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	<title>Vankova &#38; Partners &#187; Forex Trading</title>
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		<title>Alvexo review Is the firm legit or is it a scam? Answered here!</title>
		<link>http://www.realandintellectualproperty.com/alvexo-review-is-the-firm-legit-or-is-it-a-scam/</link>
		<comments>http://www.realandintellectualproperty.com/alvexo-review-is-the-firm-legit-or-is-it-a-scam/#comments</comments>
		<pubDate>Tue, 31 Oct 2023 10:55:06 +0000</pubDate>
		<dc:creator><![CDATA[sabina]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[Alvexo has a team of in-house analysts that provide a range of research reports. All are designed to help traders incorporate global current affairs into trading strategies and they are published as Daily Analysis, Weekly Reports and Market Trends. Of &#8230; <a href="http://www.realandintellectualproperty.com/alvexo-review-is-the-firm-legit-or-is-it-a-scam/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Alvexo has a team of in-house analysts that provide a range of research reports. All are designed to help traders incorporate global current affairs into trading strategies and they are published as Daily Analysis, Weekly Reports and Market Trends. Of particular significance is the provision of 42 free ‘signals’ a month with these being quoted as being accurate 82% of the time. Thankfully it’s becoming increasingly common for brokers to offer such resources but the quality of the content produced by Alvexo separates them away from the competition. Alvexo’s mobile app (Alvexo Trader) compares very favourably to that offered by other similarly sized brokers that tend to simply display information rather than providing actual trading functionality. By contrast, users of the Alvexo Trader can execute all order types and include stop loss and take profit parameters.</p>
<p>Over 100 data points are considered, from minimum deposits and trading fees to the platforms and apps available. Our broker ratings are also informed by the experience of our researchers during the evaluation process. Our suite of three trading platforms has something for every kind of trader with access to over 450 global assets. Alvexo has been facilitating trade on the financial markets for over 31 years. Alvexo offers clients Forex trading, CFD trading, Spread Betting trading, and trading.</p>
<p>According to this Alvexo review, this feature is extremely useful as it provides a guide to beginners with a stepwise new trading account set-up process. This broker also allows traders to use the highly popular MetaTrader 4 software developed by MetaQuotes. This platform has just about everything a forex trader could want in terms of market analysis, programmable automated trading, and the availability of third party trading software and custom indicators. Overall, our impression of the broker was positive, it is a reliable broker with good service and long years of operation. The broker is suitable for clients from different countries, the fees offered are among the lowest as well as the&nbsp;spreads&nbsp;for FX pairs.</p>
<p>To do this, the user must log in to the trading account and choose the deposit fund, for the deposit activity, which is located at the top of the dashboard in the menu section. On the Prime account, a minimum deposit of €10,000 is required to receive a spread reduction of 1.8 pips. Five different account types are available at Alvexo,&nbsp; all these provide more than ideal trading conditions.</p>
<ol>
<li>Alvexo is one such trading platform which has been made by fintech and market professionals.</li>
<li>They do not provide live chat support, and their phone and email support can also be slow.</li>
<li>The account types Alvexo offers include a free demo account in which the traders are credited with £50,000 of virtual money.</li>
<li>The Alvexo trading platform allows traders to<br />
track their portfolios and the current markets, locate trade ideas and place trades.</li>
<li>While using the trading assets at Alvexo, the traders may use the platform’s powerful tool leverage that may potentially increase the profits through the possibility to multiply initial account balance.</li>
<li>This includes; all popular currency pairs, stock market indexes, agriculture and energy commodities like Brent, Crude Oil, Corn, Coffee, Wheat and Sugar.</li>
</ol>
<p>Alvexo has a stop out option which could be exercised at a 50% equity – margin ratio, which is available for classic accounts. Alvexo com platform has reduced its minimum account size to $ 250, which is a welcome change. One thing to keep in mind is the fact that there is no commission or fees charged by the Alvexo com platform for deposit or withdrawal, so if you charge any amount by intermediaries, you can deny it. All new trading accounts receive a call back from a representative who answers customer queries and outlines a guide toward the complete activation of the Alvexo account. This callback is designed to handle inexperienced clients and aims at developing their skills instead of advising them to start trading with immediate effect. Although this feature is not necessary or useful for more advanced traders, it is an excellent resource for beginners.</p>
<p>Alvexo offers the MT4 trading  platform without any third-party plugins. Alvexo uses the standard security measures employed by online financial brokers. Trades are secured with 256-bit RapidSSL encryption and  the entire system is fire-walled. Transactions are executed by the highest PCI-Certified service providers and servers are located in SAS-70 certified data centres.</p>
<h2>Alvexo Account Types</h2>
<p>There are tons of brokers out there, each offering &#8211; give or take &#8211; the same services. Here I can find a lot of extra features, trading signals, webinars, market news, and analysis tools. Yup, it’s not the cheapest service I ever encountered, but it’s well worth my dime. If you wish to trade equity CFDs in the ECN Gold account, a minimum deposit of €20,000 is required. The spreads appear to be set at 0.0 pips on the account page, contrary to information found elsewhere, although this is clearly not the case. This pair of currencies has a trading spread of 1.4 pips and a commission of $18 per lot.</p>
<h2>Alvexo Review Conclusion</h2>
<p>Alvexo minimum deposit is 500$, which is defined by Classic Account conditions, yet the amount is also defined by the account type you choose. Alvexo fees are depending on the account type and are commission or spread basis. Also, always consider Alvexo rollover or overnight fee as a cost, it is charged on the positions held longer than a day and may be checked directly from the platform.</p>
<p>The WebTrader software has an attractive and clean layout but also it’s not just about appearances as the package contains tools to help the trader respond quickly to market conditions. The educational section is filled with ads but does provide valuable information if traders can prevent themselves from getting distracted. Trading signals are provided free of charge and marketed with an accuracy rate of 82%, though we didn’t test them ourselves. We can say that Alvexo seems to have the makings of a good broker, but at the end of this review, we are left feeling disappointed that the execution of the broker did not live up to the hype. There is an abundance of written content and videos available, and much of it is good quality.</p>
<h2>What we like about Alvexo</h2>
<p>On the other hand, Alvexo offers four types of accounts with varying minimum deposit requirements and trading conditions to cater to different user needs. The spreads can range from 2.9 pips for Classic accounts to as low as 0.1 pips for Elite accounts. Alvexo trading pricing is on variable spread and all costs built in it on the accounts with STP connectivity, <a href="https://forexbroker-listing.com/alvexo/">alvexo forex trading</a> while higher account type offers better conditions. However for ECN Account featuring raw spreads that are starting from 0 pips, but add on a commission per trade. ECN Gold account commission for EUR/USD pair is 18pt, while ECN VIP account commission for the same pair is 13 pt, and for Alvexo spreads themselves see the comparison example below.</p>
<h2>Alvexo Forex Broker Review</h2>
<p>With CFDs, Alvexo traders can profit from upward and downward price movements by going long (buying) or short (selling) on an asset. You should take the security of your personal information seriously and check SSL encryption is enabled on the Alvexo trading platform to protect you on PC and mobile Alvexo platforms. To further enhance security, we encourage traders to always look for the lock sign on their browser when using Alvexo web trading platforms.</p>
<h2>What can you trade with Alvexo?</h2>
<p>Justin is an active trader with more than 20-years’ industry experience of working for big banks and hedge funds. He has an inside knowledge of how the financial markets work, thanks to roles including trader on a $750m Event-Arbitrage desk and CRO and COO of hedge funds running a variety of strategies. Firm’s he has worked at include big banks like Citi, and prominent hedge funds including D. The STP NDD brokerage model gives you access to plenty of liquidity across all the liver markets with competitive spreads for the most part. All this combines to make Alvexo an easy recommendation for traders of all skill and experiences levels.</p>
<h2>What is the minimum lot size at Alvexo?</h2>
<p>Commission charges for equity CFDs range between $0.025 and $0.015 per share, and certain assets are priced as high as $50 per lot. This broker is a market maker and also profits from traders’ losses where it acts as the count-party to the positions taken. DailyForex.com adheres to strict guidelines to preserve editorial integrity to help you make decisions with confidence. Some of the reviews and content we feature on this site are supported by affiliate partnerships from which this website may receive money.</p>
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		<title>Alvexo Review 2024</title>
		<link>http://www.realandintellectualproperty.com/alvexo-review-2024/</link>
		<comments>http://www.realandintellectualproperty.com/alvexo-review-2024/#comments</comments>
		<pubDate>Fri, 29 Sep 2023 11:18:53 +0000</pubDate>
		<dc:creator><![CDATA[sabina]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.realandintellectualproperty.com/?p=6661</guid>
		<description><![CDATA[You can choose from a broad range of indices that can be used to invest in countries such as Australia, Italy, France, and Japan. In addition, NASDAQ and other exchanges have multiple indexes that track U.S. technology stocks listed on &#8230; <a href="http://www.realandintellectualproperty.com/alvexo-review-2024/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>You can choose from a broad range of indices that can be used to invest in countries such as Australia, Italy, France, and Japan. In addition, NASDAQ and other exchanges have multiple indexes that track U.S. technology stocks listed on the NASDAQ, namely the United States Tech100 index. Do not use if you are new because you will not get any guidance or help in making right trades. ?????? ?? ????????? ???????? ???????? ?? ?????? ???? ?????? ????? ???????.. If you wish to open a trading account with Alvexo, you can start by visiting the Alvexo website and clicking on the “Sign Up” button located at the top right of the page.</p>
<p>Nowadays, most brokers use tradingview for their charts, we can&#8217;t seem to understand why Alvexo would use such slow and uncomfortable. When clicking on any asset you&#8217;ll land on the asset view where traders can easily view several key data points about every asset by switching tabs and also explore their default trading charts. As you saw on the above table, Alvexo&#8217;s asset offering is below the industry standard for similar brokers. We definitely look forward to them adding more stocks to be able to compete with their peers. Alvexo allows Forex trading, CFD trading, Spread Betting trading, and trading. Trading financial instruments is a high-risk activity that requires careful consideration and risk management.</p>
<ol>
<li>Being just a complete rookie, it was very difficult to define the best broker for my needs.</li>
<li>Unregulated brokers pose a direct risk to the security of their client&#8217;s funds, as they operate without any oversight or regulation.</li>
<li>Deposits can be made using credit/debit cards, as well as a range of electronic wallets, with the e-wallets being the fastest method.</li>
<li>While the broker won’t scam you, we do not recommend them to our readers.</li>
<li>However, I am still enjoying the custom web trade quite as much.I think for newcomers in the forex industry this platform would work great.</li>
</ol>
<p>This feature ensures that the clients never lose more money than they initially invested with this company. Alvexo also provides their proprietary WebTrader software to clients that can be used from any up to date web browser. The screenshot below illustrates some of the functions Alvexo’s WebTrader offers, which includes position management, market alerts, statistics, and technical analysis features. To help their clients reach their trading potential, Alvexo provides an extensive range of educational materials in the ‘Academy’ section of the Alvexo website. This contains a number of useful resources, including articles, tutorials, and both fundamental and technical analysis resources. Although the spreads are somewhat high on the Classic account, intermediate traders will be pleased to see the Gold and Prime accounts offer competitive spreads from 2.2 and 1.8 Pips respectively.</p>
<h2>Alvexo UAE Fees &#038; Commissions</h2>
<p>The broker provides phone number lists for different countries for convenience. The lack of a live chat is a serious downside for any brokerage firm as clients will need substantial time or undergo extra costs to contact the broker in case issues arise during trading. Support is available in several different languages including English, French, Spanish, etc. Any account can be opened via an online application, which is a standard procedure in the brokerage industry. A quick form fill-up includes entering details like name, email ID, a unique password, submission of ID documents for account verification, and a small deposit required by the site. The amount of min. deposit requirement depends on the account type chosen by the trader.</p>
<h2>How can I start trading with Alvexo?</h2>
<p>Alvexo boasts over 450 tradeable instruments and has thousands of clients worldwide, from France to Singapore and the UAE. We&#8217;re definitely looking forward to Alvexo improving their educational offer for new traders. Our opinion <a href="https://forexbroker-listing.com/alvexo/">alvexo forex trading</a> is that we usually never trust this type of indicator as we don&#8217;t know on what metrics its based. Alvexo&#8217;s trading charts were very slow, unresponsive and lacked the feeling of a properly developed charting platform.</p>
<h2>Alvexo Available Assets</h2>
<p>In this Alvexo Broker review, we’ll take a moment to mention the best cryptocurrencies to buy that are available on the Alvexo Broker platform. A number of cryptocurrencies are available, such as ETH, BTC, LTC, XRP, and DASH. There are several cryptocurrencies that can be traded both in crypto and fiat formats. Alvexo’s platform also offers a fair-trading policy for Litecoin in addition to its Litecoin and Bitcoin currency pairs. Alvexo offers trading signals for free, which is nice and good, but with the spread of 2.9 pips good luck using them to your advantage.</p>
<p>This feature ensures that clients never lose more money than they initially invested with this platform. The portal provides a commission-free trading structure for all Classic, Prime, and Gold members. In addition, an inactivity fee equal to 10 units of the base currency may apply. Alvexo also charges exchange commissions on overnight positions or positions left overnight. Trading cryptocurrencies do not require holding the actual trading asset, as there is no need to create a portfolio on the exchange.</p>
<p>One of the unique features of the Alvexo trading system is that the trading academy is also educational for a broker. This user interface is loaded with a lot of videos and educational material. All you have to do is click on “start learning to trade” and open the tab full of articles and video tutorials.</p>
<h2>Is Alvexo a safe broker?</h2>
<p>The first thing you will be pleased to know when you decide to start forex trading is that Alvexo offers a variety of currency pairs to choose from. Over 58 currency pairs are covered by the service, including major ones like EUR/USD and minor ones like NZD/JPY. Moreover, Alvexo offers a range of niche trading pairs, including USD/SAR and USD/RON.</p>
<p>The next step is to visit your account dashboard and enter the personal information Alvexo needs to verify your identity. Upon registering for an account, you will need to upload a photo ID and proof of address. Once you have received your login details as a member, you can start trading right away. Keep in mind that you are not directly acquiring assets and securities if you don’t want to claim ownership. During our Alvexo UAE review, you will be able to learn more about the pros and cons of this broker as well as how you can sign up from your computer, smartphone, or tablet in a matter of minutes. Yes, Alvexo is a relatively safe broker with Seychelles FSA overseeing its activities.</p>
<p>This high range of assets list allows the traders to diversify their trading portfolio. But the spread and commission attached to the assets make it harder for traders to diversify their portfolio. Alvexo was founded in the year 2014 with headquarters at Limassol Cyprus and gained good popularity among the traders in such a short period. Alvexo offers CFD trading for over 500 assets in various categories within the exchange commission. Alvexo has its headquarter at Limassol, Cyprus, while branching offices in Paris, France.</p>
<p>For active traders, in particular, the higher account tiers offer low trading fees and a wide range of financial instruments. For a Classic account, the requirement is $500, for a Gold account it’s $10,000, and for a Prime account, it’s $50,000. To start the process of opening an account with Alvexo you can visit the Alvexo trading platform here. Your capital  is at risk<br />
You should consider whether you can afford to take the high risk of losing your money. Compared to other brokers, Alvexo offers fewer customer support features.</p>
<p>When clicking on the news tab above the  trading chart of any asset, you&#8217;ll land on the news section created by Alvexo. The web order placement panel is exactly the same as the one in the mobile app. Alvexo&#8217;s mobile news are only available inside each asset on the News tab. At a glance you&#8217;ll be able to search assets using the top right magnifying glass or switch between your favourites watchlist, popular assets and your open positions. Due to the current regulatory situation of Alvexo and the above news articles, we do not consider Alvexo to be a safe choice at the moment.</p>
<p>In terms of functionality, the WebTrader platform provides a well-rounded trading experience that doesn’t leave you feeling like you are missing out when compared to the desktop version. So by trading numerous instruments at Alvexo, you also may use powerful tool leverage, which may increase your potential gains through its possibility to multiple initial accounts balance. Yet, make sure to learn how to use tool smartly, as high leverage an incorrect use increases risks as well. No, Alvexo is not a scam it has a good reputation with a decade-long operation and is considered a low-risk Forex environment. The broker is a registered Cyprus-based company and complies with financial regulations according to CySec and also holds a Cyprus license.</p>
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		<title>A Beginners Guide to Forex Banking and Currency Exchange</title>
		<link>http://www.realandintellectualproperty.com/a-beginners-guide-to-forex-banking-and-currency/</link>
		<comments>http://www.realandintellectualproperty.com/a-beginners-guide-to-forex-banking-and-currency/#comments</comments>
		<pubDate>Wed, 23 Aug 2023 15:59:00 +0000</pubDate>
		<dc:creator><![CDATA[sabina]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[Remember, successful forex trading requires discipline, patience, and the ability to control emotions. With dedication and perseverance, you can embark on a rewarding forex trading journey. The majority of the volume in currency trading is confined to https://day-trading.info/mexgroup-com-australia-germany-and-belize-based/ only 18 &#8230; <a href="http://www.realandintellectualproperty.com/a-beginners-guide-to-forex-banking-and-currency/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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" width="355px" alt="currency exchange for beginners"/></p>
<p>
<p>Remember, successful forex trading requires discipline, patience, and the ability to control emotions. With dedication and perseverance, you can embark on a rewarding forex trading journey. The majority of the volume in currency trading is confined to <a href="https://day-trading.info/mexgroup-com-australia-germany-and-belize-based/">https://day-trading.info/mexgroup-com-australia-germany-and-belize-based/</a> only 18 currency pairs compared to the thousands of stocks that are available in the global equity markets. Although nobody would say that currency trading is easy, having far fewer trading options makes trade and portfolio management an easier task.</p>
</p>
<p>
<ul>
<li>Also, these currency pairs aren’t necessarily the easiest pairs to trade.</li>
<li>Forex is the umbrella term referring to the foreign exchange marketplace, on which traders exchange foreign currencies and currency derivatives.</li>
<li>This position would profit if dollars broadly appreciated against the general foreign exchange market, and it would lose if the USD depreciated for whatever reason likely specific to the US economy.</li>
<li>The course is self-paced, allowing students to take an individualized approach to learning.</li>
<li>The forex (FX) market has many similarities to the equity markets.</li>
</ul>
<p>
<p>When it comes to trading forex, it is always better to use a mixture of the two to ensure the best result possible. So there you go, a quick overview of the dynamic realm of forex trading. With these foundational insights, you’re equipped to conduct further research and formulate your unique trading approach.</p>
</p>
<p>
<h2>Several factors can influence exchange rates, including:</h2>
</p>
<p>
<p>Institutions and everyday people alike can hedge risk or speculate on the future path of currency prices using futures contracts. Foreign exchange futures markets let you trade specific exchange rates like EUR/USD or broad markets like USD versus multiple other currencies in a low-cost, <a href="https://bigbostrade.com/education-trading-the-golden-cross-html/">https://bigbostrade.com/education-trading-the-golden-cross-html/</a> straightforward structure. The spot, or cash, market is an over-the-counter space that entails immediate delivery of large currency quantities. It is usually intended for institutions like banks and funds holding large amounts of currency exposure to speculate and hedge their positions.</p>
</p>
<p>
<ul>
<li>Experiment with different indicators, chart patterns, and timeframes without risking real money.</li>
<li>Also, students are able to follow live-streamed trading sessions of the professional traders.</li>
<li>You would conduct analysis and research about currencies and derivatives in the forex market.</li>
<li>The company also has Strategy Simulations which allow students to learn based upon example market conditions and trading strategy execution.</li>
</ul>
<p>
<p>In addition, your target risk and profit levels should be determined in advance using a stop-loss order and limit. This international market&#8217;s most unique aspect is that it lacks a central marketplace. Instead, currency trading is conducted electronically&nbsp;over the counter (OTC).</p>
</p>
<p>
<h2>Forex for Hedging</h2>
</p>
<p>
<p>If you’re a beginner, we recommend sticking to micro lots while you get your footing. Within a pair, one currency will always be the base and one will always be the counter — so, when traded with the USD, the EUR is always the base currency. When you want to buy EUR and sell USD, you would buy the EUR/USD pair. When you want to buy USD and sell EUR,  you would sell the EUR/USD pair.</p>
</p>
<p><img 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nemUayJlICYnInxL0hWU6NiJVhCZIRExCEywBOkITEKkpFIhRjJTEMyFBJgGSjUIolbap7N5uL2hqywuMrsNemzOs8j1uSsvqq+PnPu/hHrO/j5TUcz5FVaeYmv1k+HRS+s+M+3RbzLe8L5jzPjVkQKglQWJAEgAABb1CxXaW+Ufx8FLzKnb3m1q7rk46p7FiO6Pq5MufGoJ6XqKAAAAgKiiiKl+tyXqfLoyHCeoc1vIEcvpZ+lu7POfM1s9DJYprqDPejaV8sa9nfmAAigiggASApe6LNazq8dPOvRfO66pr8g/Lr9C4ezA9Hmaa0rpIrX5za4vLvXb4n07n9jgdbuz9CndcrE0yXSlLX6qntj5r6r5VPv4/p+aysR6b5f0wHp+C5YEu9d8e6iP1nx7oR018/OCKgqosSAJAEqIIVzHG9w1pT4c808PTtfSyYTs5+fYGShiLLT52smeJqp1dYAOaqAAAAKij/RPOpsdNVrcbS89nRdMHVX03L5235L2l55V13aC2pM2iJrm9dQBAAAqAACopr2ZW438/X4ZIoP7ONtN9Nj+vjlsqmrsbc+kwUkNd1sK9ab2BwBYLXBYlcFlFxoRkhKMkCMlQYPIMJCURIEZIIjJAjWVIliSCWDwYkgRq8GDgYkqTEZKiIyRSIlCIkCMlCIkCMkCMkUiJFiWEipiJQjJBMY8I1kIiMkJljZQiJURG54mIlCIkIRjxEaSExGSAwkUiJUI0kJRkiQL2jt7aW2X2l3e+C6NdU49mQdqNH08mL77fHRnSud6nhn5rFt7xbyfo7fV1fHIdnqZeP9Xd6zDxeDd6GXj4EBUBzRIlwgKIswq2WrwwwSa6htauNolMsYPZ0dSpquzDmxJeUuu7V1lfnnRIJtsoIKICiAojgXZ6Lmv5WuyhvOSPUc9nOOQd05ovpj+W/mBa67V56np+KqpUQ3qCCHDVSoNHK3Q2zoD0Op15Mit1qYt52mzxtNgdulcGejU+nPkTUWVb4Rt9Q06Jdfj9RT0O53d34+nRcOnoc+roNLwX56rh763o5arcea+s28nznV0uvhh/UcBuUZfUeba+ZwPsHm24mKKx8rbU0AAQVAAAVUU1FlS1vHx6DM7vDyfsUzVaVLZDs7thN1ZLh87shueyZSguIqVxLXN9H01QAAAAHskPU4KOg87a6zXqGV1r19GQ9Mzt5C6bo78vTyLM+R0U1dr4u/LSYrqs8L4Brm+hiAIFQHohFl2uK02nHcVdDu9+Ko7aemrppMd6V55GkL1usevSYPSZbXl9JqLLHaca1G9wePoP3eEtqduvyvMzW991Z92e8Wrybevg9Bx8MfL00ssbaY3/JVoh99niWj56QH29KAAAEAAAAAkAQsLrKmWVq6oLTrHZEyytW1hrrc2mSK17+JpppaFWVhUC90FBBQEUEe0NJe+fGNrOamLx6FlqYpOroeJbxsO3BGV+q/yq6V3uN4yCoGtQVAABUB1pUiuwoa0vjZXuQC1kpiL2PRTEO/iaL2N3kycu/gEjWRWLMuVhY8Ysw9GA5WOFWEzmZI0TKRCJSIJSJSQjRMqRCJVhCYhCYhCYiVMixLESJGSlSMJFhUlRgPWITKQqiRI0JlgCcgCcgCZYHEpEhMQqSkQSkITpGJkIVRKRISrCExAEywBOQBOkLiQjVLxhB5Go8iJiUiWJkRijka0klil6qo9vb3VYnOkx1c7pzlex+hPVfKvY/D1ydbZUyLTMbPIJ4N9g/TEV7u2hWt8npayYxCKVIAAACgKio7dBn+/DnFvsRWmtWntcsspGp3eja3Ffz83JHNfSZ589dbZy01bXN6+4FBAAABzXF7p81bcmlDLouqpmW0s1J83U7fQy0fdbZvztcqmt6eqjsH7T4rlKAnZQAAAAULGutJz0NH12/RwZfQ9eYrJU+j+cV3a5LjPo6qz0LFb+fR3fJvK6Yaq0mdz6XvY/o0Xs417qidJMRSnOD2PuT03y7ceJrhDc8yO6mz+yTn9vVZA9KxXVmT1fznj0ZkASAAAArmviUBJd6y3vPx9uD0ubrG4xGsyMmraG3RDqGycXBkrGeXfopNdyVGedI1ze3vFQAAAUSWKVNt1W9nw6vmyfVm5tVz00RjbDQ5rvp6Hmb2bz9ajE9vF6GPsXjnqPl3PdEVOzMAAAFRRbCu0dsuHYcld0edWXtNoaaWXmul5E1XoeLjrfXVb6/Tm03LlrWHRkNJm8+2Xr4R02C1xeLFa4mLErgsmcBBrZExswepGrwjJAYkgRq8IyQhESLKIlCMkIMJCTEkExrIIjSQGD1hGkikaSAweSiSZImJZRERKhGSKRvnbGnOry1GDxEZIEayEoyQIiUhESEoklWEJMEJKERKQic9ZMHkSwcDFeDEkBiPJMVxBjZWjQAABQAAABFAEAAAAAAFCABIQBQIIBIABQBABQEAAAAAAAAAAABQSqBEoBNVQAAAAFARQBABQAAEAUAQAVAQAJAAAAAAAAP/xAAzEAABBAECAwcDAwQDAQAAAAADAAECBAUREhMUMQYQFSEiMEEyNEIgMzUjJCVgFkBQRP/aAAgBAQABBQKv9LJky07nZaL4+EyZN3aeennp5p06daI37Qv2/hujJk3Vuv5fk/WXV1JfD9G6N9LdIpurfV+T9XTt5P0+PhlFN1bq/wBT9ZJ+j9PhujJuv5P1kpL4n1ZRXz8v1kvj4ZN1+XTr4Tdzr47nUlX+lk3e/f8AHwyZMmXz8/Py6dOnXwb9oX7bdG6MmUU3Vvq/L8pKSkn6fj+IawuUhVEUVEMSmsjYZ6lYZA1IiJMtObHshCGPLD5aqCBQWakhNRHErnBodqwhNHlZKxWYaf6n6yTr8W6N0im6t1fq6kvgnWKivmDbilCMKucHRhQ5Z/KARQegP6744wHTi0rWQg0THrikxq8xII4vSr1Y8Pi7n2RKxocOSdOq/wBLJuqdP3fHx8MmTL5+fn5fq6dOn6P0L+0L9v4ZRTJk31N9X5P1l1kpdH6P0/EGrUK0iPGtsHdtgJMwG4Fb5rkeYDSecv8A48f9qO1Mar8KSIVhXTh5hD5nWwWEIfL9XT9Pxbo3Rk3X5frJP0+CJkybqJoyK4yxnkJD4Pm9Nwn4dX1UHBIT24caNeHCvZF9T5N2217bxjvHy1exBxcHY7TiGNkvGmnUlX6Mvl4utHUvJaPptfTR2aLO6aLpvN2i60dn00f5dnTp4yWj6zi7LR3aTaMX9oP7fw3RkyZN9X5fk/WSkpdH6fHxApGgxpvGPWJZsnnKUvy4kmUurkntacox+Iu8W1eSg7xTEnr+X5S6un6fj8N0ZN1/J+snT9PgnVujL5+X6yT9Phky+X6un6N0budOvjukq3QMN5TyjVZrZd1Oe+1kPuR/x2P+0jqwcb9y3F40tnPm3ozz4ljhqxUkN7n2bDHXBK6XeazKbtKF0JJQpAJJ5uZ9AiK3DYjaMRtGIyYrJiNqxG14ja8RtXI2siMnIpE8uI2nEbTiNoxPJiJiJiefE8+J5uTzcvm5E5PLieXE8mImImJ58Tz4nm5PNyJyeXE8uJ5NNMRNPz4j6vN9ZEdPN1vfQk31abpput76731eck85J5y03y0ack05LfLXfJPKSectN0tGlNbpp5TTymt09NZrWanKardIu8ZPYEZttXWBYCOaVYzlsjjXpWBjrQsDMCnOAbDXY8b+jG0clc6kwYSvmgVV7UxPbsjKAVttk4VN1ngKmRhGvkiUvwb9kMW4bM2jM2jMyizJmbVmbdo27Rtzs26TNrJmUmZaNpp6dPJmbRmZRZRbzZvP8nbz09Tt5O3lp6dPJm8oqPX5+XUmT9PxbozKKbr8upJ18E6t0ivn5knT9PhujL5dOnXw3d8unXwiKv0+e74+PhkyZMmXz8v1+XTqSknXw/Qv7Iv25ziOEbYVHzXHGxdWiwSwI5CxEp2BxctgcHaTTRpMOMCwLE54CaU4xhzgdIGhIfOCZc0NowtjdyngFDsjJN+v5On6fi3RlFN9RJPBpXdCjk82tGiEdcsyClci7xsy1imTdfl+sk/T4J1ZWDxrtC7De6HbgQ1grCEGxA0bFmIFO1EZucjxIqyVgRDYgdHssIhzwC3Mz2issRp3HiQ1mQ4sYsmsWWE4ju5CKv0/R8fDdzdzdfn5+X6unUk6fp+PwX9kX7eQ+z2zlTFZaFDaSSGbjUqgJEjZPMkLn0UuExHWS+1AAnBtmkVZDXiDcXCB537/AN3lP2K3G2XYjIcBJRtv1/J+j9G6N0ZMvn8p/wAtYJEUAilaJZg861IrV25sW6KZN9X5P1kn6fBOsVl/osN5W7D8GVUwo2i8bHgq761iZZSvxeVukaIHj5rKfsQqagI5JWLkZQttcDspwlO1b/kMv0E42hceHFrbmORV+n6PhMmTJu75+flOnUk6fp8fBf2gftkHEg2pBUqw5xgzaDrDiq4ohRQwM8645owBleI2GjQYkYDYcDAGRSi0ocoHQUIwi4YTlMcCxjVDqQIyOMIxzfr+T9H6fDdGTL5+XhHfOLSXRn+l4s8YwizMmX5fMusk/T4J1inHGaiEbSccOJLzTiHtaLRjKEZJoRd9kZKLMymzSWminGLp/pYcVFbW3SZpJ4RTsyZkRBsDiucEucEucCudDpzoVzoU10Ka6FNeCueCueCueAudAueAueCnvBT3gJ7wE94C54C58GnPg0neC4x3gtDnw6NfCmvhTXwpr4U18OvPh158Or5AOr5AOr5AKfIBXiAV4iHTxEWjZEWjZEKbICTZEK8RFr4iLV8iJRvD3c8LSd8a8REvERJsiJRvjT5AbP4iPV8kPV8kNeJDXiY9PEx6eJjTZMa8TGvE4a+Jw1fJwT5OC8TgvE4aTyEXTZOCbJxXiUdfE4p8nFPk2XibLxJl4ky8SXiS8SXiS8SXiS8SXiK8SdeIunyMl4hJc/JSuydN12rYtioUJW14GZeBGXgRl4EZXcXOtW7qFSd01wEqtmniy2qwAzOVsBYV6iek+OxxLy8AMr2MsU2/7TPot6k+v6NzrXv0fuZtVtknZ2/RtlotNU8Xb3GER26KLPJ+XKpBKzd0YvJ5AJFkzau9Y2j+XdH6m6/H5Y6AZtwKenAprgU1wKSyAq0aXd2X/kc9/LYH+G7P2R1ruQxJbNjLGuxqdlPpuP8A3mDI9vGEbbP2seGJimLXrEvVRkGsdV4ssvGLUu7DibhvbrwlfsCKPF1IkYdsDnygRwm/tYEFZ4xyoCW+0NIYV2aFrO1lAVyZXJhtUu7H4glh7cIwxzNq7BBiqdXJCvzzNNqln2cTwGlLJRifLV4OHDD3W7lxgFs5JiBTII4UqtbJcQ+XrMKeLFFqwchMljMDjw1H6mi+7Y+m11jpRHHj1tOPWXHqpj1lkShnR7uzxohyOcxtgmQqDfHYbCBqWTHxd6tYtPIOE7J/TaxtydmmPwjFyfdL26Awklk+IwawJHLaNGs2a+07qZwCphPVLPIVGE1aOtOFWpxL9R67+3hI0ox7SRsb8Pcq16LZenImcxw2r9xchYmIv8TF9Jbw5WlSxMadjtT+17LLFzrQWXgSYsZaFXhLKw4l2uO1W7qtkVuuGkEBc39rixkgKFuq58sKeqj9Vfndn+RX+SWuT01ya1ya1yaZ8msq93kO7VDyFscT2TWHFAk3jkbkWlI9slM1kUi3sgKVmNqUfbx9UdhWKZBGg3Cq0DgGGXJTLdYbikHiHIKQ5eHQlWqVSvYyxGavQnxqcKp+PlJNGs/X2cfjK1moLF2ua7REjDH1MXVs0IYm05s2WIcVUoHtxKOQiov8Sq+JhOpi6Vrm+0lhiH9nFVq5xvjjcW7OIKeOr1jiJjTMU8o06NWrOyrAZAJSohPXqUCtZzR2lKrKJ6Q8cVjZcjNXdR+oQYu3LwXLwXLQXLQXLw0avBctFZILQo/pwZ9wqtTmIdnjf18Ro1Z4wLVZ3Jb9sJZim2UIrNsljug+2Vq/KwKrYevO1YexKtcKBeKFaJCSJIB5hk2TKrB5nm/tVbRqspZ2y7WDksEq3DVn8ds7LByWJ0MkWlA5ZGMpZc711UvnqI2Ztlg76v7IiSHJsnZZilmWQySHLxKzoUsyyr2SV0c0zkCcgXnfsTbVDJIae/YdSk8u5paPzxNeemufIvECLxEi8QIvESLxEiLdIUX6atslbuqWiVSAskBOxaKdy5GwUX/m6+9r7+jrR1o62utrra62utrra62utrra62utrra62utrra62utrra62utrra62utrra62utrra62utFtdbXW1bVtW1bVtW1bVtW1bVotq2rRaLRaLRaLRaLRaLRaLRaLRaLRbVtW1bVotq0W1aLRaLRaLRaLRaLRaLRaLRaLRafobry768u6hUlOT1nZcs65Z1yy5ZTBth7Wn/Y072T+5p+jRad+n/T0Wnfp3w+ry4j1Bcm/XWPC/Qf9hUMSENfxbHQk9GjlAUh7MraqVzscUgm7ODhOhhrQxWu0dDgzwdHm7HaOyJveHHfItOqNnFSU/qWPqcdMOjuvVOCsbT5h+HRgXIUYii/u4mjzhSRxVWWYxUBA7sTixOAUcXbJlaXJWMPi4FCPwqzPMUOTJ7lIfFs2OUA5LFB4d2OpQ4MLFMk8nTausbWgVTPVgbKU4DGo/U/1OWesGaUnnoP9B/2MbBp3+1cnauoEnFsX/JZ2zKplO0NWNiv2Z/jp/uYa3G/UulHh8dKTyl7uKhus3eDJHx45Ck2jrHNtobvXcbdRwxZRkShCdrLllGD+72bizUb8nleq/wBXBqPXJ/0sVjJPHIdqIty5v6eEqyeNrtNFuQ9zDbImtHpuS1QCUT91AkbFIeLLxsnFnpdFjghk2ZcuxR+qX1d/x3n/AGK5HCfJBbKY96liM8dhhRq09njHa37ns5caUcdU5MRPr7Ofynaz7v3qlaR1aDMBMZGTVLek7Ts7LGS30OFLjX5bKOHi3KmkXmbDbqj+72aLrUyQJjv/AGeEjCU07PCVn+7xWIBMmQ7UFbYP+7w1CtMl7tOVuU9tlQpNZjZrTCaizgpSZymIOcHx9MpYRe2Q2YJw61OhA4pVjRNedo0FD6n+rv8AjvP+wqd09SX/ACKwruUs22rlcNjJ5Cd8gpuMku0R3Z/N6FqVOxkr875PerGkCb5IU2tZJyQqFYJ8hahYVOzKu7ZIKuWpWHp251peJB3XLsrCf3adklUsc+PbkcmS42HyDUZ5O1zlvHZQlJp56CtWCWTY/IlpqWfjtu2iWy+2yrmmCbZdW7xbDU7HLEvWualUtErSfLy0MaZp17E68ny0ttmySw6i+knujeXOiXOhXPBXPBXPBXPBXPBR7g5h/wBUZnWx1tdbXWyS2SWyS2SWyS2yWyS2SWyS2SWyS2SWyS2SWyS2SWyS2SWyS2SWyS4clskuHJcOS2SWyS2SXDkuHJcOS4clw5LhyXDkuHJcOS4clw5rhzXDkuHNcOS4clwprhzXDmuHJcOS4clwprhyXDmuFJcOS4UlwprhTXCkuHJcKS4UlwpLhSXCkuFJcOS4UlwpLhSXCkuFJcOS4clw5LhyXDkuHJcKS4clw5LhyXDkuG64brhuuG64brY62Om1UQHdcrYXK2FytlcpZXKWVytlcpZUqliIdzrc63Otzrc63Otzrc63Otzrc63Otzrc63Otzrc63OtXWrrzWrrV1q61dautXWq1dautVqtX/S7rV1qtVqtf/Kj9WOi3AZm0aLI1gAFHJ1dQTGaLRZNFln2/xXdg8YC8Bq8PE7GGx9dQxeLLLL4mVFUsVTu0jCkEuFxMbY8lCuO17FcE7E2xUtD15Al3VqJDNPFyZOGUTSxLsnxOjXanLKrQIaMsVLbODwlTpEsLwp1YDMBP147FFusTs8+hwzCVM2qr4Ekh2MASA9j762AnOB8DOMKNbmbn/Ho6/wDHoa5Sk1KwMciSsYXgUP106U7KfEw22a865Eyr4t5RLivTKLxlWxjzGTFM8JweEtFTxfEGaGwtPHyPF8WJ1ZBIBFH6sd9u3TIWOWrSfc6rmkAlcjFEs/8AxXd2T+0b+d7VQlOtXp2SFz0mHicTfelZyuMjfLnLsaNb2GWLiw6bWicxkIb6qbqXIM4cTIkjZt2a1zRnVfcGrZsPYNd3DpYwhOZy8FRmxalAFiNvMkjKb/qg26V6XJYnBWSRyHakXqVMrAs5TLPcH2c4vKHMIedygiXKWJGSnTtH33R2LMyTn4ZQsGmcorlGjXyMt+Gf9cW5fF0jTjbzY/7ZQltlO6exGiKVQOrWslmyba+FI/FzUNLGJp8WVckSq39zG+aI8bVJCWXPEpVHrjf2G6ZkW6r30R8Kq3XtB/FU607djJY+dGXZNv7OPnnc3dnQG/aI6uXDXCLszJ5Y7ITedz2GVDzxzfVc8qfdSqysSOYVGJpuUmNDxD5o3dUvygKvcHImYduEKEadWrkCSsZivCLP+oPkXO+vF4Vtcn2qk3C7sTieNHKZaIR4mu1q9l7kqAsNce/DK141b3ZqtvN2is8W73Xf4J/1l9eKqtrazUv7NQg5JyEarLE2J2JFhCvl86z8DCN/XyEOPfMKfK40Mq4chTIOU6Z4Dx9oz2M2KOij1x37DdNNWsYnc7Yqw6pY2AZMm65/+KrmlXP4zRtDsZwIgVCMO3n8kC6DvwmTr06lmTTP3t+lli7kQtENTiZG3EjY0NcsHhF7I5BGiAqSlkhhGTFPCAchPfbVG0KdYTVKquWOOWndEUQw1Akydxju/wCvGZMBq1eONoSy13nbIq+O8PxQxEuFsVCD5bE6FNGllXsY/IhHZoY0NuxKzZwZgAoWJ8Q3dbtAlhX/AF46/GAovRC+Rt8zOi1PlRkcZY261qDWalSBjyKcV4NgDWadQZLM5n5w6xl6HAt2JkJVyMJDY1ECv2nszUdNwMpQFBszRTZmimzNFNmaK8aops1RXjVBZjJ1LFD9Aobp1MZWIPIYwQoyg7P+lv8AU2ZNBQH5hsHGxTFK0xqQ08Vp3t/7mjrR1tdVKvEfwoW2yDhy0daOtHWjrTu1dayWslrJayWsluktZLWS3Omk6i7qDuoaqOq1dTd1PVSeSeUk8pLdJNKS3Ot0luktzrfJb5LfJb5LfJb3W91udbnW51udbnW91udbpLc63Otzrc63Ot8lvkt7rdJb5Le63OtzrfJb5LfJbpLdJbpLfJbnW6S3SW+S3yW6S3Otzrc63Otzrc63Otzrc63OtXWrrV15rzTRdRi6HIg1K7Y0K85O7OvNautXWrqP1bI67Iray2MtnlsZbGWxkZv6EI753cUWmGKx+OJbGMTvYt1CVItrJ54wsRhA9ixLBWFPA2Wa1VNVIm79Fp7UqxYj7xjkSRgzEmbV2qHdTi8X91vNQxlycSjmKXcIMzSnjLcGdkIcyyljLkYyZ2f3GZQjqp0yijGK2pqJpwljjI9IooSZBDM07NYld1BvVL6kMciSDWk5b8Y8tOhYjHuN+xW/f7RM749oSXZttKgH/wAtnYyI1WqOiLI35W54Z/8AJdpCkGYd+yORmjlMQ6br+h/YxtXc+S+y7mbV8fW5cWa+rGFAKc8jJ7OWhCQH93s3WaSvZkoreRFC9iu6pCGOxuOy5TXO0lWIy4wUKeMqZks7XaSqzN7bKKxlbY2U+1Z1qoXyQhSOY8srZ1Wm56ldqw879Sh9UvqQCuEvNCsiBx3s3bJ66m7ydG/YrP8A3GUt8nW/5E6xF3nQ1yf5nIXBU4YvKRvTzFd6djBT1ynaqWh9ywnow831k3uU67nJkTMKN7+O7sZW0hXO572Y6rG2BAjlAyKN/Yb9PZv+Oufe0P4NR+rL/wAXjvvu1H2tr+Dr/cdpP4722WMrcct+w8zZZ/7bdot6i++RptUpSksdW4cQGmbIZqLvNQ+qX1L4oWgArTyL81kbQzC7j/sV/uO0ZByxy7LkhGlXdmzfaucZBGSQ5savlsdho8DNZWkG/OOFpjWYygmrJuvt0bjV4Pk4O9mbQrS/vrluq9VDycYhp24nJdsRDDFcAini5Oa6SFeu/u9nbcRvewszWsoeFPGYzHvfnfq8nZoFHkMfj8PKvb7R2olNirA7WPqYWQLXaO00/c1VPIvXFHLvOeQO9YIdb9y+F6s8R67mcK+u5Qy0oxp5B7J8la5fuh9cgT38AmnLlXLl05Yq5Yq5Yq5YqtAnCr7re9OyWcBzlCRDTL3DJMciGmVM7smtnUpvJ/ehfswjOcpuCwUDlLMs4TlB53bM2UZPF5XbMo9fe1UzEm0JvBTnKahOUHnOU37oylF5TlPv3yW6S3SW6S3yW+S3yW+SeTv7zf6Ozrety3rct63ret63ret63ret63ret63ret63ret63ret63ret63ret63ret63ret63ret63ret63ret63ret63ret63reuIt64i3reuIuIuIuIuIuIuImk7vvW9cRcRcRcRcRcRcRcRb1vW9b1vXEXEXEdcR1xHXEdcR1xHXEdb3TdZR9c6cQC4eq2KhVrFDyFBchRXh9FXalUdRRxF2TFHIRatI9pWqNirGOMtyEq1YtmdmoarLwi6vCLqsUrFfub3GbVbXW2X6dO7a609/ZJ2079E8ZN3aLZJm95hzdPF272FN24JFIU4tGLyfgkUhziyj9VfTncxu8RwDC4eT2c5i5NGvxIriQXEgsjKL0VAjCr9pw7Mlgmarie1n2nZ3IcOefx/L2qQR4jHHsTs280clbH+M3libT5CjcgwrPuY+xCvJ8iGTknFg2ZMQ/di6myGZ+rEV4kU70B2MnXg439xlgqMLM7WWDVPmKQjUu7F1BVKdPJiu2M5SjVsYekMNQGXFZPn6UAT9zEAiaxdvcoWyMdup3AysRhpXuYnmLMYiwcPXav8ACLeyDWK6j9UteISzGwLV2T6u+Iid62y2tlxbLiysbDY9ZmTww2chzmPzUmrU+1f2beSw1nnqfaG7KxcH9eT5fk61TE2lkrrYsMneT+7iwb55ew8y92Mq8RxWWLdzXXDMXdPleayzFeD+72cb/HXPvKX8Go/Vl/LGY37/ALT/AG1vywtf7jtL/H+5i4le1bnVad+My1O6LauNo0KM5vOePugBX8UG88rVhICj9Qnqaa49a49a49a49a49a49a49X3qcks7/CdmyNYx+escXL9q/Okuyf2uT/kB/X2k/iREkKdQ4sxj7ladSx7tduBRm+6QhyLM9cgEO7WatTlVed1wMPESi9YlM/Hs/0ar+4y7NHbhX8ZY523JqOGqUy23sBJWNHTI4vFY08b3aY7POpKN3FUsXY5ztPY/p+5giRaWRpGnarR5WoMMrR7NadeWKHvt5wnpVSpXPW8NPxMkVg01HzkGF8cP8im8R0bxFM+RWuRWuRWuRWW5zw9SKSURkmNPJ3kQxCMhmINpO8nZEOYkUMkxuQkyP7pL5ZgQCuEtq1Ox3VjSASzZnYQSzDNsmZlYsEPL3RzkOUc5baFq2a1KheJSe5YnaPUtmqynmrcmnJ5yrWS1pTzduUSzkSfuRd4vDJWItYtGOq55gnZsTsPWPMErFidiaCaYZSyVh2ISRJJvJc9ZXPWlz1pc/aXP2l4hbXiFteIW0W5YLD/AFXVlqy1ZastWWrLVlqy1ZelaxXpXpWsVrFaxWsVrFaxWsVrFastYryXkvJaxWsVrFaxWsV6VrFaxWsVrFelelaxWsVrFelelelaxXpXpXpXpXpWsV6VrFaxWsVrFaxXpXpXpXpWsVrFaxWsVrFaxWsVrFaxWsVrFaxWsVrFaxWsVrFelaxWrLVlqy1itYrWK1itYrWK1ivJeS8k3UVQaLhZOOY3hLHVGtGrUomOUewoa8zSFjuJK7ih06XdGuZ2mOUO7lzOuWMpjnDu5cy5cyeOj/o1/wCo/u6f+HH6hcxCdSZd0mHcVLGTp2sb97Og8bAMe7ws5CYolieUWjq9anWxdQnaIm+rfrZEV4QxWCGeviv+RWFjLsMqLIAjWyOVsyp0Y9oia5SsG/jfax4uNaNGqKZ50uHTBzBjwqVEaoA4ZNp3UKUZCE9IssjVYHdjabaZYcR2Pa7O1Bnc3hQi5qVGVfDY6NpS8LgXN42NWCbzerjatSvXFjb6yVXlLePxgIVxRxt6WVp8nZ9nDhYpp8mGV0tOVbEhYts3KBnaNSlXTdWPj9AcoZ8xwYDx1GJIwJTIXJ1ogko/VC0ca56yufsp71l2hJ4S5+0vELK8QtK7cOWridHyPazXgY2o1yw3Z+DvkafJWJsLwvh4NVI12q2oFhdydbnKUOzwmfL3wVaPtYbbF7JacjXaA9gyTE/9WyXyp05Pq6xU5yr1qgoGypJvLG1OMQJ4zt5v7l/awbiBj2jirFjM43k3gWcFhqIjt2lMXYmVbW9j8dSFUWVMQ13ik24ukGtHNkKS57OFcYwSLRIbI0IjhhOHBjGozNkMfBh90Wd3G0aFIk3JOEP7NscFX6xASUfqhcrRVFhW3swoAQoUyqlBiWgV6B1Jqo5ls1QvbtVS1RzeE9wczQnhLsCYXGlpz7QEhO9ZHI2H8Hv69n8bYqGzxoHyvaP+I3OtfbpUmPAoCDKP+hTCKRi8OFMFl7J5NCUlKMoOJv8AHVWLzOV28oOQIipACM+REKaf2vBX5WqApLXaKcY46jiOarRCeFjNaNiBhKRqkWa5m4leh2cY3O9pdj2rOEcdbBQNz/anb7VfG8WuwC8S3Jh0KePawKVcsSO/AoQHMinCUJYge+1nCepV5ubHhGXmcw7cmo/VVpVwRtXZvAlt1gdeaxn3xJzFbqZiJIko7h2q8RiQ5yHKOXuxY1+yZaqOXuxj4zeRsnbNHXzs5K1ZD7lezMEvFVauzsKnaauvFGXirKrZ4BbljmJ1L067eKtpYszO6o2GrGvWeZI/tY/KlqNLtBFXbhLhKOQLTk/aCO2/fLdlispGkGyXjWaObICBM/5HNM5aOYLWgXP+myedgvs1LpKy8Y8rVsll6ludaXjCt3Z2VRucqrljmTULjVVcPzFhVrU68ny3lZszsSTPpJ8id5zvGnLnCIWROJ4ZI8JPeK786RBytkStZKxZH/qnkvJeS9K9K9K9K9K9K9K9K9K9K9K9K9K9K9K9K9K9K9K9K9K9K9K9K9K9K9C9C9K0gtILSC0itILSK0gtILSC0gvQvSvSvStIr0r0LSC9K0itIrSK9K0itIrSC0gtILSC9C9C0gtILSC0gvQvQtIL0rSC0gtILSC0gtILSC9K9K9K9K9K9K9K9K9K9K9K9K0ivSvSvLu0Wi0Wi0Wi0Wi2+X+qR+p/qXxLh8Kc4yGRh7O78K7NKxcDj6YuexCv2scSt2brBsRykIjyFVmlY7R1K9en2ep1z0i2cOOdfwi9PNY/kT+1XDI5PDhxVujILUasTjfGCT4sWk20kqlOdhRxonVurKu9CrzM/Cx63qUK439rG48l13wItb9IlIuOx5LrvgQrJY8lF+7H4adgc8DF4FHIRIRebtg2jV9qnWnZk2JErlOdZVK07M/CxMrtOdZ++hQ48LoWr2FRpPYa/XauRQ+p+qi5RA7hyeEz8R5L8av3WTrDsg8Go65SjXqh7JfRmf5On912s+x7L/YWcHbmfGYUle12ltwOb2gHmB4sa+W8RgV9zsqA5nJlLWzvr5CQg0+IW1lXi1bEQ21yU3KW2AgJP7VLJnqDxFSxYs9prI5rs7Zg4PC7TZHtPZG4VTHxrOeI4sd2aLKN7tKNo3Kl2lSrcRzY/wBqpbJWaqM9w+XPFgYTby1ti81ODlx/djqr2CinF55f76pXewWDwg+a+4UPq+VGJCB7oR3TPvaS/Cr912l86G2S2uuyZG356qQeQxdYh7na0jNW7L/x58haHcpWxZepkqc6Vn9eneGuUyjMtaTf3NT5rQatRJLfPuq15WJ7hUBHNM02jcGEJCRNk2blX9llHH2ZCoZGwCXaOuOVTC14BoeM2uPnq4y45Y+bDu9o2fkOzkXfJdqJM9hV/wCI9oNUxY17Rq6ujianSKYU55PR+LrTQ4byQC4auNrkBLK1ZuUFfl61KuUZ8pWmWSh9Xz3TcfDJGMYEcbx7vwFLYR+0Wq8fZWc0xgANMBR9oSbZdoZaWrJbZcZluRrmnxC1bE6xsnloXwfr176Vl685mpmlcvxeEfqv2hSquqDhYl9xOSmeuGvI1OauTquClfi0ITpDJfucw7+yyxOWiEUZYkR8xk+cfEZWNcbvieLmcrG0PDvQ5a3s5unla9isG1jaELtmVqyhXqzYz2sbe4Da0JTyGQYkMda5YpZ0SkyV9iwx3L63XHG1zp1jLmqyVp5n506x1x+Jk7Xr1Q3aJN4VxALiAXErriV1xK64ldcSuiFDwv8AV9Foy0ZaMtO7Rloy0ZaMtGW1lotrLay2ratq2ratq2ratq2ratq2ratq2ratq2ratq2ratq2ratq2ratq2ratq2ratiiNPFbVtW1bVtW1bVtW1bVtWxbVtW1bFsWxbVtW1bVtW1bVotFtW1bVotFtW1bVtW1af6//8QANhEAAQQBAgUEAQEHBAIDAAAAAQACAxESBCEQEyAxURQiMkEwBSMzQEJSYaEVcYHwUJHB0eH/2gAIAQMBAT8Bl7lHhavrZ8gnd+kcfSSUjC4MzPZendbf7r0z/v6Q0khcGr078+WvTPJI8J2mdRcPwP8AiOEUJfum6YuJA+l6fuAmx5NLvCbCSzMKXTPjR0rk2DLYFdtk1S/JUTwordUiDw3WJVFN+Sf3/ANcBWy9Q1zS14U8/MoAdlNqDI1rfC9Y3IGlHrCwjLdHVh2QcNijrKaWt6wn/EcIZgzZDV+4mu6bqA2zSE4bYrYr1FNwAR1Dssgjq3F1ps+G4CLsjZTU8+9PNn2FbOjxHe0HsDxae9ubS3spnsNY+VO4F2ymkie6j/7TnxiT/hPyH2ue3lZfzJnyFp+Nr2r2olvhW1DFe1e1WFbVbUMfCsKwiR4VjwrHhW3wrHhZNWTVkPCyHhOcMRssh4WQ8LIeFkPCyHhZDwsh4Wf9lkPCzCY5S/L8I+uDO4TGZyAFTaID92pdGG0R/wAr0Lc6BR0UYbko2B8gahomF9A7LkMY0HvaGmjzxP8AuhBEY803SMMd/ab0Cr3U8bRi1g3KcyOMCP7+1JCGnFrLHlHgODviFBpY3xgn7UWjbX7Q7nsm6ZnL9+xtM0cdC1qoww0AmQxuiBdsV6VgLQVy24kubVIRxksFd1yW8yq2U8YY/ZSwPy7L08nhenk8L08vhenl/pXppfC9NL4XppfC9NL4XppfC9LL4TdNKD2R08wdYCx1J8oRTjta5WovLe1y9R/dcie7pCGcGwCmxahvZcnUA3SEWoAoArk6iqTdJN/SjoZh/KvRzf0r0c39K9HN/SvTajwvRzf0r0s/heim8L0U3heim8L0U3hO0cpA2XptR2R0k5R0uoPdel1C9HOdivRTVS9HNSOimXo5l6Ob7TdJLe6KtaeJrmAlchv/AEKaJrWE/wDxwP4pJsTiAo5BIEZgH4cHTkOxAtc2m5OTJrdRHC+gNCw3pFoH3wwNWmttEffTI/BuSbqXZBsjatTapzJOWwWoXPePeKWon5IG25TNQeZy5BSOqcXEMHZQS81mSZDzPtehd/Uom4NxJ/ytv+laj92f/vo/t+Bzgfbaje5jDiEDiW7LILGN1m904uMQJQJa4Ub6mggr+bZd2m1SZ2KYT9I/DpkkEYyKkLec18ZslOGndK7PutE/Fhy7LViNzA5x/wBimgv1DfdkvZI95lNFaJxMQtQSiO7Xq2r1bV6xql1TXNI/I6Nru4QaG7BFoJtYi7RiYTZCoVSbE1u4HVkQrRcSibVoGuyu+mr2KbExvYJ0TH/ILEVisW1jSaxrPiEY2ONkcI4nSfBejm8L0M/hehn8J2jmaLI/gwiK/h/0zclRsLbyKaOGt/cO6Au4/A44i011/Inh7pnHfshI4xHyEx5Lm4nrYLK+Q4fEgINolfJt9esLny470PC0eFHE/wDta972s9qErY5WiN1grUx95HONLRlzotyv0r5O6Nb+4d0j8D7r2pwkkGJCsggDssXxOdiO65DuXX2sHvLdq62bFCgFSsH3IP3RIArrk57X23cKCJ8Yc8/Ip/MdHt3TIHyPDnigE/1DXmtwVpYTE2nKOZ0XxK9ZL5XrZv6l62b+pO1cjxRd/DWrVq1ayCyHlZDysgsgsh5WQ8rIeVkPKyHlZDysgsh5WQWQWQ4t00j9w1FuOx41wpVfSaHdNkY7twMrAatOka3umysdsEZowatF7WjI9kyVj/iegNtFtcMCg2+yxN0uWVSIrofqo2GiUHBwsKWVsQtxUU7JfijrIgaJVpk7JHFrTuE/WRMdiSg4OFjhpWtdK0O7IBfq7G0HffH+bgEenVfFStpza4SBvwZ3VBjPd9KCP+fyqLGlpFo+6FoTBUwL+hvYr+RfaG3ucm9t1J9Ls1A7qTv0aQAtfkv08nlJ4adj3UZLZXh3ypR16Qkp2oxhay9ytCY2Tua0rUNyYeVX91oyDCMeA2Uf6jMwUppnzG3dDIi/snxlnfqezIUmw0bJQb92hpq3yRjyZiU0UKTtPZ7p8DXNxTNOAcib6A6kXXsst1nfdByc60XXwc6+h+ja4kg1aMAwwbspYGy7/ai07Y9+5R0TD97eFym9iEzSsY8vH2jomHsUxjWDFvCiqKorEqigEwEdk5pKLVRW63W63W/Dfjvw3/Dvw34b8N+G63VFYlNDQN08b7Kit1+lsDibXLYPpSyxscAAmcp/xWrjaIXbI7K9ln2ReSaCeUVXClSri/UAPxHCaYRi0JSY86QneHAPHfrAvZYCtuGIQZunN2sdVKeYQtsrRSumjyKmzr9mhqJzLy9lrNTyBt3WlkMsYc5fpXcogEUU2B1kMbstHHgyyKK1n7lyJ2X0stldIm6ROyHVJlj7UQWY2FmPie6la/3FwUMhbFZCe4GQOZ3VKuNKkzugKtUiLda7khDZvVambKZM8bC/T5i1hLhsnaocrmBaIfs8z3KmZPbnvav00u5QBC0uqOnshf6s/wAL/V3eF/q7x9Kb9TdK3Ajv03xtWrV8S0FUqB2VDsg0DtxPG0Crvhavwr/BQVCqQ8Lv3QoduB2UTOYaXoinaQsGRVKuFKlQVKlSpUqVLZYqlQVBbKlXDZUg1YqlSoKliFQVBUqVL2hUEaHdWxHEIUeypUQbpaNrhJur/wC7rUfuz/8AqK/sm7Ltsj2/A5uQooxAyYtQ2C1DybY1WfTpmz247dbO6G44HvSAolfJt9eq3mGW48L9OvAqaFkw960una+Uvb8QpopJJy5zLC0RjMf7NaQ0Ssh5/wArIef8rIef8rUOHLO/+eH3fD7X1XQOmCMsslEuy27J+mFe1enPLxvdcp7yMvrraaVgChwsd1nuiRVDrkgkbLzY/wDKggfEHO/mKc2R0WP2tNFyow0oxahjjgdj5Wlg5DaPC1atX030dlatWrV/jtWrWStWrVq1atXxtXxjc0fIJ8FjKM7LRQsfE9zvpMg2zkNBSytPtYPw2r4SajA40mzZNyK9UPG3B2oANDdMcHCwmzNc/AdQZ9oCyi0jfhgUBaIpWrV8JJOW0uKj1pf/AClTavlP5dWVDLzBZFKaYxdm2o9dnJy8SE/WBriGi6UbxI3ILSzRxEmQKPVQP2a1QzROa4tHZN1Wnk7NU+q0xYWhu6PZXavbh9dbmNfId1A6wcjYCv1B2+IVrHIvINIS1D7QonNbJt1ZHYEIjegu7UFfuVFO+N9OsDTHTzSdenezluu06GOWVzs91oZXFpy+lLJgwvWij9vNPcrTtf7/AHUtHKZY7cm43blJO53tbsFpdSIo3Md9oFzdwnS8xtPG/wCR8DH7kLltxx+l6WPwuWMsk6FjtygANgsBll1ZFWUXEq7WZQdSLr6XMDxTlHpoozbQpNNHIbcFyWY4VsjE0sw+k0BooJ+njecnBNaGih0bcKVfxVfnP4D2X2j1TZ3d0FC58sfdHm5hgdfBwlNkmgjqCIcioXOcfl1AA7INGVJzfbaCoXiq3TxXTJnj+z7oSysmEeV+U6WSWYsDqAWknMrTl3Ce8RtyctNqXyzFruy1mpMQxZ3WnfnGHFHpPSfPQEVI9zXU5thaVjmgkrSsO73dys/djSle579xsi44Atb/AMKjK9pAqukKheyBGS7Noqq3W15J25Uhvpmc9rbYLKdc8jSxteVqWjme9lrSRnTxl5HdTwv1AaR2UUcw1JJUumma15u7WjDhEA5GiqCoLEKh/D7AdF/+SP5f/8QALREAAQQBAwMEAwABBQEAAAAAAQACAxESEyExECBRBBQiQTAyYTMjQEJQcUT/2gAIAQIBAT8Bb/tNZtrPelrDevpGVq1RVrUFWtUUhKLr8H30fJgjNQtatIvxNIyU7FMmDlrBGauQgbFopvCyCtWFatZBX4VhWFY/EYDutIg5ApkeNkpkWBsLQ2pOgvhaNVXK0bNn8H30fHkV7fZOiJ5RjJ3tadnIlCIY0V7cUnQ5clAUKCKo0m7D5BbtflWyLHYprTRtRtcOVG00o2vDbCa1xam4+Fp/PH6VKvxFV+T7/GU3jsr8DjQtRz2aKbPfK1zjZC1nXSJpq1zjZQfZrhGR2NovdlinSEGu6MmzaBLvkmOvk90krmuNJ8xv4oyuJ+KdO76ULsvtOe4PoLVJukXHYNNoueMt+FmcbtQuLk2VtcrVZ5WqzytVvlazPK1meVqs8rWZ5WszytZnlarPK1meVqs8rKJakflakdUs4lqx+VqR8LOMrUjRfGtSJazPKE7PK1meVrs8rXZ5WtH5WuzytaPytZnla7PK12eVrs8r3Efla0fla8fla8Xla8Xle4j8r3Efle4j8r3Ea9zGvcxr3LFC0OO6EDF6gYvoK0079B1He+XE4gJkgeEZhnh0dN8sQFq03JybLbqI6V2PnIJDW3SPqBpaijne8/rt0l9W1jg0KWbT/wDVHMS7B4o9oFmlp80UyOxZTgBwmNyRaKtqwAFuTm4mkyXSK9//ABSv1HZdGc9l7od7nA/C6Uby1hxV4luyyWDDZBTi50YJVlrxRu+0KWRkgLMqpNc0wDPhU2ORukUCCaXrAG415XqwzZxNJoLvUDe+1oyNJgNFrggX4ilKBtSjyaaRNNKFtAxUvKcLWCwWCa2vyOja/kIABFoJsrEXkjEwmyFQqk1jWmwO50THm3BYiqTImM/UIMAOSc0O5TmhwopjGs/UdxcTyg4jhX9q/tFxPKsjjoXAcrVatVq1WoSNPfstlstlt/0E6Y0t5PWP9ggrQ8r+rhcd7jiLTHXyT03lcd+EJHGI+QmPOQDT3+qkMcdhODoMXZc9G5Th0hcjO50Ta5K3hlaAdj3xVipQVEATuscgckxx/UKUUVPx2R/sOo6H8Drr4p2pIMSFZBAWL43GhytB2lX2sHvLdq7/AFEeqwtCwllxa4VSydlVbIRyxWxosFO9K7SaG8hNY+WQPeKA7xgRunuDqaF8Q7+IvABAQwT3Wi2+VpDwtIeFpDwtMBUqVKlSpUqVdKVKuldK611pUqVKutKlSpUqWJWJWJ8LErErEqlfTMBCih0/vW+y0XUmytdsD0MzRsSnShvKbM12wKM7AatGQNFk7JkzX/qexzwwW4qKdkv6FWvcx3Vp8rWfsU2ZjxbTwvexeUHWMkyQPG3YGOKIrZNaXJzC1CJxF9CwgWUInHhHbo7hHdenslDp/wAUUfC/vb6n9VL8XNrpJiPg0bqgxm/0oI/+Z+1TmNLSLRNwtH2m7TAv7PWbvjaeLTxXq2keERspA1/+hEFOKkYxv7Bem/yvD+VI0Sy6Y+lJEHgAr0WzT/72SbY0pv2Qv6Tt2CuE/wDyBYZOJUluZaadxkpf26uiaUGhvCB6FSztj/ZRytk47nNDhRTYqNkrGt7Xt/vJGPJmNoChSPp7+0+Brm4psAByJvslhbKKKi9OI3Zk2UIiAd+U30JZw5SenElG9wooBGSbspkIY4u89IohEK7BIQFnZspry1OkLtlrFZFGQkUhIQib6bLZbLZFOdSkeDymPDeE16BW3Zf+12Wy2Wy2WQRkATnucdimO2orbpMdlkU1pKOQTCclyVjZWkDaEIYLcomik3fbravsf6gB+A6TTaTbTZSY80JnggPHPfLIImFxQ9RI0jUGx6e4e6zGNgj6kaYePtNmcHhkg57bVprC80F6pmmdlEW381pxhuShYXqQBpoKbjpkK3UrrOyj/YIdMQCqvYprasICj3vuviiHNLdlmLo8qUPtznBQyFsVkJ7gXhzOe/1jS6I0pZBNg1qzBOCikELXsdyixzYmOP0nPE0rcPrupMxDaXqYg8oelOVFTt+VeEzCg0Kesk9mS9uvbhe3CEIBv8FKlXZQVdKQaBwPwBoCoXaLQVSDQOB+DftjjL+EyMv3+lLC+NuRWqhJZVrdbq1a3Vq1atWrVrJWrVq1atWrVq1atWrVlWrVq1atWt1ZW63VlG1B9hOh1vT6BNUpmiP0wZd9Gcr7X9RXO6HPQ9xGQooxjPFq4XqHkgsav/n2TP3bjt3+reWR2E9mji5vRjdZrpHIyudE0eVgIZWhn33xfoaU/wBJri3hPeWto8pjgGbHdSg3un/xb9KTRvwgvrr9/hijLbJXyv8Aid6Yb0vbkx43utN76y+u+eLVZitGR5aH8BfPL+LRlZbWcFO9L8A0chCJ7nh8n13teMcXJ7wdvpfG1I7IoOYRunuyVdaVKulKlXbSpUqVKlSpUq7qVKlXSlSpUq/C1meyYQw4yBepIa4YqR0Y2YLKZBtk49PvrX0hXdJMGHGk2QEZFe4H2NujpwDSa7IWEJg52A7n+pDX4AWVrAMzOyZ6lrjjVX0923xsnzNa3JMnD3YVR7WizSdEG/aZHkMrT21wmtyRh+OVoR2LKcMTSMbn7NT4Xt5Kexwq0Ynt5TfTTc/SHKpfa4X/AC73RtfJdr07iQcuAv8AMf50AyLjdISkRDFRua2Tbu0muLnh6gn/ANLKRSfGZrru0Sg0ujc8Gv4mStwaXJvxno79sdg2E05g5IOc1o2Uw4QFmlMaOITyKBUjQDsg4jhRmNu7uV6g6rwQnTRvFEIOw/Xj8jomP5Wm3HGl7aPwsBlknQtduUAAKCwGWXc708bjZCwbWP0menjYbAQY0EuXtoybpOja4UQo4WR/qO0GkZC7lNeW8LM3ayN2ib5QeRwibQBPC03eFpv8LTf4Wm8fXW1fS1atWr/FfS/xWr/F6X9k51cIRDayhbDRUg+BQ6DhDlDhDulzvY0FE58jEdTMMB6O1NzdBa50slE4k/t3SmUW4mgnTvEGdbqOZ+o1oNgo7LUlewzAoTEx5tFr0krpMsu0Ve6prgSg1oZakZjugL2CfGGsUUdndPFOpel/ZPbkNk2TygC45FS/oUFsgfrp9IeO6R7muoiwvTtLQSV6Zp3eeSsvlipXuc6iNkXHAU1UZHggVXc+R27XttaMvtwE0ZyN021SD8yWUhkyMw47qFmDA1ekaQX32tq90CGA7qPjYqQhxATXYFEs00HtNBSkF2ya8t4XuJPK9xJ5XuJfKM8hFEqlSpUqVKlSpUq7K7KVKu6u2lSrpSpV2V/2H//EAEUQAAECBAIHBQUGBQMDBAMAAAEAAgMREjEhMhATIkFRYZEEMDNxoSM0QnKBFCBSkrHBQGBic6IFUIIkNdFDU4PxY+Hw/9oACAEBAAY/Av4c/eP8EPvHuj99vn/IAiPq4lVQSfqnNfuG5SbZVOnPFUxM3ndSbiDv4LGZdJB8saZqbhipjaanB43LVwhuU478eCIk5vNVMdMd+3z+41pwmhKFWhqphyDhCDnSR/6RF1InI4oeaFLQMU0ETGKhhokpSoO5Y4t4qdInRda2Na8lKBAEhyR1kCgqWMuf+2NIEzKyOshhqeAcCPVVMExJSfhhoqN0XOOJTfkX1RDtps0YkK5wIVRtJVwnAqVDAOMkWmRce/b5/cAeZDim6iLs/wBS2pF6AaZOksYgl5qmYmQU0uIvuUmubfimhxFlCkUyRniqYu01PocJUlaqN5L2PaGgFTiR6yqvv5SsNFlYrEaLHRlPRYhYiWi2ix6KQusQQrFY4I/wMg8yRm92jB7ltEnRIOIGgCoyWDiNGBkViZoyMlmd/AN8/wCJa3iUBDYJlYydyRdKWG5OX/Er6o/aqU6VpFGctTJQ9XxxQoiNZ5qFXEa8VblKNvN1Nm0xfQLWEVOlNbgOEkwgBrhvCpdg8eik3F5U3YlFb1vW9b1vW9b1YrerFWKsVYqxVlYqxVirKysrKysUMFZWVlYqysrLKsqsrKysrLKsqyrKsqyrKm7O9WVlZWVlZWWVWVlZWVlZWVlZWVlb7oIugI7TPisXvKrhg02xVZc4FaqDM4SmqXGRmqe0YHinEu2ZSmiDjDO9MfDdszx5ITiESTTDeTtJoYZ4qWZnBENJmVRHbU1YRHAIamqaDnWkpstLQdJ78o/xjfP/AGsfcOip+AUqtFBdtIk2WwZqbzIJszmxC2nKYmqnWCmwzQrKm4yCueic5pmAsZ9FUZynJYVdEKzdSacefdTDauQVOqdVwU3NLPNTP0CreAxqphsdE8kGugvE+5b56AXAmaAc1zZ8dGrE1WcQtm/BNDgTNasj6qmG1z/JcFURPFbJx4JrJTmtq/BT1DpI0A1j4VSYWKBdDugdTgUGym5UuYR/EnQfNTk2hp+qnvGyjEk7jNP/ABAYpz4bpOaqIrZPBuuz/Ivb+J/Vod9FrYLtrgm1tk5uChVz1cgsKaF7DIoX0Q+ZM24cpICul/ogyIGvM5T7seaqd0Wuj5dwTmtuU6HFbSZ3QaDMnl3LfPRD8ymO1tZ4cE1owe4YquVlP4p4oRGGURNbGGLVJtyAtXEZQ7isEPNMiQjKIma0YiQQiltTFOf0kjFppam/RM8yme2fPgpRGEf1BShEln8SdFLrKx6oAjAcFLdZOkDjgiGC62wmzGWyFYVLbKl1lS2yFbVIyKnSpNEkHOGIUniayrabNbDZd3VITW1IoS0YgFYAdy3z0bYmsGDoqpCeiVIkpNC2gCqpCritpoKkLLaE1IITEzoyjRPCaxVgsdOM1v6Lf0Vz0VyrlXKuVcq56K56K56K56K56K56K56K56K56K56K5Vz0Vyru6KWKkZrf0W9b1vW9b1vXxL4l8S+Jb18S+JWcrOVnKzlZys5WcrOVisrlZyyuWVyyuWVyyuWVyyuWVyyuWRyyOWVyyOWRyyOWQrIVkKyFZChsFZCsh6rIVkWT1WT1WT1WRZF4ayLIsiyLIsiyLIFkCyBZQsoWUaDy0eadQRs8VdnVXZ1WBb1V2dUYri3DgdOqhuaDKeKfBeQXN4J0Zj2BongUIcFtTzuQnEgg8Joa5uBsQn6tzW0fiXjwOqqiAFn4m/7PgspWIP3JyMtGGKxBHeTDD00SF14buim5jpeWmTRNTcxwHlokBMqerd00hO878Fb6LjP/JO18YslZe9uXvbl725e9uTzC7QXu4aT8hXaPP8AZRfN36J2uwDxKrgnR+z9oa6rECaEDtcBlP8A7g4rtHm1RfmKiwo+0AacU5vAy7v2h2QgygHyRiwhIynoD35B6oSaBtaYjyAdwTmkYjkmthjGa1sUTG4LV07NpqqHITOI7vWRnMMSeDSbIQBD2SaakyNCFNRpLVFindgEYTmuLhwC1UNrg6qeI0tfG2IV+ZUZkMbAh4IBVubN4ud81qIsGRNprY8N+I5d0Xx3NmLAqhjJttNOiyDXN9VUfgCp1Zd5J8PVETEtJdLEDFBkRokeCD2WduQeMzkIdOyTLyTXy2py0BHA3vJDZd0R2SeOF07XQTEtLBe5Fe5Fe5Fe5FP1fZiw4Y6W1mQcKZp8WDDL2P4bk/7RsuxMk6F2obRxbjL6IjszYhZPZLCi3t7gYlMv/C7T5tUQt7O+TnGSe7tBAiONuaJNz3hMd0vMo6obEsUGt6qHAhX/AEX/AC0tbrG1DEqigTPELWQ8u8JrRhNioL5u81NpqZ3kIuc37SeO5Mc+WoGWX7ql8UNiTmQqdUZH4yEe0wAGyzAaRDrkwNpkEf7P7IFUh17jeCmxYsUE/CF2f6937bxJ4KppnDGMk6ucyVsw9nitawbcpiW/Tq4hk6UiE17ok5HAIfMqnO9mdyk0Scd8kIhdNn6aAvZNbTzWRnRZGdFgxiwYxZGLIxZGdFE+0NYGcvuUsjvAU40Rz/Neza4kY4blIdofgsS+K9FnZXPBduaqYsWI080InaBFlxd3hqdbci1oJG4oa3c3FbTgHTxQdXN817fLNPb2cVNCAiCU1VCeS645puyQAZklUb3FUgycBSgKDOd04E4nAd2Ik3l8scbFBlBGOZUHO+UvohEYX6wjjYqgw5cXbkYZzOAY1OdBbMAyOKdDeJOaZEaD/Z/bQI0KO6tzcN2KEXtVQEO1RuUyC04Qxj590a8XgqTRscU4OO6kDisRN+/FUtE28UGk4ykEaJYcVQ6U1WHOq/QoOi5WlCE02xKDWn4aShVKnitX8TjoCM+10H8K9+Xv69/Xv69/Xv69/UQjtes/p+92iGGta1sHdvKLtfBhy3PN06A1rZBjiXC7l/qTx4gYZcV/pBjYkvpx4L/VmRTOHTY95UwyKxY0lbWXgNAKoLQMZouAnMSQcRKQkpNxbwKkGtVTzMqqGZLK1VRDPu6oLpKzAq4zi5y9k6XLcpSZ0VcVxc5ObCDSHGeIT4jszzM6NVJlNNNtEoTtngbKmoM+VY91UwyKzDopxHTKmwyKzeinEcSUdWZTVT8Spw3EKRf00TY6krxFMmegEbkTRDx/pWSF+VZIf5VkhflWSF+VZIX5V4cL8qyQvyosLWAHgPvP1UtsUnQXwZBxEsUXwjIm/NMLzkwaBuTmPfg7MZYu8/8AbrfyZuVwrhXV1cK4VwrhXCuFcK4VwrhXCuFcK4VwrhXCuFcK4VwrhXCuFcK4VwrhXCuFcK4Vwrq6urq6ur/dDW4lYq6urq6Lp/yqFtWmpzP4571sz5KUtud/uv0faP8AUOE6dwVLOybHGQRidkFDrTGEjzUKHEFogBCf2ehgeWzwCfDeJObgopexrtvf5J0HtDWmG92BIsV9ohNkx2YDcVU8exZfnyX2WAxgN3kD074Ab0KgJWuhKjqjLjoLnZAtWZVqtmREuyjhvWrcG1WRfCnSN3fGZlDbdamIxlfPFa/s2UXbpEfteIO0G8lqYMNtXISVIM2OxaUI/aMWmzVqYcJlZ5STaMYbrd6xhtPFDWMaJ8kQ0NnL8OnWx8d4HJaugY75KuHkKLohEtzVqqBwwC1sMSxkRoCPmp1GdkA51I4owxKmd/uvUBptUoTRYux0ENcQDeS7P84XZYrdzTMcRNM7dAxwx8lG+c/onead2XtGL2tljvCEODi85Z/qUXOMye+aT8OKaIzgFV2cqWhpHMqrenz4TRh0kg44bkX1XM5Iww0yPxd8528vxUef4yEK8ZwT++mKGYSYAoBH4gFBdvrktjCUGYUIi9QQPCJ3rnvcAZYTKAiEPktZ2fA389NE8Q2krEimd1E5aK4jhVPAICXs+OgI+fcPUOILtM01/ZyCRtNVBgxKuEkT29u0cb5QoWpnq9aJTUH5P3R7HGscv/hdph/AXkt8pJ3mofk79FA/t/v35pcBJUvx5ra3nBRKMcViEAN0wtXvnJROcmoEXJM0ai6uaOt/Bj30SHva6aiiRxdMKT7thS6//a2Wl3kFtAg806i72TULA7JmeSgw9860A27odKhskRtYz3JjN7nVd6TXKW5FhBPAyTdbhLEp2raTvW20t81rIcWjctS5zuao3uVes+nBUUmaIfeQH10BHz7h+icF8uW5Yw4c1J7pM/C1Q4rcS0zTHRGhpaJYJr2mTgZhYwoegRWAEgG6a+I1raRLDv6mIayFiqILaG8U17hMKHQ0iSMsWm4XhmpcGjcsMWncpmEZqkClnDvhEhHFbfZ9rzVEqIfBRHOaXVCWCdGAIBAGKokHwvw8F7Ps+0nRYpm4qkCqGfhK2YG15quKfIcO9qhnFbUIT81SdlnAIulVhJNNNMsEaMQbgrCGAVVEMypsP0Xhia2z9NAPBEmBczzL3f8AyXu/+S93/wAl7t/kvdv8l7v/AJL3f/JOYyDTPfP+VL6LKysrKysrKysrKxVlZWVlYqxVirFWKsVYqxVlYqxVispVirFWKsVlKylWKylZVlKylZSspWUrKVlKylZSrFZSspWUrKVlWVZSspWUrKVlKyrKsqsrKysrKysrKysrKysrKysrKysraNy3Lcty3Lct3Vbuq3dVu6rd10YNcsjlkcsjlkcsjlkcsjk6I5pDG3KuVcq5Vyrq5Vyrq6urlXV1dXV1dXV/uXV9F9N/94CsrKy9q4A8FjMc5KqGQ4clZWUb6aXvjF4IdLArUY0aylAxosRgOGLlTD7SS75wq2muCd/BCJBdEESUiJ2KdDeJOaZFOi9oqEOzad6czspcWNwmTv7mTB/+l4gmpP0g5W81svBK1b8DOS8T0XieiZtTqVeVvFTY8EqThIqrKziUfaY+SoiCR7iqdEP8RXs44LuBCcyIJOGiQuqo8QQ+V1VAiiJyIkqZGdpKceLQeAE1ODFETlKSZAJLajKcl7w78i94P5UIQfXsznJBrAS42AT4zo221s6ZdxPKzitmNtKmJ/8AemcZ1K9jEqUjdB8V1IKnBiVFFrsCNAdFJBO5OaNxVbjSxEQ4u0FS/QNJc3McApuMzx0B8MyKY8WcJ6I300xf7n7L/wCf91CDGlx1m4JohwnzneVk5sU7RAb5lTPhOzhQY8EgVZzxCb2Xs2D5S+Ud1V+LaWsqN048MRpLYbSx0pBG5ZLFMpzBuK8Vy1naHk4Tx3KbrDADgnandhhwQEzI3TIn0UoeDg2SnEnTv5pjG4lt/vgccE4Q8C1obgobaiWvwImoMbedk6IcQsrpM5JjGNdDHxY3Ty+dFWzNGLeG1+Kb9kfPGeBuE/7Y+nGeJsosaFNs3lw5JrWRYhc7C6nFeYkT+reU6JFM3FN1Da4xbjJRXfihA/p3GzuZNQ8TiZFNfwOgEXCELCZO5O+0O3z8kJWe9NA+Ip7N0poO/EFrX5G+qcWWDqVF+YqiYlKS1rzIEWQDfhwnoGkOHwn7kJhuBojfRNhQ5VHioYe4OqE8FE4az9l/8/7pkRjWuJdLFeFDVUd0+A3DRtGcnkBRi4zNR7oS/AdET5dPBm8oQ2CbuCL3XKm7K3FMhDzOimK0los5BkKHIm+CYN9Sc4CbgMUBEAIJlZa1oAM5H77J8VFLcbFdnlxUBu+onSI3aZiHubxR7P2OU7Fws3yTGPy3PNQofZmhpdysokPtLQ6WNrqJDZluOSdHcMGYN81QDsw8NL/7I/buDRj7NQpfiCA4u0BrBMpj3NpO5PbF2pBQ5YNmD5KHyOKceShQpywxWq7PJu76Kl8p1TTohlJzkXuZJoUOGXTZZMiASccDoGkg71OA6X9JUtnqq4hrf6DTG+ibEh5mmYQHbIJ8pTWq7BCp3AncoUR85B0ymMgVTDp4j7hhxqqqp4BRHNsXT7ow4mW4PBa3WDAzutXDtvK9sROreUWtOzVJNa17JDmplw/MmCBKVOMinkuAJKeZz0aqKQDbHei8Px6qr4RYLV9oMjKWO9azWDC0yqWZBj59x9n7aZGVMzZyMVkYT85yVQwY3BoTXOo1tE829N17mthjaM96LHRodJwuv/S/OU5/ZJatu4G6AjPDTfHAhEQn1E44YlyfFfdxTaorWuM3GZT3HedLmNisL9UBLp3GqjWFitY1wmtnBgshrqdZjdB7bhUxtnkURB2v3RiG6o7TffzR1O0TwRjTk7kvFcv+oi7VW9OFZLKphBnaPKfFVQ8TyU7NFhoE7KlsU/lK8X/Erxv8SvGP5SvGP5SvG/xK8b/Erxv8SokOFFm88vvbQPVThT/l2TXei2z/ACLZbSmSZ8lszl9y3eXV1dXV/uXV1dXV1dXV1dXV1dXV1dXV1dX0XV1dXV1dXV1dXV1dXV1dXV1dXV1dXV1cq5V1dXV1cq6urq6urq6urq6urq6urq6uVcrZcpTHRYkq5Vyrq6ugjgrKysp0qysrJ6DRvwWsiOYWzlhoL2OaBOWK1PxTpTS8g1GWCk3E8lW98NoviUITCJneVnhqdTCqYzC0/r/AVuYQ3j9yTBMoaxtM1gsITlJwI7+pvZ3yVMRpaeemmEwuPJTdAfLRTDaXHkqjAdJSPfYKqI2Q0hwbgcbrKOqL3jZGimGJlDWC+gI+egNYJuUNsRjmtcZJ0GGBUcjW3UzD6HS9Q/mCwmdpqyu6J0xLbQ/urs7IYm4vP6IxYuLwMTwXCGLNUL6/ooAhvc3ZNjzU2xnfUqojalMcj3+tiZRbmonlpkLrHxHKF5FF0bMpQWzbOXmnPOZtu+iR3NnTg1PhwaaG4Y71rWibqa26a5bVNTuZTGR6aXYCW5MjMEq8Hea1zhJxbW4prIwbq3GWAsmR2jHK7vtfEw4cl/yGlrQGyAkiSG0DknQWW3lAC6AOd11C8tAR89DXt3J425nGUreSqJLTFwBljgpUsqcMIg3ok3Oh6h/MFraA/ECS92Z1RiUBsnSkE0f/AJVrIvk0cU+FFADtw4hYeE7KoP1/Rdn+Q/roYXc3I+fegfDvKECD9eSd8g/bTr4n0/8AK3hjRgoXkdG23andaxrpgYy74/Oo/wDcd+qZ/Zd++gKN8oXZ/nH6qH/c/ZO/sKF8wR/ud7N3hj1QhQwaAeqPzaQ0XKk3yGjXxb7uSqIIZIyUOQNtAR89JaS8POJITYjWbDbNUJkIYXOl6h/MEQ17SahY6HVvaPabymmYlrVBpc120bFB7DJwxClFc1rt8zYpjYhbszxnyUNx7Q1lIkpxe1THnJfZew2sXCwHfEFs5maHsVWRhIGS2NiaaS4GaazVEyElSIciqSyqsFFr2N1nNGkihUT2qaQO+fAiGVWLZp0SE5oY/Ez3LVMO2W0NCeA8MpE8QjBLqpAGa1RIrppcEIkZzS1lkyFDMxDv5rUOzNFJB4JsSK5phtMxzTIDDOnF0u9DNWDvQGqueKrlPGSifBPaTRVVMTQP4RNQmfXQBqxgJKgslhNBtINQ0N807CcirLKsvqsvqsqyrKnl2H8ZQ55LeCqYZFDWOJlomx0ihW6crLBeIVNxmeff0tjPA81N7iTzRMF5aTwVcR1TuKmxxB5KTozyPPRNpkVIxny8/wCAk57iOZU2Eg8ltuJ81NjiDyU3kk89M2mR5LbJPnpuVcq5Vz1Vz1WY9VmPVZj1WJP8q2Cs3orN6LK3orN6Kzeiyt6LK3osreis3osreiyt6LK3osreiyt6LK3osreiyt6LK3osreiyt6LK3osreiytWVvRZG9Fkb0WRvRZG9Flb0WRvRZWrI3osjeiyNWRqytWRqyNWRqyNWRqyNWRqyNWRqyNWVqyNWRqyNWRqyNWRvRZGdFkb0WVvRZW9Flb0WRnRZG9FkZ0WRnRZGdFkZ0WRnRZGdFkZ0Ugxs/JZGdFlb0WVnRZWdFlZ0WVnRZWdFlZ0WVnRWb0WVvRWb0Vm9FZvRWb0Vm9FZvRWb0Vm9FZvRWHRWb0Xw9Fu6Lcgneaa7tLyHuxDG3RloLo8bVungveh0XvQ6L3odE98GOHvG7QCIJxTobxJzTIhO1DKqboOjw6QcEIjYRLCJz0UQWFzrprY7KXGwXgOXgFTjQnNHHvsFYqx+/b+AmGmX3cQemnKenf4NPRYiWmYY7osjuimWlSAmsjui2mkaAm1W1n7qLV9PJPqpq5p+qsjPsuuxuv+3r/ALev+3qLLseq/q0QS6xk1V7ojZrWv+Mz/ZQfn/ZfZop2HHY5FayEPZxD0KMWNnOLv2C1sS5K1kIyfNomvF9E77Q0HGk81FY2zXS71xeCZoSY5CI8Ui+Ke4bzp1sQbRtyULyKdEeJyMgEWUYAymnRGiTh698+JFE2M3cSjAEGYbgZL7TCADgKsN40/aIoBfTWTwWpfClVaeKBh5H4y4IdoigF5xx3BCCYUmuwBKZFhCTX7ufe7eIaJyWrZDnJV0yJbUDw0sZq3bIAupNhu85p0G7j6J8ThgiwQ3OktXQRjoCd5pv2hh1jbPajTOSxmjqu0CEJ2K99Z1XvkPqvfIfVRdb2lsRvAaGOFxQV2aOzl6rsnZm7yOgUH5/2WCGtE3MMjz5ow7Q4WAHE8U3zX/V+DgpQACRuQg9m7PTPK7ciTfvtY7KFqxlb+ukxH5G+q1bMg38VC+qcW5N81t01rZlq9/fH51H+c/qmz/8AZd++gKNLgFA+cKH/AHP2Tv7Kh/MF/wDJ3o1OErlAdopLl/0xFEt2/TIIn4v3Rc44lUunVvXh7PFa6GJOHqNAXtWRKp7l4cVZIqyRVkirJFWWKssVRNQ2JVz0M/4rVOE9WbKQtDk1dn+b9tEX+4u0fOU3zTvNqD2GThvTocXP8Q4HinQolx698wnCQqRJuVSzEoawSnZNZOWzKy9gNvyXt8XSNKpFxOaMml2N06vc2nvokEnEGoBPMKG5zHGYKonjRQOacIDQab4yWriiTwiGmZc2R80x0Zha1hnNQ4IOXaKDJ40UO5JmuhlsNpmXKHBntE1O718M5jiE58MVBybrTlEyniFe+KAiSx4JvBuKhw/qdAIG1LHGxVJAA4rV/ERSNA81JkNkua8OEvDhLw4S8KEvChLwoS8GEouvhw2swtok57nDgSvZvc3yMkSTjxQ1kRzvM6PZxHN+UqZMzopfFe4cCdHs3uaeSnEe5x5nvtWZSlLQHtuE2uWzoqbfmm1y2VVDdIqzeinEdPvg5hLXDeFI0O5kKcZ85JxhU7XFGLElUeCnBfKe7csC1p4gIucZniqoLy0qWwOYCL3uqcd/ezF1mn5r2jvoqod7IGJuVUO9kHRLjRNjiFKr0U3mZ0+PE6rx4nVePE6rx4nVe8ROq8eJ1XvETqveInVFsSM9zeBP8rWVlZWVlZZVZWVlZZfVZfVZfVZfVW9Vb1WX1WX1VvVW9Vb1VvVWVvVW9Vl9Vl9Vl9VlPVZT1WX1WU9VlPVW9Vb1VvVW9Vb1VvVW9Vb1Vlb1VvVWVlYq3qreqt6q3qreqt6q3qreqy+qseqynqsp6rKeqynqsp6qx6rKeqynqsp6rKeqynqreqynqsp6rKeqynqsp6rKeqynqsvqsvqsvqreqt6q3qsvqsvqsvqsvqsvqsvqsvqsvqrK2j2k6D8QWs7K9sQcFS8EHmiw4SaSocOeYyT2/hMlKG2fPcFRD9o/lZPfEiTjbm6ZiE8jyW20t8xowhP6LwYn5VttcPPR4T+i8J/RSP8AJITjCa6RNpYFeyY+DE4S2StV2yAWReIUR9QdDoImuz/MojozXucXYMb+6n2g6uEMdWxar/T+zua38RaokSMH+bkALla/tQDovPceS9nAYG805vaWtaRcFRGwXh7NxCEVoBc2GDivChqI2NBbNtxuUSEzFrXYLXMAJwGK9pAZLkvtENsn01NP/nu2Aibd69oxg+ifQGTpwwVO7emtc3Hqg+Dgdylo1sTGdgjDDBPyQczKdGsjCc7BNDBIU93FiRmVNGDZ2mix4gtcLiSZ9j1ddWNPCSdEjT1YsOK+z6tldrfuhGg4MnIjhp1nagHOliTYJzYcICXKRToU5i48kI3ahUZTkbBOhwobZj+mSonNpE2904vE2tCpiMhg/KniEG17sEKhNoxKlEYwf8VEEMMqlhIabM/KpQ4bD/xQYxrQ+c8FrIttwWqYxs+MroOZldu4aAi1kQgLxXLxXLxSg5pk4LxSvFK8Vye2I8uaoFVq1B4VFasxBDEpzWHagfotVVVsznJNHaD7HVipZ/Up7f8AS3Q5pw7R4tWK1VYZORmV7TtYLeS+y9mcC+mnD4R3b3OcAbBe1k42VcDDCclNjpFb3OQqNv1U9FJaaBYqtrsRu4INLKWDEc1U7IPVGGywCHy92z2jA47TsUW7LojjfHFCJCJMJ2GO5bL3DyKHaIz5vqyzTIerIhTnVxOkjtTCyoY8+ae6C4xHHC6iOjModangFTW6XCaERjq4jm442XtmUSEmjl3TiXtDieO5GuTnnetbBsLhPLnNDjxXtJOKMTs+7EjTIIn4v3Rc65QY3e2SwjGvkhUamnfoCIidmqM7zWz2KTPxEqWrrf8AhCczVBsQNnKahMcJtcU7VNa4i4mi2N2Ys4GeC9p2E9cE9sLs9D+M0HNuDNU1SicPwlSa0O5hydEjvEyJSCJY4HZktXDE3uh4BeB/kE6LH2ZtlTNezxDZNmjLi1XPeVaySoLTNN1nwtxQaxbDC48t6m+G+W4SUmtJPJScCPNexvRh5ptINU8VjK+C1bYjQJcUTCfU6XFOc98nBuA7vWQ41TqagALpjGMdUD0RaTi4gBNi66U90lqw12tnhJRNbKqQ/N//AE1OHDe4cgoQjYCvamnamd9qXBTFWqltKDaqnaP6IxIcTWOvIBNIDgwZ12e1eM+6EQRMSLc1TQavJPr/AAyVesVFDpr2m5klsMLvJSeCDzU9zRNMhDdjoFGamX1TcHVTWPHDQPNa/tmJng1Yewg/5FEQQWjj8Sif2yuz/MojoZLXVG3mtV25lTfxSVXZHNiwj8BURwmxwux2ipji08QpCOV7SM4jhoAEbAcl456KT47pclNauNEqZwl3s2H6LGGFI4N4BHYmSvDXh+qe+U6k10pSElTdnArCEpvOisiYlJBwEpCXd0Z4fAqbOz7XMquK7yHBbGLDdpXu+15oawyaLNCewwy6ozuosWUq3TkgyK3WNG/evZQJHmUYkR03FBjxrGDjdezgyPMoxIpm490acWncV4Qmts4CwU2W4FeFj5rawbwCfs1VKuUsJJ+zVNOiSlomw/ReEJqbz9NAI3KoltXGlTdST8qsz8qJZQJ4ZUC2gEf0omUPH+lZYf5V7MsH/FURS0jy/lbet63ret63ret63ret63ret6uVcq5VyrlXKuVcq5Vz0Vz0Vz0Vz0Vz0Vz0Vz0Vz0Vz0Vz0Vz0Vz0Vz0Vz0Vz0Vz0Vz0Vz0Vz0Vz0Vz0Vz0Vz0Vz0Vz0WY9Fc9FmPRZj0Vz0Vz0Vz0Vz0WY9FmPRXPRXPRXPRZj0WY9FmPRZj0WY9FmPRZj0WY9FcrMeiueiueiueiueiueizHornornornornornornornornornornornornornornornorn+XwjpZSXaz4ppjQwNLbu/EmasuLvimNLlDBxBcFrIvZmFs5YBe6f4pzezdnoibjSo+uhNfIiU1HawBrQ6QAUMGxcE10CCxhrlMJzo0Fr3VymQnMPZhMGWVaqHBDXnlJCnGE/L3YaxCuLdVNNTUS50pGSzuWdyI0EjBo3qWtNSxxbxTqjIBZ3KoPJxlj3Zp2WC7iqR2g1fRUxLGzuKMtlgu5S+0Oq8ghVJzHWI0iJGdq2G3FH7PGqdzTmPEnNwIQa0TdwVcWI4RKZyHdkNsLlSdFNSndp3qTLbygDF2l+JvEfcreaRu5pzAZgaC5xk1BoM5iegI6HbMocXCZF9IcLjFayKJGJteehyhfOFRGiats5zXvvqE10DtGsJMpLtPmF2n51B+YJn9xO+dRHDVyJndMjx4jAGGYAN1DhQjVq7uHdzhouwwvyVBxcWyWCxcaBdamH9dIhhjfNNkTOc1I3JwVX4inHXSJNlJ5mNx7vVw6KeYTO1udJtU5zumQGYuaZnktQcIgJPmtbrBTVVVNN7O3PVUeWiFD/E4BSZhUaVq/heEx/42qG5jKu0U7UuK1hEi6GT6d2QyUitdPCrEowrud6LC9WKfVVVNUxc1PrpxyC6fDZ8AT1SLbytSz4Qm/LoCOh21sQ8ZE6Q0XOCoe6qjC89DlB+cIfMrHorFR4e8yKivpNDzUCoQawyqmSoTN5dUnfOVEojvwcnQYwlE+IfujDdlu08e72GzTmglp3ppiATI0Bx4VFFxudMhbeVxeVU5YVBgTSCZzTqt3d6wQjRKqfJQmB04YMqVrpSiNljxTYsgXvFU1VPZnkRj0yiMAOiA51g4JshZ6BG5pUFu8N0M/s/t3c4bCQqWGQnZFzhtATmpwRPiFtwNtax+E2z0NbxKo7PKriVF1mJcnxhKlSZi9PiRiDUtY2VLW46AjpYGtIeMxndMLX1E3HBM1bSCBtY6XJj/wAJmsezNP1XurE+H9maKhKaESE6lw3r20FjyvZQGtKMSM6pyMPVVYznNOfaozTYsM7TVQ7s8nCzp27s/hN0HvuqIFuKE1RCdjaXLQ7XSlLCabqLSQbXjvU30k+SOqlXyCDI27Ca1guqWiTOHdiD2jKLOWuBbVdBkMShDjvWpjzoFjwQjTZVdamBPV7yd6f9r1ddWFSi6qVFRpktT27A7z+JOMAzJ4XTor7n00NYYratVKXPu6ImT9FrSW1LVwrbytrIbrWOditVByceKf8AaJcpqfZ8GiVl4hUT7RE4SmnthvnCXiFOEeJsy3oCC/YLcdDSRMBZX9Vkf1WR/VZH9V4b+qyROqyROqyROqIhscHcSf5Wurq6urq6urq6urq6usyurq6zBZgrhZgswVwrhZgswWYLMFmCzBZgswWYLMFmCzBZmrM1ZmrM1ZgszVmCzNWYLM1ZgszVmaszVmCzBZmrM3qszeqzNWZqzNWZqzNWZqzNWZqzNWZqzNWZqzNWZqzBZmrM1Zmq4WYLMFmCzBZgrhXCuFcK4VwrhXCuFuW7+Yv/xAAqEAACAQMDAgYDAQEBAAAAAAAAAREhMUEQUWFx8CAwgZGhsdHh8cFAUP/aAAgBAQABPyEVFEqXDSm2g6BrYQgkoEQglRKthBRpGq2EqqCWEoOgRewIoCW0hKhGHQW9BQWsSGAlAgWxYhlL9FEwtQssXQRQIolLhpFLqUVoyIWoQpo8CA6AkbwuiS0C1LENaKWjLmIvRVJDCgZ6i8s0KqLmO+ljGl3ge4VzJcMxoQsercLUM3Fy0WoYuljQumZmXPwZdhcPVFqLIwhsSOBiGjbEg9X1SM01E1IR0bHsR6ax+gUNtf6CtsZTd7jfISyD69VEpjInkV0S8EpLAjKEcE3D2CdJZoKJcCd9TwLEOzVbnqNkvLEPRVhcILcINEiZm7stCq6RuooJxiabitpwSVXNhwGTvcJK3sGQ42opKih9BElGqx1F5kkhlRsl2vAM185KojsFyFAllPckKfEV0h7YJctF3gxBkSIMBjWikbDMzEFoRoLhJaEpoQN70LIryx6My96xgWSwXIsFjRzIgpsbqikQq0Uk29zX2Dhw4T0LJp9SYWKNFA7SV1gnoB3OhcHTAndFiEj+AzFxfBOThERJMjRNwicKIQ7dLEtai8XsoZCppLi0MXFaXsoL679hVaoo0wUGQVIVZFHFiw5J6ZkiihIQVY4rUVVUiVjUqia3W5TpVCKshb8j0W0rMhNhnKJILTKSzikHuitdwZcFXDwhspQrJCLtVdyJTRUViULoSWN9EI7k0+SZHKN4EyhnRDrIp3QghKXskZKPQnQUt4jRhVlU0qhtVupRpWdWS6FyGmrYbkQ3sSqI1McotDI2QyBG3KPraCN4tZey8vCGGjUy5FgsjtFaQuVskxEOJ8l4ZtJK1z3lrGFD2AWhgWREkGUXoyrvJw7gFWObdj6V0MnPuOY66LEtaELxnpXFgc4U02LQ9JXjMQaDOxvQzplktXP3HcMdpsmofwIMK9TAtGEO5do9ORswik2KSdG5FDknhIL8P0b5TileQs1a9Y+D2de4khto7jvQxCi0laKVbjceVCLSXkV2o4iTYK/rkrBRaSnTxn1HUaYD1/mpaCv6FdX2nuNj2zJMnwUiPYYb2EtT2FdT2FZT2E9T2GP9gjjxfZoJKBUoEwBwAeaEUURcMFVrFZhLnHvyhrF0opFVN7OWLdlJlE3WbycsbZia5pWRrOWLd6d1Q0EFGCgEZCk/1okjmayjWLIMQtCsQQHSSTso5bTbzBRYw2QUlhIsNsHhBbaKlkIO2i0tpHMiCRLIJUkmyRK1dSVwpMNQ6EQEXBIzKcFWScM8okwTJAsGUUCdtG0gOPRAYa0jcrAuZQlYmSdw7dCleVCCegiVsMo2DA0EpHd2aGwtToQHSDKSp8EBQwpZBXUKihOUMAKBRDgUMQQNCgoQFQcWg0wEmJIwiJQIwEYiMSFgIjQhOgiFBUaIhsEmIqVBFLoIsSFiNLERUoWBKBpYCLERAiliKQkFqhRaDQVCVSEVRIQEqKo0UbxGXYRuErojQVx6NhGi5Fs6CdibDEiRYWsyLi5ieos3jWGsQjcWIeWj9QtDCyHIzhb3Q6SU05KBE+C1JKsb67bJxeBivSSxdCOly6whAqblQNrNwQU0V+BGuTdqERsGRSYYlmwhomWlcVOyvYJyxdoStHTDCUrkoqyRxbELWi3TQulrMiQeXGUBVKJ3OpfpLCRdXTIygOKdNyUI3GJBJjXoX6MG1rMdAWhV1FKBtQ7GLpdEQ5R4byRJckFfYW7XJwTbgTnpcX0Uk86ibabUngSXkcKChetXH1ejWdxbVb2UUrrRJYRMrkuy2yQ420Q2LMyrJyIZI5sdXURAtmRjMaELGIyFcYLTeguMTAtLA7Bn6BbG9iNBWmshadQuE5e484gXJdavyGcH1Cm4s1hMR5I2HpjUqOwjS0HXV+xEuKT6iFwWXJE/IP8ASHmvwISq9+0ZExdmUdqxBCmCE4mCg/0qg3AUda+s+PiuZe+gryR8T9GNuNzMWr65TXRC5H+nypE1rzFYWF+hgWtU9IWM7JwNp0aUFYPp4eKwtiYI3uGJTtIcj2+pv1IhlKYuKapQL20YjB5eR+/sTcRb3FzA+xyPSXCQnn1hD2lbh/RKxSThXCcKRW06DqJSpxFxO2we2um9MGBBWLNOZeK4lpMO5cYmBWloss/WKgxreZHq7iQyGrKogShUQo4G8IlkpG0Ari7OLPI2nNJFVkVQWsq4qUvVUvUcRkwZ9I0rkB0cjf8A7SFNOCflaZRGJyJXfcpq2EoQ25aMylNFaVaMvYrxlrNZljpQ4GNJJEksaHvYESJN8IWC8jVMNBn4AsZS0qrSSZVhxN1kRXRDwJRTrqBFQS2E6pm6sJrOSwbMxG9RjDAbJJROakFSIS2JQncYljqVrhfQS9kthtRk25oeKKfUUX+YwoRPqIScQuhfcSR8RylzlSEvwEoR8Yl/jKqfYE/wElgUpKsmqSZzGqGcomXoksIVl8I3JCdB8IwB0Rz6ClU9BSlMwinL9onMv2icy/aJt/5Lp8RVv1L36Fg+A5JfAciF7BhUXtHFb2FhHsLP4BFl8Ah+AT/AIOfgLpE6hewSlAVGmNi7OwmoKlAJSgK4K9/QSQnXFUlENsm5E2QCwBIRIAkP/QuvmG2RtunvjGH1GxJfOWHzkjSIc3EF/oIkvvmKlH9xx3hlXhwxMUon7iVn7iVZe5CZ+46vzHL9xyt8ydo+4mWPuJ1j7lSfmG/8w3+Ypa/krKLdl7TRo5OpWm4ptKeH7E8ZRM4KUk2CTBUiR/jJdQzo8yHnbQaIWG7bSO6KlSaD+lohRnvNp+hJKW4kxa66CdWeg0NKtsm/BW5cXlPO3/LD2ZXSHzpJOFFXN0NkkiRkbvJOlCYcaMaElnSegmlBcoknSSJ10xomZKTcC/35RpjyUSkVuGm1U/UgLLUSP64a0SKZbRGsgDPY5+Q2Qx0yZhCckYSxqHp89FDJajqXGzBTw5EpTesxE5QozwT/AOMo19kT1b9BZvbJGGUP4B/H/TSqWCjO5JMcUizoyIUwkyaOdzsmzHKFvrcjv+eaQcuEt40XkwyCq1MSc+AoOBdDB2aIIZy624YrqNUuHorjk2ImK+YjMjJLN0g5YEt6ifAmoZKBObSEuzLvKln2ziy0NduBgob6bCdJRq0xMoSlJxXWdyNyMtUIozxJCop1rwSXA/wTiTShig5RdkRsWnLMKyFuqTIJaR36B+N6IrCl90R1J7l+gpjGqoW6aY4e+CNaNNsL8zWN2GxJaRmbj5bHKE+E8BVcXsEyLRuq4sMeq6gF00Tyc6fMRJ1eRU3JYulKjK0uEbP4Hatewg3j6FL/ABIFX2dDomRwfVlqfyWlkGXXTLaIgXcW+sahIzGJnLcTEGeG55GymzJureB2DkaVumi9ST4rU5dEJD7uJfXyVcfuJtOjFC0TUKCe4IBZkyul+CiVvsRte10TfqyCWmP+6K4xyOoVL+y6or6ioqJRsMRjj9xyEsY1JTGUrdcExNLj8lDCpzo1ejAxIqXJ/om2E4hjdDYaNeo5mPsWnn5+dZP11jRKKnw4epunI6TGqhsRQhukor3IlXlfofiTgd9LBLKKddqYRDDUlxzyKh6pKQtUuVzhvkiCVST1TpOw5JtqUTyjfoyyfD/THuPUT/ZBm1tl+AiAz5RkadGiJjSDoJhSLoFIoOiFHYdEKP8AxFHR/oVUCdrLUtK6SJlYWkRzIuMitKg9tSya2biTGWVTMvg0rws0GwyqiW2jiN6pf4MTHstx5SuXKz03VF2iRn6CmRyrK0VKZu5TbA6zJlMu4pyj7+5EXiC6DerhyG6qOgkyKgooJO4m0EZ7N2xCNE4IXyo8j8oSoL84ZAotKJOMbyNr6iLnJv4HE0ObDQ4iajs3GbSkM0ivwKLzw0RMqTkIk+DGxXHZGjgxaWuZLfASCvcA7eQoG+jqinG5f3LNWEhm2qFAsNyHCv5IZkGOkoFE2sbd5GU+6LIRJ05JYEYcOgUxZ0zM9BChzobiUHxqFGhXNdx/oqI2GMWtUP6oegp/mU59kihuXAmL8hTJj6jSx9Rf1ja1auvXwoc/RNtKzXbJ6k4o3yQ5oFclSbtkk4WMnQqzHwQHTp3v8RjrIqLbp5S0QI5lF5mDVJHUNHoiThFyRIt9XF62uBdvACiaQGxSTmJH9lmWVuWRLe3KkLHBU/JmxOTvWH1RCU9ukNDIy8dBib0d2q3oN7KnkNvLWBFyDViIuTFu9GZ5POiI0XZKYpEQJbpDGsbNt5fjpqisp2IChyycwiPqyi2a9Ry+JjDnNCQdGCZlHFlJ9A2bq5HU+TAsabDqU3Ojr6aUNzkrNsUyUhUgfwglWItBHvhaovwyM50uqmhIzphpTRkfmtJhNmsoWzhICEvArJQgRQbsk6LypJ0kkknSSSeCSfLklk6SSSTpJGN2+k+WmWJQqaSTpOkk6TBOkLchnEcRxHAcBwnCcZsI4DgOA4DgOA4zgOE4DgOE4CDBwHAcGhwHAcBwE9QlwS4JcEuCXBLgluiW6Jboluvcluie6Jbr3Jb+7SdxnSOkdxncZ3Gdx6bvM7jO+zvs77O4zvs77O2ztsh+87bIn22d9nbZ32d96fvs7712jpCIQKBQ2ENhDYQ2EBCEIU3ElFyVClHIVaWyQ2aaGqEGGgkJbCfLNI0ggggjoRTBGiPOSkhkPWOSGe2kiHpAhrHiTjS+iNUJEEMl5M+KGQ9IJQNkQQSI0+URNXWmDZRhs6DJV0WWSqZ8EqQO2mDAhRLJP0VXZ53fA5EuyChAB7ougQarZclVckgelBpTdepNmUhtgTJNJwH9dJJe+haVKOwK/wDZK78BqkQ4aunnHI0ygY6VxsL1EllEl2SjSWy1t5Eo2LN+pHkbZxDumIe2qcXNsP3EA3Bg2C7wyT4Vo+dKy6u+EKsNiYP3MZaUFaabrVCzQbFEtz3H9DhJLox80S3ECK2xeiiyyo5QlPLoyTM05ndcD8pdREPKpdAmwmvKgm5XgekcqpSLLcT8pUJqGMEh2I2Y/bEcSXI5Y05OgikBoFho+cj54YlmrLGwigy7DHBmlRVjtpgxpqzrLI1KGeqFQqWG2GiSqdz+YrPJL1AjBCU53eh3TYfMfZCV/sX1RVnbWRt3JzBqW3nzkWVv5wJHoqpTcQnaqimU/Ua5rpxoq7HN1JVndPqJ2ZRKaVWQbh0pPqKAJpt9F3lrRZpooDEeXXdHAvJzPFH0hiSq5EsghgcI07TmhSWVdXsoYk9ymdByMJa6jECqknsoY7aNz5KHWPQoO6DQQkWlIgSmKEWCQ40XVhEsrZiKtdapY6E5VgmnzJLsbQqMryxzK/U9Pmo+QGPA7aMGBWPhL7LZbOdT17p8nrGKQHM6HrEdkImlxJH1wZxMlfNw2+MPeA+U+9FOs3erVeYpq1XcdWyxgygLigew7Kg6YL7ITc031/pPQZFyMECahe4MH7+M3CqlvBd5iFUD7EmHt0SvNS5BK9YP60rqQhqRWEgR0uCiW+wlkq/qxVr9G8Zm4wNRa9HaRNjqTJg5qIf5+j+j8upjtV8NF8icNNC43VSnhDdYNuCWBCTh7CJet0X9RPhU+iBKUddKOFn6FF2W6IQDX4QxFOuduo7ny0fNDwOxjRgwKx8NfekvSO71bqhR1W6v0Oyz8EJiEEiVO1Cllh65G4kTFhjKqpDzvdyIOsJWVUDnJDWteYiOrlbokyj0ZYAI3QQFhO3QUpWczo8Qqpmjen2J6alUUcYq4fJ7zFKCzlCO49R38yNitGnZrZjCtkbQlPgU4UuYu75EedUHjMiITQVWUF6AmVPQxJNxNu499zgYCy4JxJyXucbEm3zzl8FQxxCLJ5K8CXxWPZoc4lcBTB2Usz7UJgk6lomSVC6pEhthyObrPgpxLLWYwkeuYsukrJZaU5mScbkuxs4CjUO44oK/OL+6d5xf3xf3yRr58ecv/CbnROCfFJPiV/Jb8mYtokuAxZMW6Occ45ByTknJOScw5Ohck5JyDk6V/K0r+Ufyj+UfyhfohOz9j+Efyj+EfxD+UfyhaU38Q/iH8bROV5CJmRGfyNEq+GCIznHO8QZCZyjkHI8b7bfbZ22U/CySh/Y7j8Ugk4V7ncZ3GdxncZ3md56dylyFzFkkGwbEtZ00RPFOsKaKwjWGrB3s8DMfzH94/qH9Y5fuf1D+ocr3OV7nK9z+ocr3Od7i3Qk2Y5xyjlC3hBlk7mczOYcwe4/c5BzMlvoOZibdktzkZL7ZL3ZLeSXuVKNnIyW5LckS3Je5PJL3G2SSSSydJ8mdfQwZ1gjx4x4HYk+QYF7GOexFs9hG+hkv2LgRoscSHR7Ep0ewhQb/AGHfSMCPSpHQYq8vWJglhKDVX4F17OEv0Ee+1ElDfZlZDQV/DYYCgAa1OwG2SqmROnKONV4UY5rt2DjUIbDovo1Z6UkamGWeR7+hQRIcaowMMkZNVsrFhbZy5Z6FKSw6Ds8m6EkGvcOg3wSbZH5UEd/EiKU996LIi8a2QxO/DT0e6RLUSWRemymCkuo4OCU1h9C41PJOwuKc0LqPrws5H0LpSEk16CpKHbcaEV3vkcwRpNC4wqsITLEsaqpTNKTPI1DMeJY1aRRsSlRMQMCod01YMSbC8qrUwsdRDkp9nkYFtI4aIKmldDpxjgQA2oaZJsXXv0mwp+bTlUQZ7bdilh6DHZVcNWenyFpIGfTJe49jjbsTQgjOMMsNhBXZ3XJnT4r6aZMQh3MMQBxXF7hTBrAKszpJyt+pRXiD3VyRVvtdssb1XhuKYpuTdFj4ZBJLVfGwuCrGTC0aEZDRFm25ILmKt8GAgkt5oWXyiOtTkTWbdRUpu4AaxqU2cCEW0kYtJWauRFaqLynuIjoJqchvqkyX0XeLncg6habI5HMaZl3ItIWHzRX6GLDJWXEiKwbe4wLLXZK3uLaoGCWYh/JD+tSgiYSU3SPUkNRhRyY5CEApF8Kpf4z6OD4RHYgb7tpJXo4FYli7V+BiXf79/wBGNaal5oIeU9egxsaklSWcVVIkecCqVlINgWFKDKTVeOCbHL3har9iKCbXImxNc3dD0H+hHFgUsiI6h9QhmUoI+ctFQxebruNhqhgSxd7DrBsrkunZcjy1licIu5qWqthiblT7BlInKB5MbrpYzZb9RYpVinQQricmJMMIdauT8C8NxSKoTT1EbRK82IzaUJc6oatDECVTluxsM1BS7TLl4GS1RK9fYV5ENFIRdIm1mqj6OsZHEC+E027LBQyEEqQhLPJd4mTFiVv3MUJpbDYSb/QqMrRxA0VsRiubLXfoNpgWLBuZ1bFgRxhtOxFwOuy1WI8Ewdqng1MCpY7T0/0ZXi4LnIxaTXeJfA62hj4/A6stzfIpOXkRcfAbZIbwml3uiGNJE2uTZf3kPMSu0YLPoov3EzT3UD6Q0SxAaHteJ4HJtFST3GNIDcjRTrWrIVXGOpp8pafSIJCaSGtxbV/aeg+lFbhbg1kFzLh3XIyaBDmVqtgnwx0eoaCFK9CjU+9cdozb0KR4GgTPeUJWpyeSuHDQzobi2mxtknbM53BtdrRDSBQxUjmykg2LigkotuW8hqDVKiskcssN4IpRJhNCYkrRSwQrmuoUuS6FnRR4hCQqmCDvI5CBTnmqd2LvEhDVVtJ/jHvMbubgkhj1NadhcjNS5peaNha3xcdHuPNEySjTahfx2OStVFEhJClCsgseZ1FeLQ3qHsZF1GywiWy0Kidv8QxmTb386IfJEa6zgXeOqf0JDs998dCHSOzPPJJd2k54HK1JRQrlsPghBa9PsOXrc9BKpRqduQgG2GXuTUT0eHBt+6Itns3Sn7GukyPoVW6KeCcjmZdVInstIOki5SWGG4QLyh3AmAm+w9hJz7OCTf2cCkdfZwUTVhTWTPgik7CY5/AaHrw3IxJkeWyeh6ieskkjForaJxo34capkkkkkiZgmhPOkj0RIzHjnwJ6oY1pMIdWIkxrD8VdYEiUmY5I0JqUciCL9ET1ghIBiCC4gggjT0PTwQR4qkFSfBBApRDI8VSutSpBBGkEMrA1tJD2IexD2IexDIexXYh7EPYh7EPY4GcDE2zexCuSXQfs1IRPqTkcTOBnEPcEtmJtWZys5mczOZnIznZys52OKaiNuRL0EwNuHBc3A+tkboMjVBH5qTAABLbn8rZabbPw4BTkHK03OOQcn3OQcw5vuf2j+kc85vuc05J/SOb7nP8Aco3e5z/c55z/AHOUco5Xuco5Rzhbw5Qnve4lvDoZ/ujRNnrUdmiE29IK/kG/3B7goXHIPkDVQXY9gU7CjYJXFRvFCjYcI4XsJUawPuRxRtSD1qJUVzn1vyLyNSrYmScfCc4IFTY4SuY6LNSVgqY7FilT9mY+pwpJhhabdDGhK6qQzHkJVH6BZlsMrovO7CGcnBI+FJbE6bCG9k2ahj81W0JSJLB94Q+bMpGqrtGg7ok6MYm01USNjUkf4fez/wBIktNYflQQJaU9JG23CSKzg0pkUJIFi2uAZIoyrkMXomKBQr1GnuaE99pM0LIRzLUoGpKFGqW7G+YlVpDaMCPhr7O3bkTRmJCpGS5p3UYRT+1RqFUSQcwpiP2Iist7qcsmr9mEoRudCQvtWsSIX0E7xKzsXVo86iQtEqR4kIUipRu/BV6v5Q9HLqNgVLHM9lsWPZI5R4JxKS3ExDaKiMlQTzOxd5r+WNVVnkXA75xltkoLsnbdfekS6Ep0pjVdgQXPoIlj8EBdNCt3QkcghGELUcQOViL/ADlWWO3kwJaEFrhZq/DcpbsuRCUhrUkoQaUG1c+BNAf0nYmkyzhJEc17U7e+hvfaXJnFOqxQM24VRsJNaG2JIVURsIuC6eS6QYH9v/TsbI6MxWHuKSQNcO1ZwjunJI2rbQuw1D+nsdSHpNV/8FpdqtJBVGMlm2rUSwrSfyXaLV6NeG2xXJURYVSw2EYJqHUSFuR68BdSkil9itsh/sPSm48J7ecawhiaShi1ui7w41aHZPrqtZ9b/oFuAZ8xGL3NCd3gU9+4we0Hrv8AZC+x/wBHZ+ROiGIxdevLYSYLy0rvwWjbZdSpWjOsdV7oSH+77jeSSW3O7EQFsrs3Iu4pGidck80IPkI+QHbQ3TcBXohtWU8mZz1KRRWeHtr8IZJr7mWgWZGZFaxb0gpCGhuMzS4m3ipSYHe3ZFgxOege+iH1JXYuJhZxTTmsjCn7qAl4pr2wLwS8D8TFt4T4HY29Wiu6nxP5IsgkTPCOjW1AyMLv2J7qznJW6Jp7YFU1epMkAZnnCGis24dS7zVAeiJ2Gdc3G6NxmUSUisZfe5WnkbXOBiYeAKLqSwuXLqKJ8j/oyiz1IWCc06SFNqreq9xBhUJVENsk9k7Dt5DrpIhSQW5N7jTIkhBrt1g++BGjdDlsiiOvFArYOUwIW0KffoN2SGoLrwIStaSew1VSG+MaLKN0Iaqypnkn/KhQfkib8AUMfQUN/VCh/NCfn7oV/C1+SSdJoSSSSSSSTpf4J1fisUaZEhPZXZoVbFzpOpvodTrUsD2Wh7oSUL3x3Y3mnzkzgro5PG0sQgSG8hzabdhPUdm0Mc34G2T4bydRqfvdBuVfOTJqGcJ6kQywFLDZNit0mFBVQYyVLSdNJ2dxoHUwtpSIk/pH9pn9tn9sf0w/2I/shfuQmhpbN+df4JJ0fmyU1fl18zHiinht5C8MOTqtEt0gIySI9Iq4FfnSOrujO7u5kjp8QoI0RRFEURQNEUP1ERRFH9BD9BD9Q1/SNf0kf0EP0Ef0Ef0kf0kf0Ef0kf0kJ/yI/pI/pI/pO6hL+kiKIIihruZEREvCgAIMBgLTfYi3Vwua8rqqqqi9SJMkwTBIEvFAAAIHAHAXF7CvqCUjEkL4LDTDd7FSFtIolOhbRhGroUVdJhDIdARAyMJEkqp08SBiuXSoxI2w/Bt5I0aCPBDGdJKSWEOqKyxlFZiE0XJhUILvMZYb6H8Y/lEPOqTmEnI2V011IE3L2GyGSvHJIhiUkCkB3JDhe+qZ2EkpLkQSHINK3kPSfLQgltBy05lh6yQFvoNAHW8EgTbIiZJEm3a0+QiRPIHrH8A29f8ACIu4/JPB8bgUN7KF/QW5+RaMallq6WaGbaSSSw9ap/hHHLxSYLvcuM8eRAxqw8mOjHIm2yXokDMS3mxcmyvTZbDTH8gPMntKW/Z07yNalxBX8xJtVKnU+GkUGBJYiR4UkaJCHyLaLPyKlF2MjirJvEyV65DYJKKzTAu80gNESIjFXMEl6EYb5JE2/I9EZtyCmGEhJg8tIxX8LhuZQiONdRTrpKyvVFdk52+YQz/NpikIQJtWJFTfA2juNOxyvAk1iVW1ggtnNRLDwV7SI3YiGRXYOW9PnCo9J3/YqH1RdNYlCs0xINGbq2ZgtfEvcQpBFkLYgkuma6UDWo4FyluYdCwJprv0J+R25QdtNxT8vc1dgJ3LHyAfAEN2qarfFh1d85tMeAgdGn9jCpZy3uZ8xFFasJPLEp+7yHYSIpJsonZhYdRbe4XK2+xQJ9/jkV2lVrtI4ughwv68F3lo3ESZnI7bu+RV76GwvuIXhleh2jcVSvcvkWntB3bdCr2Y9mPPlofrTrZZIiNKyqr2IBLVLBwOVSNGrRLdIHliCryZsjJYiPVKwVyPV51yIEIDcKAsfIRJpySopVFZvmKX5xf0RRflFH+cX98dShTFcKujQjcsqzxy2dUyLdL08uZY0iL6dfQfSO4bnwAhbXb0pMCCElp8AF6VaPCYZnVeShOZFKG38SxQVLNCkvZOR/XgjJe82SLyVB4hJa2FpqmROpGZAXSDKUdTgu8GPGnoeRVzFv1KZY7ZTv6j0iQu7nf7Y7QpMkDWjAbSe9UMiKfgXHBNZ9bL4Ejm5Q4bsvYiZbUGQsysEXjb1EJewW2w7eWiMxQ8nBeAil1wQ5C/hCIFdFopIrqSSpSTdqQPSTvJdBsZNDISuSc6FaJSRwsnIsNbD7nUJwJrBNiWCSwkuWFyg+6gd99I17kNDd1O80hkRu5eUiIQqqU8HUhkm5qIaHmuW2UNMad1y1o3tiUNvEicklCc1DPmIYlT21WNIM4mq8ieHAoWkK1QGFBUlAmNcZfmv5EgGxD8201BkCk9nBZIdiUQl6CLWaQ4yJGRCWylBsczXN6FUE5I+m9y2cyb/Ayn1RATb1I3FcMzHmJLWks0QSPNJZfNr0L2HJsMrlI/9OMKFA1vSZSkdgmiFCjSaZ4KEF0Do+/L0ZsmqO6eqY7WlatcEApqAYEN6D/rn/tnw48P1/xprKOyzss7bO2zts7bO0zts5fuT/U7LJ3BO4OQOQOSOSOQOQOSOSOWOSJ/uTvjrjkDkDkaAIBO5qAB7kckTuid0ckckckTuid33J3RyRO57k7nuT+4Tuid0ckTujkjkjkjkjkCTJIkifDCMMQ/AhCEUL/CQgANrUoByBO4ORobljljkeAAByByByBOLCd/3J/uJKcuBxy6MhVI6mbl119BsQd0lhhkJXoUCI5CUFm+xk+kL4G7Y1DXmdv1EVmRE+fnRKTkTicYQy2gIwJRNtPmf1BC1XZAkNS/3kF/dk0hp7OngWifHBBBGsEawQtE+Sl5CCNfbTGkk+RQoQiPA4KEEDVNPkEnNyatTKHU3o7fpKGbRKz1FUYrWu2URU2wcSQ071pLBFx/Sh4sdN+ETA7VVPcctNshJZI9Uk20ngDM8BTyxentjG6YpJn0gosMVlhyV+coPSrjJ7ewwj4ERs9xWVI+RzOR1UTvsZXy0XkpqoSnAuKRrAiVZUZj7hLVlhCJC3U1UhQKdcrPgYza6Yrn1fKNzYaNk+o2cduNmXG7DV/tisbkcL1H5SyaqUlTX/wRkJhmR0BNi4LaoQjMiXTLfh7ciW1su5losCWRjWUq3gSJDhJaXqhrqhTd2tJO8JWUREVWcSxumOiVNO8cmPCvBhiy1KkfeAoSEuKIu4h4e0Y4GUc4nKBSA/XaDuRSN20Tu+8pSwlZLoRSCA8+9NjUVH0Dwes0fOESKt0WnQ0+JDCnC6WH9q1PYit7CF+lQjmdxFxNrBClP/VBW2GT6IV0RX/pL4awuMMSqHA6cNAcmDda8k3Nx3nkRR1orYQ3niRL/STjQp56j8uVSXn7kDbIKy9SY65Ua4JwswmhMulRquDSeom9zkVy8cPwjfMkiQZmYqByl168tiEufLW6wZe37flEiWGB0fp8QITKKnUYtkFRe59XIVCJazcvNxmafDKClpq5SnBM+xD9Y1SS14oMoIaVsVhIaoUchGX2w6lVD/NXEPwojWraMnBhOTG62w8y5h/QzbolVFEXjcJvBSqSQduDOiHK23CKD2lW9y/mWXJ49Uz2nIg4zNSuSJ2Gn5gpaJbCIjdmp/QqFLKbLKh2LXahZIfQporPNqiaaH52KlR9SAozlTbox3qk9ooPLJ6GHpJvL8JHv7ZDCytUx1FiFIzW9R1gypL0GrtPkQKloSOeXgeW6QgZaHaazkv7w/LLeZEJWHGuIVL9CkUu4+hDFW56ISCk7pViMpuMIZNAXSEobwgoFHae7/SHRXpLJzArD7SqxCVjJ8BumvBfyirCJWUdYwJiFZp8ig213aab+iguqoThiEvShK+5GqiGeiQ1IK7exEUKJKM5FKrwkLxaMjLb/SJUP0Cm70GYVJZVcFYg5O0Rb6GmllckU8c6IvbyEXsGocIIJqw9YkUW6JJZ2ZM9TERcg1S5k72gnKVeEjQisJBX6Eq5RJddJRcfgKoSFFKZS1HQUTW1Pk+3tkQVwqewiK3d3u9cEz4ed+h8d9CgojbVVREG6kPshDswWU+jI4covpiQnJWzIZMBXKkpvJFCc3Hr0mEoH8gdPboFBMlUepo06Ct5vrpNkSXlcMtacud5dzgdKPkN0WVC2kaOm1ZFpPXA6pDnOx0Gl0ieWWmFZKwnyPEmaEiGgtEVPyZEtklul5dGfigfBUqaUIsg4TVZZMbpsdA8Oh8iJ8s1AWoqnFIiOpCZ0ELRNz+Ia+fltih9smhPUnRL3fxDQOdsT5FCANmWiCeObIguKwWRLmWvaZVVp8BFqkcq0YyE7ioXNpVRWxAFWIXoSPlA7tYnSPUCxYWSy0e5VZNEsqUyQaOfQKH+IdK1JNIS5hKaQcRzaXSL9TJGo3hD0ezk6/8ArT/3LdPlUAALT+svn7Tr9h2ER+qR+qR+qR+qR+qR+qR+uR+oJZkg6DIMg6O2/wBI7b/SDOzfk7P+Ts/5O3/k7P8Ak7d+Ts35Oz/k7P8Ak7P+SO3/ANI7z/SO+/0ifc+RjIMgTsH5I7z/AE7R+TtH50ZHef6ds/OrAPsH+6kJHbf6R2H+na/ydz/Ogux/kjsv9I7D/TsX5Gsfa0F2b8nZ/wAnZ/ydn/J2f8nYvyR33+kd9/pHef6R3n+kHQZHef6QZHef6QZB0acyBIAj9QSlpEpaJEiZImTJkpPC8qGNR/yJeJ+c9V/wIwLymPT5x816LgKrHGmKUW0CTdOB16hWVaxEnsh6L4RAqQmn1JyymWKWtHSTMlqiUD5tdZi44eewJCS00DT6jxBRk1sxCSNUHEElFm6TYKCrvo9ypcSWd1un5aIqv2RTK3oT6DxCb8Dd1gQpH1IQTNmFQg52cCuIGlfMSXSaCI6iyWFLMXml+gnwfxaAQL/Klwn4+kiT4HDC5E6iLINB0/DFPsKqHB/wJ5/oFrABkpFS3HJCWUYfqhgNyRgZQY4SKrI5kzqUKkwPyqINRmCIkD4oPUztkn+jjEku4KzpYpUSm2mumpcq4sxVQwtYN3EMALs92O3JVPT5R8tiIQgJ4DYnS4LwncrZoDiFyWi+M7ruWu5ZqWFgVcGpJwvQ7zsz5Q7VuN7T6Z879IblJpO9mZcAjrgXwRXgNv8AnluTom8odx2JWQXGOI/kVEzXRkrvWq/BQPhpengmSajkKE7hHcYrPg+82FeKs1sE/wCwaTAqNvrJKf7LvKWUsktLIMsuaWrco2Gr9T1bgJjkjU8R0mc7ie0NImFS2p/n40S0cIhup1tFKDQrc2VilZFjvI/Ri4TkoW6hxGZKXlqpMlpoaKKXHwi5hJiBqKk/oV3hX+CYquucJX6HfRKhuv8ADHDJxZcH1PoVKC12BcjVWFgRLt3enzx/Jo9Y/wAFRnR0VkVThEnjmIEuNF8J3Hckik3TSNKQr/IUbaS08x/RkXvpqVUhpSQKJIknXouEv2d+2Q/6hhNyrkOIVFxOyEwjboXkIRotmBMVcC6QdAtwjdBqtIUBDqu/QfcpIqkCitx6CQ38LYZZO3hcDI3Rb4KJVSOPug1XJf5KWH7KI16iAu0qpDf7HhVZoYPDErkR9USzdNp0GIRQtXrEp+4kMrh02POkSpFGUmPYTW7bXVjsfLeURzuukCjLT3ib9H2Mm/nhlMm6CbjZl8sjPQiujUqjOqhHJuNR1As5ko7ETuULTVLlZG6RMO5iMUnyQYW59ghDE/CUEwU3Sg0hWM5S9V8JRyYYbwxiQo2ZS3PzC9WYOwzRZoUDcCpIs63dI8GxQtktkZx3tCgVRDYgtMnrwIKD0q9bxrROkwKbI98ihgVDKOjYeHWTUd6s1AtB7LsiayN5FmhZIyE6mnIwbGsthDLWTCXGEhfQeGKNVRuB0oXXk9y7yWJo8VWFsxojThEtJ8Immfnc+7EVbOpqXwgh2torE9CM9SVofHoIQWxFYGkRcIiaQMMEMMty6myo9bcSXJmi2YWitpW9IPyZFvU27lRkPfEZiRlW09zJOQlMIISz+/UqaWQPkMDONIMnuIbHK2fyh0NkUVmWcdLjOw3kNeCgrXZInSCY3Etub+w/ij+eP5c/mz+dP4wWf2gw6jwCSRkkk6z5E6zqydJ0nRaTo/ISIJJJJJJ8E6ST5asTnyEzJgVxvRdSEIQhs0HBOCQ2kLacE4JxTinFOAR2nBOCQCAQKAQCBJCgMBgERiMf2kBh+0j+0h+0h+07LI/sI/sOwyP7Dssh+wj+0h+wh+07DOyzuM7jO4yP7SP7RS/IUTV4B3GdxncZH9h3GdxncZH9h3GdxncZ2GdxncY/6TsM7DOwzvs7rO6zus7rO6ztsX9x3GdhnYZ2GL+w7jOwzq9x1e46l7kt17nWvBPlz/2yT5Uv/wAj/9oADAMBAAIAAwAAABAx6rbhwfQXBUBWJnbhVWQZabtGA8nQYscIdr0nEWnekEeOuWSekaymVtWe5qBZUxzKqbT5GFN7guNqBrP01KtLr2aUTakeoULC3h0glfID/wCIuZ0mS80SiVuIdBXsokAM5OvwCcOGqNyhRJe3tmdp4UxUBdliO3fHYGgmLOYr36qyyGo0FDgYO6RkUquxwvh/9dcCUfb3jN3gWc/gRUI4rz5NcgRJNUMxRkeZp+7LHs+9E3I0i2R8LYA0uOjHQRZVPow9E24fD54xgrru+w2Bnf2TBXmo+riXDDELNM888SLCd9XiHY8MUeEtzWbKR188A6hBoqt8p49M50h8Ou7cswwwaQVGRHk9cwwg2QwzgISoBwggx5swETM85C2+NOUN9z3cdMZpRvKx49TXYmeGdULeHOAFAEV5YIVMF1wl2ETtT0udMJU88888srxVXsYJMoYyaxXlbWAc8884T4/QDl0q+Gm615Sn0oU8888NOlDkU1AAtPj2N53DCNYpDLQI9TeBfBEVBw2tNRNdrV13f/tTjP8A/wAN/N/KKYCT0/3Oj3MCLTIDQzCLGwFHXbg12Ht//wAqoCbuk7jjy+SZIPXAxEUEBzm2QmS/7xwocU1lIHq+GEBA8TlKRd0IhI88+LvpG4rDxIfrHrLkq7cmaRKv3SUUMPWMNTeHs/8AcJRSKN+tNORwaTXwqj+ft5c72holoWKh+Mv7998TKdRCTwWJgC7ugD6z+jKalcZvB/hij/GcQUY8lw12BzrrIUbH4yxG+KcKHatcYNPPPuAZnl3HvONGpAVQd4nPCEhFqJjfyaGwZOtyRNiFRLXN1Z+8Ior7mhqjjmqUugtd/FRDEz2Q8CCFAD3XDaj2eyEh6TKPFrzSd8WMs5k8uuab74N9M/UUlQpXAgXcbHOYJe++8M7nLBl9vG6i9/8AIgTh7NHglbX0yF+o06ZCE9iu7S6jFCAyQq2SK0xHkSgYd9e8zBUhiVxzX+lJbPH6JFW8fvlmsZRf3w0k+l98hzxTzz14inuofT13U3ijeegjgZM78bDzQZHhVXdQ9665TXnH0FnXn5nMBTOBDeTDotb7vNzIUUd7uPx9hN0QHZL2I7mT3qIwQwxrWDYMkEuuZzV2mpedEP8Aeex51E7OwKCQEc8Q23Y6ZVsUc88qqda9q64ABBtv7ne6e2esOJBSyXsIQcEOOMeM4LBDVCMwwQk9fsJ6a41gEAyB1ozVuVFqpN/t8NNd+dtPd0ndRpRgJ9tNNqU879ZZ35ttNZ8665+amZuXrQKTtDCsQ88wNElZd13B0w88qtashXxDk884fEbGpqgSfST3Guz6MioE88DlFPRtZkL0s84oqoDA8YoU8844YT2v6mawuz3fdZhRXjD5xfVEh9L7fN2jHPouN/lRTN5x9/piOiycuW9ejDDie+89/ddD8+jfh9gcc9+/+i/d88i/9iBdB+f+++iCA//EACcRAAMAAgICAgICAwEBAAAAAAABESExQVEQYSBxgZGhscHR8DDx/9oACAEDAQE/EGJmNsoorKysrKxvQz/IPkV5G8Mby/oTyvobQnhCY7Hh8ymLn9jGOKMMS22kXbkw0ryvoTcEbc9CYWFheBNwml0WY9F0XBdl2J5QngYLG2JXcSHlLkJ22NKjVWBfkVh7VYyuKItc1W9FGU/rA02bDGyGBjZG0qZEuRpMDbkTTbQ0048DWFO9CslyYovZtLsemPb+hbX0LgWkIsm2FJ3/AAPbo6oaUJcDwPTPsStclB9YE8doQVGX2IQHlTPRa8i48cMe2LaNPAqTdEtKv7g1s4JMD1DNNTLFC7hyLRCtHtewmKScjXDMaL8jGbH4KTXscpoSX8CaLFFOl4KJZfsohTy9/kkmTWTGtzMZpA/GEHxJq4J8EVav8mBjx/A1d2GrhlzwxuXhlLy0Kqw9DY4ZZWGWNMW+M2YFTQ7BX0PrGQ71+ClBjopcGR4FhCj4UZRdhYhANIQIqCOglNBQ0hLcaGjjeBvxR6LGLhF48FwfyhGlNixPJ2Qv2ptL0G3PJbXKNytK45Y6SibMpSb7Q2qnbjgWica+y9Miil7ZBU8b0RnHhj5HSkqNVLR4I2eXQ5QHbfs2ZycBaFyMQnmingwf7C7t4ReCI3aeU8GBJd7o8ujifA2grjeHt9Cd06zslDjTCbm/7/4IncZZph90vzPdN2Q+6e7+j3f0e7+hKmf6F2f0JDb76GJ5DazoU5SmSqpyZU5gczvZCw+zBK0JyrVjMoQ9K4a1Cq0ewX5CrsJTTsbXaEtSxvt8SsBkV0glqE59jJNrK9i3C/kSlFr7GpDHVEmi/kuimvYzh/2a/Xs/5MRr+xa0WJKz9M9P8hUFn7eEjXsmRjWENRz5ZNNlwtoXFy2aHjDDSZBip7oWGOyEgxqZExqnKhjoVjCcnomoyjXwpRZwY+GuRErS7g0uoTFWBITSs1U+y89b1iVKpR9xFOzggWtBwN1tCNq0ORupH2cB5SLXflexMSNI8Pv2JebXnAmYsfRat1+h3Z7F/O9+jXxTnLSNMW24sKSrWB3tEKshkmU5H8HvQuh7o03F/gzpXs5+hzb4vDfQ5sksoGiqLb6X4EpftLVS/scyfX0bYyW5f6Qu5/pHsf6QptrXSH4YvC+T65OxZoQkMsopXZvcLVWBm0k/klomJk6nkQRjESbwJloY1DbYfwaJwDurQ4qH9ob7LHXBuqXXAoiF9Cwk37QklhDdpLPFTNeNY50vhPhnzDJnnxnsz2ZFWI3gbyI2RrfiEIQhCeYTwl5gs6KQVorpG7FHK4EhJ9A8IxMmkl2YVMWhDacS+d0KdRV/gWUjB2l0HxyQXT3d0+il+CYMWRNSCy4OQcQVFmDjOS+aDDI+w8TrytkKbxTeX0hmrAatGpsiaSFh2Z/EQtMW/wAC0fwTDUYuhupLobWxodv5o7psiDL2xJlY2JioskWfmdf+hqyxbZjzCGBiZ6O0aJVPI3kz/AhvcUZU5J4hCeLaa8agiNPJF/sXHJOtbX0Jv8VTL7wI8ValchbmW657Kzk2JfM9j9nufsZHmmNoqKioqKioqKilRUVFRUVFRUVFRUJCCCCT2eQPYj2fIABMnt8L2nsF2CXIlbBVdB7Qj9jEkbQi0JGhbERERERDIuCHkasaRUEpPrehzWssmRYiXYoqgkiIgxokO3QkmOVg9ahDsL6RdhVny9G05b9FgVdmPKlO9bpv916/YkatL1NnQwZC36+xQfUxaNwJiEktfQr3n7HnJ6JgLdYzTphheF5uV2xL2LHnYhUVt+iH0Fk3Wf4GO07kfIZuBirmYS1+RKeVK23wJyhtrfBteCKjLQm7cj1UHofhsf8Ak23aYF8Nz6H6g9lRQuVY1BecZ/YxfCNvhGEQ5PZVy3/z2N1IvYtDNqmRt1eygRlxBJ2+IMoGuxoXlD3EKog2tNv4KGrJv0Zy/IlSZgljTpPgQNJoo8yL5c+B6LgckHxiKkwNMyXQsOlN80ZBTZLkbRjRDxM4nKGjVtm29jZxqd6DikHNYEcZ/h9DptiT2k8CCiJCTej1CdwdaMNngc/BENeR6H0DQSDXgqDbF0K3ozC8CVXwyZIzKKzIqZ8GmaZFSDPhHwRtivwpziIpclRaSMROnhbJK0n0hAx3kXPDHAk0PFQkQpLwANUXZaVIYkQNPBogtd8N6O9hbzN8IUtXpx4hPLHuHkBKiVh7KMnwJBBIhEJIhH6FkVq0xYV9mBo5nAm+eqX+TCc3sd/jQ1ahHnjLJFJsXV0UCdYbQN0qH26Kx4Ig0QhJprHyRd/YlNYOhThXhPpCOxEM3rPPkaglfB4DzIlopDVIsCaAS9J4nimI/wCAWM69kSC1330XsySpKDLTOZhx3S+jBkuPfsYIWiVmTpU0Eo2ocC0pUW+CaE1SCCCCow9jLK0RvFGhWhIUaH9RJlSKhkJoTQ0QkfIxv2KVLgwyHwpSlKioq7HGJaaigtBjoRJQNLAQzAcQy2MfH/2mOPB6ZAkeSJqiQSCBKSSSSSNEfcgnZXk9hBLJREQJZRTGiJJ8U/AqSeiXwNbIJ+khFWEKkwVRwVVgbPKVE2Rmn6Ghpx7I9fsMnp12Gw/sSl9iGaY017/4E4lSWRCYnfgp/MWnrZhLo607HJGShXZvnxWXyncCVl0MnCQySSYTwWjLQkp8ccjpJXLTgZEN3OntIWEtSyJrjYsvLGDEKLMEppFdbj5Mwc+3D1v+fQk8P+fR6n/PoaR09v8AA+UXDoJRDdT6GFqjF4YXl0bb7YikL+1Gmp1+xSvgd9EbKXT5IvrLXIOJY2J8bYoZvkQ8V/Bjg1V7QbB39KGpmk6/Bt01sga/YwZEreX9la0UUWyvNL4V+fYXp4uuPO3SlKUpSlKfQ+hjwJHwfU+p9T6n1PqfUfqN0rPofQpRjsX9Gy3TkUxWmB/+wCBGu3skyNtqoeqcFxRprwnMjZiDdELo2+hTEtJdibG2TclXA2raLb6ErUxqyzkpfg5qnDCCDKotwS/0NwG5eDCobgvWkMUlJ8iIHlcDHssuGLk2X0SXcffA6JzNaQma2XhHNP6REutljJYz/hE1f0SyJh2dAm3FJk6jz8mw5f6Hr9wfRKFCYJFoTEJ6EzLax/ZP3IuM35gPTimmLUEaY4RTI2NwyhiDz4TjG0M0xipHaGrwIoy5cQQ71NE3yIe5SVHX2/4KJR03ibE1WdGJoMG/2iVK0HQKzNNPn89ntHNLieL83W0N+H6CToR7dDRo2JYRHG518kpSiU6mII2arwPvHNRgpfMrVGw3s2aDZ+sKSukFrGkoZ+GKS4kPsbT5Iuz0Zjsy5HHJCCVJwQhCE8YITxCEIQhCDUJkg48QhCEITolIQhISDiGzYtjwr4eGjR9liDZ9/K7JLyPlh8P0Rtm36EtUdRHRps7F7ElPPofxdKKU2EqiglcN9sSp03oUynxzfwDlVenR/YuotNiODjgSF2SKl/R+cH0hm3NeKGs+Fs0iMj4HlQ5No+EckLQ/fURHsTeF0YGyD/yxMOnhcjuILkWVTbj47kkb/Y2zG6Mo6oNNnGoxDKfFx9ILrOnlJ/8ATJwTa39McJys6HIzaPv2RL0q5h44IkfRmXSOnX/qJ8ClL0VFRUVFKUpUUtwXsqKXoq4KiopSlE6GUqKjsVGxlKilRSoq0VPBSlhaTxCE+MITxPEIT/wgkP5LwhCEH/4f/8QAJxEAAwACAgICAgIDAQEAAAAAAAERITFBURBhIHGBoZGxwdHh8fD/2gAIAQIBAT8Q0QqK/DJmGfCHlHBSlKN5EPBOMiVsu9mDJdhKJNtk26jyrqRjNvfA9THoZz+CeJ5Xgto1RSI2NcmuYLS+aJxTV4zIYmtTH2OTRREngihmSUywnknKxJE0/sSNYf8A4JlaZkMG8Dc4me7BiVHHhaEPQxLBmDcdsgZGhyuWjm8g2tuXSSYigzRBNUyJRQ6NjQ0Tw/B1ExolVzsTRlsaLYhvs2jnrJlJ94NKgniDQWKhVBjYoaYfwOu2st4/6R6ZZZa8cExPecQ5J8pjIs7/ADBHcTHvc/yQlgWBgwJIwYOhpaHujIyPp44OB6IlYJLTEpDBz4wLsRMQkYRgwzEhLkxPCUTARkSFyIh5Q14+h8HA+Ib6mj3aSdexKeZ8dGznGR1qNKoj46Y19qOyosw59+xL6qXqQWaNCXhq4oyx9f4Hz0S17GInJ9QWiD8PDooNFCGlqlYqtamrDKa4+hi10+tQnWqUXrTUxoSeQbFgE+WQtaeSNgLreIjegegesNvAw6GEep4Teo0J8oxKpjXobWpQWTKMEiGGmoNaNocpVBvNVHSpqk08COR4iT4KnA9IpMKJXhn42bG0G91iN7CQ00GTl8N1/oTynn6L8klL+ibqf6HuSLQp39hff7GNEQyTZYqJMrZtXzSmTeplghREy34amrg0mQcie6HkUeIhQe05OBGKFyum5pDNE24/QpEkq2kekA9+KUpK7DVrYQi1EOI1Gu3wh66zYlLNjswzkpC5l1MX0Rv/AMKlP+vCcpcRC2GFppT4yrQ/eQIxK099iS5rm9sSaueit7f4OKl7Eszfp8dhvq/gKa1Uq/snHu7VuBoV5Wx5KX/QazZPDHTjSz0vi2ASkPYpgNDkbPYzKb6IaSmFaIlfwRBQn5RrKLC/FQ1UxbEsCYjKPsjYgNlFgjMn8UTgb7G+qU64MghDuiy9k+bCCahHJfHRtFEsYtPLJd7GQYW4L4F7T2ntGETFDBgwYMeFFFF6FXBVyY6McFKVDYmNoq4KUpSlL4pSlKUtLC+aaJFp2F5CZMHURW3A+OwsoxLK/O70MBrf0LKSN6yXQfnJB59d3THieU8j3u0jJZ0k68ZHhCugo3EnhQX7Rsv5I+jxOvn5wZ4EGm0vwKPTQ2ZWNCi1NvYpsUNA/gE3RNWjKv2JzDGuhuz5q7rYRGV8sSJWJsTLZZIzLydf+ho2rn58+NobMM1btsEx3wLfYptjGdUQYZqf5bAH5vnFtGcMFyJZGRaFtjOlamhT4FaKLyJExUhMUUUUUNiiiMooojKIyiMjKIyMooooojIyhMNihMU+D0C6PA9J6T0DZCjBvY2o2NlTEK9UrgrlK6NlvZXorKyiCtxIYbBXoZBTptBzlMsmQ5ydimqDbpWVmORDBqrQ8Kxrp6i9OV/Y0WLYhkrSjwMzexwbZWJ9iWrTGNWxhEbDRGEPDjF7QKagjaC2W3aGbVjwcGzPaLHExBE0E79ceH5dpV20ImEGnpiIdTfoSfeCyhn9EKVJ3JeNngV7pMJaHjHnvl/oaI1qUl8ijKzl8L89m4qOdT2K0iz4WoIilMnj9DamkuELEu3wZwC8tjpXpyMuxZKUNYJ4dC2EMX8QRpqclQ3oqgQc1DVR+BJq4nMeH8NCUUQTM02KTatWSHClIKZtMk+BC0mjM0Wr8NTZlNcFTJSsUrd/0Ll1RtQuZFsmbbLXrHpseEdrvwWF0JmZmWJoUYRejTVobHUX4wjzBr1lXJexRRQySE8hnMxpMBb2xbGxgwKH2KkYZUYL2Y5GyIwYMFXBgq8VMThjTIltDnPhfIoaNi4UHIXkUrFQ9JCnIibbkOQ2hpM8izJmm9Fy9Eg70VG+CMBWUtMy8IbEDKWoVRsQlWXwJMr0KUpfCOMIeKVpm19+G8pf834Jxr0XsXyXBoeC+L4MfyMJqctPQUc2uhxnQ1gqg0KRtkRDQ/aFSbYlGkJhBLYKRBlBoYxFKOr8hSOXf5EpPxDLCnhPGEIbkQ3+s8jL5pRabLImZrqb9QT1HlcDqZT/ADRRG1f1S16smxvPwgwklxvbEmPLQgJjRdCDD3+RKMjVGm6Q5F2C1RCEIyEGiiyiMjEmN21TawaTUaEiUSx0ZNCZCPxGRkJRhUkhIwZGlaHwEGBfQyMjIyMjEZZM3kfZoedjCFQ0eHL0Udg9BkCio4WoN1gorDYooooos+xZZZZRRRRRQ3LZRfgoosssostHsE20yr2JnZDZLbHKoMRRwvfsZ1WWDK3/AINIq/5DdnoapoqQtlRJNprRFwNfFbFbH14dsSiI4kdsrSNo+/yPEV2vPmeYMexuC6zraT90sEuLqbnqFxbRv8jphLB1350mMk+2Kq04yxxXKUTYQFAIZBXgT2/gab3f4K6/Q5KxtToN4gnFBYCbTqHG8eH8EONtssYkGkjtN+xKX7PQ3UlLp86D7KgWz7gqazr2ZlXsuKQf8iY/hTRIamPk3Dj0R1Tj+RNFasQl7WhAStNcovwQ9kRCBZH2J78n2J7IiezHk+x9iu/iH2IQg0Qrs+xlyfYi8n2PsOCIiEiEREQg1mjjP5IEKpsCYg1spjg24RKGJVwSVhsEbxshBCTRt9D2hpLsVE2JuTHA0om5sQjQOuWc/FD86jcMBtOuRBZuC8mh52nacrQhvp6LQ2yMnwapOSonqVWj7EPGoto3CEEZMZE9DaDMgyn7iK5DLKGA7w9jZpvY2VwTiNtiT8SpZ+TAzpzgSb3kY3JKJRNcDVQIJN4/6RaONdZo/gi5Sb6xBEN5l7Keomi6ERzggRX6CshUu5TW+i/CamsUqsSyILJMTWSjfBhArgERJUkxT7CmTYVgSRWoezTRuPGTm/KEGPKuR4zDoSNCcVmQZNGyaIjjc/LYINl19DYMLYssbRtjN8ho3Bvn4sapiqMbYbV5ORyMdvkJ4wx6x7EGjLDc42Fq/oNSivkT9H0PoX0fTw+h9D6F9FRUilKtFKi+F8E64XB7G0UqZTQ35KW8G9FXilRSiJsSzNvGf8EFDjoqrqn/APQQm+hK4zOYNWHVfQgTDvyR7ijE250/RGhfIlnJekA13w7F7EZPLr4r2PVqdexF+79dmNGV+hkjb4FNhJ4U4ESo+DslP44nEalUmvYpOrRcIsMe/Ie4CVPUU5DYM7CzoTFEriFNElxP2foDpOsjEKFFksgbFfBiwMH10XBE9IiTjIXp/IxtTwuRxmJcMcPG3xsNZ3EH2i69dFY3mejLxRb/ANDvrVhPjI97wh+Jt/FWS4hTOk9IdqYvoWh5Qt6eRqIPWLQwMO65F1Dk28R6oGKKKKKKKKKFwGnySkfIm0JPRBp+FFEZG2RolI3g7EWiPZLgaZRRRGV4UJNE5IUJlKUpWUpSsrKVlZSlKUpSlL5fhspS+GylKyspS+b5p//EACgQAQACAQMCBgMBAQEAAAAAAAEAESExQVFhcRCBkaHR8LHB8eEgMP/aAAgBAQABPxADpISJQMyZCDjRAawmyIAiBCRiChfdDakscZlBwQ84INijOYd7wYRo3gAwaymkCHVpkg9pDvAqFVozCu0ZhsRj9pa6MMNGrKwq4Q6JA2IFlGsLQNYWw1gAVGv6lBUQaYIQ16StWISmCu04CjprAmzPG0YWLmazoMsB2FlGXENKoirpAVGYbAzAC8lxKUGkBlrSEdOhCTSAaND9wFaJQaq4QMGsBTBCXieUOHEyvXogOkvtBehxpLnA4gbABEq7XC1O1TE5uA8qFWocC7PzPIplA0ukzFkqC5SoVUrVQuWMKuLFpR0mOYU4Vd7RbtCASXrKde0Ni4m+S5kIARslGglSqzzKH/ITQs1GsAwNdJ2p0yaDBKbNeJdDFRGsSBvlPKg1xmDKVDlpW/MI9EwQ1KrRNPB5S2ltL4cQamxAJuoTzT8wD3pYxqiUOxc0yd/ENWQZl7sHul32LUI26Sia1agNBtEZCWk+rWJF0MxA9uIQeKl4lac88P8AkIBCaWykJ8EEy1lnlItIZV+IPThXgCujDAPV2ug46prJYxeoOI5jInMurisiYoUY/wBielNKg6krKKloM6S4sqbXXLct8SOiPQNX2gsyUQaPyQEu0s2B7akGHC7ylO8qjgPOIb7E9XWLLqwwCtzpLVms6x2IQTpNGuZhoaPzKKHdlhAG8dPmGRBT0CFRVMLDWvXylJoFKB0b0YagNUbfdZYVhQ4VrNA/1tvR6QCAiVVqWR4SotDowbyIhY02B+vQBc3NKFEZ20dpUHZjEPTo94NTWAMqc3CjiqhQ2LzfBF2bzQ0fxvB4qmselS8IGECkNXwTbmLRW0uMQ2ZiUaCZDERVKHoQgBeZi3Vyh2Si97TXwUe8wBghVV1mHYk6Iyg2RteyoK0jAhWqj0UJUBqEbjV1tMWpWv6zNrzFpasale0DT2WXXyTc2Zgypg57xKyTmYqCoHYzLsM+/Mjzcw9TGsZ7TI4eyXL343ttAejpwTaHy0igU1qBZTSu4aDrSRu21ETZl/w7g2MXExahXbiZa6cIe3q6a6EaHW8t5Nn9S8gLokb32Sq7o4tDv6kpH9mk/D0nGrgcGNIpFb0469CAA1mJl67ZXHfWN4ZwS1u0s7xMKMd4XVExB6sFnpUxBpbvNK8bkVG4+/T8x7sx59o7a/EUT2BujSVSqjqvcYVuQxqcmtCUH/VCmy89pYaauVZWSIMUqFNxwv1SKT0hkg8LjTvGRIVvzi5TABFA89ZWpHu+tAjy1uUsOt6kTFEDqmNKlewAo4DB2SODLCtY0MXHCg0ZAekSVs6cJfLtcy0MLZhmn2mVfZK0Kl0C4guQXqXS1q6sxvggtVLQUjtHn15arv6y3AmFVPaAkuyKgxGsi7CpBCiG7IoJSAbuIlQUNxZhzJKCFvSAzLYutNapTrpiBmmjaw9ZTNdumIujIu7RsIvUI5DiWCjS8uOXml3NcTkmAgkAWFPylKwpiwPel/JqF4DSVtfPgDSq2ukWGnxFTxG4ekToQ+DNk1qw0PXCBCunkcWJ1mzeUUhgPSKXdquI7tMn4W7DfSGxm9YAmiNCoLenCjOJbV1XcK10luscTBO2WZriIazriuVTFVa9ItpsrzvFS9IKOJfANperMcJLut5q4lP9JS5re2VR3ixdcy4FRs2RXgPSZDrOJs/MtBuEPPeASQgqdl047QOEbXVcsNiPNhnWvqlKFOzLeVzu3L6jbm7zES8ZtZdq2w6xGQ40pYreWZnTmJxQ95W6UO9TAVVw43Kg53mpVx84LLm5YKgQONWUbU0hwa28zLAbcIIzqcVAJkqU12dErWzWbrrGkc62iukZ27FNn7dpTV2x+EVZ2I+4qcWzXpmOt2exV+msYI1gNxVXyARprUOgMOwu+0wC10bR16dZvVhDF7GZe3ERedBXGYY+aEUFy6OrVSurudIZJqqvK4ckEwETd5nATNpNTK1Y+Uosi9otYMQwEUxEF1N9kyGawubSR8pl8VRSOh0lD+CfrhMk9KXvY3JgRfKErd5QaPalP6UNTZhFntmRZlViatPSKzIWIopCWAfVgsT1ZXSLikOQZcoZrtay+rjggnDGBYuhmecYGlvcVS/WjKC6+Y4Zdd5vC9TMtcvWACrW9ZYResyQtL1i24cxrmFWwobyyq53miPOsK2vrHW1nWUqi75iAgvWZAb7zAvqQNXrMscOd5/ooz91lqFF+yPRUecDde/H3b/OLzslHSisBlBvX4jf0HpDViPAlbgQQEobul3hPMV0pemVLQ4UhAdcqucwzQCjgN+6xwAirzoRBjIoopgo3iA3J5OSsQbqQNQdETRPSKPA10LzU1rPVXu/KFdQKKCKxfI6HCqg+kY13UpxhS0nMOEwJeQTpFSdddviEBP6xOsyUgwtNIo2uWm93L7asvWUoK+UzIXes0Y68w6A0hTFLYpGYTL6X96hMC7iE1mnMtUBbc027wmixChDmFv4ADusJYrtml75qJq9Ytp1MUGlw0Nqw2FggbvQlejVUuCnEJSJoJrTLnC7gwUZVjBhLODLAMK9Mwc34gLW9CEr5NJY4HygKi6K0hmoccTBx7eFaAdoFcGSCHBxpNgXTaVDOYhw1Kg51m60idcCuNOkpMQlMe0HQHUlNE9IPQIAVhAJ0PKE1oOMQ4LQ8pg4EHiHNqaW/aDQr1gxK9ZirgDd6wGRxzAdSNAw9YoaVecQC0ekRTmIpRfeWa1jozU66xVRqlROi7DGY1d+0zJzbTLHgguZqRrhr+5oVpwxLnnrvKnAL22hLw9I7B6tu0WasX7R3pYNpZOM1L+b+UPFrD+oBpeX+TEjglgSgsFicQpgFHU7d4omgpWxr+ZWyWtK9EOHM0QXPEv7nb9BheBAC2uvEPu3S9JzmVx6rG028KNe42mwBda6gOvTbrXQijWMlea4SHWFB2i62uEheIO5DKrkX8DAGQQj05j1SKafIhF1aKist5UVvprHYxKUxKbTWJzR7xmJvDrHBM3Dcbg6NDeOIqSCDWTntDF3ENX4ipRtddGq4Jsv1HHXtBEVbguXHUiR94nDOWNDlzKZL1gukvmUpd6RAs7xBh2yi8EyMDzinfvKDcoMU6PaILhyO0aiammRKggamtt/EdA9I3U5gNuiWD+oRubVgCy5lAHDgPzGRwW3GpjgAqm6uLVAyvjEZ2hoFqjAPMq9YYl97q7RteAxKtYIT0B5q6esZ86NqVn3hKTEazklIm3mhbENYJzFd4bF1V4loOjSFwsABEKwA2MfAmQNStLZceeya2kK1BrE4GO07swY57wFASUrVRg2io03KocVLVLL4sWfubmbqD6OZRHeV0l/6ykY9gEqFO9dJWgAcuPsNyZRVVI1rluLoUSu/wAvzND+FMhdfLeW3x0FlVk/cIcyB5VbAAMNDA28+FhWOQxTiukAW2NzFQWvmdNDjnzgF8mwWda5YSVkAYxR5GoNA1oNA6pMVN9OMHsuDWUssE0o0Lt7tpoO8GkGL6yvsReoOpk0zvCQAQINh0czDzVpU394ytaykZE7y128RtZS9Ma62FKDffEvfrmL3hY2Ggt8REoLUsrs7HvNNIUwA0JXivTbxVdjaOUii0dS7RW6GrdYRd95UV51iajD600D0ml0CLC9ZXTxSWS9JZu20O0WOaNl0X7aRaG5A2HoXHlGd7RLUzh8oidAlsLz5zURxONFF7TNwQWRX3iYRbdZpUoLZBI578eUQClzZpXSaBufylCUu6BXzs+0dcIOFhq6xdkRFXVYr9kAReReSHmOaGHZAlsBs7aSy6UbGukRThslHh2lz0AtrqMaNRmDMlQPUbR54ci2Fo1iDJmJjDcrHVhe32mCz7RZlzUlKes1AfaaoZZe988RG/WJzgaZx2ho4cPE0EH0llwluWnELQX0hwhrfpC1G9ILxP8AUoF6EVQtYFLbiHXGdB7MFuaupbWzd6xmMKgUFKgu6xNKcp2vSL6cNlbSHQu2Dz4hmacwyXXXMKBTRjQG7vC8IzlY6EUGVVp4Zk9l1e/6jolNTC9+ZtxlBdlUV5S3KrqCCJFa1p6f2YkJy6U2Q3g5NKe8rLQaU8ZzAN8ULc7y1Eb8pzU5F5IC4t4HA1h4sGOt1ArKxGoxL0XnEGhEUKzrNHlgs+UOBTQbrmpoyCBVHaHBfSoBANaCJKc1EqELUXXOYwV8Qy9ohVxBYAxzc0YbRCOGoLvW7G45C88q2Th99IWDnWmPOLRraebNG+SWwUFKLs4ZSkUQNKaLD4fNCi2ZvlY3QBGchaVpXEEJBQkRDYSwF1UFISgsuJp6A0Er5uaLTzgKEL5+0BkzekEoOxGDvNLiMhmP24WQoh1jBh4BrhcoiO9KmRbcYLmFlOP9RSrxfW8fqv3LiUP1zMU3ffMDuskDMIzU9Ptizdc3DH9cwjsT65hlqvrmGxH1zFXoPrmNNKPrmPsVb/TBriPreOqvu7xwW/rrEABT73hlp6/TGAav3rMIWfXMReYe/vExAdv9w7rX1vDrQ4+2UZPH2xjsP2xAur97wKVXH1mWaa/XMaWh98xIRS/vWHAofe8tlj65lZs9f9RpMlfeswcn75hadm30zJATGPzAG7H63jiuQfrMsL7O8bdB2/2WdVt9MQ1KyxCOpZNlBKUxbh8ynr+wfuNzJ8o9s+X+wFMz0/2EUz9IULyEluabNf7FYEekuQB5QoGnyQLm9yU6h3I1G7uQltL0yRgrX0fED3jo+IUFJ1PiEEBfD4h4jDenxDBg6fiXHQXs+IhWHkNvKZFenH4iy/R5QJKh+9oqXB6fiDkGvraBA+rtE/ZekMf9PaAV9PlHmkv0+0DyXo/5gtjyfzCq6fviVuHH3UwA+3tBqX++kdaz/W00AoQs+jtAdEIW/bZgo1uWbKV3+ZscAQ0YKRZbLoeU45jJSk4M69JQQvQsxnqxEl92aJ4l1Ha1wbICtH/MoDh63/mCWMEroPWx1beUM5aTeFyVlSlL0HmGXm8rUYWDvFLUVtSLVFb8xplpvK1W9A1uLrXERy7ZeVxCht7D4ee8X6GtGilUeGCB3gsb4qCThSiK6s+Ynn4Fx1/48pv456ynhjjW/A84Ccy+/pL6rAXQZ/MiDUSHnMOCnaLTmyaoAK1MJmS81lLDrv4BmkAoVTUrS28M5J71qjeoYhBGwBMVnmM6pAQnd4LYYq3C0rvFRS784AaNAWw8mrvj3jczabeG+f8AirhrAuKXOk6KNKvWUgibCoIS2gWrsEdBF0pJK6VL0mBQ0DpEqXD+goFs6e2Ye06lhxEUArF55LVeI1lC5Eplz7LmLChBN5HANx3iKaG5WaOMHrx0lULppYa9+IH5WwZUX2EDLB10Y6QfBrphEFjMaMxQgg3pMmq5AS3OJvW03i2voeGcmoX+vF20t0zS+BqpnR2MvsE1RtG5bPL7gcCLOs5pXYjRKqrIqGcvBVr3B5p07TO1+aBP14ayP/RqS0xoReExSK+gd2DAYGkPF76XzAJelNVrbOQtiEKyXVRFUML061djeIEA4eNnpPfE2OYr8aBm9X2SWYbFAH+ZI3Cy02KSUnCtzJNXovEMLuqH3OIYUo5VF2BoPtjmO8uI+JrCt46ePEuTAA/mBedqgoCidDQFLLfMItoboroDFS13faUS9XTE1xGtKaaa1GZAMAZBjuekdYLcbpySFkvByMi7NwAPPVoWG91zmAzagHLxK3nxuhgXQvBtB4S1BtWnRQfSAgrJ2B5b/wCzQ/8AYpS7hHWoaIPLbpBF8s01VjpVsUwQjSWikMKWZ7xDCqJoikdRR8oAQDeUWfmKwloOQ6eUucSjNVAlcStoWDS+JkQihVst+kAzdCKt5qtn5g4oL7JNAjE4DL0nyjZkIFUq7ZeZS37XEGLqsBqxWb0jQkWmuwZus9peh1iBV4YinTrJaBjTyWX5M0sWPaaNY7viBNh2LfEpLarpn4mMLhYMuNCO8rDBcQ8Ioq3bSos7TqoFhfSx3iKmu0ulk6uM1HR4R3BwJmsnNVAXRGGTgyKpVwHl0G3dBqmM9ILsXRut6mu/gYBwTMqNco0A8uLdtcxxxW5pZtqMP+9CLPCEFh6MNrLnFu88YHnKNNluxA/KYhFjVZuPWUHjWTNotch6a7wglKqpuyp+IbOahIApLyS1RqmDyjBY4zxb6stxdC7lxI8OkpUA2DRGXvF2YVdiO2Lg1uljldwYzz0mI1wDJkpucjxJvBqLbnHbwDTO00U58/aMioFWWgB1V+YazCTaGZd1tn8QG0SsehdN9IfYeQWCwlh1uDBE66ij5jv2RxCJ4uDzoLGXB2jsW1svyyhWkOtbR6FandDF6X5Slzt1LEMXahs7wCkXlXbWmaH/AKuDQ1s7zU8HmbrgqacgU6gp6ZvPSLjED5/Qt94ceLM1Rt+ZziTsEJdhMeNCx6X0lZNILCgR1lhzKGDccPbaB2zKGdnV8obeka7eqTN023G99okT0xWe/WNvejWr7HnBXeY26B/MpbY+ZJ68VFjZ5/6ysnPf0gdAs/2imroY/wBJa1d2/MvLLqce83Tmqj5hliDA28aPWJnrLcxC0jNAhQinmizQBAuHY0l0pklDcmlcw1MqsgO6L+YfBoArAtGgN8VAAec6QLKdLYso/WlMNHWnAsugcHtHJnwP1/2qCS1ZLYi7uDpG498dK6zbmoYOloTUNsW6w468e0xj+6zbgcSoibWS1m3MIAILh54x3hCDbRq8Qc9WHjSwU05lXQ1ADitnU11I4mWigs530rFzARLRxRXdcfMqWUdeRVwmvWAGTcDcG100zGEMScgi16a7RuVq8v8A1fjdZ4g4zIAHepWmmOKzBPLOBUjTszzLx65RQhHSkecYabAQ4pK0vbeNePYnieK0gB971mX5DzYGEVAFFDL0gkbdrpKSyDbt2fxNXXe7YZOw0LiNi7Ae9huhlz8BZBQC3GW9HSpf4rFEKLMdAmSev/VwnIe8TnYVhYwDghmZqFYFvrxByXZZUFhwBdxgLmuDaiqGU0y1wl776d4oBD3XE8hb7Q1Ii7E/AxEqSrsrKI7JgBslKcQMuaqq1Qt1gelFWFbdz9w7xGHeLfW5WvTcSjsGbjoUHJaBtWWerBdS2xvkiZDeoLX3mIue5/UEeE8z8xl6lbq/cC2zgP8AUaCfTrKQOm+/3lfWVv8A3A4dOxya3Hf8/wDGnPlKDUg8XvHGK2Jc7WmY10VkzXeYLpMyA1IA4IBVmnHdbtTLtMhhWuyNPNodaFbTi6N2DJHQ7eBr/wB6iVTrFQab3PWYFA0p9CV4loFebljdXNxQi0wco3MQ1J9gnnqywpsbSxPxEdeJemKyuVKzOtcRhyKGqHQimGtSE3aINE4ZbI9BaNXVaS2UcAKBwG0eUry/8RdQbMtdHGufEMX9objyublwjA4GxGvjZu5YfHppzHmrmyzi8DgNiZMkiLBMeTKHNDaLLaNobyptDTQjVeuNZpWWVx2sNdzTpMZEpvp3jZAtS1eYuGOh/wAMcirqs+ApFh5hdMB6YloXvrrFSJu5owKWoUE6NQX1m2I7bolUtAXtdf2KCoWhWDSOWPUHD3Jq0dQJ85cLjuyr2UzrzhXA6oFsQvOqrfufCvipdnI3EGHpLatv5mMUPNYAjz6zKNbdLAcYapkJVPthrtPLA1bulIw6RRrTesvkY+IgojZoud73RemY2dCINAonBeHtFo0jW9tZizZmHmKry6BpnMeAwrMUA5BRrG2vgMypUqVKlQwy86Sy9J2S3EXyhTScax4PJBpyXG7dFzshQ0XBnbiNto5lSpUo8a7SpxLbYm1bXedhB6S2ByE0aEGFViW8vCzrmaGnefxL3inWXLsf+K8L8aNri2gnApe8XevAG9IrxLXBpupq08GLhUhvNFS7gmtfJg20PsI3f4n2VPqSfek+1J9tT6Ug/wApDdR5k+5J9yT7mfckP7yH9JE/9k+1J96T70n2pPuSGU+4gh8ifYk+5J0/cgf+iCf6IJ/on0JOn7k6XuRDj1iOr6p1fVOr6p1fVOp6p1fVBfkn9Gf0fCWSvdiRXuy1qJLUo+x8A+1n2viFVmpMF+V+ImiIH3fqU+j9Sv0fqV+j9Sn3fqV+j9Sv+z4lf93xK/d+pR874iP9HxEjW7L8QFfV7Sv0fqU+z9Sv2fqV/wBHxE/7PxE1fuPiV/0fET/q/Ep/qz+hK/7Qs/c+Gf2PG7/jT+NEdr2J9xKbwelSh/mWBvSBotFC5iuoc7Sjp6I1YTRFjh4iC0POWbJjukKbgloO07xdpe6K+IiKOE1uW9dOs7iX2R85cTTMtyPMmk3ltcvbSNbktaYsncesuDmXLly5cuXLly5ZENiGalWqEouU7sp5luFTMHMBzCI0srBULLnYxHUupkuiKlHtHGlwbndK6+Fy5ccNKXrUuzSA6CC3Qii5mX9uMupEHML7hLnH5jSNUOjERq/eaf2XLly+8vvL6s6Fl9WXLgXpUp0P3EoJtG+k+swZPE1CpbSNqpG5RmKFvXSbSlrrX8kKBF2a3VvMIUdajaJXRUu99bGujSDOKDom4rm8wFPeOAl7TMMuEN2r1gwAVdDmZNAWKRphlorCe4B0Fv1jdaLRDGhzziLOHNZWZ2hzrpuGDdIsZGO3c6VDe0hVbCkSyZBcgyl20eGmOvIM6FOB/MzxOQY1xeur0gflNi9hNjV8o6w1/wDRYqEBlywUiSjihV+dXKfXF5XUTErYOLxNXUlumg6V8DHdia2/Av8AcILVA8rzMSn/AEuoew6y/dYyUX1dmLWHzd2iPGkKeSEuMGo+Ex/4A5g+dB7s02L/AFKbMyOKbOjowUkyxYqzcWnrEqGsUMYKN7qrAxVb4j7QKletnNawDYZtVqR5RiAGVoOom50iRcIvGbW1fbiA+iRWpquasgo8KeP/AApTdOlazVkmck35PtHQ5YjSeUtIIlXWVe9QBVlUesrPSFP32Glu5dzpF+OVBPyXL5DzN71dSpXWMiL6mtRJRrhXRB1q5QiQUwW6T0ZRrPtuSAsxXDrmJ07J3Iroqo7zMKw9JyzM0MXfaAyN2Ji9cSzZByAg8oPyQM2juabPxEs12PIDzUpOkpJzYiul9rfWZVE5XVw1mumBYSvoQcAd/wAxTnQ9KgylUUMqjP3UTvDCvap9N4HIcWa5Q3No+9z2U5V846w/X/o7QDRaV+TMNXpDVSGWvuYKmpb91x2hFIqjrCtEDmDYguO8PYIrajz8Bsz3zEgqBry1l94DQ4ltVa8VLwCVWXVXdIRG4XFGQ+hOZ2h4P/D4V4Uo7wLXjdhyamNQMV1qN9DqAg9gJXiLfC01fpRNBkwEF4wgfWX3butCwx5YqPyDOQrBxY1HmCVa2SdrBe0yKk8Bpf5jB6u4ag/CxSnr2ET2Pab0Igz/AOS23vzF18siU8+Ar1uuOsCqSbs606PSMqETGZm+ZVavbIUB1lqiwi6I4hMJmVwA+iwcqhjFl+ksHHjzGimusBNUVDb1eDjmI6z7rmIp+ls0DMTwKR+cfCfecJehQA3pv8RcTAOpSleimOQg1lN+WIGx9rGQuQ66r5EJCsCCV0qBrrMGVjT7oQwqvuz/AFp3ha7jJVjasnlPu+U0lXeLnL+zYVksFXvd/HWdmP8A5EeKABbQd642itaLzocF8aeUxurcW6GkvVasdfLyZXi7uiXM0JGdLsj7PSDuPw+dXA2tkOuB/EbAvN5RgPlDue7S7y0Di+IJQb30zD3uZwkqV4V4VUqZ8CbiFsAdWUGvlFIl92r0drrylrVIS9b8dx9jGIVilXbYl3HicudGMW4/Jg/gkOqgjln1FDzE0qR68gKet35QUT/XdAU9bIiSNzRseyvOUbNGvID7MaHfrHT/AIqV/wAXCZGsS9uyhQSzsZlSAgh2ZSRpQ6mS+tGDrAzTs4StvrDSlYULBJK4NShdCzD+5V5kNIAiqlXDHcwXmadz3RlSqBWjSYFsFpT1vSozoFTdkMnOivrBlTV5mgC39xC3VXyMGBuTQjpu4mgvw1Ag+RI6Rw5LLb6n+QwQRSKD6va5qp989tV9amvlu4q69ozbYRpHJGhCFSDYyjoQsvcyneOvVtQ0tbqaizygy9Lmea4KS137w8NZ2Y/+eMSwunA/cRlyWyhzlRdO0UqC21vRXAdojgemrKPyyggbSZVxpxK2AaTS+SInUQRqrzQ0TjtFKt5jpqNMU07d4MHXTgmnDVx9Yc2Dxt96ll7t3i8Vx/5IZl1ApAob3wbkbzOkgXItiPzVKENFb9qgY4oKUP0hT1S2x286hVJZGycrkobvvxOX9jC80L9UBPT0UJoDggN0SKOpbpRUClCl1SzFhApFcAlYYnhv47xqus4N1ENpUGYeWijXgJxAq01cXkJj1iJLdmk+4xj81RitG7p4jp1/c7bu6I4VHQxTjh6ytvDc1xiszyvCA4DYjR6uBfcIPBpV73asesKvpkrsErGGWMAotAI17TFTIuFlaCtMy+gL0fxCim7t/CYKx3/hCCIftxAxG304ghtv04mSLL4+KFopZLE3Uuo+GZmLCZmefDPPjq8mP/nbzCDFXwtvWW/8usYaQjr4ZmP+EWdseCWplru8y2XFmR1uLLS0y7yusMbxYuIsN8y7ya3oTLjiK3BKzBjmbQaZZL7y+8uX1ZfVl95feGm/eVFATll8x2ojIu7RGfZj/hz+fBNPTn8GfwZ/NlevoxIu/wAotn2Z/In8GfwZk3+0d70Yf50QgyfoifhOb/hOCbaqdYAsr6eJnLTEgngGCwLdfymxm7TbgrxBU1mhPUPKVn6YmW+hMex2mG8HaW6ehBvhhY/gnDb28JJn6I4HtSj4vCBvgletHaWuPRJn/TD/AAIm17Eq+CI/FMd4u0Kb9mCYPRhZo1yTqvTwn1JHf90+xJj+UR3V0EOV6Ihl62WtB9SdL6zJp9Yjr75wMJl1jjHrKdnqTpvUguz1Jfs9SHBdxOl6MSNPRnS9GYrT0YOaejB3HtxDVD2Q/wAhEfgRMtwdEoDDeiCoJegNXFybymFbS11YVYx5y00XVilDPdiHKrDljjHvwRC02tjTPChpWio/KE/qInteaZ79xFv0wTlmGQI3e6LmfXRf50x0yY6mwzIwuU7wCgnRn9ef35irH3i8e5HVNfWJOGvrEdC84G/slrud5qXvWjXdj3ju+tBzLe7EiheTLcPrRZWA2uZXLTmBO93hRqjzFa3i6zXCO7HfXrGz0u7H/anVes6qdRhbqhzPWK1FM2r1inVi61l+WCrDKN4p1WZvFy17zNmY27zzl8aRsJdzZistLZcEbgzoIg4ASqNo66QtsQHSJ0xArqxKLdeJXQqYrSNbEoRiGjQrtM1pcBq6icpaK+w/Ma+RyiGej0EL1EbiOp7NmXRy1c9rZdFdwY7m01037ObnuYipQVoleESGqqRhpd1m2bipf1dWtdJfB0bEXi98qR0ti9LFzyD8wvdzTHkNByvAm5rrpGBsTsn2/OakjoAOVo4CYo1/rcAYOL31j4azs/8AOuLDNLxw5WVYJoVV8XGpndFsjvKgbFx4nzIsdCoclfKKD07wpfIBpbQ9dY4i4PRRafqDQt9v7jgNSoph13gIHYDPY3reNb4bPI5HMcYVJtBVmU8TWm8ATjAQL61pnvHlMyVoNkevgO0YeItIkJWqlXeauzOl7ymKtnfMWKll+W7cO8YxJgBanYN2VCkw/wDMA9BetTRA0y+ZFhjxnUxtWHNxEmB112SgesCYdvZTJFlgYt4p5IlYTen4jNnF5I+kZuccyi1VvGsy2mQcEQMCYvYJyNbq2mAzrHV4eUqAwu0I0edTt6ROJWWMc2DZKioakDuQBpFQBVwVDSgrWh0baXFBiLgpGwikaSJBVJqROVBAKcm9JhzLMgXixY3MAGiawAAViRUo9MaXr0gaiqKUGskFxtAojl6HWNd0CYR603D3VyjB08H9DeCzh1YSsISuu4vzb+hF4YqbV3bjhrWP4TkNDwkHNDjgTT1l2ocwu9q/bHVHWcR0oYY8vzgaQgRh0ph+8RcsKtO8sn9uUauuapiILnekBwc+pvAxyLimpOkLOvlOgwraavHrecV18dcr/jk0juglBrZq6e5N5Fi+beysRnmtWSjmu8TTpCcLBtN2W54VEOlOLLlvZSzGHvv2ibQQRnIpe1RrJddbwf5r1wU5fsgSAFvFunzFPJY9eL0VWesLbzskqnPrUKMu3OjS+xc2hsCmVhuLm4PRxqO3UhZRsrC61dK02uCX/lDWm04tD9yrlB6xoR5q+bEbZdJY9w5h7F7hlYFeiCZ6YJoYqHRpno0nUgtErPpEzRmJuNm7JjVtfpCMsbDALXSz5QEa3qy683nP6hhvVjVo7tcaRtsmqWbaP4gZKiO1WpviAtEpDgUFdLjuWWvDbgDiNmYnUrlPQviIOGzQsKO0WcdK8FdXCEQym3vCWTY6uht+9CXAG8Worfm5XIDL1Gn7mjJmiF/RVLLOkRCAsy9Aels0mghBDZjVupit4RoXZ+JRbWPBoads+xFvcIV5Er8ygrGtb4P3E144Ozn0IphoDYEp0z7R1uL8iBa3aqNFY6wUwjcqgwv5l/5lTVcodPB9RzBi41TWDYxfeNiK7lKV7TBozwG0vhttLKBboNV6Qqaz1pqSYaFRFGP5wUrpUACtvYi+5wCIUbOrvKJtIVa1CopFSd8uMKBQWYrtM5mWco+LTGF4DBFq0gRJFXUCB0tfWI94XW0NB2DSJ4Os1x1/4ddURVXQ6rT35+3AOb0erSomELIaJdJSPvpKr9YlsBhaexywmALuK3+YvhdunQ6EJC6klmwfPPlM/lBNR3dswKskMt/uNl+TlbZwm0C8QVtjbymRwbG7Jn1qYERDnucXtMNnAFdxSQqBoNCbQejflDWuP/KhAyOgAuWt6kdC0R7VL+6XgXQFXtUonvfwl9rxFHiBod8xV57zmjqe6NAVRMCq5u17RYR1E4Bq1z8wcWpDTCGhWzyhDsqu+pRpZtU02DWwXoXXWIyBkLFbnYkIB00cXpfrR5RZ0rmK3lmrz/nGrLm8GX4UqnU67xwsE6Zugp3LQ7AMA2AvsTSiOTgbiO4tdI0R6Fa9piBf5sOnmSrcWLAgpNN7lFREbdRDpmXkC4GEhR7PpESK6nCioP0XUG7eOqDCgbYXsDvzFFhO1oD9MQgy1N2T2JlzwGQWhriMTUyWKhPSOiABw38tJpDrJ/tNLi10lr1lzLICKLBwm5Lre2i0erY6RGhnXj+IWNdkU3IbsGolY9ZTJUJhrCfbKwqWFjyJuMuwHKaTKFJ2gMyou/De5c3FZToF0LOOZuqDjkcuckRZTAhRGglYDkziavxXDS2eFeAz5MdfGpUygwn0WtrU3MHpFNA0NzXWuuaith4iiugHBrcIsWuOJvCbrFD5vwtg32gNP/Tnl9Yr5ChcuYkOUNyGvaoAXDMYZGvOGEXbKBj8xL25iaGlhtuz/YkOwAi4AR6yJ0HyYhBWtmrU0YGlqxSfSjWbM4juegbHVlHBsj/zgy4BHZg0WmgAeUK2mayYaDNYv3mGqW1ttabrb5wcL/Adzuq7rFQ3RaGZVddos4Ga4OLXkEOzFHk41kGVBuK5vhV9JUoHyBtDudeJmhmvYsNABpGi5h0geAohvTWwCjHUkt4+m9w2NS92ZgDQ+TJanJTBT7w0lSvB0gmb0g2vYUWDqJHdgwC5daYlMB1qFymq+zgtbsiOS2mSo/GqlgOREvUbg1VtZcEbEGAcNA7QbCoWVDSxo/LBQZTlX1dEGjNkVTQHSpVgW0EoGJkNaadYJLkS1Qoq7M1cpJdCvZibIYULyW4lEFULddXrDSYjBd6XmvKY/dsqv2g6U9P8IZWL9toJzcfBM8q6wNN5JLKykAzUyNsdfvUFylRzhDXJ6Yjlq2pVY1OkFujc06xt5mWmVg7NOCStN9IoWr85XeUyozUdn/k1g1yZ5PWWOsAOnSXpd1LLwHpAXgB7TBap8pQxf+xCGKio6TzaiNx+43eamiFJZV2ekzaS7Y+NWlc8eF5gA5e3+RHHpiIz1xURWhfNStJV3rbvzKGgV2gXdHpLO6bVeuZjZSngm+sS6gu/WaNfBcuInTaK06YlQ48VuXUGnc7Rx0vqst1G+kECuesW72HNSm+YvCXvUBu6iD/WIXTHEQ26Sq1IUAUvrUbY6x4cRaOX1jqr0lUZlToMp4ZTxMzPEybTsfSU9ZTwwXDOQYiMRwKluI8w8cYC5j5YTSmaol5nEjjJFFluIrhhdjoy3DLcMtwy3DAeGA3q8B2I64EY3w+kFwxQXUF4Yi7SmB0Znr6Slt7RV6PpK4L5Sxio26jEeGI8MFsMtwxtg9S48D6QXDKeGU8MR4fSI7jM7DKWzK4MSgq2F3oxts+krg+ktwy1aMsVhiPDLcPpOAfSVqDXaLeFO06z0nWek6z0jvL0jRo+kCLt6ROauhOJekKNXpMmv0lrhekP8CfyvDgXiIMi9rvWF02v9VApSvAlnxQ/yocnzIIbDylOtHaLZDswmcFHiiH+ZKvgn8OCP6YHZGIFLUx69iPFr2l/VZ2mPfVKwsoNewlFz9CWnI9JUaVdiEvL0ICz2PBEBJKYAQVQqq0qKtAyQPAKN0AzBZdo23aZdUa7tOdThcX3THqhTVoc6IOuG251N9o3y86LcrwvUTqp1viTZ7tF/nj/AKcs+VMGt3bgA+0w/wB1KS8D1Qs/cmfPqs/so2Rf9GP+glxn1Uy/tR13rpo/lQtv3Zb8qbvvxx3K/wCdLPmlBXvz+3PkjN7W6xUjPklR+SYFIOuDWpoCNECphGVfUE1MvNLm93TNta5Zf+zLjPqwWLpX0sh1oFp1YAx6U/zUENdmo9UlptfVOSHUhTl/KFMy8RQ0xuSgCiF0tQ/cD54Isqs2TsfKPWHV0qCxRGo7nc8G20pR+EtC1t7SqV2oHSXMmqvpXdjnjaMgNu2JjVu/So4KNqL9oQKl6gboYx6zFzKn2Ykpj4Rw2ijER4mZUfE06xkFW9ZR1ioBl3vVIWs7S9ELjAvndgkuFG4NYGboAMvkRqELMBZ62Q8x1pE1x28K/wDEYAUlADddMbzSwSj1BbPOG8+rl/p1PCo3i1rtd+nmwryWpZjoKxmAGkSqYuJll936ecFrAVaU9C0VJZEKR4rWbH/HnDDtHMqVBQUOFZFHDAWq7BA4cYLlutMmjMKy/KOGBoghY4RYljLtLYqpze3C1+UgOVviXupmnQOV2lSYKq7DXtKTaJVs/mJQHA+7AwReoVBqw1j3hi9ug+UEnwpBxTxhysZ6OopzQ5JaJosaeTpFeYrJf4IMH0rDATvCll4JjkXuhVZarlOX2lqHfVaSMii8lrPaNvMZIDX5ZWKNm/reJpAUa4GE+sxCbKvKOjcRe07m9yVXDBVDTgcJrB7GVMmYwrEXgmRUcKiVElePbZrERIFzHI9HvFasWtjRGpOkzb3gZ8ocgigGrHl4RD0PbN9a4mWg+BD2VwpZG93jTSI4oAtFaU4vU1hv2hcWNX5xt0h26R8Ll/8AZNhqDiGYEXKL3CXVcikOC4rNnlHdA9ag3sWYw6S9cYrRggBl2jAgCuJLG8FhjYGH0Wy8o8tF90FbSRoaIctl7QvLGGYL5KqpjwJ3JZXfPSE0ZgHSXrr6TU6PhUdPDbwDMqFvAGlmIC26ad5SbDbOX1YTApztataPeEtckoJsxVhStaCi8zMlZgpoLS+YKO4J6KCDpYRdcrLKuhE+rXboFodCDNnL17wJ9y3JZ9HLBwSrtuUmpuQdX8Asw04q6lEyHDQLWBk10ioJSksZDSJenVilDeyhXptB8/eAdQfhKC+tYONMBDTWfTD2jLFiwIJfvL3rlmSpEsRiujkOMasPMqllWt9xL2lo81y3kl6BsrtZwczJN47bXXlAhWvtOXkq+0Y60J5FMeHZhh0vwErGSaGV4CTeV0lTNUKhocHV2hbY4i8G/ddV6x1Qrc2Vvh+JfAp2ljlxAzACnEpr2cQYQFwWzK7teUZ1gDfZpUopy6EHVOkCsN9EblrUS8wc7zUfBJUqOjwrMC7INBp4iXtBba27V3hu7OBXOaYOie3U5aZNuk+u5Idofghku92gGzVrD3PmDIaKmeKS6Fbn2oWesZTTScqHe4H/ABXgd4QOmYiFpMf1qver0540ggAWihMdm0dILto5vR6yijoaRcmOJQwCV8j9YytsIX6iz3asN3LKm5uvWM0l7s4NnKaR6tthRRV9WNCKUtvKYMvbEoqY+Ymp0+ZmlMFqHOnzCwLB2rFnEqyxVmgFPKjtGcU3FrXre7flNCwMTU0IKXYH5IgBQiuAK6y8iKvsXFbdOI7RCm3Z31gyBeEUvm+IpsJEjniG5slStcQUoFQBmBdtPWJZr+Osv0Y3MCp1yZYf1qrydzMG1Tx46z6q1l78y78pXVejBbx4CakfAx/4S/aMVohtaZyrTfSK3MttR0XBAtWGdWLp2h9R1BUV3jTC+DTQLz2uXzgto6M/lgrLdwsmWeFINTqibHYXiyWX9peWcCa6bxXClDSaq3BVytK0ojGV4MITMqUTSDmW2OOqRw32XaUhGtrKypu1rlhNBINEvrQ184qVnUEpTDyy7yYpahh4uLwAz5hRNjQ43ajXcErekEOlXdchD+5qifTrRjziuzBIgoBuS8boFhpZtqL2xMsioauieT9zc8N/G/C4lWzMtGLqDMF9S1D+peMyXazUIYd6IN3m94qm2ps2P3Bc0rWCmpgxIdaoj5ULc1dtft6y/Lc2dMxRtQV6FTeUqS00zAP4ssYOHrBXNXzXMHTKWXGoRIbApppZM6RIQ/brHYbc/wBp0wbJX7zEj5fJLUedre8Ugdmv9piM3H+0EaNZBVppTBCnvNWgPIR1ZahxpLbYOCXrzufXSWx05lsaRTdzsPQhF1Hp6MGDL8CyxnDeMY+BdY5gtG9IlptcxRVHsSw8e6LKYMkii9OfWW3d33YQNCrqa4jI2XU0dYIeemBh4ECoYtNUJi226x8F8HWEP+NYWakYbGkyVAZRpa16/iKWYq/6jLLulql3TD1aGrQKI/jbUB7kAkFIss4xt0ikVtGyHhzRwPOU1cLJddo6uatq7xcPhv4XAt/4PA10mKzEBBGzOkyd61lnNecT0XkCyDgyhsB3ZdBCyqqBgwopB5944yoN5XMJG2C4rvDDfcKdrjxMGUaV98NSM7ISqxIMf2POLc/U6wDT6nWWfqesSXrdlPRl4vmVmZlfalfajcB8CMIDw+kp4fSY+Vg9/SD39GCn8Za9PaZOnrL4HzltY6ZSoneZ4fSVNOItmYVWPzC7/wBm1VrLOYJcUG/AvCHtHLMJXU8atgZgN/5Ez/kp4fSPn6TbAyuDC/pPJ9Jed/SN8PpGW4wx+4maPhhfEWsVUuVlKlMBlQG4anEq9JVYlfaldH0nLPpFWBTfheZedZdMu9rmG0Z6wesGjWKfyiWkG4SqH9KW88CGZE/SlpBoq3pCsH0ktF9hn3GfYYyf54r8sargSyUZKPBCMTJqa8oiOkjRd1YwZiKGCgqI0FYq3oA1gLrmyWwNmKYyR57iXdOKBQSghsKp7SGasFMQEBAZLiyQWMLUZ2Xx14WKIRbneTe8NRllNuKPHCdA4EMpGKYQ1XlgA2yUvanXswhcTg1PZoMoh2llZcAHRvQygKW9hCq154lxv2Ubt+yjfX00t/in0CCTQ7CK0PTRdanliT+vCzR8sLP1J/KR/wAfMP6cCKPTzg9LD/Iw/wAvFNjyz+FnB6YixmcgnRA+sMBgTyXErhlaK0V0dILKGbC8G8bQ2LG8UkCUDsuEz63MhQ6iDjp80jeDsml41xpaWJlWhCWnauRiy3FahqRkH1INStez6StrFDdLr2lHQEm+UqsSkaqOKXsJi185SRFBUutpkMAEbMjEGfVJ5DDLuxWjQ8T8T4v/AEnjbYTWi1E9R88uForlxDAp4fALYoILQC4vrpZSrl/LS4JY46UszUCtvPiKmmIBBF8VlsvhhFoMx1pGW0vuQ4gaJT1qM0FDUdTwqIULXBWbeIr5cQPclksqjrpCykpdDd7RdljID8TOqmQbjoxL6S+kvpL6EvoS5fhitW94bwWhjPMNcmCSahAgpJtAxpByaCBUjuQVKzaZxsJ5U6O8HqOgW6XGkya6pnEdWQ9YE8v+4mNuItx9EtvViP6Y1jYl6pFO6riyhV7rGFvvBlxWNtaOHn5xqxuKfiBJXzRR+I5bvNv4mqz1rYxmbu5KLzI2qpEBphRRqc86vOV4Z7slD1Qp3QU5d7Z0PvMMPS2Wub9GJBSDHbXtdpUYI6yCh7fleJgXGBgHANgGEaHKUpq/aIQoEsmB3YVFNbP6S39VeBjp9mWwf+CcTePiBAsG0S283otac15wR44wPR30xH5vlFIPMNaqI3RvCNgBtRvnd7HeU6CwaNcJjtrRRWKYoRMBYawdO8PthpoZCk0NbvxBZbLYsuX4jU1ZhGQKhdPnPQihiA8IWAM+0WvsCCi6GEWdcNrBnSuSBmmFZECalndGqve1zUHONMMy6RCnHWAbeMNG+hmzpE+wJgDomH7ZHT1iWXIIYHz2mBXBGC44vPoxMNZPDfwr/g8cHSK1VrdLgPIW2AeBBQDnAdIkVCiABcprpWY01WrKWSJACCo0q5uWO0LLNrI2xETTXTSYyYU1KyU8hPOW9HS9Fu28VUc31V4rzjzz7Tc8fyQABEs7psNb2tDYds3K/TUyZRKz91gewqDK3f5zKxa6FVHHy8p++0+JUxg3r8TMU51ofqLhVqKxUxq3mOIow3CIy5LKKygD6PpcIoPmrqndHoxl1J/OCUoNiNI7JLjf8YAvpJcZFazY1eq4zoHViuqshnvqxWS8GE6PcjQDWHTmnaHNlJVmyzLdOY6J5TlOVh4Lg3NoQm//ABvLdIbHRaNr35YfOMR17Njb44vHnFYKqJe9u3MIBJtXnPQlo23WKiqODQivMVdWdk1k9GSnUYcN+IvU9xejpe18ww7Yb0U12aphSq8D/wATkmIAABjY1qMJzTbtUKnpSu66Kr7RMcOeZdYY4upKLQpKKqxmdoOLgpK3lhNsLV0GKvi1KMVhkjbzCaflV5ROwTGPRjs0E28N/CiB/wAtLrWoK8DlN6JvekoaXhHqPDgipazg0Bj3caetxVE1s0gWu96RpCQDe3Sajjt3j8GnlcZ0kq3bEFY1KJ4SWKyi1Yc1pKHRUFjRQ3zKtTeL0hayup3IPKGK0tyy7HzlCoRq2ziK+kdGksLU4uBJRO8apErBcamHjoU1uOjenMSvxRfozKeeLVvQKnlMjPQcAE9WvKIjSl90uFoznt/2R4j6MquGne6kOPpelfs6QXUhjOx03WubIwMsV9C9GGqOv/gGOvhp9oBi1zlOUXpkmUJfeXJBOjQmsAr7ENxk4Nq10lguXNUNfe8yzUWah6oZUj1rbdszHhMsgsPbrB3c6JYi6r7xa6ya30xy7/8AIpbn/ugi6WcQQxHFU3djtGNnakK0W1JgexRdzK9tXtBqTxwKBr1gjHEEwEs6VKqSjhEe4elSwuwaC0OVtekpcUxk1XeayKNGuUgYHjm94TiWmBX3qCukACrJnRXZq+kFfrHx3/5PDF3WNomh4lI65uukaOtNsm66Er40S8Aq5c7S0nJ4FYZ5yQtiv0quoFRhRxWixaZcFYawfuBm8DkiRDJnQ1ri4E48tCTpLuO44kZeQS7bRrYqAeYR1Y1qorPaDx9r00nw2x7Shlc6fECajeEstaxThPJMrJb0iR1QGDTSIW16Qc8rLYNKLmNUlnOF1rLiCg2rXd94kX7IVVYHTEVTdRXYi82DBV0tp1lwpTWq8xViiOprFAGlw1phdSb9ZfkRVi7pRlrBFmcLZi1aR18CH/hYMSpjLaKK+CZV9YdKAAw0R/MDQgcNd63N86S3bYULMx9NCjq7bbhFJvw4TeUnKrpblNIyEGxQdiayuP8Ajb/sgWRyYWwh7whlKCL3rEINdGOxGDvB+D482VEZfwIAUq+hKneMZR5WHvGJpQBBvV2RvlrETusEvWgOxTDMYvCqj1xFYWt0vn+oiKPhppO2m81zOJXiG41ULuol97RSPJBjqZop1WUoDyE9liDtfTQpRfwRuElWKW9usfwWheGVKI2ktfysTnWChHGWssA3ID3uayQEzBjtoNDZgOheaAFBHRQPRHdAtPXQLZ6uOp6TgedTrhcAymabUVLlstlu8t5fC+fBj4X4GufCpUMeN/8AVuWXW8WWy2Wy2Wy3mZnfwx/z5TynlPKbwxBzc08BeYYZtOiK3qwWpcvMG3c2/wCKUulG8dceG3iRXaZmYLc855zOzM8xW5ctZpAOp2ahynzfE6v1fEq19/4lpr9fxDc974iO/wBfxDnev4mTX6/iWe9n8TrPX8TqfX8Q/wBh8Ru/Y+J/UfEfoP1PpPiH+0+JZ8j4n0fxHY+ztPpPifefEwaXVXxCvKev8z7z4hjd3m+Ij9f4hb9ftPq/ifU/Es5o+uJ918Rt+n2mXFH3xNif10mT6vafbfEx5+7tHZ+ztMH2e0+o+J9x8Qvbj+6+JlNL64lzpy3bHENRV33xPuviP2X6n0HxPsPiG59HaH0H6n9V8TJ+98S0Ktv60j9r+pj+v2hv/X2mN+n0h9L+oA/T7SrX7e0zY+3tEafb2jRj7e0aMfb2mDe++Jszd8viYS2fviH0v6mX7faZft9pRgI7fxH6X9RUxd98R/1/xMX7fxP6L4lLr9XxG39z4h95+p9n8QLf6viY9fq+J1/r+J/W/Ef9x8S/5HxL/wBh8RI0vP8AEx6vX8QzrgIAu6jRjVRgF2DJ0W70iuXpQV1Ik0DDqiyPpFC2g7+0ca0b0QuJUAtmvIAOsZCKrJ5rXvpCIdiYbk7ImZeot95a0ixYTvOsnUn1xGq4FbwKlWIwnTEp18z4JiC6L7esBaLgCxvR1vaOgR1+KIAt5R3HSOsJ1YgjQojbiDLJcs4gC0GYgSlZ05mgdpSUo1zHBCnDKcW8FxFmEuUbRrYlGYKzMEoqyWly5cuXLlvgS507ygSALiq6ukVVg5xMFiesrDW0GotuIgTJVcwC4/saMBK6e0orGUrcqWbKeZfaPZ4BN4PaX2l5lwpEwPK1ErXBETivWUtlDjeO1ns5lNKzKLIBp5XtONIBARf7gHG8pXnKraeDNDQfkmtp2DWxRTHdK+hK3K9oGG2+ldH6tkpzIqhVj9ktVAL12KYqBOqhdtG3BmHsBA0Yza1X36zZ8hD3oy9WIZYeraarC5M1RLQHWHAYFaaE4va4wFnIIdUSmLU6pFaLW5E8CsXkc8ks2+RZ5dJk7I1p84IKDRkOpyOXtAQAW6qa96mqGoClB0i8jshqdLaupUk18VZ5WDzR1gvwI+B44j3hYnZF1BQ7WdPu0UEUVVbGs83ATTK6+l5uCbwpRTZb0hoVXUnI2ce8BlECcQXk1D4psg0BhXoxlVYe01oRXhs2X9xAFQW7SuvoRXB+I/3MGFvKO3wD/sNILp2yhfmD3TWA0Qbhooh02bFVyMaXUet27p3RzYdonk7Eofd1Md4cWpzksr0TyjrHAZQF8sCeI2x5F4FywsClPxxSta+JQlE+voBxCUbdm2WGrWtwIcuYjihqX+SWNlJ2FiuoSK6osvPiMRmrA5h22HMFguPKzGg4rnmA6IqYALz2gC1hBtWCcLRHiQEpRe9RgwiiOWh20Yi1baRguDmy/aXC9hHxNIxKlHp7SvZVGgrVOVMdIactpNUNVeI2ydrRTZa2wTQjTsr4b8KI8n8kNDEIUZekyAU6NV+yGMDanQ7VUSoNVDJxpMesHVrSVGmHOo+UCKA6W/FrBClzyFfiXJRINUTiCYNSPO3vUaYvcDswuKgynFCVWSa3HtdznAOQgQ0R7D1Yq3iU4EmOK8mZeGU1tWXAjVkm1vmuIcVx3Suh3HaGGVlwMGqszASBtdTuqvSVXYMncSwqWY5jrBply4v/ACJpUpysAxMX7KgEdCwpF7OrDVlFqqeu6I1YpDVg7yxYhdbGkrzepeGpoO9HYYj4CzDa251IgapWUZ19z6x2d9Ty0740zGnQTo1f5xFY6I4dgdt4x6VxBQodrhURVLbAU108L/7sq1p4IaayXD0LY0sEDVsQVVtKhzXlLlxTLVsF3MYfKIFyF5fwiO3ZAWUnMyfIipyM0gvBWmq514xCzrEuaCI1o3K0pRUg08wumteIn1LSctVVlDfYhNtDzoHXvvAEIuNI6iXkhl3CCEEK0vGucEE6ayFahE1vMpVHfxuVHMiJTA0bmgaCwOTvC0JGc0ALE4NolhTVMO/RcMoQBV2/nTHK01RoGDIkJ7MBY4Z9UTROq55lRwg7xYUHIbQOa/XWLZeW16yyuVClh+EH0u7CocBk9Yobya54bWmVnWDp4584YjBObPEJHtdAfk9pcqrfrXnOIsgbiPZocZ2hJkH3EX81ChaPSpKRzVmssysvJuhqoUL6Lh71PlFT6hWoOQLj/Wx4VZFwFkMk3rVXJGqSoAU80Zk3hUBRVPaIYHmwGj3ldq+AtwBWPrVr1YT40vbI4LFVjO7Emm2su2nr7QUCypZWSO/X3/MsK88xbhH/AKNZvLKXZ3Val2mpT5xbG4RtdnlcOpfRnTlO7apclUl0DVexGJfqLyWtDaVfzBUPBjrM7b0FM1pAC9kFSc5l71hXsQVOt+qBMQVpOo4xesqyUkFUjvXlrL4djYL1b5YElMq5OWjRxKqjqZhaXvlWajFY/wDEITA78RKRFKBBobu62qIGYsjWW8A1uBypFuQ5Ck3DIvBvAdFUqHe2CsWqnSzXgjTUW81vYcKHRVxSa0Gj1Qmw3aY1FtJZSEFtnZja6wcRSsYrb4aOMq61cAZXDXaG3ZaukD6YrD6qu3HSFoUAJor9b0a4jDqbpuYX7xKOfF8DWGEzjrMn2g2s5egNU8jNW2sWUzrCxDp3rUMQiZGzoYM9O1rq1IFZTFWqEDlL9o1Y65dO9QMpCsVO9MrEqNFl7RMpaZhtgHyL84lpV1y7yk2zCqoKvRqDvhdjZnK9NZZXH3KazddKrMUiwDWn5iAXBcrL1KPwaRcHoaDyY5hsERVj12uhiWMq4SAOpv8Aqjg5lBNyEDbqlPP7IC4lc7bbCesHQkIrlC947xNZrkWMvMgIMxZLzYUuOEU9EUsq3XrD7VvFBpFa4A0o8cRTQXvUcBpqOuY89S1DRk4h18Kh4VKlSpUqXmaWjgFg6xAPVyLVwLHsltLsvLL1EDDwz+Y+2Qby7ei8QQlRa7SmyTKtgzDz9Lyzdw0+IJb9EWkY04RYSE4BUPLmDTaOItjSyq6zDqgubulb94shK/5rF+JUKacR5IFCDxtHSEMQGKBPVyrpC2vLjWUEbUgDtjrqPUjkTECmj31gULLqJq3qvLFx9YqUVm+8qRA0711iYPGkFsXo+e0v6di4Hlq7MrFGbHYNg2JiASwHgGp3ndzKPTV5zV7oigbAaARD4Il40j4HgONYIdXSUiVG5lycMuDmY5O+sIvYp1ZxEo0jmVaWQCMf2dO29RJJoSB5gU1AGXSr+ZYumA6AqKNKImmDdw6EEW3VA/VxJYLUvwPevdejHdg9VtPMq3GPtCKVWu9zIggrRNInRsyp2sjgt1dv4xA6BH32igE5BHbSJWWtEariKOIrlXV0g1tu/wAMx8MQATtGTUi0WDzVy7zqXWeUz9I9f/MP/AYkqV2ldvCvElSukr/jtMzMqVMSv+6lQfAtw18NZUrghYm0W7zasqVKnlMwlSoEqV4VK8K/4Tw6h2l2x+Ec/wDEOX4y9Bh5TXn2E0/pUr7kOv2xOZ8iWOvoJXP2Sv8AATJ9nvK2fd3lfa/c5PQ/M/jfmfxvzP435n8z8z+Z+Z/A/Mcmrtj8ypgvQfM/iPmfxXzP4r5hb+AfM/l4/l4/mvmfw8fxkfx0I6ecI4PTQ/4+MH68H+Gj+Ej+Ej+U8H3P6WNtX1kH38PmN2xzT5nF93eNGq8SxzsMY3fRx/HfMGc+GPZc+m+ZwU/XM2EZqx6f5mLF/Z8xI3pDRihv0Eau10R9z8xt2OyE9EPCmcFehgVW+br+4U/o/M/jY/jI/hIy/qR/GRhx6OMf6sM6674U38h8wzcvD5jNv5r58Fv575n878z+Y+Y7HovmfdfMa/1vmcPofmMZu0RJmo1M3hU7TpzozkhZBNmX7zeoQjDp41KhsRIP/E1PDtHQyTaYd43eIdZmGsB1Y0XVMcM38A6k1/8AjjEdZ28DRioKl2eAtlXE2uMqbeGIf+GlxC7O0A6npHoxq8XKgOMR8NjiUriHKzBK0mnw9CfzPqufCt2zWXGnDe0afRBChcBEi5b9Bjyia1U5ixyFbztT9dPDHsPzNMKbiIEfKHasEVLLGiAlRigC852xH6Q6aCJDvUOvGdC2CaKxyEchlMioCLKvho9IMrBhANTCuI42qwzGJluBPs7ShuprIY6o/cdf/A1m1Q2rlV0N16Ez+CsQAdE3G2Bnjf3ePvxweLtvWGKlbu4bTotUDmFYA4eQauVctI42ANYroAay1FA1VZD1qUiPrVOneXw6kDa6BcbFpViBzBN+NKZwq47TlV7/APiGkqbIIpetBq1TW13HUmLV5xrMBEZF4z6bkHPBFRc0DKwQGjL9QGajHeGcFm4dHwI/Q3XVpRwCbuuGXqbidtyaRpTQKWS4uoSjsRtbv4iiznFA9bm13cxcQ/8AAyA1U0PKMIhg5vUHLBgO/QcGarTaE9erLQC4cStqNalQa2FTwm0VHGKzNWBgfyWy4UWJu04CVjqohRBzUVal9OZgeSJnpQnOKIOqbdvCmThPuuZSzTzjUywFOBalRXMttzKb6dYSjZY4TEOZITWLVBivD2b8xv3NMAlG9Qo2ziC+tf5ysLLMYW/R7yzDfu+Yq+nhO4sl1isy0bQypL2NYLxM3IUkboVQMsI/Si6KwdGgaR1Yf8ngS+kOyyGRdQCJNhQOADlpa6MGJS0yiUraqXrMS05CByqVtlsO8rYQGORWLdte8Uhct5uFE0abQO6QSHNt+V+0VIuG4DavT5glqTVyqbX70imi5zUKA7wdZ4BW8GHiLl2i1cfCYUu/Aj/1nEWQmR7OqlLrvwRKRFDW4NycZdoaB7XFEL7ubeKhXHG1MqdTSbS/BJzUmuju3hROMaAHq+m0NsS00KhssbPjxVtCttqi2V1uDgpzhL6wOQw0q2q+q3m4zBZLaFovTOoRHphhLTHaP/jbMAItxjMaZOooDd0b4/MZNUBwG7vnFV1io6uBqPLyuUuKS05LyIoK0rOhRetDPWK7VDLVTAUw7T/qNYPU5v8ASZv9YQYCnSwPnpBXoHtNr6usqHNiWOJutKx2/L/MFqtoRUMdPLhu6ZfnEc4VfExF+IxIFaLdiByLbiO7Su3h7B+Z91xgapprYDWpmrP3RYUCsq8HpBwFa5yFBvD+0CobFNE0zENbyxa1VxGGXfgMLenzlcmkAlA0ahgU7QvJamKcnTkzT0nQXRCuvcqntHX/AKNYiTHWWGGOKSEgBqzVgtEZKutL5MsFAX5yE0e/3SNrFKU7zLcKM6hV+UZelvvcNv1ADpXeDWZEOof8gVUGkZ+vB0mFdcGw4qA4qOGGYDfTiXBjvFfeEkay3E98vpPUr/xJLBxbKQvQJerC7qvzFtAJ1ZBpd2kYQn4AFIKb1d84jWyKM4LF2xK0dbrON1lrfXmA+hqkMq3OTmzrMuDN1OgR9i9Y6xA9aKTPnH8XZGhKF80IguMewSetMSsW4OA+THaOn/hRxzLYZbmMNatlouTixYG/QIIwGplC653qUN+BIPDX5lQbDRij5mITtuGBEK9SBgJbw3jKARdGWGEKjBa1bTHy7VbBd3YckRR710GlVvFzt9QLNGuI+DOblL28p0gibYnB2SNFujvCo6tkQaOVQLtLF1duIePMgG6UbVFkKC7BwW63BDBEznDYl4raBMC0sfma2eTVgNRFhLVB6kUajo+IjncEu++kSndt9uzFimstRco3mPTpQrg80BcKkTgV0GwWwzcuLeACvKa/2VXk3UoOaOBujcSDOU0V4BpkeOhHX/rBxLBLrOWaEEtcY3OsqatlsHGzjMfve607KG3+wNmrg6by4UaQYajepgiNeWKKKtgYNjpcLvNb4NoxyRL5ea8tPKau0nFmIDxQavOsAdYIyrQJGw3QyHQqowUIFl5nq+sdu23n/t8MR2z1h4u0LlOk5TO2hMcurcG9n5jq/ftzoS9XimDlWpL0qIJs1vItrree8AF13QF0Da2e4S195GcPJArhbQB9BBDWTbLlWmh7yhrrUSmlmheZTuYDkHR6BNTPGI6k5neiEpitazH/ALuCCWb9xzzdoAW1C7OSVqzArIFV4OkJrHE6aPf9QX0qxsabDeUFsjVWGgGx0hKbosFzfSEMBK6rlOszcXvrKxYgXeb9Sl66zRB/MwhUFL2RWRY3Yy0Jb3AZ6dB8gmTGIoK4Xrsl3LJ4M6aRxacuGiqlSUVVSQMXmkMBbo3mDW1fIIW2aDJBOgeUVc86y5fgKFRXBGkKOk1XR55l4qWS7rnwP+TE6oJcstIqqojnquszuSjUt58sXAbQQkcF6Z2lqrAR6URXtcVHiatCWfya/GpUqVNpcxoRW0GIm3WXdiWCtoI08oIl4p0lg50qXmXNMmtOkcuCiCHE4S7jp/46ktub5grmKXgzB1hbLSajbiLZpEx0zHVtKaZibbxkTa78CZut9LnS+k6f0lnxM6VeQZ/sDD/IYf1oTPoMG19Ofy5/LZ/LlnwxnkPg9+fUZ9Rn1mfdZ91lB88QZLo3B/kZ/YZ/ZZ/QZ/RfiAP7XxM/7X4n9l8T+m+J/bfExmr3fET/ALvif0nxP6T4let3fE3M3d8QFZ9d8QJ/EviKfO+JQ/sfE5re74ib/c+Imw918RPN5/iV/wBHxK/6Pif0XxP6L4gYBd2fqBmh0f8AEDBj+tpX/T8Sv+34lT5vxHa9T8Sv+n4lD5PxAf7/AInYu/4gX5vxE3td/wASv+z4nR6/4if9vxK/6PiGBlzsviUr9n4lPp/U+j/Erde++JX/AFfErFX/AFfEr/q+JSv2viUr9z4g8vb/ABDOZcQyNUSmqyuiK14icsvOgLO0WvETREs19SJXguYRrNJcupfeesupcuX4Ll1Lly5bKleGXeLTDMcS5cuW/wDJGbeFy5ctLS4MubH/ACNN695dqxyxgx8TPjmZl5gscQWXUMl+O2rM3q+D3ipLZaby3/m8S2XmXLl+Fz//2Q==" width="355px" alt="currency exchange for beginners"/></p>
<p>
<p>The first stop for new traders is the trading academy educational  courses delivered by highly experienced professional Forex traders. The content starts with the basics and gradually advances to the technical aspects of trading. ForexSignals.com was founded in 2012 by Nick McDonald, a leading independent trader and financial <a href="https://forex-world.net/software-development/azure-cloud-engineer-opening-romania-nationwide/">https://forex-world.net/software-development/azure-cloud-engineer-opening-romania-nationwide/</a> educator with a global following. At its core, ForexSignals is a hub for knowledge and learning in the Forex industry. Knowledge of forex could prepare you for a career as a forex currency researcher, analyst, or strategist. You would conduct analysis and research about currencies and derivatives in the forex market.</p>
</p>
<p>
<h2>How to Use this Currency Trading Guide</h2>
</p>
<p>
<p>Take a look at a some screenshots from Interactive Broker&#8217;s educational offering, taken by our research team during our product testing. Browse a gallery of screenshots from Saxo Bank&#8217;s educational offering, taken by our research team during our product testing. Check out a gallery of screenshots from IG&#8217;s educational offering, taken by our research team during our product testing. To ensure a trading course is honest, read its terms and conditions carefully, determine whether it promises anything unreasonable, and double-check its credentials and certification for authenticity. In particular, beware of sites that prominently display hypothetical returns, or that show actual returns without the stipulation to the effect that &#8220;past performance is no guarantee of future results.&#8221; For those thinking globally, be aware that each country has its own regulatory boards, and international courses may be certified by different organizations.</p>
</p>
<p>
<div style='text-align:center'><iframe width='565' height='313' src='https://www.youtube.com/embed/ffGQNRRtyqA' frameborder='0' alt='currency exchange for beginners' allowfullscreen></iframe></div>
</p>
<p>
<p>The only way to determine the brokers that do this is to talk to fellow traders. Unlike equity brokers, forex brokers are usually tied to large banks or lending institutions because of the large amounts of capital required (leverage that they need to provide). The spread, calculated in pips,&nbsp;is the difference between the price at which a currency can be purchased and the price at which it can be sold at any given point in time. A high spread indicates a big difference between the prices for buying and selling.</p>
</p>
<p>
<h2>Keep Learning and Adapting:</h2>
</p>
<p>
<p>Also, these currency pairs aren’t necessarily the easiest pairs to trade. Before we go on, we assume you already know the basics of forex trading. That is, you know the best trading platforms to trade on and other things like the types of forex trading analyses. Jumping these first few steps is similar to attempting to read without first knowing the alphabet.</p>
</p>
<p><img 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" 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<p>
<div style='text-align:center'><iframe width='569' height='316' src='https://www.youtube.com/embed/J-JMqtBz2EQ' frameborder='0' alt='currency exchange for beginners' allowfullscreen></iframe></div></p>
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		<title>Kursy walut USD PLN Kantor wymiany walut</title>
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		<pubDate>Thu, 15 Jun 2023 15:56:15 +0000</pubDate>
		<dc:creator><![CDATA[sabina]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[Jej emitentem jest Bank Rezerw Federalnych (Federal Reserve Bank), znany tak?e jako FED. W ka?dym wi?kszym egipskim mie?cie takim jak Kair lub Giza nie b?dziesz mie? problemu ze znalezieniem bankomatu. To dobra opcja na dodatkowe funty bez zabierania w podró? &#8230; <a href="http://www.realandintellectualproperty.com/kursy-walut-usd-pln-kantor-wymiany-walut/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Jej emitentem jest Bank Rezerw Federalnych (Federal Reserve Bank), znany tak?e jako FED. W ka?dym wi?kszym egipskim mie?cie takim jak Kair lub Giza nie b?dziesz mie? problemu ze znalezieniem bankomatu. To dobra opcja na dodatkowe funty bez zabierania w podró? walut obcych. <a href="https://forexgenerator.net/komisja-europejska-dochodzenie-w-sprawie-deutsche-bank-i-rabobank-w-sprawie-kartelu-handlowego-obligacji/">https://forexgenerator.net/komisja-europejska-dochodzenie-w-sprawie-deutsche-bank-i-rabobank-w-sprawie-kartelu-handlowego-obligacji/</a> S? one wysokie, a ka?da taka wyp?ata ma doliczon? op?at? za wyp?at? gotówki za granic? i przewalutowanie. Dlatego na podró? do Egiptu warto za?o?y? kart? wielowalutow? np. Oferuje ona darmowe wyp?aty z bankomatów na ca?ym ?wiecie do okre?lonego limitu na miesi?c.</p>
<p>Je?eli zale?y Ci na egipskich banknotach, to we? ze sob? w podró? ameryka?skie dolary lub euro. Du?o lepszym rozwi?zaniem jest wymiana walut obcych po przyje?dzie do Kairu ni? zamian? PLN na EGP. Poza tym takimi walutami, jak USD czy EUR mo?esz równie? <a href="https://forexdata.info/szczyt-g20-w-hamburgu-7-8-lipca-2017/">https://forexdata.info/szczyt-g20-w-hamburgu-7-8-lipca-2017/</a> p?aci? za us?ugi i produkty. W kraju piasku i piramid najbardziej op?aca si? gotówka zarówno w funtach egipskich, jak i walutach obcych. Za us?ugi i zakupy mo?esz te? p?aci? w euro lub dolarach. To pieni?dze powszechnie akceptowane w tym pa?stwie.</p>
<h2>GPW – Gie?da Papierów Warto?ciowych w Warszawie</h2>
<p>Lepsz? opcj? jest skorzystanie z kantorów internetowych, w których po pierwsze mo?emy indywidualnie ustali? kurs zakupu czy sprzeda?y i dos?ownie w chwil?, wymienimy nasze pieni?dze. Po drugie nie musisz wychodzi? z domu, aby uzyska? po??dan? walut?. Dolar ameryka?ski jako taki powsta? nied?ugo po utworzeniu samych Stanów Zjednoczonych, w&nbsp;roku 1785, gdy zosta? ustanowiony walut? narodow?. Od pocz?tku XX wieku a? do 1973 roku warto?? dolara mia?a pokrycie w&nbsp;z?ocie, a&nbsp;wraz z&nbsp;odst?pieniem od powi?zania z&nbsp;kruszcem, kurs dolara sta? si? kursem p?ynnym.</p>
<ul>
<li>1 moneta mia?a warto?? 8 reali – tak by?o a? do ko?cówki XVII wieku, kiedy dolar sta? si? odr?bn? walut? narodow?.</li>
<li>Natomiast w miar? up?ywu czasu banknoty si? zu?ywaj?, a te ze starszych serii zyskuj? warto?? kolekcjonersk?.</li>
<li>Jednak warto wzi?? ze sob? w zagraniczn? podró? nie zwyk?? kart? debetow?, a kart? wielowalutow?.</li>
</ul>
<p>Monety hrabiego zyska?y wielkie uznanie dzi?ki precyzji wykonania i czysto?ci i by?y powszechnie nazywane „Joachimsthalers”, a pó?niej „talarami”. Od 1861 roku mo?na u?ywa? ka?dego kiedykolwiek wyemitowanego znaku pieni??nego w USA, jednak banknoty ze starsz? dat? emisji s? rzadko spotykane. Wykres aktualizowany jest od poniedzia?ku do pi?tku, a sam kurs podawany jest do czterech miejsc po przecinku. Uwaga – kurs z rynku forex mo?e ró?ni? si? od kursu podawanego przez Narodowy Bank Polski lub kursu,  z którym spotkamy si? w kantorach. Je?li chodzi o sam? nazw? dolara, to jej „pradziadkiem” jest talar, czyli moneta bita z uncji srebra w XVI wieku.</p>
<h2>USD &#8211; ?redni kurs dolar</h2>
<p>To, ile kosztuje dolar, pokazuje nam, ile przyjdzie zap?aci? za rzeczy pochodz?ce z importu. Dodatkowo wp?ywa to na warto?? polskiego eksportu rozliczanego w walucie ameryka?skiej. Najbardziej popularnym kursem wymiany japo?skiej waluty na rynku Forex jest kurs dolar-jen (USDJPY). Japo?ski jen jest znany na ?wiecie pod skrótem JPY oraz symbolem ¥. Symbole walut s? prostym i wygodnym sposobem na przedstawienie konkretnych nazw walut w formie drukowanej. Jest to wygodny skrót, który zast?puje s?owa za pomoc? symbolu graficznego.</p>
<h2>Funt egipski – informacje ogólne</h2>
<p>Dlatego na naszej stronie mo?esz zobaczy? najnowsze notowania licznych  kantorów internetowych oraz dla rynku Forex. Obowi?zuj?ce w Egipcie funty s? uznawane za walut? egzotyczn?, przez co mo?esz nie <a href="https://forexbrokerslist.site/brokerzy-firma-tradershome/">https://forexbrokerslist.site/brokerzy-firma-tradershome/</a> znale?? kursu tej waluty w popularnych serwisach. Mo?esz obserwowa? kurs funta egipskiego na stronie Narodowego Banku Polskiego, gdzie znajdziesz go w?ród notowa? innych ma?o popularnych walut.</p>
<h2>00000 USD = 3.93525 PLN</h2>
<p>Dowiesz si? z niej, jaka jednostka monetarna obowi?zuje w wybranym kraju, jaki ma skrót i na jakie sk?adowe (np. grosze) si? dzieli. Je?li masz problem ze znalezieniem odpowiedniego symbolu waluty, prawdopodobnie czcionka, której u?ywasz, nie jest ustawiona do obs?ugi tego konkretnego symbolu. Spróbuj zmieni? czcionk?, aby zobaczy? wiele innych mo?liwo?ci. Na przyk?ad, je?li szukasz symbolu arabskiego dla dairham, powiniene? wybra? czcionk? z arabskimi znakami.</p>
<h2>Sprawd? aktualny kurs</h2>
<p>Egipt to przede wszystkim turystyczny kraj, dlatego tury?ci mog? p?aci? za swoje zakupy równie? w dolarach i euro. Poza tym warto?? egipskiej waluty jest niska, co sprawia, ?e Polacy wybieraj? to pa?stwo jako cel tanich wakacji w ciep?ym kraju. Porównuj?c t? afryka?sk? walut? z euro, to 1 EUR warte jest 33,2 EGP. Warto?? dolara jest zmienna w czasie, zale?na od obecnej sytuacji makroekonomicznej.</p>
<h2>Produkty Wise</h2>
<p>Jednak nie s? to jedyne pieni?dze przyjmowane przez Egipcjan. Zapraszamy do przeczytania artyku?u, a dowiesz si? równie?, jakie s? ceny w Egipcie, czym najlepiej p?aci? na miejscu i jakie inne waluty warto wzi?? ze sob?. W XVI wieku nazywano talarem jedn? uncj? srebra, bitej w postaci monety. Moneta by?a bita przez hrabiego Schilka, który zamieszkiwa? dolin? Joachima. Zyska?y one spore uznanie, ze wzgl?dów na precyzj? wykonania, jak równie? czysto??. Od 1861 roku ka?dy wyemitowany dolar jest pe?noprawnym ?rodkiem p?atniczym w USA, bez wzgl?du z jakiego okresu pochodzi.</p>
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		<title>Ð¢Ñ€ÐµÐ½Ð´Ñ‹ Ð¸ Ñ‚Ð¾Ñ€Ð³Ð¾Ð²Ð»Ñ Ð½Ð° Ð±Ð¸Ñ€Ð¶Ðµ: 4 Ð¿Ð¾Ð¿ÑƒÐ»ÑÑ€Ð½Ñ‹Ñ… Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€Ð° Ñ‚ÐµÑ…Ð½Ð¸Ñ‡ÐµÑÐºÐ¾Ð³Ð¾ Ð°Ð½Ð°Ð»Ð¸Ð·Ð° Ð¥Ð°Ð±Ñ€</title>
		<link>http://www.realandintellectualproperty.com/trendy-i-torgovlja-na-birzhe-4-populjarnyh/</link>
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		<pubDate>Fri, 28 Apr 2023 12:29:11 +0000</pubDate>
		<dc:creator><![CDATA[sabina]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[Ð¡Ð¾Ð´ÐµÑ€Ð¶Ð°Ð½Ð¸Ðµ: Ð§Ñ‚Ð¾ Ñ‚Ð°ÐºÐ¾Ðµ Ñ‚Ñ€ÐµÐ½Ð´Ð¾Ð²Ñ‹Ð¹ Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€? MACD â€“ ÐœÐµÐ´Ð²ÐµÐ¶Ð¸Ð¹ Ð¿Ð°Ñ‚Ñ‚ÐµÑ€Ð½ Ð“Ð¾Ð»Ð¾Ð²Ð° Ð¸ Ð¿Ð»ÐµÑ‡Ð¸ ÐœÐ¾Ð¶Ð½Ð¾ Ð»Ð¸ Ð¸ÑÐ¿Ð¾Ð»ÑŒÐ·Ð¾Ð²Ð°Ñ‚ÑŒ Dynamic Levels Ð´Ð»Ñ Ñ‚Ð¾Ñ€Ð³Ð¾Ð²Ð»Ð¸ Ð¿Ð¾ ÑƒÑ€Ð¾Ð²Ð½ÑÐ¼ ÑÐºÐ°Ð»ÑŒÐ¿ÐµÑ€Ð°Ð¼ Ð¸ ÐºÑ€Ð°Ñ‚ÐºÐ¾ÑÑ€Ð¾Ñ‡Ð½Ñ‹Ð¼ Ñ‚Ñ€ÐµÐ¹Ð´ÐµÑ€Ð°Ð¼ Ð²Ð½ÑƒÑ‚Ñ€Ð¸ Ð´Ð½Ñ? ÐÐµÐ´ÐµÐ»Ñ Ð½Ð° Ñ€Ñ‹Ð½ÐºÐµ: Ð²Ñ€ÐµÐ¼Ñ Ñ†ÐµÐ½Ñ‚Ñ€Ð¾Ð±Ð°Ð½ÐºÐ¾Ð² (14.03â€“18. Ð˜Ð½Ð´ÐµÐºÑ Ð¾Ñ‚Ð½Ð¾ÑÐ¸Ñ‚ÐµÐ»ÑŒÐ½Ð¾Ð¹ ÑÐ¸Ð»Ñ‹ (RSI) âž¤ ÐšÐ¾Ð³Ð´Ð° Ñ†ÐµÐ½Ñ‹ &#8230; <a href="http://www.realandintellectualproperty.com/trendy-i-torgovlja-na-birzhe-4-populjarnyh/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></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;">Ð¡Ð¾Ð´ÐµÑ€Ð¶Ð°Ð½Ð¸Ðµ:</p>
<ul class="toc_list">
<li><a href="#toc-0">Ð§Ñ‚Ð¾ Ñ‚Ð°ÐºÐ¾Ðµ Ñ‚Ñ€ÐµÐ½Ð´Ð¾Ð²Ñ‹Ð¹ Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€?</a></li>
<li><a href="#toc-1">MACD â€“ ÐœÐµÐ´Ð²ÐµÐ¶Ð¸Ð¹ Ð¿Ð°Ñ‚Ñ‚ÐµÑ€Ð½ Ð“Ð¾Ð»Ð¾Ð²Ð° Ð¸ Ð¿Ð»ÐµÑ‡Ð¸</a></li>
<li><a href="#toc-2">ÐœÐ¾Ð¶Ð½Ð¾ Ð»Ð¸ Ð¸ÑÐ¿Ð¾Ð»ÑŒÐ·Ð¾Ð²Ð°Ñ‚ÑŒ Dynamic Levels Ð´Ð»Ñ Ñ‚Ð¾Ñ€Ð³Ð¾Ð²Ð»Ð¸ Ð¿Ð¾ ÑƒÑ€Ð¾Ð²Ð½ÑÐ¼ ÑÐºÐ°Ð»ÑŒÐ¿ÐµÑ€Ð°Ð¼ Ð¸ ÐºÑ€Ð°Ñ‚ÐºÐ¾ÑÑ€Ð¾Ñ‡Ð½Ñ‹Ð¼ Ñ‚Ñ€ÐµÐ¹Ð´ÐµÑ€Ð°Ð¼ Ð²Ð½ÑƒÑ‚Ñ€Ð¸ Ð´Ð½Ñ?</a></li>
<li><a href="#toc-3">ÐÐµÐ´ÐµÐ»Ñ Ð½Ð° Ñ€Ñ‹Ð½ÐºÐµ: Ð²Ñ€ÐµÐ¼Ñ Ñ†ÐµÐ½Ñ‚Ñ€Ð¾Ð±Ð°Ð½ÐºÐ¾Ð² (14.03â€“18.</a></li>
<li><a href="#toc-4">Ð˜Ð½Ð´ÐµÐºÑ Ð¾Ñ‚Ð½Ð¾ÑÐ¸Ñ‚ÐµÐ»ÑŒÐ½Ð¾Ð¹ ÑÐ¸Ð»Ñ‹ (RSI)</a></li>
</ul>
</div>
<p>âž¤ ÐšÐ¾Ð³Ð´Ð° Ñ†ÐµÐ½Ñ‹ Ð½Ð°Ñ…Ð¾Ð´ÑÑ‚ÑÑ Ð²Ð±Ð»Ð¸Ð·Ð¸ Ð²ÐµÑ€Ñ…Ð½ÐµÐ¹ Ð»Ð¸Ð½Ð¸Ð¸ Ð¾Ñ‚ÐºÐ»Ð¾Ð½ÐµÐ½Ð¸Ñ, Ñ€Ñ‹Ð½Ð¾Ðº ÑÑ‡Ð¸Ñ‚Ð°ÐµÑ‚ÑÑ Ð¿ÐµÑ€ÐµÐºÑƒÐ¿Ð»ÐµÐ½Ð½Ñ‹Ð¼, ÐºÐ¾Ð³Ð´Ð° Ñƒ Ð½Ð¸Ð¶Ð½ÐµÐ¹ â€“ Ð¿ÐµÑ€ÐµÐ¿Ñ€Ð¾Ð´Ð°Ð½Ð½Ñ‹Ð¼. ÐšÑ€Ð¾Ð¼Ðµ Ñ‚Ð¾Ð³Ð¾, Ð½Ð° Ð±Ð¾Ð»ÐµÐµ Ð²Ð¾Ð»Ð°Ñ‚Ð¸Ð»ÑŒÐ½Ð¾Ð¼ Ñ€Ñ‹Ð½ÐºÐµ Ð¿Ð¾Ð»Ð¾ÑÑ‹ Ð‘Ð¾Ð»Ð»Ð¸Ð½Ð´Ð¶ÐµÑ€Ð° Ð±ÑƒÐ´ÑƒÑ‚ Ñ€Ð°ÑÑˆÐ¸Ñ€ÑÑ‚ÑŒÑÑ, Ð° Ð½Ð° Ð¼ÐµÐ½ÐµÐµ Ð²Ð¾Ð»Ð°Ñ‚Ð¸Ð»ÑŒÐ½Ð¾Ð¼ Ñ€Ñ‹Ð½ÐºÐµ Ð¾Ð½Ð¸ ÑÑƒÐ¶Ð°ÑŽÑ‚ÑÑ. Ð’ Ñ€ÐµÐ·ÑƒÐ»ÑŒÑ‚Ð°Ñ‚Ðµ Ð¾Ð±Ñ€Ð°Ð·ÑƒÐµÑ‚ÑÑ Ð´Ð¸Ð½Ð°Ð¼Ð¸Ñ‡ÐµÑÐºÐ¸Ð¹ ÐºÐ¾Ñ€Ð¸Ð´Ð¾Ñ€, Ð²Ð½ÑƒÑ‚Ñ€Ð¸ ÐºÐ¾Ñ‚Ð¾Ñ€Ð¾Ð³Ð¾ Ñ‚Ð¾Ñ€Ð³ÑƒÐµÑ‚ÑÑ Ñ†ÐµÐ½Ð°. Ð›ÑŽÐ±Ð¾Ðµ Ð·Ð½Ð°Ñ‡ÐµÐ½Ð¸Ðµ ÑÐ¾ÑÑ‚Ð°Ð²Ð»ÑÑŽÑ‰Ð¸Ñ… Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€Ð° Ð¼Ð¾Ð¶ÐµÑ‚ Ð±Ñ‹Ñ‚ÑŒ ÑÐºÐ¾Ñ€Ñ€ÐµÐºÑ‚Ð¸Ñ€Ð¾Ð²Ð°Ð½Ð¾ Ð² ÑÐ¾Ð¾Ñ‚Ð²ÐµÑ‚ÑÑ‚Ð²Ð¸Ð¸ Ñ Ð¿Ñ€ÐµÐ´Ð¿Ð¾Ñ‡Ñ‚ÐµÐ½Ð¸ÑÐ¼Ð¸ Ñ‚Ñ€ÐµÐ¹Ð´ÐµÑ€Ð°. Ð˜Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€Ñ‹ DI (Directional Movements) Ñ€Ð°ÑÑÑ‡Ð¸Ñ‚Ñ‹Ð²Ð°ÑŽÑ‚, ÐºÐ°Ðº Ð¼Ð°ÐºÑÐ¸Ð¼ÑƒÐ¼Ñ‹, Ð¼Ð¸Ð½Ð¸Ð¼ÑƒÐ¼Ñ‹ Ð¸ Ñ†ÐµÐ½Ñ‹ Ð·Ð°ÐºÑ€Ñ‹Ñ‚Ð¸Ñ Ñ‚ÐµÐºÑƒÑ‰ÐµÐ³Ð¾ Ð´Ð½Ñ ÑÐ¾Ð¾Ñ‚Ð½Ð¾ÑÑÑ‚ÑÑ Ñ Ð¼Ð°ÐºÑÐ¸Ð¼ÑƒÐ¼Ð°Ð¼Ð¸, Ð¼Ð¸Ð½Ð¸Ð¼ÑƒÐ¼Ð°Ð¼Ð¸ Ð¸ Ñ†ÐµÐ½Ð°Ð¼Ð¸ Ð·Ð°ÐºÑ€Ñ‹Ñ‚Ð¸Ñ Ð¿Ñ€ÐµÐ´Ñ‹Ð´ÑƒÑ‰ÐµÐ³Ð¾ Ð´Ð½Ñ.</p>
<ul>
<li>Ð­Ñ‚Ð¾ Ñ€Ð¸ÑÐº, Ñ ÐºÐ¾Ñ‚Ð¾Ñ€Ñ‹Ð¼ Ð½Ðµ ÑÑ‚Ð°Ð»ÐºÐ¸Ð²Ð°ÑŽÑ‚ÑÑ Ð´Ð¾Ð»Ð³Ð¾ÑÑ€Ð¾Ñ‡Ð½Ñ‹Ðµ Ð¸Ð½Ð²ÐµÑÑ‚Ð¾Ñ€Ñ‹.</li>
<li>Ðš ÑÑ‚Ð¾Ð¹ Ð³Ñ€ÑƒÐ¿Ð¿Ðµ Ð¾Ñ‚Ð½Ð¾ÑÑÑ‚ Ñ€Ð°Ð·Ð²Ð¾Ñ€Ð¾Ñ‚Ð½Ñ‹Ðµ Ð¿Ð°Ñ‚Ñ‚ÐµÑ€Ð½Ñ‹ Price Action ÑÐ²ÐµÑ‡Ð½Ð¾Ð³Ð¾ Ð°Ð½Ð°Ð»Ð¸Ð·Ð°, Ð²Ð¾Ð»Ð½Ð¾Ð²Ð¾Ð¹ Ð°Ð½Ð°Ð»Ð¸Ð·, Ð° Ñ‚Ð°ÐºÐ¶Ðµ Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€Ñ‹ ÐºÐ»Ð°ÑÑÐ° ZigZag.</li>
<li>Ð’Ð¾Ð¾Ð±Ñ‰Ðµ Ñ€ÐµÐºÐ¾Ð¼ÐµÐ½Ð´ÑƒÐµÑ‚ÑÑ ÑƒÐ·Ð½Ð°Ñ‚ÑŒ ÐºÐ°Ðº Ð¼Ð¾Ð¶Ð½Ð¾ Ð±Ð¾Ð»ÑŒÑˆÐµ Ð¿Ð¾Ð´Ñ€Ð¾Ð±Ð½Ð¾ÑÑ‚ÐµÐ¹ Ð¿Ñ€Ð¾ ÐºÐ°Ð¶Ð´Ñ‹Ð¹ Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€, Ñ ÐºÐ¾Ñ‚Ð¾Ñ€Ñ‹Ð¼ Ð²Ñ‹ ÑÐ¾Ð±Ð¸Ñ€Ð°ÐµÑ‚ÐµÑÑŒ Ñ€Ð°Ð±Ð¾Ñ‚Ð°Ñ‚ÑŒ.</li>
<li>RSI Ð»ÑƒÑ‡ÑˆÐµ Ð²ÑÐµÐ³Ð¾ Ñ€Ð°Ð±Ð¾Ñ‚Ð°ÐµÑ‚ Ð² Ñ†ÐµÐ½Ð¾Ð²Ð¾Ð¼ ÐºÐ¾Ñ€Ð¸Ð´Ð¾Ñ€Ðµ, ÐºÐ¾Ñ‚Ð¾Ñ€Ñ‹Ð¹ Ñ‚Ð°Ðº Ð½Ðµ Ð»ÑŽÐ±ÑÑ‚ Ð´Ð¾Ð»Ð³Ð¾ÑÑ€Ð¾Ñ‡Ð½Ñ‹Ðµ Ñ‚Ñ€ÐµÐ¹Ð´ÐµÑ€Ñ‹.</li>
</ul>
<p>Ð’ ÑÑ‚Ð¾Ð¼ Ð¿Ð¾Ð¼Ð¾Ð³Ð°ÐµÑ‚ Ð¿Ñ€Ð¾Ñ€Ð¸ÑÐ¾Ð²ÐºÐ° Ð»Ð¸Ð½Ð¸Ð¹, Ñ€Ð°ÑÐ¿Ð¾Ð»Ð¾Ð¶ÐµÐ½Ð½Ñ‹Ñ… Ð½Ð° Ð¼Ð¸Ð½Ð¸Ð¼Ð°Ð»ÑŒÐ½Ñ‹Ñ… Ð·Ð½Ð°Ñ‡ÐµÐ½Ð¸ÑÑ… Ñ†ÐµÐ½Ñ‹ (ÑƒÑ€Ð¾Ð²Ð½ÐµÐ¹ Ð¿Ð¾Ð´Ð´ÐµÑ€Ð¶ÐºÐ¸) Ð¸ Ð¼Ð°ÐºÑÐ¸Ð¼Ð°Ð»ÑŒÐ½Ñ‹Ñ… (ÑƒÑ€Ð¾Ð²Ð½ÐµÐ¹ ÑÐ¾Ð¿Ñ€Ð¾Ñ‚Ð¸Ð²Ð»ÐµÐ½Ð¸Ñ). Ð’ Ñ‡Ð°ÑÑ‚Ð¸ Ð²Ñ‚Ð¾Ñ€Ð¾Ð¹ Ð¾Ð¿Ð¸ÑÐ°Ð½Ð¾, ÐºÐ°Ðº Ð½ÐµÐºÐ¾Ñ‚Ð¾Ñ€Ñ‹Ðµ Ð¿Ñ€Ð¾Ñ„ÐµÑÑÐ¸Ð¾Ð½Ð°Ð»Ñ‹ Ð² Ð¾Ð±Ð»Ð°ÑÑ‚Ð¸ Ñ‚Ñ€ÐµÐ¹Ð´Ð¸Ð½Ð³Ð° Ð¸ÑÐ¿Ð¾Ð»ÑŒÐ·ÑƒÑŽÑ‚ Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€Ñ‹, Ñ‡Ñ‚Ð¾Ð±Ñ‹ Ð·Ð°Ñ€Ð°Ð±Ð°Ñ‚Ñ‹Ð²Ð°Ñ‚ÑŒ ÑÐµÐ±Ðµ Ð½Ð° Ð¶Ð¸Ð·Ð½ÑŒ Ð¿Ð¾ÐºÑƒÐ¿ÐºÐ¾Ð¹ Ð¸ Ð¿Ñ€Ð¾Ð´Ð°Ð¶ÐµÐ¹ Ð°ÐºÑ†Ð¸Ð¹. Ð’Ð¾Ð·Ð¼Ð¾Ð¶Ð½Ð¾, Ð¼Ñ‹ Ð²Ñ‹ÑÑÐ½Ð¸Ð¼, Ð´ÐµÐ¹ÑÑ‚Ð²Ð¸Ñ‚ÐµÐ»ÑŒÐ½Ð¾ Ð»Ð¸ Ð²Ð¾Ð·Ð¼Ð¾Ð¶Ð½Ð¾ Ð¸ÑÐ¿Ð¾Ð»ÑŒÐ·Ð¾Ð²Ð°Ñ‚ÑŒ Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€Ñ‹ Ð´Ð»Ñ Ð¿Ñ€Ð¾Ð³Ð½Ð¾Ð·Ð¸Ñ€Ð¾Ð²Ð°Ð½Ð¸Ñ ÑÐ¸Ñ‚ÑƒÐ°Ñ†Ð¸Ð¸ Ð½Ð° Ñ€Ñ‹Ð½ÐºÐµ. Ð¢Ñ€ÐµÐ¹Ð´ÐµÑ€Ñ‹, Ð¿Ñ€Ð¸Ð¼ÐµÐ½ÑÑŽÑ‰Ð¸Ðµ Ñ€ÑÐ´Ñ‹ Ð¤Ð¸Ð±Ð¾Ð½Ð°Ñ‡Ñ‡Ð¸, Ð¿Ñ€Ð¾ÑÐ²Ð»ÑÑŽÑ‚ Ð¾ÑÐ¾Ð±Ñ‹Ð¹ Ð¸Ð½Ñ‚ÐµÑ€ÐµÑ Ðº Ñ‡Ð¸ÑÐ»Ñƒ 0,618 (ÐºÐ¾Ñ‚Ð¾Ñ€Ð¾Ðµ Ð½Ð°Ð·Ñ‹Ð²Ð°ÑŽÑ‚ Â«Ð·Ð¾Ð»Ð¾Ñ‚Ñ‹Ð¼ ÑÐµÑ‡ÐµÐ½Ð¸ÐµÐ¼Â»), Ð° Ñ‚Ð°ÐºÐ¶Ðµ Ðº Ñ‡Ð¸ÑÐ»Ð°Ð¼ 0,382 Ð¸ 0,50.</p>
<h2 id="toc-0">Ð§Ñ‚Ð¾ Ñ‚Ð°ÐºÐ¾Ðµ Ñ‚Ñ€ÐµÐ½Ð´Ð¾Ð²Ñ‹Ð¹ Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€?</h2>
<p>ÐŸÑ€Ð¸ ÑÑ‚Ð¾Ð¼ Ð»Ð¸Ð½Ð¸Ð¸ Ð´Ð¾Ð»Ð¶Ð½Ñ‹ Ð²Ñ‹Ñ…Ð¾Ð´Ð¸Ñ‚ÑŒ Ð¸Ð· Ð·Ð¾Ð½Ñ‹ Ð¿ÐµÑ€ÐµÐ¿Ñ€Ð¾Ð´Ð°Ð½Ð½Ð¾ÑÑ‚Ð¸ Ð² Ð¿ÐµÑ€Ð²Ð¾Ð¼ ÑÐ»ÑƒÑ‡Ð°Ðµ Ð¸ Ð¿ÐµÑ€ÐµÐºÑƒÐ¿Ð»ÐµÐ½Ð½Ð¾ÑÑ‚Ð¸ â€” Ð²Ð¾ Ð²Ñ‚Ð¾Ñ€Ð¾Ð¼. Ð˜Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€, Ð¿Ñ€Ð¸Ð´ÑƒÐ¼Ð°Ð½Ð½Ñ‹Ð¹ Ð”Ð¶Ð¾Ð½Ð¾Ð¼ Ð›ÐµÐ¹Ð½Ð¾Ð¼, Ð¸ÑÐ¿Ð¾Ð»ÑŒÐ·ÑƒÐµÑ‚ Ñ‚Ð¾Ñ‚ Ð¶Ðµ <a href="https://prostoforex.com/">https://prostoforex.com/</a> Ð¿Ñ€Ð¸Ð½Ñ†Ð¸Ð¿, Ñ‡Ñ‚Ð¾ Ð¸ RSI. ÐžÐ½ ÑÑ€Ð°Ð²Ð½Ð¸Ð²Ð°ÐµÑ‚ Ð¿Ð¾Ð»Ð¾Ð¶ÐµÐ½Ð¸Ðµ Ñ‚ÐµÐºÑƒÑ‰ÐµÐ¹ Ñ†ÐµÐ½Ñ‹ Ð¾Ñ‚Ð½Ð¾ÑÐ¸Ñ‚ÐµÐ»ÑŒÐ½Ð¾ Ð¿Ñ€ÐµÐ´Ñ‹Ð´ÑƒÑ‰Ð¸Ñ… Ð¿ÐµÑ€Ð¸Ð¾Ð´Ð¾Ð² Ð¸ Ð²Ñ‹ÑÑ‚Ð°Ð²Ð»ÑÐµÑ‚ Ð·Ð½Ð°Ñ‡ÐµÐ½Ð¸Ðµ Ð¾Ñ‚ÐºÐ»Ð¾Ð½ÐµÐ½Ð¸Ñ Ð² Ð¿Ñ€Ð¾Ñ†ÐµÐ½Ñ‚Ð°Ñ… (Ð¨ÐºÐ°Ð»Ð° Ð¾Ñ‚ 0 Ð´Ð¾ 100).</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://prostoforex.com/wp-content/uploads/2020/02/pamm_account_21-min.jpg" width="306px" alt="Ð»ÑƒÑ‡ÑˆÐ¸Ðµ Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€Ñ‹ Ð´Ð»Ñ Ñ‚Ñ€ÐµÐ¹Ð´Ð¸Ð½Ð³Ð°"/></p>
<p>âž¤ Ð§ÐµÐ¼ Ð²Ñ‹ÑˆÐµ ATR, Ñ‚ÐµÐ¼ Ð²Ñ‹ÑˆÐµ Ð²Ð¾Ð»Ð°Ñ‚Ð¸Ð»ÑŒÐ½Ð¾ÑÑ‚ÑŒ Ð½Ð° Ñ€Ñ‹Ð½ÐºÐµ Ð¸ Ð½Ð°Ð¾Ð±Ð¾Ñ€Ð¾Ñ‚. ATR Ð¾Ñ‚Ð¾Ð±Ñ€Ð°Ð¶Ð°ÐµÑ‚ÑÑ Ð² Ð²Ð¸Ð´Ðµ ÑÐºÐ¾Ð»ÑŒÐ·ÑÑ‰ÐµÐ¹ ÑÑ€ÐµÐ´Ð½ÐµÐ¹ Ð·Ð½Ð°Ñ‡ÐµÐ½Ð¸Ð¹ Ð¸ÑÑ‚Ð¸Ð½Ð½Ð¾Ð³Ð¾ Ð´Ð¸Ð°Ð¿Ð°Ð·Ð¾Ð½Ð° (Ð¿Ð¾ ÑƒÐ¼Ð¾Ð»Ñ‡Ð°Ð½Ð¸ÑŽ 14-Ð¿ÐµÑ€Ð¸Ð¾Ð´Ð½Ð°Ñ). Ð”Ð°Ð»ÐµÐµ Ð¼Ñ‹ Ð±Ð¾Ð»ÐµÐµ Ð¿Ð¾Ð´Ñ€Ð¾Ð±Ð½Ð¾ Ñ€Ð°ÑÑÐ¼Ð¾Ñ‚Ñ€Ð¸Ð¼ Ñ‡ÐµÑ‚Ñ‹Ñ€Ðµ ÐºÐ°Ñ‚ÐµÐ³Ð¾Ñ€Ð¸Ð¸ Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€Ð¾Ð² Ð¸ Ð¿Ñ€Ð¸Ð²ÐµÐ´ÐµÐ¼ Ð¿Ñ€Ð¸Ð¼ÐµÑ€Ñ‹ Ð´Ð»Ñ ÐºÐ°Ð¶Ð´Ð¾Ð¹ Ð¸Ð· Ð½Ð¸Ñ…. Ð¥Ð¾Ñ€Ð¾ÑˆÐ¸Ð¹ Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€ Ð´Ð»Ñ Ð¾Ð¿Ñ€ÐµÐ´ÐµÐ»ÐµÐ½Ð¸Ñ Ð¸Ð½Ð²ÐµÑÑ‚Ð¸Ñ†Ð¸Ð¾Ð½Ð½Ð¾Ð¹ Ð¿Ñ€Ð¸Ð²Ð»ÐµÐºÐ°Ñ‚ÐµÐ»ÑŒÐ½Ð¾ÑÑ‚Ð¸ Ñ€Ð°ÑÑÐ¼Ð°Ñ‚Ñ€Ð¸Ð²Ð°ÐµÐ¼Ð¾Ð³Ð¾ Ð¸Ð½ÑÑ‚Ñ€ÑƒÐ¼ÐµÐ½Ñ‚Ð°. ÐžÑÐ½Ð¾Ð²Ð½Ð¾Ð¹ Ð°ÐºÑ†ÐµÐ½Ñ‚ Ð½Ð° Ñ‚Ð¾Ñ‡ÐºÑƒ Ð²Ñ…Ð¾Ð´Ð° ÑÐ´ÐµÐ»Ð°Ð½ Ð½Ð° Ñ€ÐµÑ‚ÐµÑÑ‚ Ð¿Ð¾ÑÐ»Ðµ Ð¿Ð¾Ð´Ñ‚Ð²ÐµÑ€Ð¶Ð´ÐµÐ½Ð¸Ñ Ð½Ð°Ð¿Ñ€Ð°Ð²Ð»ÐµÐ½Ð¸Ñ. ETP Trading EDU &#8211; Ð½ÐµÐ±Ð¾Ð»ÑŒÑˆÐ¸Ðµ Ð¾Ð±ÑƒÑ‡Ð°ÑŽÑ‰Ð¸Ðµ Ð¿Ð¾ÑÑ‚Ñ‹ Ð¿Ð¾ Ñ‚ÐµÑ…Ð½Ð¸Ñ‡ÐµÑÐºÐ¾Ð¼Ñƒ Ð°Ð½Ð°Ð»Ð¸Ð·Ñƒ, Ð¿Ð°Ñ‚Ñ‚ÐµÑ€Ð½Ð°Ð¼ Ð¸ Ð²ÑÐµÐ¼Ñƒ, Ñ‡Ñ‚Ð¾ ÑÐ²ÑÐ·Ð°Ð½Ð¾ Ñ Ñ‚Ð¾Ñ€Ð³Ð¾Ð²Ð»ÐµÐ¹ Ð¿Ð¾ Price Action.</p>
<h2 id="toc-1">MACD â€“ ÐœÐµÐ´Ð²ÐµÐ¶Ð¸Ð¹ Ð¿Ð°Ñ‚Ñ‚ÐµÑ€Ð½ Ð“Ð¾Ð»Ð¾Ð²Ð° Ð¸ Ð¿Ð»ÐµÑ‡Ð¸</h2>
<p>ÐœÐ½Ð¾Ð³Ð¸Ðµ Ñ‚ÐµÑ…Ð½Ð¸Ñ‡ÐµÑÐºÐ¸Ðµ Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€Ñ‹ ÑÐ²Ð»ÑÑŽÑ‚ÑÑ Ð°Ð»ÑŒÑ‚ÐµÑ€Ð½Ð°Ñ‚Ð¸Ð²Ð°Ð¼Ð¸ Ð¸Ð»Ð¸ Ð´ÑƒÐ±Ð»Ð¸ÐºÐ°Ñ‚Ð°Ð¼Ð¸. Ð¤Ð¸ÑˆÐµÑ€ Ñ‚Ð°ÐºÐ¶Ðµ ÑÑ‡Ð¸Ñ‚Ð°ÐµÑ‚, Ñ‡Ñ‚Ð¾ Ñ„Ð¾Ñ€Ð¼ÑƒÐ»Ð¸Ñ€Ð¾Ð²Ð°Ñ‚ÑŒ Ð½ÐµÐ·Ñ‹Ð±Ð»ÐµÐ¼Ñ‹Ðµ Ð¿Ñ€Ð°Ð²Ð¸Ð»Ð° Ð½Ð°Ð´Ð¾ Ð¾ÑÑ‚Ð¾Ñ€Ð¾Ð¶Ð½Ð¾. ÐÐ°Ð¿Ñ€Ð¸Ð¼ÐµÑ€, Ð¼Ð¾Ð¶Ð½Ð¾ ÑÑ„Ð¾Ñ€Ð¼ÑƒÐ»Ð¸Ñ€Ð¾Ð²Ð°Ñ‚ÑŒ Ð¿Ñ€Ð°Ð²Ð¸Ð»Ð¾, Ð¿Ñ€ÐµÐ´Ð¿Ð¸ÑÑ‹Ð²Ð°ÑŽÑ‰ÐµÐµ Ð¿Ð¾ÐºÑƒÐ¿Ð°Ñ‚ÑŒ, ÐºÐ¾Ð³Ð´Ð° Ñ†ÐµÐ½Ð° Ð°ÐºÑ†Ð¸Ð¹ Ð²Ñ‹ÑˆÐµ Ð¸Ñ… 200-Ð´Ð½ÐµÐ²Ð½Ð¾Ð³Ð¾ ÑÐºÐ¾Ð»ÑŒÐ·ÑÑ‰ÐµÐ³Ð¾ ÑÑ€ÐµÐ´Ð½ÐµÐ³Ð¾, Ð¸ Ð¿Ñ€Ð¾Ð´Ð°Ð²Ð°Ñ‚ÑŒ, ÐºÐ¾Ð³Ð´Ð° Ñ†ÐµÐ½Ð° Ð°ÐºÑ†Ð¸Ð¹ Ð½Ð¸Ð¶Ðµ Ð½ÐµÐ³Ð¾. Â«Ð—Ð°Ð´Ð°Ñ‡Ð° ÑÐ¾ÑÑ‚Ð¾Ð¸Ñ‚ Ð² Ñ‚Ð¾Ð¼,  Ñ‡Ñ‚Ð¾Ð±Ñ‹ Ð¸Ð·Ð¼ÐµÐ½ÑÑ‚ÑŒÑÑ Ð²Ð¼ÐµÑÑ‚Ðµ Ñ Ð¼Ð¸Ñ€Ð¾Ð¼ Ð¸ Ð²Ñ‹Ð´Ð²Ð¸Ð³Ð°Ñ‚ÑŒ Ð½Ð¾Ð²Ñ‹Ðµ Ð¸Ð´ÐµÐ¸, Ð´Ð¾ ÐºÐ¾Ñ‚Ð¾Ñ€Ñ‹Ñ… Ð´Ñ€ÑƒÐ³Ð¸Ðµ Ð¿Ð¾ÐºÐ° Ð½Ðµ Ð´Ð¾Ð´ÑƒÐ¼Ð°Ð»Ð¸ÑÑŒ, â€” ÑƒÑ‚Ð²ÐµÑ€Ð¶Ð´Ð°ÐµÑ‚ Ð¤Ð¸ÑˆÐµÑ€. â€” Ð­Ñ‚Ð¾ Ð¸ Ð¿Ñ€ÐµÐ´Ð¿Ð¾Ð»Ð°Ð³Ð°ÐµÑ‚ ÑÐ¾Ð·Ð´Ð°Ð½Ð¸Ðµ Ð½Ð¾Ð²Ñ‹Ñ… Ñ€Ñ‹Ð½Ð¾Ñ‡Ð½Ñ‹Ñ… Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€Ð¾Ð²Â».</p>
<p>Ð Ð½Ð° Ð¼Ð¸Ð½ÑƒÑ‚Ð½Ð¾Ð¼ Ð³Ñ€Ð°Ñ„Ð¸ÐºÐµ Ð¾Ð¿ÐµÑ€Ð°Ñ‚Ð¸Ð²Ð½Ð¾ÑÑ‚ÑŒ Ð²Ð°Ð¶Ð½Ð° ÐºÐ°Ðº Ð½Ð¸ Ð½Ð° ÐºÐ°ÐºÐ¸Ñ… Ð´Ñ€ÑƒÐ³Ð¸Ñ… Ð³Ñ€Ð°Ñ„Ð¸ÐºÐ°Ñ…. ÐÐ¾ Ð½ÐµÑÐ¼Ð¾Ñ‚Ñ€Ñ Ð½Ð° Ð²ÑÐµ Ð¼Ð¸Ð½ÑƒÑÑ‹, Ð³Ñ€Ð°Ñ„Ð¸ÐºÐ¸ Ðœ1 ÑÐ²Ð»ÑÑŽÑ‚ÑÑ Ð²ÐµÑÑŒÐ¼Ð° Ð¿Ð¾Ð¿ÑƒÐ»ÑÑ€Ð½Ñ‹Ð¼Ð¸. Ð§Ð°Ñ‰Ðµ Ð²ÑÐµÐ³Ð¾ Ð¸Ñ… Ð¸ÑÐ¿Ð¾Ð»ÑŒÐ·ÑƒÑŽÑ‚ ÑÐºÐ°Ð»ÑŒÐ¿ÐµÑ€Ñ‹, Ð½Ð°Ñ†ÐµÐ»ÐµÐ½Ð½Ñ‹Ðµ Ð½Ð° ÑÐ¾Ð²ÐµÑ€ÑˆÐµÐ½Ð¸Ðµ Ð±Ñ‹ÑÑ‚Ñ€Ñ‹Ñ… Ð¸ Ñ‡Ð°ÑÑ‚Ñ‹Ñ… ÑÐ´ÐµÐ»Ð¾Ðº. ÐŸÑ€ÐµÐ¶Ð´Ðµ Ñ‡ÐµÐ¼ Ð¿ÐµÑ€ÐµÐ¹Ñ‚Ð¸ Ð½ÐµÐ¿Ð¾ÑÑ€ÐµÐ´ÑÑ‚Ð²ÐµÐ½Ð½Ð¾ Ðº Ñ‚ÐµÐ¼Ðµ Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€Ð¾Ð², Ð¾ÑÑ‚Ð°Ð½Ð¾Ð²Ð¸Ð¼ÑÑ Ð½Ð° Ð¿Ð¾Ð½ÑÑ‚Ð¸Ð¸ Â«1-Ð¼Ð¸Ð½ÑƒÑ‚Ð½Ñ‹Ð¹ Ð³Ñ€Ð°Ñ„Ð¸ÐºÂ». Ð•ÑÐ»Ð¸ Ð¾Ð±ÑŠÑÑÐ½ÑÑ‚ÑŒ Ð¿Ñ€ÐµÐ´ÐµÐ»ÑŒÐ½Ð¾ Ð¿Ñ€Ð¾ÑÑ‚Ð¾, Ñ‚Ð¾ ÑÑ‚Ð¾ Ð´Ð¸Ð°Ð³Ñ€Ð°Ð¼Ð¼Ð° ÑÑ‚Ð¾Ð¸Ð¼Ð¾ÑÑ‚Ð¸ Ð°ÐºÑ‚Ð¸Ð²Ð° Ñ Ñ‚Ð°Ð¹Ð¼Ñ„Ñ€ÐµÐ¹Ð¼Ð¾Ð¼ M1. Ð§Ñ‚Ð¾Ð±Ñ‹ Ð¾Ð±Ð»ÐµÐ³Ñ‡Ð¸Ñ‚ÑŒ Ð¿Ñ€Ð¾Ñ†ÐµÑÑ Ð°Ð½Ð°Ð»Ð¸Ð·Ð° Ð´Ð¸Ð°Ð³Ñ€Ð°Ð¼Ð¼, Ð°Ð±ÑÐ¾Ð»ÑŽÑ‚Ð½Ð¾Ðµ Ð±Ð¾Ð»ÑŒÑˆÐ¸Ð½ÑÑ‚Ð²Ð¾ Ð¿Ð¾Ð»ÑŒÐ·Ð¾Ð²Ð°Ñ‚ÐµÐ»ÐµÐ¹ Ð¸ÑÐ¿Ð¾Ð»ÑŒÐ·ÑƒÐµÑ‚ Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€Ñ‹.</p>
<h2 id="toc-2">ÐœÐ¾Ð¶Ð½Ð¾ Ð»Ð¸ Ð¸ÑÐ¿Ð¾Ð»ÑŒÐ·Ð¾Ð²Ð°Ñ‚ÑŒ Dynamic Levels Ð´Ð»Ñ Ñ‚Ð¾Ñ€Ð³Ð¾Ð²Ð»Ð¸ Ð¿Ð¾ ÑƒÑ€Ð¾Ð²Ð½ÑÐ¼ ÑÐºÐ°Ð»ÑŒÐ¿ÐµÑ€Ð°Ð¼ Ð¸ ÐºÑ€Ð°Ñ‚ÐºÐ¾ÑÑ€Ð¾Ñ‡Ð½Ñ‹Ð¼ Ñ‚Ñ€ÐµÐ¹Ð´ÐµÑ€Ð°Ð¼ Ð²Ð½ÑƒÑ‚Ñ€Ð¸ Ð´Ð½Ñ?</h2>
<p>Ð•ÑÐ»Ð¸ Ñ†ÐµÐ½Ð° Ñ€Ð°ÑÑ‚ÐµÑ‚ Ð² Ð²Ð¾ÑÑ…Ð¾Ð´ÑÑ‰ÐµÐ¼ Ñ‚Ñ€ÐµÐ½Ð´Ðµ, Ð½Ð¾ Ð¾Ð±ÑŠÑ‘Ð¼ ÑƒÐ¼ÐµÐ½ÑŒÑˆÐ°ÐµÑ‚ÑÑ Ð¸Ð»Ð¸ Ð¾ÑÑ‚Ð°ÐµÑ‚ÑÑ Ð½ÐµÐ¸Ð·Ð¼ÐµÐ½Ð½Ñ‹Ð¼, ÑÑ‚Ð¾ Ð¼Ð¾Ð¶ÐµÑ‚ ÑÐ²Ð¸Ð´ÐµÑ‚ÐµÐ»ÑŒÑÑ‚Ð²Ð¾Ð²Ð°Ñ‚ÑŒ Ð¾ Ð¼Ð°Ð»Ð¾Ð¼ Ð¸Ð½Ñ‚ÐµÑ€ÐµÑÐµ Ðº Ñ†ÐµÐ½Ð½Ð¾Ð¹ Ð±ÑƒÐ¼Ð°Ð³Ðµ, Ð¸ Ñ†ÐµÐ½Ð° Ð¼Ð¾Ð¶ÐµÑ‚ Ñ€Ð°Ð·Ð²ÐµÑ€Ð½ÑƒÑ‚ÑŒÑÑ. Ð¢Ð¾Ñ‡Ð½Ð¾ Ñ‚Ð°Ðº Ð¶Ðµ, ÐºÐ¾Ð³Ð´Ð° Ñ†ÐµÐ½Ð° Ð±Ñ‹ÑÑ‚Ñ€Ð¾ ÑÐ½Ð¸Ð¶Ð°ÐµÑ‚ÑÑ, Ð½Ð¾ Ð¾Ð±ÑŠÐµÐ¼ Ð½ÐµÐ²ÐµÐ»Ð¸Ðº, Ð¼Ð¾Ð¶ÐµÑ‚ Ð¾Ð·Ð½Ð°Ñ‡Ð°Ñ‚ÑŒ, Ñ‡Ñ‚Ð¾ ÐºÑ€ÑƒÐ¿Ð½Ñ‹Ñ… Ð¸Ð³Ñ€Ð¾ÐºÐ¾Ð² Ð½Ðµ Ð¸Ð½Ñ‚ÐµÑ€ÐµÑÑƒÐµÑ‚ Ð½Ð°Ð¿Ñ€Ð°Ð²Ð»ÐµÐ½Ð¸Ðµ Ñ†ÐµÐ½Ñ‹. Ð˜Ð½Ð´ÐµÐºÑ Ð¾Ñ‚Ð½Ð¾ÑÐ¸Ñ‚ÐµÐ»ÑŒÐ½Ð¾Ð¹ ÑÐ¸Ð»Ñ‹ Ð¿Ð¾ÐºÐ°Ð·Ñ‹Ð²Ð°ÐµÑ‚ Ð¿ÐµÑ€ÐµÐºÑƒÐ¿Ð»ÐµÐ½Ð½Ð¾ÑÑ‚ÑŒ Ð¸Ð»Ð¸ Ð¿ÐµÑ€ÐµÐ¿Ñ€Ð¾Ð´Ð°Ð½Ð½Ð¾ÑÑ‚ÑŒ Ñ€Ñ‹Ð½ÐºÐ°. ÐžÐ½ ÑƒÐºÐ°Ð·Ñ‹Ð²Ð°ÐµÑ‚ Ð½Ð° ÑÐ»Ð°Ð±Ð¾ÑÑ‚ÑŒ Ð¸Ð»Ð¸ ÑÐ¸Ð»Ñƒ ÐºÑ€Ð¸Ð¿Ñ‚Ð¾Ð²Ð°Ð»ÑŽÑ‚Ñ‹ Ñ Ð¿Ð¾Ð¼Ð¾Ñ‰ÑŒÑŽ Ð¿Ñ€ÐµÐ´Ñ‹Ð´ÑƒÑ‰ÐµÐ³Ð¾ Ð¸Ð·Ð¼ÐµÐ½ÐµÐ½Ð¸Ñ ÐµÐµ Ñ†ÐµÐ½Ñ‹.</p>
<div style='border: grey dashed 1px;padding: 11px;'>
<h3>Pontius Pilate as â€œEvery Manâ€  Avellina Balestri &#8211; Patheos</h3>
<p>Pontius Pilate as â€œEvery Manâ€  Avellina Balestri.</p>
<p>Posted: Tue, 07 Apr 2020 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiWWh0dHBzOi8vd3d3LnBhdGhlb3MuY29tL2Jsb2dzL2xvbmdib3dzYW5kcm9zYXJ5YmVhZHMvMjAyMC8wNC9wb250aXVzLXBpbGF0ZS1hcy1ldmVyeS1tYW4v0gEA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Ð•ÑÐ»Ð¸ Ð½Ð°Ð±Ð»ÑŽÐ´Ð°ÐµÑ‚ÑÑ Ð´Ð²Ð¸Ð¶ÐµÐ½Ð¸Ðµ Ð² Ð´Ð¸Ð°Ð¿Ð°Ð·Ð¾Ð½Ðµ&nbsp;Ð¾Ñ‚&nbsp;0&nbsp;Ð´Ð¾&nbsp;30&nbsp;â€”&nbsp;ÑÑ‚Ð¾ ÑÐ¾ÑÑ‚Ð¾ÑÐ½Ð¸Ðµ Ð¿ÐµÑ€ÐµÐ¿Ñ€Ð¾Ð´Ð°Ð½Ð½Ð¾ÑÑ‚Ð¸. RSI&nbsp;Ð¼Ð¾Ð¶ÐµÑ‚ Ð¿Ñ€ÐµÐ´ÑƒÐ¿Ñ€ÐµÐ¶Ð´Ð°Ñ‚ÑŒ Ð¾ Ñ€Ð°Ð·Ð²Ð¾Ñ€Ð¾Ñ‚Ðµ Ñ‚ÐµÐ½Ð´ÐµÐ½Ñ†Ð¸Ð¸, ÐµÐµ ÑÐ¸Ð»Ðµ Ð¸ Ñ†ÐµÐ½Ð¾Ð²Ð¾Ð¼ Ð¿Ñ€Ð¸Ð±Ð»Ð¸Ð¶ÐµÐ½Ð¸Ð¸ Ðº Ñ†ÐµÐ½Ñ‚Ñ€Ð°Ð»ÑŒÐ½Ð¾Ð¹ Ð»Ð¸Ð½Ð¸Ð¸. Ð£Ñ€Ð¾Ð²Ð½Ð¸ Ð¿Ð¾Ð´Ð´ÐµÑ€Ð¶ÐºÐ¸ Ð¸ ÑÐ¾Ð¿Ñ€Ð¾Ñ‚Ð¸Ð²Ð»ÐµÐ½Ð¸Ñ (Ð¿Ð¾Ð´Ð´ÐµÑ€Ð¶ÐºÐ° Ð¸ ÑÐ¾Ð¿Ñ€Ð¾Ñ‚Ð¸Ð²Ð»ÐµÐ½Ð¸Ðµ Ð¸Ð»Ð¸ S&amp;R) ÑÐ²Ð»ÑÑŽÑ‚ÑÑ Ð¾ÑÐ½Ð¾Ð²Ð¾Ð¹ Ñ‚ÐµÑ…Ð½Ð¸Ñ‡ÐµÑÐºÐ¾Ð³Ð¾ Ð°Ð½Ð°Ð»Ð¸Ð·Ð°. Ð¢ÐµÑ…Ð½Ð¸Ñ‡ÐµÑÐºÐ¸Ð¹ Ð°Ð½Ð°Ð»Ð¸Ð· Ð¾ÑÐ½Ð¾Ð²Ð°Ð½ Ð½Ð° Ð´Ð°Ð½Ð½Ñ‹Ñ… Ñ†ÐµÐ½Ð¾Ð²Ñ‹Ñ… Ð¿Ð°Ñ‚Ñ‚ÐµÑ€Ð½Ð¾Ð², Ð¸ ÑƒÑ€Ð¾Ð²Ð½Ð¸ S&amp;R <a href="https://prostoforex.com/investirovanie-v-foreks-pamm-scheta-investirovanie-v-pamm-scheta-3-html/">Ð¸Ð½Ð²ÐµÑÑ‚Ð¸Ñ€Ð¾Ð²Ð°Ð½Ð¸Ðµ Ð² Ð¿Ð°Ð¼Ð¼ ÑÑ‡ÐµÑ‚Ð°</a> Ð¸Ð³Ñ€Ð°ÑŽÑ‚ Ð·Ð´ÐµÑÑŒ ÐºÐ»ÑŽÑ‡ÐµÐ²ÑƒÑŽ Ñ€Ð¾Ð»ÑŒ. Ð¢Ñ€ÐµÐ½Ð´Ð¾Ð²Ñ‹Ð¹ Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€ â€” Ð¸Ð½ÑÑ‚Ñ€ÑƒÐ¼ÐµÐ½Ñ‚ Ñ‚ÐµÑ…Ð½Ð¸Ñ‡ÐµÑÐºÐ¾Ð³Ð¾ Ð°Ð½Ð°Ð»Ð¸Ð·Ð°, ÐºÐ¾Ñ‚Ð¾Ñ€Ñ‹Ð¹ Ð¿Ð¾Ð¼Ð¾Ð³Ð°ÐµÑ‚ Ñ‚Ð¾Ñ‡Ð½Ð¾ Ð¾Ð¿Ñ€ÐµÐ´ÐµÐ»Ð¸Ñ‚ÑŒ Ð½Ð°Ð¿Ñ€Ð°Ð²Ð»ÐµÐ½Ð¸Ðµ (Ð²Ð¾ÑÑ…Ð¾Ð´ÑÑ‰ÐµÐµ Ð¸Ð»Ð¸ Ð½Ð¸ÑÑ…Ð¾Ð´ÑÑ‰ÐµÐµ) Ñ‚Ñ€ÐµÐ½Ð´Ð° Ð½Ð° Ñ€Ñ‹Ð½ÐºÐµ. Ð§Ð°ÑÑ‚Ð¾ Ð½Ð°Ñ‡Ð¸Ð½Ð°ÑŽÑ‰Ð¸Ðµ Ñ‚Ñ€ÐµÐ¹Ð´ÐµÑ€Ñ‹ ÑÑ‡Ð¸Ñ‚Ð°ÑŽÑ‚ â€œÑ‡ÐµÐ¼ Ð±Ð¾Ð»ÑŒÑˆÐµ, Ñ‚ÐµÐ¼ Ð»ÑƒÑ‡ÑˆÐµâ€, Ð½Ð¾ Ð±Ð¾Ð»ÑŒÑˆÐ¾Ðµ ÐºÐ¾Ð»Ð¸Ñ‡ÐµÑÑ‚Ð²Ð¾ Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€Ð¾Ð² Ð½Ð° Ð³Ñ€Ð°Ñ„Ð¸ÐºÐµ Ð½Ðµ Ð²ÑÐµÐ³Ð´Ð° Ð´Ð°ÐµÑ‚ Ð±Ð¾Ð»ÑŒÑˆÐµ Ð¸Ð½Ñ„Ð¾Ñ€Ð¼Ð°Ñ†Ð¸Ð¸ Ð¸ Ð¿Ð¾Ð¼Ð¾Ð³Ð°ÐµÑ‚ Ð¿Ñ€Ð¸Ð½Ð¸Ð¼Ð°Ñ‚ÑŒ Ð»ÑƒÑ‡ÑˆÐ¸Ðµ Ñ‚Ð¾Ñ€Ð³Ð¾Ð²Ñ‹Ðµ Ñ€ÐµÑˆÐµÐ½Ð¸Ñ.</p>
<p>Ð¢ÐµÑ…Ð½Ð¸Ñ‡ÐµÑÐºÐ¸Ð¼ Ð°Ð½Ð°Ð»Ð¸Ð·Ð¾Ð¼ Ñ€Ñ‹Ð½ÐºÐ°&nbsp;Forex&nbsp;Ð¿Ñ€Ð¸Ð½ÑÑ‚Ð¾ ÑÑ‡Ð¸Ñ‚Ð°Ñ‚ÑŒ Ñ€Ð°Ð·Ð»Ð¸Ñ‡Ð½Ñ‹Ðµ Ð¼ÐµÑ‚Ð¾Ð´Ñ‹ ÐµÐ³Ð¾ Ð¸ÑÑÐ»ÐµÐ´Ð¾Ð²Ð°Ð½Ð¸Ñ, Ð´Ð°ÑŽÑ‰Ð¸Ðµ Ð²Ð¾Ð·Ð¼Ð¾Ð¶Ð½Ð¾ÑÑ‚ÑŒ Ð¿Ñ€Ð¾Ð³Ð½Ð¾Ð·Ð¸Ñ€Ð¾Ð²Ð°Ñ‚ÑŒ Ñ†ÐµÐ½Ð¾Ð²Ñ‹Ðµ Ð´Ð²Ð¸Ð¶ÐµÐ½Ð¸Ñ Ð°ÐºÑ‚Ð¸Ð²Ð¾Ð². ÐŸÑ€Ð¸ ÑÑ‚Ð¾Ð¼ Ð¾Ð±ÑÐ·Ð°Ñ‚ÐµÐ»ÑŒÐ½Ð¾ ÑƒÑ‡Ð¸Ñ‚Ñ‹Ð²Ð°ÑŽÑ‚ÑÑ Ð¸ÑÑ‚Ð¾Ñ€Ð¸Ñ‡ÐµÑÐºÐ¸Ðµ Ð´Ð°Ð½Ð½Ñ‹Ðµ Ð°Ð½Ð°Ð»Ð¸Ð·Ð¸Ñ€ÑƒÐµÐ¼Ð¾Ð³Ð¾ Ð°ÐºÑ‚Ð¸Ð²Ð°. Ð˜Ð¼ÐµÐ½Ð½Ð¾ ÐºÐ¾Ñ€Ñ€ÐµÐºÑ‚Ð½Ð¾Ðµ Ð²Ñ‹Ð¿Ð¾Ð»Ð½ÐµÐ½Ð¸Ðµ Ñ‚Ð°ÐºÐ¸Ñ… Ð´ÐµÐ¹ÑÑ‚Ð²Ð¸Ð¹ Ð²Ð¾ Ð¼Ð½Ð¾Ð³Ð¾Ð¼ Ð¿Ð¾Ð¼Ð¾Ð³Ð°ÐµÑ‚ Ñ‚Ñ€ÐµÐ¹Ð´ÐµÑ€Ð°Ð¼ Ð²Ð¾Ð²Ñ€ÐµÐ¼Ñ Ð¿Ñ€Ð¸Ð½ÑÑ‚ÑŒ Ð¿Ñ€Ð°Ð²Ð¸Ð»ÑŒÐ½Ð¾Ðµ Ñ€ÐµÑˆÐµÐ½Ð¸Ðµ Ð¸ Ð¿Ð¾Ð»ÑƒÑ‡Ð¸Ñ‚ÑŒ Ð¿Ñ€Ð¾Ñ„Ð¸Ñ‚. Ð˜Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€Ñ‹ Ñ‚Ñ€ÐµÐ½Ð´Ð°&nbsp;Ð´Ð°ÑŽÑ‚ Ð²Ð¾Ð·Ð¼Ð¾Ð¶Ð½Ð¾ÑÑ‚ÑŒ ÐºÐ»Ð°ÑÑÐ¸Ñ„Ð¸Ñ†Ð¸Ñ€Ð¾Ð²Ð°Ñ‚ÑŒ Ð½Ð°Ð¿Ñ€Ð°Ð²Ð»ÐµÐ½Ð¸Ðµ Ñ†ÐµÐ½Ð¾Ð²Ð¾Ð³Ð¾ Ð´Ð²Ð¸Ð¶ÐµÐ½Ð¸Ñ, Ð¾Ð¿Ñ€ÐµÐ´ÐµÐ»Ð¸Ð² ÐµÐ³Ð¾ ÑÐ¸Ð»Ñƒ.</p>
<h2 id="toc-3">ÐÐµÐ´ÐµÐ»Ñ Ð½Ð° Ñ€Ñ‹Ð½ÐºÐµ: Ð²Ñ€ÐµÐ¼Ñ Ñ†ÐµÐ½Ñ‚Ñ€Ð¾Ð±Ð°Ð½ÐºÐ¾Ð² (14.03â€“18.</h2>
<p>Ð ÐµÑÐ»Ð¸ Ñ€Ñ‹Ð½Ð¾Ðº Ð² ÑÐ½Ð²Ð°Ñ€Ðµ ÑÐ¸Ð»ÐµÐ½, Ñ‚Ð¾ Ð½Ð°ÑÑ‚ÑƒÐ¿Ð¸Ð²ÑˆÐ¸Ð¹ Ð³Ð¾Ð´ Ð¼Ð¾Ð¶ÐµÑ‚ Ð¾ÐºÐ°Ð·Ð°Ñ‚ÑŒÑÑ Ñ…Ð¾Ñ€Ð¾ÑˆÐ¸Ð¼ Ð´Ð»Ñ Ñ„Ð¾Ð½Ð´Ð¾Ð²Ð¾Ð³Ð¾ Ñ€Ñ‹Ð½ÐºÐ°. Ð¡Ñ‚ÐµÐ¿ÐµÐ½ÑŒ Ñ‚Ð¾Ñ‡Ð½Ð¾ÑÑ‚Ð¸ Â«ÑÑ„Ñ„ÐµÐºÑ‚Ð° ÑÐ½Ð²Ð°Ñ€ÑÂ» Ð¾Ð±Ñ‹Ñ‡Ð½Ð¾ Ð¿Ñ€ÐµÐ²Ñ‹ÑˆÐ°ÐµÑ‚ ÑÑ€ÐµÐ´Ð½ÑŽÑŽ. ÐŸÐ¾ÑÐºÐ¾Ð»ÑŒÐºÑƒ ÑˆÐ¸Ñ€Ð¸Ð½Ð° Ð¿Ð¾Ð»Ð¾Ñ Ð¼ÐµÐ½ÑÐ»Ð°ÑÑŒ Ð² Ð·Ð°Ð²Ð¸ÑÐ¸Ð¼Ð¾ÑÑ‚Ð¸ Ð¾Ñ‚ Ð°ÐºÑ†Ð¸Ð¹ Ð¸ Ð²Ñ€ÐµÐ¼ÐµÐ½Ð½Ð¾Ð³Ð¾ Ð¸Ð½Ñ‚ÐµÑ€Ð²Ð°Ð»Ð°, Ð¸Ñ… Ð¸ÑÐ¿Ð¾Ð»ÑŒÐ·Ð¾Ð²Ð°Ð½Ð¸Ðµ, Ð¿Ð¾ ÑÐ»Ð¾Ð²Ð°Ð¼ Ð‘Ð¾Ð»Ð»Ð¸Ð½Ð´Ð¶ÐµÑ€Ð°, Ð·Ð°Ð½Ð¸Ð¼Ð°Ð»Ð¾ ÑÐ»Ð¸ÑˆÐºÐ¾Ð¼ Ð¼Ð½Ð¾Ð³Ð¾ Ð²Ñ€ÐµÐ¼ÐµÐ½Ð¸, Ð²ÐµÐ´ÑŒ Ð¸Ñ… Ð¿Ñ€Ð¸Ñ…Ð¾Ð´Ð¸Ð»Ð¾ÑÑŒ Ñ€Ð¸ÑÐ¾Ð²Ð°Ñ‚ÑŒ Ð²Ñ€ÑƒÑ‡Ð½ÑƒÑŽ. ÐÐ¾ ÑÐ°Ð¼Ð¾Ð¹ Ð³Ð»Ð°Ð²Ð½Ð¾Ð¹ Ð¿Ñ€Ð¾Ð±Ð»ÐµÐ¼Ð¾Ð¹, ÑÐ²ÑÐ·Ð°Ð½Ð½Ð¾Ð¹ Ñ Ð¿Ñ€Ð¾Ñ†ÐµÐ½Ñ‚Ð½Ñ‹Ð¼Ð¸ Ð¿Ð¾Ð»Ð¾ÑÐ°Ð¼Ð¸, Ð±Ñ‹Ð»Ð¾ Ñ‚Ð¾, Ñ‡Ñ‚Ð¾ Â«Ð¾Ð½Ð¸ Ð¿Ð¾Ð·Ð²Ð¾Ð»ÑÐ»Ð¸ ÑÐ¼Ð¾Ñ†Ð¸ÑÐ¼ Ð²Ñ‚Ð¾Ñ€Ð³Ð°Ñ‚ÑŒÑÑ Ð² Ð¿Ñ€Ð¾Ñ†ÐµÑÑ Ñ‚Ð¾Ñ€Ð³Ð¾Ð²Ð»Ð¸, Ð° Ð²ÑÐµ Ð¼Ñ‹ Ð·Ð½Ð°ÐµÐ¼, Ñ‡Ñ‚Ð¾ ÑÑ‚Ð¾ Ñ€Ð°Ð²Ð½Ð¾ÑÐ¸Ð»ÑŒÐ½Ð¾ ÐºÐ°Ñ‚Ð°ÑÑ‚Ñ€Ð¾Ñ„ÐµÂ». Ð¯, Ð±ÐµÐ·ÑƒÑÐ»Ð¾Ð²Ð½Ð¾, Ð¿Ð¾ÑÑ‚Ð°Ñ€Ð°ÑŽÑÑŒ Ð¼Ð°ÐºÑÐ¸Ð¼Ð°Ð»ÑŒÐ½Ð¾ Ð´Ð¾ÑÑ‚ÑƒÐ¿Ð½Ð¾ Ñ€Ð°ÑÑÐºÐ°Ð·Ð°Ñ‚ÑŒ Ð¾Ð±Ð¾ Ð²ÑÐµÐ¼ Ð² ÑÑ‚Ð¾Ð¹ Ð³Ð»Ð°Ð²Ðµ, Ð½Ð¾ ÐµÑÐ»Ð¸ Ñƒ Ð²Ð°Ñ Ð¾ÑÑ‚Ð°Ð½ÑƒÑ‚ÑÑ Ð²Ð¾Ð¿Ñ€Ð¾ÑÑ‹, Ð¾Ð±Ñ€Ð°Ñ‚Ð¸Ñ‚ÐµÑÑŒ Ð² ÑÐ»ÑƒÐ¶Ð±Ñƒ Ð¿Ð¾Ð´Ð´ÐµÑ€Ð¶ÐºÐ¸ ÑÐ²Ð¾ÐµÐ¹ Ð±Ñ€Ð¾ÐºÐµÑ€ÑÐºÐ¾Ð¹ Ñ„Ð¸Ñ€Ð¼Ñ‹. ÐŸÐ¾ÑÐºÐ¾Ð»ÑŒÐºÑƒ Ð²Ñ‹ ÑÐ²Ð»ÑÐµÑ‚ÐµÑÑŒ Ð¸Ñ… ÐºÐ»Ð¸ÐµÐ½Ñ‚Ð¾Ð¼, Ñ‚Ð¾ Ð½Ð° Ð²Ð°ÑˆÐ¸ Ð²Ð¾Ð¿Ñ€Ð¾ÑÑ‹ Ð¿Ð¾ Ð»ÑŽÐ±Ð¾Ð¼Ñƒ Ð¸Ð· Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€Ð¾Ð², Ð¾Ð¿Ð¸ÑÐ°Ð½Ð½Ñ‹Ñ… Ð² Ð´Ð°Ð½Ð½Ð¾Ð¹ Ð³Ð»Ð°Ð²Ðµ, Ð´Ð¾Ð»Ð¶Ð½Ð° Ð¾Ñ‚Ð²ÐµÑ‚Ð¸Ñ‚ÑŒ ÐºÐ¾Ð¼Ð°Ð½Ð´Ð° ÑÐ¿ÐµÑ†Ð¸Ð°Ð»ÑŒÐ½Ð¾ Ð¾Ð±ÑƒÑ‡ÐµÐ½Ð½Ñ‹Ñ… ÑÐ¿ÐµÑ†Ð¸Ð°Ð»Ð¸ÑÑ‚Ð¾Ð².</p>
<p>Ð Ð°ÑÑÐºÐ°Ð·Ñ‹Ð²Ð°Ð»Ð¸, Ñ‡Ñ‚Ð¾ Ð“Ñ€Ð¸Ð½ÑÐ¿ÐµÐ½ Ð´ÐµÐ»Ð°Ð» ÑÐºÐ¾Ð½Ð¾Ð¼Ð¸Ñ‡ÐµÑÐºÐ¸Ðµ Ð¿Ñ€Ð¾Ð³Ð½Ð¾Ð·Ñ‹, Ð¾Ñ‚ÑÐ»ÐµÐ¶Ð¸Ð²Ð°Ñ ÑÐ¿Ñ€Ð¾Ñ Ð½Ð° Ð³Ð¾Ñ„Ñ€Ð¸Ñ€Ð¾Ð²Ð°Ð½Ð½Ñ‹Ð¹ ÐºÐ°Ñ€Ñ‚Ð¾Ð½. Ð¡Ð¾Ð³Ð»Ð°ÑÐ½Ð¾ ÑÑ‚Ð¾Ð¹ Ñ‚ÐµÐ¾Ñ€Ð¸Ð¸ Ñ‡ÐµÐ¼ Ð²Ñ‹ÑˆÐµ ÑÐ¿Ñ€Ð¾Ñ Ð½Ð° ÐºÐ°Ñ€Ñ‚Ð¾Ð½Ð½Ñ‹Ðµ ÐºÐ¾Ñ€Ð¾Ð±ÐºÐ¸, Ñ‚ÐµÐ¼ Ð±Ñ‹ÑÑ‚Ñ€ÐµÐµ Ð±ÑƒÐ´ÐµÑ‚ Ñ€Ð°ÑÑ‚Ð¸ ÑÐºÐ¾Ð½Ð¾Ð¼Ð¸ÐºÐ°, Ð¸ Ñ‚ÐµÐ¼ Ð»ÑƒÑ‡ÑˆÐµ Ð±ÑƒÐ´ÐµÑ‚ ÑÐ¸Ñ‚ÑƒÐ°Ñ†Ð¸Ñ Ð½Ð° Ñ„Ð¾Ð½Ð´Ð¾Ð²Ð¾Ð¼ Ñ€Ñ‹Ð½ÐºÐµ. ÐžÑ‡ÐµÐ²Ð¸Ð´Ð½Ð¾, Ñ‡Ñ‚Ð¾ Ð¿Ð¾ÑÐ»ÐµÐ´Ð¾Ð²Ð°Ñ‚ÐµÐ»ÑŒÐ½Ð¾ÑÑ‚Ð¸ Ð¤Ð¸Ð±Ð¾Ð½Ð°Ñ‡Ñ‡Ð¸ â€” Ð½Ðµ Ð´Ð»Ñ ÐºÐ°Ð¶Ð´Ð¾Ð³Ð¾, Ð¾ÑÐ¾Ð±ÐµÐ½Ð½Ð¾ Ð¿Ð¾Ñ‚Ð¾Ð¼Ñƒ, Ñ‡Ñ‚Ð¾ Ð¾Ð½Ð¸ Ð¼Ð¾Ð³ÑƒÑ‚ Ð±Ñ‹Ñ‚ÑŒ Ð¾Ñ‡ÐµÐ½ÑŒ ÑÐ»Ð¾Ð¶Ð½Ñ‹Ð¼Ð¸. Ð•ÑÐ»Ð¸ Ð²Ñ‹ Ñ‚Ð¾Ð»ÑŒÐºÐ¾ ÑƒÑ‡Ð¸Ñ‚ÐµÑÑŒ Ð¿Ð¾Ð»ÑŒÐ·Ð¾Ð²Ð°Ñ‚ÑŒÑÑ Ñ€Ñ‹Ð½Ð¾Ñ‡Ð½Ñ‹Ð¼Ð¸ Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€Ð°Ð¼Ð¸, Ð¿Ñ€ÐµÐ¶Ð´Ðµ Ñ‡ÐµÐ¼ Ð¿Ñ€Ð¸Ð¼ÐµÐ½ÑÑ‚ÑŒ Ðº Ð´Ð¸Ð°Ð³Ñ€Ð°Ð¼Ð¼Ð°Ð¼ Ñ‡Ð¸ÑÐ»Ð¾Ð²Ñ‹Ðµ Ð¿Ð¾ÑÐ»ÐµÐ´Ð¾Ð²Ð°Ñ‚ÐµÐ»ÑŒÐ½Ð¾ÑÑ‚Ð¸ Ð¤Ð¸Ð±Ð¾Ð½Ð°Ñ‡Ñ‡Ð¸, Ð¸Ð·ÑƒÑ‡Ð¸Ñ‚Ðµ Ð¸Ñ… Ð¾ÑÐ½Ð¾Ð²Ñ‹. Ð Ð¿Ð¾Ñ‚Ð¾Ð¼ Ð³Ð¾Ð²Ð¾Ñ€Ð¸Ñ‚Ðµ Ð»ÑŽÐ´ÑÐ¼, Ñ‡Ñ‚Ð¾ Ð²Ñ‹ Ñ‚Ð¾Ñ€Ð³ÑƒÐµÑ‚Ðµ Ð½Ð° Ð¾ÑÐ½Ð¾Ð²Ðµ Ñ€ÑÐ´Ð¾Ð² Ð¤Ð¸Ð±Ð¾Ð½Ð°Ñ‡Ñ‡Ð¸, â€” ÑÑ‚Ð¾ Ð·Ð²ÑƒÑ‡Ð¸Ñ‚ Ñ‚Ð°Ðº&#8230; Ð¡Ð¾ Ð²Ñ€ÐµÐ¼ÐµÐ½ÐµÐ¼ Â«ÑÑ„Ñ„ÐµÐºÑ‚ ÑÐ½Ð²Ð°Ñ€ÑÂ» Ð¾Ñ‚Ñ‡Ð°ÑÑ‚Ð¸ ÑƒÑ‚Ñ€Ð°Ñ‚Ð¸Ð» ÑÐ²Ð¾ÑŽ ÑÐ¸Ð»Ñƒ, Ð¿Ð¾ÑÐºÐ¾Ð»ÑŒÐºÑƒ Ñ‡Ð°ÑÑ‚Ð½Ñ‹Ðµ Ð¸ Ð¸Ð½ÑÑ‚Ð¸Ñ‚ÑƒÑ†Ð¸Ð¾Ð½Ð°Ð»ÑŒÐ½Ñ‹Ðµ Ð¸Ð½Ð²ÐµÑÑ‚Ð¾Ñ€Ñ‹ Ð¿ÐµÑ€ÐµÑÑ‚Ð°Ð»Ð¸ Ð¿Ñ€Ð¾Ð´Ð°Ð²Ð°Ñ‚ÑŒ Ð°ÐºÑ†Ð¸Ð¸ Ð¾Ñ‚Ð´ÐµÐ»ÑŒÐ½Ñ‹Ñ… ÐºÐ¾Ð¼Ð¿Ð°Ð½Ð¸Ð¹ Ð² ÐºÐ¾Ð½Ñ†Ðµ Ð³Ð¾Ð´Ð° Ð¸ Ð²Ñ‹ÐºÑƒÐ¿Ð°Ñ‚ÑŒ Ð¸Ñ… Ð² ÑÐ½Ð²Ð°Ñ€Ðµ.</p>
<p>MACD ÑÐ²Ð»ÑÐµÑ‚ÑÑ Ñ‚Ñ€ÐµÐ½Ð´Ð¾Ð²Ñ‹Ð¼ Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€Ð¾Ð¼ Ð¸ Ð¸Ð¼Ð¿ÑƒÐ»ÑŒÑÐ½Ñ‹Ð¼ Ð¾ÑÑ†Ð¸Ð»Ð»ÑÑ‚Ð¾Ñ€Ð¾Ð¼. ÐžÐ½ Ð¿Ð¾Ð¼Ð¾Ð³Ð°ÐµÑ‚ Ð¾Ð¿Ñ€ÐµÐ´ÐµÐ»Ð¸Ñ‚ÑŒ, Ð½Ð°Ñ‡Ð¸Ð½Ð°ÐµÑ‚ÑÑ Ñ‚Ñ€ÐµÐ½Ð´, Ð·Ð°ÐºÐ°Ð½Ñ‡Ð¸Ð²Ð°ÐµÑ‚ÑÑ Ð¸Ð»Ð¸ Ð²Ð¾Ñ‚-Ð²Ð¾Ñ‚ Ñ€Ð°Ð·Ð²ÐµÑ€Ð½ÐµÑ‚ÑÑ. Ð˜ÑÐ¿Ð¾Ð»ÑŒÐ·ÑƒÐµÑ‚ÑÑ Ð´Ð»Ñ Ð°Ð½Ð°Ð»Ð¸Ð·Ð° Ð´Ð²Ð¸Ð¶ÐµÐ½Ð¸Ñ Ñ†ÐµÐ½Ñ‹ Ð² ÑÐ¾Ñ‡ÐµÑ‚Ð°Ð½Ð¸Ð¸ Ñ Ð¾Ð±ÑŠÐµÐ¼Ð¾Ð¼ Ñ‚Ð¾Ñ€Ð³Ð¾Ð². ÐšÐ¾Ð³Ð´Ð° Ð¾Ð±ÑŠÐµÐ¼ Ñ€ÐµÐ·ÐºÐ¾ ÑƒÐ²ÐµÐ»Ð¸Ñ‡Ð¸Ð²Ð°ÐµÑ‚ÑÑ Ð¸Ð»Ð¸ Ð¿Ð°Ð´Ð°ÐµÑ‚ Ð±ÐµÐ· Ð·Ð½Ð°Ñ‡Ð¸Ñ‚ÐµÐ»ÑŒÐ½Ð¾Ð³Ð¾ Ð¸Ð·Ð¼ÐµÐ½ÐµÐ½Ð¸Ñ Ñ†ÐµÐ½Ñ‹, ÑÑ‚Ð¾ Ð¾Ð·Ð½Ð°Ñ‡Ð°ÐµÑ‚, Ñ‡Ñ‚Ð¾ Ð² Ð±Ð»Ð¸Ð¶Ð°Ð¹ÑˆÐµÐµ Ð²Ñ€ÐµÐ¼Ñ ÑÑ‚Ð¾Ð¸Ñ‚ Ð¾Ð¶Ð¸Ð´Ð°Ñ‚ÑŒ ÑÐ¸Ð»ÑŒÐ½Ð¾Ð³Ð¾ Ð´Ð²Ð¸Ð¶ÐµÐ½Ð¸Ñ. ÐŸÐ¾ ÑÑ‚Ñ€Ð°Ñ‚ÐµÐ³Ð¸Ð¸ Ð¼Ð°ÐºÑÐ¸Ð¼ÑƒÐ¼ Ð¸ Ð¼Ð¸Ð½Ð¸Ð¼ÑƒÐ¼ Ð°Ð·Ð¸Ð°Ñ‚ÑÐºÐ¾Ð¹ ÑÐµÑÑÐ¸Ð¸ Ð½ÑƒÐ¶Ð½Ð¾ Ð¾Ð±Ð¾Ð·Ð½Ð°Ñ‡Ð¸Ñ‚ÑŒ Ð´Ð²ÑƒÐ¼Ñ Ð³Ð¾Ñ€Ð¸Ð·Ð¾Ð½Ñ‚Ð°Ð»ÑŒÐ½Ñ‹Ð¼Ð¸ Ð»Ð¸Ð½Ð¸ÑÐ¼Ð¸.</p>
<h2 id="toc-4">Ð˜Ð½Ð´ÐµÐºÑ Ð¾Ñ‚Ð½Ð¾ÑÐ¸Ñ‚ÐµÐ»ÑŒÐ½Ð¾Ð¹ ÑÐ¸Ð»Ñ‹ (RSI)</h2>
<p>â€” ÐÐ°Ð¿Ñ€Ð¸Ð¼ÐµÑ€, ÑÑ‚Ñ€Ð¾Ð¸Ð»Ð¸ÑÑŒ Ð»Ð¸Ð½Ð¸Ð¸ Ð½Ð° 7% Ð²Ñ‹ÑˆÐµ ÑÐºÐ¾Ð»ÑŒÐ·ÑÑ‰ÐµÐ³Ð¾ ÑÑ€ÐµÐ´Ð½ÐµÐ³Ð¾ Ð¸ Ð½Ð° 7% Ð½Ð¸Ð¶Ðµ ÑÐºÐ¾Ð»ÑŒÐ·ÑÑ‰ÐµÐ³Ð¾ ÑÑ€ÐµÐ´Ð½ÐµÐ³Ð¾. ÐšÐ¾Ð³Ð´Ð° Ñ†ÐµÐ½Ð¾Ð²Ð°Ñ Ð»Ð¸Ð½Ð¸Ñ ÐºÐ°ÑÐ°ÐµÑ‚ÑÑ Ð²ÐµÑ€Ñ…Ð½ÐµÐ¹ Ð¿Ð¾Ð»Ð¾ÑÑ‹ Ð¸Ð»Ð¸ Ð¿Ñ€Ð¾Ð±Ð¸Ð²Ð°ÐµÑ‚ ÐµÐµ, ÑÑ‚Ð¾ Ð·Ð½Ð°Ñ‡Ð¸Ñ‚ Ñ€Ñ‹Ð½Ð¾Ðº Ð¿ÐµÑ€ÐµÐºÑƒÐ¿Ð»ÐµÐ½ (Ñ‚.Ðµ. Ð¸Ð¼ÐµÑŽÑ‚ÑÑ Ð°ÐºÑ‚Ð¸Ð²Ð½Ñ‹Ðµ Ð¿Ð¾ÐºÑƒÐ¿ÐºÐ¸). Ð§ÐµÐ³Ð¾ Ð¼Ð½Ð¾Ð³Ð¸Ðµ Ð½Ðµ Ð¿Ð¾Ð½Ð¸Ð¼Ð°ÑŽÑ‚, Ñ‚Ð°Ðº ÑÑ‚Ð¾ Ñ‚Ð¾Ð³Ð¾, Ñ‡Ñ‚Ð¾ Ñ€Ñ‹Ð½Ð¾Ðº Ð¼Ð¾Ð¶ÐµÑ‚ Ð¾ÑÑ‚Ð°Ð²Ð°Ñ‚ÑŒÑÑ Ð¿ÐµÑ€ÐµÐºÑƒÐ¿Ð»ÐµÐ½Ð½Ñ‹Ð¼ ÐºÐ°ÐºÐ¾Ðµ-Ñ‚Ð¾ Ð²Ñ€ÐµÐ¼Ñ, Ð¿Ñ€ÐµÐ¶Ð´Ðµ Ñ‡ÐµÐ¼ Ð¸Ð·Ð¼ÐµÐ½Ð¸Ñ‚ÑŒ Ð½Ð°Ð¿Ñ€Ð°Ð²Ð»ÐµÐ½Ð¸Ðµ. ÐšÐ¾Ð³Ð´Ð° Ð¾Ð½ Ñ‚Ð¾Ð»ÑŒÐºÐ¾-Ñ‚Ð¾Ð»ÑŒÐºÐ¾ ÐºÐ¾ÑÐ½ÑƒÐ»ÑÑ Ð²ÐµÑ€Ñ…Ð½ÐµÐ¹ Ð¿Ð¾Ð»Ð¾ÑÑ‹, ÑÑ‚Ð¾ Ð½Ðµ Ð·Ð½Ð°Ñ‡Ð¸Ñ‚, Ñ‡Ñ‚Ð¾ Ð¾Ð½ Ð½ÐµÐ¼ÐµÐ´Ð»ÐµÐ½Ð½Ð¾ Ñ€Ð°Ð·Ð²ÐµÑ€Ð½ÐµÑ‚ÑÑ. Ð”Ñ€ÑƒÐ³Ð¸Ð¼Ð¸ ÑÐ»Ð¾Ð²Ð°Ð¼Ð¸, Ð¿ÐµÑ€ÐµÑ„Ñ€Ð°Ð·Ð¸Ñ€ÑƒÑ ÑÐºÐ¾Ð½Ð¾Ð¼Ð¸ÑÑ‚Ð° Ð”Ð¶Ð¾Ð½Ð° ÐœÐµÐ¹Ð½Ð°Ñ€Ð´Ð° ÐšÐµÐ¹Ð½ÑÐ°, Ñ€Ñ‹Ð½Ð¾Ðº Ð¼Ð¾Ð¶ÐµÑ‚ Ð¾ÑÑ‚Ð°Ð²Ð°Ñ‚ÑŒÑÑ Ð¿ÐµÑ€ÐµÐºÑƒÐ¿Ð»ÐµÐ½Ð½Ñ‹Ð¼ Ð´Ð¾Ð»ÑŒÑˆÐµ, Ñ‡ÐµÐ¼ Ð²Ñ‹ â€” Ð¿Ð»Ð°Ñ‚ÐµÐ¶ÐµÑÐ¿Ð¾ÑÐ¾Ð±Ð½Ñ‹Ð¼. Ð”Ð¶ÐµÑ€Ð°Ð»ÑŒÐ´ Ð­Ð¿Ð¿ÐµÐ» ÑÐ¾Ð·Ð´Ð°Ð²Ð°Ð» ÑÐ°Ð¼Ñ‹Ðµ Ñ€Ð°Ð·Ð½Ñ‹Ðµ Ð²Ñ€ÐµÐ¼ÐµÐ½Ð½Ñ‹Ðµ Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€Ñ‹ Ð½Ð° Ð¾ÑÐ½Ð¾Ð²Ðµ Ñ†ÐµÐ½Ð¾Ð²Ñ‹Ñ… Ð¸Ð¼Ð¿ÑƒÐ»ÑŒÑÐ¾Ð².</p>
<p>Ð¯Ð²Ð»ÑÐµÑ‚ÑÑ ÐºÐ¾Ð¼Ð¿Ð¾Ð½ÐµÐ½Ñ‚Ð¾Ð¼ Ð¸ Ð´Ð¾Ð¿Ð¾Ð»Ð½ÐµÐ½Ð¸ÐµÐ¼&nbsp;Ð±Ð¾Ð»ÐµÐµ ÑÐ»Ð¾Ð¶Ð½Ñ‹Ñ… Ð°Ð»Ð³Ð¾Ñ€Ð¸Ñ‚Ð¼Ð¾Ð² Ð² Ñ‚Ð¾Ð¼ Ð¸Ð»Ð¸ Ð¸Ð½Ð¾Ð¼ Ð²Ð¸Ð´Ðµ. Ð›ÑƒÑ‡ÑˆÐµ Ð²ÑÐµÐ³Ð¾&nbsp;Stochastic&nbsp;Ð¾Ñ‚Ñ€Ð°Ð±Ð°Ñ‚Ñ‹Ð²Ð°ÐµÑ‚ Ð½Ð° ÑˆÐ¸Ñ€Ð¾ÐºÐ¸Ñ… Ñ†ÐµÐ½Ð¾Ð²Ñ‹Ñ… Ð´Ð¸Ð°Ð¿Ð°Ð·Ð¾Ð½Ð°Ñ…. Ð•Ð³Ð¾ Ñ ÑƒÑÐ¿ÐµÑ…Ð¾Ð¼ Ð¸ÑÐ¿Ð¾Ð»ÑŒÐ·ÑƒÑŽÑ‚ Ð½Ð° Ð¼ÑÐ³ÐºÐ¸Ñ… Ñ‚Ñ€ÐµÐ½Ð´Ð°Ñ…, Ð¸Ð¼ÐµÑŽÑ‰Ð¸Ñ… Ð»ÐµÐ³ÐºÐ¸Ð¹ ÑƒÐºÐ»Ð¾Ð½ Ð²Ð½Ð¸Ð· Ð¸Ð»Ð¸ Ñ‚Ð°ÐºÐ¾Ð¹ Ð¶Ðµ Ð¿Ð¾Ð´ÑŠÐµÐ¼ Ð²Ð²ÐµÑ€Ñ…. Ð˜Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€ Ð½Ðµ Ð´Ð°ÐµÑ‚ Ð¶ÐµÐ»Ð°ÐµÐ¼Ñ‹Ñ… Ñ€ÐµÐ·ÑƒÐ»ÑŒÑ‚Ð°Ñ‚Ð¾Ð² Ð¿Ñ€Ð¸ ÑƒÑÑ‚Ð¾Ð¹Ñ‡Ð¸Ð²Ð¾Ð¹ Ñ‚ÐµÐ½Ð´ÐµÐ½Ñ†Ð¸Ð¸ Ñ Ð½ÐµÐ·Ð½Ð°Ñ‡Ð¸Ñ‚ÐµÐ»ÑŒÐ½Ñ‹Ð¼Ð¸ ÐºÐ¾Ñ€Ñ€ÐµÐºÑ†Ð¸Ð¾Ð½Ð½Ñ‹Ð¼Ð¸ Ð´Ð²Ð¸Ð¶ÐµÐ½Ð¸ÑÐ¼Ð¸.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://prostoforex.com/wp-content/uploads/2019/09/silver_2-1568x1023-min.jpg" width="309px" alt="Ð»ÑƒÑ‡ÑˆÐ¸Ðµ Ð¸Ð½Ð´Ð¸ÐºÐ°Ñ‚Ð¾Ñ€Ñ‹ Ð´Ð»Ñ Ñ‚Ñ€ÐµÐ¹Ð´Ð¸Ð½Ð³Ð°"/></p>
<p>Ð’Ð°Ð¼ Ð½ÑƒÐ¶Ð½Ð¾ ÑÐ»ÐµÐ´Ð¸Ñ‚ÑŒ Ð·Ð° Ð»Ð¸Ð½Ð¸ÐµÐ¹ MACD, Ñ‚Ð°Ðº ÐºÐ°Ðº Ð¸Ð¼ÐµÐ½Ð½Ð¾ ÐµÐµ Ð´Ð²Ð¸Ð¶ÐµÐ½Ð¸Ðµ Ð½Ð° Ð³Ñ€Ð°Ñ„Ð¸ÐºÐµ ÑÐ¾Ð·Ð´Ð°ÐµÑ‚ ÑÐ¸Ð³Ð½Ð°Ð»Ñ‹. ÐšÐ¾Ð³Ð´Ð° MACD Ð¿ÐµÑ€ÐµÑÐµÐºÐ°ÐµÑ‚ 9-Ð´Ð½ÐµÐ²Ð½ÑƒÑŽ ÑÐ¸Ð³Ð½Ð°Ð»ÑŒÐ½ÑƒÑŽ Ð»Ð¸Ð½Ð¸ÑŽ Ð²Ð²ÐµÑ€Ñ…, Ñ‚Ð¾ ÑÑ‚Ð¾ Ð¼Ð¾Ð¶ÐµÑ‚ Ð±Ñ‹Ñ‚ÑŒ ÑÐ¸Ð³Ð½Ð°Ð»Ð¾Ð¼ Ðº Ð¿Ð¾ÐºÑƒÐ¿ÐºÐµ. Ð ÐµÑÐ»Ð¸ MACD Ð¿ÐµÑ€ÐµÑÐµÐºÐ°ÐµÑ‚ 9-Ð´Ð½ÐµÐ²Ð½ÑƒÑŽ ÑÐ¸Ð³Ð½Ð°Ð»ÑŒÐ½ÑƒÑŽ Ð»Ð¸Ð½Ð¸ÑŽ Ð²Ð½Ð¸Ð·, Ñ‚Ð¾ ÑÑ‚Ð¾ Ð¼Ð¾Ð¶ÐµÑ‚ Ð±Ñ‹Ñ‚ÑŒ ÑÐ¸Ð³Ð½Ð°Ð»Ð¾Ð¼ Ðº Ð¿Ñ€Ð¾Ð´Ð°Ð¶Ðµ. Ð’ Ð¾Ñ‚Ð´ÐµÐ»ÑŒÐ½Ñ‹Ðµ Ñ‚Ð¾Ñ€Ð³Ð¾Ð²Ñ‹Ðµ ÑÐµÑÑÐ¸Ð¸ Ð¾Ð±Ñ‰Ð°Ñ Ñ‚ÐµÐ½Ð´ÐµÐ½Ñ†Ð¸Ñ Ð¼Ð¾Ð¶ÐµÑ‚ Ð±Ñ‹Ñ‚ÑŒ Ð² ÐºÐ¾Ñ€Ñ€ÐµÐºÑ†Ð¸Ð¸. ÐŸÐ¾ ÑÑ‚Ð¾Ð¹ Ð¿Ñ€Ð¸Ñ‡Ð¸Ð½Ðµ ÑÐºÐ°Ð»ÑŒÐ¿ÐµÑ€Ñ‹ Ñ‡Ð°ÑÑ‚Ð¾ Ð¿Ñ€ÐµÐ´Ð¿Ð¾Ñ‡Ð¸Ñ‚Ð°ÑŽÑ‚ Ð¾Ñ‚Ð±Ð¾Ð¹Ð½Ñ‹Ðµ ÑÑ‚Ñ€Ð°Ñ‚ÐµÐ³Ð¸Ð¸ Ñ Ð¸ÑÐ¿Ð¾Ð»ÑŒÐ·Ð¾Ð²Ð°Ð½Ð¸ÐµÐ¼ ÑƒÑ€Ð¾Ð²Ð½ÐµÐ¹ Ð¿Ð¾Ð´Ð´ÐµÑ€Ð¶ÐºÐ¸ Ð¸ ÑÐ¾Ð¿Ñ€Ð¾Ñ‚Ð¸Ð²Ð»ÐµÐ½Ð¸Ñ.</p>
<p>ÐšÑ€Ð°ÑÐ½Ñ‹Ð¼ Ñ†Ð²ÐµÑ‚Ð¾Ð¼ Ð²Ñ‹Ð´ÐµÐ»ÑÑŽÑ‚ÑÑ ÑƒÑ€Ð¾Ð²Ð½Ð¸ Ð¿Ð¾Ð´Ð´ÐµÑ€Ð¶ÐºÐ¸, ÑÐ¸Ð½Ð¸Ð¼ â€“ ÑÐ¾Ð¿Ñ€Ð¾Ñ‚Ð¸Ð²Ð»ÐµÐ½Ð¸Ñ. Ð’ Ð½Ð°ÑÑ‚Ñ€Ð¾Ð¹ÐºÐ°Ñ… Ð¼Ð¾Ð¶Ð½Ð¾ Ð·Ð°Ð´Ð°Ñ‚ÑŒ Ñ‡Ð¸ÑÐ»Ð¾ Ð±Ð°Ñ€Ð¾Ð² Ð´Ð»Ñ Ñ„Ð¾Ñ€Ð¼Ð¸Ñ€Ð¾Ð²Ð°Ð½Ð¸Ñ Ñ„Ñ€Ð°ÐºÑ‚Ð°Ð»Ð¾Ð². Ð§ÐµÐ¼ Ð±Ð¾Ð»ÑŒÑˆÐµ Ñ†Ð¸Ñ„Ñ€Ð°, Ñ‚ÐµÐ¼ Ð¼ÐµÐ½ÑŒÑˆÐµ Ñ„Ñ€Ð°ÐºÑ‚Ð°Ð»Ð¾Ð² Ð±ÑƒÐ´ÐµÑ‚ Ð¾Ñ‚Ð¾Ð±Ñ€Ð°Ð¶Ð°Ñ‚ÑŒÑÑ Ð½Ð° Ð³Ñ€Ð°Ñ„Ð¸ÐºÐµ. ÐÐ°Ð¿Ñ€Ð¸Ð¼ÐµÑ€, ÑÑ‡Ð¸Ñ‚Ð°ÐµÑ‚ÑÑ, Ñ‡Ñ‚Ð¾ Ð¿Ñ€Ð¸ Ð´Ð¾ÑÑ‚Ð¸Ð¶ÐµÐ½Ð¸Ð¸ Ñ†ÐµÐ½Ð¾Ð¹ ÑƒÑ€Ð¾Ð²Ð½Ñ Ð¿Ð¾Ð´Ð´ÐµÑ€Ð¶ÐºÐ¸ Ð¿Ð¾Ð¹Ð´ÐµÑ‚  Ñ€Ð°Ð·Ð²Ð¾Ñ€Ð¾Ñ‚ Ð²Ð²ÐµÑ€Ñ…, Ð¿Ð¾ÑÑ‚Ð¾Ð¼Ñƒ ÑÐ»ÐµÐ´ÑƒÐµÑ‚ Ð¾Ñ‚ÐºÑ€Ñ‹Ð²Ð°Ñ‚ÑŒ Ð»Ð¾Ð½Ð³Ð¾Ð²ÑƒÑŽ Ð¿Ð¾Ð·Ð¸Ñ†Ð¸ÑŽ.</p>
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		<title>Productos Financieros Estructurados PFE</title>
		<link>http://www.realandintellectualproperty.com/productos-financieros-estructurados-pfe/</link>
		<comments>http://www.realandintellectualproperty.com/productos-financieros-estructurados-pfe/#comments</comments>
		<pubDate>Tue, 28 Feb 2023 10:45:34 +0000</pubDate>
		<dc:creator><![CDATA[sabina]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[El motivo de que la mayoría de los bancos y gestoras españolas lo hagan así, es para que puedas aprovecharte de la fiscalidad de los fondos de inversión, y por ende mantengas tu dinero dentro de fondos, algo que sin &#8230; <a href="http://www.realandintellectualproperty.com/productos-financieros-estructurados-pfe/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>El motivo de que la mayoría de los bancos y gestoras españolas lo hagan así, es para que puedas aprovecharte de la fiscalidad de los fondos de inversión, y por ende mantengas tu dinero dentro de fondos, algo que sin duda les interesa mucho. Siguiendo con este supuesto, es más que probable que si suben los tipos de interés, baje el valor liquidativo de cada participación. Esto no te afectará siempre que mantengas el fondo hasta su vencimiento, todo y que en el extracto del banco es probable que veas cómo <a href="https://es.forexdata.info/haruhiko-kuroda-jefe-del-banco-de-japon-pronuncio-un-discurso-26-12-2016/">https://es.forexdata.info/haruhiko-kuroda-jefe-del-banco-de-japon-pronuncio-un-discurso-26-12-2016/</a> tus ahorros decrecen. Si lo haces perderás la garantía del capital invertido, por lo que como resultado y en función del valor de mercado de cada participación ese día, puedes tener ganancias (si el valor es mayor al del día de la inversión), o pérdidas (si es menor). A continuación, lee cuáles son las principales ventajas y desventajas de un fondo de inversión garantizado. Tanto unos como otros se componen mayoritariamente en una cartera de renta fija (bonos y obligaciones de empresas o estados).</p>
<ul>
<li>Si la evolución era positiva, te daba la mitad de la misma, con un máximo de 35€.</li>
<li>En ese caso su tratamiento fiscal del fondo garantizado será como el de cualquier otro fondo de inversión al uso.</li>
<li>Es decir que sacrificamos rentabilidad garantizada en pos de una posible rentabilidad mayor no garantizada.</li>
<li>Pues ni siquiera habría subido, aplicando el tope nos sale una pérdida del 14,9%.</li>
<li>Como ejemplo de esta tipología de fondos hemos escogido un fondo garantizado del banco Santander, entidad muy activa desde hace años en la comercialización de este tipo de productos.</li>
</ul>
<p>Claramente, el perfil del inversor en fondos garantizados es el de un ahorrador muy conservador. Con los bajos tipos de interés actuales y previstos, a los que somos conservadores se nos ofrecen estos productos como sustitutos de los depósitos de ahorro. Un fondo de inversión es básicamente un producto que invierte en diferentes activos para lograr una rentabilidad.</p>
<p>En definitiva, un Producto Financiero Estructurado es la combinación de dos o más productos financiero, creando un producto híbrido de una alta complejidad y cuyo resultado económico dependerá de la evolución del activo subyacente. Trabajó en varias entidades financieras internacionales como Bloomberg y Blackrock, en distintos puestos. Actualmente se encarga de la redacción y difusión en redes sociales de los artículos que hacemos. Regístrate para recibir en tu email y en primicia nuevos artículos de inversión en fondos.</p>
<h2>Cómo tributan los fondos de&#8230;</h2>
<p>El partícipe debe de estar atento a la fecha de vencimiento de la garantía (indicada en el folleto del fondo y en la información periódica que se le remite) ya que en ese momento deberá valorar la situación y decidir qué le conviene hacer. Si hacemos cuentas nos sale que, quedándonos como estamos obtenemos 4000€ en un año y pasándonos a la oferta del banco obtenemos 3625€ garantizados. Es decir que sacrificamos rentabilidad garantizada en pos de una posible rentabilidad mayor no garantizada. Analizado esto nos surge la pregunta de si es esa mayor rentabilidad realmente posible. Porque de no ser así, el producto no interesa, por supuesto. Antes de invertir en productos garantizados, será necesario evaluar la adecuación del producto a cada cliente.</p>
<ul>
<li>Conocidas las ventajas y desventajas más importantes… te aconsejamos que los escojas, o no, dependiendo de tus necesidades y perfil inversor.</li>
<li>Como ahorrador puedes retirar antes el dinero, pero en ese caso lo harás a la cotización del fondo y sin que entre en vigor la garantía.</li>
<li>Asimismo, habla de los derechos que les asisten como consumidores vulnerables, como las tarifas o la continuidad de suministro con equipos electrógenos o sistemas de alimentación ininterrumpida para casos de cortes programados.</li>
<li>Tú siempre tienes la potestad de escoger la mejor opción para tus intereses.</li>
</ul>
<p>El fondo garantiza el 100% del capital invertido al vencimiento, junto a el 3% de beneficio (rentabilidad) el primer año, y un 2% el resto de años hasta el final. Como ejemplo de esta tipología de fondos hemos escogido un fondo garantizado del banco Santander, entidad muy activa desde hace años en la comercialización de este tipo de productos. En todos los ejemplos que te mostramos en el artículo sobre tipos de fondos garantizados, verás que tanto BBVA como Banco Santander garantizaban la inversión.</p>
<h2>Productos Bancarios</h2>
<p>En algunos casos, podrás recibir cupones fijos y/o variables a lo largo del periodo de la inversión. Los Productos Financieros Estructurados (PFE), también conocidos como Depósitos Estructurados, son híbridos que tienen apariencia de renta fija pero que en realidad son productos altamente <a href="https://es.forexdemo.info/indicador-del-caiman-como-utilizar-el-comercio-de-divisas/">https://es.forexdemo.info/indicador-del-caiman-como-utilizar-el-comercio-de-divisas/</a> complejos. Toda la información que leas en esta página web, es meramente informativa, y en ningún caso supone una  recomendación de inversión o desinversión, ni tampoco de invitación, asesoramiento, oferta, solicitud, u obligación, para que realices algún tipo de transacción financiera.</p>
<h2>¿PARA QUÉ INVERSOR SON?</h2>
<p>Para proporcionar la máxima transparencia a nuestros lectores, nos gustaría explicarte cómo y de quién generamos ingresos. Lo puedes leer en el pie de página, dentro del menú quiénes somos y cómo mantenemos esta página web. Imagínate que el bono que asegura tu inversión es un bono senior del Banco Popular (recientemente casi desaparecido). Si el banco quebrara (como casi ha pasado, todo y que ha sido el Banco Santander quien lo ha comprado y asumido sus obligaciones), tu garantía desaparecería, y con ella el dinero que invertiste.</p>
<p>Pues, francamente, muy bajas y lo cierto es que hemos hecho la prueba. Hemos probado con datos históricos del Eurostoxx50 el mejor año reciente. Pues ni siquiera habría subido, aplicando el tope nos sale <a href="https://es.forexgenerator.net/fca-no-sees-news-o-suspicious-operations-drop-in-2019-year-year-year/">https://es.forexgenerator.net/fca-no-sees-news-o-suspicious-operations-drop-in-2019-year-year-year/</a> una pérdida del 14,9%. Los meses que baja pierde el coste de las primas pero queda sobradamente compensado por los meses de subida pues hay que tener en cuenta que juega con un dinero que no es suyo.</p>
<h2>¿A quién van dirigidos los depósitos estructurados?</h2>
<p>Yo siempre digo que si se quiere invertir en renta variable o se acepta el riesgo o no se juega. Si se quiere bajo riesgo pues para eso ya están las letras, los bonos, los depósitos y las cuentas remuneradas. Renta variable es volatilidad, mayor o menor pero volatilidad al fin y al cabo y a quien no le guste que no se meta. Pero que no acuda a los cantos de sirena de este tipo de productos porque lo que va a hacer es entregar el dinero al banco para que gane dinero con él y por el que no va a ver ni un duro. Y eso si rentan porque en muchos casos como el del ejemplo lo más probable es que simplemente nos devuelvan lo invertido con lo que tenemos pérdidas por lucro cesante o coste oportunidad.</p>
<p>Nos avala un 100 % de resoluciones favorable, en vía judicial, defendiendo los intereses de afectados por productos bancarios. Algunos los pueden llamar engaños directamente, mientras que otros hablan de ello como “actos en los que se omite” información al ahorrador. Los pagos el primer año son de180 euros por cada 6.000 euros invertidos, y el resto de años de 120 euros por cada 6.000 euros invertidos; por los 8 meses finales paga 84 euros. En comparación con un instrumento de ahorro parecido como sería un depósito bancario con pago periódico de los intereses, la percepción de la renta en éste tendría la consideración de rendimiento del capital mobiliario, y tendría un coste fiscal mucho más alto. Normalmente su rendimiento va ligado a la cotización y evolución del precio de determinadas acciones o índices bursátiles. Si el índice bursátil tenía un valor de 100€ al inicio del fondo, y un valor de 200€  pasados los 4 años, a ti te correspondería recibir 70€ (el 70% de los 100€ de aumento en su valor).</p>
<h2>Consulta nuestra guía rápida de fondos de inversión</h2>
<p>Los productos y fondos garantizados de rendimiento fijo tuvieron su momento de gloria durante los años 1995 y 1996. Fueron años en los que los tipos de interés detentaban unos elevados rendimientos, y a partir del que iniciaron un proceso de marcado descenso hasta hoy. ¿En qué casillas de la renta 2018 hay que poner los fondos garantizados? En este sentido, lo primero que debes tener claro es&nbsp;cuándo declarar un fondo garantizado en el IRPF.</p>
<p>A pesar de su nombre no es un depósito al uso sino que tiene una parte de rentabilidad variable. Lo primero que hay que hacer cuando nos encontramos frente a un producto complejo de estas características es leer bien el prospecto informativo, especialmente la letra pequeña. Se que es un tópico pero es que no hay que cansarse de repetirlo. Los depósitos tradicionales ya no tienen atractivo para los clientes, dada la escasa rentabilidad ofrecida por las entidades. Por ello, estas han optado por ofrecer productos con una rentabilidad atractiva; productos extremadamente complejos, de forma generalizada sin analizar&nbsp;el perfil de cliente, los riesgos que puede asumir o el conocimiento del producto que contrata.</p>
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		<title>Gabilondo pide garantizar el suministro a los pacientes electrodependientes</title>
		<link>http://www.realandintellectualproperty.com/gabilondo-pide-garantizar-el-suministro-a-los/</link>
		<comments>http://www.realandintellectualproperty.com/gabilondo-pide-garantizar-el-suministro-a-los/#comments</comments>
		<pubDate>Mon, 27 Feb 2023 16:49:23 +0000</pubDate>
		<dc:creator><![CDATA[sabina]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[Pero en el caso de no hacerlo, lo que garantizaría tu dinero sería la solvencia de esos bonos en los que el fondo invierte todo o parte del dinero aportado por los partícipes. Si siempre es importante revisar de PE &#8230; <a href="http://www.realandintellectualproperty.com/gabilondo-pide-garantizar-el-suministro-a-los/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Pero en el caso de no hacerlo, lo que garantizaría tu dinero sería la solvencia de esos bonos en los que el fondo invierte todo o parte del dinero aportado por los partícipes. Si siempre es importante revisar de PE a PA la ficha descriptiva de un fondo de inversión (aquella en la que se explican sus características, condiciones y comisiones, entre otros datos), en el caso de los fondos garantizados es esencial leerla y entenderla. Antes, es importante que sepas las características que serán comunes para la inmensa mayoría de fondos <a href="https://es.forexgenerator.net/litdx-ultima-oportunidad-de-votar-por-premios-de-buy-side/">https://es.forexgenerator.net/litdx-ultima-oportunidad-de-votar-por-premios-de-buy-side/</a> de inversión garantizados que te puedan ofrecer. Hasta el 14 de marzo de 2024 y tras el vencimiento, la política de inversión seguirá criterios conservadores y prudentes con el objetivo de preservar y estabilizar el valor liquidativo del fondo. En ambos periodos se invertirá en depósitos, cuentas corrientes y renta fija pública y/o privada OCDE, siendo el vencimiento medio de la cartera inferior a tres meses. Los fondos garantizados no aseguran la inversión en todo momento, solo en la fecha de vencimiento de la garantía.</p>
<p>Deben asegurare una cantidad máxima y mínima antes de ponerse a comercializarlos. Esto implica que el importe de estos fondos garantizados sea limitado. Una vez se consigue el dinero de inversores, se «cierra» el fondo garantizado a nuevas compras. El Fondo Naranja Garantizado 2027 I, que ya tiene el visto bueno de la Comisión Nacional del Mercado de Valores (CNMV), contará con Mapfre como gestora y con BNP Paribas como depositaria. No todos los fondos garantizados aseguran la obtención de rendimientos o la recuperación del 100% de la inversión inicial.</p>
<h2>FONDO GARANTIZADO SANTANDER 95 ÍNDICE EUROPA 2, FI.</h2>
<p>Solo si la bolsa tuviera beneficios consistentes y muy seguidos durante tres años, algo muy raro pues siempre hay meses de correcciones fuertes, podría el cliente rascar algo. Y serían siempre migajas al lado de lo que sacaría el banco. Recientemente analicé las posibilidades de un nuevo producto bancario. Parece atractivo porque en ningún caso el contratante va a perder dinero&#8230; La idea es la de vender un producto carente de riesgos pero con una buena rentabilidad potencial. Con este ejemplo acabamos la explicación de tipos y clases de fondos garantizados.</p>
<p>En un momento en el que la volatilidad es parte del día a día la inversión, hay productos que se tiende a concebir como una inversión sin fisuras. Hoy en FundsPeople Learning explicamos todo lo que debe saber sobre los fondos garantizados. Por el contrario, los fondos garantizados que te explicamos a continuación, tienen asociado un plan de pagos o rentas en favor del partícipe (el inversor). Las cifras actuales todavía están lejos de las que había invertidas allá por los años 2000, donde este tipo de fondos garantizados tuvieron una enorme aceptación, convirtiéndose en las estrellas de esa época.</p>
<ul>
<li>El primero de ellos es su rentabilidad, que, como hemos advertido al inicio, será variable y dependiente de los activos subyacentes del depósito estructurado.</li>
<li>Durante la vida del producto no acostumbran a haber reembolsos (salidas) pactadas por parte de los ahorradores que los escogieron.</li>
<li>Regístrate para recibir en tu email y en primicia nuevos artículos de inversión en fondos.</li>
<li>Es por ello que siempre tienes que leerte bien la ficha del fondo y ver quién garantiza la devolución de tu dinero.</li>
<li>Un Fondo de inversión Garantizado es un tipo de fondo de inversión en el que el beneficio futuro que obtendrás es conocido (totalmente o en parte) desde el momento en el que inviertes tu dinero.</li>
</ul>
<p>Tal como te hemos dicho al principio, ahora te vamos a explicar cómo se “fabrican” los fondos garantizados,&nbsp; añadiéndote, al acabar, una pequeña pero importante reflexión que te recomendamos leas. El mejor consejo que te podemos dar es que leas con detenimiento toda la información del fondo garantizado <a href="https://es.forexeconomic.net/liderazgo-en-medio-de-una-crisis-con-el-ceo-lendio-dentro-de-la-empresa-procesan-app/">https://es.forexeconomic.net/liderazgo-en-medio-de-una-crisis-con-el-ceo-lendio-dentro-de-la-empresa-procesan-app/</a> que te ofrezcan, y en caso de dudas mejor no inviertas. Si te abonasen el dinero directamente en la cuenta corriente (lo puedes pedir si es lo que quieres), tendrás que pagar la retención fiscal por el beneficio obtenido. Mientras que si te lo abonan en otro fondo de inversión, no has de pagar nada.</p>
<h2>Tipos de fondos de inversio?n garantizados</h2>
<p>A un 4% TAE durante un año y vimos que nos resultaba un capital de €. Si consideramos  la alternativa que nos propone el banco veamos el primer año cuanto sacamos. 50000€ estarían invertidos al 5% a un año que nos darían 2500€ de beneficio.</p>
<p>Lo habitual es que te abonen tu inversión inicial más los beneficios. Si decides sacarlo antes de la fecha de vencimiento del fondo, el banco o gestora no te garantizará la devolución de todo el importe de tu inversión. Te dará lo que pague el mercado (el valor liquidativo de cada participación el día del reembolso), y además puede cobrarte una comisión de reembolso.</p>
<h2>Qué son los fondos de inversión garantizados</h2>
<p>Gracias a ella, la parte fija de la garantía se asegura llegado el vencimiento del fondo. El rendimiento que se obtenga de los depósitos estructurados deben incluirse en la declaración de la renta, es decir, es tributable. El tipo impositivo que se aplica, comúnmente y desde 2016, es, como mínimo, del 19%. El tercero, que no menos importante, es lo que se conoce como Garantía de Devolución de Capital.</p>
<h2>Cómo funcionan los fondos de inversión</h2>
<p>Y no entro ya en multitud de fondos garantizados que actúan con similares preceptos y que hasta en años buenos ofrecen resultados mediocres en la mayoría de los casos. Lo que nos prometen es un riesgo de depreciación cero o con un tope máximo. Pues bajo mi punto de vista en la inmensa mayoría de los casos sino en todos no. Resulta que <a href="https://es.forexdata.info/vision-general-de-comercio-para-noviembre-beneficio-4750/">https://es.forexdata.info/vision-general-de-comercio-para-noviembre-beneficio-4750/</a> un depósito no es que garantice el capital es que garantiza la rentabilidad lo cual es bastante mejor. Él tenía un depósito al 4% TAE a un año y le ofrecieron una oferta particular. Le dijeron que la mitad de su capital estaría al 5% TAE a un año y la otra mitad se invertiría en el producto este que llaman depósito doble rendimiento.</p>
<h2>Los 5 tipos de Fondos Garantizados que debes conocer (2023 –</h2>
<p>En junio de 2022, la Comisión de Sanidad del Congreso de los Diputados ya instó al Ejecutivo por unanimidad a aprobar ayudas para ellos, que entonces veían cómo su factura eléctrica se había disparado por la escalada de los precios de la energía. Este número es indicativo del riesgo del producto, siendo 1/6 indicativo de menor riesgo y 6/6 de mayor riesgo. Y  por último también es posible que el fondo, una vez vencida su garantía sea absorbido, mediante un proceso de fusión por otro fondo.</p>
<p>Significa que, al contratar un depósito asegurado, hay que asegurarse (leyendo la letra pequeña) de que, a su vencimiento, se va a devolver el 100% del capital, ya que no siempre es así. Esto que voy a decir vale para cualquier producto estructurado así como para casi cualquier fondo garantizado pues se nutren de los mismos componentes. Se trata de soluciones que garantizan total o parcialmente el importe de la inversión, recuperándose al vencimiento, además de generar una rentabilidad fija o variable. Ello ha provocado que miles de afectados hayan perdido sus ahorros en productos estructurados y, desde Rúa Abogados, sabemos que puede recuperar su dinero. Si se trata de un bono del estado español (o cualquier otro con cara y ojos), o el emisor de ese bono es una empresa sólida, grande y con calificaciones de riesgo buenas, en principio (pero no siempre), puedes casi seguro contar con que tu inversión está «garantizada». Incluso en un escenario de bajos tipos de interés como los de ahora, cuando el partícipe recibe periódicamente el importe contratado, este rescate tiene la consideración fiscal de incremento patrimonial.</p>
<h2>Curso online para aprender sobre inversión</h2>
<p>La CNMV define a estos productos como fondos que aseguran que, como mínimo, en una determinada fecha futura se conservará la totalidad o parte de la inversión inicial y en alguno caso&nbsp;puede ofrecer también una cierta rentabilidad asegurada. Para garantizar el dinero se ofrecen dos tipos de garantía. Dicho de otra forma, la diferencia entre la cotización del fondo y lo que te ha prometido el banco cuando la inversión ha ido peor de lo esperado y el fondo ha perdido dinero -al ser garantozado, eso a ti como ahorrador no te afecta.</p>
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		<title>Shakepay Review 2024: Beginner-Friendly Crypto App in Canada</title>
		<link>http://www.realandintellectualproperty.com/shakepay-review-2024-beginner-friendly-crypto-app/</link>
		<comments>http://www.realandintellectualproperty.com/shakepay-review-2024-beginner-friendly-crypto-app/#comments</comments>
		<pubDate>Fri, 13 Jan 2023 10:46:47 +0000</pubDate>
		<dc:creator><![CDATA[sabina]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[The general sentiment is that Shakepay is easy to use, has fast transactions, and cool Bitcoin rewards. The main complaints seem to be around slow customer service, occasional app bugs, and hidden fees. However, Shakepay has an insurance policy, and &#8230; <a href="http://www.realandintellectualproperty.com/shakepay-review-2024-beginner-friendly-crypto-app/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>The general sentiment is that Shakepay is easy to use, has fast transactions, and cool Bitcoin rewards. The main complaints seem to be around slow customer service, occasional app bugs, and hidden fees. However, Shakepay has an insurance policy, and prepaid card, and supports peer-to-peer transactions, unlike Newton. You can also earn free Satoshis daily through its ShakingSats feature and setup recurring crypto purchases. Both Newton and Shakepay are among the leading crypto brokers in Canada. The two trading platforms don’t charge deposit, withdrawal and trading fees.</p>
<p>All that said, there are certain minimums requirements you should be aware of when making transfers. I will be available in the comment section for any further clarification you may have. Below are the top pros and cons of Shakepay that you need to consider when determining if it’s perfect for you. Learn more about the Shakepay promotion and other ways to earn through this post about Shakepay Referral Code.</p>
<p>In my case, the cost was even lower than NDAX, which is typically known for having the lowest fees in Canada. If you’re in a hurry and need your funds instantly, you can always go for Interac e-Transfers. Shakepay will review your request and have the funds processed within minutes.</p>
<ol>
<li>However, Shakepay users have several ways of earning free cash and crypto through the app.</li>
<li>E-Transferred 3K to my account after a year + inactivitywas denied access to my funds by shakepay until i had completed a risk assessment.</li>
<li>Because it offers one of the easiest ways to enter the market and cash out your bank account, along with opportunities to earn free Bitcoin, I personally use Shakepay almost daily.</li>
<li>At the end of the review, you should be able to make an informed decision about whether or not Shakepay the perfect crypto broker for you.</li>
</ol>
<p>There are no annual fees, no monthly account fees, and you receive your cash back within 24 to 48 hours, a feature that sets it apart from other crypto reward cards. Payments are made using the Canadian dollar balance in your Shakepay app. Shakepay doesn&#8217;t charge any fees on trading fees, deposits, or withdrawals.</p>
<p>You can store the rewards in your account or transfer them to a Bitcoin wallet. The card comes with no annual fees or credit checks and is available to customers in all 13 Canadian provinces. While we are independent, we may receive compensation from our partners for featured placement of their products or services. Shakepay is one of Canada’s most popular cryptocurrency exchanges, with over 800,000 customers purchasing Bitcoin and Ethereum on the platform since its inception in 2015.</p>
<p>Labeled Verified, they’re about genuine experiences.Learn more about other kinds of reviews. People who write reviews have ownership to edit or delete them at any time, and they’ll be displayed as long as an account is active. If you&#8217;re looking for reasonable fees, appealing return rates, and low investment requirements, check out these Canadian Bank ETFs. The Manitoba government offers a program, called the Education Property Tax Credit, to help offset some of the taxes residents must pay. Shakepay performs a soft credit check to verify your identity, this will not affect your credit score.</p>
<h2>I&#8217;ve been using shakepay over 2 years</h2>
<p>Shakepay will then send you an authentication code, and once you enter it, you can continue creating your account. Before you can even get started trading on Shakepay, you have to go through the <a href="https://forex-reviews.org/shakepay/">shakepay review</a> rigorous verification process (which usually involves proof of identification). The reason for this is Shakepay&#8217;s commitment to certifications, and compliance with regulations and insurers.</p>
<h2>E-Transferred 3K to my account after a…</h2>
<p>You can convert your coins to cash and use the card anywhere Visa card is accepted like the Shakepay Card. Once you provide the required information and documents, Shakepay will approve your request instantly or within 1-4 business days in the case of manual verification. Shakepay is a legit and safe cryptocurrency app for Canadians.</p>
<h2>What Is Shakepay?</h2>
<p>With over a decade experience in financial services, he&#8217;s passionate about personal finance, investing and helping people take control of their financial life. Learn more about the 2 top crypto platforms in this Newton vs Shakepay comparison or read my detailed Newton review here. While you can’t make the wrong choice with Shakepay, you still need to know about its offerings and how it compares to the other crypto platforms in Canada. And that’s exactly what this Shakepay review will help you achieve.</p>
<h2>Shakepay Review 2024: Pros, Cons, and Features</h2>
<p>You will need to enter your name, birthday and occupation, plus confirm that you are only using the account for yourself. Selling your Bitcoin (BTC) or Ethereum (ETH) is just as easy. Click on Buy &amp; Sell, select your BTC wallet, enter the units of BTC you’d like to sell, and then click on Sell Bitcoin. Shakepay will give you a preview of the transaction and disclose the selling price. Also, you will not be able to send/receive crypto to/from external wallets.</p>
<p>While Netcoins allows you to make free CAD deposits and withdrawals, it charges fees for crypto withdrawals and trading, unlike Shakepay. Despite offering access to free trading, deposit and free withdrawals, Shakepay still offers a welcome bonus of $5. Nevertheless, the collection of coins is not the only factor to determine whether or not a crypto trading platform is the best. The growing popularity and adoption of cryptocurrencies over the past few years has led to the emergence of several crypto trading platforms in Canada. Shakepay is a great option for anyone looking for a convenient way to buy and sell crypto, as it has one of the most user-friendly exchanges and offers reasonable fees. In addition, you will earn an additional 1% in bitcoin on the first $5,000 you spend.</p>
<p>It seems that many other users have experienced a similar turnaround time. Both the Shakepay mobile app and desktop platform  have a very similar layout, but I prefer to trade on my desktop. Before you can buy crypto, you need to fund your CAD wallet first.</p>
<h2>What Is The Shakepay Scandle?</h2>
<p>Transactions must be authorised by multiple parties before being accepted, making theft and exploits less likely. Additionally, your funds are held in separate accounts to Shakepay’s reserve funds.Insurance. Shakepay provides insurance for the funds  held in cold storage. This includes insurance for most losses incurred by theft, hacks or misplacement of private keys. Shakepay’s insurance policy was created by Aon and underwritten by Lloyd’s of London.</p>
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		<title>Quebec City Wikipedia</title>
		<link>http://www.realandintellectualproperty.com/quebec-city-wikipedia/</link>
		<comments>http://www.realandintellectualproperty.com/quebec-city-wikipedia/#comments</comments>
		<pubDate>Thu, 12 Jan 2023 14:13:46 +0000</pubDate>
		<dc:creator><![CDATA[sabina]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.realandintellectualproperty.com/?p=6683</guid>
		<description><![CDATA[Autoroute 20 parallels the south shore of the St. Lawrence River, linking Quebec City with Montreal and Toronto to the west and Rivière-du-Loup, Rimouski, and the Maritime Provinces to the east. Autoroute 73 provides a north–south link through the metropolitan &#8230; <a href="http://www.realandintellectualproperty.com/quebec-city-wikipedia/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Autoroute 20 parallels the south shore of the St. Lawrence River, linking Quebec City with Montreal and Toronto to the west and Rivière-du-Loup, Rimouski, and the Maritime Provinces to the east. Autoroute 73 provides a north–south link through the metropolitan area, linking it with Saint-Georges, the Beauce region, and Maine to the south and Saguenay and the Lac-Saint-Jean region to the north. Until 2002, Quebec was a mostly urbanized city and its territory coterminous with today&#8217;s borough of La Cité-Limoilou. The Government of Quebec then mandated a municipal reorganization in the province, and many suburbs of the north shore of the Saint-Lawrence were merged into Quebec City, taking the form of boroughs, thus constituting the boundary of present-day Québec City. In 2008 the city celebrated its 400th anniversary and was gifted funds for festivities and construction projects by provincial and federal governments, as well as public artwork by various entities, including foreign countries. A number of governmental and non-government organizations support cultural activity in Quebec.</p>
<ol>
<li>The Prix du Québec is an award given by the government to confer the highest distinction and honour to individuals demonstrating exceptional achievement in their respective cultural field.</li>
<li>Quebec City was built on the north bank of the Saint Lawrence River, where it narrows and meets the mouth of the Saint-Charles River.</li>
<li>They took place in the buildings of the Citadelle and at the nearby Château Frontenac.</li>
<li>Quebec is well known for producing maple syrup, for its comedy, and for making hockey one of the most popular sports in Canada.</li>
</ol>
<p>Part of the reason for this is that tuition fees were frozen to a relatively low level when CEGEPS were created during the Quiet Revolution. When Jean Charest&#8217;s government decided in 2012 to sharply increase university fees, students protests erupted.[179] Because of these protests, Quebec&#8217;s tuition fees remain relatively low. The only thing that we found out that is worth mentioning would be their market prices for BTC and the other cryptocurrencies they transact with. But compared to other region-based exchange websites today, Quebex.com offers a regular rate which is normal for this type of exchanges. If you get a region-based exchange and compare it to an international one, then, of course, you will get more “bang for the buck” if you go international. The only reason why people choose region-based websites is due to the withdrawal options that are easily in their favor.</p>
<h2>Health minister&#8217;s office says public sector strikes are partly to blame</h2>
<p>However, the loss of the French vessels sent to resupply New France after the fall of Quebec City during the Battle of Restigouche marked the end of France&#8217;s efforts to try to retake the colony. Governor Pierre de Rigaud, marquis de Vaudreuil-Cavagnial signed the Articles of Capitulation of Montreal on September 8, 1760. Trois-Rivières was founded at Samuel de Champlain&#8217;s request in 1634.[33] Paul de Chomedey de Maisonneuve founded Ville-Marie (now Montreal) in 1642. Here at Quebex.com, they offer BTC, ETH, and LTC transactions to users that have verified their account properly. Since we do not have a verified account on the website, we are unable to show you guys a preview of what their exchange platform looks like. For our readers that have a fully-verified account with Quebex.com, please do let us know your experience with using their services.</p>
<h2>COMPANIES TO DECLARE WORKERS&#8217; FRENCH SKILLS</h2>
<p>The Carillon Sacré-Coeur and French merchant flag went on to be the major inspirations for creating Quebec&#8217;s current flag in 1903, called the Fleurdelisé. The Fleurdelisé replaced the Union Jack on Quebec&#8217;s Parliament Building on January 21, 1948. Quebec is the world&#8217;s biggest maple syrup producer.[335] The province has a long history of producing maple syrup, and creating new maple-derived products. Other major food products include beer, wine (including ice wine and ice cider), and cheese.</p>
<h2>Social</h2>
<p>At that time James Bay, Hudson Bay, and the Ungava region belonged to the British Hudson’s Bay  Company. In 1898 Quebec’s boundary was extended north to the Eastmain River and east to Labrador. Quebec’s present-day boundaries were determined in 1927, when the British Privy Council granted Labrador to Newfoundland (now the province of Newfoundland and Labrador). Today the province of Quebec’s French-speaking political leaders continue to dispute this decision but honour the 1927 boundary. Quebec&#8217;s topography is very different from one region to another due to the varying composition of the ground, the climate, and the proximity to water.</p>
<p>A small town square nearby, the Place Royale, now surrounded by picturesque stone buildings, is the site of Champlain&#8217;s founding of the city in 1608. Much of the city&#8217;s notable traditional architecture is located in Vieux-Québec (Old Quebec), within and below the fortifications. This area has a distinct European feel with its stone buildings and winding streets lined with shops and restaurants. Porte Saint-Louis and Porte Saint-Jean are the main gates through the walls from the modern section of downtown; the Kent Gate was a gift to the province from Queen Victoria and the foundation stone was laid by the Queen&#8217;s daughter, Princess Louise, Marchioness of Lorne, on 11 June 1879.[74] West of the walls are the Parliament Hill area, and to the south the Plains of Abraham. Parc Aquarium du Québec, which reopened in 2002 on a site overlooking the Saint Lawrence River, features more than 10,000 specimens of mammals, reptiles, fish and other aquatic fauna of North America and the Arctic. Polar bears and various species of seals of the Arctic sector and the &#8220;Large Ocean&#8221;, a large basin offering visitors a view from underneath, make up part of the aquarium&#8217;s main attractions.</p>
<p>The Court of Quebec is the main criminal trial court, and also a court for small civil claims. The Superior Court is a trial court of general jurisdiction, in both criminal and civil matters. Finally, if the case is of great importance, it may be appealed to the Supreme Court of Canada. Quebec has a historied relationship with France, as Quebec was a part of the French Empire and both regions share a language. The Fédération France-Québec&nbsp;[fr] and the Francophonie are a few of the tools used for relations between Quebec and France. In Paris, a place du Québec was inaugurated in 1980.[180] Quebec also has a historied relationship with the United Kingdom, having been a part of the British Empire.</p>
<p>Quebec has one of the world&#8217;s largest reserves of fresh water,[124] occupying 12% of its surface[125] and representing 3% of the world&#8217;s renewable fresh water.[126] More than half a million lakes and 4,500 rivers[124] empty into the Atlantic Ocean, through the Gulf of Saint Lawrence and the Arctic Ocean, by James, Hudson, and Ungava bays. The largest inland body of water is the Caniapiscau Reservoir; Lake Mistassini is the largest natural lake.[127] The Saint Lawrence River has some of the world&#8217;s largest sustaining inland Atlantic ports. Since 1959, the Saint Lawrence Seaway has provided a navigable link between the Atlantic Ocean and the Great Lakes. Israeli Prime Minister Benjamin Netanyahu opposes any form of Palestinian sovereignty in post-war Gaza, his office said Saturday, appearing to rebuff U.S. President Joe Biden&#8217;s suggestion that creative solutions could bridge wide gaps between the two leaders&#8217; views on Palestinian statehood.</p>
<h2>Arrima &#8211; Online immigration and French learning services</h2>
<p>The government also warns people who are thinking of moving to Quebec permanently that their &#8220;knowledge of French will be taken into account in the selection process&#8221; and their French-language proficiency will be required for some immigration programs for those wishing to transition from temporary to permanent status. Our service and maintenance team is highly skilled and experienced in dealing with all types of electrical systems. We provide comprehensive maintenance services to ensure that your electrical systems are working efficiently and safely.</p>
<p>More than a third of city residents reported being capable of speaking both French and English. During winter, snow generally stays on the ground from the end of November till mid-April. In 1867, Queen Victoria chose Ottawa as the definite capital of the Dominion of Canada, while Quebec City was confirmed as the capital of the newly created province of Quebec. The first members of the Saint-Jean-Baptiste Society created the Carillon Sacré-Coeur flag, which consisted of a white cross on an azure background with white fleur-de-lis in each corner and a Sacred Heart surrounded by maple leaves in the centre; it was based on the French merchant flag flown by Champlain and the Flag of Carillon.</p>
<p>We can help you maintain and repair any existing electrical systems, as well as install new ones. Our team is always on hand to provide you with the best service and support possible. Three school boards, including Commission scolaire de la Capitale, operate secular francophone schools, and Central Quebec School Board operates the few existing anglophone ones.</p>
<p>Here at Quebex.com, the affiliate reward isn’t that huge but is still worth your time. Quebex Électrique has a wealth of knowledge and experience in three phase electrical systems, low voltage relay dimming, motors, drives, and more. Whether you are in need of new construction or renovation services, we can provide you with the expertise and solutions you need.</p>
<h2>Snow squall warning issued across London, Ont. region</h2>
<p>The province’s major metropolis, Montreal (Montréal), encompassing Montreal Island, Jesus Island to the north, and several communities on the south shore of the St. Lawrence River, is the second largest city in Canada. Quebec is bounded to the north by Hudson Strait and Ungava Bay, to the east by the province of Newfoundland and Labrador, to the southeast by the Gulf of St. Lawrence, New Brunswick, and the U.S. state of Maine, to the south by the U.S. states of New Hampshire, Vermont, and New York, and to the west by Ontario, James Bay, and Hudson Bay. The Cinémathèque québécoise has a mandate to promote the film and television heritage of Quebec. The National Film Board of Canada (NFB), a federal Crown corporation, provides for the same mission in Canada. The Film Festival of the 3 Americas, the Festival of International Short Film, the World Film Festival and the Festival of New Cinema are other annual events surrounding the film industry in Quebec. The boundaries of Quebec were altered many times following the establishment of New France in the early 17th century, when the French colonial empire in North America spread all the way to the Gulf of Mexico and west of the Mississippi River.</p>
<p>The First Quebec Conference was held in 1943 with Franklin D. Roosevelt (President of the United States), Winston Churchill (Prime Minister of the United Kingdom), William Lyon Mackenzie King (Prime Minister of Canada) and T. The Second Quebec Conference was held in 1944 and was attended by Churchill and Roosevelt. They took place in the buildings of the Citadelle and at the nearby Château Frontenac. Quebec was founded by Samuel de Champlain, a French explorer and diplomat, on 3 July 1608,[26][27] and at the site of a long abandoned St. Lawrence Iroquoian settlement called Stadacona. Champlain, who came to be called &#8220;The Father of New France&#8221;, served as its administrator for the rest of his life. The Algonquian people had originally named the area Kébec, an Algonquin[note 1] word meaning &#8220;where the river narrows&#8221;, because the Saint Lawrence River narrows proximate to the promontory of Quebec and its Cape Diamant.</p>
<p>Until 1998 Commission des écoles catholiques de Québec operated public Catholic schools of all languages. The station is the eastern terminus of the railway&#8217;s main Quebec City-Windsor Corridor. An inter-city bus station, with connections to the provincial long-distance bus network, is adjacent to the train station, <a href="https://forex-reviews.org/quebex/">quebex</a> and is used by operators such as Orleans Express and Intercar. Along with concrete high-rises such as Édifice Marie-Guyart and Le Concorde on  parliament hill (see List of tallest buildings in Quebec City), the city&#8217;s skyline is dominated by the massive Château Frontenac hotel, perched on top of Cap-Diamant.</p>
<p>At the end of French rule, Quebec was a town of 8,000 inhabitants, surrounded by forests, villages, fields and pastures. The town was distinguished by its monumental architecture, fortifications, and affluent homes of masonry and shacks in the suburbs of Saint-Jean and Saint-Roch. Despite its urbanity and its status as capital, Quebec remained a small city with close ties to its rural surroundings.</p>
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		<title>Commodities Trading Brokers</title>
		<link>http://www.realandintellectualproperty.com/commodities-trading-brokers/</link>
		<comments>http://www.realandintellectualproperty.com/commodities-trading-brokers/#comments</comments>
		<pubDate>Thu, 29 Dec 2022 10:23:14 +0000</pubDate>
		<dc:creator><![CDATA[sabina]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[She is a financial therapist and transformational coach, with a special interest in helping women learn how to invest. Steel is widely used in construction and manufacturing, while oil is a primary energy source while coffee is, of course, consumed &#8230; <a href="http://www.realandintellectualproperty.com/commodities-trading-brokers/">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
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width="304px" alt="online commodity trading"/></p>
<p>
<p>She is a financial therapist and transformational coach, with a special interest in helping women learn how to invest. Steel is widely used in construction and manufacturing, while oil is a primary energy source while coffee is, of course, consumed as food product. Commodities are critical to the global economy and many industries. A commodity is a raw material that is used as an input for the production of other goods or services. For example, steel is a commodity that is widely used in the construction industry. For example, corn, wheat, and soybean prices increased due to widespread flooding in 2019.</p>
</p>
<p>
<div style='text-align:center'><iframe width='564' height='312' src='https://www.youtube.com/embed/Fzr1jwZS6VQ' frameborder='0' alt='online commodity trading' allowfullscreen></iframe></div>
</p>
<p>
<p>Considering that much of the trading routine also needs psychological composure, taking time to research the market will give you more confidence when placing trades. It shows that you have made investments out of careful consideration and not out of knee-jerk decisions. Taking 30 minutes to plan and execute your trade will save you much more than having to correct trades that are going against your bankroll. Brokerages are to thank for most of the convenience experienced in the last few years. Brokerages are responsible for providing cutting-edge commodity trading&nbsp;platform technologies with the right trading tools for investors. The trading platforms provide real-time analytics and technical education all from one place.</p>
</p>
<p>
<h2>How to Start Commodity Trading</h2>
</p>
<p>
<p>Oil demand fell sharply back in March 2020, when the pandemic started. For comparison, gold (blue chart) also fell sharply in March 2020, along with other commodities. Now that you know where to trade commodities when you are ready to invest, you need to know who you will be used to place your trades in the commodities market. A commodities broker is an institution that provides all the facilities you need to make contracts if you agree to pay a small commission.</p>
</p>
<p>
<ul>
<li>Exinity Limited is a member of Financial Commission, an international organization engaged in a resolution of disputes within the financial services industry in the Forex market.</li>
<li>The main use of this refined crude oil product (also known as reformulated gasoline blendstock for oxygen or RBOB gasoline) is as a source of fuel for cars, light-duty trucks, and motorcycles.</li>
<li>Corn is a commodity with two important applications in the global economy.</li>
</ul>
<p>
<p>And if you do invest in commodities, it should only be a portion of your total portfolio. For example, you might agree to a commodity future contract to buy 10,000 barrels of oil at $45 <a href="https://g-markets.net/commodities/">commodities trading advisor</a> a barrel in 30 days. At the end of the contract, you donâ€™t transfer the physical goods, but you close out your contract by taking an opposite position through the spot trading market.</p>
</p>
<p>
<h2>What is a Commodity?</h2>
</p>
<p>
<p>By partnering with various liquidity providers, we also guarantee customers the best bid and ask prices. Ice Markets is a reliable source of information on the global oil market. Catch their monthly oil reports and learn about the global oil benchmarks. They  also publish informative articles and podcasts about the oil industry.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>How can I start trading commodities?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<ol>
<li>Open a Demat Account with a Reputed Stockbroker. Just like you need a demat account to trade in stocks, you need a demat account to trade in commodities.</li>
<li>Deposit an Initial Amount.</li>
<li>Direct Investment.</li>
<li>Purchase Stocks.</li>
<li>Commodity ETFs and Mutual Funds.</li>
<li>Bottom Line.</li>
</ol>
</div></div>
</div>
<p>
<p>Choose a commodities trading platform that does not charge deposit fees on payments made in major currencies. You should also access various deposit options such as bank deposits, debit/credit card deposits and other electronic solutions like PayPal. Electronic deposit solutions or credit card deposits are an investor&#8217;s favourite because they reflect a balance instantly, unlike having to mail a cheque to the broker. In many cases, you will find that the method you used to deposit will also be the method you used to withdraw funds. Commodities can be split into two subsections, hard commodities (such as oil, gold, and rubber) and soft commodities (such as coffee, wheat, and corn).</p>
</p>
<p>
<h2>What are Commodity Trading Hours?</h2>
</p>
<p>
<p>Commodity trading is where investors agree to commit funds and speculate on commodities. It shares a lot of similarities with stock trading or foreign exchange trading. Still, instead of buying and selling shares, an investor will speculate on a trade commodity to make profits. Commodities are goods that possess intrinsic value and supply  consistency and can come from more than one supplier.</p>
</p>
<p>
<div style='border: grey dotted 1px;padding: 15px;'>
<h3>Commodities at Sea &#8211; spglobal.com</h3>
<p>Commodities at Sea.</p>
<p>Posted: Mon, 20 Mar 2023 19:15:48 GMT [<a href='https://news.google.com/rss/articles/CBMiUWh0dHBzOi8vd3d3LnNwZ2xvYmFsLmNvbS9jb21tb2RpdHlpbnNpZ2h0cy9lbi9jaS9wcm9kdWN0cy9jb21tb2RpdGllcy1hdC1zZWEuaHRtbNIBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>Analysis can be easier because it&#8217;s a pure-play on the underlying commodity. There&#8217;s also the potential for huge profits, and if you are able to open a minimum-deposit account, you can control full-size contracts (that otherwise may be difficult to afford). Finally, it&#8217;s easy to take long or short positions on futures contracts. Energy commodities include crude oil, heating oil, natural gas, and gasoline. We also provide our services to diversified traders, allowing many different types of traders to reap the benefits of our expert-tier platforms.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>Which is the best commodity to trade?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<ol>
<li>Gold. Gold is one of the most regularly-traded commodities and is a precious metal that is continually in demand.</li>
<li>Silver. Another precious metal, as a commodity, silver shares many of the attributes of gold:</li>
<li>Crude Oil.</li>
<li>Natural Gas.</li>
<li>Copper.</li>
<li>Coffee.</li>
<li>Soy Beans.</li>
<li>Iron Ore.</li>
</ol>
<div></div>
</p>
</div></div>
</div>
<p>
<div style='text-align:center'><iframe width='561' height='314' src='https://www.youtube.com/embed/LajPMx7oaRM' frameborder='0' alt='online commodity trading' allowfullscreen></iframe></div></p>
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