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	<title>Fisiogym Blog &#187; Forex Trading</title>
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		<title>What is a Cinema Usher? Key Skills, Qualifications and Career Path UK Career Advice</title>
		<link>https://www.fisiogymsalerno.it/blog/what-is-a-cinema-usher-key-skills-qualifications/</link>
		<comments>https://www.fisiogymsalerno.it/blog/what-is-a-cinema-usher-key-skills-qualifications/#comments</comments>
		<pubDate>Tue, 21 Oct 2025 03:39:03 +0000</pubDate>
		<dc:creator><![CDATA[fisiogym]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.fisiogymsalerno.it/blog/?p=35234</guid>
		<description><![CDATA[They range from communication skills to mental health awareness. Industry-specific skills and knowledge, such as networking, working as a freelancer and set etiquette, have also been highlighted. This is in addition to broad technical skills and experience like managing costs and health and safety. Enter the value in centimeters below to convert to feet, or [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>They range from communication skills to mental health awareness. Industry-specific skills and knowledge, such as networking, working as a freelancer and set etiquette, have also been highlighted. This is in addition to broad technical skills and experience like managing costs and health and safety. Enter the value in centimeters below to convert to feet, or feet to cm. Put it all together by using the original whole number for the feet and the rounded decimal conversion as the inches. There are 16 WRYSE competencies – or sets of knowledge, skills and experience.</p>
<h2>Recent cm to feet conversions</h2>
<p>The meter, now defined by the speed of light in a vacuum, represents the pinnacle of measurement precision. This definition ensures that the fundamental unit of length remains constant and reproducible anywhere in the universe. Modern technology enables measurements at both microscopic (nanometers) and astronomical (light-years) scales, showcasing the versatility and importance of standardized length measurements. Note that we use an &#8220;approximately equal&#8221; sign instead of an equal sign as we performed some rounding of the measurement since 170 centimeters is not exactly equal to 5 feet, 7 inches.</p>
<p>You&#8217;ll need to be aged 18 or over for jobs that involve serving alcohol.</p>
<ul>
<li>Attendants carry out a number of tasks at a cinema or theatre.</li>
<li>Cinema and theatre attendants check customers&#8217; tickets, direct them to their seats and sell refreshments.</li>
<li>Use our calculator to convert between cm and feet for height, length or distance measurements.</li>
<li>In modern usage, the foot is commonly used to measure height, distance, and length in various applications.</li>
<li>It is particularly useful for everyday measurements and common objects.</li>
</ul>
<p>Length measurement forms the foundation of spatial understanding and physical measurement systems worldwide. From ancient civilizations using body parts as reference points to today&#8217;s precise laser measurements, the evolution of length measurement reflects humanity&#8217;s quest for standardization and accuracy. Modern length measurements serve countless purposes, from construction and manufacturing to scientific research and everyday calculations. Foot (ft) is a unit of length in the imperial system, equal to 12 inches or 30.48 centimeters. Widely used in the United States, United Kingdom, and other English-speaking countries.</p>
<p>Use our calculator to convert between cm and feet for height, length or distance measurements. You can also use our reference chart of common 	conversions and read about how to convert. Kilometer to mile conversions are essential for international travel because most countries use kilometers, while the US uses miles. Understanding both helps in estimating driving distances, following speed limits, and calculating fuel consumption across different regions.</p>
<h2>Height Conversion</h2>
<ul>
<li>The meter, now defined by the speed of light in a vacuum, represents the pinnacle of measurement precision.</li>
<li>It provides a convenient and precise way to measure small distances, allowing for accurate calculations and comparisons.</li>
<li>Joe is the creator of Inch Calculator and has over 20 years of experience in engineering and construction.</li>
<li>Employers include local theatres and cinemas, large, multi-screen cinemas run by chains and concert halls and arenas.</li>
<li>It is primarily used in the United States and a few other countries that have not adopted the metric system.</li>
<li>Some attendants are known as ushers; they take tickets as customers enter the cinema or theatre auditorium.</li>
</ul>
<p>There is also guidance on how students should evidence these skills to employers. Good customer service skills and the ability to do different tasks will be valued by employers. You can apply directly to vacancies advertised by theatres and cinemas for front of house staff.</p>
<h2>Centimeters to Feet (cm to ft)</h2>
<p>They take tickets, show people to their seats, and sell programmes and refreshments. Read on to see the full theatre or cinema attendant job description. The foot has a long history and has been used as a unit of measurement for thousands of years. It is believed to have originated from the length of a human foot, as it was a convenient and easily reproducible reference point. Over time, the foot has been standardized to ensure consistency in measurements.</p>
<p>Greater clarity and consistency and better integration into education and training will provide significant support for people entering the screen industries and increased recognition from industry. These are often transferable skills – sometimes referred to as ‘soft’ skills – that that are relevant in roles across all parts of the screen industries, and often in other areas of work too. Work-ready skills and experiences are frequently highlighted by employers as skills shortage areas in both new entrants to the industry and more experienced professionals. Together we have identified demand for stronger work-ready skills and experience among young people leaving education. Working in the UK screen industries is an ambition for many students in further and higher education.</p>
<h2>Construction:</h2>
<p>It depends on the size and style of the employing cinema or theatre. This could be a full uniform or, more likely, a T-shirt or shirt. Instead of seeing <a href="https://broker-review.org/roboforex/">roboforex review</a> feet in decimal form, they are usually used with inches to represent a fraction of a foot.</p>
<p>These work-ready skills are often not properly defined or understood and so can become deprioritised in favour of creative and specific technical skills on vocational or degree courses. The qualification will develop young people’s interest, passion and skills to help them in their potential careers across the film industry. A customer service practitioner apprenticeship at level 2 (intermediate level) could be a good way into this role.</p>
<h2>Latest jobs</h2>
<p>The Find a job service can help you with your search for jobs and send alerts when new jobs become available. Feet can also be denoted using the ′ symbol, otherwise known as a prime, though a single-quote (&#8216;) is often used instead of the prime symbol for convenience. Joe is the creator of Inch Calculator and has over 20 years of experience in engineering and construction.</p>
<p>It is equal to one hundredth of a meter, making it a smaller unit of measurement compared to a meter. The centimeter is commonly used for measuring small distances, such as the length of objects or the height of individuals. To convert centimeters to feet, you can use a simple conversion factor.</p>
<p>ScreenSkills works closely with both industry and educators to support the teaching of creative and production skills. If you demonstrate suitable skills and interest, with further training this type of role can lead to technical, administrative or other roles in cinemas or theatres. You can sometimes find voluntary work with community theatres or smaller independent cinemas.</p>
<h2>Why do construction measurements use feet and inches instead of decimal feet?</h2>
<p>Use this reference for precise length conversions across different measurement standards. A measurement foot, commonly referred to as a foot, is a unit of length in the imperial system of measurement. It is primarily used in the United States and a few other countries that have not adopted the metric system. The foot is defined as 12 inches, and it is a constituent of larger units such as yards, and miles. The centimeter is a versatile unit of measurement that is widely used in various fields, including science, engineering, and everyday life. It provides a convenient and precise way to measure small distances, allowing for accurate calculations and comparisons.</p>
<p>These organic measurements, while practical for their time, varied significantly between individuals and cultures. The need for standardization led to the development of more precise units and measuring tools, culminating in today&#8217;s sophisticated measurement systems. The actual tasks they perform depend on which part of the cinema or theatre they work in. Some attendants sell tickets at the cinema or theatre box office. This involves speaking to customers either face to face or on the phone (more likely at a theatre) and taking payment, either by credit/debit card or cash.</p>
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		<title>Vantage For Gaming- Download to Manage Performance</title>
		<link>https://www.fisiogymsalerno.it/blog/vantage-for-gaming-download-to-manage-performance-9/</link>
		<comments>https://www.fisiogymsalerno.it/blog/vantage-for-gaming-download-to-manage-performance-9/#comments</comments>
		<pubDate>Wed, 16 Apr 2025 19:15:42 +0000</pubDate>
		<dc:creator><![CDATA[fisiogym]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[Legion Edge’s Hybrid Mode automatically switches between graphics modes. In those cases, when battery life is more important, Hybrid Mode switches to integrated graphics. Get the best of both worlds—top performance when you need it, and extended battery life when you don’t. Quick, secure access to https://worldtradex.world/ your purchase history Worldtradex for warranty validation or [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Legion Edge’s Hybrid Mode automatically switches between graphics modes. In those cases, when battery life is more important, Hybrid Mode switches to integrated graphics. Get the best of both worlds—top performance when you need it, and extended battery life when you don’t. Quick, secure access to <a href="https://worldtradex.world/">https://worldtradex.world/</a> your purchase history <a href="https://worldtradex.pro/">Worldtradex</a> for warranty validation or insurance claims.</p>
<ul>
<li>Get the best of both worlds—top performance when you need it, and extended battery life when you don’t.</li>
<li>Quick, secure access to your purchase history for warranty validation or insurance claims.</li>
<li>Get the best of both worlds—top performance when you need it, and extended battery life when you don’t.</li>
<li>Legion Edge’s Hybrid Mode automatically switches between graphics modes.</li>
</ul>
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		<title>KingSize Coupons 40% Off November 2025 Promo Codes</title>
		<link>https://www.fisiogymsalerno.it/blog/kingsize-coupons-40-off-november-2025-promo-codes/</link>
		<comments>https://www.fisiogymsalerno.it/blog/kingsize-coupons-40-off-november-2025-promo-codes/#comments</comments>
		<pubDate>Fri, 20 Dec 2024 21:22:11 +0000</pubDate>
		<dc:creator><![CDATA[fisiogym]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[These clearance styles are up year-round, and offer tons of options for any season. We always head straight to the&#160;clearance section&#160;to score deals of up to 80% off. Here, we see deals on apparel, accessories, and more. Items must be unworn, unwashed, and have original tags attached. You can return items in-person at Happy Returns [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>These clearance styles are up year-round, and offer tons of options for any season. We always head straight to the&nbsp;clearance section&nbsp;to score deals of up to 80% off. Here, we see deals on apparel, accessories, and more.</p>
<p>Items must be unworn, unwashed, and have original tags attached. You can return items in-person at Happy Returns locations for faster <a href="https://traderoom.info/ic-markets-forex-broker/">https://traderoom.info/ic-markets-forex-broker/</a> refunds or by mail. Just note that some &#8216;Final Sale&#8217; items may not be eligible for return. While King Size doesn&#8217;t offer standard free shipping, you can get free delivery on orders of $75 or more using the code KSSHIPPING2025. This offer is subject to terms and conditions, so check the website for the most up-to-date information. Cardholders may also get access to additional free shipping promotions.</p>
<h2>Off $150+ Purchase</h2>
<p>King Size specializes in apparel for the big and tall. They are the first and largest menswear brand for larger sizes in the nation, founded in 1920. They offer an extensive range of sizes, including shirts up to 9XL, pants up to 72W, and shoes up to 18EWW. Sometimes, we like to check off some of the &#8220;Up to $20&#8243; or &#8220;Up to $40&#8243; boxes to see styles that fit our budget.</p>
<p>It&#8217;s a smart way to dress well and save more! King Size regularly runs sales and promotions. They have an ongoing Clearance section with discounts up to 75% off, EPIC DEALS with up to 70% off, and daily &#8216;happy hour&#8217; promotions. Major shopping events like Black Friday and Cyber Monday also feature significant discounts. Sign up for their newsletter to stay informed about all sales events. King Size offers a generous 60-day return window from the ship date.</p>
<p>In our research, we found that KingSize supports two promo codes at a time. Applying an additional KingSize promo code simply replaces one of the existing ones in your cart. Make sure you apply the best KingSize code to your purchase. CouponFollow currently has 18 promo codes you can use to save on your KingSize purchase. To sign up for King Size text alerts, visit their website and look for the text message sign-up option.</p>
<h2>Coupon code for 40% off your highest priced item</h2>
<p>They also stock specialty items, such as pants with customizable hems, extra-long silk ties, moisture-wicking materials, extra-wide shoes, and swimwear. No, KingSize does not offer free shipping. Does KingSize offer a special student discount?</p>
<ul>
<li>CouponFollow currently has 18 promo codes you can use to save on your KingSize purchase.</li>
<li>Enjoy 40% off on big and tall clothing from KingSize when you apply this promo code at checkout.</li>
<li>Certain “Final Sale” items are not eligible for a return, so check before making your purchase.</li>
<li>In our research, we found that KingSize supports two promo codes at a time.</li>
<li>Paste this promo code at checkout and save 30% on any order over $150.</li>
</ul>
<p>In our research, we have observed KingSize offering discounts on some holidays. You are viewing current kingsize.com coupons and discount promotions for November 2025. For more about this website, and its current promotions connect with them on X @kingsizedirect, Facebook, Pinterest or Instagram Yes, as of November 20, 2025 there are 18 coupon codes and 20 total deals available. Men&#8217;s big and tall apparel on sale at kingsize.com and Save up to 50% on t-shirts, casual pants, polos, active, coats, sneakers and more. Order using KingSize&#8217;s coupon code and receive up to 5% off your purchase at checkout.</p>
<h2>Coupon code for 30% off selected items</h2>
<p>Accessories like belts, ties and fragrances in addition to shoes and underwear are also sold. For the  best deals, combine these seasonal offers with your King Size promo code and rewards points. It&#8217;s the perfect time to refresh your wardrobe without breaking the bank!</p>
<ul>
<li>Men&#8217;s big and tall apparel on sale at kingsize.com and Save up to 50% on t-shirts, casual pants, polos, active, coats, sneakers and more.</li>
<li>Based on the information provided, there&#8217;s no specific mention of military discounts at King Size.</li>
<li>For more about this website, and its current promotions connect with them on X @kingsizedirect, Facebook, Pinterest or Instagram</li>
<li>You can find discounts up to 75% in the “Clarence” tab on the top right of the home page.</li>
<li>Check for promo codes that provide discounts on premium items or customer loyalty rewards when reaching specific spending thresholds.</li>
</ul>
<h2>Best KingSize Coupon Codes &amp; Deals</h2>
<p>Paste this promo code at checkout and save 30% on any order over $150. Use this KingSize promo code at checkout to save 50% on your total order. Enjoy a 50% discount on shirts when you enter this coupon code at checkout. We&#8217;ll email you with fresh KingSize codes and other offers whenever they&#8217;re found. Sign in to get personalized notifications about your deals, cash back, special offers, and more.</p>
<p>Buy men&#8217;s big and tall top sellers at kingsize.com and Save up to 75% on t-shirts, winter coats, hoodies, sweatpants and more. Buy men&#8217;s big and tall clothing at kingsize.com and Save up to 55% on t-shirts, hoodies, polos, pants, casual shirts, winter coats and more. Buy men&#8217;s big and tall apparel at kingsize.com and Save up to 50% on jeans, t-shirts, hoodies, pants, coats, shirts, slippers, shorts and more. Shop men&#8217;s big and tall apparel on sale at KingSize and Save up to 80% off on shirts, shorts, pants, t-shirts and more.</p>
<p>If you return final sale items, you won&#8217;t be refunded. We have noted that KingSize offers happy hour discounts. We have seen KingSize offer a 60% discount between 7 a.m. To 12 a.m., we have seen KingSize items start at a low price of $12.80. You can typically find more information on their happy hour posted to their home page. Yes, KingSize offers rewards through its credit card program.</p>
<h2>Get 50% Off Your Highest Priced Item</h2>
<p>The entire transaction amount after discount must be placed on the KingSize Platinum Credit Card.​ To avoid paying any fees, choose the King Size e-gift card refund option. It will put your refunded amount in an e-gift card that does not expire, almost like store credit. We&#8217;ve tried out their Happy Returns option which allows for a return within 60 days, but it did come with a fee. Click on &#8220;Returns&#8221; at the bottom of their homepage to find a return location near you, or opt for an e-gift card.</p>
<h2>Earn 40% Off With kingsize.com Promo Code</h2>
<p>Join KingSize’s email newsletter to receive 25% off your first order and access exclusive offers. Take advantage of seasonal sales with discounts up to 70% off select items. Regular promotions are available on various categories, including clothing and accessories. Check for promo codes that provide discounts on premium items or customer loyalty rewards when reaching specific spending thresholds.</p>
<p>Are there any KingSize codes available today? Buy top selling men&#8217;s big &amp; tall apparel and Save 50% on active pants, t-shirts, hoodies, pajama pants, vests and more. Buy men&#8217;s apparel on sale at kingsize.com and Save up to 50% on Kingsize, Boulder Creek, Artix, Liberty Blues, NFL and more. Buy big and tall clothing for men at kingsize.com and Save up to 50% on active pants, casual pants, jeans and shorts. Save up to 10% on your purchase with this King Size code.</p>
<p>Put together outfits from stylish shirts, pants, shorts and outwear that fits any occasion. If there’s a classy event coming that requires a more formal look, suits for him are sold as well. Browse the available prints and colors that are great for hanging around the house or a night out on the town.</p>
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		<title>Silver PRICE Today Silver Spot Price Chart Live Price of Silver per Ounce</title>
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		<pubDate>Wed, 16 Oct 2024 07:51:19 +0000</pubDate>
		<dc:creator><![CDATA[fisiogym]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[Silver was also referred to by the Egyptians as “lunar metal”. The Greeks what is an introducing broker and forex ib program produced the first silver coins and used them as a means of payment. This is why silver has a particularly high political and economic significance among the precious metals. The difference between the [&#8230;]]]></description>
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" width="609px" alt="what is the current silver spot price"/></p>
<p>
<p>Silver was also referred to by the Egyptians as “lunar metal”. The Greeks <a href="https://www.forex-world.net/blog/what-is-an-introducing-broker-and-forex-ib-program/">what is an introducing broker and forex ib program</a> produced the first silver coins and used them as a means of payment. This is why silver has a particularly high political and economic significance among the precious metals.</p>
</p>
<p>
<p>The difference between the bid and ask price is known as the dealer spread. The <a href="https://www.day-trading.info/introduction-of-embedded-systems/">introduction of embedded systems</a> premium for a numismatic coin may be much higher than the intrinsic value of its silver weight. Rae Hartley Beck first started writing about personal finance in 2011 with a regular column in her college newspaper as a staff writer.</p>
</p>
<p>
<ol>
<li>The silver price today will update every 60 seconds in real-time during the trading day based on the market.</li>
<li>The price of silver has been increasing steadily for several years since the supply of silver cannot meet the high and constant demand.</li>
<li>During the financial crisis of 2008, many people decided to invest their money in silver and gold.</li>
<li>Over extremely long periods of time, measured in decades, silver has proven to be an effective hedge against inflation.</li>
</ol>
<p>
<h2>‘I can easily see copper over $5’ in 2025, ‘The timing will be great, we&#8217;ll hit the wave’ &#8211; Osisko Metals’ Robert Wares</h2>
</p>
<p>
<p>In some U.S. states, sales tax on silver bullion is exempt when you spend over $1,000. Paper silver refers to shares of electronically traded funds (ETFs) backed by silver. These must have a weight between 750 oz and 1,100 oz (23 kilograms to 34 kilograms). Allocating some of your investment dollars to precious metals is a wise decision. But doing your due diligence before you make a purchase is even wiser.</p>
</p>
<p>
<h2>London Fix Silver Prices (USD)</h2>
</p>
<p>
<p>Over the same period, silver averaged an 80.8% annual gain—thanks in part to Herbert and Nelson Hunt’s attempt to corner the market in 1979. For private investors, only BullionVault gives you direct access to that trading spread, enabling you to set or accept silver prices to trade as you choose using our live Order Board. You can then use these real-time spot prices to place an order using BullionVault&#8217;s live order board, selecting your silver market from Zurich, London, Toronto or Singapore. This is simply the ratio between the gold price and silver price.</p>
</p>
<p>
<h2>‘I don&#8217;t think the game’s even started on this next cycle’ &#8211; QC Copper &amp; Gold’s Stephen Stewart</h2>
</p>
<p>
<p>For a purchase, your funds stay in your account and are reserved until the bullion is settled. Likewise, for a sale, the bullion you are selling is reserved in your account until you receive the cash, typically after two working days. It&#8217;s important to understand that the spot price shown above on BullionVault&#8217;s chart is provided for reference. Yes, BullionVault gives you direct access to wholesale silver, gold, platinum and palladium at live professional-market prices, starting from as little as 1 gram at a time. Taking physical delivery of shares in a silver ETF incurs fees and additional costs. Hence most investors rollover these contracts or sell them without taking physical delivery.</p>
</p>
<p>
<div style='text-align:center'><iframe width='565' height='311' src='https://www.youtube.com/embed/bJdRmgLVhMQ' frameborder='0' alt='what is the current silver spot price' allowfullscreen></iframe></div>
</p>
<p>
<p>If you leave out the unusual situation involving the Hunt brothers, silver averaged a 22% gain from 1973 to 1978, more than double the average rate of inflation. Compared to last week, the price of silver is up 3.16%, and it’s down 1.48% from one month ago. Online shopping lets you make purchases even when brick-and-mortar shops are closed. You have the flexibility to lock in prices for your order at any given time.</p>
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<p>
<p>Investors almost never take possession of actual silver with shares of ETFs. Instead, they are issued a certificate which states the value of the shareholder’s stake on paper. Silver bullion products with enhanced security features to prevent counterfeiting may  cost more. You can always use forex rates to convert the silver price into another currency. Silver today is denominated in U.S. dollars (USD), as are all commodities traded globally.</p>
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<p>
<p>The price of physical silver is based on the current market silver price, as well <a href="https://www.currency-trading.org/cryptocurrencies/the-satoshi-is-a-smaller-denomination-of-bitcoin/">the satoshi is a smaller denomination of bitcoin</a> as a premium over the silver spot price. Physical silver has a cost to procure, manufacture and distribute, which is why you cannot typically purchase silver for the silver spot price. When inflation heats up, some investors believe that precious metals like silver provide a good hedge against price rises. In fact, silver is only an effective inflation hedge over extremely long periods of time, measured in decades or centuries. Stay up to date with real-time silver spot prices, available in troy ounces (oz), kilos and grams. However, it&#8217;s possible to track the real-time changing price of silver in kg, plus daily, weekly, monthly and yearly trends from the last 20 years using BullionVault&#8217;s live silver price chart above.</p>
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<p>
<p>It allows you to shop from the comfort of your home or while on the go. If you spend a silver coin as legal tender, its denomination directly affects its value. This is the exact amount the coin is worth as currency for commercial transactions.</p>
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IWVEEjDkPje0Oa4feCCuSk1JKa5/k3jWTyOWiIqQEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQGjnBoySB96rbrqqqNzN4W2GlLJqCzym1wYBIZIQ11bKfqB0xfg4e6mDdnV0+kNFV1bbZ4Y7rVAUVs80jBqpT0sOPUNJ6iPZpUJ6GoTo/QVx1LRSuqKy4tdarRLI/wCeoLifNn6u+XvLnZOFfpvwqbqvyX77+JQ1xyUTXXmrbTSV121bSgfAaSgba7C0jEclweOkdIH2vm5+7BXmt4p9ctoaGPTNurTK+pJdNKCcykuJfJ/nP6vwAVzvEVqtmnKen0l8XB8PpynE1YWYAdcJGE5J/kRknHoSB9F5Ybh6pqNXamqblK4hgPRGzPDGjsPwC6/2dtP6S0ldT/lPRfs0eKVv6i4jQjtHVmMN4PUScn3UoeHTcKu293Dpfg634X42eOalkJPTHWMOWE/R2Sw+4covd2Wj/MHS+KRzJI3B8bmnBa4HIK2TSa1RaWjyPd/Tl7g3Y2riqaGkiqamKjfXUdPKQ5tVE9pbVUbx7fbjc326Fgng416/brcLU3havb3RUFscLzoySYnqqLRUHzI2NJ7+X1GM9sFg45KgnwA77mr+DtNZcsmpAl8nOTHWsGJogP8AjmAPA/WYfdTD4q9N3qw1lp3n0JRST3PQtQNRWZ1PjNVaJMPudHkd+gjzmt5Iy7A7rgMUtf6K4bX8X+GdHZ1VcUuF7/svADkZWqxfbXXlj3M0RZ9cacrIqm33ilZUxSRuyORyPwOQsoWMSEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQHzI9rGlziAAMkk4wFRuorz4oPFE+6yPEmg9tw5lPI9vXBLVgZfM7OBljTkZ7F7QeQpr8Yu8c21m181BYXF+pdTv/ACTaIGDL3Sygt6gBzxkf0n0Ki7TmibbsRsZR6EgrHvqbtDJX3etLsTT05PVITnnqnkOPcN/mq1U95qCLsFwriZHHih3iNltFy1RW+Wx00cbbfRFvSaenaS2mg+oJzM4Ed+CAqA27z6mSa61rzJU1bzLI893OccknPr/+6kPxH6+qNe7gCxQVD6iktbi+ql6+oSVJ46c+oY0NaP5pJ5KweNrY2iNowG8L1T2Xw1WlDxJLV9s4nHLx1qnhx2N8YxyVoe60HZMn2XWGhyzPuKQwyNlDerpOS30I9R+zKtt4JNzqa2VU+gKqqcfgnuq6AuOTJSyEFzQD+q7n9qqN3yu90Vq2q0Tqi2aoos+ba5/MkAdjzKdxw9v9J/atTjFnG8tpRe6Nhh1w7esnyZ6oeITSFLqnTkOrXtxFPTss94Bbnyo3PzT1HHrHMWn+a944yV9+CvX10umjLntlqaZ5umiakUUAmP500Jy2MO9+hzJI8+zQOMLIdrr1adwtCsoqiRtVb7pSeRKXSZzE5gMbwf1uQDz3CrxdrnXbI752bcdgdSxx1Umn9UxglsdYxrmg1HOAC5j4Zh7uEvJ5Xj8qcqVSVGW/7/yd8pqpBTRfdFtU00VRAyeB7XxyND2PachzSMggrdVokIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAtCcLVYlujrVmgdEXTUrIW1FXTxeXRUxPNRVPIZFGMcnL3NHHOMqYxcmkg3lqyFN37nV7j7nU2iLdKRBZ5hQQOj+bqrJ2jz5sf8TDwPZ0hXa6ovFp0zHXV1O5rbZoei8igY1+RNVdPSAfcl/HvloXQbZ0NfYbNedwNQytqLq181BRz4yZq2VxdWTtHrmTOP5MYHZR7v5qGDS1po9HU8nlutsYut2cXZL6uQEwsc49y0Zefuys2hbu9uoW1PZaerLFWqrejKtIp34stw6+it8lqqbkJ7vcpXSVz2H7Uj+ZD9wOGD6MKpwX8/MST7rNt3tZP1lrGqrI3uNNCRHCCeekDufqe5+pWDOOTleg1+GGVGn/GKyObt05J1J7y1PsYdytDz37L4X3kOHsrBkNZkhbCa+rtBa/pHUtaaZlfPEYpS7Ahq2OzC/8A5XB9wV7OaA1DHvHtTSVL6SnfWQxG4UkBII8wdTailcMds9bCD3a9vC8HJA4t6mOLXNPU1w7gjsvR79z+36ne+js1ZX5Na4NdFkAx18QwQPpNGP8AlNHqtRi9mrqg8t4/j/D/ACZlpW8Gab2f57/BP/hG1jS7Rbu6m8M875YdOVjf3w6IdUEjqo5iTJTN6u5hkL4yPTpHHdXXByqR+LfRt3ipLdufoEOde9Hzy6u07LC09c0R6TcKA4ByHNHmtB7EHhWn2c3Msm7u3Nk3BsM7JaW7UzZfkIIa/s4fTnPHcdjzlcTSbXuPdG9qrPKa5mbIiK6WQiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAtqomjghfLNIGMY0uc9xwGgDJJPoFuqu/jd3Pvm3ezVXRaap5n3bUjxa6aRg4iEjmxlxPvmRox7En0UNqKbZKWbyRFemoXeKnxQXLXEjhLpDb9wt1qic45kqsAyzY+gJaPZz/wCTzyPGRcjpzcTT1Zf4qqmsVzaylbWsdmngcA4fnBj0cWuGT26lmm1Nt054XPDnDe6eilr5443MeQ3Ms8/U8kvcOxc8PcfbOPRdHt94q9m/ENpCLR271kitdZdZ6mlkpKmJxpW+UW9LhMfsOIc0+4ViNbwpKWaU91ntplp+i84cSayzjsefOstg73t9PMaipjqpKqR1THVtH5mpY48Frh6459skqOyeiR8TgWyRnpexww5p+oXoPup4d9Z7DW+quGlKWXW22z/zlXaak9dXb8nHXC727duOFXfVu1Wn9baefrHby4G42yE/nWAdNVQu/UkZ6gdvbheqYD7SW17FW1RcFRcuvk+fexxOKYPVoN1qb4ovn6kBAj1X0HjHYLeutqrLPP5VU0OY44ZKz7Lj7fQ/RccAdsLrczQrNH25zWt5HK+Y5fLk6iARyHD3ae6Hkc8rbOC3KgnPMvL4Ct02st9Rt7eaoONveGxFzsZpnkGMj+a44+5ysP4iNGUus7U2tbTwikv8RtdXJIcGnuMZd8LK4jIAcXPjd7tkHdeYG1muq3b7XNo1fFM4x0Uwp6tg/TppMjGPXBz+wL120hcrbuVomW01Lm+VeqMMMgAOKjoDmSN+vT0OH1C8t9qMPdtceLBaPteh22DXfj0uGXfe50Xg23LqdXbbyaMvspN80RKLVVEn5pIAMwSEe/SCw/WMn1VgVRW0X+t2N37tOtKuVrbRqmZ9i1PG0YbT1jJGsfKR7CR0cueflndjsrzxvD25Bz65XOTyeUlszbZZaM+0RFQAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIDRxwFWnfvUVz1duFbdCaXqYzJZ3xjkgg3SpBbFn/wAjD1yn6ub7KcdxtdWXbfRd21tfnvFFaqcyuaxvU+V5IbHE0ernvc1gHu4KuW00FVT1F73PvkDJrlQSyRsaXHolvFWQ6bv+jGCyP6NaVdhJU4uo+W3n/hFLXE1EzK6SWvRtIaUVRfZdubYHPaXZfVVZYcnPq4uAGCe5PuvPTxabqXKmtNZ8fL03i/SPmqQDyx7wPl/zGdLP2q3O/Opv3uWOj0qHCWrlZ+X77K7kyyF35hrsd+p/OPQNXlXvrrmXW2taqX4h00MDi1riftHPLvxOSut9mrT+noSvZrV6Lv4Gkxet41WNtHbdkbve4uL3EkuOTlbaFxJ5RbbMspBEJA5K5dhsV31ZWvoLHHG1sOPiKuY9MMAJwMn1J9AMk+itzqxp6srjBy2OC6Rzpo6WmhfUVMzgyKGMEue49gArVeE3ZjVNt1bQ6irbn8FHS1cNTcjG0mKIMeHRxB/Z05IIDW5784wsz8PPg9mbcKFtXbZ6u63SNkrKUSBlVNGe7pHf9iwn2z1uHsrqWDTmk9sa+HT1moqa/ayo2shEbIXfkuydXzNaxoGXSEHI7vdg5IGVz1/jCpZxjq+nT1ffxNlQs+NfDvvvIkPVkldpbaq0V1e/pudPcDWU8D4mghjnOJicB6FriCPwUOeF3WNr2D33vPhqZK8aQ1ZGdVaMkLiWRNlOJ6UF2CeiVkgHfIweAsJZqjc/cHxRy7aTXB2oKWghifdrkWGGmpGOHV0tZ2aQDjHJJWV+KTauvgsAh0XMY9Rbe1UOrNO1AZmVzS1zaiiBHPS8AP54BZ7nnj/FnObqcLWuXr38DcqEYx8Nvftd9C97SCAQtVjO2+pp9YaKtOoqqmfBPVwfnmOBH5xrixxAPoS0kfQhZMs3LLRmIEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAFgW9WgqPcPQFzsc8MjphE6amfFgSska04LCezsE4+pWerRwBB4ygKz2GovG8WwN2sFdUwxanoopnltJljWVcJIyzP6Dx0vBPdsrVWHSmpLZTaCjbqOzwzU1LVFtxfFCBJFMfmiqGv8AtNdh3Tn0II9FbKpp2bU77F0lQ+k05q/pcwOJMMVa0YEeBwBIOtoP6zIW+oUFeInbe16a1/dLWyKSlsOtaQOi6GhrKeR5yx49uicjv2Ev0WVh9SnQu4+Ms4S91p/HZlu5jOpQapvKS1XyMk2r35rdI2909Hc/3zaTjc2CeN4d8RRvOGgOBOI+Mdh5bv5Ocrtdc+HXS25sR3j8N18jsGpXDzKiiAEdLWOPzGOeIj5XHPrwc57crz703rrVG3V8maLjUWy40FS+hqjIMxmRvBjmZ+kw+h9sKy21e73xF1huOibnLpjULuh8lqbUD4S4gZOYXOy3ByfzZ+XHYtPK3WL+zU6KVzZ+9Df4ryNdYYvGo3Sr6S2+D8zEdS6ZtWtb1VaL1Xp5ukNexOLZbbOwCiuDx6wu7cntz6jBUB6z24vmjq6opZ6WVpgcTJC8AvaB+qR9of0r0yr3bS+KyzR6R3DtIsOsqUPZSzsHl1ENQ1jS4wvPIIy0+W45xjv3VfN0tvda7RuGnN67ZLfNKF4gtusKWLqqKcfo+eBknA9/ZXsF9rKlplQxDWOyl0//AC9dvIoxDBIXGdS20l06+RSMPJ7FfLzgY91MO42ytTbaRupNOzw3C2VP5ynuFN80NQCD9vHLXemfp2UQVtPUUk7qaqjMcrBktPt7j3H1XpVGtTrwU6bzTONq0p0ZOM1kbMMkbJwJR8jwWO+oK9BvAbvBW3nTz9E3apMlTZZo6ON3UeGd4XnHOOHMJ7YwvPCdwwSpG2J3KqNvNf2i9mpkjo5ntobkGuIBjJ+R/H6pI/YtPjlmry2a5o2OFXDt6q6M9LfEftnZ9Z0FS6Cm6f31QFsUjSAGXSnjcWMPHBlZ1sz+s1nqAs08JO6bNxtqKO33Coe7UGlz+R7vHJ9sPZkRSH3D4w1339Q9F2VqbRbnbfTUIqmmaqhbPSuYQfIq4sFr2+o+bpdn2Kr7oXUf+BTxFUN9rqYUmnd0j+S6wiTpjpbrG8N6XA9iJTI3J/RlZ6BeTcDg5Upbrtnc5qSUkXeRfLTn1X0qAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBaEgd1qup1RqSy6R0/cNTahro6S22ynfU1Uz+zI2jJOPU+wHJPCAgDxKa3nuGqLXoCx035Qkt3lXCana3LZK6VzmUUTvQ9JDpiO4EbD6hdiyGwaOitmlbhUwPt2iKB12vM8jeH1bm9ReT2JBJPuepYRthV9d4v+8+qoHSwWlz6+pY4dT33Woa1sdOB2/NRPjiA9CSus3j1XHbNDUVlrJC6s1Q03++Ru4LYM9QjP8AJc8taB7ArJhRldXELWGvrz7+BRKoqFKVaXff7KreLLdx/wCSrtdnPMdZqOV8/QXEObG4YiZ/mxEfi4qhE8r53ume4lzySeVK/iJ19Uax1pUwGTMFLK4YB+UOzzj6ZH9CiR2OokL0WpCNvCNvDaKy+fM5ei3Vbry3l+ORotuaeOBpkkd0tHdbNRWNY9tPC10s7zhrG+6nnYDwoan3MkodUasjqLdZaqR0dOHU3mT1jvRtNF3ef5ZHSPqtRdX8KGcVq/x5mypW0p6vYwHa7ZzV27V3it9BQzine10pjY5sbzG0ZMj3u+WKPt8zu/oCvRTw+eE206ds41RUzUlBb6GMPqb7VUzY6WlAGXCiid8z3d/z78k8Y9lKGi9lNAbMWiCLU9ja2pqh5tNpSieH1VyeefOrZj9s55wSGA8c9lkWutYW/TTaLUu6dwpzNTQsksuk6IYhhIB4czs4tBbl7xgY4A7nl7i/rXU/Do6t9/L8+W5tKdCFKPFPRHNp6qipdLVlJpljtI6OETZ6m/VjgLheI3A/P1Z6mB2PX5iCcADlVx3g8Udt0xpqbSW3zRarc4Pjjrz1fGVAOc9GSfLa4knnnnJ6jyou8QfivuWoJZW1lyaaeEuFLb4DinpwfZo+27tyeOPxUB7Q2DUPiE3ktNiqZZTSPnbW1h6uoR0zXZJd9+CfuA91trfBIWNP+ovNZcl69F2zBqYhK4n4dD+PN97npV4LdCyRaDobhdvzL6+skvVTIHHqMDHHoL3Hl2XAnnupQqpKrVeqZH08cUldqmdkTRIC4U9uZ1FjhyCHl0bn5wQBC4dyF2Ecdu0tom16Wthbb6jULBFH0DDoKGMAdX0+UD7+Vlu0lhFTVVerahk0cePgqClmOTTxgNDz3IDz0Na4ejmv7dTloa841azlFaR2NjTThDXdklW+ip7dRQW+kibHBTRNhiY0YDWNAAAH3BclaALVWCoIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiICNN/NDu1joWoND0suNsIrKaUs6uksIfyPUBzGPxnuwKL9a09t3z2Ljvdnonx3OyvkkfRPl8yeAsJbU0j8HJc0E8H1a0qy8zGyRuY9oc1wIIPqFX/S7f8Fe71x0TWsabNqRhraNzmgh0nSGujz6uMbQT3LjDI49yokuJZFUXkzzr3803FdK6j1h8P5bbu38mXby2nHx8bctlB9BLGWvB9eFCFj1ZX2OoNuuGZ4oZCOXFr43A/aY7u0/VX58QGzU1vut928km/gl1ayazTuBHkubl9Jz7gtkgz7dAVBdYW0U80deInRzdRp6yMtI6Jm8H+oj8F6d7NYg7yzUZ/yjo+/v8zjsYtfAuOOOzLK7eb5UtxZTwavrpJxA1jaa/U2W1VEAflFS0Y62A4+bPHOCCVbbbvfWKa0RaI3o+G1Dpy6sbS0V6LWyQVDHcYe79Lg5OQHtxznGV5SWe61tsnbUUVQ+Nw4Ps4HuCOxBHGDwpl2z3or9Pxm2DyZ7dP8A76s9S7+DT85LoCf4p/tz37HhWMY9mqV9nWtvdn9n5leH4zO3fh1tY/guRuJ4ZNRbeMn154eKiHU2kLgPOqtLOf50b4iMudA/Jycj05+9Vu1HtvpPc6inuGhWuhuFNk1dhqfkraRw7loPLmjv2wp82f33vemIfyjoK6z3qxRPLq7TVUc1tC39PpbyTzjDx78tPdSPqzZzaXxLRHczZvUUWmtc046xUU7gx5IOOmaJp7H9YZB+q4yzv772creGl7vOD2/+r/X4OiuLe2xWnxSevKS/Z5can0tdNPVEkdVBIY4ycydJHTzjDh6H+hdLQVTYp3003EdQPLJzjpPof2q4+t9N+beX6G3vsTNK6ub8tNdejFDcm+jifsgn9hz6KvG5eyl80hWua2new4MjR0kslbngxu7Y+i9Jw3GLbF6XHRevNPdfI5C8w6tYTymtOTL3eA/eV2oNJRaZrK5rLtbSyika/s57Aeh5Pf5mDp/zAs98T+0g1NarpHbJ3tdd43Xm1xhg/N3GCPErGdj1SRhrwPV0B9156eGrdCfbncegqamZ1PS3d0dDXDsYZmuHlyc9sHB+7K9XqmD/AAhbfQz2lwZdaENutsdj5Y6qMnLOO4J6gfcPXB+0Fk7O58WO3f6Onwu5VxR4Wa+GDdn/AAv7SWvUFXM114oC+1XePqy5lZDhrif5zeh4+jwpbVKNl7/R7OeI6os7XNodK7qQMnpIiAI4bnHwI+r0fnzYiP5LPorqtOQtDNZPNbM2J9IiKkkIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIDRVz8VGsKCodbtAOa6rjhfFdrjRRjJqi1+KSmOP15gHke0RVgbtc6Ky2yqu1xqGQUlFC+onlecBkbGlziT6cAqq228Umrdd3fdbXGBR0UhvVSZG4bG8N6KSmHOMxRdP3vcfVXqXuJ1Xy/PL1+RTL3mo9TKW2igtDLLtbUSwimt1MdQ6oqusNBe4Hh4B7k5OSeB0n2VLPFZvC99HedQNqAJbu/FGwceXRty2Bo/zSX/iFY7cS+T2/QNT+Vq5sd23DqZLhWvb8j6e0twej3BIAjz25HsvMTxN7lQ3zU8lKyVraakcWNjYeMjgNH3DA/BdL7L2ypRniNbRLbM1GM1XUlGzp7vciG4VMlTNNVTvyZHFxJK4Vpob9rC9U+mNGWmqudyrHiKGGmiMj3uJxwB/Wsx2l2P3B34uhbZ6f8m2Cme34271TS2mgaT+t+m/g4aOSV6Y+HjwlbfbNaYbqS41X5Btjouirv8AXs8u5Xj3ip2E5hjPYAfMchWsQxjPNU3kuvN+XqZFrZcOXEtenQgjwt+AeZtxF41jbYL9eYi18tHI/wDxfaiOeupmBw947+UOPcnCvHpdlm09WVFv2yqqfUOoKaExXDV1Qxoore3GPKp2j5CR+o3AGD1FcS76joKLTToGRfvC28jJZBRxgNuF2Jzkyk8hrsH5eXuzyq0b2eJ+mgtMmn9OQfvesjW9Ioqd4ilmxkAyFn8W3B+wOSSSe609rZ3WL1OCkso965/t/IzK9xRso8VR6995fUkXWu92mtroKsacv8epNRzvzXajrPnijlHDvKyT5jh2wD0tPsqLbs+IKsutZVMo66aoqaknz55JC98p93H0H8kYCj7cHd+66kndTUkxZTxjy2hoAa1o9Ggdgo3e973Fz3FznHJJ9V2dlYW2Ex4aOs+vTy9TR1qta/edTSPTr5nLr62vvdUHVUz5HzO+Y5+y39I/sXpf+5u7Dutun26+uNF5FVqYjyRIMFlEw/M/n0OGt/By8/tj9vbhuhuNaNMUUXWK+rZC/g4EYcOon2Gf6AV7YWC0xbZ7W0lPY4v4VWxx2i2BrTlsLch78HtnDnE8faWlxm8ai83r338zYWdBZqKWnffyObfuvWdbWXi3gSQ1dQ2yWp7cENjbgvIH6TXE4OP0Q9TjYbLR2C001ooQ4Q0sYYC77Tz3c9x9XOJLifUklRbtJpuKpvU97NI9lDaOqkoetuOuUj55AASC3DnEH1Mz/wBUKYgMcLmcuFcJsm83maoiKCAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgND2UR+IbS9XXabptX2OP8AxxpypjrKd4bnhp9fpyQf5Ln+6l1bFZTRVlNLSztDo5mFj2n1BGCi0BXDey123craa17kUbjI63wxyPkpz1SNo5iwl44z1xuDH47gscPded+/ei4aO9T3OjibHSasD3PYP+x7rE7E7Ppl3OPUFejW2MUGgda3/Zq9UUIobm+Wupfly2ZkxcZxz3Be8S/QzvH6PFZ9+tr6ltLfdFmDF2oZjU0JDziSanbmnkz3Jmpxg/y4j2yt1gF87G9Sf8Zfn/KMHFLVXNu+qPPdhkhkdFKC17XFrgR2IOF3FK5rmAHnj1W/rO3CGqp77CzoiujS9zCMeXKMdbf6c/tXBon/ACgZXq1JrP4HC1FoZxpjXd30/XU1e2vqKeopP4ivp/8AfEQ4w13P5xn0POFZHbreKC8XSG7UF6j0prJ7uqGupH+XbbkexD8fYe4DDgRg45CqL1HHBXJt9zqrcZWREPgn4mgfyyT6/R3sRysTE8HtsUp8NVa9eZkWWIVrKWcHp0PVG17h7d7/AFnG0fiD07DQ6j6cxzuj8qGUggNkhkJJY4nsM9J9CewhXdXZvXmw0DrZqO3VGudtpXYgrI2l9Zameje3YDH0P0UC6B3lpZ7TT6Z1hTTXez0uHQzZ/wAYWvtzG/8ATj4GR7dwrbbU+I2+6HtEVDrWsZrLQFVlsN5izLPRQOAAjmaeTj1DsnH2XHHSPLsQwi8wGuq9NtZbSX4kua70O1tL63xKnwNf/V/oqBrrZmnuFA/V+hq2G622oblk0IJliI5ayVv6LgrseDTc+vu+iqWjr5XflGka2Kqgd9p0keQ7pB9Xx9LvvYV1Ou/DSyXzN6PCne6R7Liw1FbZPOD6WubyXNYD9l3f5Tgg9ljGy2p4HXy6zQW2qsupLa6OouFjnj8vy3tdhz2O/SbjPH19VnzxqnjFt4F2uGqlo+UvJ/rcx44fKxq+JQ1g91zRn/iv2xr75Za+Cy1Hw1XQSs1XpuoiYQ+mmiINSxpA9HiKUNH8tWA2A3Ri3h2ssmtyxsdbPD8PcYm9oqyP5Zmj6dQyPoQulr6yq1loOK8WKiJu9hnFdHTl3WyUhp64Q71Do3FpHoThQd4cdSt2k8Qd52np/MOjdw4TqOwSOJLYa3pHmRezeqNhBH60B9c556OTTj0/BtH1LoItAcgFaqkgIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiALQ8LVbFbWU9BSzVtXK2KCnjdNLI7sxjRlxP0ABQEFeKHVkslHbNu7fUiNtykFdeCDz8DGQGwg+hmmMbP5gkWPv0nUQ2Kx7SR1LY667vbftSTDgeQHZa0/eR2Pq0Lr9v6aq3q3DrNeXWCWCgnmFe2J4LXR0UJ6aWL2DnNzI4e8jhhY/rrW9xh03rvcCmtUUNdc8ULLi57cthdhrKdjSclxHRjjA5dlXK6S4aGem7/fp9RSz1qd/ArZ4xd+oaOG5Xe3sDqm4ubbLHTRt/7CicQzA/lODncegCgbYLwVaq3MvtHq3d6jrvLuRE9DYKXIr64HkOeCMQxe7jyecK5m1/hijuN4otYyUUM9xt1OAb1dR1UNsb0/5KM8SSgHueBlSrJrCy6Ottwtm09cynjkf037WdyZ5ktQ/s74YHiQj5ueGNyO62eIYlFU4WlLWMeS5vm31/C5mLbWj45Vp7vn0XT4fk4WntD6L2WoLTYKi0UNy1NQhr7LpS2O/gVq9pZ3e44LpH5JOcBY7uHuo2x3iW+65q6DUuqGRkUFJCA632lvTklpccgh2CJSMnp4BUa6231p9KafqbHpS5vipJ3OmrrxIWurLjP3dIHY+fku5dloDsAOVMdzt8JqvzLZaJSW9Ze5xeXGR57ve48vefcrIwzAKt5/8q9fDD8+XXz26Fm8xOFu/Bt1nLvvqSnvb4lq2vq31VdeXVta3PlublsUJI58lmflzn7R+bHsOFU3U2sLrqWpMtTO4R5JDQe/3rq66uqq+d9RVTOe9xySSuI5dU5wow8G3XDD7vzNXClKcvFrPOX2XkC7nstCXOAijGXyEMaPqVosq2w0bcde6xobDbIDNLWTtpIgD83U7HURj6HGf5SxKk+COZlxWbL1fucmyE7xLrWrp8PupbbbdJ046Yv8rIOO4Ycn0zJj0V89TXNzbrC6lpW1NHQNdbbbSdfT50h/NHGPXq5LuOHM91je1Gk4dstsIzQhwMFA2xWhjQMOkOfOn785fkj6NHusj2m00656oZJKeug0xTsp42BzXNiqcvy1r2j5j8znOJ5wIVxl3W8eu+iNrRh4cPiyXdG6fZpfTtFZWPa91PH+de1uA+VxJe4D0BcTgegwF3a0AwMLVYjeZcCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgIN8SViulBFZtztOQMdctP1DWS5aD107yWvj7H7TZJGA9w6Rp9MrH98rXDqrSdk3AsjmdcsFPBNVOGBG53TJSzOOM9IkIB/kyn0Vg73aaS+2mqtFdEJKeridFI0+xGFXnZ6CSMao8P8ArCodVQQtnFJJO8B8lNJJIAwD/injpbgAdHkkDlHmvejuiqPRnm9vloWqtl+uVLFTGOjvwferWzj83KCfPg+ha8kYUHUUpaQ08H1Cvl4htvrj+Qq+MRmS56eqpq+CIN+ZtRCAKuMDPaWMxzj3Lne3FH9V0sdLe/jqUEUlyaKqE9h8wHUOOOHZXquB36vbSM+a0fffI4jFLX+nuGuTNyOQOxn2W7055HZcOB/UwOC5DX5C6GMjUNZbG42SWN7ZIpHMew5a5pwQfoVIW3u6l80lc/iaCqjhdOemqppW5pK9pGOmRnYE++MHPKjzOQVphKtGFeLhUWaZNOpKlLig8mXk2W3ZrrLdJLzs7UiirHhrrzo2rkHlTDuX0xPc/q85HAbx8qt3tZuVtBvfUuutHZaWm1ZRMENwoK2m6KumdghzckASN47jPpnHZePFl1HWWmRnTPM3ynB8E8UhbNTuHYscOcfye33KwOj93bXq2W3x6q1FNprUlD0ttmsbU4xzPdkYjqscubkNznBw3vgnPnONeyk7bOvYLNbuPp0/Hkddh2NxrJUrnR9fXr+fM9W6Kmt9si+Ft1DFTNc8ucGMDck9zgeqqL4mtC1tit9VUaKj+G1PpCrZqmwznPTJSPlHnRE/yJccfqynjusu2o8Ur6e40mh99BR2i6TsZHbNQQki2XgdI+ZshJDJCe4J754HCl/dG1SXDT7NQW21R3GqtLjI6AMDzVUbwWzwj36mEkD3a1cdGbjLPZrdc/ib/LTLk9jtdotxbbutt3YteW2PyW3akZNLTlwcaabGJYSR6seHN+uAfVZkqR+Dncmj0XvXrTw9x1Xxunrg/wDL+l7hHzGHFoM9I/HDZenpfggZ6Zfbi7YcHdlLcW/deaIacdzVERCAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiA0JwoO8TuvPyfZaLbW2TubcNVCUVnSM+Tao8CpeT2b19bIh65kOOym2eeKGN0kzwxjAXOJOAAPcqqmjbbqTd/eq/6zu1DNBaG1RpaJs5LDBbqZwbGcA5D53mSUtd2b0ZAIV2lkpcT2RTJZrIk/QViOjNuhLVNHx96+aQFuCxpBDRg9sN5+9yhTVOn9rtDXCO462jFyYZeqGkAL3OOMD5B6gfis03S3frr1qB2ktrKFt4rYGmIzD+Jp8HDnFxwBj/YoC1BrSy7ey1dTSV9FqbWD/krrrVuc+gtwIHVCwA5LzjHS35+/LQsSNKrf1uCiuJ9d/wDsv8cbanxVHkiQdx9yKi+Wmm/wnN/e/ZRI34LSdAC+a4ADP54x4POR+byOnpy4hVZ3i30Y6Lpuc0UMNOemmtsTmmKDp7B/SMSEYHyj5Gn3Ud7r77vglqo4bjPcLjO4+bU1ErnSkc/ICDiOMHtG3jnnJVb73frjfap1VWzucSTgZ4A+5egYZ7PUcOSrXfv1Onr6bfk5i8xapcvgoaR6+nqd7r/cu76rq5XGokEbycknl34fgo/mJc4knOVypuewXGkxg591ta85VHmzGoQjBaHGPAXxnIBWr8hbTn4BGP6VhSM6Ox8ve7q6WAlxPS0D1J4CvX+57bPz1d3k1yaImfrZa7T1EYdUPB65ue2B1v8AuDAqXaJsNXqbUdHbKGMvqJpWQxNAyet3rj1w3J+/C9qfDzpG07V7fOr6CkZHFpmkFtpHScCqukrR58hIxkNIazI7NYVpcUuvBpvIzbelxSSM7vV+t9Ld3Wi3tifQaKjbTRMIx5tQQC89I78tI/nMd+spg0Dp5unNM0lAaKKklcDNNDGBiOR56izI4IbkMB9mhQ9trp9moNZ0vm08fkWJnxdTI1od8RVOdzI4nJ/jI+gNPY0zzxkE2EaMBcus1HXd6mxlq9DVERCAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIDTGVAPiDtdPorVGn96IIZI47ZL8PdnwtJcaV2A92ByXNaA/wBciEBT+uk1npyn1Zpm4afqQ3prIXMa4jPQ/u12PXBAOOx7HjITzG2pAW/WkoLq+g11Y4Y5PytCBKxh62T1UQLoRkcfnYzLFn16mrzK3i0ZFbL1drJb4JPhoD+VrK5zeX0kvzmMfzerGPQheoO2Dn600NqPZq7SCjuumj8DCGuLjTsGTRTsLhkjDA0nnD4XhU+3W0xVa51TcdHVsYtesdKVUs0UboehtdDK3M8TAe7fNJe3+S5dB7NYjGzuvAqPJT0+fP1+RrcXtHc0OOO8SltI/LBj1XNaPVd5qnQ1fp+tm8ulkia1566VzT1xf2j+pdHE7qblvYr1SnqcPNZM+gceiN5J5WvTz3WuADkK/pkUBcijr6iie50LgWvHS9jhlrh9QuOtCDnITLMjPImDbjeKSy0X72tT26PU2mZjiaz1vzmEn/KQO7tPJ7chWm2Z8QOpdprMLlY7lcNwttG8yUpf5t7sRJ5BbnL4W8fgfT18+mSOY4OY4tc05BBwQfdZbo3cLUekbvHeLFd5LfXsOPNZjomb6tkaeCD9y5bG/ZmhiS8Wl7tRbNd6r4fQ3eHYzUtPcqawPRvXOyej97qSDffwv6ypbdqVmJA6glayKeQDJZK1v8XJzyD7rudl/F5V093Ztd4g7W/S+qacthiq6hnlw1ff5iTwOw5HHP4qqW2W5U897i1Ps7eKfQuu2nqr7K5w/JOoW5yQWO+SN55wQP2Kzlu1Xsx4wqOp0FubpR2jtxLc0xRUVZKG1kbsdQmpn/L50eW5x7ftXld3ZXOGVvCrRyb/AP1l5Pk/h+TtaFxSvKfHB5r7rz6otzT1EFTE2aCZksbwHNe05DgexBHdbqotaNc73+DO+RWHcUVertvJpPJpbiwE/BxjtzyWkccE44P3i4WgNxtJblWCDUekb1T11JM0E9DwXRkgHpeB2PKphUVTbfpzRM4OHkZOi0BB7LVXCgIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCItC5o7lAM4XUam1TZ9K2ya63esZDFCwuwXAF2PQZ/+HusT3C3ftGkCLXbY3XW9zuEdPQwNL3OefTA5OO5HH1IUXXaiht1VFq/euukulzrCDadK0zuol4OQJA37XcHGOkY7EqXlBcUwk5PJHY3rUGq92oZ7gy6O0poen6hPcp3GJ1RHkEmIHh3bHUeBngZ5WIXfXdBPpuaz6BrodG6Doo+q46jrn+XLcc56mwknqe5wDuRkk8D2WNbj6/+JrYqvcisdOWdNRbdCW+UCFkI4DquZv8AFt7Eg+x49FV/ebffqldXakuUNXURuzQUsMbWUtCwD5GU0WMZH/DPyfVoCz8Owm6xieUVwwW7ff2365GPd3tGwjnJ5y6d/wDRIm4u89stNjbpjRzJ9Mabi+eoeZRDc7qeT1VEneFhycAYkIx2VM9xd6Ky6ym3WFwp6WMno8sdLW/zAO339z6lYdrfcS96xrHy1U7o4XO6hE08Z9ye5P1KxMknucrv7Kzt8Lp+HbLXnLn8uiOXuLirfS4q23T1PuWWSd7pJXl7j6lbPcBak47LRXJPqUpcjakBBOFxJQQeQuXJ3P4LjyjqH9SsS1RkwOG8c8rjTuDckfs91yah7Imue9wAHqu+2j0jUbk6+otN0dvrKzzMvbBSwmSSR3Zo47DJzk8ABa+vWhRaUnk3sZ9KDks0tiyfgJ2xfd9VVGu5rcKiGxuFLRRvbxVXCXhuM5yGk59OIl6Y6smpbPPb9CW2mfU0OlreJ66RvzdVylcA0v8Af7XU/PADnZ7LCvDXs9pXY/b2C+Oex9NpuKWeoAb8lRcXtDAGuccu6eGA55JJ9VmG3Vnl1bqxtsrzNM58v5Tvb3D5HvkY2XyM+uA9uecfnntx8q42/rf1Ffh5Lfv7fI3FCPBDi5smfanTJ0/pWnkq3Sy3C4gVVXNM0NleSB0BwHYtYGjHvk9yVmq+WNwF9LGbzeZUERFACIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgC+XDPC+kQFf8Ac+1P263b0/uNb3w01tvUotd1y1xAMjx0SOPYBspY8Z4HVOT9pdxvTsJofemmgrZHPtGpIWia23mmyyWN47B2PtDgcLPNztIwa30XdNPzR+Y6op5AxpeWBzixw6S4cgOBLSRyAcjkLBtntUs1Zog2eouE1Tc9PyuoKjz8CcPi+z5gAGHviMch9y49uyicVNalUW46opVuboq52C6fvJ33tDaK5FwZbtWUrC2mq+/SJeOHY9foq97lbQ3bSdwc2piYDKGvimiGYZmns7I9TxyOF7E6h0nprXGkJrBrihgr7bO0+aKjDQwfrBx+yR7qnG6uwOsNmqGWfT1K/W22T/zktC8+bW0DXZy6J4Ay0d/ZdJg3tPXw3Knc5zp9ea8+q+O5qb/B6V6uKl7s/szzxngmppXQTxlkjDgtPottWA1ztDar7a3au0BVvu1mxl7M/wAJo3erHNxxj68KDLnaau1yls7CWZ4fjj7j7FenWt5Rvaaq0ZZpnGV7epbTcKiyZwwMrR7SV9hwC1IBHUFlosGy0Enpx2C+h9VqQA4rTGCVDJ02OXRXCWle35nYaepjgcOYfdpU0aY3atepWW607pS1b56Ahtn1PQv8q4Wp3oesYLm9sg+mcKDmDJW/HM6F2WjPuD2KwMQw23xKk6VeOaZlWt5Ws5qdJ5HpLoHxOTWO2Ue3XiUjodR6ZvYZR23WFOxrqSqaRgNrGnHlvxjLhznPfut7Wnh915shdDu54Wb06e1Sj4mrsfmedG+HBcTGeQ9p9u4yO6ofoHdO96RgqbTEyC4WS4N8u4Wisb1wzsPfpGfld7EEEKy+yO8eo9t4fyzshXVGpNINeKi86MukvmVlub3kdQvyCW46sNOfTIdnI8pxr2buMLl4kM5QWzX8o+q+/wAGdvh2LUr1cL0lzXJ+jLd7AeK7R28zBYqyP8h6ppwW1NtqXBvU4cHyyTzz6d1O4IPqFTi87cbJ+LyxncfaC9tsetIWiVzm4hlilacdFTCMlvIHzDI49Vx9svFRrzaTUrNrPE3bpIHR/mqW+shJbLz8pe7IDm49QMrQwr7KfPZrZ+j+BspUs8+H6cy6CLiWy50F4oYblbKyGqpahgkimid1Me09iCuWsgshERAEREAREQBERAEREAREQBERAEREAREQBFoTj1WNa119YdD291beKtjXdJMcI+28/wCwfX+tSk28kNjvqytp6GB9TUzMiijGXvceAFDF+3P1PuDc5dJbVUxYYctq7pMMQwj6kev8kcnIyRgg9NdZdQ7g0jtV7k3Mab0TTh0jKdr/ACqmqGDwAc4BHH6xz6ZKwLWe6kM+mm2iwRy6T0I5oggjhjxX3AuDsEDkhpLQP1jg4PsclF8MVnIlRzWb0R302p9MaBr6jT23A/fHrWTMFx1FVAPgoCe7jjgAfqj8cqGdS7oCyura6zXcXG81cZgrtSVLOuQva7MjKON2W4GODgdPcuOMKP8AW25dLZbJW0dW+mttpiPy0MfY8nLql+eqSQ/qNP8AOdjhVL3P3uu2q6mpobTLJT0MjRE5zmgPe0dm8cNb7NbgLqcK9mnLK5xB5Lkuffx38jTX2MKOdG11fXl38DPt2t/BTzVtrsUz5amaRzp5HPD+t+DzI7/KO5+jR6BV1ut3uF5q5K24VL5pZDkl5yuK5xe7L3Ek+5Wy45J+9dc5KMVTprKK2SNDwuUuObzk+ZoTzytC7J4R3dfOfoVbbSLhrnJT1K0B57LU8clW2yqJtv8AUldbcK+GgZ85y89mjuvitustROy22aGSoqpXiNojaXEuPGAB3OVcTwq/uet71nX0Wq95LfUGOpaJ6HT8UhZPNzkPqnY/NRduAcnK0t9ikaOdOjq+vJd9Da21m5JSqaLpzIB2H8M+4niJunxNE0WrTlM8Cqu1S0iJvPLIxj85J3w0L1v8P3hG212H078VHQm1W0xg1dXVu/xhXu7nreP4uM8fI38VndlpdsdjrfSWKqltr7zQUxbS2yiaBS0Z4wGsyCDnGXH5jlRjunr/AFHqMPrr5L5dOxofBTxAiMn9EgepOe6427xDVyTzlzfeyN7Rt3LJbIyHVW4dDuNfI9MWai+B0npxnxU8TAAJ5m8RR8frHpAz6yA+im/ZTS1TaNOuv91ZH+UL6W1LuguIZTnLom89iet0hHo6QjkNCgrazblz3WyxOfLJPqJouldVNcA1kI7gDHUHdPmBh/42N3pxbiCKOGJkUbAxjGhrWjsAOwCx6KkocU93r6FVVri4Y7I++y1RFcLYREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAaOGQq/Xi3M2r35p9URxltr1sY6CpEYw34gOJie7nHUHvewk92TRD9AqwSj/ezQ0GutCVtAS9lTSD4ymliBMkb2c9TMclwxkfygE30GxA/jmpNUag0nBYdN6hntVLLSS1LDE12J5QDiP5eMEcnq4GFFvh/8Ru9u2ek7Bat1dIsvOjKWD4SsubHmStpz+i4syeqMtLMAjGOMgjCsqbrLuftDS3upoaeW9WUunqaWJv5qaWLqjqI2j9R7S4j6OaVV7cGqZtUylroJX10NLM2ijnLsx1FJMzrp3SDOOWEN546mkHusnD8MhiFxKPG4za06eTKLq7la0U+HOKevX5Eraz2A03uHBLvJ4ZNR09BdajLpaGMYoq536TJIyB0P78EKsGqND2XXddW2G5Wk6S13SudHV2icdNPWPB5dE7tyc8Z9u6zPbHcmroLo3Umzt0FsvMcjXVelJZiKSuiGQ7yskNdw4kMOCCMAtxhT5HPst4xrObNf6N+nNeWkujd5Y6KmnmaOXRPIBljB5wcOHqAsilWxD2bueFaPp/bLy6MtTp2uK0c3quvNefVHmZq3QN30tcJ6KroZopIXEPjcBluPb3CxfIxjlXe3V0FftAVbNIb422SqtDnGG16wpY+p4Z2aJwMnjI57qu+6Oy9y008XagkbW22oHXS1tPgxTt9D9/uvSsG9obbFY8KeU1unucfiGE1rJ57x5MibkeqDtyvp8csTjHMwte04IK+cZ7roM8zUs1a4YX2CFt49F9dgobyIWZq5xBy1xBHsu0sOp7rYbjDdbTcJqGtp3B0c8TsZxz82O4XUOOeVtHPYFW5xjNcMtUXIycXnHcsvoTdaC/6jg1Pa9QDQm41O3MF1pwRQXQ9vKqoxx82Bl2PTJBVsrBvPtz4gYBsr4ktHwad1c5vVCcgwVoAyJqOfnHrlhPpxnsvL2KqkjHQ4ktznvyPqFKeld3Yp7THpDcajkvtgDvzFSJC2utzvR8EvLmke3Yrgcc9koz4q9jo3vHk/R/FfNHU4bjrWVK5+T5rvp9C5U9u318Ft0dcLFJLrDbWSXqkhkc5z6cE47d2Eccj6Z9la7aLe7Qu8un4r3pK5MdL0t+Jo5DianeRy0j1A55HHHoqcbb+KDVO31BbrXr67jcHbOoZ5R1PLD5tVRB3DYq6H5nSNbx+cAGAc84wsq1X4e2fGs3v8JOr44q2MfGm2UcoFLV8dR8o8BwIJBb9cfRefyVS1m6c4vTdPdeXVd/A6n3K0VNPfnyfn0Zd0HIytVWXYbxh2jWNX+8Xdakj0trGme2nMUwcyGqkyWkNJ4acgcE454Kswx4eA4djyFejJTXFF6FqUXB5M+kRFUUhERAEREAREQBERAEREAREQBfL3hgLj2AyeVwb1fLXYKGS43arZT08Y5c7+oAclQ7ctW6v3Uqaq36Y6bRpeEuZWXWRxaSwHPy5xk4A4Hyj3d6VKOer2Iz5GQa53eFJXfvW0TROut9mBY1rG5ZE7OMk9uMHk8D6qOrvUWHb+sp75uNWP1TraryaC0xDzI4JMZBIPHHGXHsOwC6a4bgWXTVLcNO7OOpHCHLL5rC5OIbTnGSWuI/OOwDho9lA+qdxYrdTV8ttu0/lXCJzau/zNIrbuxwwWxtk5p4g39M455AJ+ZXLahXxCp4NpHP49/wDXzIrVKdrHxK7y77+Jm24m5d+nu0ldqqro7xeqQucLP1YttoGflMru0jiPQck8AH7QrbuzvrR2Oapr6q5TVt3mZ0McXFj2h3cRt7QR/T7Z9SAo03Q3/Zg2XRzWdDAQZG9XQx3q8Z5e/wB5HZJ+igOurqu41D6qtqJJpZHFznvcSSfxXfYZglvhS4p+9U+y9e9jl7zE6t8+GHuw+7O31frq/axqvOudT+bZxFCzIZGPYNWNud7rU+i23O5wtnKbm85GJGKguFGhdnsVoDjhO5Xwe6oKksgUGQnK4Vdc4qPDGtMkx+yxv+1WalSME5TeSLtKnKo+GK1OTUVMFLEZZndLQuVoHbzcLfDUbNJ7e2aSqe8/nJCeiONnOXyPPDRwpc8Pfg61pvZXU+oNaTVFi0q5/l+eYeuWof8A8HDGD1OJyOcYHrjsvTvb7Z7arw26GpKO42eOgEvSKazQNbJX3WQY6DUPb9ok4+Xhrc+q5fEsXzTjF8Mfu/RG8tLFQee8vsiIfCd4DtHbTUcOtNSzU1Zd6eISV1/rA34agcPtNpGOHzOHI8x34BTldtfGvtdwt+2VR+QtJQwuddNW1QAqKzA+fyC4c8Z+YjHthdBr/WFdU0tPfd2mm2W5v5zT+ibc/E1SWgdPxDeAcnp+U4a0dXUQOFV3f/xAVdbT01BehSx1Dx0UWm6B5NJTH/hJukYncO4GA0HsCeVprWyucVb4Vw01vy+vebMytc0rL+Tzk+++R2R24t29+/lFLpHVl1otudMwxy3K71dSfiLhO6Qk9LT6kkNGRj5cq4m62iLXX6s0ppa2UkjaSkpHV9a1mM+XGAGNOccu6XH7woi8F+38tHpr8t3qoM9Pcqh93qZayEDFMwYGGchoOC4An9Np5wpYtc9813fzcKqmqaW6arq2OEZc5vwlBE7DGAjjAa2R72nBJZj9ILBuLGhb1fCp8935GVTualSCnLlsSbslYpPydU6urqfyp7o/ppwWdOKdvYgZOATwMHBZHGfVSkuPQ0dPQUkNFSRiOCnjbFGxowGtaMAfsC5CqbzeZbCIigBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAXy9ocMEL6RAQFahPtXvXWWL52ac1Szz6aLGWw1oaO2ezZI2lgaOA6nH6yi7xDbUWmqorvp0PkETYRGWyDgUU0hdTytPvBUdTfox4U/eIDRdRqbRj7naJvhbxZHitoqlpIMbmkO9AeOprHHjs0+hOcXv1TZdz9ubZuNSWt8fk0z4q+ke4mSOlfmOpp3Y/TjeHHn1jzxlXaVZ29SNWO67ZE4KpBwfM8m62svmmro6teyaGroqh1JWxtPQ+GojOC9jh2JxnHr+KmbR+79p1o+hk1TeqizX6i6GUGp6P5XxuHZtUwY6wD2dkEZ4PvxfEloer07rQ1tTSjybp1UFa9rPkNbE3LJsj0liMbwfU5VfC+ooKt5Y4xytcWvHPS7HGCF6ura1x6yXjLPP65nDutWwq5fhvI9P9EeIq01tIza7xM0Nvko7g0U9Df5GiWiubHDAe9wHSw9vmyCCfmA4Jxbcvw56m2wpZ9U7TxnWWha/MtRpyR3mmniIz107xnP6WMfTuqebfbw/BUX71dVWtl70/LgSW2pky6M/r08n2mOHpghWV2b301Xs1bWXPTNwrNd7cSEiotDpAbjYml2c9OCS3BeDk9JwCejufOsWwO7wWp49NtwW0lvHz6rto6yxxKhiMPDlkpPeL2fl0ZB+sNp7FrS2T6h26ldJJCSaq1yt6aqjd6gtPJH1Cgi5WqutNQ6mrKd7HDvluP8A4L0/1DtJtv4i7bFu14d9VUth1TgPqfL+UPd/wNRCCeh2RjOMHuM91WbXeiKXUt4m0ZuFp9mkNbQtI65h5dHcMdnMccAE57dj7+i6LA/a5T4aF9km9pcn6PtGqxLAt6tt81zRU8DPzIcY5WTa30Df9CV76S7UcjGg8O6DjHvn2WJiUOGW9l3aqxqaxehy7puDya1PpxW3155QnLueV8kgKpvQpDj79l9RzOid1MOP6itslaBwyqSozLRG4F/0bWfEWWqBhk4qaCb5oZ2nuHNPByFYXZ/duv01cJdUbL3JlvmLvibjoirePh6qXHzSUkjuYXn2A6Se4wqltcQcgrn0NyqqCqiraOpkp6mFwfFLGcOa705WjxbAbfFYe8spLZrdeXeT5o2lhilayllnnHoemklLsj4xLCyedx0tr6hJhke5ojrqWoHpPG3HU0n7L25BGex4XWaR323e8LV6h2832tdXetOOeI6C+MJcWR5xkOxhwx+iTxj0VQtG7v01zraKovlZLY9V0eBb9TUzuhweBgee0ENkb6EOBHJ7d1c3RG9+m9cWSHbXfPTtBVQupY44rjkfCVr3DBdBJ3ikLufL7DPBIC8sxDCbrC6j4/ryfmuT+P35Ha2t7RvIe5r8Oa8i3mldYaZ1rZoL/pW801yoKgBzJoH9Q59CO7T9CAQu6VDKvbrdnwu1r9f7HXibUmj53tdU2Ytc+SJpwcSMIJacdiORn0VltjfElobeqh8qgmNsvsI/hNoqpGiZvAy5gz8zefbI9QsWFVTfC9H073Ls6bis1qiXUWjXB3IWqulsIiIAiIgCIiAIi2pqiGnjdLPI1jGjLnOIAA/FAbjnBvdYbrjcyxaOhMbnfGXBzgxlHCcvyQcZxkjt278j0yRjGodz7tf7n+9jbWnNZUOI8yuPMUbffOCAO3PcjsBwVFesNwtHbJVRpoqWXX+41WWtjo6MCX4bqzy7n5Gt6SS4847qZyhQjxVfp3+NyYxlUeUTJNSyMfQnX++F9NrtLMuprP5nS+UHswtGD7cc/UqKtxN26u/2mCC5Q1OnNOTxD8j6Utjmi53mPJxK9uB5EHDCXvA+UkhRbqHcnUmrdSV9/r71Q6hu1ICWX6Qn8h2GTPMFLF2ragcgkgMYcYJUI7nb8WzTBrY7bcau63yvaRXV9VMJamqkz3kcOI2D0jZhoytnheC3WMvxanuUlz7/ABt57GHe4jRw9cEfen0JJ3L3Zt1pomvvklvpqSkDjQ2Oid/AqKQgEuOeamXPJc75QScBVK3F3iv+uKiWKOolp6JzuR5hL5uMfOfX147LDdR6rvGqKw1l0q3yEk9LM4a0ewAXVB5K9BtqNCwp+DarJc3zZytadW7n4ld5/Dkj7PzEn1W08YcT7pI4kAdufRaZ4A9lUwlkfJI/oWyStx5x+K2Xd8KjPIrHVlfLiA0uJwByT7LbqKmGlj8ydwaPT3P3LLdpNkdx9+r0Ldpa2vpbXGR8VcahpZT07PVz34xx7evplYd1eQt1rv0MihbTrvPZdTEKCC9anuUNi0pbp66sqJGxMEEZe4knHAHdXu8L37n75FdS37cK1i+3lw8z8kud0wUbT+lUyjsfXyxyfXCnzw1+D7Q+0Omjfviae2BvNZqW4x9E1S0HllMyQ/m2nsH/AGj6BSRqTX8dy0rNRaLqnaA0TFL5c96qcNq7gc8mFrvmcD368849ey42/wAWnVlwx1fJLbv4s6G2s40o6aLr3+Dv4Kyz6GrGaV21oKTU2rGx+U6s6Qy32pg4LAG/K0DpPyg555POFFeqtx7bpavrK+jq6bVeto3u+K1BVuMtBaHHPUyMDh7m5w1rR7ZI7LBtdbuUFk01LTWySfSelS0iojdI1lyuZPdz3/ajY/g4B6iM9gqU7seISv1I12ntJsNvtMRcxrWYaXtznkj/AOJ9Ss7DfZ6dxldX7yj05vy9TDvMVjSzo2usu9/QkjebxFwW2pro7ddn3zUFb1itu8z+ouJzw0dmM54Y3AH1UaeHXR123u3Oo7jeJaiqhlmEsxOfkp4zk4P1LT/yWj1UKzRVV4q4rcx73TVj+kuA6i1nd7vwGV6h+ArZhtrscF+mo2ROrwIwJRgwUsZ+bP3luCe3yd+VucRuoW9Hw6S4YLl8fj3zMOzoSnPxKjzk+fw7/BZOnoqW0aStejoDT0FfqRrviABxHaoft4A+yHfKxufQ59Fne0Vn+OrKzV9VTCEhgt1LCSXeWxmA4EkkFzcNjcRwXxvPqsCkqY9b3KuvFqDqeO9zxWyzxeX9q3xODA9hx9h8hc/0+TqPOFYSz2qhsltp7VbovLpqWMRxtzk4HqSeST3JPJJJK4NSc86j3l+DomuHKC5HOREUEBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAbVRFHPC+GVgex7S1zSMgtPBB/BQZoSKDb7cS+bZXhwkor9JJX24ub8skflNbLFknl4aGPP6xMp9CFO5GRhQ/4gNLVz7fRa+0+Hi7aeninaG93saSQPXv1PYePszP9gpWugRXnxGbW1t5st103ViN/wxZb4ZsYdG5mZLfOT9R1QOPuGrz11RSSsmbXOYWvcTFUDH2JmEtc0+ucg/sXr9uHR2/XGkbZrqil6rXeaCKkr3AgObTzEPgnOM4fHMWkjuMuXnB4gtCCx6srZDC6MXt8z6hnJbDc4ndM7R7AnpePo5dx7H4hk3aTfkc7j9rxRVePzK/mRzSHB2COxCy/Q25d+0dc47labg+mqW4aX92SN/Ve31BWGTh0bzG8Yc0lpHtjuuO1zh6ruqkVNcM1mjmINwfFHRlu9uddT1uqI9a7Q32DR2uZB/D7fOWm23aPOSGB3DXn9U4HPBb3VoLBuTtB4uLbLtduvpx+l9eUbHONJUjy5GvYT81NKT8w5z0HnHI6gMry2td5nt8jPnIawgtIOCw/Qjspv07udp/W9HSWbc180U1EALbqOiaBW0bhy0P/AF2A+h/Ag9vPsc9kf5XGHrfVx5Py6P7dTq8Nx3PKldfKXe5Ou7O0mrtooPyBufQv1LoyX83RX6mjLp6MHs2UdyOOx59lWjcfZWqs0LdQaTniudpqAZGywO6mkccfQjPYq5e2vikvWjaOl0H4k46bUWlLw0w2/VtJGZoJW4wI5x3zj1IDh/K7rm7l+GSs01DPr7w7VlLfdPVcXxNxsT6gSxyxnkOhI+mSOc8eq0mE+0NzhU/ArJuC3T/lH1XazNjfYXRvo8cMk3s1s/RnmfktcWPaWObwQeCCtCfVT9rba6wa+irLtomKWhu9CwyV1uqB0TQkfaGMfO3OeR+OFAlwoLlaah9Hc6V0MrSRz2d9QV6dZYlQxCmqlGWaZxt1ZVLWXDNZGyXfVfPbsvnJ7lfYGMD1WeYpvDHotwZW23juvvJHoiB99eAR6LPNB7tXTSUJs9yY652SYdL6d/Lo2nv0n/Z2UeyPAHqtpsz2P6muwse6tqV1BwqrNF+hWqW8uKmz0P2W8RktioI6qy1kt3s5jZF5EkoM0TWkAQlpB6hjPJy7A4Lll2stk9M7qVkWv9jrpHpnWlM1tZNQxT4jncR1Exn37DH7QF5sab1ZedL14uVkrDBMBh7DyyQeoI9QrPbPeIQVdbSMhrHUVxY4PdAScEgAZjOefl9PtdsZ7LzXGvZidv8A7lBZx6dPI6/DsYjW92o8pfktps14tbtaa5m3XiDoJrNfIZTTsuToemKTBwPNH6JOD844PrjBKtZS1lLWwMqaSojnhlaHskjd1Me09iHDgj6hU7u+otuN7tNMj3OHw74ohHTX6maTLBIXH5ZmNacx5LQXY9TkBdfp7Vm63hWu1Par1Ey/aJr5s03lydTXRYyZKeQkBjz3MbuDwAfblozcHw1Pr6m5lBS96HfkXbRYpt7uZpHc2yC+aVuYnYwhlRA9vRPSyc5ZKw8tIII9jg4JWVAgjIV8smqIiALQkAZKFwHcqP8AWm6tvss7rFYR+Ur09/kthjYXtY/jvjGSM9ge/BIVUYuTyRDeRk2ptW2bStC6uulU1oDS5sYI65Mfqgkf2KJ7ncdUblQT3K51w07pOm6nPllcGmVjScluRySB3PHbAHJOMbgaj0htZb5Nxd+r1/Cnh01FaonmR0jgMhhaBye3HYZVNN1vEZuT4lNUS6UsdsdBZrcGTQWGB/lRiJ44fWzggRs6ek9LT1kO7DCs1LlU5qlQXFUeyXen5LsKLmuObyiuZNO8HiwtljsFbo3ZAx2O1U0gpKvUdbC57qmc56oqaNuXzyZIyGjjPJCg2pqGUFlbU6tnrLRa6uNtRW2+af8Axtdqksw6WtmafzMJ5Ladh4GMk5Kxe8ap0xtS1t4uV0ZfNUshEXxIafhKMYA8qkiP2BgAF5y491XbXW5l81rWSPqZ3tgLs4J5d35K6/B/ZTgau8VecuUPXvzzNDf43xJ0LHbnL0M93S35qr20WTTQZS0VOzyo2wtDY4mj0YB9PU8qEKmeaomdJNK573HJJPdak49VtnBPUuwnPiSilklsjQwhwvN6t8z4J+5A5fEhIHc918h2O6sl03ieoY9U9OVth+OcFJJGxtL5HBoAzyjZIfzjK6+qr2skFNSsM1Q4gNY3nvwudpuzap3I1BTaT0NaZ6+tq3iNjWNOXH6H0/FehvhU8A9Dp6rhvepKOC96opXte8vf1W22HHJkdgedIP1RxkDK0l9i0KKcab+fp1Zs7awlJ51Pp6lePDt4INUblT0Gq9yWVFvtNXK11Hb4mONbcGcnEbMfKw8Ze7AHfnsvSex6A252L09b7bebXAZY8G0aXtzut/mAZD5z3ee2XO+UZ4XLuuvNP6EdcNPbYCC7aijhLbjfa3/e1G8D5WAt/HpY0enqoRve4NbL8RcNO3KOaV8hZddQ18fUHk5DxCM4OOwA+UfpH0XJOrcYnV8K3TefPv8A6N1w0rWHHVeSXffMzLcbXTb/AHRtTuLFHd6oDFr0tb35p6cjHTLM4EZAIJJPyjGOeFX3ebf+msFQ2660usF4vTG4pKGnAFNSNAwA1vHOP0iPuGFFO7PiVt1gjqbFoCZ1VUzyZqbhN88khx3Lj3PPoMD091Vu73m4Xqskr7lVPmmkcXOc45yV12G4HQwxKpW96p+PM0N3iNW+9yl7sPz5GUbi7qal3GuLqu7VREIJLIW/ZblYSXO9cLTOeV8PiqamSKho29VRVyNhhH8pxxk/QZWyrVW/ekWaVFRyiiV/DVtzU7hbh0YGGRzVDKaGYnLYmNdmSRw9hj9gcvXfT9oo9IaCtumLHFLFNqp7bLRscek09ujH8JmLh2+QH5ieXOHuqm+AfZX4Wkorg+JrpLm9lJRPcOHQt5qJSPTIIA/nPVw7lO+7Xq5V9gqRC2hI0zYoy0kTMZJGKss4wC55azqPHGVxOM3DqzVuvn++/I39lTUF4jM+24sVvq77NerZFTtslrgZSWeOJrh0MdG13JdySGuOO2BKQpQAAHZdRpXT9PpmyU1ngeZPKDnyykYMsr3Fz3kemXOccenYcBdwtTJpvQygiIoAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBcW40NPcaOehqo+uGdhjkb7gjC5S0IyMICA9rqNlkumq9l9SS07WTyT19HG4lvmwzu/O9AJIwJHdeB2E7Rj5Sq/+I3QL9RWeoo5qB0N2py6lMgIPVcaVnyPz/x9OW/eWFWO38s1Xp+52Xduy05dWWKVsc+GZ6qd56ZWl3oHRl3+eyELY3YtFLqa20d7t0kLqHUdHFG2razIjqx+co6jI9HFxbn1DxzhZVpcys7iNeJbr0lXpOm+Z45apt5pK34hoHlzkn6td6g/iujaR7qd9/tBus99uD/hfIhuAfXU7AMCOUEiaH72vDh+IUDNGAvY6NeNxSjVjszz6rTdGo6b5H2CSVyKeskpX9cbsH1GeCuOOV85J9FeTLe5K23m7ldpuKa0VNPFcrLWDprbVU/NFK39YD0I4IPdWA2h3Q1DtTM3VOys1TqfSUMoqbrpKqnIq6J2CC+nP6Ywc4GT8vIPdUqD3MIc04I5GFkmlta3bT1xguNur5aSqhcHNlY4jP0Puufxn2etsWjx/wAai2a37+D0Nth+LVbF8L1i+TPSyo03s/4xdNDcXbC9R2TVlsDC+rgaIOmpcT+ZnjJ6xg8df2SexPYVg3b20qX1c2jN3LK3TuoWEtpK9rP4NXEfpB44Y4npOc9J9cd10WlNc02o71DqnS19bofXtOOKmAYob4eD5dQwYaerAyTnv2PpazQG9uht77RHs14hdIwWLVD2hlNBWTN6Z3OAb5tDMflJzk+Xn1ABPYebzhf+ztzlLTPn/bLz6PvU6+E7bFKWa1X/APS9V3oebOs9Eai0DcZ6G9UkjqaJ4ayfGSARlpcPqPUcY5XTNeHgPa4EHnIV795/Dzqza+nlp7lQz6x0GXGOG4QND6m3A9w4ZJIHILTwfoqg682luul2v1Loydt2sMj8fmMBnPPqcxuH6jsduMrvMH9paV4vDqaS5p7r1XxOZv8ABp0Hx09V39GYsORytScDuuJRXKmrg5sLiJWEiSNww5h9iPQrkSO4JJ5wuqjOMkpReaNE4uLykbUjslbR74Wpeey07lG8wnkfTMkgrfYSHtfG8xvYQ4OH3rZZxyt1mM5JThjJNPUlPLVbkzbYb+XCwTxUGo6ktaflbVYJa8YAAlaOT2+0OR9exuVtpvDQ3m2/kmWlp7xZ6yJ01XYqgtk85pJL5aaR2G5we2fQAgFeaEha9vSeQsg0buLfNE1TPLfJUUXWHGEyFvS79Zjv0HfULkca9mqd0nVo6SN/h+MSpZQq7HowdF1tgqmbo7A3+pqaehLpK2m8s/F0QIGIZojgzxANPGOoc9JPrO2zviTsevI6Kxaqjhsmo6gFrI+ommrHtOHGF5+y7PeJ2HjtyqR7UeIF1bVUlxodUmjqKNpLazpJIIHEdXGOHM4H5zBGO+FOb6fS27MQbKy3ac1m8sqXUgd/ALw/BDJYntI6H9RJDhgg+686q0a1lPwqy7+HfkdXCcLiPHBl0g4EfaC2LhcKO2Ur6yuqo4IYxlz3nACqxtTvPvBoq+R7d7hbe6ju9OYC6muXR5krJBjMbpBxKwej+HYI4PKzPUVTXXK3Saz3mvMWlNO0P5w000rWF5GRjGeMgn3ccqqEoSTk3oihxknllqd5d9a6m3Eqaiw6HpXQ29rvLmuLz0t6cfNz/sHPHJGcKvW9fiz2p8NdJU6d0TVQao1tKwRzVjndUdM48fM7sAO2AeFBniK8ed81pO7aLw82qooLdKDDHNRNcamsP8kADDTjk5wBzlQ3p/bPTe3UTNZ7yV1PedSPBljs3X5kcL89XVO7JEjwT2PAwlpQvMbqf0+Hx93nLkvUrrzt8Nh4129eUebOd8FuHvnd5tydy7/VW20TmRzrjPy+oYc/JRRO5aC3jzHfQgLqtc7zWHR1mbovb2iZQ0UJIwDmSodj7crhy5xJJyVg26G+F51XVvhpakiFgLGMYcRxN9A0DhRPLNLPK6aV5e95ySe5K9EwjA7PAY50vfqveT/RyN9iVxijyn7tNbRX7Oddr1cL1WPrK6Zz3vOcZ4C4WcjK+Bn1Wufqtm5OTzZiKKiskfWQtCfQLTIPqtM84CjMnI+H9h+K+HHGMBfTzkHK6qrupEzLfb4X1dZM4MjiiaXEuJwAAOSforFevTt4+JUeSL1KlOtLhgtTlVlwp6KMyVDwB6NHcrPNlvDvuL4g64VFFA6z6Xp5P4VdqkdMLB6hueXv7YABU3+GPwBam1ncafV289trI43hs1FptgHxNUDgh03P5qP7+V6KmPbzYmgoLZNbqa8ajY0R2nSlqiyyDI79LQe2CS8j6n3XJ4ljTaaekenN+fTy3N7aWCg81q+voYVsn4Z9vNjdFSXOtJsNjYwGqulWGtuFxOPsgDmNh/VGSQufrXdR9804KWhhm0ft8I3xRmNnTX3F46QxjGd8OJBzjJzxnuMZ1rrurr7q67azdHqPVkfS+nsENT/i2zNPY1RwY+puAcHk8gA5yq9bv7/WXSVVU19VdmX7VLw/y3Nb0Q0ecZZAzkRt7c/aPqsCxwq6xmfHP3aa77X1L11fUcPXCtZPl3+TOdw9wrVbLS4anmZZbDSOLqS0RECafjkzkH1x/Fjnk9RVO93/ABC3vXUr7VaHfA2lh6Y4Yz0gtHA4HAH0WBa43B1Drq5yXG81kj+pxLY+o9LAT2AWLFdxbW9DD4eFbLzfNnO1Z1byfHXfyD3ucS5xyTyStskk9l9HJ7YwvknHbumZdWgIwFnmxGhLjr/X9LT0VMZwycUcDQ7DXTPGHE/yQ04J9ASVHtVM6OElgLnu+RjQMlzjwAFfTwT7O1EFFT1FPCW3Cocyggc1oPXUSDMzwf5LCef5bfZYF7cKjTcny19O/gZdtTc3l17Zcbb7Tk2gtrZzY6iP8p3RjNM6flLDw92WTVIaBkcl7zj0Ck/avRlvprvRUdtllntmlKGKjZI9zXNqanBPmDHf7Tnk+pc32WOVstJS3h8du859u0NB+R7bHBCXipuDxmdzenP5xvT0NHbqyM8qbNEWKexWGGCuEfx05NRVlmOnzXHJaPdrRho+jQuD43VlKtLd6epvmuGKgjv29s+61RFBAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREB1morPT3+zVlnqg0xVcLoj1DIBxwfwOD+ChXayK5XTT+qNm9RSOjqbDIYbc4ZaY6LOactOSSY5GSRh3ciNjv0gp8IyCFAm81HNt9uNp7du0RvigDnUl8DOrono3Fokc7HHWwNjkaT+jDJ+LdZErcrR4ntuZLza57pSwMNcfNrHQO7x1kOGVsf062hsoHryqDait8VDXv8prmsmPWwY9Ox/p/rXsXvPoyku3n1FrjY6W9xflGhc37JrYG8tz/wAdESzHqQvMDfjRrrDc6htJA74R0vxVNlhb0RvGXM+paeD7YXofsnf+NQdtN6x2OVx214ZqvHZkP84C28k8grV/Hr6LaLsHH9RXXbGhijcDsd+Stev6FbYcCMrXumYaOdRXGemdjrcWggjB5B9wpb01uZbb5b4NO7g077jSwOa6huAP8LtzweHsf9oY74z6eqhkdluxSyQnLHEe491i3dpRvabpV45pl6hdVLWanSeR6F7SeJXU2gnRWfc65nV2iq2P4akvePiPLBwOmuZySAC4eZzjpGfYZJuF4c7Rqq3zbi+HiejlNbF51Zpo4kpauJx5Mf6D259R2+hVCNEblXnSM/VSTmWmkHTNSS8xyN9eD6/2qx+zm7lx01Mbxtrd5W0YbJLPpqefoZHIQcyQ4B6Dnt+iexxwD5ni/s1XwyXi2+coLbL+UfJ819/M7OwxeleLgqaS+zIM3J2WhvdXVXTSVJU2bUdG7FVZZGkVGR3LAf45np+sB2BwoaZdJ6aufZb5SuobhCenpf8AZk/mn/Z3XrDc7PtT4n7Q2qqJPyJqunjL6a9uaKeRrmnA+IYPsc8B3Y+h9FULfvw+1tPdpdMbnWxlrvsxxQ6kYwtpKvB+V0zgOD/LaM+pyruE+0tW1ahXenXk/Po/sym+wincLOG/3XqvuVlLue6+x3XXalteptsbtJZNY0crqYOIpq1p62vYDjrDhw9nbDx788rnU00U8bZYZGvY4ZBB4IXolpe0ryPFTevTmchc2tS1eU1p15G6w5yt30W3+ihOMD2WbtqY6Z9E47jC23OB/sXy5+DlfJdlGyrhOTarvcbFWtuVnqpKeaM5+R2M/T6j6Kftp96heqmm0tV1IpambLIqaSoMcRmdwHRP/wAieo8gccn1VdjytNrLXcdab/6V0zbnuEf5QZLVFpPELHBzzx24aubx+1tqlvxVY6t5fU3GE1q0avDB6Htls3rXV7tnKjUetqGejulrheHQ1UjZenyxjLZBy9pIOOoB3BHbBVMvFhpncreKyWu+XrcWpon3uVslJZXRuZT0dGPt1MjgcO4H2Q37TsZ4V2tF2qtuWgr7T1M7Xsr2PhhjeCQ3LMkdgPX04UA7racqZtKWfVcFcZojFJZhC/GKfGcDpA4HmMwCeeR3Xm9tY0Lu6hb1m+DP66nW1Lmpb0pVqa97/BSz98O3mxlmltuhYGVd4czpq75M1pnkPszv0N9mtP3qA9W65u2qKySeoq5ix5Oet2S459/9i7bcSlqaG9V1NVDDmTPGMYA+Ynj9qwFxwV6sqVKwpq2tY8MV9ziHUqXdR1q74pfE3C4LQuOM5W31fRA5WS5kffUfdah/vlbR7ogyN4OB918y1EUEZlkeGtbySSuDX3Omt7OqV+XEfK0dypX8PfhR3D8RNey+XLzbFo6CVrZa2aNwfVA/oUzcfnXduewytbe4lTtfdj70unr0Rm21lKv7z0j19CN9HaS13vBqSLSO3FiqrhUzOAkkjaRHCw8F8j+zGD3JXpf4SPAPp7bjp1Jf20F71BEzzKi91UQNHbiDk/Dh/D3gd3nGCFNG3OyG0Hhi28FbdqWn07Y2NEjoHyfw+5yAf5VxOXE+jQcDOFHG7G+V01/QUr7g646V0I+odBbdOW2P/HmoHMcGuY2E4dFCSXAyuIaMFcRf4rKpU34p8ktl5er16HRW1pGMckso/kk3Ue89utrLlpHYj4GWopGkX/WlwlEVFQN6XfM6Z3Bd8vAB+5QbXazp7fS11Tpm71VPFKMV+ubgOm43I4AeyhifkwwOwD5hIzyQOxWG6913QadssMOvPyVQWq3OM1r0haiPgqR4ORLUHg1NR2y52Wg5I5VS91t9dSbg1ckDaqSGiBAbGCBkDtnH9S3OFezcpZXeJPyjz/x+fLY1t7i61t7JZ9Xy/wA/j8klbq+I6ClpptLbeNNNA5zhPUtkLnyv9Xuefme4/rO5Vca2tq7jO6prKh80jySXPcSSuIJSXdTjknvyvvryF1zmuFQgsorZI0ip5Pik8292fDznK2+63CMcr47K0y8lqbYIA4PK+HElxX0c91tTythjfK7gMGVbk0k2y6lm8kZhtNpObWGtIGNpZJ4KHDg1jC4vqH8Rtbj9LJGB7kL1r2RsT9vNIVepaRtK2WyU8djtbenDKi6TuAkeD+kA53pngKmvg322uFkoItRtojNXN6XwM6AXmvnHSwAe7GZdg9ulpV/pYorZU0ujbaG/DaEoG1VXUvYTA67zNz1uwPm8scnOMFw+i5DHLlyat47vfv4fo3djSSzqPZd/cy3a/TlQbpQWB8pnisZNbd5HHqbUV7nl3XkkkudL1uwcFoiwe4KnUDCw7a2wSWXTENRVwyR110Px9UJRiRrnjIa8ejg3Ad/KysyWlaS91bIy9XqwiIoAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAXQ6103BqrTNwsc8THmpgc2MPGQH925HqMrvlo4EjATYEFbfVTtbbf1ugqkMg1Do6obBT9QcACwddLKCeSDH0tcR+k2QeiqLvlYLbrnVV60XTwfAXejf8XT0tUwsw6QZnhaTw4deXNxnIf8ATCtBvppHcHQ18k3X2xoX1jIv4XcKWEFz2uZk5MQIMsZ63FzR8wLnOCx623vZ/wAZemIKK5Uz7RrOih84eQOmemOekyseceZEHABw7sOA4ArItMQq4bcKrR36dV0z6lFa2hd0nCpt+Dyl1jpa8aPu01BdqORkYcQyXp4+4+yxt7vmJBGCr7bw7VXLSlR+9XeWhZNQzjotupImdUdQPRsoGefr398qpu6mzV80HVvrKSA1Nvc0SN6Hh+GHs5pHdv8AYvS8Mx2hiUM4vVbp7r/HxORvMMqWkttOvIjsP9OFvRnK4kT2yDqYcj3wuVF/sW7jLi2NY1kzeac8L7HJyFtt55W72VRalufXUW+uF2NqvlZaauOtoqp8E8RBZIw4IP1XVu+XIPK2Xv4KiaUlkyuGa1WhZTb3eKkuVXCLpVNt15b8kdW1o6JfXkHjvz0n5c+x5Vs9P7w6e1Zpp+iN0LYL3QVJkZNG9jnTtyCeqmPuAASwkeuMgheXNPXy0z8Z6mev0+5StoHeGvszIrfdaiSooRgNl7ywfUe4HfB/DBXF4z7MQuM61rpLmuTOkw/GXTyp19V1LK70+GsWvTZu2n7f+/LbisBlELXF1dayRk4I+ZjwDyOxwQQqMa62m1FtnG7VWiZ5r7pOWU9YaMy0nr0zM7sI5+b7Jx3XodtXvxWxCmqqO9QiSpY5kL3/AO9q1g58uduMuJyM/pjvyCSsm1jshpvc6WXU+0dRBp/WLqcVFbYzltLXMPBdEHgBzXEdj6EehGeLt7u6wiqovPT6ry6r4P5M6KpRo3tPPRp/R+fqeXdk1BQXyn8ylk/ONHzxu4c37x/tXYOcR3Uh7reHB1dep6nRlvOmdW00jvirI53lwykdzC53AccZ8snnPHsoZoNQVdNWPsOpaSShuULzE5sjOkOcOCMehz6L0fCsfo30UptJ9eT9H8Gcjf4TUt5OUNV05r1XxO/c/Jxlbbn447p1NHfutrPJ5W+zNWaVNUKemlnd2Ywu/oU7fucegpr3rbUu5VXSPlZTCO20bgCSZJXZkI98Mb/Sq16zq3QWgwR8yTEgcr1W/c9trG6W220nQvjDZZ6UXi4M6QfzkoDmAn0+Uf0LkPaW6yaprks/m9EdDg9HKLqddPktS6mm7Q202ejoDGxr42DzGs7B5+1/Z9wCgzcjTDhSar0ZC13lMLa2kb0/Z6+k9X4SBp/Eqwwdl5PrlRruzQGhvVq1THI5nmNkt8haP0XtIB989XSuCU3SnGa5M6LLiTj1PH/xPabFBfheYIyIK6ESj+d3I+/n+hV6OT2Cvt4t9AvpKK7wCHD6Co+Jjjz1dEUruot/Bxkb+CoZUxiCeSH1Y4g8L1RV/wCoo06y5o4x0nSqyp9GfGD7JyPRfJcFtT1UNLGZZ5A1o+qtufCs2VqDbyRuucGjLhhdfJX1VfWRWewUktbX1DvLjihYXuc72AHJKyXa/avcjf7Ux0vt5aDIyIB9XVSkMgpo/wBeR54H0A5K9UfCr4HtEbMWk6gxDPcmxu+P1LWtALW8Ex07Dwxv8ruf2Lnr7F9GqLyX/L09djbW2HpNOpq+nqVu8KX7nbV3G4UWrN7bYa64yls1Hp7rPRHwCH1bh9nH6mfvV2tablbfeHttv0ta6SDUevatopLVaKHpMVKRhoZ05AYG57nHAOSFFm+vjGttisty0nsRLDTWy2PjgvmpqhrgYXvLgGxNOHSPcWOGBn8FX+lppWWysvmpq+42ew3aISVUtU4C8X9pIdmR7eaancQ0iIfMcnqPZclTqXOL1v6Wwi3nu/3nz89umexuqipWNPxrl5dEZteNeaz3A1fXXjUVZRak1TbiHtmlLXWLS7yGuBDh8tVUNGQGt6mAggnlRXuJvRYtu5Lg6zXSoverLm0NuV6rCHz1HHDR6RxjgBrQBwFHW6XiAdU0jNJ6IpobbaqUGOKGnZ0xsb2/E/VQVU1U1XM6pqZXSSOOS5x5K7vCsCtsGjxS9+r1ey9X8f1ocze4jXxF5R92n05s7PVOrbzquukrrrWPlc4kgE8AfRdCThbjuecrbdwtnObm+KTzMenFQSikGnPfhahwBwtt2RhG8nPqreeTLjRu9a+T6py3uuHXXKnpG9LnB0hHDcqJ1I048UnkiqEJTeUTdlnigZ1SuAH19V3u1m3WuN4da0OndD2CW4yRzMlkGCImhpz+cd2A9/ZST4cvCDrjf2SPU1+fLY9JNlDDXOx1zuz/ABcLO7nHnsP2L1R0Ls7tH4YtvIn3u3x2W0sGIqNrs1Vwk7gzPHJz+rwAuaxDFo8OSeUfu/RG3t7ThfVnD2h2zt2xuj4ddapdFPTadpn1IdFhzK+6TAM/NsHPB6Y29hgD6qStCWWK7VVosVZD51ZLI+9XyQPy10nWHeW8A8Zlc0dJByGuHusKj1dfdaas0/dtSWOuprZHIJLBpmib+cqZQCY5Jx2a0Dk9XSAG/N0gFTxthpW6WK3Vlz1FBTwXe8z/ABFRBA7qjp2AYjha71DRkkjguc4rm3UlXqOvPnt6mx4VTioIzZrengYx6L6RFSQEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQGha1wwWggquW/fhKtuuqk632yuLtK6ypnGeOWlcYYKqQDgyBmC1+QD1jngZ4VjloWh3cKmcFNcMtiYycXmikugvELUQ1Z2A8U+nIKa7saIhU1sYZSVTC8Na97sdLXnqHzt+U8ZDSV0m7fhuu2hKGrvugoJtT6JLi6otTz1VVvJJ6nRHHAGB9D6g91bXeDZDQW9Wnn2HWVoZI5rT8NWxANqaVxGOpj+4+7sqizXfe3wW6igoNZQ12sdtpAaSlvVPSl89tY5wLWzc4cwfOS04zzghWIzq2clUi3ptJbrz6rt9S9lCuuHLflyfl0ZTbcvZGjulLNrPbyrLmMOJ43N6Q1x7MmZ+g72cOCf2KE2Tvp66a018ElNXU+BJDICDz2I9x9y9Xb7tjoLfmyt3O2YvFqtWoKlrgaakla6kuXGXsdGcFrsH5muAOf2qoO7uytPqSqqLLeLHNpvVdJnFGQY3yvH6VO4/aH/FnPcYPou6wf2nU2qdfST58peXRnO3+DrWdLb7r1RWyPjOV9k4GVxr1bb9oe5OtOqYXGJsjoo6wMIaXA/Zfn7Du2QfVbvmNczqa4FpHBBXc0biFdcUDl61KdKWUkHv4yc9lxnv5IWsjzhbKrkwjUk5W9C58Zy39i2QMlb8fUB8ypWhLMp0tra86YqviLdOXRuI82nkJMcgHuP6iOQrT7Tb90N4p4qGsnqI5YW/m5IXn4yjOfmdGf0wByCPmGOQ7hUzaSOy5NFdamhqI6innfDLEepj43dJB9OVqsTwahiUGmspGdZYjVtJaao9P7z+8bdzTlDSboz07JXEMtWsKFoAkGcASkNzgdur1KrN4hPDPXUVT+RdxLcHh7C+16kpGB/mM/Qa93eQf+sMcFYXtbv5WW2c0V0npwZR0TsqG9VNVt6s4e3sx5/wCEAz75Vt9Bbk269Wmos8VoOo9Oug82t01WFstXSgn5paVxz1sB/Sbnt6enmd5h91g1biW3Xr595r4nY213Rvoaf9d/Q8wdV6R1ftVXto73C+4WiUddNXQ/OHM7dQI7j6dx6rapayCthbUUsokjeMghei24ewdivVhnvugZW6m0zUSOfWUUmZKigJ4LZGN+Zpbxh4wcA9wqNbq7E3nRLZ9V6Cp6utoel0s1CyMvexgcQT0tHzNBz87RjjkBdNg/tLmlTrf5Xk+a+5qMQwfi9+no/t8+jMS2+0nJuhvXpbRTQ51LPcYhUOb2bE0h0hP+aHL3P2G09TW/T013poTEyfFPTNDOkNhYMMA+nSGrys/c89ua++6lvm4tyoJmCnYKGme+IgNnlcWvcCeD0MyTj3Xslpa1x2bTdvtUTegQ07G9PSG44HGPTHb8FqcYuv6mq5p6PX5bL9mdZUfBpqHTT1O0gOXYwT9V0W4tomvWmK2igjDnNiMrCDgh7eRjCyOGLpOey3nMbJGWPGWu4K0slmjNTyeZ5/7526i1NR0lwD29d2pHQVMbiCYnu6nAH1/jGv57nq9V5fa2tbrNqCro3t6THK9hH81xGf2AFevu7Ojrga29aStdudUTRVDquFjTgsjeA8PaMZOHNPb3Xlp4h7XfNS7wjSOgdPXCvuVxZG7yaeme57pXZ6gAByBxk9l12C4pThh8o1nrF6dX5Glv7OU7pSp81qRBX3eGiHQ09cpHDR/tVhvDR4Htcb6TUmrdwBWWHSk5a+mY2PFVcG9XaFpHyt4Pzn3GFZLwjfub1Faaij1juxQxX2/fJMy3Pb10Vud3/Ok8SSDjjsMKf99fFntR4aLZJYtIyUOotYNjdD+acx0NCWt4bhvAweOkdsLU4ni/u51nkuUfXr5GwtLLXhpLN9fQyek0xsj4S9t6Wq1PBR2K1U7f4HaIQ0TVMg5LpDjL3HuSVTXejxVbkeI7UjdJaYo6insjvmpdP0Mhje+MDiWoeOGRkuByeeOMAqLKqTdnxTXmq1tuFqKqo7CXl35UrHuEUYB5jpmOOHH0z2C3NV7r6R2utUmlNtKcRB5zUVjndVXVuI5dJJ3xwOPpwsPDsEvfaKXjV34dD47vy7+pevMQtsJXhw9+r05LvvIyWrfo/aCH8samqKC8anjYBBTwsAoLaQ0DEMfq/jl5ySST6qvu4m7eo9d188tVWy+S95IBJyRn7+B9Fi1+1Hc9RVbqu5VTpHE5DcnAXVdR9sr0G3pW+H0f6eyjwx6835nLVHVu6njXLzfTkjcD8d0Dlt9R9lr+KlPMnhyPouz6r4ctcj3XyXcoSk8z4ef/ANl89XTyThfNXPFTRmWZ4aB7+q7za3afcbfnU8emNC2WeWHqAqq1zCKekZ6vlkxhoxnj1Wvuryna/wAtW9lzMqjbyra7LqY0Kq4XWvhsmn6OatraqQRRRwsL3PeTgBoHc5V9fCh+50zT11DqreO3zV10f0T09hY783BkgtfVuxwO3yg5KsR4WvBFt9sdYBqi4S0s9xhjElbqavhaPLwPmbStd9hvcB3c8LPr7urc9XUtRp/aKVmmdIUZc26arnd0vqGD7YhJ+2/v69wRkEYXJX2JynLKWsuSWy9fN6G6t7VRXu6LmzJbjq3Te1tfBojQtph1LrR0REVNTRAUdsiAy5x6eGMbxn1/qXSac2+1TrHUtVXVF3j1JqHrLKu5VPU63WrsTBGz1kAwcY6hnktBCynarZSoqLa6LyrlY7PK4OnrJx5V5vPOczPwHQxk+gw48fZ9Z+tNltdjt8NqtNvho6SnHTFDC0Na0Zz2H15P1WsSlKXiVXm/svVmS2orhht+TodDbdWTRNO90DX1txqMuqbhU4dPKTjIB/RZ7MHA+/JWWAAdgnZaqrcoCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiALgXmyWq/22otF5t8FbRVbDHPTzsD2SNPcEFc9EBR/dXwma22ZulXuR4Y7lUU9A4mouGky4mmmIOQY25wCOMYHy4GPpuWDcfabxQWJumNwLRJZ9UUMZj86Yn463S5wCXkAysJZkOV2nNDu6gLfnwo6a3NlOrdJTnTWsaUdVPcaVvT5jg4OAeBxjOc+hJ5zgEY0rfhzdP5rk/R9/Evxq55Kf173KYb77A3LTkbrbuJCy6Wi4YFBqimh8xj29mipA+0MY+bPUPf0VM9e7Z6n2tqXzwh1xs85MkQYeoNix9qJ4yJGj24IyMhel9g3R1Zt9VTbS74aXjfSzB7JTVRltHX9Tj0iL9GGQkgcEtJzhY9ud4bKb8izXvbKhN90695qK3TFWD8Xbzg/nIe7muHIDm/0hbjDcbrWUlGbbS+q8+q71MO6w+ncLRLN/R+jPNCkuNNcYG1NHK17HdsdwfYreDsnGQpT1N4O9bahvU932av1FI+R2ai1XOYUdXAcDhzXDoec+oIz7Lpj4KPF6DgWegx/wDaMC7Wl7R0pxUpQb+Kya/JzlTBpxllGSXnozCWNPfC5DQVlp8FPi9Pe10Qz7XWEf7V8jwVeLxv/ayk/G6wn/ar3/kdH/1y+n+Sj/R6n/OJiUh6e3dbLnHPf1Waf7i3xdDvbKI//ikB/wBq0/3F3i5/71UX43OD+1P/ACOj/wCuf0/yR/o9Rf3x+phjJXsORyCpE2+3cvuka6ll+NqumkcXU88U5jnpie5jeORx3b2PqF1p8F/i47G1W/8A0pT/ANq0Pgu8W3/eqg4/8aU/9qxrjGbW5g4VaUmvIvUcNr0JcUKkV8y5W22+UV7hZcLfqOlsF9lcOq5sb5dDcic5ZWR/ZikPV9sgsJxjBUh1eitM7yXaK3WuYaD1sWOmdTOb1UlU7PLojnGHDJJ7OB9VSHb7wzeLbTV0Y6qsdokpZD0TNluUGHsPcOAyHD7wryaJ2P1c+g0XR3OsZILdNNHNROgM7BE9o6WRztw+LoPV0kHAyOOFxWIYdCP+/atpdHo/l6r7nR211J/7dbfqtUT9oDYam05QWkXSei82kj6aqGgpWwwVLi4OcXNHHJa3PupfyS7nv9VxbPbXW+hipZKuapfE0N8yY5e4Dtk+p+q5haXEgnsccrFlOVR8UnmypJR0RugnsB6rVzpGjgYH3LRhDR8zufvX3gPGQ8/gVS9wRbuTpu6M1Hb9YacdTNrmMMDxO3EbweMOP1blufQFRppHZjTm3NDXa23FvdgttRPVTVUtVTwsEkcDyX/DiU5d0jOMD0VhdRW2Ktt8zZWZHTnJ9FS/eXTVm1JX19r1bBXXq1W9jHvtzK000cjHF4PmSFzcMbjPSHAkkDlWnVq27fhbv46F2MI1VlPkQx4nP3QyqqTNtl4eKWWgoJi6jNwp2H4iscT0kMAGeeexzyq/2LaehtbTuFv1cHVFZVg1EVkM5Msju+Z35zjgfJ2559lntJtJcNJ1N61htPou3VVxrKqX8mmeuaBRRAnpbH1nIzkc9+O6hnWWx3i71tXS1t4tlOTK4uLI7lTgDPpnqytthWHWlBq8xLOpPlGK0Xny+X1Me9vK84u3scoLnJvX5GzulvzX6gAsenhFRW2mwyGnpmhkMTQMABoGCfrhQ3NNLUyunqJXSSO+05ziSVnp8IniSzk2CDPr/jKD+8tD4RvEgD/8nof9JQf3l09THo1NPDkktllovuaWnhbp6qazfPPUwD5cLQkAcFSB/uSPEf8A94IP9Jwf3lp/uSfEb3Nip/8AScH95Wv9Zp86cvp/kuqwl/yRH4ccIXZWenwneIof9o6f/SlP/eQeFDxEn/tHTnH/AIzpz/8AqUf6zT/4S+n+Sf6CS/uRgYwQuDcLrDRgtHzyegH+1SjReEPxF19THSMstK10rg0F10gAGffDirl+Fr9zKorJcabVO7baXUt0Z+djt7Oo26kz2dK/jzXDk9Pb71ar4w3DKlFxfV8vUrp2ST995/BFZfDR4Ide76VtHqvW3xVh0lJIHRuMR+KuH8iCMkHB/XPA9Mr1CsmidlPCroOmorhbqK1Uj2NNNYaYB01dLw1rp3fakeSR34ytNdb06b2wqhonaS1fv0166LygKRodDRNAPf8ARYAAT7Yae+MLDttdsNabkaubq2qq49SakjlIqtX1TTJa7M752vjt8ThiqmAPT14DWnPP6J5K4v5VZOFF5vnJ9/ZfM3FOgoJSqbcl3+T6vNz1pu7fKKm15TXCko6nMll2/t2BLVw8ASVbwQII2u6cl+MjqB9lYbb3YulttPRV+u4qK4VFGY5LdaYIv8W2jo5jETDxLI08+c4dWcloasx282y01tzRVEdnhllr7g5ktyuVS7rqa6VowHSPPoMu6WjDWgkNAWXAYGFbp01Tz6vd83302JnPi8jRrGt7BfSIrhbCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgC0K1RAYbudtVozdewusOsLU2qjAJhkHEkLiO7T/sORwD3AxVK/aF3K8Pl5pKqmq6ittkJ8qhu0Ty50UYGAybqz5g55Y/JPcOOOLvri3G30d0pJaG400VTTTsdHLDKwPZIwggtIPBBBVMoRn/IqjJxK36L3R2t1ZcKaPXWmbFHc6/DI7tAwGmqXcDpB+0136JB4yDjOFNzNvtCSxtkj0zbpGOALXCMEEe4KgLc/w4Vml/O1Bt7TPulsaxwltEnzyws5JdFn7Y6jkg5dgkDq7LpNtd7tU6Fy2ogqb5pOLqjDXuzWUz2hpdgE5c0ZA6e4z9FQpTo/y1XX1KnFVNY7lmTtzobudLW//wBEFtP280IP/mrbj98S7LTmqbHq60Q3uwV8dVSzN4c08tPqCPQhczu4A+yvcWeqZb20MeG3uh8caRtw+6JH7b6Dkb0v0pbyO/EeFkYbh3p27L6TNgxI7XaAI50lRfsP9q+mbWbe4z+9SjB+4/2rK0TNgxYbYbfMcCNKUOR7sXe220W2zU4pbVRQ0sQ/QiaGhcxdfqC/2vS1lrNQXmoENHQxGWVx9h6D3JOAPqVDeS1G5837UVl0xa5rzfblT0NLAMvmmdho+g9z9FUjd/8AdMdntuZpKGwQz3uqjJDnN6Qzjvj5vf3KgPxabob1byxU1Tp8ttmna+tfR2almm6X1LQGmWXDTkRMaMulPqcNzlVzFl2a26mbcdRU378L6HFz4qkn8nwPHcMiz84zx82fuCqw+wxDGqjVpHhgt5P9FVxc2eHRUrmWcntFbliD+6/3ysr/AIe37eROY5xw95AAyfU9WAMY7qUNB/un9nri0630bUUdMD+dqqR7Jo4/q4secAcDJCpfdPFDL8KbdYdH2W103T0tFLQxsOMfQfVYPctzbPqVhp9R6Yt83XwZoYBBMPukjwfwOQt1X9jr2nHipXCcujX7NfTx+0qS4ZUWl1zzPZWLxD6T11pgXjRFey4wTM4MbmuLDjs7B4wsHtl10659VNqXStNepKrHzTOcOloJOBj0ySqA+GPVGnNJ3qonsd+roA9jntY9weDgZMczMgPBAOHN5zjIV2bZeKG/2qmv9reJKOrjZK2Rh6mEOGWkH2I9+QQQcELma1O4t5+Hcxyku8zb03RqR4qLzizLYmbNFpfPtXThziSRHO7p/rWpi2UH/ctYP/vz/asa6xjPovl0oB+01W/FfIr4EZR5OyR5dtW3P/8AcH+1fJpNjTknalmT/wAef7VjAlz7fsWvWT7fsR1WOBGSii2M7Daln/OD/atDQ7H442pi/Gc/2rHGkt5Wpk6SCSBnsU8RkcB3zqHZQ/8Acppz98x/tXx+TtkvXaam/wDTO/tXRkl3flYbuHulprbqgdU3Ssa6pIPlQMBc5zsdsDnKpnWUFxSaJjT4nkiRaqr2H0u03ybbakozB84ldPjkcjuVHmtPFHrLdOmqrFoOeLRWjGBsVVfnUvmOmyHBtPSsbl1RI9zS0MjB9STgFRPQae3J3s1jDp7UdlrqmpmaytotK0dR5MnkEnE1xmyRSU/2D058x4JDQDyr0bQeGuzaJu1NrnWFTT3rVcFP8NSeRAILbZ4cfxNDTD5Yv0syHMjup2SASFRT8a50/jH6N+n58iZ+HR+MiMtmPC2y62aoGprBU6b0rd2MNXbJpc3m+tBJYblM3Hks5JEERHfDj3CtjbLXb7NQU1rtVJFSUdJE2Gnp4WBkcUbRhrWtHAAAAAXKaMDC1WwhTjTXDExJScnmwiIqykIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiA0Iyoe3h2GoNZRVmotK3x+l9SSU5idXQgeTOOD+eYeCeB84w7HHI4Ujaq1fYdH219zvtc2CNvDW5+eQ+zR6/7PVQdeNTas3VkfWXN0WmdDUYElTPWydAkDSTlxOM+nB+8ehU5ZLN6ILPPQ7zYDSU2nNNtul0vFNPccubcaikAjpa12OZXtxjrHTjqBAIGe5US+J7x56R2poquy6Mq4K66CNzTUjLuh3b5Bj055P4Kv/is8elopbTPtTsvUz1VNK4tqrnkulrJc4IY3Gengc9vT0wqyaa2lrrnK3XG8tZLC2Q+fHaS8+fUNxn84TzG0+32j9Fi21C6xWqrTDY59XyXz/f5Mqq6NlT/AKm9lkunNmXWjxv70ag1PJeobp5LGzRxwzSx1DhIHOwW+cCWxgZ5zjgn7l6MbT+Ja8wy0Gmd5KGG3VdXBDLTXGLLoZg9gcPmb1B3BHIP9i857jvTBbrZLpSw0NFR0QcBFHDE0NYwZAZjtjn1z9cqQdrt+qdls/ejqa1QXuwzEf4tmlLJKV+CPMo5e8buf4s/KfTC6G89jrzC6fjU6nH1XR8+/saih7QWuIT8Pg4eh6yR1ME0TZoJWyxvGWuacghbgIIyqYbYbxVe3NsFdYrnLq7Q7+hj6gny6qglyAYp4icxOHJ7YPoVanRWvdO62tsdysNxjqIZGh3S1wLmn2OOy0cKnE+GWj6GwnT4dVsZM57WDLioT8QtRT6mqLJtvVV5pKC4mSsuUzM5bBGCce3OD3Uy1zHOiL29284Vad77pRx3jWNTWyOM1BpKQ0jen7PV8rsH0OXd/qpnHjyg+bENM5dCmHiP3KksjKyot74/IuFF+TLeAzp8qijPTEyMd2AgGRx7kuaPRUyra6aundPUOyXHtngfQKZPFTejUa0prTHITT2+lZHGM8AdIH+xQVLLgHJ4XrFGlGzt4W9PRJLPzOHqVJXNWVWe7f2NZ5+kYBC4pm9SuPPOSeCuOZTnurMqupkQo6ZsyHTGq59MaipbpE8t8h3zY9W+v7O/4L078KNLSas0zO6xNnNFcWPqS3ryyCsx+ciAJADSAHj2wO+V5MzzHzmHOOfRepf7l/ejFpGqhEbZI5BSyOBdnDz+adgfdGCubxu3hc0uNrWPM3NhOVCSinoyVuoxl8UjR1xksd9CDhafEtyPouVqYRUmqr7SwtIZFcp2AE5IAcV0U0xjeOs4BPC4GTyOjWup27Zc9+B6rq9R6qtGlrfLdLxWxwQxDOXuwsA3M3x0ptpQGSuqWzVbhiOGNwLifbA5yqkXnVu5PiC1U+jo7eXUVO7qlhlkc2jpRj7c0g4c75gQwH07Kz4k6s1Rt48U3yRdVNRj4lR5RXNme7u+L2+1M0kGiYWNpGse6nlkbJ/CukgODAMdXcclbO0ni1uNLX09Jreoj8uoa1znxNl6KYn9CRjhkdvtN45ysYm1HoHYyid8DJBqPUj2OjmulWwODe48qBnZjASeQopl3BoNXVko1LCCZXEwVcYAlp8+n1H0PC6Kp7G31G3VadReK9eHp8DVwx+0qVHSjB8H/I9NbZrK2X+zyXK1VLJvzLpGeW/qDxju0+vou+268OVl1Q38r1dfBDrK7ROl/KdV01MtogcenqomO+Rk/SeHEO6Th3sD5z6C3Q1ZtNcIamCpbcrFM8ABpPlO/m9/Kf8AQ8H6q/OxniI0frzSrbOD50UZ63tZIIrhQSYAEsecEkc4xzxx650FGSjW8K7jlJcn+TY1YPw+Oi80+hcLa3ajRe0GmYdMaKtvkQtPXU1UzvNqq2Y8umnlPzSyOPdx+7sAFmSiTSu6VTaaWnj1bXxXOzPAZDqOnaA1rvRtXGP4p3u8YbnGQ1StDPFPG2WGQPY4BzXNOQQfVbbh4Vpsa5vN6m6iIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiLjV1wpLdSy1lbUxwQwt6nySHDQPvQHIc4NHKjrX+71q0yfyRYwLve5nOhipYHdXRJ0k/PjPPH2f247rF9Tbl3/AF9VHT22j5qeFjwKm4uZgdJByBkcNHrgg/UDg1w308WO1nhntNTZNH1VLqrXkwMUla2QPhopCCS7JyHOHoB7fgaatWnbR4qr+RXSpTrS4YIkPcC9aW29pHbo+I/VBdNL+co9O9Yc97xn5WsPp29BjPvyqD77+LHdjxWamk0Pt5bp7fYI3Ew26nk/g8TG/wCUncAAfxWFfkfePxPX+bXe4Woq6lsk0he64VWS+paO7KdnAPGRkYaPUrKr5rDR22tpOmNv6CKjiAaHCPD5JXD9KaQ8vdn0PyjsAtlhHs5ee0EvGuP9uh9339PMx8Qxe1wZcEPfq9OSOJpfRmitm6R10udbBfNUH5vj3AGOnz3ELXZz/PPPthYPq3cG56hqpSKiRrHkknrJJyugu18uV6qDU11TJISexdn/AOK4B75PovVLK0tsMo+BZx4V15vzOCu7q4xGp41zLN9OR9dZJycHK5tBd5qFwILiAQeD2XXl3PAyF8kgHLirqk+ZY4UnoThttvJedPVbamhu9RQ1bm9DpwA9ssfH5qaN3yysOPXkeh9FZfbHX9dVX6C+7Z1XwF2kPnVOnPiiKerY1vVLJSvPHoT5eA4dslefTKnyXBzCQfuWabTa7vN03Nsei6Gmkq4a2sjgnjDzlodgZaRyDzjIXHe0OBW1eDuIe7L99/5zOmwjFK0ZeDNZr9HtTtVu9Zdw7dHE6WOmukQ6amjkPS9jh34Pcfcoz8QVnNPdrpKLYJ4r7ZZaJz2tcXMI5AAAzycZXe7ZbbaD0nouhrtPRTRMtQDIqozPkke//KDqc4npLs/L2BJOOVsa31TPfKinfQvZFUUErZ4XuHUC4ehHOQexHsuBblTS490dQlGTfDszyV8UVFUQaqoLrUU0kJrIHQyiRpBZPFgOa4eh5Jx9FBNRUegXon49tkLnrPTdTuRt/QMe2SVk9zog0+bQ1bQMvA5wHjOPQ598LzXkrWmeSlqQIZ4XujkYeMOBwV6Hb4tTu4R11yRzc8PdKTeWmZyHPLivhx57cr46vqtqaqihaTI4A44HqVenNRXFJkxhm8kbFW/pd1E9uV6yfuXGkbxZNuaPUF5Y2CG51UtQ1ssY6jSxxAMLTxjLutx+gXnFsBsLrDxA61p7fa6CeGw0kofc7iIyY4oxz0NPZ0jhwGj3yeF7JxQUuyGy0dG+kgoLlcKcW+0UbOHQUnQG9Thnv0NA/Z65XLYpiEZQbjt+e9jbW9B5pPcwjUF7pK/UV2r4pATWV00wx7Oecf0YUBeIje6s0NbTSWG0VM8zQ9s1YGuEEBwOHPxjPI4zn9qkC31b569pccukPy8+vou03vpdO1G2W29luVHC61VMlTcq2kGPz1cCS3rz3HVkjPBwMjjjlLS1niVRUIS4WzbVa0LOPiSWaRRXTu3Op9x5Br/c6/VVlsT39YkndiqrG+jIWnBYwgY6uc+i+9xt7bJYbUNEbc22K12uDgU8BALnc5fI4dyfvP1KwnebeTUV6vVTaYa+dsED3RNJw3paCR0gDgdgokbM556nPJJ5JPK9Nw/D7PAIeHarOpzk/wBHK3Ve5xd8dxpT5RX7OyuN0rrrUuq66ofLI493HOB7BbEcz4j1MOCFsskbj5itS9voVec3J5t6hQUVwpaGXaZ1pVWtxglAnpZOJqaTmN4+oWb2OvrrbXDVO3dzqIZoSJPgmSfnocckN/4RmR9k8+yhkP8AXPP3LsbXfau21DJ6eofFIwjpe08rV4lhNvikMqqylyfMybW6rWMs6bzjzR6KeHrxmU9yq6e0ailitlyfiOQzOzTVwxgxyNIAycnk/MOVdfQWuX0kpq9ETGppHRl0+lpZgOgnBM1FK70/4vhhz2aeT4oU10tWrWAulZbb0CHCpH8XOR6PA/6Q5+9TTs74mtV7Y3OOwa5fXz0THeZFJHJiaLth7JMfM3gcjn9i4e4o3WDT8OuuKHJm/puhiMeOi8pc0e2GmdW2PVVGaq01fU+N3RUU8g6Z6Z/qyWM8sd9D+GQu5BBVPdud5tNa7oKa+27UzKG8OiDYb7TFri1vHTHVRj5ZGZyPmBx6YPzKxWl9x4qqpprDqqKO2XefiBzXdVJXYGeqCTsc9+g/MPr3WTCUaseOm80Ys4ypvKSM5RaBwPZaqSkIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIDGdZa+sWi6US3GSSaokwIaSnb1zSknAw30HB5PHB7qNqaj1RutUy3LUbnUViZkxwtkLGgfrcfbOBnJ/oHC7fdnZmp1RS3O+6Du81j1TUtjd8Q1wMdQ6MFrWvDmuDflcRkD2VcGbkbuWC7WnR2sLtX22/WeM0z46np+Fu0WDgEBvS15aHDIPJwW9R+UTOqqSzim+pMYcW7ME8Ym++41rsN60RsVZqu16XtLPJvV5hiHmTve7oaOsEnDnZAx3BOcKre2+wNotzJdwN86uCqkaGzQ2kzkineR1NfVHjqJ7iME+uVdjVOlG6v0ffLzo20G41UbZW1lsdUkTUL/NYHENH8a0iMAdwPv70Q8S2nd17v0al09cZ7parc9zqujazpqqU4x+eZ2eG4IDmj1WTgNHD3cu4v8AObW0eW/4XP7lOI1btUPBtMo57vmcvczeqS8O/JGl5Hw0lOQxkwAYS0DHS0N4az2b2/FRFK+aZ7pHvc4uPcnlY/YtVQXJjYarpiqTxg8B59cfX6LuZJMDI5XrdO5hcQUqTXDyyPO6ttUoTcav8jdAeOyZc3lx4XF8936qOldjnCqzZRw5am++QFuGhbbn9sra68+q+esnuAmZUfUtS2CJ80n2WNLj+CmfwAaPqb5uNcte1FMJhaKeSWmyM5qH/m4sfXLnO/BV71bWGC1mnjJ8ypeI2gHuPVemf7nTtI237fWmeWhLZLtVOuUsh7tgh+SM/cX9TvquV9obrhSprks/Q6PBaGUXUfN/ZFxLgyPSOhLZYXhjJTC2SYNcTmQgZOTyVDV1uLmTumikLXdRIIWb7n36Suusoik/NQuMTQT2AKi64yjnHJPK83rTzZ1tOOS1O0o7jarlTzUFwqH0rqqF9P54HWzod3ZJGRh7T9e3phVv3T8AZ1fUVN5rNNm5xVDi6G9aclb8QAeQZYT8smB69/qpoDvmOPbsufZ9Q3qw1YqbRcJqV4Ocxu4/Z2VFK4lTemxMoKRR6n/cxdfXeqcyx69ZFEDkMuFoqopWNz2d0hwypt2n/cgrXSzRXTc3VVdqBwORQ0LHUUD+eOuR+X4+7BVmXb8bmUjSW3xrsDGTTxknHvwsevu+e5N1gdDU6kqGNeMdMIEX9LQCsyWJRS1j+f22WVayezJMpdPbI+GrTlNbKK0W+Out0bhQWm3Z6WPcMZeM8k4GXvyVAWuNcX7cC/S6gv8AUB8zssijaMMgi6iWxtHsMnvye66mqqKire+oqZHSyOOS5xJcfxXG5Hdaq5ualw/e2MulRjSWh9wvMUrZQeWEOH4Ltdw7XDqTb6pZSNjbUWt/xMPS09bi5vW3nHOMY/8A+56YnAyFmWjKymraV9pqn9PnwPp3OyMdy5hOfbL/AP8AZTYVnRrqQuIKpTaPLffiyQ2vXFdNSU5ipqzorYSOxbKMuA+54co3ZIW+qtP4r9EstjXyGEsfaa6Sjc3jIgmHmRE/5wcPxVUckHBHZeoyqKolVX9yz9Tm6Ecoum/7XkdiyVrhz3X2Hey4Eb+e65LH54PCqjLMShkbxOe6ZK+QQU6lOZRkb8FTJCR0njOVnVi1pSVdKy0aoYaujHLH5xJC73aRyFHrpGsHU/gDuvqz2+/6qvFNp/Slrqq+4Vj/AC4YKaMvkkd7ABYt5WoRpONws0+XUrpUp8anTeTXMshtNLuVpTVdO3Qly+Jo6gOnd1vIjdE1pcRK39HgE55HC9INDa8v1FZqXTOvrHJLQzxtlqaN4cJWg4LZac5z8pw4dJ9iO+RE/ga8D+r9trZJqvW1wZHqeqi6YqfiWC3Qu+2Hns6QgnjkDJWVeJ7eS1XbXVBoLaGmOoNVW2hko5JaYtEbOkZLnPyGsYwBxJ4A59lwF5Qo4dN1aEms/wC3f5eZv6VapeLgqJPLn+y02m9wqnT1AbnX18t60o9rXwXDGaq3sx9mdpwZIwOesZeMHId3Ep2u6UF4oYLnbK2GrpKpgkhnheHskaRwWuHBCpB4ddObqat0u/StvrqW70tdUSN1HqefJoqVjjiSkt7ePiXgN6fNH5tp+b5vsG4O3G3Wm9r9L0+k9LQTxUVO50n56UyPfI45c8k8ZJ5wAB9FlQn4lNSayfNGNOHBJxTzRlKIikpCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgNCMjCxDcXa7SO5dqNt1HQAyMB+Hq4g0TwE9+lxB+U8ZactPqFmCICjOs9Cbk7N6kpK6vurxQUbnttt/hYOxJIFQ0AlwHyBzHZJA+UvxhvBr6DSO9lQWVfwukdwYwX009M7+BXrIz0tP2epziAWuPr+CvRdLVb71Qz2y7UcFXR1LDHNTzRh7JGnuCDwQquboeGlmlI5rvoq2OutklmfNVW3yuqpoeohzqiBzSHSFoGMcvwefNwGqxOjrxU9H39H8S9GosspHnnvz4VTWXSsYy0fvX1hTyEupcBtHX8cmP0a88cZxz+CrDJVX/Sde/T+sbdPTzwERuMjfmacevuODyF60HUlkvdgZpzdal/LOnWfJDfWdLrhbXjAaJTz1tHW0ZB9h3BaIS3/APDPDNbYzfWi9aenI+B1Tb2iSSMH7LXubnrb9+CMfgtxhmN1bOeU3l3z9Vp1MS8w+ncwyyzXe3oUdZLHIwSwva9p7Ec5Wjnn1/oW/rba/V21dc4siNda3Avie05jkYTgFh9TjkjuF1VHc6W4s64JPmHDmO4c0+xC9Fs8RpXi0eT6ehxt3h9S2ee673OX1n2CGQ4PAXz6dwtuSZsLHPe8ANBJJWdKSS0MOMHJ5HFtdnrNY7hWrTtBEZnebG1rB6vc4Af0kL242es9NoLRFfcKemENLbKOK0ULurhzGMALhj3cXftXlv4CtFN1NuhXa3ukXXS2GB9aC4jpdN1BkTfv6nE4/kr1N3Cc3RWgLHo2N7xO9gqajrwXE9+fXuQvNMcu/EnKXV/jRHdWFBU4xguX/bMEvd1kmc53X3JJ+9Y5LVOe/nuvmWrdISSTgrjOmjjBlle1jByXOdgD8VyMpZm54ctDkAdRz69li+t9xtN6FtklZcK6F0zc9MXVyT+H9Sj7dLf6g01G+0aaMNZXv+XPUR0A/pEj7I+qr/BBqfcu7yXi43DFFC53xFxn+alphnOImnHmSfj9ThY0Z1buqrazjxTfQuOEKMPGrvKKMl1P4vdbQ3uhobbbbXR0tdIWNlrQQ0DOOtwBy1vrkhSJtpv7aNbdNFqSGC3VckhiinZn4eZwOPkfj19jyoVu+4mhtuqOrtlmtFHX1dWwsmuNfG2aqnd2znHyt44AAAXQaV1nbrgZvgYKKnNQMyW156aOqd+s3H8RL7Pb+I5XRXnshf2VCNTjUp/3R3NbQx20uZuCi4x5PqXclpnMHmNIew9nDsVw3NGefVQZoXeO4abp2W6slrLlZ4QGzw1eTXWwcfbx/GR88SAYx+KmuiudqvFMy4WW4w1tJIOpksZ78D07j8VzKnm+FrJrkbZxaWfI3i0Bc+x1Bp6xp54c17cHkOac8feMj8VwAvqKR0MrJm4zG4OAP0VSeT0KDE/F7oWK/SGuGXjUlA6NspaGjz4x1xEAZH6JAzzz9V5lXCF8VS7rZ0k849j6j9q9h9z7Y3WGyj3ULXvr7BVfERnh2BjqGB9xA7n29F5X70WSG0a2uIpIuimqXtrYBjA8uYdXH3O6h+C9Hwqv/UWa6x/f+c/qc9Wj4Ny+jMAaS3st1knpwuPnHC16ueOFmqWRU45nYMk9yOVpLURxNPOSB2XC89wcGR5LjwABlW+8I37n1rLe+ph1buNDcrDpckSU0fldNTcsO5DA7mNmAfmI9ePdYtxiEafuUtZfZeZSqK3kQXsh4ftz/ETqRlj0VaJDSxuHxlymHRTUkZIy5zj9o+zRyV69eHnwh7NeFbSkuqrvUQ08sUQNw1Hcg0TPBxlsfH5tuezQMn6rJNSaj2K8Fm31LRR2+101RFG1lFYKIsbLK8g4e8AFxJI5cQSSRhVg1FWb0eKTWFPT68slXU1U72y2zb231Zp2R04ILam5TYcKaEAnLXASv4DQM8crd4i1Nxp+9Pr09PyzYUbbjXFPSP57+hnu5PiR1NvWyp03tzVnRW1cFQaW4akbTyPqq/5gPIpI8B00rs8MYD9TwpF2I8IkFxtPVq3T9ZpjSL6ls8dilka66X1gAxLdqhvIY4gOFIzDW9nZyQpe2d8Mmn9B3GPWOq6mC/6mYzoosUoht1jjI5ht1Nktgaf0n8yP/SdyQpwaMeqw6Vs+LxKrzl3p8F28y7UrJLgp6I4tutdutFFBbrXRQUlJTRiKGCCNrI42AYDWtAwAB6LloizDGCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAtCMrVEBDm6nh9teq5n6g0dPDZL67qM2Iz8NXAgZbKwdiekDrAPGQ4O4xWq3zar23utbbjZ2tYwyPumj7hI74WfDSfOhBz0gkFzXM6we3fLRffAPcLEtxNsdK7l2r8m6jo39cWXU9ZTv8qppn/rRyDkfUHLT2IIVupTjUWpXCbiyg2sNp9L6409V6i2zpjWUBaHXXStcPz9LITyY8fgWub3x+CpLu5sPNa/itU6T+JHw5e6pY6P8APU5z9maPuR6eYPxHqvQjcnaHWO0N0pbpLeX0JhJdS6nooCYHHJ+Soj5LJC0EDPU05ABJ+VdHUR6X3bqW0N6EOmdesgLm1rWEUlwf6c4DefXPcnA54U2t9Ww+ai9u9uj+H0K6lCFws1v3v18zy4pbrIJ3W+7RClrG4ADvsyD9Zp9QfouLqKt+Gtz2g5dL+bA+8K0++vhlfNcqmlgt0FmvjQ9zoXsIgq3jJD4Hf5NxJ+z9g5Hbuqo0Ol9WV2vrXoOsttV+UH3GKjbBJC4O6nPDeQRyOe/suzpe0Matu4y/k9E/j0fxNC8JVKspx25r0PS79zf2rp6bRNonlgAN9rZLlUFzeTSUxLG59wZHOP7FOG72qGah1pWupyfIpSKaP5gR8vBxj6/1LLtoLFZdp9r7lcLdGxkNot7LLSFvU0nyweo8gjLn5PGe/dVn3C3QsehaGW6XuoEtQ8lzYQ8dcjiSuJxW4UZZN6G/s6bks0ZNdr3Q2ShluFyqo4YogSS9wGfoq1bo791d88612qrZQW4ExCcO63TO9mADLjjssN1VuBq/drUkdspKCeaWbmC2QyFrWRDtJO/tG3GT7nH1BW5ONMbTU/5TvdbT3vU0bQ2Ofj4ag4+xCw9yP13DqP0WNhOC3vtDUyorgpLeTLt9f2+FQzq6z5LmbFt0ZTsoIdUbiNfb6NxMkVoc4tq60dw6od3Y04Hy98H0WD7i7zz1jPyNYGw01HCPLigpwBDC0cAADgn6rDdc7n3rV9XK6SqmETieS7Lj/YPosMDjhen4fY2eB0vBsY+9zm92cjc1bjEp+JdPTlHl8zdqqqesndUVMjnyOOSXFKOvqKF4dTvIGclueCthxOe6+VW5ZvPMuKKyyy0JQ03r6Ktjip7pJIyWNvTFVxPxUQD2z+k30LTwQpO0xri+6QusVfZKqlYypHzN6s0NY4+gzxDIRj5Tx7Krks0kDxJE8tc3kELK9JbhVFETRVYZLDL8ssEgzHL949CufxfArfE/ej7tTr18+/Q2Nle1rPR+9Dp0L96I3FsmuKUyU0sVJXxENnoZZAJWv7HDfUZHfsspd27qktqupjidd9O1VQ74cCSOJjuqroTkE9Of4+Pg/K7lTtt1vrS3FtLZtWOiimlbinuDCfKqncZH0cMgFvocrz26oV7Cp4N0sn15M6OlOncwVSi80Wq2ouFJUVc2n7g7FPdqZ9HIeMhwBMfGCDnJHI9O/C87fFlt2dN3KR5a5tRaa+S1TAjtC/qlhd/yjI39iu1py6m23KGuiAkEMjJwA7h3SckcZ9MhRZ+6NabooXS6zt9M99DqS2QSnyhyyZjiWPP3AHOP1l0/s5eKm5Qm9Mu/uarEqLbUo99o823cE54wux0zpnUetb7SaZ0laKu6XOukEUFNSxGR73H6AcAdyewCkjw+eGXcvxH6mFs0pQmltcLs113qI3fDUw9sgfM8+jR+OO69cNj/AAy7H+Dnb6TVd9qaSmmjja643msaBV1r+n7EQJ+RpOcMb78n1Wfc33FFtPhh15vy9S1GOuSWbIQ8Hf7mtZdGupNfbzMpbzeomtqI6GRmaK2OHOXknErx9R0j6qYt7/F3atB1ku1Xh9tcGpNVPikiqLhG9oprdGGnMvWPla1mQS8kNGPVQzvV4stYb7/EaS2yq6jReg4v4K+pY0TV17mdwKamib800rjwGNcGgZLnKX/Dh4GG/A0l73VtQt1kkibK3SrpnOq62bqz512qW4808cUzPzTRjq6iCucqXdS8/wBu30h1699X8jPjQjQ9+tq+nf4+pGOw3h713vHq2v1hVX+a51Dy0T7gXCldPTREkh8Nmhl4mkxkfGSDpZ+gwnlegu2u1GidqbL+RtH2lsHmu82rrJSZautmP2pZ5nZfI8+pcfuwOFlNBQ0lto4aChpYaenp2COKKJgaxjAMBoA4AA9FyFdo28KCyiWataVV6hERXy0EREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQHEudrt14oJ7XdKCnq6SpYY5oJ4w9kjT3BB4KqVvf4XrxYop9S7bwG52mmZ5z7RI4yVdF0O6v4G4g9be58s85GB1fZVwF8loPoqZRU1wy2KoycXmjzXo9fWV9jpNNbsvZe7VU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" width="605px" alt="what is the current silver spot price"/></p>
<p>
<p>Articles exploring silver prices and analysing their relationship with the financial markets are published on BullionVault&#8217;s Gold News each day. Additionally, once you open a BullionVault account, you can opt-in to receive the Weekly Market Update. This weekly email explores and discusses current movements in gold, platinum, palladium and silver prices and the reasons behind them. Spot silver prices represent the value of a unit of raw silver for immediate delivery. Unlike futures prices, it is the live silver price today in real time.</p>
</p>
<p>
<p>A former award-winning claims specialist with the Social Security Administration, Rae continues to share her expert insider knowledge with Forbes Advisor readers. No Daily Price is published on Saturday or Sunday, or on certain UK public holidays. Dealers must cover these extra costs when customers pay by credit card. Thus we offer a discount for &#8220;cash equivalent&#8221; payment methods such as bank wires. It is necessary to add a premium, or markup, to cover the operating expenses of doing business. The best coins to invest  in over the coming years will be coins m&#8230;</p>
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<p>
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		<item>
		<title>CFD Trading: What is it and What Does CFD Mean? IG Australia</title>
		<link>https://www.fisiogymsalerno.it/blog/cfd-trading-what-is-it-and-what-does-cfd-mean-ig/</link>
		<comments>https://www.fisiogymsalerno.it/blog/cfd-trading-what-is-it-and-what-does-cfd-mean-ig/#comments</comments>
		<pubDate>Thu, 18 Jul 2024 13:48:33 +0000</pubDate>
		<dc:creator><![CDATA[fisiogym]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.fisiogymsalerno.it/blog/?p=6564</guid>
		<description><![CDATA[Most successful CFD traders are veteran traders with a wealth of experience and tactical acumen. The net profit of the trader is the price difference between the opening trade and the closing-out trade (less any commission or interest). Certain markets require minimum amounts of capital to day trade or place limits on the number of [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="609px" alt="what is cfd trading"/></p>
<p>
<p>Most successful CFD traders are veteran traders with a wealth of experience and tactical acumen. The net profit of the trader is the price difference between the opening trade and the closing-out trade (less any commission or interest). Certain markets require minimum amounts of capital to day trade or place limits on the number of day trades that can be made within certain accounts. The CFD market is not bound by these restrictions,&nbsp;and all account holders&nbsp;can day trade if they wish. Accounts can often be opened for as little as $1,000, although $2,000 and $5,000 are&nbsp;common minimum deposit requirements. For example, suppose that a trader wants to buy CFDs for the share price of GlaxoSmithKline.</p>
</p>
<p>
<h2>What is the difference between CFD trading vs spread betting?</h2>
</p>
<p>
<p>In other words, you only have to put up a percentage of the cost of the position as a margin, to gain exposure to the full value of the trade. If Barclays shares fall 10% to 252p, the value of the position is now £25,200. So with an initial deposit of just £5,600, this CFD trade has made a loss of £2,800. That’s a -50% loss on your investment, compared to just a -10% loss if the shares were bought physically. If Barclays shares rise 10% to 308p, the value of the position is now £30,800.</p>
</p>
<p>
<h3>Advantages of trading CFDs</h3>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="607px" alt="what is cfd trading"/></p>
<p>
<p>CFDs are financial derivatives that reflect Bitcoin&#8217;s price swings without needing you to own the underlying asset. There are additional costs to consider with Bitcoin CFD trading. Instead, you get into a contractual relationship with a broker to speculate on Bitcoin price changes. In the end, you can decide if CFDs are the right instrument for you. If you prefer to actually own the crypto assets, be sure to store them in a secure and trusted wallet like Ledger Nano X or Ledger Nano S Plus.</p>
</p>
<p>
<h2>Spread and commission</h2>
</p>
<p>
<p>When trading CFDs, you’re predicting whether an asset’s price will rise or fall. If you think the asset’s price will go up, you’ll ‘buy’ (go long) and if you think the price will fall, you’ll ‘sell’ (go short). The outcome of your prediction will determine whether you make a profit or incur a loss. CFDs are attractive to day traders who can use leverage to trade assets that are more costly to buy and sell.</p>
</p>
<p>
<p>However, it&#8217;s good to keep in mind that you&#8217;ll still have to pay brokerage commissions when buying or selling ETFs. Depending on the ETF&#8217;s structure, there might be other fees to consider, like expense ratios or fund-specific charges. He encourages long-term decision-making, instead of short-term trading— especially for <a href="https://investmentsanalysis.info/">https://investmentsanalysis.info/</a> people new to investing. Stop orders are automated instructions to close out your position. They mean that you can manage the risk and return on your trades without having to watch a screen the whole time. After closing out our trade, our cash balance increases by €613 to €10,613, and our market exposure falls to zero.</p>
</p>
<p>
<p>An IB traditionally refers new traders to their preferred broker for a commission. Read more about how introducing brokers operate for Axi in this guide. Please refer to our Product Schedule for a full list of CFD trading instruments. CFDs are traded online and have gained popularity in recent years due to their flexibility, accessibility, and the ability to trade with leverage. In this article, we will explore in detail what CFD trading is, how it works, and the different types of CFDs available in the market. With negative balance protection, you can be sure that your account balance will be corrected if it drops below zero.</p>
</p>
<p>
<p>CFD trading is a form of derivative trading that involves buying or selling a contract for difference (CFD) on an underlying asset, such as a stock, currency, commodity, or index. CFDs allow traders to speculate on the price movements of these assets without actually owning them. Instead, traders enter into a contract with a broker to exchange the difference in the price of the asset between the time the contract is opened and closed. The profit or loss made on a CFD trade is based on the difference in price, multiplied by the number of contracts traded. However, CFD trading involves a high level of risk, and traders should be aware of the risks involved before trading.</p>
</p>
<p>
<p>These costs can impact overall profitability, especially for frequent traders. CFDs provide easy access to global markets and can be traded on various platforms. This accessibility allows traders to react quickly to market changes and execute trades efficiently.</p>
</p>
<p>
<p>There is no physical delivery of goods or securities; a client and the broker exchange the difference in the initial price of the trade and its value when the trade is unwound or reversed. As a result, traders should be aware of the significant risks when trading CFDs. The spread also decreases winning trades by a small amount compared to the underlying security&nbsp;and will increase losses by a small amount. So,&nbsp;while traditional&nbsp;markets expose the trader to fees, regulations, commissions, and higher capital requirements, CFDs&nbsp;trim&nbsp;traders’ profits through spread costs. First, learn more about CFD trading via IG Academy or our demo account.</p>
</p>
<p>
<ul>
<li>Due to the nature of CFDs, small changes may have a big impact on returns.</li>
<li>This means that you could lose all of your capital, but as the account has negative balance protection, you can&#8217;t lose more than your account value.</li>
<li>This often means answering some questions to demonstrate that you understand the risks of trading on margin.</li>
<li>Market risks, including geopolitical events or economic downturns, can affect CFD prices.</li>
<li>If a market suddenly moves against you, the Capital.com platform can close the affected position to protect you.</li>
</ul>
<p>
<p>Concepts like margin, leverage, overnight fees, and spread must be carefully evaluated. Understanding these concepts and their potential implications for your trades is essential before putting your money at risk. <a href="https://investmentsanalysis.info/what-is-cfd-trading-cfd-trading-what-are-cfds-in/">what is cfd trading</a> But, if the market goes against you, leverage can also significantly amplify your losses. Even a slight price movement against your prediction could wipe out your margin deposit and lead to more losses.</p>
</p>
<p>
<p>Standard leverage in the CFD market can be as low as a 10% margin requirement and as high as a 50% margin but it can vary significantly by broker. Lower margin requirements mean less capital outlay and greater potential returns for the trader. The major CFD cost is the spread – the difference between the buy and sell price at the time you trade. There is an additional charge of an overnight funding adjustment, which is taken if a trade is kept open overnight or all day, depending on the region. To recap, Bitcoin CFD trading offers a way to potentially profit from BTC price movements without owning the cryptocurrency.</p>
</p>
<p>
<p>This means that if you trade against, it, your losses can be technically infinite. If you’re not comfortable with the idea that some of your trades will lose money, you shouldn’t be trading at all. By giving you the option to place trades with less initial capital, CFDs can help you diversify your trading positions.</p></p>
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		<title>Best Forex Broker UK Regulated Forex Trading</title>
		<link>https://www.fisiogymsalerno.it/blog/best-forex-broker-uk-regulated-forex-trading/</link>
		<comments>https://www.fisiogymsalerno.it/blog/best-forex-broker-uk-regulated-forex-trading/#comments</comments>
		<pubDate>Thu, 30 May 2024 16:11:28 +0000</pubDate>
		<dc:creator><![CDATA[fisiogym]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[An experienced media professional, John has a decade of editorial experience with a background that includes key leadership roles at global newsroom outlets. He holds a Bachelor’s Degree in English Literature from San Francisco State University, and conducts research on forex and the financial services industry while assisting in the production of content. Vantage offers [&#8230;]]]></description>
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width="604px" alt="LimeFX"/></p>
<p>
<p>An experienced media professional, John has a decade of editorial experience with a background that includes key leadership roles at global newsroom outlets. He holds a Bachelor’s Degree in English Literature from San Francisco State University, and conducts research on forex and the financial services industry while assisting in the  production of content. Vantage offers its own proprietary trading app, alongside the standard MetaTrader suite of mobile apps.</p>
</p>
<p>
<h2>Customer Support</h2>
</p>
<p>
<p>For traders who prefer to employ algorithmic trading strategies, the availability of VPS services ensures that investors can gain access to lightning fast trade execution with minimal latency. Investors are also allowed to hedge positions, adding to the strategy potential available through the Vantage services. Help is available via live chat, email or telephone, with waiting times for responses scoring very well. To measure the quality and speed of customer service at Vantage, I tested the live chat feature by asking several trading-based questions at different times of the day.</p>
</p>
<p>
<p>Overall, beginners and intermediate traders should find plenty of resources at Vantage, though I would say that the selection is not as comprehensive as other brands like IG. Serious algo traders will appreciate the virtual <a href="https://forexarena.net/lime-fx-forex-broker/">limefx reviews</a> private server (VPS) which is available with a $1,000 deposit. However, this is standard practice and Islamic accounts avoid this charge, though an admin fee is levied instead. As you can see from my comparison of suitable alternatives below, Vantage rivals popular brokers when it comes to the breadth of markets. Traders can access a free demo account at Vantage which gives you $100,000 in virtual funds to practice with.</p>
</p>
<p>
<h2>Popular Forex Guides</h2>
</p>
<p><img 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" width="601px" alt="LimeFX"/></p>
<p>
<p>The VFSC is not a highly respected authority and does not offer the same degree of protection for retail traders in my view. With our expert market analysis, we help traders break down what’s happening in the markets and stay informed about the latest trends. Our analysis includes daily market commentary, and technical analysis reports.</p>
</p>
<p>
<div style='text-align:center'><iframe width='569' height='310' src='https://www.youtube.com/embed/7sxCb9TWMAA' frameborder='0' alt='LimeFX' allowfullscreen></iframe></div>
</p>
<p>
<p>Since both platforms are strikingly similar, I found it useful to compare them side by side in the categories below. Importantly, as you can see from my comparison of other brokers below, Vantage also holds its own in terms of access to the best trading platforms. Based on my tests during normal trading hours, the Standard Account offers an indicative spread of 1.4 pips on the EUR/USD, which is reasonable though not the lowest. With that said, the commission-free trading model will serve new traders looking for straightforward pricing. As you can see from my comparison table below, Vantage stands up well against two of the most tightly regulated brokers in the industry, Pepperstone and AvaTrade.</p>
</p>
<p>
<p>The range of available markets at Vantage will depend on which entity regulates your account. The following table summarizes the different investment products available to Vantage clients. Beyond the in-platform functionality and education, the broker also provides dispute resolution services to its clients. Users are allowed to submit trade inquiries via the website in case of any dispute. Once an inquiry has been submitted, Vantage conducts a thorough review before sending a detailed report to its users.</p>
</p>
<p>
<ol>
<li>Beyond the aforementioned benefits, Vantage also provides a wide range of technical charting tools to its users, thereby making it easier for investors to hone their decision-making process.</li>
<li>The range of available markets at Vantage will depend on which entity regulates your account.</li>
<li>An experienced media professional, John has a decade of editorial experience with a background that includes key leadership roles at global newsroom outlets.</li>
<li>Consult relevant financial professionals in your country of residence to get personalized advice before you make any trading or investing decisions.</li>
<li>For beginner traders, I appreciate the low $50 minimum deposit, unlimited demo account and selection of educational materials.</li>
</ol>
<p>
<h2>Transparent Pricing</h2>
</p>
<p>
<p>Overall, Vantage is among the better brokers operating in the market thanks to its dedicated efforts to deliver excellent added-value for clients. It offers a good range of financial instruments while also providing exceptional trading tools designed to help users maximize their experience. Moreover, the broker’s fees and commissions schedule is very straightforward while emphasizing speedy execution.</p>
</p>
<p>
<h2>Bonuses &amp; Promotions</h2>
</p>
<p>
<p>For example, it would have been more convenient if I had direct access to the web platform after logging in, rather than having to navigate through several pages first. For newcomers, the design may feel a little dated compared to some alternatives, but in my experience, the look and feel of the platform is easy to get used to. I think <a href="https://limefx.club/">limefx website</a> Vantage could improve its market coverage by introducing Asian share CFDs from exchanges like the Shanghai or Tokyo  Stock Exchanges. My only minor complaint is that the selection of shares is lighter than some brokers like CMC Markets. Again, Vantage doesn’t charge any internal fees for withdrawals, which is a positive if you make regular withdrawals.</p>
</p>
<p>
<div style='text-align:center'><iframe width='566' height='314' src='https://www.youtube.com/embed/AVmyZJKdOco' frameborder='0' alt='LimeFX' allowfullscreen></iframe></div></p>
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		</item>
		<item>
		<title>Fear and Greed Index Investor Sentiment</title>
		<link>https://www.fisiogymsalerno.it/blog/fear-and-greed-index-investor-sentiment/</link>
		<comments>https://www.fisiogymsalerno.it/blog/fear-and-greed-index-investor-sentiment/#comments</comments>
		<pubDate>Wed, 29 May 2024 15:22:14 +0000</pubDate>
		<dc:creator><![CDATA[fisiogym]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.fisiogymsalerno.it/blog/?p=9591</guid>
		<description><![CDATA[Two notable instances demonstrating the influence of market sentiment are the stock market crash in 2008 and the dot-com bubble burst of the early 2000s. In addition to the StochRSI and the MACD, the Relative Strength Index (RSI) is a crucial oscillator analysts use to measure market sentiment. The RSI provides valuable insights into the [&#8230;]]]></description>
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" width="604px" alt="what is market sentiment"/></p>
<p>
<p>Two notable instances demonstrating the influence of market sentiment are the stock market crash in 2008 and the dot-com bubble burst of the early 2000s. In addition to the StochRSI and the MACD, the Relative Strength Index (RSI) is a crucial oscillator analysts use to measure market sentiment. The RSI provides valuable insights into the strength and momentum of price movements, helping investors understand the prevailing sentiment in the market. On the other hand, when the market is flooded with euphoria and excessive optimism, it may indicate that prices have become inflated and detached from their underlying fundamentals.</p>
</p>
<p>
<h2>What Do Sentiment Indicators Tell You?</h2>
</p>
<p>
<p>The Fear &amp; Greed&nbsp;Index is a measure developed by CNN Business&nbsp;to gauge investor sentiment. It indicates how emotions influence the amount investors are willing to pay for stocks, which in turn provides a window into whether stocks are fairly priced at any given point in time. Of course, you can always combine market sentiment analysis with technical and fundamental analysis to come up with better trade ideas. This is because you didn’t know the right time to invest in the market and <a href="https://www.day-trading.info/3-monthly-dividend-stocks-also-that-boast-high/">3 monthly dividend stocks also that boast high yields</a> got driven by the market movements. The Fear &amp; Greed Index is a way to gauge stock market movements and whether stocks are fairly priced.</p>
</p>
<p>
<p>Long-term investors (which is what we are at The Motley Fool) make investment decisions that are independent from the market sentiment. It&#8217;s possible that a high-flying growth stock with great bullish sentiment will be a good investment and a hated value stock with bearish sentiment also will be a good investment. Market sentiment indicators like the VIX can help decipher the mood and expectations of investors, but they are not foolproof for predicting market crashes. These indicators reflect current or short-term expectations of volatility but cannot account for unforeseen events or long-term economic trends.</p>
</p>
<p><img 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width="601px" alt="what is market sentiment"/></p>
<p>
<p>The Fear &amp; Greed Index uses  a bearish options ratio as a signal for Fear. When prices go up, the overall tone of the market is said to be positive, or bullish. When prices move downward, it generally means that investor sentiment is <a href="https://www.topforexnews.org/software-development/version-1-java-developer-aws/">version 1 java developer aws</a> negative, or bearish. Investor attitudes about investments are realized in the price of those investments.</p>
</p>
<p>
<h2>Submit to get your retirement-readiness report.</h2>
</p>
<p>
<p>The CNN Business Fear &amp; Greed Index quantifies this facet of market psychology on a scale of 0 as the most fearful to 100 as the most greedy. The company, Alternative.me, created a crypto-specific index that follows sentiment for Bitcoin and major cryptocurrencies. A similar index based on fear and greed and tailored to the cryptocurrency market was introduced by Alternative.me, a software recommendation website. This adapted version of the index was developed from various online sources to <a href="https://www.forex-world.net/blog/what-is-an-introducing-broker-and-forex-ib-program/">what is an introducing broker and forex ib program</a> create a sentiment measure for Bitcoin and other cryptocurrencies. According to the index developers, crypto market behavior can be as emotional as traditional markets. Market sentiment is a great way to give context to your investment research.</p>
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<p>
<p>Many investors are emotional and reactionary, and fear and greed sentiment indicators can alert investors to their own emotions and biases that can influence their decisions. When combined with fundamentals and other analytical tools, the Index can be a helpful way to assess market sentiment. The easiest way would be to count the number of &#8220;positive&#8221; and &#8220;negative&#8221; words in each relevant tweet and construct a combined indicator based on this data. Nasseri et al. (2014)36 reports the predictive power of StockTwits (Twitter-like platform  specialized on exchanging trading-related opinions) data with respect to behavior of stock prices. An alternative, but more demanding, way is to engage human experts to annotate a large number of tweets with the expected stock moves, and then construct a machine learning model for prediction.</p>
</p>
<p>
<ol>
<li>The MACD oscillator provides valuable insights into sentiment by analyzing the interaction between the MACD and signal lines.</li>
<li>When the 50 crosses over the 200, it means sentiment has changed from bearish to bullish and vice versa.</li>
<li>The index is based on the logic that excessive fear will drive share prices down, whereas excessive greed will drive prices up.</li>
<li>By going against the crowd and purchasing undervalued assets, contrarians position themselves for potential gains when the market sentiment eventually shifts.</li>
</ol>
<p>
<p>Over the short-term, stocks tend to keep going in the direction they&#8217;re currently going. Trading based on this knowledge is called trend following or momentum trading. Optimism or pessimism grows and spreads as many market participants respond to the latest news, rumors, or projections. It&#8217;s important to keep in mind that market sentiment is like a sprinter in short-term trading but not much of a marathon runner. If you&#8217;re in it for the long haul, it&#8217;s more productive to think about the big picture and diversify your portfolio. Investors typically use the 50-day moving average (MA) and 200-day MA when determining a market’s sentiment.</p>
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<p>
<div style='text-align:center'><iframe width='565' height='312' src='https://www.youtube.com/embed/CgViYI1fR0k' frameborder='0' alt='what is market sentiment' allowfullscreen></iframe></div>
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<p>
<h2>How Is CNN Business Fear &amp; Greed Index Calculated?</h2>
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<p>
<p>The dollar’s strength may continue amid the Fed’s hawkish shift and rising US government bond yields. Trading in digital assets, including cryptocurrencies, is especially risky and is only for individuals with a high risk tolerance and the financial ability to sustain losses. OANDA Corporation is not party to any transactions in digital assets and does not custody digital assets on your behalf. All digital asset transactions occur on the Paxos Trust Company exchange.</p>
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<p>
<p>It can be classified as bullish (optimistic) when investors expect prices to rise, or bearish (pessimistic) when a decline is anticipated. Sentiment often drives market trends and can lead to either short-term volatility or long-term shifts. Understanding market sentiment is crucial for traders as it helps gauge potential market movements and informs strategic decision-making. By understanding the market’s collective mood and utilizing technical indicators to identify overbought or oversold conditions, investors can make more informed investment decisions. Remember that unthinkingly following the crowd is not always the best strategy, and understanding market sentiment can give investors the edge they need to succeed in the dynamic world of investing. By combining sentiment with fundamental analysis, investors can enhance their ability to make well-rounded and informed investment choices.</p>
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<p>
<p>Navigating sentiment-driven markets requires discipline and a well-defined investment strategy. Investors should avoid getting caught up in the herd mentality, resisting the temptation to buy at highs or sell at lows based on emotional reactions to market movements. Instead, focusing on long-term goals and maintaining a diversified portfolio can provide a buffer against sentiment-induced volatility. Additionally, staying informed about market trends and developments enables investors to better understand the drivers of market sentiment, allowing for more informed investment decisions.</p>
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<p>
<div style='text-align:center'><iframe width='567' height='312' src='https://www.youtube.com/embed/1bmt05ASBaw' frameborder='0' alt='what is market sentiment' allowfullscreen></iframe></div></p>
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		<title>Forex Trading for Dummies: Learn the Basics of Currency Market</title>
		<link>https://www.fisiogymsalerno.it/blog/forex-trading-for-dummies-learn-the-basics-of-2/</link>
		<comments>https://www.fisiogymsalerno.it/blog/forex-trading-for-dummies-learn-the-basics-of-2/#comments</comments>
		<pubDate>Thu, 28 Mar 2024 01:59:52 +0000</pubDate>
		<dc:creator><![CDATA[fisiogym]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.fisiogymsalerno.it/blog/?p=41214</guid>
		<description><![CDATA[The best way to do this is with a real account in a real environment. Some traders may use mini or micro accounts for this to minimise any potential losses. MT4 was specifically designed for retail forex traders, while MT5 is more oriented towards CFDs in general, as well as stocks and shares. In fact, [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>The best way to do this is with a real account in a real environment. Some traders may use mini or micro accounts for this to minimise any potential losses. MT4 was specifically designed for retail forex traders, while MT5 is more oriented towards CFDs in general, as well as stocks and shares. In fact, there have been many horror stories of naive traders signing up to unregulated brokers and not being able to withdraw their deposit or earnings. Brokers that provide ECN trading are highly popular because their pricing is based on numerous other market participants (liquidity providers) who can input the order.</p>
<p>If you bought a mini lot of a currency and it goes up 1 pip in value, your investment would be worth $1 more. Aspiring forex traders should start with a solid education, practice with demo accounts, and only risk capital they can afford to lose. Partnering with a reputable, well-regulated broker and maintaining realistic expectations are also crucial. You can start trading forex with as little as $100 to $500 funded in a mini account, but you will need significantly more capital for a standard account. Leverage from brokers can allow you to trade much larger amounts than your account balance. Brokers may provide capital at a preset ratio, such as putting up $50 for every $1 you put up for trading.</p>
<h2>THE THREE DIFFERENT TYPES OF FOREX MARKET:</h2>
<ul>
<li>Remember, success in forex trading comes with dedication, perseverance, and continuous learning.</li>
<li>FXTM offers a number of different trading accounts, each providing services and features tailored to a clients’ individual trading objectives.</li>
<li>You need to be aware, unfortunately, that nearly 70% of traders lose money.</li>
<li>Like most financial markets, forex is primarily driven by the forces of supply and demand, and it is important to gain an understanding of the influences that drive these factors.</li>
</ul>
<p>While technical analysis focuses on historical price data, fundamental analysis examines economic, social, and political factors that can influence currency values. Traders using fundamental analysis assess indicators like interest rates, GDP growth, inflation, and geopolitical events to make trading decisions. Traders use technical analysis to make informed decisions about when to enter or exit trades, aiming to capitalize on market trends and patterns.</p>
<p>Choose the cash or cryptocurrency you want to use to fund your account and follow the instructions to complete the deposit. To open your trading account and make your first currency trade on Morpher, follow the steps below. Morpher.com offers a platform that allows users to trade a variety of assets, including foreign currencies, using its unique token-based trading system. Setting up a trading account with Morpher.com is a simple process that can be completed in just a few steps. Currency traders face a range of  common mistakes and pitfalls that can lead to losses and reduced trading performance. One of the most common mistakes is overtrading, which can lead to impulsive decisions, taking on too much risk, and ignoring risk management strategies.</p>
<ul>
<li>Understanding what drives the forex market requires keeping up to date with economic and political news, as well as monitoring market sentiment and technical indicators.</li>
<li>The paperMoney® software application is provided for educational purposes only, and allows users to engage in simulated trading with hypothetical funds using live market data.</li>
<li>In the interbank market, financial firms exchange major amounts of money with each other.</li>
<li>Perhaps more Americans would trade forex if the laws on trading the instrument were not so strict.</li>
<li>Your preferred Forex broker will let you trade a certain multiple of that margin.</li>
<li>Day trading forex can be a potentially lucrative avenue to explore   – although it does take discipline and dedication to master.</li>
</ul>
<h2>Sign up for Daily Market Updates</h2>
<p>Examples of currency pairs with positive correlations include AUD/USD vs. NZD/USD and EUR/USD vs. GBP/USD. Yes, there are many brokers that offer trading with initial deposits of $100 or less. Pip is an acronym for percentage in point and represents a unit of price change in a currency pair. In most cases, pips are the smallest price increment of a currency pair and are in the fourth decimal place. A pipette is one tenth of a pip, usually in the fifth decimal place. Unlike other AIs that only analyze numbers, WarrenAI indentifies visual patterns (candlestick formations, support levels, and trends) that make or break trades.</p>
<h2>Options market</h2>
<p>It’s these changes in the exchange rates that allow you to make money in the foreign exchange market. Or in forex trading terms, assuming you’re an American visiting Japan, you’ve sold dollars and bought yen. An exchange rate is the relative price of two currencies from two different countries.</p>
<h2>History and Evolution of the Forex Market</h2>
<p>Understanding the fundamental concepts of Forex trading is crucial for anyone looking to engage in this market. Central banks and governments also participate in the Forex market, using their vast reserves to stabilize or adjust their currency&#8217;s value. Starting your journey in Forex trading can be exciting, but it’s easy to make mistakes that jeopardize your success.</p>
<p>Traders must stay informed about geopolitical developments and assess their potential impact on currency markets. Before developing a trading strategy, it&#8217;s essential to identify your trading style, whether it&#8217;s day trading, swing trading, or position trading. Your trading style will dictate the timeframe you trade on and the types of setups you look for in the market. At Forextraders.com, we do not wish this fate on anyone, but we do understand the desire to get started quickly.</p>
<p>By combining both fundamental and technical analysis, traders can get a more comprehensive view of the market and make informed trading decisions. Identifying goals and risk tolerance is crucial for successful currency trading. Goals can help traders define what they want to achieve, whether it is short-term gains or long-term growth, and can guide their trading decisions. Formulating a foreign currency trading strategy involves a strategic mix of technical and fundamental analysis, risk management, and discipline.</p>
<h2>Advanced Strategies and Trading Styles</h2>
<p>Forex is an interesting market for short-term traders, swing traders, and long-term investors. The market lends itself well to both technical and <a href="https://g-markets.net/helpful-articles/forex-trading-for-beginners-dummies/">forex trading explained for dummies</a> fundamental trading strategies. Being highly liquid and an uninterrupted 24/5 market also makes forex a good market for automated and algorithmic trading.</p>
<p>Key price points where the market tends to bounce or break through, guiding trade decisions. Global trading at different times of day affects both activity and how volatile the market is. Your view of the market influences all the decisions you make as a trader.</p>
<p>Forexpedia is the original online forex glossary made specifically for forex traders. Enhancing your trading vocabulary is crucial if you want to able to follow the financial markets. Not only can you use it as a reference, but it’ll help you sound really smart at parties.</p>
<h2>How much money is traded on the forex market daily?</h2>
<p>Forex trading allows for round-the-clock trading in various global sessions, distinct from stock markets that operate through central exchanges. High liquidity also enables you to execute your orders quickly and effortlessly. One critical feature of the forex market is that there is no central marketplace or exchange, as all trading is done electronically via computer networks.</p>
<p>When pension funds must rebalance portfolios at month-end, or when corporations need to convert currencies for business operations, they create predictable pressures on prices. These participants aren’t trying to maximise profits on their forex trades – they’re just executing necessary business. With Forex trading come great possibilities, but you need dedication, knowledge and a planned approach.</p>
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		<title>Balance of Trade BOT: Definition, Calculation, and Examples</title>
		<link>https://www.fisiogymsalerno.it/blog/balance-of-trade-bot-definition-calculation-and/</link>
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		<pubDate>Thu, 07 Mar 2024 14:57:26 +0000</pubDate>
		<dc:creator><![CDATA[fisiogym]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[The capital account, which is another part of the balance of payments, includes financial capital and financial transfers. The balance of trade (BOT), also known as the trade balance, refers to the difference between the monetary value of a country’s imports and exports over a given time period. A positive trade balance indicates a trade [&#8230;]]]></description>
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" width="251px" alt="what is the balance of trade"/></p>
<p>
<p>The capital account, which is another part of the balance of payments, includes financial capital and financial transfers. The balance of trade (BOT), also known as the trade balance, refers to the difference between the monetary value of a country’s imports and exports over a given time period. A positive trade balance indicates a trade surplus while a negative trade balance indicates a trade deficit. In general, a trade surplus is seen as a positive sign for a country&#8217;s economy, while a trade deficit is often seen as a negative sign.</p>
</p>
<p>
<p>Historically, the Balance of Trade has been central to economic theories and policies, from mercantilism in the past to free trade principles in modern times. Understanding historical perspectives helps contextualize the evolution of trade dynamics, <a href="https://www.1investing.in/balance-of-trade/">what is the balance of trade</a> policies, and global economic relationships. For its January-February 2024 period, China reported a trade surplus of $125.16 billion.</p>
</p>
<p>
<h2>Factors Influencing Balance of Trade</h2>
</p>
<p>
<p>The Balance of Trade holds immense significance as it provides valuable insights into a nation’s economic performance and competitiveness on the global stage. A trade surplus indicates that a country is exporting more than it imports, which can boost its domestic production, create employment opportunities, and contribute to economic growth. Conversely, a trade deficit signals that a country is importing more than it exports, which may lead to concerns about dependence on foreign goods, currency depreciation, and potential economic imbalances. On the other hand, a numerically negative balance of trade, also known as a trade deficit, occurs when a country imports more goods than it exports. This means that the country is spending more on imports than it is earning from exports, and it can be a cause for concern if it persists over a long period of time.</p>
</p>
<p>
<ol>
<li>Balance of trade helps in finding the net profit or loss incurred by the export or import of goods.</li>
<li>By reductio ad absurdum, Bastiat argued that the national trade deficit was an indicator of a successful economy, rather than a failing one.</li>
<li>For example, if imports fall faster than exports due to a recession killing demand that would be a situation in which a surplus can occur during a time of economic difficulty.</li>
<li>These imports encompass a wide array of products, ranging from raw materials to finished consumer goods.</li>
</ol>
<p>
<h2>Interpretation of BOT for an Economy</h2>
</p>
<p>
<p>Most of the time, goods are imported due to the competitive disadvantage of the importing country and the unavailability of raw materials to manufacture the goods. Looking ahead, the Balance of Trade will continue to be a focal point of economic analysis and policymaking, driven by technological advancements, demographic shifts, environmental considerations, and geopolitical developments. Sustainable trade practices, digital trade facilitation, and inclusive growth strategies will shape the future dynamics of global trade, influencing economic prosperity and stability worldwide.</p>
</p>
<p>
<p>A more nuanced approach acknowledges the benefits of specialization, comparative advantage, and the importance of flexibility in response to changing economic conditions. It considers the exports and imports of all goods, services, unilateral transfers and capital accounts. This is how the trade surplus obtained by maximising exports helps in the economic development of the country. The balance of trade or BOT can only indicate the country’s trade balance but is not enough to solely indicate the economic strength or weakness of the country. Looking ahead, the Balance of Trade will continue to be a focal point of economic analysis and policy discussions in an increasingly interconnected world. Technological advancements, demographic shifts, environmental concerns, and geopolitical developments will shape the future dynamics of global trade.</p>
</p>
<p>
<p>In the 1980s, Friedman, a Nobel Memorial Prize-winning economist and a proponent of monetarism, contended that some of the concerns of trade deficits are unfair criticisms in an attempt to push macroeconomic policies favorable to exporting industries. Another important thing to remember here is that the Balance of Trade is always measured in the currency of the country whose balance of trade is calculated. The Balance of trade is the difference between the country’s value of exports and the country’s value of imports for any given period.</p>
</p>
<p>
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<p>
<h2>What does Balance of Trade (BOT) mean for a country’s economy?</h2>
</p>
<p>
<p>It is calculated by subtracting the total value of imports from the total value of exports. This calculation provides insight into whether a country is running  a trade surplus or a trade deficit. A trade surplus occurs when exports exceed imports, while a trade deficit arises when imports surpass exports.</p>
</p>
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" width="256px" alt="what is the balance of trade"/></p>
<p>
<p>The balance of trade is one of the key metrics to know the economic stability of the country. It is used to find out whether a country has a favourable balance of trade or not. A trade balance is said to be favourable if the country has more exports than imports and vice versa in case of an unfavourable balance of trade. A country with a trade surplus indicates that it is highly productive and financially stable. While a country with a trade deficit indicates that it is highly dependent on imports.</p>
</p>
<p><img 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width="257px" alt="what is the balance of trade"/></p>
<p>
<p>It indicates whether a country has a trade surplus (exports exceed imports) or a trade deficit (imports exceed exports). Throughout history, the Balance of Trade has played a pivotal role in shaping economic policies, trade relations, and geopolitical dynamics among nations. Mercantilist theories prevalent in the 16th to 18th centuries emphasized the importance of maintaining a trade surplus as a means of accumulating wealth and power. Nations pursued protectionist measures, such as tariffs and subsidies, to promote exports and limit imports.</p>
</p>
<p>
<p>There is sufficient data to support one&#8217;s position in favor of or in opposition of balanced trade. Be mindful to recognize that what may be best for one country may be entirely different than another. In addition, be aware that a single country&#8217;s trade position may ebb and flow over time as it is most beneficial to its specific economic environment.</p>
</p>
<p>
<p>On the other hand, the less creditworthy a country, the higher its borrowing costs will be, and therefore its deficit will be more damaging. The balance of trade is also referred to as the trade balance, the international trade balance, the commercial balance, or the net exports. There is a correlation between balanced trade and sustainable economic growth, but it is not a deterministic relationship. Balanced trade can contribute to economic stability, reduce vulnerabilities, and promote efficient resource allocation. While aiming for balanced trade is a reasonable goal, achieving perfect balance in every instance may not be realistic or desirable for every country. Factors such as differing levels of economic development, structural characteristics, and varying stages of industrialization contribute to imbalances.</p></p>
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		</item>
		<item>
		<title>FACT SHEET: President Biden Issues Executive Order to Protect Americans Sensitive Personal Data</title>
		<link>https://www.fisiogymsalerno.it/blog/fact-sheet-president-biden-issues-executive-order/</link>
		<comments>https://www.fisiogymsalerno.it/blog/fact-sheet-president-biden-issues-executive-order/#comments</comments>
		<pubDate>Mon, 12 Feb 2024 17:44:33 +0000</pubDate>
		<dc:creator><![CDATA[fisiogym]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://www.fisiogymsalerno.it/blog/?p=4267</guid>
		<description><![CDATA[If the stock never reaches the limit price, the order would never be filled. If the stock does drop to $50 or below, with enough volume available at that price, the order will fill, and the investor will buy the stock for $50 or less. You can use a stop order as an automatic entry [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img 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" width="450px" alt="what is stop order"/></p>
<p>
<p>If the stock never reaches the limit price, the order would never be filled. If the stock does drop to $50 or below, with enough volume available at that price, the order will fill, and the investor will buy the stock for $50 or less. You can use a stop order as an automatic entry or exit trigger upon a certain level of price movement in a specified direction; it&#8217;s often used to attempt to protect an unrealized gain or minimize a loss. A stop order can be a powerful tool that when used effectively, gives traders more control over their trade objectives. Here we explain what a stop order is, how it works, why and when you might use them, and the risks of this order type.</p>
</p>
<p>
<ol>
<li>If the stock does drop to $50 or below, with enough volume available at that price, the order will fill, and the investor will buy the stock for $50 or less.</li>
<li>A buy stop is the opposite of a stop-loss order, which is triggered by a declining price.</li>
<li>This data can enable intrusive surveillance, scams, blackmail, and other violations of privacy.</li>
<li>Assume that an investor has purchased 100 shares of XYZ Corp at a price of $70/share, for a total of $7,000.</li>
<li>Using the right order type can impact these factors and make a big difference in whether your trade works the way you intended.</li>
</ol>
<p>
<p>Its primary purpose is to protect traders from excessive losses in volatile markets. By setting a stop loss order with a stop price below the entry price sell a stock, traders can ensure that if the market <a href="https://broker-review.org/ifc/">ifc markets review</a> moves against their position, the trade is automatically closed before losses spiral out of control. This type of order is particularly useful for risk-averse traders who prioritize capital preservation.</p>
</p>
<p>
<h2>Why Investors Use Stop Orders</h2>
</p>
<p>
<p>Trailing stop orders that have been designated as day orders will expire at the end of the current market session if they haven&#8217;t been triggered. But good-&#8217;til-canceled (GTC) trailing stop orders will carry over to future standard sessions if they haven&#8217;t been triggered. At Schwab, GTC orders remain active for up to 180 calendar days unless executed or canceled. A trailing stop order is a conditional order that uses a trailing amount, rather than a specifically stated stop price, to determine when to submit a market order. The trailing amount, designated in either points or percentages, then follows (or &#8220;trails&#8221;) a stock&#8217;s price as it moves up (for sell orders) or down (for buy orders).</p>
</p>
<p>
<p>Some of these Third Party Funds are offered through Titan Global Technologies LLC. Before investing in such Third Party Funds you should consult the specific supplemental information available for each product. Certain Third Party Funds that are available on Titan’s platform are interval funds.</p>
</p>
<p>
<p>Whereas a standard market order executes instantly regardless of the underlying security&#8217;s price, a stop-order and stop-limit order both execute only when a target price has been met. Please refer to Titan&#8217;s Program Brochure for important additional information. Before investing, you should consider your investment objectives and any fees charged by Titan. The rate of return on investments can vary widely over time, especially for long term investments. Investment losses are possible, including the potential loss of all amounts invested, including principal.</p>
</p>
<p>
<p>Stop orders are used to manage risk and execute trades at or near a specific price, while limit orders aim to execute trades at a predetermined price or better. In the realm of trading, the ability to manage risk and protect investments is paramount. Stop orders emerge as indispensable tools that empower traders to navigate the unpredictable waters of financial markets. A stop loss order is perhaps one of the most widely used types of stop orders in trading.</p>
</p>
<p><img 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" width="456px" alt="what is stop order"/></p>
<p>
<p>The key factor here is that if you have a market position, you need to have a live stop-loss order to protect your investment/position. In this case, you could place a stop-entry order above the current range high of $32—say at $32.25 to allow for a margin of error—to get you into the market once the sideways range is broken to the upside. Now that you&#8217;re long, and if you&#8217;re a disciplined trader, you&#8217;ll want to immediately establish a regular stop-loss sell order to limit your losses in case the break higher is a false one. A trailing stop order is a variation on a standard stop order that can help stock traders who want to potentially follow the trend while managing their exit strategy.</p>
</p>
<p>
<h2>Automated access to our sites must comply with SEC.gov&#8217;s Privacy and Security Policy.</h2>
</p>
<p>
<p>For instance, trendline analysis may reveal an ongoing “up channel,” which you could then use as a basis to get long the market. You would identify the price level of the lower trendline as an optimal point of entry and place your orders accordingly. The same goes for  Fibonacci levels, Bollinger Bands®, Ichimoku levels, and other sources of support in the up channel. A stop-limit order allows you to trigger an order at a specific stop price and then carry out the transaction only if it can be completed at a certain limit price. The risk of a stop-limit order is that it may remain unfilled or be partially filled. Traders and investors should always have a stop-loss in place if they have any open positions.</p>
</p>
<p>
<p>If the stock trades at a price of $60 to $62.50, then the stop-limit order will be executed, capping the trader’s loss on the short position in the desired 20%–25% range. However, if the stock gaps up—say, to $65—then the stop-limit order will not be executed and the short position will remain open. A stop-loss order will get triggered at the market price once the stop-loss level has been breached. An investor with a long <a href="https://forexbroker-listing.com/activtrades/">activ trades forex review</a> position in a security whose price is plunging swiftly may find that the price at which the stop-loss order got filled is well below the level at which the stop-loss was set. This can be a major risk when a stock gaps down—say, after an earnings report—for a long position; conversely, a gap up can be a risk for a short position. Both a stop-limit order and a stop-loss order are useful for traders trying to manage risk.</p>
</p>
<p>
<p>Let&#8217;s say you have a stop price of $50 on a sell stop limit order and your limit price is $45. If market conditions are appropriate and the price of a stock reaches $50 it would trigger a limit order that would only activate at the limit price of $45 or better. You can place a buy-stop order by placing a limit on the price of $26.75 per share for 50 shares. As soon as the price reaches your preset limit, the order turns into a market order and it goes through. Let&#8217;s say a trader wants to invest in the stock of Company A. The stock trades at $10 per share but they believe that stock will drop down to their desired limit of $8. A few days later, the price drops below the $8 limit, which means the trader can purchase shares until the price reaches the limit.</p>
</p>
<p>
<p>The information provided here is for general informational purposes only and should not be considered an individualized recommendation or personalized investment advice. The investment strategies mentioned here may not be suitable for everyone. Each investor needs to review an investment strategy for his or her own particular situation before making any investment decision.</p>
</p>
<p>
<h2>Types of Stop Orders</h2>
</p>
<p>
<p>There are key difference between the two that change the situation where each may be best. First, a stop-loss order becomes a market order when the price of the security hits or falls below the stop price. This means that the order will be executed at the best available market price which may be different from the stop price. In contrast, a stop-limit order becomes a limit order when the stop price is reached, and will only be executed at the limit price or better. In the above scenario, assume that the trader has a large short position on ABC, meaning that she is betting on a future decline in its price. To hedge against the risk of the stock’s movement in the opposite direction i.e., an increase of its price, the trader places a buy stop order that triggers a buy position if ABC’s price increase.</p>
</p>
<p>
<h2>At Schwab, you have several options for how long your limit order stays active.</h2>
</p>
<p>
<p>If the order is a stop-limit, then a limit order will be placed conditional on the stop price being triggered. Thus, a stop-limit order will require both a stop price and a limit price, which may or may not be the same. For example, if you want to buy an $80 stock at $79 per share, then your limit order can be seen by the market <a href="https://forex-reviews.org/">canadian forex brokers</a> and filled when sellers are willing to meet that price. A stop order will not be&nbsp;seen by the market&nbsp;and will only be triggered when the stop price has been met or exceeded. A limit order is executed at the price you specified or better, which can slightly reduce the chances of the order executing compared to a stop order.</p>
</p>
<p>
<p>The buy stop order can serve a variety of purposes with the underlying assumption that a share price that climbs to a certain height will continue to rise. This website is using a security service to protect itself from online attacks.  There are several actions that could trigger this block including submitting a certain word or phrase, a SQL command or malformed data. You don&#8217;t need to know the complicated jargon or hand signals traders used to use on the floor of the New York Stock Exchange, but you should understand the basic order types and how they affect your trade.</p>
</p>
<p>
<h2>Stop orders and price gaps</h2>
</p>
<p>
<p>Technical analysts often refer to levels of resistance and support for a stock. The price may go up and down, but it is bracketed at the high end by resistance and by support on the low end. Some investors, however, anticipate that a stock that does eventually climb above the line of resistance, in what is known as a breakout, will continue to climb. The investor will open a buy stop order just above the line of resistance to capture the profits available once a breakout has occurred. The short seller can place their buy stop at a stop price, or strike price either lower or higher than the point at which they opened their short position.</p></p>
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