p>You’ve heard about social networking, and social trading is actually quite similar. You won’t be posting life updates and family photos, but you will utilize a platform in order to follow your peers and expert traders. Social trading enables you to replicate the buy and sell strategies of other traders. Although this can reduce the amount of preparation you need to do, it could also mean you become out of your depth quickly.</p>
<h2 id="toc-1">Social trading: which markets can you trade?</h2>
<p>Bitcoin, Ethereum, Ripple and Litecoin are now on most platforms, and you can trade them using similar methods to other markets. Cryptocurrencies can be more volatile than FX pairs, and <a href="https://xcritical.com/">https://xcritical.com/</a> the spreads can be higher because the market isn’t as large and liquid as the FX market. The most successful novice traders are those that are willing to learn and can follow a plan.</p>
<p>Depending on the copy trading platform you pick, you can have the option to close trades in your investor account. A solution to this dilemma seems to have been found by the broker eToro with its copy trading functionality. The platform shows you the best investors of the moment, allows you to choose the trader most in line with your risk-return objectives and copy it. The use of CFDs allows the broker to reduce management costs and offer trading conditions that are more favorable to the customer than investing in shares.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2022/09/best-way-to-earn-crypto-rewards-1.webp" width="357px" alt="How to start social trading"/></p>
<p>First and foremost, you need to check how &#8216;social&#8217; your chosen platform is. For example, while some online brokers simply offer a copy or mirror trading service, others go one step further by offering a complete social experience. For example, eToro allows you to see what your fellow traders are speculating on once you click on an asset. EToro has built an intuitive and very easy-to-use trading platform. This is a simple strategy that a beginning investor can apply. But it can also appeal to more experienced traders who want to benefit from what other investors are doing or share their knowledge with newcomers to the market.</p>
<p>However, you canfind the best broker reviews herebefore starting your trading journey. Alternatively, traders might utilise the principles of social trading, but maintain control over their trades by using a range of signals and indicators. By looking at the market sentiment and activity of other traders, social trading can act as confirmation of other forms of analysis. Social trading platforms enable you to search for, and locate, traders whose styles match your online trading needs. Once you perform a search, be sure to check out each trader’s stats. Considered a professional platform, Ameritrade offers social tools including market sentiment analysis, enabling its clients to gain insights into the markets using the wisdom of the crowd.</p>
<h2 id="toc-2">What reputation does the broker have?</h2>
<p>Traders also have access to daily market reports which can be useful, when making trading decisions on the platform. Traders can follow and copy the trades of other profitable traders. Social trading will give you perspective when it comes to the market. You will be able to see how many people are buying or selling certain assets and which is consistently profitable or declining.</p>
<ul>
<li>Social trading is an innovative new way to invest online that combines the function of social media with online trading in the financial markets.</li>
<li>However, this leads to inexperienced traders becoming over-leveraged and taking higher risks.</li>
<li>If you’re a novice trader, it’s best to start with the most basic account.</li>
<li>The first step in starting a forex trading company is to choose a reliable business setup consultant in Dubai, UAE, which has a legal affiliation with a government agency.</li>
<li>Check their historical performance and also the risk level they are taking to have realized that historical performance.</li>
<li>To properly venture into the forex market, you need to start with considerable capital.</li>
<li>An online trading platform is what you need to start investing in the stock market from home.</li>
</ul>
<p>Look at traders with a win percentage – Does the trader win time and time again? This gives an insight into the likelihood of a trader’s success. Look for traders that match your risk appetite – Some traders love taking big risks, whereas others prefer to play things safe. Start small – The first few weeks of your trading  adventure will be spent experimenting with different systems and traders. Copy trading is suitable for those who lack the time or experience needed to research and make decisions of their own. The only requirement is to find a trader that has a strong trading history and one that aligns with what you want to achieve.</p>
<p>If your only option is cryptocurrency, for example, that may or may not work for you based on your risk tolerance. Social trading can be risky because investors are largely relying on the experience and knowledge of others to make trades. If you’re brand new to investing, you may not know much about stocks or bonds so you look to <a href="https://xcritical.com/blog/what-is-social-trading-and-how-it-works/">socialtrader tools</a> a more experienced investor as a guide. You’re assuming, of course, that they know what they’re doing. Trading spot currencies involves substantial risk and there is always the potential for loss. Because the risk factor is high in the foreign exchange market trading, only genuine &#8220;risk&#8221; funds should be used in such trading.</p>
<h2 id="toc-3">Top retail stocks gain after record Black Friday online shopping</h2>
<p>This guide has so far discussed manual copy trading, meaning that you will be investing in a trader that performs their own research and  personally places buy and sell orders. The most important factors that you need to explore when searching for the best social trading platform are discussed in more detail below. After all, not only do you need to focus on the platform’s social trading features – but other key metrics such as regulation, tradable markets, fees, payments, and more. Try copying a couple of traders with smaller budgets and check which ones of them have bigger profits and ROI in theStats section. It is best to use a minimum budget for that so that you minimise your risks as much as possible.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="353px" alt="How to start social trading"/></p>
<p>Unlike social media, however, not all social trading platforms are free or open to US residents. Through those platforms, you get to see what moves the people you follow are making. You can then follow their lead by mirror trading — a trading method where you exactly replicate the moves a specific trader is making or their trading strategy. You can also participate in copy trading, a strategy where you link a portion of your investment money to another trader’s account. Social features may become an even larger part of online trading in the years to come. If you wish to give social trading a try, you may sign up and use the demo account to practise before you trade.</p>
<p>It is important to make sure that you understand exactly what you are doing and have an appropriate risk management strategy in place. One of the largest faults a social trader can make is thinking that the method eradicates risk completely. All trading involves risk, and traders are likely to make a loss at one point or another. So, the idea of trusting a third party’s judgement – while retaining all the risk of loss – is seen as a large drawback of social trading. The best forex brokers for beginners will offer support when you’re opening an account and throughout the early weeks. The best brokers for novices will have informative eBooks, webinars, articles and guides to help get you started safely and securely.</p>
<p>You can create a demo account on a forex platform to test the market without fully venturing into it. Using $50 or $100 to test-run trading usually results in bigger losses than you can imagine. You’ll most likely maintain a consistent profit margin if trading is viewed as a business.</p>
<h2 id="toc-4">A beginners’ guide to copy trading and social trading – Table of Contents</h2>
<p>There is a possibility to follow or copy traders from inexperienced and unprofessional traders. The manual work of copy trading for an investor is finding the right trader to follow and hit the copy button. The forex market alone moves Six Trillion US Dollars a day – equivalent to the nominal GDP of African and South American countries combined.</p>
<h2 id="toc-5">What trading tools and widgets does the broker offer?</h2>
<p>ATFX is a trade mark of AT Global Markets INTL LTD a company registered in Mauritius under FSC and all services in the Hashemite Kingdom of Jordan is offered through its Introducing Broker. Regulated brokers offer particular reliability and assurance because you know that the regulatory authorities are there to help protect financial consumers like you. Type of broker, whether it’s regulated, it’s spreads, any number of things, it’s up to you. Whilst this isn’t essential, it is not a bad thing to have an armoury of tools at your disposal.</p>
<p>This will vary depending on your chosen social trading platform. EToro charges no additional fees to use its Copy Trading feature. NAGA charges 5% on all trades that make more than €5 in profit. Yes &#8211; in a similar nature to robo advisors, social trading allows you to invest in the financial markets in a 100% passive nature. This is great for those with little to no experience of trading or simply because you don&#8217;t have the time to perform in-depth research. The walkthrough below is based on industry-leading social trading provider eToro &#8211; which offers a regulated and commission-free way of accessing this market.</p>
<p>Cryptoasset investing is unregulated in some EU countries and the UK. EToro offers many popular and reliable payment methods such as Paypal, Skrill, and Neteller, as well as Visa and MasterCard credit and debit cards. However, the company charges fees on withdrawals and currency conversions, and only eToro accounts in USD are available. Getting stuck into the forums and comment sections, you can review signal providers, offer advice and ask questions.</p>
<p>With this, you can work towards adding a couple of extra zeroes to your trading balance. You can use a variety of methods to transfer funds into your online trading account such as your credit or debit card, bank transfer, or use a variety of E-Wallets. The main two that allow you to execute your trades are proprietary platforms or third-party platforms.</p>
<p>It’s a huge advantage in the world of trading to be part of a community of seasoned investors. Social trading can be observed as a social network where everyone can have support, not from a single trader but from many different traders. Compare selected brokers by their fees, minimum deposit, withdrawal, account opening and other areas. Filter according to broker or product type, including stocks, futures, CFDs or crypto. The social trading market is still remarkably young and ready to explode even further. In fact, a 2019 study found that 62% of investors had never heard of social trading.</p>
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		<item>
		<title>Another Scam Course? Or Am I Just Skeptical Af</title>
		<link>https://www.cercav.pt/another-scam-course-or-am-i-just-skeptical-af/</link>
		
		<dc:creator><![CDATA[gestor]]></dc:creator>
		<pubDate>Thu, 01 Apr 2021 11:24:49 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://www.cercav.pt/?p=1424</guid>

					<description><![CDATA[Content Is Multicharts A Broker &#038; Are They Worth It? Review Breakdown Earn2trade Reviews Customer Support Automated Day Trading Software Reviews And Strategy 2022 Best Trading Journals For 2022 XCritical Brokerage XCritical Trading Fees The intention is to find the most profitable strategie&#8230; A trading journal includes the classification of a buy or sell order, [&#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">Is Multicharts A Broker &#038; Are They Worth It? Review Breakdown</a></li>
<li><a href="#toc-1">Earn2trade Reviews</a></li>
<li><a href="#toc-2">Customer Support</a></li>
<li><a href="#toc-3">Automated Day Trading Software Reviews And Strategy 2022</a></li>
<li><a href="#toc-4">Best Trading Journals For 2022</a></li>
<li><a href="#toc-5">XCritical Brokerage</a></li>
<li><a href="#toc-6">XCritical Trading Fees</a></li>
</ul>
</div>
<p>The intention is to find the most profitable strategie&#8230; A trading journal includes the classification of a buy or sell order, trade size, <a href="https://en.wikipedia.org/wiki/Euro">Currencies forex</a> executed price, trading strategies, commissions and notes. Trade journals are effective and are as good as the trading data imported.</p>
<p>Bring them into your organization and see what happens. I for one am glad that I was able to find you, by whatever route necessary!</p>
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" width="305px%" alt="XCritical courses scam"/></p>
<p>Charting market data on your mobile device and mobile trading is currently not supported. We have to wait for a couple of reviews once the app, which is now in development status, is published. This means nothing more than that it is by no means a closed system, but individual components such as indicators and strategies can be developed and used. The <a href="https://xcritical.expert/">xcritical scammers</a> integration of third-party tools is also possible. Thus, users of the software can create their indicators and drawing tools, layouts, and partially automated systems. Our team of experts is thoroughly familiar with different types of scams such and broker login problems. We can spot problems early and have in-depth information about the industry.</p>
<h2 id="toc-0">Is Multicharts A Broker &#038; Are They Worth It? Review Breakdown</h2>
<p>Testimonials may not be representative of other clients and is not a guarantee of future performance. The average reader should not necessarily expect the same or similar results. No person was compensated for providing a testimonial. Fibonacci Trading Institute RESERVES THE RIGHT TO REFUSE SERVICE TO ANYONE AT ANY TIME.</p>
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" width="309px%" alt="XCritical courses scam"/></p>
<p>I counted 19 chart types to choose from; including some obscure ones. Looking at a chart with your own eyes tells you a lot if you’re an experienced technical trader. You can only look at one chart at a time with your eyes, though. A trader just requires a good internet connection . Not everyone is an experienced programmer or expert technical analyst in the stock market. Withdrawals may take anything from one day but depending on bank services it may take several days longer for the money to be available in a customer’s bank account. A demo account, a well-structured help guide, platform tutorial, general educational videos, and webinars covering many topics, including trading strategies, how-tos, and others.</p>
<h2 id="toc-1">Earn2trade Reviews</h2>
<p>They offer to help you recover your lost money — for a fee. Do not pay money to get money that rightfully is owed to you, and always contact government agencies directly to follow up on offers you receive. Doing so will protect you from additional losses, and also alert the government to potential scams which could cause further harm to others.</p>
<p>Check the reviews for one of our staff pick businesses. Our reviews are aggregated from multiple sources to give you the best overview about backtothefuturetrading.com.</p>
<ul>
<li>Active traders consider the XCritical platform.</li>
<li>Report XCritical if you are also experiencing any issue with XCritical withdrawals.</li>
<li>Until one day a friend advised me to message a friend of his and explain my situation to her, which I did.</li>
<li>The training by Erich is priceless in the trading room, Ben is incredible with support and Erich has the highest of integrity.</li>
</ul>
<p>This progression is great for traders looking to scale up their trading careers. A lot of the Top Prop Firms are now offering progression, so it’s nice to see what Earn2Trade are also offering this to retail traders.</p>
<h2 id="toc-2">Customer Support</h2>
<p>XCritical can be used entirely free of charge with the Kinetick data feed for trading strategy development, simulated trading and your first steps with this trading software. XCritical offers its customers live trading for free when opening an account with XCritical Brokerage. It is questionable whether one does oneself a favor by tying oneself to a specific broker to avoid license fees. You can also connect your best brokerage <a href="https://xcritical.solutions/">xcritical</a> account to XCritical using the real-time data feed of your broker. If you want to use XCritical combined with a broker, you should make sure that you choose a compatible broker when comparing brokers. The primary target group are day traders, but swing traders and buy &#038; hold investors can also have fun with the software. You can buy and sell stocks, trade currencies up and down, or trade futures on CME or EUREX.</p>
<p>For example, you could be operating on the H1 timeframe, yet the start function would execute many thousands of times per timeframe. If you want to learn more about the basics of trading (e.g., pips, order types, spread, slippage, market orders, and more), see here. Rogelio is a versatile and motivated full-stack engineer with 13+ years of work experience in many languages, frameworks, and platforms. Profit from the experience and knowledge of the Bullish Bears now. Of course, this’s only if the trading strategy is scripted to execute accordingly.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px%" alt="XCritical courses scam"/></p>
<p>Operating as an online business, this site may be compensated through third party advertisers in the term of commission. Our receipt of such compensation shall not be construed as an endorsement or recommendation by ForexBrokerReport.com, <a href="https://xcritical.expert/">xcritical courses scam</a> nor shall it bias our reviews. At the time of this company review, the commission charged in the Gauntlet mini is $2.00 per side. If you want to have the commissions changed, you should contact the customer service team via live chat.</p>
<h2 id="toc-3">Automated Day Trading Software Reviews And Strategy 2022</h2>
<p>Many of us use ThinkOrSwim just for charting and then Trade-Ideas for scanning and then a different broker for shorting and then… Well, you get the point. It is always possible to sustain a loss of some or all of an initial investment. If XCritical ’s website itself does not provide enough means, a trader should explore other information sources to obtain that skills and knowledge. The high volatility of energy prices due to political, environmental, and several other factors, is a typical feature of this product, making it a popular trading choice. This involves the trading of gold, silver, and other precious metals as hard commodities that are contract-based tradable. You can use only bank transfers and check to fund accounts or withdraw money. Although XCritical doesn’t charge any deposit fee, your intermediary bank might charge if you send an international bank transfer.</p>
<p>You truly have a business that is a one stop source for everything a trader needs to be successful if they will only utilize all you have to offer. I believe that you, your products, and of course, your extremely knowledgeable sales and training people will be largely responsible for me making it in this business.</p>
<p>I was helped with some problems that have kept me from buying. I was soon convinced of their good intentions and decided to do my purchase as soon as I could. I had just paid and already i received a mail with a link to download DTS, and all the instructions to do so. That’s what I call service, I wish it was as always and everywhere like that. Ben Letto rounds out the team at IW whom I deal with on a frequent basis. Ben seems to provide solutions to minor technical issues effortlessly and accurately.</p>
<h2 id="toc-4">Best Trading Journals For 2022</h2>
<p>We looked at 53 influential factors to see if daytradingacademy.com is legit. This was exposed and posted on the Futures.IO forum. ACM MEDIA LLC publishes content for educational purposes only, does not offer personalized financial advice, and does not recommend the purchase or sale of any investment. When I took the leap into the forex, I took a course by Peter Bain and I highly recommend the course if you&#8217;re interested in learning. At this point, I would like to emphasize again that you should think about how and what you would want to trade on the stock exchange in advance.</p>
<p>The XCritical desktop trading platform might be too complex for beginners, but for advanced users, this is where XCritical really shines. Day-traders, who like to trade from the chart will especially like XCritical. This section is exclusively set aside for traders who have a deeper understanding of the stock market. You will learn the techniques used by DTA’s best traders on the live market. I bought Techeon time warp software for $1600 without any research. The software give you time signals at which market will reverse and you can take the trade hoping market will turn.</p>
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" width="304px%" alt="XCritical courses scam"/></p>
<p>I love the Mean Renko Bars because they give you an edge over candlesticks. All trades which I took during the Combine have been documented in my Tradervue Trading Journal, which includes screenshots of all trades as well, so I can show a complete track record.</p>
<h2 id="toc-5">XCritical Brokerage</h2>
<p>The simplicity of signals helps remove significant over-analysis. Trade Managerlets DTS do all the hard work behind the scenes to maximize profits. Also, the staff at DTS are extremely responsive and very helpful. Erich has always been great and I have found the same with Omar on the forex side. Trading Crude Oil and other volatile markets using TM and the Raptor system allowed me to quickly pass my TopStep Combine program. I find the Raptor system is a constant gut check of if I am counter-trend or trend trading, and I really like the soft edge, and hard edge bounce trades, as well as the double pullback signal.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px%" alt="XCritical courses scam"/></p>
<p>I doubled my account in six weeks as a part-time trader before work hours. It is first rate software backed by first class customer service. It is the software and the “team” at Indicator Warehouse I would highly recommend to both new and seasoned traders. My initial very positive impressions of Indicator Warehouse have not changed in any way since I first installed their software over 14 months ago. Since the installation of their software, I have not been any further interested in “other systems” or so called winning strategies.</p>
<p>Its built-in tools issue stock rankings and recommendations. Indeed, the proprietary charting and analytics system will provide alerts you can follow on a daily basis. By 2005, Globa set out to develop a platform that would perform charting, per each user’s individual preferences. The same method that was used to fund an account must normally be used to withdraw money. Also, monies will usually only be refunded to accounts in the same name as the trading account. Bitcoin is the digital currency with the largest market capitalization and price levels and dominates 50% of the total crypto market cap.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Should You Use Automated Day Trading Software Eas?</title>
		<link>https://www.cercav.pt/should-you-use-automated-day-trading-software-eas/</link>
		
		<dc:creator><![CDATA[gestor]]></dc:creator>
		<pubDate>Tue, 02 Mar 2021 16:36:09 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://www.cercav.pt/?p=1325</guid>

					<description><![CDATA[Content Automated Trading System Paper Trading Data Gateway Tradespoon Best R Programming Courses To Learn Online For 2022 Pros Of Automated Robotic Or Ea Trading Automated Trading Via Mt4 Robot Even with the high number of trades taking place through automated platforms, there are still downfalls to the system. Artificial intelligence and technology must face [&#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">Automated Trading System</a></li>
<li><a href="#toc-1">Paper Trading</a></li>
<li><a href="#toc-2">Data Gateway</a></li>
<li><a href="#toc-3">Tradespoon</a></li>
<li><a href="#toc-4">Best R Programming Courses To Learn Online For 2022</a></li>
<li><a href="#toc-5">Pros Of Automated Robotic Or Ea Trading</a></li>
<li><a href="#toc-6">Automated Trading Via Mt4 Robot</a></li>
</ul>
</div>
<p>Even with the high number of trades taking place through automated platforms, there are still downfalls to the system. Artificial intelligence and technology must face some scrutiny to ensure events such as the 2010 Flash Crash do not reoccur. Use algorithms to watch your chart setups for you in real-time to make your trade timing more precise. Indices are rebalanced at regular intervals meaning index funds like ETFs need to rebalance their holdings.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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EqacuCFOKdUlQQ+ls8JOFZ7dq9kTXiX9pT8yB8gI7Dv60liQ5CVo3bBhzccup7D8eBW6RDkqTJBCPicHyrHbjkc81xzn6lB4aH7+CWbJzMx6G803kNZJUhKcZTx/MVquElMm6PyYja2kBokpQE4SP9ngVg1CfYckuqUDtTtGB842+VeyHVNS3XnGWnC9EHibmz8KiOSM9iKlqJaF2M97Y2lumpz6G5ynG3F/5Pd+dwYTnASrnuck9uaWXO5zCZa3XpIDURO0FxRAKjye/GQOabrStUm33VbTbhU3b0Jw03wf2qOVfQ9qLheJ0l6d71bXmXJDbLakpUoJa2lOO4Pfy54zVxssaQSqDXaOseCXXG4OqRLQh15bTTTLTe8n4VYBPGcDnP5+tKdKOPzL+qOFLk/1aWlOOcn3R3jkZzwPKozNuin3ZAU0v9upGStW5Q2jzPGakOjrgiLKmn3dJ93iSZG5ajyPBU3tABxz4npnOOa7jh7pRZ6j9lKUBsLqHRKTpG7xrWL05py5phqd93S4UgZc44H7PP417K0fcYcWI69YLsy5PW4hprwv2igkIydvh5IO708jTgq9SbhKYlwbShbiFqS08ULI+NWSFKCsckZOT5fSsJl+nw55dmQUMGQgNkoSva6kY2qSCvaoehHBx371qdg1u6y+0lO37qVIl6wtHS7UyW9CszY016UzcZ8m0peXFcCdij4oILRGQflwFHOc1F9KrMXQsyaP3PG5+yB/fTHqkRX9PuX9dvjkyVKbbUFrKmyFDOAVYA5OBThDdWx0vlJSOXnFNp581lKf51S9xMgF8gU1js0tLjzJVj6eQYdgtkTGPDjM/wAUbv76eHHCVpPjgfD2/AVhHiRUtMoKlFLLCNx28jCQnGPwra7HjFwFtRxgY8j/AMcU8xjgwBRc9uq0nEp9OFJeyU47ZPl9aFoecbEn5htG8/2TWZDQBacQXORyr7D/ABrcliKpbbKk7MkgEE/n51a06RRUS4DdN7snDYSDs+EjPrUfvCsK7g5PGDntUomQ4rStqnW8E4B3+f3xUdvrUVpBbQ6nCUqUNqgoZP1zXHlTjdac/Z50xbNVTtc3S7rAbszZllHuxeLiEKAUE4B2qwjA9SR+HSWgbXYH9dxn7bpC0qtF/huSo1unx21qDKXA3sAKSG3QpPy5wRz3Ua5T6DJ0lKVeV6p6u3nQ6H5Kywu3RnnjKy45kLDSknjAAB/tH8bkt+l+ndjkJuFg9prUdyuCVkxYC7NNjpkuYJ2+IVlKSeTkjy9adxOJPbE2DSCAT/6vn+y87xTH1zyO11YG1Hp/J6qTa29i3q5e9TXe/WddsRbZMx56MgyEsrbaKiUpLbbQAOCOAMCq31r7NvUfp5YZerL4qKqFDaAdWh1aljxFJQAApsDuoef8q6wtfR++MtyF3rW2t5zr7qEspt8ss7UIBKt2/HJI7/fvSXqH7PuodUaLnWPT901ouZLDRbbutyadiFKVpPxoSoknGSMeYFQk4fisc6Qm3H2pSDi+RbYie6KHLouCLg840jxULUh0dik4z6jOe3/jTlpy6sw4T4kQfey89kBSkccY8wTgnvyOOKvOd7DfWJSFKR7hgcKO5fb64BNED2N+rVrYUx7xbm1gqVubkOjaSODgp5rGjgmab0/Fehnz8N4A1KlJVxgqbVEgaekb9xKXPELqUE/FwMY+U4xx5V2prKy9Q5d8amaW6eWy5QG7fFbamXB4sPKIa+IFAaIwO2fOqaPssdS5DRam3qHICM/5xwr259NzJIP1z5fbHQkTp1Mjoax1k6nAthPwG4oKBjyxjtWxwwSRlzpNrCxs/Njjc10Drr386XL/AFJ6V9WLBZ5eq9Q2qPHtsd7xnmGZSy0ltbiRsSF/EeTgjI7nHpVRO3C3PAY0+hpeRyrxCe/1WftXaXU7pTrLVenZNktXUG/XRUpIS4zfJZUyEhSVAgJBO7KfMYxVLK9kXqPMCkIuNleX8Shtfc8gP/V/WleJ4spkHYNJ8UzwvOhcwnJcAenRc26zlf5GVGjp8Np2SyVoCQAVDcf8agZktbyCr+FTzqTaptgkS7HNU2XoFz91cWgnaXEeIFY4GRkGq4VCfUoqDiMZPc15jNBa7S/mvXYTmltt5JaHYyvmAUfrSmJc124rEWWtoOgbkeJhKvvTUIjoWkkNL25Vgq4P0NZOw33XVLS2hG7OEoUQkZ8hkHikqCbCcZcz9IPGTLkuOOHjc6vKj9PtWpIYSR8ZwfQ4pM3GfCFtPQkrU4obXAs5b+w7H8QaTJbeQ2hUhshR7kmiggp1JZPZS/zopvSSMgHiiilFfUNzTlqdfVI92dSpQ7JWAE1kNOW8EqSw+T/7Qf4UmLDwQtPvSv2WUJwOePxrYmO/gr8d0gnjt5jPn+NfT+2IHP4L5rpKyVpu2bADEeOP/WD/AArQuwW8JALboA8y4KycbcCApTzqxk/CkDI5pMtlRGDJWMrIGCO2KrdOR+r4KQaUnk2C3BJKN2ee6/8Awqm9fWZTmqTb4U6Sy0iOl5xKDkAAEqPbnjHHqRVwSYh2nMx3+dVT1IujFhmCQw2VzHiYu9Y4WgoBUfrjIA/GiOdrr7U2KV8Jc14DearV3TNpu1quM16fPDkNKlLbSULJG3PB285I/wCMVTHSbQN26lax03oWySorE64BZaXK3eGkoSpw7toJ+VHp3q4tS3VOn7XfTFkKclRvEZRwCFo2HJI9c+f4Uw+xewXvaE0cQeWYktzBzj/zV38u5rGzoI3vhb48/kVvRTSxQzSDoNlY7f8AR99VVSffG9U6aIwpBKXHc7SCM/IPX1863K/o6+r0loCNf7A74HHwvrAJ8gTs4r6D2ZhuPDIdIxuUcLVjaPzwPwqQ2NEV9DzkfYpPCSpOFjP4g/3VZNw3FiB0t+K81Dx3Ok3Lq9y+ao/o3uuja23GJ+nXk58UBU7aSPTn7/wrS7/R4e0GG1JbZsayt4OYTcWuAe45OeP419SW2G0pBQ233BJwgZ/hTo0SQA2k4x/rD8PirPfBCDen5p4cVy3Gyfkvj1qD2P8ArDoi7ssangNKaeT45RHlNLJbGRwoqxn4TgnitTPs2dTXI7rtr0tqbwJkfwSGbeyQpGfMpd+L712v7U3tR/8AQdr+Fp17REW8iXb2pfiPuBspBcdTsAKCD8uf+M1S59tvSTqnX43Ta9LeKyXGmtSPtoT8WVFKE5CefIDAGMVKV2BDG1obb+u/y2V8M/E5e8G93xrmqVj+zV1ZcjzYytEawdffjNxk7bXu2ISoEcBZ3dvXis3fZb6yOIkLa0tqaIl8tr8Jen3xhSMYUfDSUk8DtV0Me2tpdT6G5Og9UN7SlCy1qp9Sm07hk4KeTjJx9K3T/bd0hFjreTpLWIbWohgDU60qe9MZQSO386UkyIWjvNFf9vor4zxAuprd/Z9Vzpd/Zs6ytSX1uaJ1K+HHQtTirA8kbQMHuQR29BTLI6e6/wCnbN0uFz01cIALCmw5IhBKjvUAEgkny+/PkO9WDrT2m+o+ulvMfrbdrfbHjhVvalLKwjnCS5wVd+Tx+FVrOv8AdHXVS0y3SM8KUrCj9Se//Ks08Vx2f7UZDvat7G4fmyi8hwrwo/yo9Mu9+ucdEZUdwsREKcbZaZIbTn/OObR2JIyo8fhXsGebo03aJkptsNKJjOLbCtudvwDtwRkgZ79uSakzGpZIbChd3W3S34SMun5T8wz9Rkceprc5cLTNuEZ27QYk5aFJBkNrLb3BGPiBHYJABOfTzrkXFtT/AMRXycNLWnSoVfS+5pRttxopbTJKVAIKU5JxjdjB7fLUhh7nNG2eADzKuLafw8Yn+6nTqTOvFs0F+r9puTn6sruCXfBVLT8S1O7k7kFzctXAJO3AIzTfYWVvRdKwwkqLklx/AGTlO9Q/ia1rYXjszYpIRBwa4PFblW2m4Ex1rQcbUkD4sedZJnOlKFgpwDsxt75FJ0w5iY7h92cJIyQEn0r1mLI/ZZjOcZB+FWc4FadvCW2O68duvhKQl2HvJTk5I5/DB9KXQrgiQy88iOlhTCd4WkAK/MJplnRpKXd/uzwB45QfU0stpU3bJxIIUAAQeDXWkl1FDmAtsJXMQHww68hDhfWlrarPcgnOc58qjmp7W3GdVFUEKWWlOgpBHw+n8DUjd27bYEqBAkp8/RB/xpg1k4Rdp6ldm4BKfv8AHn+VTcxuklQjtrgAmHoXFYes81x1lC/ibdb3JB2gqdJ5I45xV3Ruj94t17a1iOodufiKkNOm3tPblKCyEhATu4IKh+75GqW6HDw7JLB4AEcH/suH+81d1gv97lXK3W9+8zXY65kZstGW4pBR4yAE7ScEZx5V63D4W3N4Gx4q26j6+q8nxLLkg4o4N60D8F9NHPCjrStzcAoqHwjPbtWQmRkYKl7c8AnPNDzbbykoeQFDJ4rQ3Bt7jymyghLYQtIAPw/Xv968BseabBcD3AEsEqH8qXVZzkdzzWptthD6nlTnVhROG1AbU9u3GfzNa/dIWFPeEvckkd/Q4H86ydiMobKkoO5JVswf9If+NR7vQlTJd+oBLC/CCQlRT+WK1LlW8HAQn6/Bmq401fHZvWfVWl3b/JkRrbCiut2xURKW4xWEEqS8Fblk7jkEDGT6CrHRChnjafTvUA5tncpmaKWKgQNwCtTkiBtx8AH+qf7qb5dwt7YVvWPl7JbJ4FOq7XBV3a4+hIqK6xjwoUUFoKQSoAncf7Q/xNNY7WPeG2Vl5eprNRpfID2jolwiasuXvMJbbEnUExaV7ycqC3fIgY4VnFc+qkvh1R96cTz3BzV3dc5bsvVFzbekuuoVfpzqAScJSVu44P3FUYIOVqJHGSPxzWNmO1yG/wC7r3vDm6YG+z9ltMuVn4bg728xWH6RuTD4cU+txpPzZTjv5/WsVQdquU8EEfjXq2GkEBSVZPls/wDGki1tp9LnbpJISG5BQR8xKCcilLU0y29ijk5702iGPlDSslJxgGnCMhLbSUgjsM8/Su7Lm6UITjg+VFepIHJI5+tFFIX08yVtvLSQQVLPP2/8aycyGARsGFY7ZzikapsJ0FvwJR3Z4Ax/dWC51uUkMmNJUQc8Zz+NfQnNXzgJS48Y7I2u7Tnvt45JpOFlQSSsY3KUMHuO1b1xoS2wSMg84I/HzpKG4yCnY2BsBCeTwKocW8lMG1oluAJPxdziqT6jWq0XrUEh6dr5mD4R2piOAHwiEJBPzDuRn8au2QllSTlIOOe9c4a3vejoep7tIlWORJmJmOMrUmSlKSRnsFJPoKokc1o5p7CBL9v2UI6h2PTLNhu0v/pLRJfUw45tQg/tVkcAkE9zUY6G3bUOnuoke5aSkQ2LxEtrojOy5IYaSS2EqBWeAdpUPuRW3qLqXTE+xTmoOlw0843sQ6uSSUEkc4CQDUFtc6RbZMqZFAOxlAAPxDlaB+PesaabTO1wPLwXoWwuMDmu6+NLrlnqz7VkV99S9SwJTO8rbEa7QSltKk8I5Qoqx3yeePTilbPW72um8ORpyHAVbVoblxFAnaAcYb77gT388VyEnU96VIRLKkFQKiEYWlJKkhJOCrvgfb71nI1PfZLLSEOrjln95orSVcfVR/hinTxMOsd7z+ixzwcWNm+X1XYn/TX7Y7ct+W8ZghbUlDSDEPhHHPxFg5yTkZ7cUrR7RPtTIyE2m4OkDG5TsUgn14jjz5/hXEk283q4siNcLjKkMpO4NuLJTn1x2z/gKblNJKiVMoz9UD/CqvvCXoD/AH3KY4Mw/mLfL6rqXqZL62dU7im/ao6fyJd2RCbhIcWtkshKVFWdgbBB+JXZQ796rG82zqRpFMFeotPN2ttalNslDRbMjCDkLUlQKsDnk9wO/INT+GhIx4LQH/s0/wCFS/p0jRKZck6yauAi7R4JgBCVeJn94qSRjGePXFVGZsx3G/if/ibZjOx2AAggdAPqnCLd7u5MMlyWPCJLXuq5SiFqIVzt3+IcZByDjjBrRMuMl5SlS1ObkjalIOcDy88/jzUsce6CNq8ZT2sGwkEfsnWCrn1JSfyqI3xVjfnvPaTdmm2K2+D73t8bOBu3beD8WQMeWKxuIRv7MO1gi+QNrZwJI+0LWsLTXUUkQnSWsoLxye6QcgU4QZgkHwJWFBXYk0yvMLSN2eT50mXNkMYCRynzrFLNS29WkKRLjW+MguSf2i0khCc9q0JuaRIT8ZKE4UW1HgfwpgRNfcWB4mSTxurcl8uSFqeUlKSkpUU+n/PFWNZ1Kg597qY29xOonjp+YlSGZyCGtx4beHynP37/AEp70RD8TU+mrc6vwlQ7a+45ubCtq+E9iR5029OoiLvfIEflaAtKUlXmrtnin/RTsm79RbrLabj4jxMft3QykBbuQMkd+K9BwUCScMfysLLy2sPM0rft9piEEvhp4bEgBDKUY55z8fOe1KkQbcghJbaBVg9kjHcq8/8AlTdCVckD/MQjwOUT28fxArS47cBISSxHK9pwgTW8KG7HzZwD9K+gTRYcYGhx5joff0WOcPHJ2eUuVDbXFfeYhQhLbSEtpckA+IQfm4Ixu4wDjBpK/bY6VJ96fs6FlIUT4rgzn/aNCZN28QAW2OkFAJP6QYIJ+pzxmmS73ER5zTEuMhDiUoCgl1Kxg57KTkH8KW4gIMeLXFZPrH0UZcWONvcdZTquHYi2FKfiKOADh1eM88j6dh+dRDXTFjg2W4SC62pYiOFKGXjvP7M4ICjgjJPn2FOarlBEYKPh8jcRnk81Beoc5hiyzkrSFFMXannJGUED+deekzyG8lTFC4vUv9mSRo9pu7wdYuQGA/Hjpge8PlDi5GwgAAZynkZ4HJ71Lrzqy5aau0P9WUdPryplDcguofdjllxKt4Ttcf8AiwEpVkcc1UvSC5+5T2UCL4qlzmRu8JSuQAO6Qc+uPpU2Y1DITeHiuxH4Y5Vj3ZzkeAP9H61THx/Lx4fR2WGg+J5Hms/NwIjlGUizsu9fZg6vaq6nfpM6n1dp68Ow48d1TFrZUkxXF7yoKUVqC/lwCMDg1esR4GTIJxyGU/nXCvsd9WNI6QmahVq6e3aHZ6IjcVLzS8vkB3IT8PkVp7+tdOyfaF6T2ZlyfctXRorLrzUdC3m3APEQMqT27gc/auwPOTF21UCsTIa6KYtAO3qVqJcS6cE4SpK8/ff9a8dEdTSm1ELBCk7dyecqHP8Ax6VVDPtOdD5BCBru3q2ZKgG3TjKgRjA9K2ve070HwUK1lBGwFRUWnBgZye6fWuCvH4hTOsnl8Ck+h7k3L9oHqJCbt0Nr3Ni3oMltCvGdJSMBZyQQNvGAO1XEh7A3buO+fxNcraN60dMtN9Wdeatuut7eiJqBcRcLaXCpSGgrfuG34e4471YY9q7oWEhpOu43iFG4Dw3PTvnbUIwKNkeYWjxNxfMzsgSNLb2PgL+KsjXvUjR/TSwO6m1vfGLVb2TjxHclS1eSEJHxLV9ACfwya4t6i+3wq9XByLpHR7KYLDqwJE58qU6kEbFBKCAntnGT6Vzd1c6q6z6w3GVqTVt9ky4AmOfo+MXD4EZsqO1CUeRAOCcAnzzVL3C8PuuBvdtbyO3rWPk8TkifpxzVdV6Lh/2eidGJMve+Q/vVWBcDpe+3f365R0OqdcdkEF0lJWskqyPTk8UyXLprpK5NqcgsSISwSVBp0kfcA8fyqGPSVtvJXFXuJIHJ8vSnC0anusV9o+IptC1dtxxwazX5ErzZNr0YxomN0tUd1Do+XYJRYElUlhQy0+gK2rH1H7qh5im2PEeacSkO/CpWCXASAM4zVwsNLlXZyxvKLbcxCkNrz8jhGUqT9ykcfh51BL81drFeHo9xbT47Q2A5IC21cpUDnse4+9NRvEg9aVkYWFXlrjQXRSH0umXiwuxVXjwHPdiJCsKdZcQ24U84UMq4A75zyBXOCpEju4xGUcd0pUAR/wBoVv8A0rPnQ0Q5M55cdh1xTTCnCUNlWMlI8s/StewDtjnmrr2VTRRtNzrdwUsrS+pIUSQkYwB6c0UuW2M5P86KLU19JEalssXl27QE48veU/3mkj+s9IAqP6bgbxycPpOK4qVqW7OJKmLBPV946zW1F81e4nbE0zNGSCSYiv7xXpxxG+i8v9yVvqXcCru0+wh5lxKm1pCkFJyCCOCKRG4to48VOfvXKNs1l1XfJZmru0OO02ENluOhfIwAnBxgAfWkj1863PlZSqchtJwFLkNIJ5Plmj0wH9JVY4Q6/wAwXV796ZGf2ySOQfpXIOtLgJGobpIQsFLk19QV5HKzWTqOtMkHfKcAUP3p4/uNM7+jOoDxKnXITa1HKiZBJJ9fOl5pnSCg0p/DwRiuLtQKh+qpJVCW2QfjcT5HzUKXaHvsnTN3uV0jWqFcJLTKGkx5jXiNlKnEZO3IyQB+FLJujtRpb8Obd7cMeji1f/DTC5oq8Pz3otujzrm43tU6YcVb2ArtnaDjsazyZGPDwN1qOax7C1x2Vjr6uXWUUGR0s0v8IAylh5J47cpdH8ua8V1QcKRu6TWHjvhcwflh/ioIjp3rbt+q+oAoD5f0Y7wfTgY7UDp/q/g/q/fseotrv+7mrxmZp5g+SQOBhjlXmVNFdS3CcjpNp/H0VcM/wkivD1NAPxdI7GT65uX/AM3UO/UDVw+I6f1AkeYVbns/yo/UXWCRk2G/BPl/UHf8KicrKJ/Uu+h4g6jzUy/6VSB8XSWyH7fpL/5upNovqLomaqS5qrR1rs7iClMcNx5TniA53Z8Vx0jGB2x35zVUp0Jq4/Emy30gelve4/hWSdCar3occsF9cQghRBgPYP04GaVzhkZsJhcXAHwtXQsxoHh7atXU5qPoESpS7XbCokqVm2rGTnn9yoN1Jf05NfjXHSjbSIa0BCm2mi0lKknHCSB9M1GJWjb5JbSlnSN0jqByVJhyDn/tZrda9LagYhSIE6FcI7TuFJXKjLbQleccKI74J4Brz8XBHYR7XW4gdCbC14s2OV+ju2fBamw2/HUoKBUgUzuoS+tRHccmrG/REdVlRGW20HGGfEbW0PjyPmz6giodeba40tLzYIQ8gHOO1VxygvqlrzYxZGHpoRDaJBB86zXDT4gBwEqI863xYTy8grG4HtWyXDdQ0kLST9qaBCVcNlZPSu2ohy13YObWYbDj61g8JCAST9+KbtCWt+5z7zcpF4etqXFtbF+EtQdyCT2I7ZHr3pNppcuHpm7YWUMKgPJwBk/ENvP/AGqS6fft8iO6l5m4SX2MNqUHw2cADjkgYH0rY4Yadax82+XJWGLOyAQnqC4j1Hguf79ZfoZgDJ6irz9Y7h/+OogmCw+jxW7Dd3UAkKW3IbUAR3GQvv24rI2RawNum74M5xmQ2Bwrb/b9Tj78Vvl73bhvxKySQNtfyUqXbI4bUP8ApKOOxJYcGP8AvUubuDkSOzHj67ZcQ3jClxwong55JJ/5VBHbYq1Eqfs9wYDpUgFy4NJBIOFAbl8kefpSE2yCEkhLmTyEi7Mk/bAVVcj3kd4fEoLe05vVkOX5aUbTrOCVAYyqOkc/Wol1BnePpmcxE1NAlpKAgMNRklxYKhuAJGfWoy5BiKJQll7cDjm4ox/Omu8sRoTIUsObXFlsFuclZ3AZIwPLFLPc2vy/FTjhAcO98FbvQm7dPbZbXZGq+rt40y9HuPjNQYcZTrbmG0gOE5G1XJHrxVlNaw6RNOOOK9pvXDqVtFAT7s6EpVtA3A7snkZqqNG+y3qDWeloGqIWp9PstXBkPpZeL3itglWArCMZ+EnjNOUn2RL/AAMImax060tSCpsHx8LwSMA7fUEc+lSjjkEYcYwR7fqsvJOFLKXPmo+CsCNrTpAzLZfe9pXW0ppsoLjDkNwodA7pUN3IPn9609QdY9Btd2+PaJvVnUDceLMcmNKVBU4UbkBHhhKjhCQEjGPWq3a9lbVa8+JqbSqfTdKc/wBylLfsl6qJAVrDRzYPrOcH/wAFNRdqxhjbG2rvn9VRqwQNPbmrvl9ErTp/2Zxyer2oN3/5TkZ/OlSNOezElsPyurGp9h4C0WfCCfoTWpj2LdXyQlaNc6JwsnGZr2f/AOvNRq99Ir1YX5Olrpry1bIwIWhCZK2VgcnbhHPl6UOjkjaC6Fte36pmD0fIdpjmcT7PopUq0eyq0cK6p6rV/wDpSf768MD2U8j/AOs7Vp+gtjYJqpRofTqmlu/r1Y23cjagsScqz3PDfH40M6JspWFJ1lZ1PJ+NCRHf+IgZ7lPnVD+2AsRNA9/8plmNGT/uu/vuU66hwIFshi32V9bkJB2NeI2ErUkElKlY8yO4qrZtubSkupIKjkgA84q4g29eLWW7shPjjchRxgHHG4fSoVcNILQHn1hRYZbUo7MblAc4H1PlXiHS992rY2eS+gHGLmM0cqH9Kr2VGcZWEuJIUea8a3uJQEO+GtsqOSPvx+RqZ3TTpRFbnxG1uNuNlXhrxuQR6kdxgg5FQx9pSZKmlktheMZHfzxV0b2vFpPIhfA6nKWWN+ZcJLLC5CN3iZbU6cbXAQe45HO0/gfU1elg0x0RWxJl+0Ii4ti3yAyy7b25DhcbUCopUWVADb2BUMcgVzvpVDzMhSpQd3IGUrQeNxITn7DufpV96jsdgmWqzMagkXhchDQktvRJaGdyVgBOQUKJJCRzkd6cx/w3awPNZWUO0Ggkj2KP6diexvN6saxj3iXfWun/AOj0L026hT/je/eG0ClwjK9u8uH4uMYrT+q/sxq5Rq585A3FK5AyceQLXFNMnpbo+VOkvol3Fpl1XiIb2NFSVEDOcYGCQTwPOkZ6S2crw3dH0jyC2Enj8FVe6bVvQVAgLT+YqRp0h7M5/wDxnKT9PGOf4t0VHP8AogigkpvJwe39W/8A9UVHtPUFPsvWVeTHSXUpcU1Nvt5eUjKcxLM00k89x4jqgRWSumVpS643N1TeytJxt98trPPPGCkmrtYdQZCMyPPsRg1UHv6rdqK8Os2szX1zAhlgZyVFau2AST5cete2kjjjo0vMRTzSWCUnj6C0JGSESb3fCptSVL2zmngcnnlpsJGPTOaP1Q6cLeSFPX73cr+f3uQFEbeMJQvvnIwfLB86mWnm49zhGZMKpT6Vkbm0paCeAdmDjkHOTjnNL5iUtvlBsrYbU34iFGSN+4EbhgJIxjPnVrMdrhaiciS63VfvaY6UxkKU5YL69gfCqQ8+tP3ILnAziolJhaMjxi5J0HGfUMr3FSQkjuBg5P41cE+A5eEJhG3w2UOlYUkOKKsAgowduAeDmojfemsh51C3noMRvAG1pTmDknBOCnnkdzS08Wg01WRy708lUd1JumjoOk7m1btA21iU5FcSl79mVIJGMpwjIP41h0LvlksiNRP3+56hjMKjwloFmlhpa1pS4QFggheDyE981Jur+hrNbdF3OU7OZW/4KihCEEryQcD41njjuOarvprclW+3X15MVh8BEIlDo3YGHPiA2q7Z71h5UskDtbRZCdfU+M4Mvp81eydf9PICnIyL31HK3XG0H/KKF7FrChkYTuAGBkg8HuMmnfT/AFL0ImwXCyMytbyEKcc8eXOW2qaCUgHwn1JyOUpxjtz61U6tSOt35K/cmkNe9t4cU2tAO5WRnLfBIBPPoalFhvrjrFxAgRlFiQ8g/EpJ48z+zzSeNxbK1n8KvcViz8PeG04/FWhJ6waTjXNd2Q3qP9vHZhltDUcspAczvDZTw4d+Crvgegpaz1P0VL0mmEh3V4j22QlhcgPMNz3lsrSsnepO5SVcDt8XIOKrO43d9plkiCylK5DQQEuE+JlaQBwj6fXt28xgl+TNt8m6IgNoQ1PmMqSQcDATklJb7jzO01flcZzYx+HH80icDQLNn3qdL9pfTSG5svT8bVDN0urJjRzOtrDkOOtHCFlkYxkqyog/FtHbFMmh+v8APNpv+l9eXXUk6RLXJkty7bbUw34qeVKQ08pa8YI+ADgDIqtbZqKY5Ltng2thzxXleH4aHMqwpPYho+vp9vOt8DVL8iZcFN25taUx5KvhS9vACVd1hk7h5d+aqHGs9xDnRn4pn7tEbCAB5+CedY68lS5sS19PupnVK2SEOuIlu3KWqQ04NqSjYpC0bcYVknOcjtVf3XV+uLrGbhai6iapvsQLKxGnx3QzvHZRKnVBOAo849alMfU806tDaLKCrxDhCUuhXCfUNZH3xzTJO1RMktLQbShDbpWlQU06ruE+fg8n+NKZHEcyVpa6K726rSw2SQSMcK2o9FHHJmIEiM0keMpGxJGeMnnv9KwmW0TYCYiPiKR8J88UlDimiWnCQtJIIPB/Lyp2tjiVoTjk5Irz0jTGV9UhkbMwAqEv2uZb5CytpQI8yafrfbTLaJCcpCviJHaru6e9DZ/U9xh92OmLbCsodmuJzkDuG0n5iO3oK7N6Lezl0w0clCommo1wlgAe9XFpLy88cpSRtT+ABqcchkNJLI7PHJB3XBunekus7zo69yrPpi6S20xHFfsYTjm8bTwNoJzkAjHpVOWK9GxGU7ItbEp1bxRteR8hAG7g9j2Br9AtggtwYLTLTSUISnG0DAH4dq+SH9Ib7PMjpD1be1nZIHhaY1q+7PYKEgNsTSAX2cDhOSStP0WQPlr0WJ+COawZ3ekDVS57T1GcZQtpuwWhtCyVKSlrAJPckDzNYvdUZoa2s2O0/ECDujhXc5P1HOD9+e9RBW0gkkccH6VoUhJGR29ad9IlHVJDFi8FIZmv5sqE1b5NntjjMdQW3vZKnE4OcFe7crJ5OTz55oZ1zMuC1w5dltCmJCFDY3FDRHc53J5qKO7B2OT9BW60tRpE3wn5hjDw1K8QJ3Y7cY+tRE7ydyunHiaNgnibd0oUQ3pW1hIPClrdGf8A+SmZ+5szpcdlNnhwy3vcK2A4r93GMqUR3PPnSqZA0624pMrUb61YzxHJA/jTcpu1MXFtFsnuyVbFlYW1sCQcYxyc9q5IT4rsbW+C6H0nf4MHS9vWtN2cUIrbbrcS5NsJx4Y52gBW7b2JPfOKTTdSWaMy1KlO6ldcloKojz1zWohCVqACilwbscjy+mKj1qu15t9qZjMyYEWL4LS0rWgF1RLSRkYI4znuQKR3+Y1egw1JvVvaeiApSUtbGSlR3YCgeCDk8pA5roDSbLj7L2STRTiNI8kruN3sUt5goTIfTFcAL0yY84XwQColAGE857KP415+ltISESo822OsB1W9hcNagtg5GEk/DuHnznvUcVbYMQ5uF8jHYANsdW9W7PbOAnHrhWa2o1bKgkCPKjhCeENCAyWxznOFg5PlnuRxVndLaN+5WVe4A8lM4du0034Dxtt/C3CfBcivFDxyNxylKllHwg4G0bu+SKj17hSpkZN00+qallDWx+LIkb5LJSByocEjbgnjjC/KtWhteXHS2rYuq7fGS69DccfCHQFoWoJPdJBB71LdQX22XO4fp2/aReYn3psTlqS94SHQ4CsLQkN425JBx5Air8SUMcW04+02FTK9+rvUPZsqu3neScjByAT/ADp40pcI1su7cxUduQW0khK1Y5P1p/VcbUthpKrRCYeQpxSsMuEnIHlvA/ADjvwax99hlaWGY8RoOhDK3/AcIb8ws4Ur6/f8adnkbJGWb7qUM5bIHAcippIlOvLSo8cZKQc4+mfPzrZIaTMs8qCJRjqfTsUtPzBBxnb9eP5UihyEvo4kJex/1g3AK9SAoAjmlQaZfUG3sEcEd+9fOciPQ8tPQr6VhyiaME9QklphiTPEFKlKYbZLW5RySTwMn1ximjUnS2dMKlW1hRI+XjPP3q9OjPQjU/UeaXre23DtiXdrs95JKE+oSnutQGeAcDzIruvpL7LnTDSyGp0m1fp2a2N3j3JHiJC/VLZ+AefcE/WuwNkL6aFRxKeAjS7d3gF8n9DdGdcmUDJ0/c3oxUlBcYiuOpSM8k7QcD1J4qwdUr3X2S0hYU2xtYSR8vwJCePplOa+yse3wokYQ40NhpkJ2hpCAlIHoAOAPpXzR9pP2aNX9ML7ftYx4DZ0i9c1KhvoeTuaS8SpCCjOQASU5+g9a2wwtZ615iTvHUFQgRnuM1uT8u01iE4Ga2I7VBRKySlPpRWaE5FFdXLXSUGK6H0OJaUAD3xkfxqnrktljUl0ekONobbujZdW6FFCEhaskhPJHByBzjtVuwJEhyYlXjqSkHsoD+YNUdrJqbHuN8ekRH20OT8tuLQQlWFK5Bxz38q95l7NBIXk8d+p1WrD0Apt6zyC2oLSqWSlXl2T2+n3qQywFKZSTnLSxnvUG6W3BEXTakuNurSuUvaW2lKxjafIGpPKuElam5DFnuLjaApGCyUnkZ/exTEDvwwVY9zWuO6WF9uIpMhzOxrOewGOBz+dVz1B1S9qy1vaftlodZckJb2qclsJOUnJwnfnsPKnzVrE++WWVazBVED+MOvvtAIwpKu27P7tV3btI2zTs9q5ydUW9Smsjwy+3g5BT5H0NLZLdbgTy67qs6Tcjdz09qrnV+hbxb9OXa63ZTLKmYpLALyVBRKSMEg8cZx35rT0Iv8ApC0wtQq1brO56fYdbgFpUFa0l5YbfyhW1KtwAI4+tSHql1B0zM01d7QZUh1wMrSlbDYKFrSODuJ5TmufnFkW50KII3RSBjt8Dn8axchzIJgY9xSbxW5GZjublDSSRy8LXWA190SacfB6w6veU8zsAU6tRSo5CSkhrPHwnOSAccckVJLd1x6Is6UjaV/X25uORnUuu3SXEUbg7td8TaXPC5QT8HYZRx9a4jbWCc4GQc/alDasDsKpjz3sJLWjdDuCxO2c8+YXbtw9oHo2bhc7ijWElIvDTLCmGISiiCEgpLjA8L4FEK3E8/EAfKnRz2iehzlktcdvV1ybbsshhZdTEw/MLOAfEy2QtCx37bsc4rhFB2qKsEE8k1uQoHt5cnFWu4pO7lXkqXfZ+D/kfNdvp9qzpRBbu0myXm6Lud2cC2VXK0hyNCcS2lCcNN7SEHG4gEkkk8VF7D7SWjXtETNE6419fXXisuMXOzWww5YSFlwpLi/EUcqO0YCRtAHHeuTUkA9sfhXqsDvxjn7Vw8QmcbJH996sbwbHY3Tv5q/NV9SNFSXmI2jeunUiD4ZX7xIuS3JDTgITtKfDLak4O4chWcjtTXYuqNqi3Rt7UvXPqPcLfsKVswkORnSvHwkLW64AM4/dOcY471SS0hXJHbP4eteEZO5RPpyah6RI43/fmmGYDGs038v4Vg6zvek7lqWRcdL326TokoIcU7eHd8zxcYWHVYAVyMgjyIHlUk6S6fVrLU7No8QKio/bSig5/ZjyBHYk4H41TSiSAVcgetdeew90M1vqt666mkW561WF5DbLM59vBkqBJIZTwVAZGVdskAZ5rGzceJxdLIaW1iZckDWxR70undAQN7UW1WSO2lLIS22y2n5cDsPSugNE6fuEZSEy3XG1H5gnyrT0w6X2zRqPgcU+8hPwOOEEknurjt6YqyGYzTJyBt45V5JH1rBc4OcCzkmySQb5p5jxG/ADLji3UkYO85J+9INU6K0pre1Lser9PW+8wHEkKjzYyHUcgjIBHBwSMjnmvUXdh11uPEc/ziSQs+ePQVn+lH48pDEsAIcOELHAJrYjnGlVgtb3Vw51Y/otdEPyZd76U3F9gOLU8mzTpKg0gH9xt4AqA9AvPpuxXH/ULoRC6WXf9B6/6d3OySFpKmnJ01aGJAHfw3QrYvyyEkkDkivs7N1C1a7pHg3DKIs3KWJRI2JdH/VqPkSPlPng0i1lo7RXUywytHa50/Cu9ukp/axZjSVj6LQfIjyUnBHlWpBmGId5oKRycJsptri1fDq4WPpjHjF+HY4Ut84KY7d2WpxQz5DdUVvCLLKhFm09NH47qVhXiKK1JUBwedwJ5/lXS/tg+xFqL2a/eOqPTy4S7tpBSyjLrYW/aivASl3CcrQckBzAwQArk5PHj/UHVpeKlXpwkEEjAGDx2wPvTEmSJGDYD2D+0kmYkkbjbr807fq3dLgz4TOlY0ReTlbqXMH81GmS42mRYrymLMQ2l0toyEZPBKvI/QUkd15qtRJVfpWSMcOqFJ41wmXCYJMyQ7Ic+BO9xRUdoCvU0mS0Cx0TcbZAe9yV6222qXbI62rK7JaZ8FRfRDSrjwkcEh9JIHmCmmybaMxl3RcydHCsueGhDCUtkkYTgv8A1B8+OO+atrQWvLLZ9MwrNcelUC7SYsdkNSnlNtKdQG08lSuCTn/jmlNz6tNuPpXB6YWO3tpbSS05Jjbyok5Uck8cc+nP0rchn4QIwJHEu8Ad/ksB/wB4aj2Ue3u/cqm2tOuyW1ORpd4dbG4IKURxux2/6/z5z6edYzdOKiNKekzLk0lHbetgFwYyQkB45P0/H6VbDXWa6uSQIOkNLpbUQPFdej7TlPIHY5z6+hr2b161TbGGFRtPaTL76tqWN0feEjOSSMgDt3POR6VMHh575a4tHrHxVbpuI6gwR7n1hV5Y9Nyrc6mZKtdznxy2l5TXvkVlYbUgk/EVOY7p/cPA8qTu60kQ0C2LgSHoqUpjpD5LhMcAYa3AY+5SAc8+lW4v2oNfQYrEePpXSE2MtsLb8CQyhQPJwpKiMK+gFVzrScW7iZk+0WxBuiFzEux0ubWnHFEkDKgNyTtzxgZxV/b4bW6sIG+tm9vIIjiyjJWft4b/AN6KNxdVWeIvfG0jDU26vLiJHiPBWMYSCo5A+gPOecilMZu1W24i7266RFpbLczwnTsLajuy0lKsFRGduOcjnzpK/dLfJbYbeLivCG7CW2UJC/UAI47D6nFPegtA3DqVqWPYrHbluiU4UvPpYaxGbwP2q17fhH8T2AJ4pSebu2WgUmY4Q6w21pgX/TsQOBEmU2gkhtBQlQQTztKuDtHPPJ5HfFdIez37LvUHrHLhXx21PW7SinCXp8rLJdCf3W0kblZJxuAx35yBXSXs3+yt0X6YRI9xvGi/0/fi6Xxdbo03sQo9hHZPCAP7RBUfWup3L3HjKQhKG9ikjw9vbHavLcSmx8l9xMo3ufFem4fLNhw9m59jomHQ/Sey6PjxIsZQLUNIDLDaQhtOO3Hc4+9T4NJR8uAPQDFM0a+w1kDxkAngD0+lOSJiFYBUOe3PeoQ0BpVvaNO5K3+ElRzTVqXT1o1NZZenr/bWZ9tnNKZkxnk7kOII5B/xHI4xTmHUk9wK2BSSPmH50yNl22u5L53dfvYo1Fob3rVnTcuXqxI3OvQyCZkNsZJIA/zqQPMfF2yDya5eQoFIUnseftX2vdCEoyOw9K4k9s32abVCt7/V3p/ajH2K3XqGwP2ZCj/5ylIHw4J+MDjnPGDnhZr36qp7aXGKFGitCHhtB7ZHnRVJsKtS13rleVJJZtUNlXOMrWvnP3FRm46lcvFtmvOx223A6hZUHHFqVnOfmUQBx5YqGrewO9LIEqH+i7kmat5J2I8LwgDlz4sBWT29cZNeqM8jzpJWIMaNg1NCdo2r9RWW2txLXe5cJtTji9rDpSCcgEnH2FNMzVN8lKK5V6muqP7y5C1H+J5rQi33i7RWFW21zZI8Raf2LKlgcjuR2pJI0/fmrizaH7e7HmSU7mmXwG1KTyc8n6HvVTnOVzRGCSataJVyccJLjji1c8ldM02YrkAn8TS6TbJCHJDL0yJHXHDhUl94JJKDgpGM5Oe2KjMuSFcpWD9QciqHO8Uy0NTdqSRutkoE92lfyqb9CemyOorF4juWOBcEwhCUVSpjjHhBSXBwELTuHYnP9n600PaLj3TQs/UXvshS22H1eG20FJTsz8xznHHen3oFdNRwbZqH9XLVEnGRHi+Il9xKUjCXCkjI57q+2BTnDMT0vMZE4GiDy3PLwVOUXSxOZCe9t09atuJ7MEFa1pc0vpxsNpKkb7pJ+McHJ/bADByPPNP1m9lHTUjTcx686Zs0a/J8QxIse9PPQ1AJSUF1xSgpBJ3AhKTgYx3NRTT136qL1KxnR1nXG3qIlOTeSjBIUeCU5wPKpbpi5dWHLc+g6TsW9Utwp/r2MtkDCiNuM4zXsv8ATEUJJ7/vYsibhnEWt3efI/ypCx7JfSRN48JVsQ7aRBbUh73xzxjLK1BSeHNvhgYOc7snGBXrPsmdMjpGC6qyW5vUznhCVFcuEgxUgry6lJSreVBsHGUj4iM8VouU3qiX4YRpWz4VKj5/rijhO9eT8oxgYP50xRndeuvsq/QVuN7BmiPFRIUGVp5CVeJjIPekOJ8PZgRMeGk6nNb+T/kaVcXCM6Xcyke3b5u+HVS6f7N3RKwO3i4v6ImXe3Q47K4Ee3SHnZ0h/coONkFxKCflIAUTgHOKYtM9EelWpdCX25yOlMjT+oGp0lm1MXh2WllbIKSyt0MrWR8JUFYI+IDsO7Pb3usxFrU/pbTzTSn3A8oSlcEE9hgA8Dv3+tYWh3rS8xLMiz6XbSWng04HVqysFPCh27efJrXH2djc66dX/QfyrWcFzGtNyG/f/PVRHVvSXVOm5keLa+jehdRlxJKzAduJ8JQIAQQ9IbOSOfhCvrWrTfT7VtzuIhXTov05sbAbW4uZcXpa2ht4CAGpTiiTn+zj1xUyLPWlGoVKcOk0xtzqm3Nzu8J5AyCNo/M/jS/pzYuoky6KuOuH7D+iYZKnWLepxbkhfdKAVJASnuVHnGAPPNJ53BMbAgdlZGtrBz7o/lXt4ZlhtSc/Hw/9KwOhfst2zUF4VcNb6G0Au1tIS7HXaYcwKUsKzkmQvaodhwkjk5PGD2fb4ybdHbYaabYix0JaabSCA2BxgcYxx5Vz1pXUM+6TmnG1+6W+MC2y0yMFxQHb7VN7PqO7WyS+5DlfAtaAqO6oqbUP9U9j9Rg18a4nO/MyC79I5L0eDiDEiDeZ6n/6rtt8sNt+M64ENJ5UtRwEjGcmvbjelXGOYrKgmOpIJxwpYJOFZ+hFQiNqBGqbO8wwymG6kD3mMHN434OMH+ycZArTBvgjNWx+SvCCpyK+D379/wACaUjZsmSpnb5in7Ihzf8A1iBIKVEdyCc/41JpT6LlHVDUNr4aS+0seVV2ZPuSbuEO/Athp5tQPCueDT63eCItmu7azuLIDuPTOCK0IgWggpd5Fp3uUmMhKWbqyH7bc04WhXdpzzI9ORn6VnClOWaWi13JwyI2d0SWo84PkT5/X86TF2PedNPAAlyK+QfUCtOnn2LrG/QNzwpxHMdR7p47Zq7URVdUc7BUvucC23y2SrHd4bEyFPYUw+w+gLaeaWMKSoHgggnj618dfbR9jax+z1rSXeLLb5i9H3hh2XbH3JiUpakg5VBUSnkgcoJO4pHmQon68WtUq3rTa5at7RJTHdPOD/ZNRLrf0t03126c3npXqpltDkxouRHXE5LElHLTycc8K7gd0kjzNO48mpUzAubR8/2K+BkCRoqXdIMNyxmOwvcJT0qSoJbxuKduCMcbe/nnypNcU2lF8kIsoT7il1KWvDcKklIA5yc8Zz51berei03SF7udgvzVtjz7O+5GksrhLWpC0HB5LnbsR6gg9jmqbdLf6TkIZbSlveCgBGzCSOBtBwPWmp2GJgvqlYXiSQ10H7q6rd1O1Hp+HItjSo0qKtKWfCmNeKlCENEBIBOMeo86zu2o39QaagG52S0Fb0Z2QlxthKFpKVhCQNuMD4icE+lQiYsnxif/AErw/IKFPapEZOmrS24WEkwHh8pCiovIxk+vGPzrPx42SSuc8WrJrjazSsI+rDsb045puxuRYcp11ChEClLwo/CXCSpSeSME9j3ryy3Bm5ak96btUKKqPHXKQiO34aA4gkJOMnP4YzUetklT94kPLT8S1uLPJI+I+XpTlpNSheH3VcJTbHyfM+X+NdY1on2HNSksw2OaUStX3gTv0klKUy1BxpLxSdwSGkEhJzx8xP5Cncaq1BHSq1lgSID+9ZivfEh0DPOArPG0HIweKgzq2lP7W8htTjgGTlW7YgHy7E8VN9SWzUIv05UR1SWfGUoBDpAZaGP2ikj5EEE8+fI78Vv8Oa+PXoroPms2eNkujtfWU+dPNMyeoGrbRpBOlY6P0itWXgoslttCfjczkkpSlJJTjkj1Oa+k3RLpfozo1puLFt0JO9eF71J3PyXcAFxR8yeMeQAwOK5w9jvplNtcVzVEtMaU080PdH0I3LfcUTvIUpOQ2gJSkYwFb1HyrrSTttCC9JdS/OcSMDybHp9MVj8XyDJL2LfgnMGIRtL/AJp/kajdc5Sj3YqPyA5UR9TW20X9MtC7K++hC0ftY6icFRHdP5VA/f5DrwUpecn8qa596etoVeoyUqdhqBTuGe5wR+WazooAN0499qx3L9Js90XDlKJbUrCc+QPOanumLy5Iki3PLCkLG9lXcjj1qq7w8NQ2hi7J2eK2QlaUnnYRlJ+1OuiZUpiVHeeeVhkkAn0q1xDHClWLItXLFlKASiQCFkkfcetKnGS+Atp7bj+NMEO5CS40pbgwDgE+lPCWpMdwuxSFtrO5SSeD9qcrwVMbtQp42+KXNIdSjas5yMUkmQI9yt0izzWUusyWlMuoUOFIUCCD65FKWJiXPhX8Kh3T50OfA6lwfKrgn09Krsg0U80gtBYbXx16r6Pk9OOo1/0RNCkm1zXWmlqGN7O7LS/9pBSfxoror+kl0K9B1TpzqJBhKEa6R126Y+lBID7R3N7tueVIKsZ/9HRVb3EHZQIINBcoROlmqZ5CXVwImfJyVuP5NhVKJ3SvUVtt7qYsyHKcfUgYCy2lGM87nAkHvWUzUusZ8GCq33t1DzzD6lq95SwlIS8UgkkgDAFSnSdkhy7DLm6h9wuk1LrqfG8VMkIRj5N2SAR6ZyK1OIcRx+Ht1Furl18VhXM5tud8FDo9zk9OYibfNKZLklK3D7uEvttgkfDkrSAvI8gajMe7XFd4bvFosvgKZ3JZS2zvJCkkHfyQTzxz/fTDCv10tkZabdN933rUFKRgLHHkruKRT7/epzZRMu8yQhS8bXZKlfzP91XelBwsckzHjEd40SU6Xaz3uXIeuUqMtLzqypQLYZTn15wB39ajz9jV879xhMg9wuU2cfgkqP8ACkEpzc3kFKR/PkUhkup97ZQpW4EfFx/zpZ8wO9JpkbgKv4JVerXbkwH4B1W1JWWV+G3HS8pGcE4+JAH8avT2MbJbL1atSN3SbKZCzCaSY5TuwULyfj8uR29a50cUhE4hkYSG3AR2PyH7VYnSDW2qND6Dem6b1hdrA7Kmtoect6FKLgQ0jaDhScY3nknHJ4NN8P4jLw+YZUX5mjZL5jJzEW4z9LrFH3ru+ydI9HJfQ+LreRtIUchsghRxnIR6edSiD0i0bBT7sbje3FnLoCmgT2I/dRjHfvXFULrt1ORqNqE51e1r7t70pHhIbeSkJ2EhJ3OAEZIOAOTyOKcdL9a+okuyrcldVtdOPCUW8uyHCpHGMZDmB51u/wCvuITuLXk+ayJsTjzm6n5Y8/ou0D0q0etSHQ/ezhQcSEMK2naSf7GMc0midH+m7d8jvyjfv0ghK1tMFewlKhn5PDz5fxrlJ/qvrZ2fFZRr7WT3+UI7Sx72pJUkl3OSpzt8IzTcxqC+3PSqb8/qfUgnD35lMwygblsDigUhw5wkgYz5A+fes7if2vyXsa141CxzPIjkfclBicW5uyrHqINe3l5rsK6aA0Jp6AqanRusrkqAPFEeE244+sqUBtSChIJ5zgkDAznikWmNO6HvMV4q6b60tEhpTmIN2GyStJCTvCUFXwnsCT3B+lcPW3Xeo5LtodOqtfSHnkvZSq4fC3t34yNnfgcnuMCtmndVPv26Wt2DrB2SttZVMXcll1xHiN/AUBpWAMk5wM+tXw/bLNmcQ6Suf6imXYXEQxwdmjzXbGrLNYdPToy4fQ/XeolPM5L9tda2M/ERsUXXm1ZIIPAIwQc8VAbszumLZhaYuOnEObSLbcXG1SY/wjIWW1rScn4vmOAR9q5VYvD7eppz7Fq1SSkyviM5zOAFdilnNXt0Z8eXoy0LVElNvEOIaYkOFx3cXVfMSATxzyB3HpWNxb7Q5HE4ewlfbb5XfL1LV4ZBlQyVNOJNuVn5K99HxyEIV4aUBprAAHn5mlseT/Wl5JzurHR0Rcfew65vWlPxH6+leIRtuSkeZUQK8k8WV6NlNGyeod7dtTEm8I5Lb7CF5P7hSvOf4fwqVzpEe6WJM6FkLDqZQR6jgLH3HB/DPnVfpWHdO3E84Lo4xzwDmlE7Wjml9NpbRGWtTsYraOQE5GUkZpzGi1HdKzuPTxUo09qAzND+M6r9qlBjjJ7pK9399TOz3Qfq7BCz+4rGT9apPTFyWNCQUBZ8SRI5Gc8VZ8F0iE00TtaZSE7jwAcZND3Bgv1IDbO/irN0ckrsk9xRz4uBj7ZNIbV+1ktSG/hUlzIIqFwesenLWF2KH404yD4DkhgZZYWeMlR4OM4OKbr51x0J0ss4masvLMd350MlwBQTjjiuEWGMB3XNwXOK6EejtTkpUHSlagCR5Gkc6E/cYgkBBanxCdqk8b8eWfQj+NcB68/pOrNbHlRtLQTLCCRvHwpPpzVUM/0q3Vy3zX3odptsxlfCGZgUpDY/2Skk/jWnoaNw7dLse91h7VPf6SmFAsE6ydTYlpw5em3LVcVoKEZlNIKm1qye5b3Dt2aFfNkSErkOyHHCQp8kYOeAD59vSuk+tftsa468WCTpjW+ltMrt0h9EoNx4S0lp9OcOtqU4ooXhShn6n1qiW5VjKPDTZMJ+j6qtlc6QADouRNaxxd1KcEXqxPLUp+c+N7ri9oCRgKJ+h8j61tOo7SYzUZ2fLU0ygttICWxsSVBWMlPqAaanI1ikpKUQnIjhHwOJc3YP1GBx+NWZpDoXbr3YmZ869SWJLiN37Ntstc9s7lAnikpZhiDU4c01DjuyjpZ0UBcuViae8a1vyklWd3ihCj3/ANHFa2r7ChqcebnrZWtpTO5LY5Se4xuqzJHsp60nB39V7/aJykoLiUO7mVY+x3JP33Yqvo/QfqZc7i8mTpO5pXDV4RSWQ3hXf94/kRnjmqxlxEF9gBWS40kQqQJbA1VoZgB026St/btUpwoUncQMqSlSSO4yP5+vR3QX2dJ3V7VL2oNQ5a00ZAkPLj3Bp9MxxKs+DlvO0c/FkggKA+btV/S/2P8Aqnr/AFFFi3HTEu1WcLxOuUraUMtj5toz8SzzhP19K+ilptenul+k4GjdHxUwoFvZDbaR8yvMqUfNRJJJ8ySalDmOAIgdepKOxmEhx6KXKmWHQ9uZtdlispLLSGmktgbGkgYSlIHAwPIcUyKkrkrDzxKlq5JP1qIsXhyZKK5bhKQrIp/jz48pIUw8lRzjAPIP2qDGafapHffol8Z1O9ZUQMA96jd6cKtKSw3IS3JL4WjcnO4D/nSl65IaS+guDcQRioxMnuTpKLa1lYHKsds0wSI2bqoW80pz04lzpmnNjzpUpnLSlHgqGeDj05qxbAA6lYSQA2RmqgY1ppfSmkZKWbzGck+8fGGlhRQRwpH0IwOKhDPtGajhXdtnTsZh2L4g8ZL6AQtHngggpPoaRZqLg4phwBBAXWci7oiRwjIAHIOaWWTqexDAh3FCltJ4CwOQBVYQ9QnVEdi5NrIadQFbN2QKUPutoG1oKWFcH6VfLkiMABUxw2dXJXmnVljcWD70E5AKSBwoHzFOzVxiykhoOhSXE5TjzH/AqgILj7TSBJePhp5HxdqjPWn2krJ0V0K5qi7yDviI8KJGS5hUl88obGOe+CT5AE1KCcSXrQWvjILE9e3J1N6Y6O6OOWrXt9ciXKdKZNtjRUpclvLbdRvWhBIwkIKsqJA+IDkkCivjN1a6xa56162m6413enZdxmEDOBsZbTna02n91AHAH55JzRVokcOQTIs7lW7cb8LbAtbqGY76gxIAS80l1OTIX3B4P45pTbepmnI9rcRe9PLlSlKX4YaQltkII4ygYSTnnJST9abNQWa0qTFYTqy3IaitrSpZUrJUpxSsBIz2zUbkt6MhpIkauW6r+yzGwPzJz/Cm8vGiye7J81kRhhHJN4kKUyrCuN5xj7UlceUEE57OZ7mvJl40uCI9unzCMEkrSjOfUY4/nTYu8wVLcbZiyZBB/dX8Oe/IAzXC4A0CnWNJ6LbKd/ZAZOPX/apE++2JbOHFHA+I5wKUW6Rc9Qvrh2TTZkOsJClICVKKQScZyfMg4+xp7c6f9RkRHbjJt8O3MMsqfcW6pKNrYAJOQkjsQeTXNLpOS66UM2caUZQlaJynVNrKChZHBAPwn6VanQfVPR20aNXauqN9nQHxNEplEZtRJR4LacnCFY5SfrUHT081hKtbdzky0MIdTvSJDmwJSR8JOe2eDg+WPWopcdKRGHj+lNQwSvjcI7oXj79zUB3W6XAH2pbJx4s2MxOd5Lq2J1F9kqFLE1vVmoSoKJGI6iAc/wDsxnuaWsdZ/ZQtjXgx73qd5O7cf6ijBOc+eK5BXE0DFCUPXWUtY+bYU4/Ip9KTTnNKNw3mrRDedcdSQ2888SUn1CU4H5ihjoo9xG0e5ZR+zeK/Yucfeuyle0P7KZLeRqt1TTqXRiI0nKk5xyHAf3jWxj2kvZQhpDaNNavfKfE53hvIWcq7PfU/auGo1svTyC61bZC0o+LhBII9T9KwddceUlbcINBAIUAVDJ+xPrUjO01+G3/EKQ+y2GNu9/kV2837RPslRVJcj6A1WVpSUj/KCx6juHvQmvIntNeyxbg4IHTPUm5xJQrdc3MlOc4z41cPIEzxF5UOOwJrZEhyFSFNSG1uqThSsKPAPbFcGQwco2/4hdP2XwOpP+RXbH/lTezQw86610XvDjju7epy7K5Jzk8ueeav3QTcG72GPqXS1qFsjTo6JEWKtZUqO0tO8AKJJUcHvmvmZEh2vwEx0x1qkSHEtg+KdyMkZwPPj+dfV3R1qTaNN26DBSUx40JphtIPyoQgJH8hSebkdymtA9gAWhw3g2Jgy64buq3Np10E8t1b/iqJUkY58uayccKLgXxyA/tNYaMWEz7j9Gs/Y5od5ZdX5+OFVntGoWFtHZbmVhqNMik4Cn8D7UwaxcXc2YVuSolmE2t1aQP7RwB+aVU4TZiGXXFKUMOKz37ZHeqm1v1Ef0xe5EaQNyJDSGo4TkrWsE5x9Mk/mad/IxUVrKn8W8QrRZ40yRMQhmMCcK+EA5xzSSR1Wn6puDUEpEK0LB8bw8hTxA4J9Emqht0i/ahcD9yWpLTThLcUj4U58z6mmzql1ctfTayLYgOtP3FTZSlIOQ2fLP1pNxJNBMNYOZU96sdfbT0X0+Y1tltu3SUFKYZ4+D0Vg8fauC9e9VtVa9vLt5v93lSpDqiSFuFSU+gA8qYNVaxvGr7u7dLzOekPLPdw8JHfA+lM6D59qdggDRbuape69glYdWtRWpXJ71tSSrtSdGDxmlLYAp6gqStzaSeDS2OnPakjfenCIkKPHpU2qBTnZrNOvdwYt1vgOypUlaWWGWUFbjrijhKEpAJJJ8hXVvTf2RfaA1TeLbFvUyBo+2TG0ttqlPB95CUpJ3FlHGcAZClpxVZezfbmIWqUasnW1Epm3IUGUKVty8QQFDzykZP3Irs/SfWCXCuMJ1D7LbLJLakBGCEK4IBz6Z5pHNaHkNKYxZ3wglnMpFo32P5Wn9XNsXXq69eIEQFbiGLb7nIUvPYHxHBtx59/oKvKLF0Pa33LNC0hbHkNNkNvy4wfcUsd0lSwTz2/Cq9v+v5+mb69MtLaVsy2tqX1kqSNwzkAEZP41FHdSTpZS09dHFuklQSFbcH7Cs3sGbkDYph88koqQ3SuO53e22mzqh2+JFgoQ4ouIjtJQneQFdgAB/Oquul3M190+NnzyTTQzcnIelXxIdUVGcrOVcnKQc/zqKXfUjDKCWlkZHPNaONAI4gW8ykXOBdSfbnqJmCg7XU7gMd6rnU+t7ohCXLbc3ozyXMhTThGRnz55H0pqvF/XIKkpKufPNRl90rd3LUVDGeTTQjEbd1y9ZpXZpbXEm9wUma7/WNoBUf3j615qjqNa9JQv0dDebVeZh2hQWARjvg+uKqqx6rh2iHNhyEvOF5k+D4ONyVg58/UVFo0B7WUp+TNW4icMlCT+6PQVRLRAtSjardtGkZuqm0PPzz4a1b/AA2ycDPPPr9aH9PPaZkKjrQAcZSrHcVC9OXLW+iJaPADr0YAKIPNXla9S6M6jWtmPeZotk4J5LgwQf8ACl3yVz5K0N6qKWPqnfNMN+4NSi5FBKtiuSCe4H04qaWD2g4rB23BhRSeDkDtW+L0o0ecOJu0Z7PmHAd31xSxXTfScdO51UdaR9RnFJyPYeSta1SRjq7p+9RnUQZKGnW0bilR28eue1fNT2sutkzqp1Dft8K5KfsVhWqLCS2r4XF5/aO/XJHB9AKvP2wOqtk0Bpxnp5otlLNwu6dz77asKQ12yMepyK4sajtMncUAEH5jz/GmMNuxcoSc0lZClDPhKH4UUuTK3OFplJWoeSRk/wAKKd7QBV0rX1toWx2y5IdRcVSi6gBcNuUWCyrn9pv2ODaf7Jwc5PY1HkdMbndIUU2242OS82tJcTGnKLqkDvhCz83rj8AKiE2/S7w+tye+8FqUVKwo4UT5nNYxlvQHA9He8JSeQtJxn6j1qDnufuuNYWpp1FbJ1vuzsEtyWnWSB4bjZQQPIhJxn6+venvTVyXbYibfJhSvAec8VYZTlTowBsycYHmSOalDeordrKKm0apeSiS3hMS5JA3tnyCj5jNRnU0C+22cLdfnCVtAeG7nLa0EfCtJ9Dj/AIxQRbVLUbpLU6tu8a5yZ2l2psBK0IjBppakEpTu+YoUntuOPvSC8ax17fWXLfJu9zMYna+gyVrbV/o4UpX5ZxSRtuQlgogqQlRGCpBSSc96xVZZhbRHjqeWjHbxCMevyg+eaAaC5QJ1FaH2bjNjOLm3N9SkEYS6D8fbzzjI/uptXESSEuSwVeQS5k1JbV06vd6mGPHilKkjdvkEpRn7kf41KInRHVRIS6uEUnHCHkn+HGaqdPG3YlMMx5HDUxuyrJuBH3hsFTi1dgASTTjLatkNqGqOzIW6EEuJbOUleT24GBjHrVpJ6G3s7S4y66MfIwWwVfQAHJ+1XvoT+j3vmoLM3dLpcrPZpLyA4iJNQ668QewXtOEE/ifUVz0mMjZyHxvYe8KXHsW/ziy62XlxErG1SEJ3FQ+5rS0iS/8A5ltxSB22Iyr/ALtdKdTPZo130icD9x6avXGCclFwt7fvEcY/tFAOz/bAzW7QvRXq3rm2OXOx9OLmiO22pxCXWgyXEj/0aVkFZPkAOf4VMvAHMKoEErnFq1T1t+JGt75JIylTZGT5YJ/vqXQ9MaTgND9Zbs8qSlIW4wyoICfpuIOfTjFSbUzlx02p6NJsc9qcwpTbsZURaHmlAD5kFO5PfuRio5pLpzrvXN3UIWhbtLJKcuPQ3QyhR4ClkpAP0GcHv27LPfI7YGgnYGwtaXP3Pgrg6A6H0NrbU7DFu02ypqC4JKn1lSti0fEnnPfcE8edd06FYfhxptrkpW4mOgOMKUPmQfIfaovZYrXTDQWntH2jSkSFFhQ2kF5pe8OPpAS6tRGNyivcSSTmt9n1Le37227cbglaVp8JAQnakJ8gBS7QXCnG1GZ4c4ECqT5bZAjzru8hAby0n4R5ZVSeROSlKsE8nik0Z9Tki7ZPxEBP/epmuEsttbgrnuaeghOkJOR4tI9W36PBgPSJcsspwcbUFa1f6qR3rnDWWvEaiv6ZTURaVQWvABcUc7wSd2PI4I4+lS3qx1Dk2Rv9G2ltJnSjhtbo3FvPmB5fTNVBZ7bLbfdfnv5ypS1KUrJUc8n75rs25oqcXK1OF6putms7l3lzyAQENMgYLq65e6j6ulakvjrZleMhhxW9WSUlf+A7D8asDqnrh9EVuLGKt7hLMYD9wY+NeP7/AK1UbENlPxLBUfMnzrkEe+oqT3UKCRtrfBGxlv8A2RmlKGXXfiKQCfKliSy1wkBP2rcy74q9kdlTrn9lCcmnQQEvzKStW9w/OCB604sWpCsEuLP2xT1ZNNahujoSmBtbzzvODip1buiGoJ8krj3NmPGUr4fGACwPqc4q1nf5KD3Bosqum7MMZCVH/aH+FO1mssi5TWLZb7VJmyn1YbSzgq47k8cADkk+VXLa/ZthvAC79TLHbu24yLpGZwCO/wAas1Z+iem3Rrph4txuntA6FblPtBCnHbuw+4EA5IT4ZzyQMgZ7UyIHgcq96VdMwqurDaNcaahi1/ouDKgoJKQhwodRnzzzk08frLfYR8N6x3BQxneFpUR+RzWzqf1i6b6SmsJ0frWy6rjvoUVPw3VJDCxjKVpUAec5BGc8+lVPePagykpiiG2QcnYgrI+me1Zkkb2uIcm45GvFgK+7J7QMeHB/VvWNlukm2pG1mSmKsvRvxx8Sfp3rTP6p6PShFxhX2P4jBCkKcy2pf0UkgKH41yvd/aKvE1Si1IeCT/ZSlIP8Khly6sXe4FSVIUvcMYcXkVUIirgV3enqradV6fVPjTIsVapBBjmQFKwAAFY+veobfb45IYKkyFlJV3ChXD7mpLr4hdakqYWfNpRSR+Rp5gdVddQGwwL66+ynGG3gFj+PNNtkDGhtKkwkm12Dbr3aHEbJE1tobfmcVhIOPM+VRKPrS13e9LsVsntyXUEBRaUFIwTgYUO9cs3zWGodQrKbhcXFNnkMoJCQfXA7/jUq6OXNu13iQiaFNqkeF4ThBGAFZIz9cg/hUHyWpiOl1hZ9Nyot6iTXAVIC9jgV8uCM09Xyzrs1zavdvyG1K2qCRwK0WqS7LS0Ey2l7Ugja4CSCB9akzdquk2C5FIUtCh8JKTgH70s5yk3mm6Tq3wwna0nclCUg48xTFIlT5zxd2KK1HISg449amFp0S3d04dbWyttOVZTjkHBqTwtK2axo+CMp6QoYBKMgmly9rVYASVX0W06zbaTIjzFMJPIw6rNabhceoEJPx3aS6lKSeVE4A+9WzH0pdpv7V1DbSCMhKuAB9qqn2j9bae6daBu9phSgu/3KKuKxsPLPifDuP9nAzjz7VVqDzRCmRS4w1xqy5671lNvlzmLkJSfDYz2S2k4SB/E/jTNvW874Q+U+ta7e0UxC9j/Oc/lwK2JONoHzqNaTW6W0qHHdPMCZGs7e9qMlySRgrI7D0opAhJSSFEkj1oqXZgqOpaJbZYcCknck87hyD+NO+mHdOvXOMzqeM8/b1K2ueE6UKRnjcCPTvjscU8dUmoEa9Ox7dETGTtCw1u3bQSQB28gAM+eKgkST4bvhqHHnS8b9TQ4Kwi1d2qunllRFjwGGbe0Q2l2HcYcfw1OoV2UdpAWOP3hkHPIpn0Ld7ben/wBTNUNQpkqIpbcCQ5yG3M/5sq/sHy9CaeeifUn9FTI1iujDUhpKyYi5G08kctZUCAD3HHCgPKsNf9NHX4d16iaZ03c4KUPrlyS4FLbSreQ4kYSAkhStxHOMECuhzmvqrBUKHJOrqLbp+HIRLscVqU24BtLZUUjGflynPH1/PtWpOoWmogQtu3N4yQWo6ASk4KcqUCoKHIIH51qtbd/6jaaZn6Xhe+XhpQjzmUtqWtZCOHfhycFI547pPrWh3pV1VbIU9oO7yAAkEIhrVz+93TSsrJGau9seSYxixx/ECcrfqG3vlDTNpEp1JKM+GnaeM5BV5YqSRZDCW/GbhIaI5KUEUxQ9Aa1gBTkvQmolA5J/yY8Up7YwNtKFpMArEy3XGApYIKXoLrYz+KRWTLEXG6XpYJ2gUSFePs4xbRqLWMuVclILtqYTJiMKwd7hVjdz328fioeldPx7u0044+4MobG5RSo5A/ur576T1S9pLUcW/wAB9Ti2MoUlvO4oUOft5H8Kvm1+0JEcZ92uctxLLw3Evt7VJH1q6KB2nZqys5+qS7V7XXXmp34e23e7JZlLQw8h9BUlsBfO0Y+IqHBz96lSr2ynw4LUhUX3tKkoSyAFAAZJB7A9h2qi4+r42oplsbg3APRkK96BRgpIxkfyH1p71Pf3/e2Vw3lB2PFbeRj1K3AofkKmY/0lJ6gdwpOnTvT8zHrsq025+9JV4Lc6RHS7JDSVE8LIyBknt9KyuGq4SjJVMeTuWPBQACU7MnCB6ZA5P1IqsmNUqXcG5bm8LSsbsHjGcnimjUV7ke+SWWnDsCijA8sHKT9/8avEd7Wq7pW3Bu7d1950A8f622DLs7yzkSEkZW0c/vYGR61HGnQJbPiN4kMOhKk4wU4NQdia9ebEzOTKeZuNkWn9qk/EG85bWD9CMH7VLP1nh6vgR9UtMoau0VaY9yQ32Wrt4oHluxn75piOK3UFF7qFqRsu+G/Me3Y8VfbPkKhesdQMWuG+664lIbbUonPYetPjs5IaU5v4Pc1R3XLVRjxRaYziGpkogqb+ZSWh+8vHHxYwB6ZNa1CGOykATI+gqznamF7vy7tLRjxFkNA87Uj5cfzpvk3N54FtR2oGTnOPOllmVFuqVMTIoZkITubUBwqmbqGRp7SU65p+FxaA0z/pOL4GPr3P4VnA6itCq2VP6iurl51DJlgjwWB7u0M8YSeT+NNy5S8bWxkngVoaQWYyQDlSgMk1vZAQQopBx2+9MC2t2VJNpwgQGEBL90kEDv4YPJp6b1ExCQEWu2tjAxlXGfy71HkqW4orcVkn+FKW0k9qsawE2VAk9E4Paj1TKV8N1cjIPZMf4Pzxya8/yhIBVIuD7xPcqWo/zrW0ilSeEgDzOKvaBSrcbTLepps0YrbkuIdeyE7Twr1zUZZus50KCniUeZHCifLkVlqK4m4XBeDlpklCB/M1qWj3WGkqxudzn13ef5dqpc4k81Yxgq0jfWpbhyonnJ+/nWrA/KgAgYPOPP1r2olWgLwgHuK925r1Nek4oUt1gQPyrJCkbhvHAP1rw815twa4RaE+Q761EADURhOPMJFObOtDkJVFQrnb8/f6VETkAnH/AI04xrfOciolMQFvNglRUlJwACe58u1RI8VzmpjH1xDQf28OSkn+y5509w+oCWin3e8z4yu4IeUkD8jVYKfhqJS7BIWO5Cyf76wAjKXhpTjYPkeeagYwUUug7F1311ZHA5bNdSnMp27ZK/FQR6bV5FXn049rNTdwiWzqBZY6m5C0s/pCGnBbUrhJU3zkZ7kY+xrjTp/oaVrO9m3N3RqG2hHiLcc747AJA7nPrXVOieivTLT70G6lM27ToobcUZEg+Gl5I5UEDAxnkA5qp8LK3XLLSuldb66bsVvdajqIfCVDJ5I/Lzrhf2h5DirNFdUsuyLhcFrU653UEAk8n6qFdJXL3q+S1OSHVeGPJXmM+f1rnr2rJVvQ3p+2QgkLjOPKWPXKU/4GqImaHbKy7CphzY1FYZBKVKSFEoGfLt/GtUdAXNRgkgbe4A86ep8RccRFl/wkrZScbe/wjnNJI7Wbw3l3edqSFenJ471pkVSXu1taZhLUrxpbwOeQhjOPx3UVJGIUh0na/OUAf+rScD6ZwaKu0KkvoqNX+9XS9zffbmpBUEbPgRtAGSf5moxKIEhSW/mSf+daF6zlLBBhRzkY5BP86bRdnyouFKCskknFKBlck2Gu6qUwJZBThZBScjB7H1q89He0J+qvS/WelZludmzdQxkxY7inTsZdUnYt1SSMHLZ7jnKU+WcczovT6OyED7ClbWrpLRJ90aUCMFKiSD96CyxSNB5q+vZo1ZL0V1Et6Xn/AA2JXwuZWPLKsEfvAgFP419D2+qvSotpU7qJHiYAUUx3SDjjI+Hsa+QNv1/crfcGLk1FYLkdaVoBUQOPLvVjJ9qrVCUhA0xaTgAcqd/3qjLCJGgdVxrHNNr6ZL6v9IEq/wDth5Z/0be8R+YTXiep3RiZlLlyUM999udx/FFfM4e1XqpJ/wDuxaD9Mu/71b2/a01W2CP1Usxz/pO/71K+hu8VeCV9IJEroBeBhdxiAnvtjOJP/u1EdZaK9nK62t+I3cp7EvYrwJMOI6pTa/I8pwRnyJA/nXC0b2wdWx1ZGkbL/wBp3/epWfbR1gRj9TbF+b3+9QceRp7pXHd5XJZLRrbRcqVMsUv31wjajx0lHw5PIxnv+OOfuVrHU/qPDWUXbSbsk/Kh6PKSpSBnOClQAUMknGQee9UafbR1mTk6OsR/2nv96tSvbI1YrP8A9C7CM98F3/erpgeTZUQNPJXwnqfIlEiXbZ9ve/eDjBKR9lJyK8b6l2+9qcYbmA3BhBLzRBSp1KeNwHfIGM/QA+tc4XL2ptW3BKkJ07aGErGCEBf885qEXfqrqG6OJeCWoriFhaFsqUkpV65zVjYXIpdkWbqdDslwan+IVslJafSoEofZVgLQQM7TjPfzFTLSV3gm9POWialcOYkbQD8yTyM+hGa4Hb6vauQ6Hy/HLuMKV4QG/wD1gOD9yKd7N7QWu7GtbkN2KFHJT+z4B9cZxTEbdBBVT2OcKC7f6ndWbVomImEmT/W5JIAQMhvjJ59cc/iKqN+52S+JRdZC31h/Dil5+IE+RrmbUPV3V2q5jdwv0hmU60jYnCQhIH+qnjNKrb1mvVsiJht2uItCR8O5S+B+BqeQ50xrooxQmMX1V93a+i27TZLYhYbSUh+SolJ+yRj+NVB1H1Hfr0/Ct1znFaAvxUsIG1tPkMAfjTQ/1uv8ojxbZCKR2T8WP51GrrrKTdLmm6OxGUrQgICE52px6c1S2MA2ri0p3e+HKfIedZx0KcOR8tRpzUL61EqaRk9wFHFbWtVyGUeGmK198mrlV2blLW26VtNn0qGI1nMR2iMH7k/41uTryakf+Yx/+9/jUwQFHs3qdNNn0pFqaYbdalLAKVu/s21D1Pf+FRhvqHOQoK9wjnB7ZV/jWjVGtpOo1R20wI8ONFRtQw0VKBUfmWpSiSpR9T5cDAqWsUuCJ98kit8dyVIS0j5s9/rWd3dbcnlqP/mWE+GnHY47n880kgXhcFanG2EFSkkZJPH1FJffXO21OPtVSt0OSlXevKTGUo9x+VepmEfuJP3oUtBSkd6CCTxWj31Xm23+VeieodkN/lXCinLdsX6fwrLYSc0n9/V/ZT+VHv7n9lH5VzdGklLGmllaVhSfhIICgCMj6HvViWPq1MtLTce66bttwQykhtxDXguAnOM7RtIHP7ue3NVf78732I/KvTPdIwQK4W6uaA0hP2qtRr1PeHruu3xoinSPgjpITx6j1+tYWx1pqI6+YbEhxpaSUvJyCk8cfiP40wmaonlKa3xLw9DcLjaEHKduCP4/wFSpdLSrK05rDTcZaFIjItT+0jeMhKsdsq+/rVw6M69abt6WouoJoJX8Db7eCAP9Ln+OK5RlXN2U4XHMYIOU+WfWtHvBwRjg96hptR0E8133O6iwJkTxLc4gNLHwrCu9c79bXFXPZP3lRZdSd5OeDkVUdq1nqCzoS3CuDgaT2bWdyR9ge34UsuXUC8XaG7BmJZ8N4AKITkjByMZNR7Pe1LSapWe1GduOk7Rc4jCHlJHgOFasbQnI9D5gfnTPcY7ke7w1uJQkLQpGE+RHrwKi1m6nz7Tp6TpxVriy40lYXl1awUHAzjB7cZpPN6hSJbbCE2iEwqO4FpU3uycA8HJ5psuaWjxS4heCrsjW9ElCFIRLeLiQvCBhCQR2zjHfPnRVXMdbr6xGRFECLsRyShSkqV9z3/AUVe2Vlbqk40hKrWiiik1pIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEL/9k=" width="304px%" alt="automated stock trading software"/></p>
<p>Automated trading systems minimize emotions throughout the trading process. By keeping emotions in check, traders typically have an easier time sticking to <a href="https://xcritical.com/blog/what-is-automated-stock-trading-and-how-do-you-get-started/">automated stock trading</a> the plan. Since trade orders are executed automatically once the trade rules have been met, traders will not be able to hesitate or question the trade.</p>
<p>This is particularly important in the case of automated trading signals and robots. After all, there is no sure-fire way of knowing how legitimate the provider is with its claims.</p>
<h2 id="toc-0">Automated Trading System</h2>
<p>Implementing paper trading functionality is not that labor-incentive, but the benefits are great. According to some estimates, it can be done in 20 – 30 person-hours. Sustainable access to users’ data is essential for making data-driven decisions.</p>
<ul>
<li>Don&#8217;t get lured into sales pitches that promise easy money if you buy an EA.</li>
<li>Additionally, traders order entry and exit points for their expected positions.</li>
<li>Sure, you can do this on a gung-ho basis by copying the first trader that you come across.</li>
<li>This is particularly relevant for volatile markets when prices can change too quickly.</li>
<li>If you really want a unique strategy, you’ll need to program it yourself.</li>
</ul>
<p>Keep in mind that all the backtesting can&#8217;t make anyone&#8217;s technique unfailing. Automated trading systems are often used with electronic trading in automated market centers, including electronic communication networks, &#8220;dark pools&#8221;, and automated exchanges. Automated trading systems and electronic trading platforms can execute repetitive tasks at speeds orders of magnitude greater than any human equivalent. Traditional risk controls and safeguards that relied on human judgment are not appropriate for automated trading and this has caused issues such as the 2010 Flash Crash. New controls such as trading curbs or &#8216;circuit breakers&#8217; have been put in place in some electronic markets to deal with automated trading systems. Automated trading can help you increase the efficiency of your trades – by enabling faster execution of your CFD trading strategies.</p>
<h2 id="toc-1">Paper Trading</h2>
<p>The key problem is that it is often difficult to verify the results of an automated trading system without testing it out yourself. This is why you should always backtest the algorithmic trading product before risking your own capital.</p>
<p>Many traders may wonder if Trade Ideas is worth subscribing to, as the results from its AI systems could not outperform the benchmark. However, what makes it different from other tools is that Trade Ideas can provide suggestions based on data so that the strategy can generate more returns. Holly 2.0 – The latest AI that <a href="https://www.google.com/search?biw=1280&#038;bih=654&#038;ei=HBHVXYqBIfKrrgTpur7AAw&#038;q=forex&#038;oq=forex&#038;gs_l=psy-ab.3..0j0i67l2j0i131j0i67j0l5.164473.166639..167253...0.0..0.217.551.4j0j1......0....1..gws-wiz.2mxGZi-AYvY&#038;ved=0ahUKEwiK_-aixvjlAhXylYsKHWmdDzg4ChDh1QMICg&#038;uact=5">forex</a> utilizes unique strategies based on data that Trade Ideas has accumulated via machine learning over the years. Holly Grail – The flagship AI that utilizes dozens of strategies for traders. These include popular ones such as Breakout, Bullish Pullback, Not a Double Bottom, Selling Strength, Engulfing, and many others.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px%" alt="automated stock trading software"/></p>
<p>Above all, Thinkorswim&#8217;s adaptable and automated trading platform has gotten major positive reviews from the trading market. If its robot can assist you with accruing great benefits, it will likely be a little cost to pay. It allows you to manually invest or trade and get market data from thousands of assets – including stocks, ETFs, cryptocurrencies, <a href="https://xcritical.com/blog/what-is-automated-stock-trading-and-how-do-you-get-started/">automated stock trading</a> forex, and more. So whether you’re looking for an automated stock trading platform, forex trading platform, or Bitcoin trading platform, eToro covers all bases. Best of all, eToro is a 100% commission-free broker with no ongoing platform fees. With that said, this top-rated provider also offers a number of automated trading tools.</p>
<h2 id="toc-2">Data Gateway</h2>
<p>Additional paid packages include features like advanced charting options, unlimited template usage and even one-on-one trading tutorials and lessons. For those who don’t know how to code advanced trading algorithms, the platform developed a state-of-the-art tool calledRule Builder. It’s graphical user interface that lets you build your trading bot’s logic by simply dragging and dropping indicators and strategies. New traders will find plenty of educational materials about different products, markets and strategies through its Traders University. Experienced traders can play around with automated systems using Interactive Brokers’ API solutions.</p>
<div style='border: black solid 1px;padding: 10px;'>
<h3>Computer Services, Inc. (CSI) Chooses Ascend Software as their AP Automation Provider &#8211; Yahoo Finance</h3>
<p>Computer Services, Inc. (CSI) Chooses Ascend Software as their AP Automation Provider.</p>
<p>Posted: Mon, 20 Dec 2021 08:00:00 GMT [<a href='https://finance.yahoo.com/news/computer-services-inc-csi-chooses-201500665.html' rel="nofollow">source</a>]</p>
</div>
<p>Now that we’ve identified and analyzed ZL Communications with both fundamentals and technicals, we’re ready to make a trade. The fundamentals of a security are easily viewed by right clicking on the security’s name from the watchlist. This brings up the Research tool, populated with the information for that particular stock. The earnings tab is an intuitive snapshot of the <a href="https://www.google.com/search?biw=1280&#038;bih=654&#038;ei=HBHVXYqBIfKrrgTpur7AAw&#038;q=forex&#038;oq=forex&#038;gs_l=psy-ab.3..0j0i67l2j0i131j0i67j0l5.164473.166639..167253...0.0..0.217.551.4j0j1......0....1..gws-wiz.2mxGZi-AYvY&#038;ved=0ahUKEwiK_-aixvjlAhXylYsKHWmdDzg4ChDh1QMICg&#038;uact=5">forex</a> security’s most recent earnings report. A glance at ZL’s Earnings Per Share indicates that the stock could be currently oversold. Reviewing Schwab and third-party analyst ratings, it looks like ZL also has a five-star rating from Morningstar Equity Research. You can also research additional corporate strength metrics, such as revenue, cashflow, or earnings per share.</p>
<h2 id="toc-3">Tradespoon</h2>
<p>Thus, it proves that an AI investor achieves excellent returns without taking too much risk. I personally like its transparency, as I can see all the details relevant to the trades before, during, and after implementation, so I do not worry about unexplained losses. Fully integrated order, execution and position management solution for discretionary and systematic managers. It&#8217;s unlikely that buying an EA online will produce positive long-term results. It may work for a short period of time, but ultimately the person using it needs to maintain it, and know when to intervene and when not to. The user will still face psychological pressures, such as wanting to intervene when the program is going well or doing poorly .</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px%" alt="automated stock trading software"/></p>
<p>Furthermore, automated systems cannot determine when an increase in volatility is likely to have been caused by human or system errors, or by more permanent factors. Algorithmic and quantitative trading systems are able to cover a very large universe of securities. Humans can only research and monitor a limited number of markets, while a standard desktop computer can monitor thousands of securities. This expands the opportunity set for an automated trading system and reduces costs. Options trades will be subject to the standard $0.65 per-contract fee.</p>
<h2 id="toc-4">Best R Programming Courses To Learn Online For 2022</h2>
<p>So while auto trading might seem like an easy way to profit, the truth is there’s no easy way to profit from markets, although auto trading can make it easy to ensure you don’t miss any trades. When you use an automated trading platform, there could be a lag between your price quote, the transaction and the completion of that transaction. A proper automated trading system should reduce latency as much as possible, protecting your investments and giving you the same access to the market a floor trader has. From accumulation to long-term holding strategies and stop-loss settings, Coinrule constantly introduces new templates to its platform.</p>
<p>Algorithms can recognize a trend inversion and conduct another trade in a small amount of a second. These aren&#8217;t general, and you&#8217;ll have to comprehend when to circulate them. Furthermore, many computerized procedures become over-enhanced and neglect to represent genuine economic situations.</p>
<p>MathWorks is the leading developer of mathematical computing software for engineers and scientists. Analysis powered by algorithms, formulas and math, not tweets, &#8220;expert opinions&#8221; or &#8220;gut feelings.&#8221; The cost is based on the average hourly rate of developers, which is $50 per hour. Our company provides a full set of IT services to plan, design, develop and launch a digital product. Quality order executions provide additional value for your trading.</p>
<p>Excel Shortcuts PC Mac List of Excel Shortcuts Excel shortcuts &#8211; It may seem slower at first if you&#8217;re used to the mouse, but it&#8217;s worth the investment to take the time and&#8230; This is a great reading for an old man being not too bright about investing. We provide full-time and part-time developers and dedicated development teams on demand.</p>
<p>The main concept here is that the MT4 file will trade on your behalf. All trading algorithms are designed to act on real-time market data and price quotes. A few programs are also customized to account for company fundamentals data like earnings and P/E ratios. Any algorithmic trading software should have a real-time market data feed, as well as a company data feed. It should be <a href="https://en.wikipedia.org/wiki/Foreign_exchange_market">Foreign exchange market</a> available as a build-in into the system or should have a provision to easily integrate from alternate sources. Purchasing ready-made software offers quick and timely access while building your own allows full flexibility to customize it to your needs. The automated trading software is often costly to purchase and may be full of loopholes, which, if ignored, may lead to losses.</p>
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fjrpd9El0tRilufuJuChavILq9PQT+Hqg0FNmjVzafQ+dMElPJq9NyFA+RTVYB//AGevPI9DX05rQfVNwNyG3COxdlwFgfgIgJ/joKbNLTbeatuU5HHklSXB+PY/2DVncz0LG2ziiqFvVcrKfMB6mR3CPxBTn+GtG/6Hxi23nH7W6gIDj604bj1WieGXFe4eIiQeI8vJs6B+PRi3jKqm3lwWpIc5N0+S1MZB8x4qSlf4fRp/nqauogdF3T7uT073TW6FdgpFSg1SEgpnUmap1DK21eylxDjaFJKgo48/I+epfDOO/noM6NGjQGjRo0Bo0aNAaNGjQGjRo0Bo0aNAaNGjQGjRo0Bo0aNAaNGjQGjRo0Bo0aNAaNGjQGjRo0Bo0aNAz/VhXzb+xdyOoc4OTG24iDn+srJ/5qVapv3nqy4dkVBKCoqlcWT5+S1AH+WdXOdQm2Na3ctGNZ9PqCIUVyX40t8seM4lKUqCeCStAOSrvk9vgdRUq/o27JuTNNuzdu42o3IZZZpMaIFEf1VyEOBX4aCmV/lzzg66CMHVyrvojumaOjxqjuJuGEn+kup05tP8oY1zZ9EL0tzEhce+NxXgryKKtAUD/CJoKZ9Grl3vQ39NTmS1fW5jfwHyhT1D/oek/UvQu7TPrUaTvBd0ZJ/dTIiRHyPvKUoz/DQVPWtJVHrUcA4DhKD+Pl/MDVkHo2r0k0Xean0tKvoavGegvJJ8wUFSf+ehGlHO9DJbdLUibS+oNyO42rkDUqEhSM/5MhH8dK7Znom3X6ftzrfviPWLduymQp7avCpspxqY60ThSktOI4dgSSPFOAO5ABOgsW1w1y75GdcdBz0aNGgxxHuwPuGsKQFfYfjrlo0HlepdNkd5ECM6fitlKv7RrpNvUA9zQ6efvjI/0a2GjQeJugUFtXJuiwEqHvTGQD/Zr1txmWhxbbQkf4qQNcgMeWs8tBkDHv7fDWdGjQGjRo0Bo0aNAaNGjQGjRrGdBnRo0aA0axnGvL6vJKgVT3uznPCUoAKcY4HI8vfnzz78dtB69GvI4qbHjKUhPrTw8kZCOX4+7Xay4842hTzXhrI9pAUDg/fom3do1wyQdGT8dFc9GuIPxOgn4HQctGjRoDRo0aA0aNGgNGsHODgZOO2vFAXWlSpgqTEREYLT6opl1SlqRxGS4CkBJ5Z7Antj350Tb3aNdSXFqcWktLASQAo4APb3d9duijRo0aA1jjkgnvjWdGgxj3ZIHw10uwYb+fGiMuZ8wpsHP8dd+jQa5Vu2+e5oNOz/AOrI/wBGuIt6gD92iQE/dGR/o17H0PLUjw31NhKsq4pB5D4HIONdSWJKCn/DHFjKyrmlOTlWQOwHYDIH88nRNuTMGHGTxjxmmh8EICf7Brux59/Pz152n5i5a2nYQQwkZS74oPI/Djjtr06ETtjywNcdclfz1x0Vz0ntxLzi7d2Dct/zoT0yNbNHm1h6OyQHHW47C3VITntyIQQM+/Sh02XU/wD+TXux/wCw9e/6A9oIdU300ezlTqMWnNbQXkhcp5DKVKkRcAqUACfb+3Vg1WqTdJpM2rutqcRCjuSVISRlQQkqIH8NfMFaq0t3PSFrUEpTPjlRJwAPETknX0i3juztW7aFbaa3MtRa102SlKU1mMSSWlYAHPvoIVp9Nds0pfD+49eec4/2RF/7erFwSU8sa+WcZD4H+N/16+gX0hO+tZ2A6YLiui15Co9frDjNBpchKilUZ2RyC3kkEEKQ0l1SSPJYQfLOgTvUf6THp76eq+9ZQXUbzuaI4tmdAofAtwHEkAtvvuEJC85HBHNQKSFBJxlkaP6bPbF+cGq9shc8KIVgF2JUo8lwJ958NSWxn7OX46r96LNjGepfqStvb24Vvu0Z5x6qV1aXCHFxGUla08shQLi+DfIdx4nL3atD66ehvYSo9M1zXDt/tjb9q3BYlIerFPl0WA1EW61HQFvNyCgDxwppC8FZUoKwoHJUFBKDZHqA2p6h7RTeW091sVeGjiiWxxU3KguqGfCfZUApCvPHmlWMpKhg6j51K+kx296ZN1p20907a3NVJsONHliXCdYSy6h5sLHHmoHt3B+0aqy6CN/axsF1JWrVW6uqLb9xTWKHcDKzllcR9wIDqwfItLKXAoe0AlQHZSgZKemssgU7djb/AHDbKv8Aw3QHqU6kJwAuJILiVE/Epl4+5saCfXSJ1o2V1fwrllWla1Woa7ZcjIfaqLjSlOB8LKVJ8MnAHhqBzpp98PSs7VbHbr3FtPVttroqky25IivzIjsdLLi/DSo8QpQV2KuPf3g6jD6E27W4e6m49jLz4lWt+LVUKJ7ARZPhKH4+up/hqEfUderO4+/24t9QpC34dbuepTIa1eZiqkL8Efg3wH4aD6DenXfe3+o7aCjbw23SpdMg1hcpsQ5i0F5hTEhxkhZSSnJ8PkMHyUPfkajHtP6WTavd7dS3dqrf2uutmZctTbpsaU89H8JBWrHiKCVFXEDv2Ge2mr9GjuG/QOgveZ5qWpmRacisVBh1Ss+GV01tSMfABbZP3k6i36KazF3Z1mWzUjwLFsU6pVl1ChnkPV1R0Y+0OSW1f5Ogvg5e46hv1Kekz226Z916htPcm3dyVedT40eSuVBeYS0oPNhaQAtQOQD3+7UxsD4ai1v16OfYHqL3Hm7pbgT7ubrE5hiO4mnVFllgIaQEJwlTKjnA+OgYv57PZj/6Hb0/+/i/9vW7sf0w+0l+Xtb9kQNprvjybhqkWlMPOvxihtx91LaVKwvOAVAnHfVOVywGKVcVUpcXn4MOa/Hb5nKuKHFJGSPfgauE6Y/Rj9Ok+wdp98HaleSbjk0ehXWpKamyIwmqYZkkBHgZ8PxD+7yzjtn36Cc1/biWVtdak6+Nwbmg0GhU1AXKnTHODaMqCQB71KUSAlKQVKJAAJIGoHXr6afZijVaVBsjay6LkiR3FNtzpEhqA3IAOOaEkLWEnzHNKVYPcJPbUbvS79QNYvbfRvZGmz5TVvWFHZMmMHcNSqlIaS8p1SQcKLbTjbac90q8bGOR08nopujza66tp5m+m6lhUm6JlbnSIFGj1mI1Misw2SEOOpZcCkFxTwcTyUCQG/ZxklQO1s36Xbp03JrzNuXtTKvt89JwlmdVFtvU8rJA4Lfb7tef7y0BAAPJSe2Zwx5DEphuTGeQ8y8gONuNqCkrSRkEEdiCCDkfHVHXpR+mK0enreGjVzbqiNUi174gvS2YDKvoYs1lxIkoaT/Qb4usKCR2HNQSAAAJi+h/6gqxuLtLXtnbnmyZk/b95lymyX3StS6bJ58GMkkkNONLA9wQ40lOAnGgsDJx5+Xx0hK1vrtJQKPVK/PvumLgUWY3Anuw1qlmM+s4ShaWQtQJII8vcc9wdMP1cb6W9BuiPs3Puet0OGYTsurSqbGQsuPKRmJHUsnmG+Q5OhKSSClPcFWGr2Gty8N6tqNwrcRRYD835WoRkRSEU5MlmMeK2OTaOLSihvGeHmST3J1rX9lyX6iefCntM+yd8NpdxZKYFmX9SKnMWkrTEQ/wkKAGSQ0vis4Hn27aXAOc9vI4PfVQG6ts1+zbzkU2bty5ZL0HDjURD7758Pl7DvjrWoOeWOaOKSQew90oOkfq5o9MpcTa/cyTPElL4ap1WcdekpdChhLLvNSlNkEJSjiOGPMJOSpNfG4ZxdXu3HJ4TfKgkEnyGvJVKtDpFMerE55DcOOjxXXlLCUIbH7zilEgBIGVEk9gCdaJ+/bEmUivy3KxEmU+gtrTWMDxksIDQcUFpAOQW1A+RyD79Riue7bBYtu87y+Ra5LprtDbkQ6SxWXo9HqUeeoxWQhpBQeSAl0KQUtlBQeCFlId1Ih73yxX0l3GrFMmNqdiVKK+2hIWpbTyVBIJOCSO3uP8Drr/AGioXiqYNbgeKkcij1lHID7s6qAuakXRGDNITcDty0uK2THkQFSXYSODQW4hAdQgpLaACscRxAye3fSUyNa4f+3J/wA6Y/i7ZiUxJaS/HdQ62r91aFBST9xHbXaDnUCuivqNtGw7ZqO397TajDjsOu1GNMdV40VsEDLKUpTybKikkJJIWskDCl4MqYXURtRKt2Zc79xvU+FT/DEr5Qp8iM42XDhHsLQFHlg4xnOFfA4zMTDqx9RS9d7OU46hoArISCQMk47k4H8yB+OtBQtwbMuZx1qg3FCmqZVxcDa/3VeI42Ac4wStp1I+JbVjPE4gX1E9aVe3KD9mbZMSKXb7wWxIkOtpVJqGew9nCvCT7wEnnnByk4wwVRh3nYrCXKpRrnt6pznvWG5UgvRPHaA8glSUlZ5EK5hWPsz31qK7c9+tiLfmNwuSSoKHJJyDrOoKdGnVXX3bggbQbjVFydFnJRGok5wDxGHQPZYcV5qSoABJOVBRAJIVlM6uQ+PlrMxp1Yctc1eUDJzgDSMr29G0tr1B+k3DuTbNPnRsB6K/VGUvNnGQFI5ch279xqKHW51GXjSa1UdmaHCn0WP4Ud5yptSC2ua0sEqSkcclsn2cpUMlKgcjI1FWx7ZrNwQ51Qo7kwyKEr1tlqm05yTOddcGEEFCcBtK0N8lLWOIWShKyojVivjbmy9ZwtxpG1wVNqlPrMGPU6VNYlw5bSH2H2XAttxC0hSVJUCQQUkEEeYOvXqqmk76b4UihuXBTkVRE5muLrsq4m4pSlzxUeEpiRhHBbZIASlZITxCUgAACaXSTv5fm+VDrEu8KHAZXTZIablw2nGWnQUg8AFFeVJ7lXtDAKMA5OE109MXV1yzx15SCK8HGCf+/wD/ALoC0qVxBBwcdj78Zx/DUYPSEiWNk6U/EW4nwrjjFxTfLyMeQkZI8hkgd/eR79Rc6OE1JjqTtBqYX0h9Ep/itZAWhUF1SVfbkYI0iu42X6jhljHpaGVBKSokYAznSaq25m3lBz8tX1b0DiFKIk1RlogJXwV2UoeSspP29vjhF9TO6Mvazaup1KhnnXZ7bsSmIHcpWG1rcex8G20OLJ+KQD5jVWFDp0iv1aNTozLs2qVCYxHiR1Y4SXHHOPFa+QIJUUj8T3GrWu/KZ+q7VorEblcbbt7WfeLbz1pXTSK23HUUPLp05qQG1fBXBRwfv+OtxkgZKSNVq7M7KdR1jXjKrtEtaTDaaC6XVFpcWQqM+ge234DyHXUA8VcmHCpKmx7xxL8WJWt99oNoqjcW/VQZnWnGo6lMobeeTWYsp1xIaafc+jUeSnOBIWogke0Bk6k10Y+pm0fqukmq9eVq2s9BjXJcNOpj9TfTGhNSpCW1yHVEAJQD3UckeXxGkLJ6oNh4VxTrVqG4sGHUqbJXDktymXmENupUUqT4i0BBwQRkEj7dQNpG4kqs37YSqLWKpcJnVCkqq/yxDQ66xOTLQfAYeUFOIZ4stcAFnIBJ7lSdLXqg2XvO1Z93XvN2ui1iNVqrJn/tGzUHnRDiuLPhIMVso4LSMArVzQcj7dOLznqr2ibUj0sEp1Up1ahMVOkTo82HJbDrEmO6lxp1B8lJUkkEH469OqkNlN5ri2SveHXI65smnxnFpnUkTXWG5CSOKspSeJUk9xyBGR3GrBaL1gbDVelx6ku8zBL6STGlQng61gkYVxSRnt7ifv0msw9cXV0yR+vEnt02XU//AOTXux/7D17/AOHvaczI02fU+R/e17sn4WPXf+gPay6nzcUyE7UqhGpzCkpclPIZQpWcBSlAAnHfGTqeVV9DR1FUmmTKrI3G25W1CjuSFpRLnFRShJUQMxR3wNQctRl4XRRyWlgevx8+yf8AdE6+mu9MfsbXsD/5Mlf5pWg+X9Aw6kH3K1dR6ZOky5/SzR5zOfCpt4Qn3sf1FRpLY/5y06pbDD3jj6JfZX9U/HX0s75bQ27v3tNcm011gt0+4YZZEhCeS4zySFsvpSSMqbdShYGe/HB7E6CnT0Q9bp1J6v48KdIS07WLbqUKIk+bjw8N7iPt4MuH/J1bp1V1OJSOmTdifNWhLSbLrSPbOApS4bqUp/FSkp/HVFG4ezvUN0UbrwqrWKRNodXt+aiVR7hiMl2DJUkkocZdKeCwR2LagFAEhaR3GnG6hPSTb/8AUpt4namrUugUKlz1NCpIoUd9LtSKVApaUXHF8W+QSeCe5KRkkdtBGawbbqd433btpURnxKhWqrEp0RH9Z555LaB+KlDVunpn7IcrGwVpXzHYcdctu5BGeI8m48phYUtX/vWWE/evTOejG6EL4Vf9M6it3Lcn0Ck0EmRb1NnMliROlkKSmQtpY5oaQCVJJCStXBQykYVNv0idmvXr0bblU+NG8Z+nU1usITnBCYj7b61fg224caCp30bm4Ktt9/6tXjNTFa/Ye4S84o/0WIapQ/gqMk/hpL7K7ISNw+m/fvddmM+9MsmFRkxG0IBStD04OS1n/g2WORPuST8dMzatxVuz6k/VKOkofk06fS3CpBILEyI7FeGPj4by8fA41a76MfZqXXOhjc+LOp2HNyZFXp0MLOEvxhBEZJ+z6ZUhOf8AF0EOOlHeBuxelzqitB1S1u1m2aY5Fbz7KQ5M9QeUPtxPaP3I+zT5+hMtV2bujuPepQgtUihRKaVH94LlPqWMfZiIrP3jVd0CqVmlQanTILrzUersIjTUJBw62h5DyUn7ltNq+9I1b96F21EUvYe8brXFQiRW7n9W8XyUtqNHb4JP2JU86R/vjoLDNYPkfu1nWD5HQfL9e/8At0uD/jSV/nVa+jDpWI/vXtoCfqFb/wD8OY186V7svftpX/ol96pKx7J/3VWvot6VgR0v7QAjv+wVv9j/AMXMaCkT0i9HmUTrR3PjTUkLfqLExBPkW3orLiMfYErA+8HVqfoqq9TKr0T2XToElDj9FmVeFNSPNp5U998JP3tvtK+5Q023pROiW6d9YlN3p2ppy6ldVuwFQKlSWgnxqhASpbiFsjPtvNqWseH3KwsBPtJCVV9dNXWXvp0Wza3a1Go0R6BUXQ5Pt+4IbyAzJCQPGSEqQ425xSEkH2SPNOQkgJYem/rdNeqe0NutyG1z4jNbmvNA+22y6qGhtRHwUpl0D7WzrV+hHpMty990a4hCvVY9KpsRxYOPpHHnVJH8Gl6iFel0dRHXjvX8uJt2Xcty1NTUGLCpMQpi06PyPhtAklLLSSpRLjq/6ylK8zq6Xoh6YGelTZKFY86VHmXHVJBq1fkspwhUtaEp8FBPdTbSUhAPbkQpeE8ikBDvrIMpW91RMqsrqBCFhClR/BUygSX+LOO/Lh5BX9IYPby1MPoUZpY6f6fKhJb9bk1Ga5UFjBW4/wCKQFLPmVeGGvP3Y0xPpCNu5tJuql7g0+kNJpdXjIizJDbPtImNKcOVrHlzQ4MfHwvsGnM6FKnRWrEREtGi1xbEmS43XH5LzQjR57bTai62nlyIdS62gADP0GSB7/Sf8XzcUceomJL3qb6bEb/RqGqDX00WfSXXErkKZLqXYyxkoKAQVKC0oKfaAAK+xJGNT09dIFJ2OuKVdMq7Xa5NfjmKhv1JDTCWypC+RBKlFYU2nBBGpDhST3yPh/p15qjUoFIgvVOpzWIcSMguvvyHEtttNjzUpSiAAB3JJ92sbn07Jw059zXkCmU9K5LiYTAXNx6yoNJBewniOfb2u3bv7hjWvcqVHjumjQW2Fyg0tTMZtshAKCDgqSkhGCtHuyOQOD707A3ZotdhVSfbDa6m1CKkRlh5plExQRy5tl5aApk5GHASlXFRBwO6c2n3huK+0LiVWk0X5SRIU0r5LnGRFDaXMKWHRlR9k4HsBBUj9/2/Yale5TcRH9V5bw7n1i4ag7ZtPBptvUOpVAwoCeGWVuurDo8RKEqWkpwPaKj+959tWQbTWRZ1R2Vs+nVC16PMjy7agJkJcgtKS/zit8yr2cHkSSe3fOqtL5Yp6biqjzM51cxyrzkyI6mOKWUpd+jUF59rlleRgceI88jVruxCy5slt+onv+zFL/lFbH/VrVvEQ4ej/V7bIzdvZvbul2BU0WXstbsutSyzGgtw6YiOpDqnAQ6XmUhTaW+7hUSB7AHvALBX2zvtG279YpV7lNsSPVqdEkOE1OVVmxzeW89JPJeG1F1vkWm/ZQ2FJR3CZ1Hv21FzrW3UvDbg2rAtpLMqHWYlb9egriod5hMdCG3DyQoBLReWsjyOBnt5Ss+dOjqMda1m3r/4jZ0Xt2lH3vNbumUqEzSafImxODanGkuEAfSLIJSlKFKPLKckAE4JCpw9S1t2vduyNzt3M0n1WJBVNZlJYDzsVxsckutDI9odxjkOQJSexOoddFVOavrferVxqbPorkWIqpsNQ5jhSWhIbBiuFZUp1opUAeRz7AOex1NTqLhonbFX1GW14gNClr45x3Q2VA/gU5/0+RW9vLpo3gt/tVPZsypUy9KPOt6XGamxqgy5EkSlNNNoWFgoUtTvsIwQDlRwD3zkZFzLS3FNIU6kBfEEgHkAcdxn3+8f9WqVqNNcptVg1FgthyJIbeQXBlPJKgRkYOR2+GroKbU41XgN1CE42427niUOJWMhRSRlJI7EEHB7EH7RrV/4nQT7hVDvmmbdu+V8rplQlVduNUag827JnJf4xmStSwhZIHhpSk8UDySAkZI1Yh0qUajUfYq1otIcpjyvVeUuRAIWh2QVqK8rH75BOCfiDjy1WzupJq1E3TuNlhmNRpcGoy2AmlgsJSlSlJVgha1e2lRykrV+8U+XbVmHS6+5I6f7HccStKhSkI9pASSEqUkEAeYIGQfeCCfPS/qGek85ZmSJ3UjxrRvC7IR9RYpF4W83HjQJ0mLHhTKqoyE4JkDHl4auKTjkrKgSvOk30ibrUJV1XBsui3qNQHqI003FbgwktrqC2EhuQ/IeQ4tC3SsJPY+RxyVjTp7xdO9C3nqTc2u3TXKewIYhORIRYLTyQpSgtQdbXhYKzhQ7j3YPfXTsz0yWdso+6/b9arE4uJUCiaWCOSin28obSrkAgAe1gd+2TnWN+HR28kZYmI8EL6QamzJ+xMaVFhuPogV6LIkKDfIMtlp9vmv4Dk4hP3qA8jph+jKwaqvceybyp1BeeiR/lN+o1INPBppKo62UMqcUkMlXJSFBCCpf0hUTxJCZCdfFdk0fYNcJprxGKxWYcKWOXFXhJ5P+z59+bCB7+xJ0ztc60rLsjb1ywtlaBWWhHioj02ZOlrdRGDkcAgl7ksqacJCUD6PDYIPHtqxvWoeObhGflafWiC64d307h7om1aPNQ9RLUBitlBCkOS1Y8dYUPhhLf/uz8dOP6Pqy5FUnVfcGsWpBVEgxW6RTKiW0IUHUrLjpCAPacwtsF09wAEgn2gIq162afUL8j2zYlRdq7dXVBZhOPuoLjj8lptRQtQ9lKg6tSTnyIIPcEC1vZ/bSl7R2BTLEpMh+Q1BQVuOvKypbyzycV8ACok4HYZ1q08Y0x09ZzZpvb+FilHFITxSn4gDsDpjes9T/APcIrjDNVMMvISkpDPPx0pUlxSAf6BKUK7/Z+IfXsBpDb0WOjcLbit0FmmxZ84w3105uQAWxK8JaWyckD+kR3PbOfPuMR7fQy1m1JiFcnR4mC91FWaxVeKmA/JdQhR9jx0xXi0ftIWE4+0DVpFTpkGsU6XSanHRIhzWFxn2HAChxtaSlSSPeCDqrHpxbokLfCmQLwp9Vi1UzkMUwRkhkwqn46eCnkKKcNpKVpUjHvxjtq0uiT5VRpUOfUaY9TZUllDjsJ9aFuR1kDLaiglJIJx2JGtX9uXovNJiUMYXo4VOT/WK1uh/gyn+S2o9Py6Ws5xzUvHIjzJSRnvg++YdFtml0WjwqQhlEkQo7bHjutNhbvFIHNXFITyOMnAAyT2HlrbKIxntrQVTcGxKJPdpdavOiQJjGPEjyaiy04jIChlKlAjIIPf3EazMzLopix4fMFBo45I7kY7/9/wDv7tGjUezkU58zoAwMA646550GCkHzOdZGQPifv0aNAxnUx1ZbLdMcehRN5PlRce7UTEQ2otOEtDiWAz4qXEkjA+nb885yR7tRztz0kno77OqDlXtGyn6HOdyFyqbZbEZ5QPmCtvCj+J1MrcXZbafd00/+6ht1QLpFJ8b1H5VhIkereLw8ThyB48vDbzjz4D4aq29L5svtLtA3tQrbDbqgWt8qqrgnfJUFEf1jwvUPD58R7XHxHMZ/rHQSpZ9Ln0guOIaZnXcVKISB8iEefb+v92ni6iesbZrpgVbw3SfrLf7StPuwfUIHrHZnw+fLChx/11OPx13QujTpSMdh0dPNhcy2g8vkVnOcZznj27/jqD3ppWmxcmybJbSW81VPEjtjxIYxj7tA/TPpdOjx1xKF1e7WkkgFa6EohP2nCif4DUjNmeobZnqCpD1b2iv2n3AzH4iUy3zZlRs5A8VhwJcbBIVglIBx2znOvG301dO1SpDUeXsTYDjbzKQs/s5DBVlIz3DeffqtPb+1KX03el1j7d7SRHWbelzEwnKcw4paW4s2lpkOtKKjkoacUHQMnAaR8MaC38DHYHGo+b19c3T/ANP+5MHazcauVGNWp7MeSVswi7HjNvOFCFPOAjgBxKj2OE9/eNP7NlxYEV6dNkNx48dtTrrriglDaEjKlKJ7AAAkn3aoJ3Itq9+si6eoDqiorj7tItB1iopS61hTsJTwYjtJ7jiW4jSnVefZog91A6C/xKgocknIPkdM/wBR3VTtV0tUmi1ndV2qtxq9JdixDT4ZkHm2kKVy7jAwoaTfQRvOnfHpbsy6JS81WlxRQKqCrkfWYgDfMnA7uNht3Hu8THuzqLPptzjbvbA//Xc//MN6B1Eel16PVKCTUbuSCe5NDOB9v7+dPVst1odNW/0xNH203QgTKwrsKVMadhTVHBUeDT6Ul3AGSW+QHvI1q7O6OOlafZtDlTOnyxHnpNMiuOrXRWSpS1NJJUTjJJJzqLnXV6N7bqjbf1XfLpvojtp3LaLZrMum0+QtMaTHZ9tx1hKlZYebSnxEhshJ8MgJ5EHQWRY5d8+WoSbt+kP6GhdNWsLdW1plenWzUpNMfbqFqszmmn2XFNueGXCRjkg4IAyMaWno4upar9SXT8xNu+Q5Iuu05PyJV5ThyqbxQFsyTj+kttQCveVoWfIjUNejna/bndf0gu/dC3Ksqj3NT4syvymYtUiIkNtvCrpSFgKBwrClDP2nQSMovpWeiC2qe1SbciXBSoLAw1Gg22lhpH+9QhQSPwGpYbMbvWfvvtvR91LBXMXQa2JBiKlseC8fBfcYXyQSce20vHfuMHSP/vMuk3/0eLB/JGP+zpy7Nsu1Nu7bh2fZFvU+hUSApz1WBBYSywz4jinFcUJ7DK1qUfiVE+/Qc7vtC377t2dat009E6l1Frwn2F+RGchQI7hQIBBHkRnTC7S7d/3qdUTbnis1akXtcnqcaYltSZUdJjgx/EKUEEeIHEKHIYBC0juoCSXNJGQRjXBxDTyQFISvieScjOCD5j7jpt52xxaYtHuEPKn1m1ezuo2r2LVbaJtOPUDSVNMIU5MQ+FlPrLafeFkglsDOOJT7WQZS1Sn0vcG3YrTVRjzKDU0offCEoeaqEVSeQbycjgr2cnHdOR79QJ61rOgWXuyK9VLUDkW5nHqgzNiTlMrfIYabLKkhBQlTbwLhUASsPgE576ejoC3ErNwWTVLWuOtIlKgTXF05Lzg8fgcKfTjz4pUtB7+RcI8gMamPG4cmLLaMk4rpTwafDpkRmn06M1FixkJaZYZbCG20JACUpSBgAADA+H4Y7lJHEjJwe2MZGufl21g6y7tQrSkdOqrvu6RAodUkojVesPtzKxXKBLgimuodcBZbUHFMPBalKSMqCipAGEBWTYNtfRkW5tva1vtyVSEU2jQoiXlBILgQyhPIgEgZx7iR8CdQL3R6o26lNrlvVaz11SrUeXIp9Mqq6opCGkIkOgvJS2hLqHFtqCSUu8MgFKUjA1OvZuRCl7S2XJpjBjw3Lfp5jsnOW2/V0cU9yT2GB3J8vM63bevLi6XhzniWOomdb1Pk1CvWimIlRdat26FDjwz3jsIwOfbvz4nHfCjjBwdSzOondcSU+s0JSjg/svcnHv5H/AzqV9vbqv8AtSab0dAQN1riHgrWsUFQDmcBI9YazlJGcnt7xjB886mN1EMqf2OvlAWpOKFMJwrjnDZ7ZwdQ59HuZs3eKtzEOMtNM28W3W22UoC0h1lKMBOAD7IJOMk5JySTqZe/7Yd2RvpBQF/6n5ygk/Yyo5/DGfw0t/k8em/8ef8AaodtIcUlCvJRAPv1cHY9lz9vqDBtii1dU+kwYwaYbmIQl1tRdz7K2wlPhhCiAnjlPFIyrVPrOPGbGPNQ7Y89XZoI4JKu/Yat/wCPPoY3v/Sni7aRe23t21hEqHPpbrz8yGt4MutIeacK0OJQpxKSpCk8h5DIzqe3TXdG8De3FkUNFtUKdSDAiKTOXUXkPtQvEUlZLZZCSpCUkBIV39juQciQFZVSJdMkGa1GlMJQ8F8whSE4SpC8lXspwCpJJ7DJB9+tTtjYFA2xsumWZbS3HIMBoht5xQUp0qUpalkjt7SlKV2wPa7dtSbbh64umnFfcT4KkZI+3WRn46bvdPeCHtjGmLVbVVrs2PFamtwqc0px11CnShXkCBxCSruclKVkDCVEJXZ3qepW8N51KxYli1ui1KksKfmJqC2x4YStKFJKQeQUCodsfw1nUumctItx35anrrthu4+n+ozlSEtOUCfFqbaVKADp5FkpyffxfUQB3JTgag9s5tldW+Do29smmxKc7H8WbV605KfCXWuwZQ8jkUHivPEJRy7kk4B1P3rBdiN9Ot3pnU9Utt1hhsJSU/ROF9HBw5IyEr4kgZyB5aiz0d7zyEbqtWtMXUIEKtlhuHRqFCaEIvoZDZdfCsuJHBHNa0nKijK8hIA9Kzqrh6iK2zxFv6abczZDcPZtBnXdFSyqm1BiBBlw47bkSSVJW+VeKeKlKHs4C0EkEjICADYh0wbnyt2tnqRdFVmtyqu0VwamttrwwZLeO5GAMqQW1Ep9nKu2AMCPnXTvtX6VUJOy0W2YD1Im09p6XLnRnFLLyiVJ8BWQkcAGzy7+1kHt20mfR/7otW1cFcsav1F1il1lcdyCVg+AmoKX4aWsgeyt1OAMkA+FjucZTEzG0xTXBn41nx6WAaxxzrOsFSQQknue+vN9Mwm6nSrbN57nUDdmierQalAqUaVWIrrAWxUWW1pKlFIB+l4jGcEKAA88HSW3r6m6xQNiafflu0IRK9NrUiiB5Z5IpstgvJcdQFJHiZ8JfFKgMhR5g4UnUpApJOM9x7tNP1I2JGu7aqqMtWkxXnKcoVNNNCvBXJ4K5OpQ4lJWlxSeWCjCiexOFKBsT5c2THNa2nH428/Tjv8AQd87QbqEmnqptciZbmxcK8J0pwC8woj2kEkZGSUFQBzlJVtqnsNYdyT3q5d1LZqtWlK5SJZR4fiYGEgJScAJSEpHcnCRkk5Oq4Nir6qVo7r2pUbRCocjxURJTT0nLM1S1LHA9hwQoLSnHtEKHMBRwnVr8R+LOiszYryX2X0JcbcQcpWkjIIPwI1ZjTPT5Iz11b3D0aNGRoBzrLrGs592saNBkEjXLXDRoOeqs/Ti/wCs7Mf764v7Kdq0nJB1Vr6cQ5a2XSPPlcX9lO0FosD/AGHH/wCCT/YNVbemyU+ivbNLipCnkirlsH3q5w8fz1aRAUPUmP8Agk/2DVXnppe90bK4H9Oq/wCch6DSX11S+ld23sWbeV4bbwKFQKcwjx6oaFHWIyVEIQogOr/pKT3KSO4z2zpxfRf7CQL6qkvrbv8A3LavS9azImRkNtL5KpUpeUSPWcpBD6mlICUJCUIad7ckrSU2DVCg0i6rRftivwW5tMq1OVBmxnU5Q8w63wWhQ+BSoj8dVg9KtbrPQJ1qV/pbvqovJsS+5DZoU+Y3gOvLJECSFDsPEHOM4QMeIE54hBwEs/SWbyq2d6ULmVAdCKtd5TbMEk/u+sJV46/MHIjoewR5K4+7OosdC2/vRTs50pyNrt1914TdYvZU5+5qeaTUHA2h9JYDHiNsFJwwhGSknClKwewOun0hNQk9TvWztj0m0CY/Ig0VxlNXRGPHwnpXF+Us9iCWobSFhXfjyWPPkNSxPozOh4D/AMRbRI+Nfqnf/wDM6CIHoht2KXaW8O4XT3Hu1uo0GseLVLdeWC2iW/FWULW0lWFBbscocUkjPGP7sHS29Nx/4udsP+O5/wDmG9Nb1h7OWt0A9Tm0W/ezlqrp1m+sJXIpzEx95fjx14lteI8tSk+NGf4pyojKXO2BjTkemhqcGtbUbS1emSEyIc2py5LDqPJxpcZpSVD7wQfx0FjFgnNi27/xTD/zKNa7eKZBp20d71CpuobhxrcqTshazhKW0xnCok/DAOoUW16YbpcolsUulSbV3IckQILEZwtUqGUqWhsJPEmWO2QcZx2xpk+oPrn3U664SunLpZ2puCPTa84BVZckpEyRGSUq8NwtqLUVnI+kKnFcxxTkAkLBd+hFiVFu0d1p7iiYLtRpbLPw8ZDUguf81bf8tRvsDYbc7qC6197bT2s3UdsOpwq3XZ785t+Q14zIqZQWssEKPtLSrv29n46tV6OOmql9K+yVN24aeZl1p9xVRr85kqKJM9xKQso5AENpShDaewyEZIyo6rI2Q6oNu+lTrn3xvjcin16XAqVWr1LZRSIzTzodVVfEBUHHGwE4bV3yT5dtBJLa/wBHb1XWVuTal4XD1cSq1S6FWoVSm01U+oqExhl9DjjJC1lJ5pSU+0Md+/bVipISn7h8NQO+eY6VD/5r7lflEL9XqVWwW+ln9Ru2cHdaxIVWjUapPSGGWqmw20/yZcU2olKFrSAVJOPa8seWgg5vnu5vGjdO6rUl7jVimyIc6dFSwqo+qQvUwkuR/DQgJSlZbAAUsqUsqTnBzqaXS1ezd97F2vU1TzLmQ4op05S3ObgfY9g8z55KQlXfv7QPfOdNP1pdPUC5rfqW6Vp2xPqN0oEZElMV0/7Hb5c3fCAJcPHikgYOACPIhSB6b61fFidI25l02q0pmqQqkt6IpUYKU1hmP4r2FAhQS2oqGQR7Jzny1udTD51OWHNPLzGpOJ6QepQ6dYNnyFUuPNmR7kbltNyI/itKaaYdLiHO3dCiW+ScjISfhkMz0KuzXd6AzHqECQyunzZslmPD4KjFSGQPbLaeKCV8eCDxy2O3ZJLM3bunudclQrFPqlZrstFyOx3wxPc8aQWylXgBCkpSEhTb6hhtKErS4fZwQNTf6KtgartPbE67LvhtM165EtFtkg+LEhhIUG3MgcHFKOVJHlxR7wQLP5jTFJnPn5xHhJgKGPPWFLAx59z7tY1hXlj49teb6inHcilVunXnVpNYpcyIKlOky4y5DCmxJbU8rC2yRhST39oZHbsTq1TYBYVsdYHEYH7N07/o6Bqt+97x2/jV+vUeqbUw5E2FWKskOt1KSgKKnW0tBSufIpRweJTnBU4COPtBVkWxT4f2XsR5LLLIctumqDTOeCB6ujAHIk9vtJ+863b1D5vR/wCcl5qK/W5TXZLttzFuPtxhQrojrcbQkpLnqbb6EKKvLkY6vIZISe41KcHOkjujt1TdzLWk29UHlx3CxKTFkISFFhx6K9HKuP8AS9h9fb36zE6nbtzUm9JiEG/R31KBC3erEKVLbbfn0JxuMlSseKtLzSlJT8TxCj9yTqf9zXHb1p0d6vXTVYlOpscoS9IlLCG0laghIJPxUoAD3k6p4rtHrVgXG/S5JqlKrlJmuNqC2zGdZCcBtxKkqJCjlR7dgOJClZ7byo1vdjdpiUHq3dtz0+hRPX5InzXZLcJCWx4jq+SilAzzwT3x2yffua7nb52Hqe1ThrcpeXXTuiLcDcJFyrvCls1BTjfJqGl0MypCVBKcs+EUOA9s4/fIGexOZgBPHt8B5/DVb/RXsNW75v6nbkVamJbtm3ZPrCHZCCBLlowW0NDIzwVxUVdwOPHuScWRYI8gPLGsWdfSzNqzeY1tArqH6gq1tfe8Xbm03qJc0KkQiipu1aKJQlSHny860ttJS2hIIThKACkdgRxA1LvYqczUtm7LqEeImMiRQ4awyjxOLZLScpSXCVlIPYEqORg5Oc6h31idMF0M35N3MsqmRnqLXH21TUtrDXqctxSUrcc5KxwWo8y52SnKirA7lgLC3PvKxKl8nRrsrEKA+83Gkqg1KUEtJCgkuNpjvtpdUlOeIKikgAA47jWtw54zWwZZ5x4Sy6udw37H3TiXFT1uzIMelxqJVBTKsI02G84+qSkJKOSmlqaaWAVJwpDiwM+1jz9CUmxJu4l+TLDos+FAfp8BbLM9bTrsL23PFaS6F8nEKWAoK8MD2QFEFKecYHGabdTNRj0+O3Xq7VnGo1PcMyWuoT5S5agJS2ipQ8QtIVySpZH0yFDJ56sK6aNgKPsxbD01UBbNw17D9QCpHiiKjkS1FQoYSoNhWCsAclZPlxSE+I0YZtmzc/4THXwrHT+6RIDSfleHyy2hQKfa7ZUfZwe/JOT2x5E6hft7vSrZ12miz7YgfLECRMVPrKZCnVVELacbYbSCnDbKA4lZRglakoUriUgamj150hNQ2JdmmC48im1aNMW428hvwTwcaC1cv3xlxCSkd++fIagNtVZ9Xu7cW2qDR2oz8qbJTIaaXOEcKS0VLUlTiclpRDSsZAV3SoDBBNprTPVTMZvz7SY6xKTP3V2jsXqFjUKVTFCMmNUYMg+2w0+eTTg8gpHPIChgkOoJSO4TGLaxm8nL/o0iwKLIqldgyBOix2GEOrJa9sqCVpUnICSQSDggEd8atX3Us6HuTttcW3y3YyZNSprjLaSo4ZfCeTSyB34pWEH7QNQJ6Z6xStmq/cdb3CrtHpbcJuXCVCPgrqvr8ZxriykFtTrbaypxOUkAqbz24dlbeNLnxayRP33Kx+iTpNTo0CozabIp0iVGbedhyCkux1qSCW1lJIKknsSDjI0w/Wned4WTt9SJ1t3FOosGdVUwanKgKDchDa21FBS5xKkALSCeAClAccjkTpWdNO8Z3r23/ayb4LVQaqMuNJjNqB8ABwrZRnA5YZW0OQA5EE4BzpabiWFbm59oVCyrpjKep1QSkOBCuK0KQoKSpCvcQoDWPUu63/VxfmfaFHR1vJcdQ3pjRL+vaRUf2koaosFt6oOPBuQ0sJSlaVKPBxaWFq791c0n+lqe6inHI+WNVm0Pa6v7bdXNBtz9npdPhMXOy7Ti6lTyFw/G9haVjAUCkefmCMHuDpYdZm527je5ly2TTq1XIVuUZNPmNJgOeAwlpxpHJx5aAFqBfcATlfEKR2HkRqY3Phx4c04cc84/pgplXYlV51hmRRKEii1OVUIst6nrU9JcL6eDayhtZVxx2QsBACV57kA2j7KsTI2z1jx6lHWiU3btOS6jiE8Fero9nHux5Y+zVeux2z16dSe4iK7WUFNDhyWV1aZ4fhNFlOP8GZwMcylOAn+iDyPfzs9aZaYaQw0ylKG0hCUpAAAHYAD4aXlroazG7z6dusggag/87j04fUrcr8tgfrNHzuPTh9Styvy2B+s1ezf47ecJw5GjUHvncenD6lblflsD9ZrkPS5dN+O9lblflsD9Zp2b/DnCb+jUIPnc+m76lbl/lsD9ZrPzufTd9Sdy/wAtgfrNOzf4c4Te0l722s2y3K9T/ujbd2zdXyd4nqfy1SY871bxOPieH4yFcOXBGcYzwTnyGok/O59N31K3K/LYH6zR87n03fUncv8ALYH6zTs3+HOE3UIShISgYAGABpM3jtZtluK9Dkbg7dWxc7tO5eprrNIjzVRuRBV4ZdQrhkpTnjjPEfDUSPnc+m76k7lflsD9Zo+dz6bvqTuV+WwP1mnZv8OcJuoQhtIQhISlIwAB2A0lrt2o2uv+oRKtfe29rXHOp4CYkqrUeNMdjjlyw2t1CigZ79iO/fUS/nc+m76k7lflsD9Zo+dz6bvqTuV+WwP1mnZv8OcJaQdqNraZd724NN22taJdMkrU9XGKPHRUHSscVlUkI8VRUOxJUcjz0qsDy1CH53Ppu+pO5X5bA/WaPnc+m76k7lflsD9Zp2b/AA5wl7ee3e3+40OPTtwrGt+54kR3x2I9ZpjE1ppzBHNKXUqCVYJGR3wdeO4dodqLto1Lty69srUrVJobaWqZAqFGjSY0FAQEBLDTiCloBKUpASBgADyA1E753Ppu+pO5X5bA/WaPnc+m76k7lflsD9Zp2b/DnCSA6XemdKgpPTvtkFJOQRaVPyD9n0Wl3QLWtq1YKKZa9Ap1HhtgBEeBFRHaSB5YQgADzPu1DT53Ppu+pO5X5bA/WaPnc+m76k7lflsD9Zp2b/DnCb3lpual029O1ZqMqsVfYXbqdPnPLkypUm1oLrz7y1FS3FrU0VKUokkkkkk5Ooz/ADufTd9Sdyvy2B+s0fO59N31J3K/LYH6zTs3+HOEkP71zpm/9HbbL/8ACVP/AP4tLe1bPtOxqM1bllWxSbfpLClragUuE3FjtqWoqUUttpCQSSSSB3J76hx87n03fUncr8tgfrNHzufTd9Sdyvy2B+s07N/hzhN1SQrz92vHVKJSq1S5lEqsFqVAqDKo8mO4kFDrSk8VII94I7HULvnc+m76k7lflsD9Zo+dz6bvqVuV+WwP1mnZv8OVZ9pY27tJtpakiJNoFk0mLMgM+rRpZjhyQ00PJtLy8rCRnAGcAdvLStwBqEHzufTdn/aTuV+WwP1ms/O59N31J3K/LYH6zTs3+JFqR6Te0ahD87n03fUncr8tgfrNHzufTd9Sdyvy2B+s07N/i84SDqfSf0/1mpSqvUtu4z8ya85IkOmXIBW4tRUpWA5gZJPlpzaHRKZbdGg2/RIojU+mx24sVgKJDbSEhKEgkknAAHc6hf8AO59N31J3K/LYH6zR87n03fUncr8tgfrNXtZPjNe3XzEJvayBk6hB87n03fUncr8tgfrNHzufTd9Sdyvy2B+s1Ozf41zqlree1W3G4qmV3tZlKq7kYgsuyY6VOtjIPEL/AHuJwMpzg+8HSZofTDsXbq3DS7BjJafQlD0d2Q88w9xCgC40tZQsjmvBUCRyOMajh87n03fUrcv8tgfrNHzuvTd9Sdy/y6B+s1e1k+MTGOZ3MQmzAp0GlxGafTYjMWLHSENMMthDbaR5BKR2A+wa9GoNuelw6cHFIULN3Nb4K5HjTaeeQwexzM8u/uwddnzuvTd9Sdy/y2B+s1Ozf43zqm64y28hTTqAtCwUqSruFA+YI+GmqrvSxsbXpMWYuym6e9CkrmMLpch2EUPKUFFY8FSe+QnB93EAYAA1Hf53Xpu+pO5f5bA/WaPndem76k7l/lsD9Zp2r/GbcL/5JRbf7DbSbXSVz7JsqFBmuJ4qmL5PSMYwQHHCpSQfeARntnOBpffjqD/zuvTd9Sdy/wAtgfrNHzuvTd9Sdy/y2B+s07V/i1mlY1CYt4WZbV/W9MtW7aU1UaXOCQ9Hd8jxUFJII7gggEEfDTWx+jzY6BW2blpdCnwqtHnN1FqWzUXUlDyXQ5kJ5cQCU4wABgnGOxDGfO69N31J3L/LYH6zR87r03fUncv8tgfrNXtZPjNox3ndoTBrlgWTcy1vV+1aXOecSUl96KhTuCOPZeOQ7dux8u2m1n9HPTvUnH35NhHxZDhdW4moygoqJyTnxPf7/jpiPndem36k7l/lsD9Zo+d16bvqTuX+WwP1mnayfC0Y7e4hJS2enHaGy3C9aVvTaOtWCpUGszWOWP63B0A/cf8ArOty7tVbj0KdS5FTuKRBqPMyY8itSXgoqABKVOLK0eXbgoY1FL53TpuP/mTuX+WwP1msfO59N31K3K/LYH6zTtZPhrHrWkyKBbFOtymopUB6e8w0rkgzprstxPl7IceUpXHt5ZwPdrUV/aTba6aw5Xrjs2m1Gc814DzshrmHUYwErSfZXgfu5B45URgk5id87n03fUncr8tgfrNYPpc+m7H+0ncr8tgfrNO1k+NbpMaTSplIpVDgs0qi02LAhRk8WY8VlLTTafglKQAB9w169Qg+dx6cPqVuV+WwP1mj53Hpw+pW5X5bA/WanZv8WL1hUho0aNfRc40afJ/Z6NN6n6ZttQ7Nfk0dE6iOVCCwzMWluI8iIX1ufSF9KCXu6gsEFY4FPsga6yLe26fakx5LdmrqDNRcbls3bUJ0FtpKRI8MRVRHQpbZCUcy4AoOeEkZSpWZsNHGiyZslmFDYW9IkOJaabQMqWtRwlIHvJJGudRp0+j1CVSarEdizYTy40lh1PFbTqFFKkKB8iCCCPcRpxbeNFpd9MWvdGzlHdVWjTYzLcl+po9WQ8ylKZTKUyEKX44dbkDmVJzw4AIPDWytrb62Z3UTcVhVOjEUWmv3IgREIkq8FESLMW1xHiJeygspKebh7pHiFQ5Zcg0GjTmy6VZF32tdc60baFKj2REblx5/+ELl1Vt6dGioMtK3nGWl8XSo+GEp5EgeYGnHsXba3qhvPN2Pb2VgXFHt+qu0+pV0mr+tIYRJSgPvNMyUNt5UUNnCE/658cEOQjXraW3a1yXhUhR7WokyqzSEqDERouLwpxLaew+K1oT96gPfrVAEHuCDgZz92nUsSzkXZtDXUOV+j0RKLro7PrtWfeZjguR5qePNAUjIB5nKCrihRSQAQpM6CRj7Z7gyq/LtViz6qusQGG5MuCmMovMNLLYSpafNIJeaAJ/3RPx1qK3Q6zbVWk0G4abIp9RhL8KTGkNlDjS8eSknuPPTnbz2r+ytgbYRG6rAqqV0+pFM2nLecjv/AOHuE8FuYSrHLieKE4IOcnvr17tWi1XOq+q2M+X2G6pdLFOUWkOqcQl5xtBKUuqUsqHLsFEn8NSJDMaNPvU9vNt2qPXKZVqxt/SZNIp4cYfhVKoKqsiU1EcUllcd9ZZSpx1KUvJxlDh4t8RnWjmtbdUrbG0twZthRF1CdOqVP9Q5TvU6gmPHioU6+96yFoWlx4PJDOAVqWlY4cUhFthpNGnW2pr1vT63NgM7a0VLyKTclRVIRKqKlmOmky3BFIRJADQCccsc8fvqUM69dh2tat+w7hvpVu23RItv+pQ/UJsqoJpS1vR5QLrryXVPodK2ElCQvgpxQRxCTjV2GtoVArl0VePQbbpUmpVGVzLMaO2VuOBKSpWAPPCUqP3A69F0Wfddk1JNIu+gzKRNUhSwxKaKFlKXFtkjPmAttxP3oI92lbuzbVlUaBQalbdctt6oz21pqFOoMx+RFiJQyx4ayqQpTviOKW5zGeIUlQRgJ79e7UMw6Zt0paFIMuzo745eL7QMyWnI5qIx7PmjCe3lnkS2G/17KpRKzRDC+WKZIhioxUTopebKfHjrzwdTnzSSlWD78a8enu3NVaNvUqwfX7XNaq9WsqEktTRLbYjNrz4MhgokJU47kOgoI8HHHCc8tJnQZHRp4t0tqaJYNl1kx4y3JtH3EqNs+vvoeQ65HYjtqShQKvCSeRUr9znknJxga91I2gjGs2rttXrNkQbtvO2HY0FE5iY0Y1YNakstyH0cwQkR4xb9ltaCOJ8MqyvU5Bj9GllXbWi2tYFMkVinFVXuVxFTpcpKHQluAy5LjPtKKlJSVl5lBwEL9lI9tGVIKMIyB/P7tajyM6NPfYluWDUrULlOpG3dZqCoo8ONX6vVY9ZkS/AXzZZjxHQyvLw4tZwVDwOWCpY1sLZ2wt6Bbybnumh2TTJNYqdQjCl3hOqtPRAMZTqFMxVMOBboSohLheKlIUlhOTyXmTOg0Fp7e3xfZkCzbWqVY9VW2296mwpzw1OBZQk48ioNrwPfxPw14oFr3HVa45bFNo0yTVm/GCobbJU8CyhS3coHf2UoWT8Ak58tORCtq2qR1I2rRLOrMGq092uUZwOU5brsZp11bKnWWV8vFW224paEknnhHc5BVpvr8YMW97ijnIU1VJaMYUD2eWPJZKv+Uc9u589N7HTcdrXHZ9R+R7posulzi02+GJLZQvw1jkhWD7ikgg+/Wr05W/ML1CvWsgtqR41kW49hXi5PKnMnP0iif+ThP9UAdtNqQD56seYBr00ymVKt1KJRqNCemT5zyI0aOykqcedWQlCEgeZJIAH26cywqPYE+jMrzZb8z1Z4y03TUZ0R5MkOMgJjiI5xW2EK9gqAKiqRkew2deqzaXR5m70fbO7Nk6bTZVYuaHCdiPO1UP0ttTyErjIR6yFlJHIHnycwo4UDgibDQfd8dGlhYVvQKlSbsuqow0zkWpTGagITodDUguzY8Xi4ptSVJA9Y5AhQypIHvIL1Wbtbb160vbuv1TZuHbzN03iuntNM/Kymp9PMcuoKVOSVFbfIlILZCyG88vPLloRl0adCh21Z170W8IVu0ZyK3Z1CerrFXcaeE2oJTMbaS3IaDy2GxxlJGW0p/wBZQc5UrkqbD2jg1d2gWHddJs6lVuszYMFxMybUm680mU67wWmKFBlSy2tlSQU8Skxzj215TYNbC2x3CqVs/tnAs6rSKFxdX8oNxVFji0lxTh5eRCUsukn3BCvhpMacfamkf6pbvpyQt0QrVuBWeLoOGobpyQ2UkeQ88o/rAgkabjIPYe7SAaNbW1W7fdr8VF0vvNU1XMOKbAILnBXhBZ5Jw2XOIWQeQQVEZUANOhuXbNDi2+9Kta0dvJzTSVmbPtGp1iaqlpLzCW3HhJdLaErUotIyCFeIvtyCFBM6DNa3dr2Rd96uS2rStyfVlQWkvSREZLhZQVBAUoD3FSgPvI05lw2NbUiduTZsC02KZI23hPSRVWTLXJnGLMZiK8dt11TTfieseIspQgBSEhPFOUH0s1y3KZ040OqVDbCiVJC7oqEDEmXU0J8VESCtUjLcpLfNQJSoAYAB7DthM/Ax48tGng2krFvqta9ku7dUiWujWkZEt1yRUgqoJ+VYY4vBqSlKBhxIylKR9Gn+kcnotK2LJ3IpUqY3SoNvuC6Kb696g5Kf+SKCptxEqUfFdWAwhxTJUtzkUqUkBQB4lsNNo079T27plIFl082/AZq9PpsmXebFVVMYRBJqC2o654SvlHSpt2IElARnxGs5K++13L2+tK3LWpu51Lp9mTY0a4E0mTS7cnVGVTZCB4rxDz77njIcIQlHFCx9GUK7KKiXKAxejTr7qxNvbErMm3aVY8eRNqFFpchapZmtJpb70Bt3lFxJJd5+OlxXjhSQtOEAIOCsaxtDYtqR7eodUqFkM/KlOi1GXNrFQqDNWjpl0oSCrwG1pY4occPgnHtuJQhzKSrM5CO+jXtrsSn0+u1CBSJ/rsGPKeajSe307KVkIX2+IAOvFrQNGscho5DU3AV1O3UvqksUliBVo7fyJMjT4bhp0VbqXmHHXGitxTZU6kKfcyhwqSocQoKCEBPuom9u4dvUxij0ubRkxoz7slsPW9Tn1+I4XORLjjClqH0zmASQMjAHFOEHyGjkNT8hX2lute9kOVF63p8FDlVCBJXLpMOYrCEOIT4ZfaX4WEurHscf6P8AVTjvn7x3/U66m5ZdSp/yin1z6VqjQmgfWoqYr+UIaCTllCQMj2VZWnitRUUTyGjkNX8q2NPr9VpVNqtIgSEIi1thuNNQWG1lxtDyHkhKlJKkHm2g5QUkgFJJSogutam8cK26Pb01+7KlPqNuO+ux6MbTgtR33/E7oeqCXi+6jipS/pGVjklI4+SgzHIaOQ1J1KBJyBnHbPkPdrYN1yptUGRbKH0CnSpjM91rwUFRfaQ6htQcxzACXnAUhQScgkEpSRr+Q0chq7gLCi7r3vb8SBBps6n+BTIb0CKiRSIcjw2XZCZKxl1pRUoupCuZyoDKQQklJ9F8bz7h7ioQm66pT31Nvpkpdi0WDCd8VJcIUXI7KFHu8vzP9X+qnCH5DRyGn5C6G9W4Qor1v+u0j1KRDRAcBt+n+IWUMFhIDngcwrw1EFYUFE+0SVe1oc3q3DcobNuLqFKNPjsLjNN/INP5JQqKIqvb8HnyLIA5Z5cvbzz9rSF5DRyGp+Veqm1CXSKhHqlPd8OTGcDraikLGR8UqBCgfeCCCOxB0pXd1b3euNN1rnwBUExRC9mkw0xy0GCwMxw14KlBtSgFlBUCeWeXfSQ5DRyGruAuZW9G4Eyq0itPzKP63Q0uIhFFv09CEhbKWlc20sBDvsJTguBRB9oYUSdcbn3l3AvGC7TbgqFMejvNOsqDNDgx1BDkhEhQSpplKk/StpIwRgZSMJUpJRHIaOQ1PyM6Xje9+47dFiW+KjSlQoNPVSmEuUCnrcTGUEApLimCsnDacLKiod8EZOUFyGjkNWZiUKe0txrvsiXJm0Cox/FmBPjevU+NOSohxDnLjIbWkKKm05UACQMEkHGudGrNOrk6nMX5dlYpcSjRCxT5VLpLUuSkqlLfKVAvRyfaffX4ilqVnigeyQUJXkNHIaeAor/u1d9XTLuRUFqEh9DTTcVkJS20httKAEpSEpGSkqOAO6iTk5Ok8RkY1jkNHIabgL+LvnuTCobluRqjSEQnYKKcr/U9Ti74KWCwnDxY8RK/DJHiBQWVe2VcwFa1lnboXnYaZaLcnQUpnLQ4+JtKiTsqSlxIKfWWnOHZ1eeOMniTkpSQk+Q0chqflTgwd9tyqdX5tzwqjR26jUHIrr7ot2mlPOMhSGShsscG8JWrPBKeRwVZIBHnqe8+4FYrsO5KhNpLk+AmQllaaBT0Iw8wlhzm2lgIcJbQkArSeKsqThRKtIbkNHIaflC9uze/ce96J+z1yVKlSIXhNMgNUCnx3AhsNhCQ60wlwABlsfvdwCDnkrKD1jkNHIasTEBcUneW/qJTYdJp8ykJjQIi4LAdoFPeUGVuJcUFLcYKlq5IT7aiVAZAIBIPntfdi+rOYdj0Kpw0+POZqS3ZdKiTHjIaWlaF+K+0tYHJCcpB4q8lAgkaR/IaOQ1PypaJ3NuKr3HTKpcNZjxE09l1hD0OgwlYQta3CFR0pbbfJWs4LhPHIwfZSNKa4N7JkMRE2fW36hMjXE/c6apPt+FCU3JWjw/CTEQp5kN4SF8QQgKWpPD2eSml5DRyGn5TTa0O5qzbbNVj0eS0y3WoCqZNC47TviR1ONuFIK0koPJpB5JwrsRnBIKkt7encS1osKHRqnTkJp7rT0dciiwZLqVtLcWglx5lS1YU6vsokY4jySkBDcho5DV/Kl/b++e5NsU1mk0WpUlqOw686nxbfpz6yp3xOYU44wpagfGc9lRIGRgDinCQrdcqNwzhUqqthT4YZjAsxmmE+G02ltA4tpSnIShOVYyo5KiSSTr+Q0chpusDa2zctXtCtMXDQnY7c6Oh1ttUiIzKQEuNqbXlt5KkH2VqAJSSDgjBAI3N67p3ruCxGjXPNp62oq3FtphUiHAyXCkq5erNN8xlCSArITjtjJykeQ0chpuAqa3uZeVw0Jq3KrUYq4LKGGwGqbFZdWllBQgLebbS452OTyUeSsKVlQzpSnqQ3bMN+nmrUP1eRIclLb/ZelY8VwoK1D/BvZz4SOwwABgdidNjyGjkNT8o2Vu3BVbVqrFaokhtqVHPJBdYbfbP2KbcSpCx2HZQI7Dt2GvfPvu5alVa1WpUmJ61cEf1WoFunx2kON8m1YS2hsIaPJps5QlJ7Hv3OU9yGjkNXcBQvX3dEi6zez05hdXVw5OGEx4SuKUpSCxw8IgBCexRjIz599KCub7bl3Ead8q1KkLFKqKKtFQzb1OYQJKSshSktMJDg+kV7CwUkYBGAMN9yGjkNT8hW3Tulel6Uz5IuKbT343GKn6KkQ47mI6FoaHiNNJX2S4sHv7XYqyUpx30beC/aDSolGp9Qpyo0JbrjHrVFgynElxotKBceZUtSQ2cJSpRSnsUgEA6RfIaOQ0/KvROmSKlOkVKWpBflOrecKG0tpK1Ek4SkBKRk+QAA92ujWOQ0chq7hH/2Q==" width="307px%" alt="automated stock trading software"/></p>
<p>AI can spot trends and changes much faster, more comprehensively, and accurately than humans. Moreover, its recommendations are based totally on market data and evidence. Furthermore, the stock market is volatile and can be completely unpredictable (i.e., black-swan-like market conditions or adverse events). AlgoTrader fits extremely well with our data-driven approach as we use the integrated development environment for our innovative crypto investment solutions.</p>
<h2 id="toc-6">Automated Trading Via Mt4 Robot</h2>
<p> AtoZ Markets &#8211; The 21st Century has been described by hefty digitalization and technological whirlpool. It has figured out how to clear its path through Forex Trading also. Gone are the times of practicing about the market and settling on investment choices. It&#8217;s an ideal opportunity to let the bots accomplish the work for you by utilizing the best-automated trading software. Since automated strategies can be easily tested, that leaves them open to over-optimization. Over-optimization is when a program is fine-tuned to create the highest profit on past price movements.</p>
<p>Apart from not wasting money on developing your propriety trading algorithm, you will be able to benefit from a more advanced, high-end technology. Candlestick Pattern Recognition – AI will instantly detect candlestick patterns and identify trading opportunities automatically. In other words, you will still analyze and make your own trading decisions, but AI will be a virtual assistant that makes the entire process much faster and easier. Tickeron provides information on 30-day annualized returns for each AI robot. Some posts a return of more than 100%, while a few post as many as a 16% loss. As of now, AI can detect dozens of trading patterns, bullish or bearish alike.</p>
<p>Posted by: <a href="https://twitter.com/Taylor_Soper">Taylor Soper</a></p>
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		<title>What are the Advantages and Disadvantages of White Label Products?</title>
		<link>https://www.cercav.pt/what-are-the-advantages-and-disadvantages-of-white/</link>
		
		<dc:creator><![CDATA[gestor]]></dc:creator>
		<pubDate>Wed, 13 Jan 2021 00:11:25 +0000</pubDate>
				<category><![CDATA[FinTech]]></category>
		<guid isPermaLink="false">https://www.cercav.pt/?p=12871</guid>

					<description><![CDATA[Content Benefits of white label software Which industries use white-label apps? Private Label versus White Label: The Pros Understanding a White Label Product Mobile Application i.e. LevelUp What Is the Difference Between Private Label and Brand? FHC as a white-label mobile platform This ensures that there is no “trail” left in Google Analytics that refers [&#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">Benefits of white label software</a></li>
<li><a href="#toc-1">Which industries use white-label apps?</a></li>
<li><a href="#toc-2">Private Label versus White Label: The Pros</a></li>
<li><a href="#toc-3">Understanding a White Label Product</a></li>
<li><a href="#toc-4">Mobile Application i.e. LevelUp</a></li>
<li><a href="#toc-5">What Is the Difference Between Private Label and Brand?</a></li>
<li><a href="#toc-7">FHC as a white-label mobile platform</a></li>
</ul>
</div>
<p>This ensures that there is no “trail” left in Google Analytics that refers back to us or even the tools that we use. Enhanced with AI, easier to use and geared to both data scientists and business users, &#8230; Live Edit not only  enables collaboration during the decision-making process but also lets data engineers and business users work &#8230;</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2022/08/start-forex-brokerage-1.webp" width="359px" alt="Advantages and disadvantages of White Label solutions"/></p>
<p>Here are the possible disadvantages of white label services. To make a good decision while choosing between custom apps or while-label, you must go through the benefits and drawbacks of white-label. For some app companies, the white app doesn’t prove to be a good option because they want to focus on a specific audience and do not care about traffic generation. They focus on bringing customer loyalty and have a single or 2 to 3 products to offer. The email marketing companies like HubSpot sell their white-labeled services to the marketing companies aiming at diversifying their network.</p>
<p>The demand for e-learning platforms has risen significantly over the past decade. By accommodating the proper e-learning platform requirements, you can sustain in the present market and reach your targets easily. However, if you take a look at the new App Store guidelines, you’d see that a “copycat” app will still likely be removed. So if you decide to use a templatized app, with a very common design, you run the risk of getting your app banned from the App Store. Similarly, if your brand has positioned itself as a high-tech brand, you can reflect the same in your app UX and UI. Publicity Port is a premier White Label Marketing Agency in India.</p>
<p>Look for a vendor  able to adapt applications to the needs of your white-label partners. You can also develop an application for your particular needs and then white-label it to other companies. But how can you build a solution that is white-label and branded at the same time? Building one application that covers the needs of many businesses is much more cost-effective than designing a separate solution for each business.</p>
<h2 id="toc-0">Benefits of white label software</h2>
<p>Our whole business is built on white label relationships, and having your customers never know that we exist . White Label Software is software that a company uses and brands as its software. Most of the time, White Label Software is sold under the software as a Service model.</p>
<p>It’s looks like a custom product, but it’s just the same thing altered individually for a specific client. Also, it comes with the exclusivity that this exact version is not sold to anyone else. Naturally, creating unique products in-house can be rewarding. But in some cases, it’s not about time, money, or expertise. For instance, some brands can’t create product R&#038;D, customer acquisition, or sales tools in-house. That’s why they look for tailor-made solutions offered by white label partners and agencies.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2022/08/xcritical-payment-system-47.webp" width="357px" alt="Advantages and disadvantages of White Label solutions"/></p>
<p>Therefore, consumers start to get attached to the store&#8217;s brand, making an active effort to shop at that particular store and to purchase its products when offered a choice between several labels. White label SEO services are often used by digital marketing agencies who want to offer SEO to their clients but don’t have the expertise in-house. There are also a number of standalone white label SEO providers who work with businesses directly.</p>
<p>For example, a service like ChowNow shows visitors every restaurant on the platform that delivers the same style of food. This can draw many customers away from your business if your restaurant doesn&#8217;t rank well on the platform or isn&#8217;t yet established there. The white-label app is already developed, so you&#8217;re able to purchase it without employing a development team. This doesn&#8217;t just save money on development; it also saves time and allows you to launch your app quickly. Lunchbox.io provides a monthly restaurant SaaS service that helps kitchens and restaurants create a seamless channel from which customers can order online.</p>
<h2 id="toc-1">Which industries use white-label apps?</h2>
<p>Specifically, Earthlink Business can provide support down to a single user, or a channel partner can use its tool set to provide that same customized support to its own end users. In addition, the product can be configured for customers to provide their own service as well as if they were large organizations with their own IT staff, he said. Stores can boost revenue selling white label products at a discount relative to national brands. The highly competitive environment of the digital market requires a prompt response and fast results.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://xcritical.com/wp-content/uploads/2022/11/mobile-apps-forex-85-1024x683.webp" width="358px" alt="Advantages and disadvantages of White Label solutions"/></p>
<p>On the other hand, we manage to adapt it to the business case of every client’s partner. As the name suggests, you sell only the backend of the application, giving your clients the freedom to develop their own frontend. Since you’re handling only the backend, this type of white-label solution is easier to support than its multi-tenant counterparts. Of course, you can build a white-label solution on your own if you have an in-house team of tech experts.</p>
<h2 id="toc-2">Private Label versus White Label: The Pros</h2>
<p>There has been a lot of back and forth between digital marketers on white labeling SaaS. But still, for the sake of efficient reporting, marketing companies do not miss the opportunity to white label high-quality third-party software. There is no arguing the fact that white label apps have much lower development costs compared to custom apps.</p>
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" width="351px" alt="Advantages and disadvantages of White Label solutions"/></p>
<p>This is a modern era of specialization, and private labeling has several advantages for both manufacturers and resellers. White labeling involves a legal agreement between the manufacturer/provider and the seller. The provider produces a high-quality item that can be rebranded and then sold in the market to the end-user. Location-based marketing allows brands to connect with consumers based on their location.</p>
<h2 id="toc-3">Understanding a White Label Product</h2>
<p>Users of the WebCEO White Label Domain feature always leave their feedback and we try to take their thoughts into consideration during planning the next service updates. By clicking the button you confirm your consent to the processing of personal data in accordance with the Terms of Services and the Privacy Policy of the Website. We took care of everything from selecting a tech stack to implementation while paying particular attention to securing user-sensitive data.</p>
<ul>
<li>This is especially beneficial for small businesses that may not have the staff or expertise to handle an in-house SEO campaign.</li>
<li>Stores can boost revenue selling white label products at a discount relative to national brands.</li>
<li>In addition, white-label products can be more expensive than comparable branded products, because the marketer has to pay for the cost of rebranding the product.</li>
<li>It has not only enhanced the production of international brands, but it has also increased the growth of small-scale manufacturers in the market.</li>
<li>If you want to start an ecommerce business but don’t have experience, private labeled products can help.</li>
<li>In this case, they could just provide screenshots of the gains and not the fall that happened afterward.</li>
</ul>
<p>Capterra, G2, Trustpilot are websites where you can find trustworthy opinions and learn all the pros and cons of working with different platforms. Conduct thorough research to find that very platform that will be a reliable partner. You should look at its set of tools, years on the market, popularity, DA, and other sides of their Internet existence. Working with WebCEO and paying only $20/mo to <a href="https://xcritical.com/blog/white-label-crypto-exchange-solutions-for-your-business/">White Label crypto exchange</a> resell its tools on your own sub-domain, you will be able to spend your budget on marketing goals and advertisements on various platforms. You can’t finish this in a week, because apart from the time you will spend on concept creation, you will have to spend even more time on development and testing. It’s not surprising that such companies eventually start to sell their software to agencies.</p>
<h2 id="toc-4">Mobile Application i.e. LevelUp</h2>
<p>If you’re looking for a reliable and experienced SEO partner, consider using a white label provider. In the past, a considerable amount of time was spent on developing online tools, testing, beta-testing with real people, and marketing. Now, in the 2020s, if you are a great marketer, you don’t necessarily have to develop your own online tools. You can implement a white label solution and solve all your problems in a few clicks. The WL model provides a great opportunity to acquire countless software solutions or services. What white labeling essentially does is it gives a blank sheet of paper to draw your brand upon.</p>
<h2 id="toc-5">What Is the Difference Between Private Label and Brand?</h2>
<p>Today, white labeling is a traditional approach in digital marketing. It can be anything from a ready-to-use solution or a white label website to a dedicated agency. To eliminate the risks of lagging behind, businesses decide to procure white label apps instead. The app is already prebuilt, you just need to buy it and customize it a little to position it under your business name.</p>
<h2 id="toc-6">Protect Your Client Base by Adding White Label Software to Your Agency</h2>
<p>Every new technology is often a solution to a problem that has existed for quite a while. When the world went digital, non-tech businesses also faced a problem &#8211; how do we build apps for small business with the lowest possible investment? Very soon, white <a href="https://xcritical.com/">https://xcritical.com/</a> label mobile apps emerged as an attractive solution. However, like any other tech innovation, this one too comes with a lot of benefits as well as limitations. So here’s a detailed guide on the pros and cons of mobile apps white label development.</p>
<p>White labeling is included in pricing packages in the Phonexa’s all-in-one marketing automation solution for calls, leads, clicks, email, SMS, accounting, and more. Building an in-house solution or a high-value product that can help a brand tackle specific issues is a natural response of any entrepreneur. But with all the technical constraints and a lack of expertise in creating tailor-made solutions, your brand may end up sabotaging itself. Opting for the right DevOps strategies help you improve your software development, delivery, and overall business. And in this blog, we will guide you through the top DevOps tools to use throughout the DevOps lifecycle stages. With the right technology and industry expertise, we build software products that maximize your ROI.</p>
<h2 id="toc-7">FHC as a white-label mobile platform</h2>
<p>For companies that make white label products, the practice has some distinct advantages. These companies can focus on keeping production costs down, rather than on marketing, because these products have a built-in market. Instead of having to seek out stores to carry their products, white label manufacturers can wait for customers to come to them. They can also streamline production by producing huge batches of products. In fact, you can white-label everything from apps and content to services and hardware products. Besides, you should distinguish between B2B and B2C white-labeling.</p>
<p>These apps are developed independently and can be rebranded to fit the needs of any business that purchases them. They often integrate with the other online solutions that restaurants use to promote their businesses. Since they&#8217;re purchased ready to launch, restaurant owners don&#8217;t need to invest as much time or money on their online branding. Ultimately, brands must decide for themselves if they will reap the benefits of white labeling. After all, there is no marketing without investments, and white labeling is a worthy one.</p>
<p>The lowest possible price and fastest availability are the biggest advantages here. They can still embody brand recognition since they are allowed to repackage these same, non-exclusive white label products according to their preference and eventually create a following. If they become a hit in the market out of a single white label product, it would be easy for them to follow it up with a different one due to the power of brand recognition from consumers. Furthermore, private label products can easily target a specific market and modify their brand specifically for this market quicker. For example, a factory selling many different power banks can quickly and relatively cheaply adapt a standard model to the needs of a supermarket chain.</p>
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