<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>คลินิกจัดฟันสุขุมวิท &#187; Cryptocurrency service</title>
	<atom:link href="http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/category/cryptocurrency-service/feed/" rel="self" type="application/rss+xml" />
	<link>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com</link>
	<description>โทร 02-1152395 , 083-0212495 Email: info@bearingskytraindental.com</description>
	<lastBuildDate>Wed, 08 Apr 2026 09:28:06 +0000</lastBuildDate>
	<language>en-US</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=4.2</generator>
	<item>
		<title>Top Meme Coins Price Prediction: Dogecoin, Shiba Inu, Pepe risk further losses as Bitcoin clings to $100K</title>
		<link>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2023/07/24/top-meme-coins-price-prediction-dogecoin-shiba-inu-3/</link>
		<comments>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2023/07/24/top-meme-coins-price-prediction-dogecoin-shiba-inu-3/#comments</comments>
		<pubDate>Mon, 24 Jul 2023 17:06:58 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

		<guid isPermaLink="false">http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/?p=364406</guid>
		<description><![CDATA[The current structure on the 4-hour chart shows a series of trendline-based rejections around $135–$137, with buy-side inefficiencies unfilled near $145. If bulls manage to flip $138 into support, the next upside targets lie at $144 and then $151.50. Founded in 2014, Bitnation strives to provide reliable and accurate blockchain news, investing guides, market forecasts [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>The current structure on the 4-hour chart shows a series of trendline-based rejections around $135–$137, with buy-side inefficiencies unfilled near $145. If bulls manage to flip $138 into support, the next upside targets lie at $144 and then $151.50. Founded in 2014, Bitnation strives to provide reliable and accurate blockchain news, investing guides, market forecasts and reviews. The Relative Strength Index (RSI) momentum oscillator is a commonly used tool to identify if a cryptocurrency is oversold (below 30) or overbought (above 70). Right now, the RSI stands at 41.09, suggesting that the APPC market is in a NEUTRAL state.</p>
<p>AppCoins has been showing a declining tendency so we believe that similar market segments were not very popular in the given period. Traders also use RSI and Fibonacci retracement levels to gauge APPC&#8217;s future direction.</p>
<p>This failed breakdown could lead to forced liquidation for the short position trade and pour additional buy orders into the market. This chart shows long-term APPC crypto price prediction for the next several years 2025, 2030, and 2040. Trading and investing in digital assets is highly speculative and comes with many risks.</p>
<p>Our list features brokers with competitive spreads, fast execution, and powerful platforms. Whether you&#8217;re a beginner or an expert, find the right partner to navigate the dynamic Forex market. If the meme coin closes above $0.1710, it could reverse the downfall and target the $0.20 psychological mark.</p>
<h2>ProCap Financial Secures $750M for Bitcoin Acquisition and SPAC Merger Milestone</h2>
<p>Based on historical data and expert opinions, In 10 years AppCoins could reach a minimum and maximum price of $0.0682 to $0.0817 respectively. On the other hand, our technical analysis also suggests a minimum price of $0.0046 for AppCoins in 2026. The highest price ever recorded for APPC was $3.73, which we consider to be a key level for the price of AppCoins to potentially return to in the next bull run. As APPC is a low trade volume cryptocurrency, its price can experience higher volatility compared to more highly liquid coins.</p>
<ul>
<li>The Relative Strength Index (RSI) at 28 enters the oversold zone, signaling an intense selling pressure.</li>
<li>The uncertainty looms as geopolitical tensions between Iran and Israel show no sign yet of an exit strategy from either side.</li>
<li>The Solana price update shows strong bounce attempts, but without a clean sweep of $138 and confirmed higher highs, momentum remains uncertain.</li>
<li>Therefore, while it has the potential to rally quickly, it can also drop just as fast.</li>
<li>Nevertheless, the 9-day moving average remains below the 21-day moving average revealing that the market may gain more upwards if faces the north.</li>
<li>ApeCoin (APE) price is currently undergoing a rebound following a period of consolidation, even amidst the impact of Bitcoin (BTC) exchange-traded funds (ETFs) on other altcoins.</li>
</ul>
<h2>Japan mulls lifting Bitcoin ETF ban, slashing taxes on crypto gains</h2>
<p>The crypto market is known for its high level of volatility, making it difficult toaccurately predict future prices using traditional forecasting methods. However,technical analysis can provide valuable insights into potential price movements. Itis important to keep in mind that our predictions are based on historical data andshould not be considered financial advice. To minimize risk and maximize returns, itis imperative to consult with a qualified financial advisor before making anyinvestment decisions.</p>
<h2>AppCoins Price Forecast Based on Technical Analysis</h2>
<p>With our cutting-edge tools and analysis, you willbe well-equipped to navigate the market and achieve success in your tradingendeavors. Appc coin price prediction Don’t miss out on this opportunity to take your trading game to the nextlevel, sign up now. Over the past 7 days, AppCoins has exhibited bearish tendencies, as the coinhas experienced a decline of0.49%. Our technical analysis brings you the latest AppCoins price prediction for 2025 and beyond. We explore market trends and analyze sentiment to help you make informed decisions about your cryptocurrency investments.</p>
<h2>AppCoins (APPC) Price Prediction</h2>
<p>At the time of writing, DOGE edges higher by over 0.50% at press time on Monday as selling pressure cools down momentarily. AppCoins investors have experienced returns of over 0.15% on their investment this past week due to the bullish period APPC has experienced. After analyzing the technical indicators for APPC, we expect a slight correction could happen over the next few days. The Relative Strength Index (RSI) at 28 enters the oversold zone, signaling an intense selling pressure. However, the oversold conditions brew reversal possibilities, suggesting a potential bounce back if the broader market sell-off cools down. Traders often identify candlestick patterns to gain an edge in cryptocurrency price predictions.</p>
<p>A simple moving average (SMA) calculates the average closing price of APPC over a specific period, like a 12-day SMA. An exponential moving average (EMA) gives more weight to recent prices, reacting faster to price changes. However, the current resistance band between $135.50 and $138.80—marked by previous EQHs and institutional supply blocks—is a red flag. The price must decisively close above these levels with supporting volume to confirm trend reversal.</p>
<p>The MACD indicator dives deeper into the negative territory with its signal line suggesting a rise in selling pressure. The RSI at 28 indicates oversold conditions, as sellers dominate the trend, while a faint signal suggests a potential reversal may be around the corner. Dogecoin marked its fifth consecutive bearish closing week, experiencing a 13.81% decline last week.</p>
<h2>How much money should I invest in AppCoins?</h2>
<p>The total implied volatility averages 87.5%, reflecting expectations for a breakout or sharp directional move before expiry. The Solana price update shows strong bounce attempts, but without a clean sweep of $138 and confirmed higher highs, momentum remains uncertain. Japan&#8217;s Financial Services Agency has proposed a rule change to bring crypto assets under the jurisdiction of the Financial Instruments and Exchange Act.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="608px" alt="appc coin price prediction" src="data:image/jpeg;base64,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"/></p>
<p>Global risk appetite is increasing as the ceasefire between Iran and Israel, along with the Fed&#8217;s softer stance on crypto-related banking, takes hold. The author and FXStreet are not registered investment advisors and nothing in this article is intended to be investment advice. This means that this asset is not suited as a new addition to your portfolio as trading <a href="https://cryptolisting.org/coin/appc">appc coin price prediction</a> in bear markets, especially for less experienced traders, is always harder. It&#8217;s important to note that the content on the Bitnation website shouldn&#8217;t be considered investment advice. There is no specified amount you should invest in AppCoins, our best investment advice is to only invest what you can afford to lose. This calculation shows how much cryptocurrency can cost if we assume that its capitalization will behave like the capitalization of some Internet companies or technological niches.</p>
<ul>
<li>Volume profile shows a strong liquidity base at $127–$130 that absorbed recent selling, while resistance between $147.87 and $172.30 remains untouched since mid-June.</li>
<li>Candlesticks can represent AppCoins&#8217;s price action in different time frames, such as 5-minute for short-term and weekly for long-term trends.</li>
<li>The determination to procure AppCoins is entirely contingent on your individualistic risk tolerance.</li>
<li>Global markets, including cryptocurrencies, ticked up, boosting BTC&#8217;s recovery above $105,000 at the time of writing on Tuesday.</li>
<li>There is no specified amount you should invest in AppCoins, our best investment advice is to only invest what you can afford to lose.</li>
<li>These dynamics can be influenced by fundamental events such as block reward halvings, hard forks or new protocol updates.</li>
</ul>
<p>Therefore, while it has the potential to rally quickly, it can also drop just as fast. If you are keen to explore AppCoins price predictions for 2025, 2030, 2040, and even 2050, this is the perfect place to start. ⚠ Trading cryptocurrencies involves risk, and may not be suitable for all investors. ApeCoin (APE) price is currently undergoing a rebound following a period of consolidation, even amidst the impact of Bitcoin (BTC) exchange-traded funds (ETFs) on other altcoins.</p>
<p>Most traders prefer candlestick charts over simple line charts because they provide more detailed information. Candlesticks can represent AppCoins&#8217;s price action in different time frames, such as 5-minute for short-term and weekly for long-term trends. CoinCodex tracks 42,000+ cryptocurrencies on 400+ exchanges, offering live prices, price predictions, and financial tools for crypto, stocks, and forex traders. Bitcoin (BTC) price remains steady above a key support level, trading slightly above $106,000 at the time of writing on Friday. The uncertainty looms as geopolitical tensions between Iran and Israel show no sign yet of an exit strategy from either side.</p>
]]></content:encoded>
			<wfw:commentRss>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2023/07/24/top-meme-coins-price-prediction-dogecoin-shiba-inu-3/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>AppCoins Price, Chart, Market Cap, APPC Coin Essentials</title>
		<link>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2023/07/24/appcoins-price-chart-market-cap-appc-coin/</link>
		<comments>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2023/07/24/appcoins-price-chart-market-cap-appc-coin/#comments</comments>
		<pubDate>Mon, 24 Jul 2023 15:38:23 +0000</pubDate>
		<dc:creator><![CDATA[AOXEN]]></dc:creator>
				<category><![CDATA[Cryptocurrency service]]></category>

		<guid isPermaLink="false">http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/?p=364404</guid>
		<description><![CDATA[Before engaging in crypto trading, please consult with a financial advisor to ensure it aligns with your financial goals and risk tolerance. After analyzing the technical indicators for AppCoins, we expect a slight correction could happen over the next few days and investors should wait to buy APPC. Bitcoin price stabilizes around $105,000 on Tuesday [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Before engaging in crypto trading, please consult with a financial advisor to ensure it aligns with your financial goals and risk tolerance. After analyzing the technical indicators for AppCoins, we expect a slight correction could happen over the next few days and investors should wait to buy APPC. Bitcoin price stabilizes around $105,000 on Tuesday after a 4.33% gain on Monday, driven by easing geopolitical and regulatory concerns.</p>
<p>If you extrapolate the data projections, you can get a potential picture of the future AppCoins price for 2024, 2025, 2026, 2027, 2028, 2029 and 2030. The latest upside is driven by a sweep of sell-side liquidity below $125, triggering short-term accumulation. This area aligns with both a previous trendline touch and a Fib retracement zone, providing bulls with a key defensive point.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="607px" alt="appc coin price prediction" src="data:image/jpeg;base64,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"/></p>
<p>The analysis / stats on CoinCheckup.com are for informational purposes and should not be considered investment advice. The flow of funds from Grayscale’s GBTC has partly gone into rival spot bitcoin ETFs as investors are attracted by lower fees. Bitcoin BTC has suddenly rebounded from a crash under $40,000 per bitcoin, climbing back from what some thought was a “critical” price level. Because AppCoins has strong fundamentals and a lot of people are invested in this cryptocurrency, we predict that the future for APPC looks promising.</p>
<p>You should also be aware of the potential for loss, and only invest what you can afford to lose. However, Bitcoin Minetrix (BTCMTX) stands out as an exceptional alternative to Bitcoin. Remarkably, this token has garnered nearly $6.7 million during its presale, prompting traders to explore investment opportunities.</p>
<ul>
<li>The meme coins DOGE and SHIB hit new swing lows while PEPE breaks under a crucial support zone, putting the segment leaders at risk of further losses as selling pressure grows.</li>
<li>Appc coin price prediction Don’t miss out on this opportunity to take your trading game to the nextlevel, sign up now.</li>
<li>AppCoins investors have experienced returns of over 0.15% on their investment this past week due to the bullish period APPC has experienced.</li>
<li>The 4-hour timeframe shows a clearer picture of Solana price volatility, especially the recent CHoCH (Change of Character) near $132.40, which aligned with a demand imbalance zone.</li>
</ul>
<h2>ProCap Financial Secures $750M for Bitcoin Acquisition and SPAC Merger Milestone</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="602px" alt="appc coin price prediction" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/4gHYSUNDX1BST0ZJTEUAAQEAAAHIAAAAAAQwAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlkZXNjAAAA8AAAACRyWFlaAAABFAAAABRnWFlaAAABKAAAABRiWFlaAAABPAAAABR3dHB0AAABUAAAABRyVFJDAAABZAAAAChnVFJDAAABZAAAAChiVFJDAAABZAAAAChjcHJ0AAABjAAAADxtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAgAAAAcAHMAUgBHAEJYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9YWVogAAAAAAAA9tYAAQAAAADTLXBhcmEAAAAAAAQAAAACZmYAAPKnAAANWQAAE9AAAApbAAAAAAAAAABtbHVjAAAAAAAAAAEAAAAMZW5VUwAAACAAAAAcAEcAbwBvAGcAbABlACAASQBuAGMALgAgADIAMAAxADb/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCAIGAusDASIAAhEBAxEB/8QAHQABAQACAwEBAQAAAAAAAAAAAAIBAwQFBgcICf/EAFUQAAAEAgQKBgUKBQIEBQIHAAABAgMEEQUSE5EGISIxMlFSU2GSB0FxcrHRCEKhs8EUFSMzNDdidHWBNTZjc7IWJRckQ6I4VoOUwoK0KEVkZXaE4f/EABwBAQEAAgMBAQAAAAAAAAAAAAABAgMEBgcFCP/EAEYRAQABAwIDAwUOBAMHBQAAAAABAgMRBCEFEjFBUWEGEyJxsQcUMjQ2Q3JzgZGhwcLwIzM10RVSsggkN0JUgpJTg7Ph8f/aAAwDAQACEQMRAD8A/nvR8eiDh6QZWhSjjIawSZeqdohcz/ZB3juojCuAcM0N0aSWTMpos0Yyk5Mpy6zUjlHl5FxvCRcbx9eK6ocbEO2wmpeDpmMTEQNHtQbaG6lRtJp6zPHNSp55TxZsw6oYqlxvCRcbxjMzM5V6GkMI4SMo5UCmBJJmk0pVZoKWNFXGWPFVXzDq6HjmKOj24mLgGo1jGh1hzMtBlI5H6qpHiPqOQ4Ui43hIuN4yqqmqcyY2w5tNR0NSMeuIgqPbgofJQ0wg51UJkRTP1lHnM+s5jhpOSiPUYxVLjeEi43jGMxOR3lP4QtUyl1LcIlmvFriCMkkRmlREWVLOeIcagaTo+jYtaqVodqkoR5FRxpSjQosZGSkLLGk5kXaUyHWSLjeEi43izMzOZTERGHYKjPl9LuxvydmHtlKWTTKKraC6kpLqIh6uBwih26PZo+MKJMm2Hma6DIzSSlpUVUjPqqnePClNJzSZkesjFWju9XzGOTpdZc0kzNvt2lo1Glt6mIpr7N49n5u7wljipKLio9LdmT7xrJM5mU9fEKPwlTBnDqeaceOHhVMpmrMslmtsy4Eqri1THRqUtRSUtRlxUYmRcbxquXq7lc3J6zu227dNuiKKekbfc7GnaSZpWPOJh2VMtEhKUoUczI5TV/3GZ/uObQWEvzQ0whSHVqh31vokrEU2zTi/cyMdEaDIiMyMiPNxGJFxvGEVVROY/fazw7jCGmYSlG4ViBhFw7EIlaUIUZHiUcz9sz/ccnBT5tcbj4WlI5qGZcS0pRuHI1pS4SlJTrVIjkQ6JmFeiJky2pUs8hh1hxlVR1CknqMTM5zKZifRy9bSEXRsTBRsfCoo2AZegUstQbL1ZyubyVqmR4+o+vEREQ8eWc+34BIuN4ypKSMpEZYinjCqZqWNnu3qZolyi1RdgxG2kHDwh11JJcMtDJtmRpUU6lYyWSkbJTkPM4VRsPH005EQsQb7aWodm1kZVzbaQhSinjkZpOU+odTIuN4VS43i1VTVGEiMOyoJpt+KdZcpBEHaQ7iSWtRJSo6uJKj1HmHf03HwFJwMXFMPQ0CbbViTDTqDVEHapOUiSWQRZjz4sZmPHSLjeEi43hFUxGFwdZ9gyMSLjeMpSmSpzzYsfEhjuADEi43hIuN4bjIDEi43hIuN4bjIDEi43hIuN4bjIAoinimWIusYkXG8BkBiRcbwkXG8NxkBiRcbwkXG8NxkASlMlTnmxY+IxIuN4DIDEi43hIuN4bjIDEi43hIuN4bjIDEi43jKkpmUpliLrAAGJFxvCRcbw3GQGJFxvCRcbw3GQGJFxvCRcbw3GQGUJI5zniIzziZFxvAZAYkXG8JFxvDcZAYkXG8JFxvDcZAYkXG8UtJESZTxpnn4huMAMSLjeEi43huMgMSLjeEi43huMgMSLjeKQkjMyOeYzz8A3GAGJFxvCRcbw3GQGJFxvCRcbw3GQGJFxvCRcbw3GQGVJIiSZTxlrEyLjeAyAxIuN4SLjeG4yAxIuN4SLjeG4yAxIuN4SLjeG4yAxIuN4SLjeG4yAxIuN4paSJUin1dYbjADEi43hIuN4bjIDEi43jlUcw0+66l1NYkw7qyxnnJBmR3kG44wDEi43hIuN4bjIDEi43hIuN4bjIDEi43hIuN4bjI7GCgYmDiYSkKSo6IRA2raluLYVUUiZHnlI5kOuHJo0oY6RhijJWFsi1rZqsynP9hv080xcjPXMY7vt26fcwuZ5ZwfNlJfJvlvzfE/J5VrayVUlrrSkOMADXVNM45Y/HP5QyjPa7LBp1hin4B6KWlDSHkqWpWYiHZxFIQFMQamDWlpy1hmjeeMiW4RG5WWqWqZF2EQ83kdZncGRrVcMc9hMZ3etg42jY9ZLRYMtsUk06SXVJSZQyUy68+IimRdY5dFx0K4UM65FNQptNvIabtkGhwzadqrlnQqZpLHnMyHh8jWq4MjWq4WKk5XrWqZKGXEJTHIQ8dGHbKSopLiZ5yMsRqlIplqMeUUpC0mtZrN1SpmZniMvOYnI1quDI1quEmcrEYeuhI6HNitBOwsPE/NBNoqqSiTtvOUz9arrOch0lPu0e9Sjy4UiNNk2RqaIiQp4kJrqLgaqxjrMjWq4MjWq4WZzGCIw9fQsXQCG4BMYpJOpo2LQtRrSSCUdpVIylOtjKWPUMrozBtht9xtME+/8pfOGZXFGSFszbqVjJRSkk1mWMjMyxzzDx+RrVcGRrVcHMnK9pE/6bNptpPydcNC2li6bx2hGT5mlFWeNJpPPKcscyHlqZUwql41UMolNHEOGgyOZGmscsY4mRrVcGRrVcEzlYjD3fRdSeDFHUkTuEsKl+GJCyMjbrklZyko09eKZDp8O4uiIymoh6hoewhluqU02ZSNKOzqmeOXUPOpNKTmlayPWQHUM5mpRn2CZ2w+dRwyijXVa7mnMxjGfR+7vcqh0wS6Th00iZFDmvLrGZJ4Tl1TlPgPVUHAYJRNIIVhJSEBCuJhFzZSS7Jbx1qpmbaVEUiqnLERnLiPFZGtVwtwmyMpGrRLq4DC5Tz0TRE4z2w+zpr0ae9TdmmKsdk9J9eMPTU9RuDrDVFrwapSCijaZNUU4o1Ea3LSUzQ4lOvRIjxFMxzY97BqJhox1mEo5LbKXGTNBJQ44tCUE2tJFjKsquZ1Sljx5iHicjWq4MjWq4afe/TNU7Ob/iUZqmm1TEVY2jpGIxtnPXt7+99FhYTAJ8oxuLKFYZdikElbbiZst/RTIqxmvrcIjKZZ62Yh11Lw2DrdH0k1CJhkKxPocS4ytSFGSJMFIpnLHlJPtmPF5GtVwZGtVwxp0s0znmltucWpuUcnmaY67xHfn+/72x3EG3QqqNQcSoiiTbiNUpyKrPrnnliHq4iDwFh6JbhaLioKJU5Amb0bWkttxK3JmaHUkeVkFJJTIiLHjmfzzI1quFoJs0rxqxJ1cSG29a87jeYw4ej1kaPnzRFXNtmeseruz27Z7ph7LBaBwdaYQ3T6qOWg3VW6lOkaymTRtEkyOcsa60uM8xDtIWGwJU5ClHootKVEko+q4REl+bdUkVT0JGqtVxaWoh82yNargyNarhpr0s1zM88/v9+xzbPF6LNEUeZpnHf+e37zV37fR4GGwOU8384N0URGgijCJxJEl+o3UJFU9A1GqtVxaXAeXjGqMXhDDtEmFShTKCiCbUkmieqZUjLJIp6sUx0GRrVcGRrVcM7VibVXNzTLRq+IxqrXm4txTvnMdf3+cz3vXYOUPgguhqSLCCnYWFpCbaWyUTizZRaIrKTUSaVqNJqxTxSu2RVHYON4RxDlERNHPwXyYkwaVumaDfsUnlk4STzmeMyIq2IeNyNargyNargmxM1TVzzv2dnZ/Yp4jRFqi35mnNON4zmcZ6zMz393ZHZEQ+kxkNgXbxBUaiizRVM6PruFJT0nKxOVjnV0atbFiTrMZiobAm3jPm1FFGgpnR1dwpKcmuuS6xzqkUqtbFoy6x83WTZKxGrMXVwE5GtVw1e85/zz+/37XL/xumc/wKfu9fTbx29VPdv6/C9rBpuDdOg0wdlbo+TKaURuGU3LStjrS0JT6pS6xwGIWiH3qPbjIuEhaNNKDefIjU6SqpmojJJGvGeLMZFiHn8jWq4MjWq4ci3a5KJozPr7XzdRq4v34vckRjs7O/G2Nuz1dr3mEdD4DWNKJwfpiAci3KQQUM0SnUpZYmZVUqWkkqLMZqM+q/bRlHYENUBArYj6Ni6UM1HEFEGtMpqamkyWRJklNoRGRnM5mWOUvn2RrVcGRrVcNPvWrlinnn9xj7nO/wAXt+dquxp6IzGMRE7b5zG84nszvttERD6TQ0NgWZtuxzVHKSRvpaQTiCWtqu1UUqZ1Zkk1mdaStKWYpdbRi6FdTC0epiiF2SHomIfcQ2lSmyOSGEmcprOrOseMq/AeLQTZpXjViTq4kIyNargjS9fSn9//AKTxiPRiLVMY6+PTw8PuciHKBtnCjjeQkp1SZJKsc+uZ5h6en4KhFQ8IqiPm0nGnKxFakVoxVaJNfHjVXNcyzyn1EQ8hka1XBka1XDdXbmqqKs9HAs6qm1bqtzRE82N+2MPax6qJgImPYZh6IfUZMQ7Jmhs0OOmZEt5JpPJRJJ4plpEZkOclGBSYmOg6Qh4JuxskpiG1INMQs6qZpJJnUTWJSzl6p48ciHzzI1quDI1quGqdLmPhT+8f2c6ni/LVM+bpnwnfv8PH8Mdsvc0+xg4pVJqgGaPZY+SJU19I2biXyMsRVDljLZKWPKxjooxujkUZRPyknkIXDOLrMoSZqctVEczOXUlI6PI1quG11c0obNxw0JKaUnmIzzyIZ0WJoiI5v3jDRf19N+qqrkiMx+rPg9XTFH4PvRUAll2BZhkRB2ymHU1jgzU2SFHjxuSNZnPHrzDZFtYLQkVGm1CwjxmcK8y2p9J2c1yU0Sk5BlVkZnIzx4+ufi8jWq4MjWq4Yxp5xEc07f3yzniVM1VVRapzP4bTG232+v8AD1dLQVFHB0m9R5MKhyaZeaUkim2tThlVmWsjVixaJYsQ8mNhOqS0pknnCbUZKUgjyTMsxmU+J3iMjWq4bbdE24mJnLh6q/TqKoqpp5duz1zP5sAM5GtVwZGtVw2OMy363dMSNjdTKxq0T6hGRrVcAwAzka1XBka1XAMAM5GtVwZGtVwDApzMju/ExjI1quFuVJIxq0dXEwGsBnI1quDI1quAYAZyNargyNargGBTekfdV4GMZGtVwtupWPGrRV1cDAawGcjWq4MjWq4BgBnI1quDI1quAYAZyNargyNargGV6KOz4iRsXUqoxqzauIjI1quAYAZyNargyNargGAGcjWq4MjWq4BgBnI1quDI1quAYAZyNargyNargGBTml+xeAxka1XCnKlbOrMXVwAQAzka1XBka1XAMDm0T9e/+Vf92ocPI1quHNoqpbPyM/sr/V/TULHVJcEB2lB/JZxPyxcOlo2jI7UiM5yORl1nj1Y83VMejplWC7pOlR64BslNqSssUyUeJsyMi7DOrmLEeMjFiMwkziXiAHsoD/TjMKll56j1vJQgmlmRGVclHamqZYyNOjPWUsY3NvYKTMyOBJFZKmiUkpkz9HaJVi0tOU8erOQvL4nM8OA9pEO4M/JjsDgpkpRykmt8nNCqpd+tL8X7DxYxmMLE5AAdrQ9ClGIcpCkXThaNhsbzxllLPqbbI9JZ9RZizniIRWtGDtMuUK5hCiBUdHtKqLerpxY0pnVnWlWWkq0pTURTmY64dzS+FNIUjClQ8K67CUM0qsxR6HDs0mXrK2lnnNR5z1FIi6YAAAAAAAAAAAAAAAAAAAAAAAABTmdPdLwEinM6e6XgAkAAAAAABSNFzu/EhIpGi53fiQCQAAAAAAAAAU5pF2F4CRTmkXYXgJAAAAAAABSNFzu/EhIpGi53fiQkAAAAAAAAU5nT3S8BIpzOnul4AJAAAAAAAAABTfrd0xIpv1u6YkAAAAAAAAU5mR3fiYkU5mR3fiYCQAAAAAAFN6R91XgYkU3pH3VeBgJAAAAAAAAABS9FHZ8RIpeijs+IkIIAAAAAAAAAAAAAAU5pfsXgJFOaX7F4AJAAABzaJ+vf/Kv+7UOEObRP17/5V/3ahY6pLhAACKAAAAAAAO9whwypfCWj6LoykLJMPRDVkwluv1pSkzOsoyIzJCcSZJxGcpmZn0Q9hB4FIiYNiJ+ZMKl2raV1mqPSpCplOaTrYy1GA8eA9jSGAMS1RkRHQlEU60pgq3/PMtMJUREalVSNdZZkklHJJGciMzxDxwDJEiWM1XDMm9pVwkAFSb2lXBJvaVcJABUm9pVwSb2lXCQAVJvaVcEm9pVwkAFSb2lXBJvaVcJABUm9pVwSb2lXCQAVJvaVcEm9pVwkAFSb2lXCnCbmWUrRLq4DWKczp7peABJvaVcEm9pVwkAFSb2lXBJvaVcJABUm9pVwpBN1XMpWjq4kNYpGi53fiQBJvaVcEm9pVwkAFSb2lXBJvaVcJABUm9pVwSb2lXCQAbHCbrZ1Zi6uAmTe0q4HNIuwvASAqTe0q4JN7SrhIAKk3tKuCTe0q4SADYgm6rmUrR1cSEyb2lXAjRc7vxISAqTe0q4JN7SrhIAKk3tKuCTe0q4SACpN7SrhThNzTlK0S6uA1inM6e6XgASb2lXBJvaVcJABUm9pVwSb2lXCQAVJvaVcEm9pVwkAGxBN5WUrRPqEyb2lXA363dMSAqTe0q4JN7SrhIAKk3tKuCTe0q4SACpN7SrhThNyRlK0dXExrFOZkd34mASb2lXBJvaVcJABUm9pVwSb2lXCQAVJvaVcKbJuseUrRV1cDGsU3pH3VeBgEm9pVwSb2lXCQAVJvaVcEm9pVwkAFSb2lXBJvaVcJABsWTdVGNWbVxEyb2lXAvRR2fESAqTe0q4JN7SrhIAKk3tKuCTe0q4SACpN7Srgk3tKuEgAqTe0q4JN7SrhIAKk3tKuFOE3W0lZi6uA1inNL9i8ACTe0q4JN7SrhIAKk3tKuHNookWz8jVP5K/1f01DgDm0T9e/+Vf92oWOqS30IzCvfKUxiWSasjm4syJSDkcpY9eoj6iHeR9F4PtNPlBOwyyWlWJTia7Ryk3IyOR1jKZnqVjkPHgLE4Jh7KjqPoFMIhMSmCU+hCLOs6RktdYydJRkcpEmZl2FKY3NwGCszqlBmglJsjU7jUydnXUePSKa5defPIh4cBebwTl8XtIiCwaRDGbKYRRkpRTtCn8nqKNK8+nWlx4DxYAMZnKxGGyGYXFRDUK2aSW8tLaTWokpIzORTM8RFxH0WPwOhKEdRARWC9FRbqGkmp48Ikw5rOUjM23TQtOMjzpLFIymRkY+bAIr3FLLeoego1mi6KYotuLJDcQcLhG3EWia2ippCzNZftizjw4AAAKIkSxrO4Kre2fKAkBVVvbPlCq3tnygJAVVb2z5Qqt7Z8oCQFVW9s+UKre2fKAkBVVvbPlCq3tnygJAVVb2z5Qqt7Z8oDCUqUokpIzMzkRF1mDiFtLU04k0rQZpUk85GWchvgyb+WMZZ/WJ9XiN1Mk387x2Wf2l31fxGDXz/wATk8MuCKczp7peAVW9s+UW4Tcyyz0S9XgDY1AKqt7Z8oVW9s+UBICqre2fKFVvbPlASKRoud34kFVvbPlFoJuq5lno7PEgGoBVVvbPlCq3tnygJAVVb2z5Qqt7Z8oCQFVW9s+UKre2fKAOaRdheAkbHCbraZ5i9XgJqt7Z8oCQFVW9s+UKre2fKAkBVVvbPlCq3tnygCNFzu/EhI2oJuq5lno7PEhFVvbPlASAqq3tnyhVb2z5QEgKqt7Z8oVW9s+UBIpzOnul4BVb2z5RbhNzLLPRL1eADUAqq3tnyhVb2z5QEgKqt7Z8oVW9s+UBICqre2fKFVvbPlAG/W7piRsQTeVlnon6omq3tnygJAVVb2z5Qqt7Z8oCQFVW9s+UKre2fKAkU5mR3fiYVW9s+UWsm5Iyz0dniYDUAqq3tnyhVb2z5QEgKqt7Z8oVW9s+UBIpvSPuq8DCq3tnyimybrHlnoq9XgYDWAqq3tnyhVb2z5QEgKqt7Z8oVW9s+UBICqre2fKFVvbPlAF6KOz4iRsWTdVGWebZ4iare2fKAkBVVvbPlCq3tnygJAVVb2z5Qqt7Z8oCQFVW9s+UKre2fKAkBVVvbPlCq3tnygJFOaX7F4BVb2z5RTiW62meYvV4ANYCqre2fKFVvbPlASObRP17/wCVf92ocSq3tnyjm0USCefkszP5K/1f01Cx1SXAAdnQrEM+UUmLJhLdir6Rw5GhUjkZY559RGeYusd7G0Xg03BEmjoqDia0PJTtdSVE5LIMiXVMjNWfFiIWIyTOHjwHsqPo6gUwiExJQSn0oTZ1niktysZOko5ykSZmX7SmN7cBgsZmaSgzQSkm0ancamTqV1Kx6RTXLrxHnkQvKnM8MA9pEQODaYY1MphDMlKKdoU/k9RRpXn060uPAeLGMxhYnIO4ojBtVJwaqQiqWgaNhjd+TtORZrk67KZpTUSo8RGUzORFMseMdOPZR2E+A8bCQEMeC1MEijmCbaYOlm7BSzxrWpJQ5KOsrGeVOUinIiEUwjojBSgYiMcN4nnzQTENRqDXXh3CSRKW+syqnI5mVQzJRmR4k4j8aOXS1JxFMUjEUnFJQlyIXWNKCklJdREWoikRdg4gAAAAAAAAAAAAAAAAAAAADdBfbGP7qfEhupn+MR35l3/IxpgvtjH91PiQ3Uz/ABiO/Mu/5GDTP86PVPthwxTmdPdLwEinM6e6XgDckAAAAAABSNFzu/EhIpGi53fiQCQAAAAAAAAAU5pF2F4CRTmkXYXgJAAAAAAABSNFzu/EhIpGi53fiQkAAAAAAAAU5nT3S8BIpzOnul4AJAAAAAAAAABTfrd0xIpv1u6YkAAAAAAAAU5mR3fiYkU5mR3fiYCQAAAAAAFN6R91XgYkU3pH3VeBgJAAAAAAAAABS9FHZ8RIpeijs+IkIIAAAAAAAAAAAAAAU5pfsXgJFOaX7F4AJAAABzaJ+vf/ACr/ALtQ4Q5tE/Xv/lX/AHahY6pLhAACKAAAAAAAO2oPBWnsIzMqGgSf+lSyU3kN1nFaKSrqKZnqIdSPQYALX/rfB5uudT51hVVZ4p2iccgHXUtQNK0HY/OUMltMQRqaWh1DiVkRyOSkGZYj6pjgCjccUhLalqNKJ1UmeIp55CQGSJEsazuGZI2zuEgAqSNs7gkjbO4SACpI2zuCSNs7hIAKkjbO4JI2zuEgAqSNs7gkjbO4SACpI2zuCSNs7hIAORBkj5Yxln9Ynq4jdTJI+d47LP7S71fiMceC+2Mf3U+JDdTP8YjvzLv+Rg0z/Oj1T7YYpOATRse9Am/XNlVWtVlMaHCRNOWeiXVwHYYU/wAwR3934EOtczp7peAxtzM0xMuZqaIt3q6KekTMfiSRtncEkbZ3CQGTSqSNs7gkjbO4SACpI2zuFIJFVzLPR1cSGsUjRc7vxIAkjbO4JI2zuEgAqSNs7gkjbO4SACpI2zuCSNs7hIANjhIrFlnmLq4CZI2zuBzSLsLwEgKkjbO4JI2zuEgAqSNs7gkjbO4SADYgkVXMs9HVxITJG2dwI0XO78SEgKkjbO4JI2zuEgAqSNs7gkjbO4SACpI2zuFOEiacs9EurgNYpzOnul4AEkbZ3BJG2dwkAFSRtncEkbZ3CQAVJG2dwSRtncJABsQSMrLPRPqEyRtncDfrd0xICpI2zuCSNs7hIAKkjbO4JI2zuEgAqSNs7hThIkjLPR1cTGsU5mR3fiYBJG2dwSRtncJABUkbZ3BJG2dwkAFSRtncKbJFY8s9FXVwMaxTekfdV4GASRtncEkbZ3CQAVJG2dwSRtncJABUkbZ3BJG2dwkAGxZIqoyzzauImSNs7gXoo7PiJCCFSRtncEkbZ3CQAVJG2dwSRtncJABUkbZ3BJG2dwkAFSRtncEkbZ3CQAVJG2dwpwkVtM8xdXAaxTml+xeABJG2dwSRtncJABUkbZ3DmUUSbZ+SjM/kr/V/TUOCObRP17/5V/3ahY6pLdQ0KxFJiifhicJDKlJWazTUURGZZj6zxY56uuY7qLoGjm2ogigSbdJEjk6cmnKhGVWZ4yNRmnHPMcpDyQTMWJJh7Kj8HqIVCIOKh0qfQhCiSbxlbLNRk4k5HiqFjxSzY5jc3g7g6ZmRNpWlKkkhRvmVq0dnWcPHnTWVmxYsZYjHhwF5o7k5Z73tIigKBahzW2ylRkpSDO2P6qoo0vSnnMyItXAeLABJnKxGAcqjKVpOhI9mlKGpGJgY2HOszEQzqm3GzlKaVJMjLEZ5hxR7+gMBYTCfAJcbQ8E67TiYlSEpU6SbQkrbI6szJMpPIKWkajxGZYhirwsVFxUdEuxsbEOxEQ+s3HXXVmpa1GczUZnjMzPrGoetwpwbwfofB2joujKSKMjlPrho1TTpraJ1KUqUksgixViIjSpRKxnMh5IAAUSUmX1iSv8AIKid6n2+QCQFVE71Pt8gqJ3qfb5AJAVUTvU+3yConep9vkAkBVRO9T7fIKid6n2+QCQFVE71Pt8gqJ3qfb5AJAVUTvU+3yConep9vkA2QX2xj+6nxIbqZ/jEd+Zd/wAjGuDQn5Yx9Kn6xOvX2DdTKE/O8d9Kn7S71HtHwBon+dHqn2w3YU/zBHf3fgQ61zOnul4DtMKEJ/1BHfSJ+s46i4DrnUJmn6VOiXUersGFr4FPqc/WfGLn0p9rUAqonep9vkFRO9T7fIZuOkBVRO9T7fIKid6n2+QCRSNFzu/EgqJ3qfb5C0ITVc+lTo8dZcAGoBVRO9T7fIKid6n2+QCQFVE71Pt8gqJ3qfb5AJAVUTvU+3yConep9vkAOaRdheAkbHEJrF9KnMWvV2Caid6n2+QCQFVE71Pt8gqJ3qfb5AJAVUTvU+3yConep9vkAI0XO78SEjahCarn0qdHjrLgIqJ3qfb5AJAVUTvU+3yConep9vkAkBVRO9T7fIKid6n2+QCRTmdPdLwConep9vkLcQmafpU6JdR6uwBqAVUTvU+3yConep9vkAkBVRO9T7fIKid6n2+QCQFVE71Pt8gqJ3qfb5ADfrd0xI2IQnK+lTonr8hNRO9T7fIESAqonep9vkFRO9T7fIFSAqonep9vkFRO9T7fIBIpzMju/EwqJ3qfb5C1oTJH0qdHjrPgA1AKqJ3qfb5BUTvU+3yASAqonep9vkFRO9T7fIBIpvSPuq8DConep9vkKbQmsf0qdFWvUfABrAVUTvU+3yConep9vkAkBVRO9T7fIKid6n2+QCQFVE71Pt8gqJ3qfb5AC9FHZ8RI2LQmqj6VObjr7BNRO9T7fIISEgKqJ3qfb5BUTvU+3yBUgKqJ3qfb5BUTvU+3yASAqonep9vkFRO9T7fIBICqid6n2+QVE71Pt8gEinNL9i8AqJ3qfb5CnEJrfWpzF1Hq7AGsBVRO9T7fIKid6n2+QCRzaJ+vf/Kv+7UOJUTvU+3yHNopKSefMnEn/wAq/iKe7VwFjqkuAA7WgYKFjVvtxjRWZNmZumoyszkcjzyvnq6x31JYPUM1DKOGYSTpocJRE8Z2SiUZNGWP1yJJ49eKQsU53Jqw8YA9lR+D1EqhEHFMJU+htBpSb0rZZqMnEnI8VQseLVjmNzeDmDxmckJWlKkkhVsZWjR2dZzPnTWVmxYsZYjF5JTmh4cB7OIwfoJuHNbbSVGSlIM7U/qaijS9KeczIi1cB4wYzGFicg+m0lhEvAjAugILBalUppKLacXFvtmgzQg1IcIklM5TUZEZnI5s4iLOfzIZWhbZkTiFJMymUyliEV7J3CjByl8Eo6CpijUM0up/5Q07CNmhLjhEREo0kdROI11pEU8iUjI5+MAAAAAAAAAAAAAAAAAAAAAAG6C+2Mf3U+JDdTP8YjvzLv8AkY0wX2xj+6nxIbqZ/jEd+Zd/yMGmf50eqfbDkYU/zBHf3fgQ61zOnul4DssKf5gjv7vwIda5nT3S8Bha+BHqc7WfGLn0p9qQABm44AAACkaLnd+JCRSNFzu/EgEgAAAAAAAAApzSLsLwEinNIuwvASAAAAAAACkaLnd+JCRSNFzu/EhIAAAAAAAApzOnul4CRTmdPdLwASAAAAAAAAACm/W7piRTfrd0xIAAAAAAAApzMju/ExIpzMju/EwEgAAAAAAKb0j7qvAxIpvSPuq8DASAAAAAAAAACl6KOz4iRS9FHZ8RIQQAAAAAAAAAAAAAApzS/YvASKc0v2LwASAAADm0T9e/+Vf92ocIc2ifr3/yr/u1Cx1SXCAAEUCZgABMwAAAfWaf/wCKb7jDtJYM0UskINCTboaHjlEZqXWKstDhpqqI0mgjIk4iJJEPkw9phPh1QdORMM+1gfDrsWEsmqKin1KIiM5JKo4kqqSMiKZTOUzMJG3CejML4nBo6SpHBmBgIKHeStS00bCwkSeJKJmTbaFG3XVLVNRTmZDww7ekMISjKM+aYSi2YCHN4n1IYiYhSFKIjKZoccUmePPKeLOOoAUSUy+sIv2MKid6m4xIAKqJ3qbjConepuMSACqid6m4wqJ3qbjEgAqonepuMKid6m4xIAKqJ3qbjConepuMSACqid6m4wqJ3qbjEgA5EGlPyxj6RP1ieo9Y3UylPzvHfSJ+0u9R7RjjwX2xj+6nxIbqZ/jEd+Zd/wAjBon+dHqn2w5WFCU/6gjvpE/Waj1EOucQmafpU6JdR6hz8Kf5gjv7vwIda5nT3S8Bha+BHqc/WfGLn0p9pUTvU3GFRO9TcYkBm46qid6m4wqJ3qbjEgAqonepuMWhKarn0idHUeshqFI0XO78SBConepuMKid6m4xIAqqid6m4wqJ3qbjEgAqonepuMKid6m4xIANjiU1i+kTmLqPV2Caid6m4wc0i7C8BICqid6m4wqJ3qbjEgAqonepuMKid6m4xIANqEpqufSJ0dR6yEVE71NxgjRc7vxISCKqJ3qbjConepuMSAKqonepuMKid6m4xIAKqJ3qbjFuITNP0qdEuo9Q1CnM6e6XgCFRO9TcYVE71NxiQBVVE71NxhUTvU3GJABVRO9TcYVE71NxiQAbEJTlfSJ0T6jE1E71Nxg363dMSCKqJ3qbjConepuMSAKqonepuMKid6m4xIAKqJ3qbjFrQmSPpU6Oo9ZjUKczI7vxMAqJ3qbjConepuMSACqid6m4wqJ3qbjEgAqonepuMU2hNY/pU6Kuo9RjWKb0j7qvAwConepuMKid6m4xIAKqJ3qbjConepuMSACqid6m4wqJ3qbjEgA2LSmqj6RObUevsE1E71NxgvRR2fESCKqJ3qbjConepuMSAKqonepuMKid6m4xIAKqJ3qbjConepuMSACqid6m4wqJ3qbjEgAqonepuMU4hNb61OYuo9Q1inNL9i8AConepuMKid6m4xIAKqJ3qbjHNopKSefMlkf/ACr+KR7tQ4A5tE/Xv/lX/dqFjqkuRQlGNUgxGrdhnlJYbJVqhUiQZnIiMpY5nLrKREZjv6ZwQouCQ6cGUS5NtRoUasSFJmUjKrM6xlIs2PNMpDxiVrSRklaiI88jzjJuuHObijnnxixMY6JMTl66jsE6PehEOxTMVaoQhakEuqbpqUaVJSUsRoznnzHmG9vA6iDM0mcSsm1JRWS4RE4lVT6UsWJKa5zz5s5DxVq4UpOKxZsYWjmL6RWIpFj6gzHcYnvewiME6JZhzcIolRkpTU65SkSDUT2bRMylL2jxoq0clK0Vmln6tQkSZysRMdQd1g5gZhLhYp35io22bYlavuvNsMtmeYlOuqSgjPqIzmY6Ufa8AzLCTo1/07QdIMwzzDUS1Hw50emLWtxx5taHybIlOSqIqV20maTSRHIlTElXySnKApnBuPVRtOUe7CRCSrElZEZKSeZSVFMlJPqURmR9Rjrx9X6bqRbVD0ZQ0bSTEbSjETERKrJhDPyaHcS2SGjQjJbM1IWuoWNNfHIzMh8oCNwAUTZmU6ybwsz20cwCQFWZ7aOYLM9tHMAkBVme2jmCzPbRzAJAVZnto5gsz20cwCQFWZ7aOYLM9tHMAkBVme2jmCzPbRzANkF9sY/up8SG6mf4xHfmXf8AIx9W9GCj4OMw+i246Gh4lCaNcUSXEEsiO0RjkY+s4Q0LRH/HzBaHKi4ImXaKiluNWCKq1TXjMpSM+I42p1Eae3VcmM8sTP3Pi8N4lHEvK6x5MxTiq7iOfOYjPh/9vyxhT/MEd/d+BDrXM6e6XgP0b6W1GUfBwuDTkFBQsOtx2LrqbbSg1yJqUzIsY/OrjZzLLRol18Br4dqo1mmpvRGM/ls735VcIq4Fxe9oaq+aaZic4x8KIq6b9M4agFWZ7aOYLM9tHMOa68kBVme2jmCzPbRzAJFI0XO78SCzPbRzC0NnVcy0aOviQDUAqzPbRzBZnto5gEgKsz20cwWZ7aOYBICrM9tHMFme2jmAHNIuwvASNrjZ1iy0Zi6+AizPbRzAJAVZnto5gsz20cwCQFWZ7aOYLM9tHMAI0XO78SEjahs6rmWjR2uJCLM9tHMAkBVme2jmCzPbRzAJAVZnto5gsz20cwCRTmdPdLwCzPbRzC3GzmnLRol18AGoBVme2jmCzPbRzAJAVZnto5gsz20cwCQFWZ7aOYLM9tHMAN+t3TEjahs8rLRon1iLM9tHMAkBVme2jmCzPbRzAJAVZnto5gsz20cwCRTmZHd+JhZnto5hbjZyRlo0driYDUAqzPbRzBZnto5gEgKsz20cwWZ7aOYBIpvSPuq8DCzPbRzC22zrHlo0VetwMBqAVZnto5gsz20cwCQFWZ7aOYLM9tHMAkBVme2jmCzPbRzAC9FHZ8RI2rbOqjLRm18RFme2jmASAqzPbRzBZnto5gEgKsz20cwWZ7aOYBICrM9tHMFme2jmASAqzPbRzBZnto5gEinNL9i8Asz20cwpxs62mjMXrcAGsBVme2jmCzPbRzAJHNon69/8q/7tQ4lme2jmHNopEnnzrJP/AJV/Mf8ATULHVJcAB2tC0Y1SDEYt1hyqw2SrYlSS2ZnIiMpY5nLsIjMdxHYJQkGy8aDdeNSFmytJmVU0lLKSZesojIi4lKYvLM7mY6PJAPX0dgpR70Gh2KaibVCELUglVTdNSjSpKSliNGc8+Y8w3t4H0QalJM4hZNrS3WS4UnEqqfSlixEmuc+zqDklOaHiQHsojBSimYc3ElEKMlKZnXKUiQpRPZtEzKUvaPGiTGFicgylSkHWSoyMusjGAEUzgAAAAAAAAAAAAAAAAAAAAAAPs/oqfeFGfpbnvGx9fwi/8QuCX6RFf/MfIPRU+8KM/S3PeNj6/hF/4hcEv0iK/wDmPmcT+L3foz7HUPJf/i3oPXQ8f6YP2LBb+7F+DQ/PFMQCaPeh20uGu1hGIiZlKRrbJUv2mP0P6YP2LBb+7F+DQ+BYU/a4H9MgvcJHG4DMxorUfS9r3P3SaKZ8odXXPWPNfjbh0wAA+487AAAAUjRc7vxISKRoud34kAkAAAAAAAAAFOaRdheAkU5pF2F4CQAAAAAAAUjRc7vxISKRoud34kJAAAAAAAAFOZ090vASKczp7peACQAAAAAAAAAU363dMSKb9bumJAAAAAAAAFOZkd34mJFOZkd34mAkAAAAAABTekfdV4GJFN6R91XgYCQAAAAAAAAAUvRR2fESKXoo7PiJCCAAAAAAAAAAAAAAFOaX7F4CRTml+xeACQAAAc2ifr3/AMq/7tQ4Q5tE/Xv/AJV/3ahY6pLiJccQRkhakkrORHKYWrpzm6vHKeUeOWYSAiqtnSlJ1eKcso8U84WrpSInF4ikWM82oSACrV2UrRUpVc55tQkAAB6DBTBX58U7SFJRJQVDwWVFRBmRKVIjOzaIzKu4ZEZkktRmeIefH0mkcI6COi4d1MZDOUMxDk3B0I0Rk4p4jrH8onmkqZm6nKWRkkpFOqka8JomiXMHniiaOhoWjiSTeD7TBTeWtKiJbxqMkqNpRTrGsjmvEmUjl86HLpalY2mo92kaQdJbzp+qkkpSRYiSlJYkpIsREWIiHEAUSJlOsm8LP8abxIAKs/xpvCz/ABpvEgAqz/Gm8LP8abxIAKs/xpvCz/Gm8SACrP8AGm8LP8abxIAKs/xpvCz/ABpvEgA+0eismXSFGHWI/wDa3Mx/1Gx9fwiL/wDEJgkcy/hEV/8AMfH/AEVPvCjP0tz3jY+v4Rf+IXBL9Iiv/mPmcT+L3foz7HUPJf8A4t6D10PIel+mtBYL4yL6WLznwaHwPClH/NwOUn+GQXX/AEEj736YP2LBb+7F+DQ+BYU/a4H9MgvcJHF4D8Ttf93te7e6T/X9Z67X/wAcOos/xpvCz/Gm8SA+684VZ/jTeFn+NN4kAFWf403i0IyXMtOjr4kNQpGi53fiQBZ/jTeFn+NN4kAFWf403hZ/jTeJABVn+NN4Wf403iQAbHG8ostOYuvgJs/xpvBzSLsLwEgKs/xpvCz/ABpvEgAqz/Gm8LP8abxIANqEZLmWnR18SEWf403gjRc7vxISAqz/ABpvCz/Gm8SACrP8abws/wAabxIAKs/xpvFuIxpy06JdfAahTmdPdLwALP8AGm8LP8abxIAKs/xpvCz/ABpvEgAqz/Gm8LP8abxIANjbellp0T6xNn+NN4N+t3TEgKs/xpvCz/Gm8SACrP8AGm8LP8abxIAKs/xpvFuN4kZadHXxMahTmZHd+JgFn+NN4Wf403iQAVZ/jTeFn+NN4kAFWf403im28o8tOirr4GNYpvSPuq8DALP8abws/wAabxIAKs/xpvCz/Gm8SACrP8abws/xpvEgA2LbyUZac2viJs/xpvBeijs+IkBVn+NN4Wf403iQAVZ/jTeFn+NN4kAFWf403hZ/jTeJABVn+NN4Wf403iQAVZ/jTeKcbytNOYuvgNYpzS/YvAAs/wAabws/xpvEgAqz/Gm8c2ikSefOsk/+VfzH/TUOAObRP17/AOVf92oWOqS2UTRrVIMxZrS9WZbrpWiVQjnIiVimczMiIilnn1Dt43A1NHQs4lx/5Qtg3UyRJCVJKZkcymZHmIy6x5xmLiodDjTES62h0pOJQsyJZajIs4ymOjUN2SIt9KMWSThkWLGWLgLEwTEvR0fglBxMGmJiHolKm223HUpIsolqqkSJlnSeM58cw3owKgTUpC4uIM2nEMrNJFJSl1Kq04tEq+Psz48XmCpKkSNJlSESRpNRpMnVYjPPLH19YwVI0gkkkmPiCJKTQRE6rEk85FjzcBcx3Jie96R/A+BYYNw4mINRLVD9UrRKDVXzaBylLPxHkxvOkI80mk46IqmizMrVUqmznzcBoGMzE9FjPaDsKMwfpymULcomiIuLS2clKZaNREeqZdY68fQmFUKcPRTtOUdSMbQpUUtuFTR8QTSW4wm11ic+jX9IbppMpyxGkzmnEIrwMRDxEI+uGimHGXWzqrbcSaVJPUZHmGseqw3Yeh4Sgm6Sh3mqRODUp22I7SxNxRsEs5FWUSOvVVLFKQ8qAAKJpRlMquP8RDNkvWnnLzAQAuyXrTzl5hZL1p5y8wEALsl6085eYWS9aecvMBAC7JetPOXmFkvWnnLzAQAuyXrTzl5hZL1p5y8wEALsl6085eYWS9aecvMB9k9FT7woz9Lc942PedMWGsL0f9L2DOE8bBOxbUPRbyDaaURKOspRZzxdY8L6KyFJ6Qowzl/C3MyiP/qNjnelmhSsK6EMpfw9WcyL/qKHGu2qb0zbr6TGJecafV3dB7o1nVWJxXRRFUT13imZhv6QMM6E6b8OcF8BzgI6jmoeNdZferoNSicSmRpxHIyqdZdY09PPQzQGA2C8HhJR1KUg++T0NRtR80VLNLSiJWJJHP6MuuWMx5Po/bUXTnQ6smXzkn1i2R9t9K1Jq6NoQil/Fmc5y/6To69XVVodZptNYnFEx09czl+rLNu15Q8C4rxfiFEV36asRVjGOWmmKdo22jwfkYBdkvWnnLzCyXrTzl5jtTxpAC7JetPOXmFkvWnnLzAQKRoud34kM2S9aecvMUhpdVzGnR2y1kA1ALsl6085eYWS9aecvMBAC7JetPOXmFkvWnnLzAQAuyXrTzl5hZL1p5y8wGHNIuwvASNrjS6xY05i9ctXaJsl6085eYCAF2S9aecvMLJetPOXmAgBdkvWnnLzCyXrTzl5gMI0XO78SEjahpdVzGnR2y1kJsl6085eYCAF2S9aecvMLJetPOXmAgBdkvWnnLzCyXrTzl5gIFOZ090vAZsl6085eYpxpcyxp0S9ctQDUAuyXrTzl5hZL1p5y8wEALsl6085eYWS9aecvMBAC7JetPOXmFkvWnnLzAYb9bumJG1DS8rGnRP1yE2S9aecvMBAC7JetPOXmFkvWnnLzAQAuyXrTzl5hZL1p5y8wECnMyO78TGbJetPOXmKW0uSMadHbLWYDUAuyXrTzl5hZL1p5y8wEALsl6085eYWS9aecvMBApvSPuq8DGbJetPOXmKbaXWPGnRV65ajAagF2S9aecvMLJetPOXmAgBdkvWnnLzCyXrTzl5gIAXZL1p5y8wsl6085eYDC9FHZ8RI2raXVRjTm2y19omyXrTzl5hCQgBdkvWnnLzCyXrTzl5gqAF2S9aecvMLJetPOXmAgBdkvWnnLzCyXrTzl5gIAXZL1p5y8wsl6085eYCBTml+xeAzZL1p5y8xTjS62dPV65agGoBdkvWnnLzCyXrTzl5gIHNon69/8q/7tQ4tkvWnnLzHMoptSXnzOr9lfzKI/wDpqFjqkuAA7Ci4BiNYjHHyfL5O1aWiJVU6iOZYzM5ERFLX1DtInBqCbZfW2uKJZNmpCFyOzUSCUaV4sZnORSlI9YYkzDzYD1NH4JQcTBpiIh6JSptttx1KSLKJaqpEmZeqeM58cw3owKgaykLi4gzacQys0kUlKXUktOLEkq+PszlPFeWU5oePAesfwPgWGTcOJiDUTiofqlaJQaq+bQOUpZ+I8mJMTCxOQcqCpWlKMr/NtJRUJaadg8put2yPGOKAiuREUjHxjKIeLjHnm2lKWgnFmqqatIynrkOOAAAAAAAAAAAAAAAAAAAAAAPs/oqfeFGfpbnvGxz/AEtf5roT9OV7xQ4HoqfeFGfpbnvGxz/S1/muhP05XvFDV848vufL6j6v9MvJ9H3360P+pp/xH270r/u1hP1dn3To+I9H3360P+pp/wAR9u9K/wC7WE/V2fdOjrOu/qem9Ue2X648n/khxf6dXspfkcAAdreLgAAAKRoud34kJFI0XO78SASAAAAAAAAACnNIuwvASKc0i7C8BIAAAAAAAKRoud34kJFI0XO78SEgAAAAAAACnM6e6XgJFOZ090vABIAAAAAAAAAKb9bumJFN+t3TEgAAAAAAACnMyO78TEinMyO78TASAAAAAAApvSPuq8DEim9I+6rwMBIAAAAAAAAAKXoo7PiJFL0UdnxEhBAAAAAAAAAAAAAACnNL9i8BIpzS/YvABIAAAObRP17/AOVf92ocIc2ifr3/AMq/7tQsdUlx2YuKh0Lbh4l1pLhSWlCzSSu2WcbF0nSTpqNykIlZrlWrPKOcs08fUOMALhyCpKkSNJlHxJGkzNJk6rEZ55Y+sCpGkEkRJjogiSk0FJ1WJJ5yz5uA44AN50hHmk0nHRBkaLMytVSq7OfNwGgAAB6vBjA9qk4ZqMjmYyIVFWhwsJCuNsmtDciW6485kNNkZymZHM5lizjyg+m0dGYOF0ZOLdpNpNJN0PEQSWflTZHWVHocJNkeWZmmZzLFISR4/CfBxFCqbiIRx9UM644wbcS2SH4d5uVdpwimUymUjLEZGRyLGRdEPo3SrE4PPQ6FUJSTcSuLpWLjXCTFNvZK22SJUkY0EZpViVjxD5yECibUZTmnmILJWtHOXmJABVkrWjnLzCyVrRzl5iQAVZK1o5y8wsla0c5eYkAFWStaOcvMLJWtHOXmJABVkrWjnLzCyVrRzl5iQAVZK1o5y8wsla0c5eYkAH2j0VkGnpCjDM0/wtzMoj/6jY5/paINWFdCGRp/h6s6iL/qKHX+ip94UZ+lue8bHP8AS1/muhP05XvFDV848vufL6j6v9MvK9H6FF06UOc0/wAST6xbI+2+lak1dG0IRS/izOc5f9J0fEOj779aH/U0/wCI+3elf92sJ+rs+6dHWdd/U9N6o9sv1x5P/JDi/wBOr2Uvyc/AxMNZ26CRatk6ia05STzHn4DVZK1o5y8x2uEWjRX6az4qHUDtNFXNTmXjt+3Fq5NEKsla0c5eYWStaOcvMSAyaVWStaOcvMWhpVVzGjR2y1lxGoUjRc7vxIAsla0c5eYWStaOcvMSACrJWtHOXmFkrWjnLzEgAqyVrRzl5hZK1o5y8xIANrjSq2dGYvXLV2iLJWtHOXmDmkXYXgJAVZK1o5y8wsla0c5eYkAFWStaOcvMLJWtHOXmJABtQ0qq5jRo7Zay4iLJWtHOXmCNFzu/EhICrJWtHOXmFkrWjnLzEgAqyVrRzl5hZK1o5y8xIAKsla0c5eYtxpU040aJeuWrtGoU5nT3S8ACyVrRzl5hZK1o5y8xIAKsla0c5eYWStaOcvMSACrJWtHOXmFkrWjnLzEgA2oaVlY0aJ+uXmIsla0c5eYN+t3TEgKsla0c5eYWStaOcvMSACrJWtHOXmFkrWjnLzEgAqyVrRzl5i1tKkjGjR2y1nxGoU5mR3fiYBZK1o5y8wsla0c5eYkAFWStaOcvMLJWtHOXmJABVkrWjnLzFttKrHjRoq9ctR8RqFN6R91XgYBZK1o5y8wsla0c5eYkAFWStaOcvMLJWtHOXmJABVkrWjnLzCyVrRzl5iQAbVtKqoxozbZa+0RZK1o5y8wXoo7PiJAVZK1o5y8wsla0c5eYkAFWStaOcvMLJWtHOXmJABVkrWjnLzCyVrRzl5iQAVZK1o5y8wsla0c5eYkAFWStaOcvMU40qtnRmL1y1do1inNL9i8ACyVrRzl5hZK1o5y8xIAKsla0c5eY5tFNqS8+Zmn7K/mUR/8ATUOAObRP17/5V/3ahY6pK6IopulCfScStpxpFZP0ZGg8cspUyq4zIixHMzHax2B7UHDHEJpRTldDimUnD1axtmZLJWUdXGk5Z54sw6KGpGOg2nmYWJW02+RE4lJ4lEWaY3OU7TDta0pJ9VeVaa88swsTGExOXawGCLUXCJinKTU1VQhx5JQ9aolaqqKuUVY5ynmlxG9OA6DUaF0sZKbWll2TEyJxVSqSTrY05ZTVilLMY6RNPUyg0mmkogqk5ZeaefxMYTTtMIIiTSUQRJQaCyz0cWL2FcQuae4xU7l7Axphk3F0qo1EtTEihylbpSajKdbQkWln/CPMDmqpyl1INtVIvmk0WZkavV1DhDGcdixntBlCFuLJttJqUo5ERFMzPUMD6zgfgqzgXAw+GFMrh7dTSYlpayS42wg6pkUp6ZkoplKeMkpxmakRXydxtxpamnUKQtByUlRSMj1GQwPXdJDKn6WRTSUQjLUY2ipDtump5tNmlSTdnjrGlSTnMyzlMzIx5EAAUTTplMm1GR8AsXd0vlMBICrF3dL5TCxd3S+UwEgKsXd0vlMLF3dL5TASAqxd3S+UwsXd0vlMBICrF3dL5TCxd3S+UwEgKsXd0vlMLF3dL5TAfZfRU+8KM/S3PeNjn+lr/NdCfpyveKHB9FZC09IUYakKIvmtzOX9Rsc/0tELVhXQhpQo/wDb1Zi/qKGr5x5fc+X1H1f6ZeFwXpijqA6YYCmaXiSh4OEjycedNJqJCaueREZj7l0s4VYB9J7GDmAlG4QG69SVMQbi0tNLStMOtteWRqTLMtOLjmH5jwgWUXTUXEw5KW245NKiSeMpEPbYGNuF0s4FGaFSI6Lmcv6aB8nW6Ki5VRqZmYqopnH2Q/SPAvKC9p7V7hFNFNVq/dpirOc4qnE4mJiOkdz2XTj0KUDgNgfC4Q0fSsc+9DuMQCUPVKpoMlnM5ERzxD4IP2B6UyVK6MEklJmfzmxmL8Kx+QbF3dL5TF4BfuajSc92czmWPuk8N0vCuN+Y0dEUU8lM4jv370gKsXd0vlMLF3dL5TH2nQEikaLnd+JBYu7pfKYtDTtVz6JejsnrIBqAVYu7pfKYWLu6XymAkBVi7ul8phYu7pfKYCQFWLu6XymFi7ul8pgDmkXYXgJG1xp2t9UvMXqnqEWLu6XymAkBVi7ul8phYu7pfKYCQFWLu6XymFi7ul8pgCNFzu/EhI2oadqufRL0dk9ZCLF3dL5TASAqxd3S+UwsXd0vlMBICrF3dL5TCxd3S+UwEinM6e6XgFi7ul8pi3GnZp+iXol6p6gGoBVi7ul8phYu7pfKYCQFWLu6XymFi7ul8pgJAVYu7pfKYWLu6XymAN+t3TEjahp3K+iXon6piLF3dL5TASAqxd3S+UwsXd0vlMBICrF3dL5TCxd3S+UwEinMyO78TCxd3S+Uxa2nZI+iXo6j1mA1AKsXd0vlMLF3dL5TASAqxd3S+UwsXd0vlMBIpvSPuq8DCxd3S+UxbbLtY/ol6KvVPUYDUAqxd3S+UwsXd0vlMBICrF3dL5TCxd3S+UwEgKsXd0vlMLF3dL5TAF6KOz4iRtW07VR9EvNsnrEWLu6XymAkBVi7ul8phYu7pfKYCQFWLu6XymFi7ul8pgJAVYu7pfKYWLu6XymAkBVi7ul8phYu7pfKYCRTml+xeAWLu6XymKcZdrfVLzF6p6gGsBVi7ul8phYu7pfKYCRzaJ+vf/Kv+7UOJYu7pfKY5tFNuJefNTaiL5K/jMv6ahY6pLgAOZRtHFSBRH/ME2phq0SmqZmvGRS9o72lsCmqLJ2VKm8ZNqWzJkqqzSU1kaiUZFKRkUp4ykcjIyJiZ3MxDywD0kBgizGQiYp2klt1UIcfSTBKqJWdVFXKKsc5TzS4jenAdusaHKVUSm1pZdkwRkTiqlQknWxpyymrFKWYxeWU5oeUAenewMZYZNxdKLNRLUxImClbpSajKdbQkWln4DzAkxMdVicg7dzCqnIz5CzSdIxEXCwDiFtMLXklVIiLF3UkU9RDqBz6IoOkqcddao5lCrBu1dW46hpttEyKspazJKSmZFjPOZCK9Rhrh7R2E9HPQkJDUqlyIjERSjjI22Smqb2JJSycTyU4pFJtOKZmY8QORSFHxlFxr1Hx7BsxDCqq0GZHI+0sR9o44AAAAAAAAAAAAAAAAAAAAD7P6Kn3hRn6W57xsc/0tf5roT9OV7xQ4HoqfeFGfpbnvGxz/S1/muhP05XvFDV848vufL6j6v8ATL4SPo+Bn3tYFdtF+7QPnA+j4Gfe1gV20X7tA0az+XV9Gr2PbOBfGrX1lr/VL7x6VH3Xp/U2P8Vj8gD9f+lR916f1Nj/ABWPyAPl+TXxL/un8ncfdZ+UP/t0/mAADsDzIFI0XO78SEikaLnd+JAJAAAAAAAAABTmkXYXgJFOaRdheAkAAAAAAAFI0XO78SEikaLnd+JCQAAAAAAABTmdPdLwEinM6e6XgAkAAAAAAAAAFN+t3TEim/W7piQAAAAAAABTmZHd+JiRTmZHd+JgJAAAAAAAU3pH3VeBiRTekfdV4GAkAAAAAAAAAFL0UdnxEil6KOz4iQggAAAAAAAAAAAAABTml+xeAkU5pfsXgAkAAAHNon69/wDKv+7UOEObRP17/wCVf92oWOqS4rT7zBqNl1SDWmqqqcplq9g5blPUy6SicpKIUSpTms+o5+I4IBlcOemnqZRVNNJxBVZyks8U8/iYwmnaYQREmkogiSk0FlnmxYvYVxDggGZTEOaqm6XUg21Ui+aTRUMjWcqur2jhAAKD6Dg4mioCiKIol6CouWFbayjIykol5pplLcSZIxtqTVSRtkZnjPGPnw7WBwpwho2ETAwNLPtQ6DNSGyMjSkzzyI80xJHNpwqNpDB+Dp2EotEC+uMehHEtvuuJWlDbSkn9IpRkeWZYjlIiHnRz6Tp6mKZS0ilKQdiEMmZtpUeJJnKZkRYpnIrhwAFE06ZTJtRkfAZsXt0q4QAC7F7dKuCxe3SrhAALsXt0q4LF7dKuEAAuxe3SrgsXt0q4QAC7F7dKuCxe3SrhAALsXt0q4LF7dKuEAA+0+is2tHSFGGpBkXzW5nL+o2Od6Wba14V0IaUGf+3qzF/UUOv9FT7woz9Lc942Of6Wv810J+nK94oavnHl9z5fUfV/pl8MsXt0q4fRsDW3E9LGBajQoiL5rmcs30aB82Hd4TLW3HQDja1IUmjYIyUk5GR2KRhfo876HfEx972Ph2o96TGoxnkroqx34mZw/U3pQNORfRszDQybR1ylIdKUpzmZksiH54wm6KcOsHsHYWlaUwVfhWYZK/lTpmjJM3JJnI5niMh07dNvUrTFBNnERKkw5wzK0uLMyNaV4zLGesfrb0h/ukpr/wBH3qR12iq7wWbGkjFXPVOZx6o7/F6lqbek8v6eIcariq3Nm3TFMRMTEzEVVb5p74iNsbZfiqxe3Srh2jMGR4LxcQcNN1MfDoSurlEk23jMp6jMiuIdQO3Y/lGN/UoX3T47VLxLUzMUxj/NT7YdXYvbpVwpDLtVz6JWjq4kNQpGi53fiQOQzYvbpVwWL26VcIABdi9ulXBYvbpVwgAF2L26VcFi9ulXCAAbXGXaxfRKzF1cBNi9ulXDDmkXYXgJAXYvbpVwWL26VcIABdi9ulXBYvbpVwgAG1DLtVz6NWjq4kJsXt0q4YRoud34kJAXYvbpVwWL26VcIABdi9ulXBYvbpVwgAF2L26VcKcZdmX0atEurgNQpzOnul4AM2L26VcFi9ulXCAAXYvbpVwWL26VcIABdi9ulXBYvbpVwgAG1DLuV9GrRPqE2L26VcMN+t3TEgLsXt0q4LF7dKuEAAuxe3SrgsXt0q4QAC7F7dKuFLZdkj6NWjq4mNQpzMju/EwGbF7dKuCxe3SrhAALsXt0q4LF7dKuEAAuxe3SrhTbLtY/olaKurgY1Cm9I+6rwMBmxe3SrgsXt0q4QAC7F7dKuCxe3SrhAALsXt0q4LF7dKuEAA2rZdqo+iVm1cRNi9ulXDC9FHZ8RIQkLsXt0q4LF7dKuEACrsXt0q4LF7dKuEAAuxe3SrgsXt0q4QAC7F7dKuCxe3SrhAALsXt0q4U4y7W+qV1dXAahTml+xeADNi9ulXBYvbpVwgAF2L26VcOZRTTiXnzUhRF8lfxmX9NQ4A5tE/Xv/lX/AHahY6pKICjnaQJ+xcQSmG7Sqc5rxkUi44x2UXglHQSHjiX2krbSpSEllE5VKa5GWLFjLtIyHUQ8VEQprOHcNBuJqKMiLGUyP4EOe7hPTbyVIdi0qSqRSsG8WOeLJxTPPLPM5zFjHaTlyYPBOIjIVMV8tZbSSELdIyMzbSs5IzZ5nLNmmNycCYw1GhUcwlSFpacKSslxVWqnNjnXLH1YxwW8KKcaJJNxaCJMylYNyMjOcjKrjIjOZEebqkCMKadQREmOLEmrjZQZnmkZ4saiqpko8ZSKRh6Kek5buB0Uy0bi41nEpTNUiVO2Sk1GjNqLPmHnx2i8JqbcbNpcYk0mmqZGyjUZVtHSkZlW0uI6sScdixntB9KwWwPwfRCJdpOi36UeVCMRTlVh51CSeXVQTaGnGzUSfWWapErJqmeMfNR6HBzCqm6PNmiYd2DdYccqNpjiSbbJqORmSzMqideMixTMSVbsM8HICiSbj6NM22XYl+EUypRqInGlERqbUeNTZzKRnjI5kc5TPzA950hQmD8LDtGvClVMUwZmgkwhsfI2GiOREmyUpJJxKMiKRnWIzJMpH4MIABmqo/VO4Ki9k7gGAGai9k7gqL2TuAYAZqL2TuCovZO4BgBmovZO4Ki9k7gGAGai9k7gqL2TuAYAZqL2TuCovZO4B9m9FT7woz9Lc942Of6Wv810J+nK94ocD0VUqLpCjJpMv9rc6v6jY5/paJUeFdCSIz/29XvFDV848vufL6j6v9MvhI5VIxz0e6y4+SSNqHaYTVKWShBJL95EONUXsncLcQuack9EurgNuIzl6lFUxE0xO0uVQX8bo782z/mQ/ZXpD/dJTX/o+9SPxtQSFfPdH5J/amur8ZD9k+kMRn0S00RFP6n3qR1njfx3S/S/OHrfuf8Aye4x9X+it+Jx27H8oxv6lC+6fHU1F7J3DuGEK/0jG5J/xKF6v6T47NLxnVfBj6VPth0wpGi53fiQxUXsncLQhdVzJPR1cSByWsBmovZO4Ki9k7gGAGai9k7gqL2TuAYAZqL2TuCovZO4BlzSLsLwEi3ELrFknmLq4Cai9k7gGAGai9k7gqL2TuAYAZqL2TuCovZO4BlGi53fiQkbEIXVcyT0dXEhFReydwDADNReydwVF7J3AMAM1F7J3BUXsncAwKczp7peAxUXsncLcQuack9EurgA1gM1F7J3BUXsncAwAzUXsncFReydwDADNReydwVF7J3AMt+t3TEi20Lysk9E+oTUXsncAwAzUXsncFReydwDADNReydwVF7J3AMCnMyO78TGKi9k7hbiFyRkno6uJgNYDNReydwVF7J3AMAM1F7J3BUXsncAwKb0j7qvAxiovZO4U2hdY8k9FXVwMBADNReydwVF7J3AMAM1F7J3BUXsncAwAzUXsncFReydwDK9FHZ8RItaF1UZJ5tXETUXsncAwAzUXsncFReydwDADNReydwVF7J3AMAM1F7J3BUXsncAwAzUXsncFReydwDApzS/YvAYqL2TuFOIXW0TzF1cAEAM1F7J3BUXsncAwObRP17/AOVf92ocOovZO4c2ikqJ58zSf2V/q/pqFjqkuCA5MFALjURC23UJOHatTSc5qKZFIpdo7J/BSMhoU34iIbQ4bRupakZmcimojPqMiDEyZh0gDvoLBN+MhUxXy1ltJIQt0jSZ2aVnJHbM5Zs0xuTgTFmo0LjmEqQtLThVVZLiqtVPGdcsfVjF5ZOaHmwHoXcDollo3FxzOJSmZEk/rkpNRouLPmHnhJiYInIAAIoAAAzWVtHeFZW0d4wADNZW0d4VlbR3jAAM1lbR3hWVtHeMAAzWVtHeFZW0d4wADNZW0d4VlbR3jAAM1lbR3hWVtHeMAA+z+iqZn0hRkzM/9rc942Of6WpmWFdCSMy/29XvFDgeip94UZ+lue8bHP8AS1/muhP05XvFDV848vufL6j6v9MvhVZW0d4pxSppyj0S6+AgU5nT3S8BteoObQSlfPdH5R/amuv8ZD9k+kOZl0S01I9z71I/GtBfxujvzbP+ZD9lekP90lNf+j71I6zxv47pfX+cPXfc/wDk9xj6v9Fb8UVlbR3jt2FK/wBIxuUf8Shev+k+OnHbsfyjG/qUL7p8dml4zqvgx9Kn2w6msraO8UhSqrmUejr4kIFI0XO78SByWKyto7wrK2jvGAAZrK2jvCsraO8YABmsraO8Kyto7xgAFuKVWLKPMXXwE1lbR3jLmkXYXgJAZrK2jvCsraO8YABmsraO8Kyto7xgAFoUqq5lHo6+JCayto7xlGi53fiQkBmsraO8Kyto7xgAGayto7wrK2jvGAAZrK2jvFOKVNOUeiXXwECnM6e6XgAxWVtHeFZW0d4wADNZW0d4VlbR3jAAM1lbR3hWVtHeMAAttSsrKPRPrE1lbR3jLfrd0xIDNZW0d4VlbR3jAAM1lbR3hWVtHeMAAzWVtHeKcUqSMo9HXxMQKczI7vxMBisraO8Kyto7xgAGayto7wrK2jvGAAZrK2jvFNqVWPKPRV18DECm9I+6rwMBisraO8Kyto7xgAGayto7wrK2jvGAAZrK2jvCsraO8YABa1Kqoyjza+ImsraO8ZXoo7PiJCCGayto7wrK2jvGAAZrK2jvCsraO8YABmsraO8Kyto7xgAGayto7wrK2jvGAAZrK2jvFOKVW0jzF18BApzS/YvABisraO8Kyto7xgAGayto7xzaJUo3nyMz+yv+7UOCObRP17/5V/3ahY6pLjw8VEQprVDumg3E1FGWqZH8CHOcwmpx5uyfj1OlVJJG4hKjIi6pmU+3X1zHWAGZMQ7RvCem2iSTcYkiTMpWLcjIznIyq4yIzxEebqkCcKKdQREmOzJq42kGZ5pGeLGZVUyUeMpFIx1YBmTEOzXhLTTjZtLjCUk01TI2kajKtm0pGZVs/EdYABnK4wD6hgXTVIULgHEUnQcPR0NFtFG/KIg4czdfZaVBGhs1kojLKiFHMs5ERGPl47+icKWYChzoSOoZqOYtnHkmcQ60orRLZLSdRRVknYtnI+shJHpOlhxbhQa4yFgTj/lcWzExbDFmuIsjQhBqxn1fufXMfPB3WEWEqqeRCsIo9uEYhLQ0pS6t1S1uKmtalLMzMzkVw6UIGaizxkg7gqL2FXBWVtHeFZW0d4BUXsKuCovYVcFZW0d4VlbR3gFRewq4Ki9hVwVlbR3hWVtHeAVF7CrgqL2FXBWVtHeFZW0d4BUXsKuCovYVcFZW0d4VlbR3gFRewq4Ki9hVwVlbR3hWVtHeA+z+iqlSekKMmky/2tzOX9Rsc/0tEqVhXQkkmf8At6sxf1FDr/RVMz6QoyZmf+1ue8bHP9LUzLCuhJGZf7er3ihq+ceX3Pl9R9X+mXwqovYVcLcQuZZCtEurgIrK2jvFOKVNOUeiXXwG16g5lBIX890fkK+1NdX4yH7J9IYjPolpoiKf1PvUj8bUEpXz3R+Uf2prr/GQ/ZPpDmZdEtNGX9H3qR1njfx3S/S/OHrvuf8Aye4x9X+it+KKi9hVw7hhC/8ASMbkK/iUL1f0nx09ZW0d4+sUX0H4fUhgEqkYdmDNmMWxSLRnEkR2KWnZzKWI8tOIdlqmI6vDuK8Q0ugoonVXIozVTjM4zvD5PUXsKuFoQuq5kK0dXEh9GwS6BMPcMsHWcJqJ+RlCxSFKhiciCJSzS4aFEezmUfXm4j56+w/BxEVBvnJxhSm1yOZVkqIj8Bpt6mzeqqot1RM09fB2PV8K1uhs27+ptVU0XIzTMxiKo65j7JifVMNFRewq4Ki9hVwVlbR3hWVtHeN7gFRewq4Ki9hVwVlbR3hWVtHeAVF7CrgqL2FXBWVtHeFZW0d4C3ELrFkKzF1cBFRewq4U4pVYso8xdfATWVtHeAVF7CrgqL2FXBWVtHeFZW0d4BUXsKuCovYVcFZW0d4VlbR3gLQhdVzIVo6uJCKi9hVwpClVXMo9HXxITWVtHeAVF7CrgqL2FXBWVtHeFZW0d4BUXsKuCovYVcFZW0d4VlbR3gFRewq4W4hc05CtEurgIrK2jvFOKVNOUeiXXwATUXsKuCovYVcFZW0d4VlbR3gFRewq4Ki9hVwVlbR3hWVtHeAVF7CrgqL2FXBWVtHeFZW0d4C0IXlZCtE+oRUXsKuFIUrKyj0T6xNZW0d4BUXsKuCovYVcFZW0d4VlbR3gFRewq4Ki9hVwVlbR3hWVtHeAVF7CrhbiFyRkK0dXExFZW0d4pxSpIyj0dfEwE1F7CrgqL2FXBWVtHeFZW0d4BUXsKuCovYVcFZW0d4VlbR3gFRewq4W2hdY8hWirq4GIrK2jvFNqVWPKPRV18DATUXsKuCovYVcFZW0d4VlbR3gFRewq4Ki9hVwVlbR3hWVtHeAVF7CrgqL2FXBWVtHeFZW0d4C1oXVRkKzauIiovYVcKWpVVGUebXxE1lbR3gFRewq4Ki9hVwVlbR3hWVtHeAVF7CrgqL2FXBWVtHeFZW0d4BUXsKuCovYVcFZW0d4VlbR3gFRewq4Ki9hVwVlbR3hWVtHeAVF7CrhTiF1tBWYurgJrK2jvFOKVW0jzF18AE1F7CrgqL2FXBWVtHeFZW0d4BUXsKuHNopCyefM0mX/Kv9X9NQ4VZW0d45tEqUbz5GZ/ZX/dqFjqktcFAKjURC0vttlDtWpkqc1FMixS7R2L+DKmmXXkR7SyS3aNFUMjcIkEo+7IjnjzjqGIl+Gr2K6tog0KxEc0zI5Y+whz3sJKYfNxTkQ1N0yNdWHbTO5OLEREesikYsY7Tdy4LBJ6MhUxZxzTaSQhbpGkzNtKzkjtmcs2aY3JwJijUaFx7KVIWlpwqpnVdVVqp4zrlj6sY69vCam2iJLcYkiTMpWKJGU5yMpYyIzmRHm6pAnCenESlHZk1cbSDM80jPFjMqqZGeMpFIw9FPSc13A2IZaNxcc1OspmqST+uSk1Gi4s+YeeHZLwkppxs2lxhKSaapkbSNRlWzaUjMq2fiOtEnHYsZ7QAARQAAAAZJtZlMkKuGbNzdquASAqzc3args3N2q4BICrNzdquCzc3argEgKs3N2q4LNzdquASAqzc3args3N2q4BICrNzdquCzc3argH2X0VPvCjP0tz3jY5/pa/zXQn6cr3ihwfRVQpPSFGGpJl/tbmcv6jY5/paJUrCuhKqTP/AG9WYv6ihq+ceX3Pl9R9X+mXwgU5nT3S8As3N2q4U425MshWiXVwG16g5VBfxujvzbP+ZD9lekP90lNf+j71I/G1BoUmmqPUpJkRRTRmZliIq5D9gekBSdGxXRRS7MNSEM645Y1EodSo1SdTOREeMdZ41EzrdLjv/OHrXkDXTT5P8XiZ60forfjRUO8mHRFKRJpxSkJVrUkiMy/7ivH7hwO+6Ki/0JHuR+So/APDWFwTho2IwUpVqHYeffcdXCLJKGzQ1JZnLEWI8fAfrXA4j/4RUWUv/wAiR7kfcm7TdjNMxO/Y/LnuuaS7pLOkpu0zTmqJ3iY60x3uN6Pn3P4O9yI/+4cH5EjIViIpHCx15FZcMTjrRzMqqjjGkT45K1Fj1js8GcNMNKKwdpSBo7CKk4aHhIZBw7TT6kpaNUQidUizTrKvMfcehbpewEwf6OISisIaYW3SEEUQ/FpVDOLOTkUoyOZJMlGdok8U8/Ax8LzN/hVd7UUU8/PVG0ZzHWe6e/D9T+/+HeWWn0PC9RdjTxYs1enXiYqmIpoxGaqd9pq69I+2PzHR8GUa48g3Klkw69mnOok1S9g4w9e1DFTOEdPUnBREOTEQcetq1dJtRpUSjI6qpHKRkMYJdFWGmHBxn+mqPZikQKiQ8v5QhKSMyMykZnjnLOQ+/OoooiarkxERjr2PNaeF6jU1U2dJRNyqZqiOWJmZiO2IjPZu8iA9OnA+k8H8PYHBPCijyQ+iOhW4lmuS01HDQqVZJyxpUWY+sebU0slGRNqz6htouU1/BnMYic+tw72mu6fMXYxVEzTMTtMTTjMTHZ1QAqzc3args3N2q4ZuOOaRdheAkbHG3K2grMXVwE2bm7VcAkBVm5u1XBZubtVwCQHYIhEnQb0SbB2qYtpslSOZJNCzMryK4cGzc3argYU1xVMxHZsI0XO78SEjYhtyq5kK0dXEhNm5u1XAzSAqzc3args3N2q4BICrNzdquCzc3argEinM6e6XgFm5u1XCnG3JlkK0S6uADWAqzc3args3N2q4BICrNzdquCzc3argEgKs3N2q4LNzdquAG/W7piRsQ25lZCtE+oTZubtVwCQFWbm7VcFm5u1XAJAVZubtVwWbm7VcAkU5mR3fiYWbm7VcKW25JGQrR1cTAawFWbm7VcFm5u1XAJAVZubtVwWbm7VcAkU3pH3VeBhZubtVwpttyseQrRV1cDAawFWbm7VcFm5u1XAJAVZubtVwWbm7VcAkBVm5u1XBZubtVwAvRR2fESNi23KqMhWbVxE2bm7VcEJCQFWbm7VcFm5u1XAqQFWbm7VcFm5u1XAJAVZubtVwWbm7VcAkBVm5u1XBZubtVwCRTml+xeAWbm7VcKcbcrfVqzF1cAGsBVm5u1XBZubtVwCRzaJ+vf8Ayr/u1DiWbm7VcOZRSFk8+ZoMi+Sv5y/pqFjqkuCA5UDRsTSNqUNUM2UVzI1ERmUyLEXXjMdhF4J0jBsKiHHoZSSQpaKq1HaVDMlknFnSZHOcs2KYYmTMOlAdzCYK0jGQ6IlD0OhBpStddRlZpUckGqReseIpTz45DYnAyllHVN2GSpKiQsjWqaFnVqoPFnOsUpTLWZC8smYdEA7tzBGk2mzccdhiIjNEqyp2pEZm3m0pEZ6uI6QSYwROQAARQAABmsraO8Kyto7xgAGayto7wrK2jvGAAZrK2jvCsraO8YABmsraO8Kyto7xgAGayto7wrK2jvGAAZrK2jvCsraO8YAB9n9FUzPpCjJmZ/7W57xsc/0tTMsK6EkZl/t6veKHA9FT7woz9Lc942Of6Wv810J+nK94oavnHl9z5fUfV/pl8KrK2jvFOKVNOUeiXXwECnM6e6XgNr1BisraO8djGxLblGUWyh2stpLpLSR40zcMyn+w60E4lEfESYzMT3NlFyaIqjvjH4xP5P3Hh99ylLH/APsJ+6IVgd90VF/oSPcjx+GXSx0fR/RJHUVCYSMuRUVRS4NlskLmp4mkkac3ErxWC/Sv0fwfRZBQUThGyh6GoxuCdQaF5LxsnJGbPkquHWeBWblq1XFdMx6XbDP/AGnKo4vXwyeH/wAXljfk9LGe/lzh+YKIUr5np3KP7K11/wD6hodUhSqrmUejr4kOfRsUwxRlLsOuElcRDtoaLaMnm1GVxGf7Dr0aLnd+JDsdMb1ev8oW/MTbtxHZH6qnY0CpVvF5R/YYnr/pmP0R6IJmdFYRzOf/ADDH+Kh+Z2X3mDUplw0GtCkKl1pMpGVw/S/og/wrCP8AMMf4qHx/KCMaG5P0fa717mlcT5Raaju85+NEvDdLZmXpIOERn/EaL90wPkC1Krqyjzn1j690t/8AiRc/UaL90wPkC9NXaY5nDfi9v6FPsfE8q/6nqvr73+qCsraO8Kyto7xgB9B1hbilViyjzF18BNZW0d4y5pF2F4DkR8CUG3CLJyt8qhyfzSqzUpMv+0GM1RTMRPa41ZW0d4VlbR3jA3/InfkBUjWRZm9YymdatVncCzVFPVzG1K/03EZR/bmev+m4OtrK2jvHYt/y3EfnmfduDjMwZOwETGV5HDrbTVlnrVvIGi3VFM1zP+b2xENKFKquZR6OviQmsraO8boeHefZinWkGpMO0Tjh7KTWlM71JL9xsoujlUnErhkOk2aIeIiJmU5k0ytwy/ckS/cMt9c+apmuvaMZ+xxayto7wrK2jvG2BhHI+MYgWVJJx9xLaTUeIjM5FMaQOaM8vazWVtHeFZW0d4wRGoySkjMzOREXWMqSpCjQtJpUk5GRlIyMFKyto7xTilTTlHol18BApzOnul4AMVlbR3hWVtHeMAAzWVtHeFZW0d4wADNZW0d4VlbR3jAALQpWVlHon1iayto7xlv1u6YkBmsraO8Kyto7xgAGayto7wrK2jvGAAZrK2jvFOKVJGUejr4mIFOZkd34mAxWVtHeFZW0d4wADNZW0d4VlbR3jAAM1lbR3im1KrHlHoq6+BiBTekfdV4GAxWVtHeFZW0d4wADNZW0d4VlbR3jAAM1lbR3hWVtHeMAAtalVUZR5tfETWVtHeMr0UdnxEhBDNZW0d4VlbR3jAAM1lbR3hWVtHeMAAzWVtHeFZW0d4wADNZW0d4VlbR3jAAM1lbR3inFKraR5i6+AgU5pfsXgAxWVtHeFZW0d4wADNZW0d45tEqUbz5GZ/ZX/dqHBHNon69/8q/7tQsdUlphI2IgVOLh1ElTiKhmZTxTI/gQ7N/C2lIlCkOtwxpOZJKzxImc1yx+sZnPtPMOlAMzBiHdM4WUmwkm22oUkSqqTZYlpI5pI8eZJ5v2zjKcMKXTuDMyKsZtzNaylVWePSKqmXZ2jpADMmIdy5hZSjrRtOJYMjKc6mMlmRkbmfSMjMtXAdMABM5IjAAAIoAAAAKJxwikTipdoWru8VeAkBVq7vFXhau7xV4CQFWru8VeFq7vFXgJAVau7xV4Wru8VeAkBVq7vFXhau7xV4CQFWru8VeFq7vFXgPsvoqfeFGfpbnvGxz/AEtf5roT9OV7xQ4PorLWrpCjCUsz/wBrczn/AFGxz/S0WtOFdCElRl/t6sx/1FDV848vufL6j6v9MvhApzOnul4Bau7xV4t112afpFaJdfAbXqDUAq1d3irwtXd4q8B2ER/LsD+bif8AFoam49CKEfos21V3opqIJXURIQ4ky/7yuHIiHXP9OwP0ivtcR1/haHWWru8VeMKOn2z7WzV0RXVEVd1M/dESkUjRc7vxILV3eKvFoddqufSK0dfEhm1tQ7PB0z+c/wD+vE+4WOutXd4q8boWPioN63ZdOtUWjHjxKSaT9hmMa4mqmYbbFcW7tNc9ImJfcPRNo+Aj8IKdVHQMPEmzDMLaN5pKzQqueNMyxHxIdZ6VFHUfRmH9HMUbAQ8I2qh2lqQw0ltJqt3imZERY8RY+A5XouYT0JQGENLt07S7MIqOZYYhieXK1cNZ5KeOMhs6bGnOlvpLgYbo3iGqaUzQqbT5O8lJJNLzlYjNRkUyJabx1z07fGarle1EU9ezpHb0eqRFnU+QdrS2MVX5ubUxia59OekR6XTH2PhgD2HSVgThHgTTzxUtRqoGGjoh9cCROpUSmiXikSTORERlnHkbV3eKvHYbV2m9RFyicxLy/WaS9oL9Wm1FM01UziYmJifunfeN48BzSLsLwHZU59RRP6en3jg69x12sX0isxdfAdnTjrlhRP0ivsCev+o4Nj513+ZR659kuoH6niuhbo9a6KVUsiiXiiSooqRJXypyVubBHWlOUp9WYflq1d3irx+344z/AODCznj/ANOF/wDbkNVyZjDoHuga7VaKrRe9rlVHNXviZjPTrh+aGOlTB9rA75hV0c0EqKSy3DW5oO0WZNKSb5nKVecj/wDqMdBQ+GOEEBg1FwkLFspah1sobJUIyoyIzXOZqSZn+48tau7xV4WzspWq5H+Ixs5Ydyt8F0dqmqmmjPNVFU80zVvHdzTOPsfrv0cKDoSO6LISIjaHgYh12IiEOLdh0KUtJOzIjMyxlMixcCHlOj7oewXwxpvDKnI+Jj4Z2Gp6laLbahVtoaSytBoPJNByMidVKRyxFi1/LcCelHDzBvB2laLoXCF2GhYKE+UMNk02qo4qJZSo5qSZnMlqLHrFYC9KGHdG0hSTMFhA62iObpGk4grJs68T8mcXaY04spCTkWLFmHxtHob1nVXr1VUYqnbr6/zdv90ni08c8k9Jw3hGbV+1TE1VTERExEctURMZmc4nrEOxOHwa6NOlKksFTwaap1huMhmoV6PeUTjGIlGorMkkZma9XqkOJgvh30aQdPx1L4R9GjTkM62yUJCQryjQwtE6yprVM60y15h4emafpjCClH6apePciI2JUS3XZEk1GRERHJMiLERZiHBtXd4q8fUu2YvUTRVM790zHsda4Fau8I1FviFcxXfpppiebNVMzEYmeSr0d+sej136y+tYOYKYK9MfSKuHwNg1YMUfCwaYixWi1NS0KIlet1zLr6h0vTT0bH0b4RMQvzr8u+cm1xc7KpUmsyq5zn2jx1CU5SlDUg1FwFKxcGqsknFsPKQZomRmRmk8ZYsw58dhphKun3KYZwij3Hm1uJh3lvqWpDajPEmtORSPMOLRp79vURNNf8OIxid5+/q7hquKaDU8KuUzp4991V55onlp9XJG0RjbaHSRcI/AxK4SJRUdbOSimRyxT6hh5CkKSS0mmaEmUylMpZx9LwOwopDDnpYweYpuJdjoBUempDRREtJEaZGRpzHOQ+telBQNDUbgHBRNF0PBwsQdItMk4xDpQupZrkmaSnLEWIY6jiMafVW9LNO9fb3JwLyX1XFuA3+NXa4omz1pjM52idp27+5+VgHZR1GR0DBwkW4iJIoltS1VkKIkGS1JlP8A+mf7jgG48REZrXI82Mx9GmqKozDr1duu1PLXGJ2n70AKtXd4q8LV3eKvFYJAVau7xV4Wru8VeAN+t3TEjYh13K+kVon1ibV3eKvBEgKtXd4q8LV3eKvBUgKtXd4q8LV3eKvASKczI7vxMLV3eKvFrddkj6RWjr4mA1AKtXd4q8LV3eKvASAq1d3irwtXd4q8BIpvSPuq8DC1d3irxTbrtY/pFaKuvgYDWAq1d3irwtXd4q8BICrV3eKvC1d3irwEgKtXd4q8LV3eKvAF6KOz4iRsW67VR9IrNr4ibV3eKvCEhICrV3eKvC1d3irwVICrV3eKvC1d3irwEgKtXd4q8LV3eKvASAq1d3irwtXd4q8BIpzS/YvALV3eKvFOOu1vrFZi6+ADWAq1d3irwtXd4q8BI5tE/Xv/AJV/3ahxLV3eKvHNopxannyNajL5K/nP+moWOqSuiaAj6aZin4KoZQiSUslTmc5ylIjlmznIs2PGQp/B2Mh45uCcfh/pG1Ok6SlGgkpNRLM8U8RpUR4urFMaqNpqNopp5qENBE9IzNSZmkyIymX7KPPrG97CWPfiUxLrUMZoI0kmyyap1qyewzWoz4mLtg3ck8CqVSpSXH4VFnK0M1qk2lRyQo5JzKOUpTzlOQwnAylVHVN6GSojJCyNapocOrVQeTnOsmUpljxmQn/WVMGo1L+TqNWJc2vrCI5pI+CTzdhDCcL6YT1sGZkVYzbxqUVWqs/xFVTI+Avop6ThUpQ0XRJNnEqbVaTSZIMzqLKVZBzIsZTLNMseccEc2kqXjKVs/lRo+jI9FMqyjzqPWZyK4cIYzjsWPEAAEUAAAAAAAAAAAAAAAAAAAAABthYZ6NimYOGRXefcS02mZFNSjkRTPFnMEmYpjMvsXoqfeFGfpbnvGxz/AEtf5roT9OV7xQ4HoqlLpDjSPqot33jY5/pa/wA10J+nK94oavnHmFz5fUfV/pl8JFOZ090vASKczp7peA2vUEgAAOyiP5dgfzcT/i0OtFG86ppLBuGbaFGpKZ4iM5TP2FcJEpjENl2uLkxMd0R90RAKRoud34kJFI0XO78SFa0gAAO3wP8A5uoT9RhvepHp+hjD6iOjfDN3CGm4WMfh1QbsMSIVCVLrKUkyOSlJKWSfWPAgNF7T06imqivpVGH0dBxO9w27a1Gn2rt1TVEzvGduz7H6F6QIyjfSD6QKOwOweeiaMeohuMQ+9GMpNClJUnRJCzMyyTzyHzrpW6IY7orOjijKaYj/AJwtKtk0aKlSrnmZz0h3Xov/AHqsfkYjwIe09L/Twa7In/4D4Vq7c0OvtcPtT/Dx/eevXq9G1mk0/lD5Navyn1dH+8+ciImJmIiImimIxnHSeuH52Sy9EPoYh2luuuVUoQhJqUozzERFnMd/hLg/T8FB0W/GUHSDDaYNDaluwy0JJZuLkkzMs/AY6P8A+fsHv1GG/wA0j9R+kc4hno5J5w5IRSUIpR6iJeMdhrq5ZiH554z5QV8O4zouHxRExdnEznpmeX88vzDTOC+EMFgxRsTFYO0iwllcQbzjkItBII1IkajMsRapj9cR33Lr/wD42X/25Dx/S30ydHOEHRnSlHUTT6n4ilGTbhUfJH02ikLQaimpBEUuMhqi+mXo6c6KFUUinlHFHRJUcSPkj32gmCKpOpLP15uI+XoNRe1Vqar1uaZiZ239fb9z6fu4eTlrSa7h9rhFz3zTmJqmiObl6RGeWZxmIzv3vyoAAPrvuObR8amFhKTYU2ajjIVLBGR6Jk+0uf8A2S/ccNK1oOaFGkzIymRyxGUjK4ZRoud34kJEiIiZllVXNcRTV0jb8Zn8wAAViAAAKaedYcS8w6ttxBzStCjIyPgZDtKUwkpikXYVx6PiJwrTKW/plHJSEkRLxnpYpzHUinM6e6XgMZopmczDZReuW6ZopqmIl6GK6QsLqSRCw1MU9HR0LDrQtTD0QtSXaq65ViMzIzniuHu8POnqCw0wXicHGsBIKj1RBoNMQ24RqRVWSsRVSzyln6x8hAcavQ6e5VTXNO9M5jG2/wBj61jyh4np7V2zRdmabsctWYiqZjExjMxMxtM9Jh9SpfpfwXpLBiIoBjouoiFfdhVMIi0Va7azSRWhZGfER5x9Nwewm6Amuj2AYpEqB+dW6KaafrwU3flFjjmdXGdYjmesfmABhrNBTrIpiappxOdpcbyR11ryNm9OisU1xcjeLnNXjxjNWz6ngX6O2GGHODELhVRlL0MxDRqXDZbfcdJyaHFIOtVbMixpMykZ9X7eQo7o5w0pn5UuhsH4uOZhHnGFvMNmpBrQclER9Z4yxcR3GDXTf0jYI0HDYO0FTDLEDCVyabVCNLMqyzWeUpJmeNRjVgz0y9IGCME/R9BUs0wxERLkW4lUK2ubq5VjmpJ6ixBp6dZFyub0xNOfRx3eO3dhPKa7o54bp48nbc++YiPOedmYomcRmaeWZnrnG0bYdbRfR1hzS3yr5twWpGI+SOLh36jJnZup0kHxKeYcajsDMIo+k4mi/maPJ2DtUxBIhlrNpxKFKJCpFiMzTL9xzIbpKw6homOioLCaNhFUg85FRCYdyzQp1ekqqWIj7BxYDDzDKi4mLjKPwlpCHfjnDdiVoeMjeWc8pWs8Z4xvo89zzzY5ezrn7XC1vm54fR7zzGpx6XNMebz28uI5vVmHEh8F8JYqOXRkNg/STkW1VtGEwqzWitompMpkRz6xxaQouk6IeKGpWjoqDdUmsSIhlTajTOUyJRFixHjH1foU6YaOwSwlpem8O42kYt2lWWWflCU2yiqHKa5mRyJMs0zxZhw+l7DvArpOw2haXbiqUgaOYo5MMpZwaFum6Ti1YkWhFVkrPP8AYceNTqPfc2Zt+hj4X2Ptzw7h9ryfp4lc1MTqc4qtRGe3GY/5p742fLnmXYd1bD7akONqNKkqKRkZZyMQPpGD2BGD/Shh8dEYP4QxjSY5MRFuORMClBtmWMkkROHWnPPMhXTP0StdF0VAWFK/K2qStVIRZmmyJNXFMzOecbZ1tmm/GmmfTmM4cPR8G4hq+ETxqm3izTMRMztMTtGOWfS6zHZ2vmopzMju/EwdacZVUdbUhUiVJRSORlMj/cjIxb7LrSWVOtqSTjddBmUqyZmUy4TI7hysw+dyzv4NQC1MuoaQ8ptRNuGZIUZYlGUpy7JkIAmJjqAAAgKb0j7qvAxIpvSPuq8DASAAAAAAAAACl6KOz4iRS9FHZ8RIQQAAAAAAAAAAAAAApzS/YvASKc0v2LwASAAADm0T9e/+Vf8AdqHCHNon69/8q/7tQsdUlwgHJhKNjo5t52EhluIYIjcMvVmcivG56gqTYi0QTrCUuOIU4n6VNWqkzJR1pyKRpUR48UjDErlwAHbngnTpKNKoRBGnSm8gqszkRnjxEZ5jPP1DCcFacVmhEkeYyN5BGkzlIjx4jOsUiPGcwxKZh1IDlx9FR1G1PljJItJykslSMs5HI8RlMsR4xxAUAAEAAABROOEUicVLtC1d3irxIAKtXd4q8LV3eKvEgAq1d3irwtXd4q8SACrV3eKvC1d3irxIAKtXd4q8LV3eKvEgAq1d3irx2eDDrn+paJ+kV9uY6/6iR1Q7PBf+ZaJ/PMe8SEtGp/kV+qfY+reiwtaukWOJSzP/AGx3Of8AUbHO9LRa04V0ISVGX+3qzH/UUOB6K/3ix36Y77xsc70tf5roT9OV7xQ1fOPNrny9o+r/AEy+F2ru8VeLdddmn6RWiXXwGoU5nT3S8BteoFq7vFXhau7xV4kAFWru8VeFq7vFXiQAVau7xV4tDrtVz6RWjr4kNQpGi53fiQBau7xV4Wru8VeJABVq7vFXhau7xV4kAHe4H4a09gNTSaeoF9tMWhtbRG6iumqrPiMfSYbDKN6YOlmgaBwsVDR1EtRbrbSGUG2S0KQZ4zSZGeNJD4yO4wPwmisDcJYDCeDh2n3oBw3ENuzqqM0mWOWPrHC1Wkpuc12iP4nLMRPbvG277/CONXtJNvR36597ecoqrp60zEVRM5p6TnG8duIfo3pM6O8DsCqZwKjcGaHKCeiKeYZcUl5xVZGeWUo+sh3fpNKUnoteNJmR/LYfN2mPiuGvpA09hjEUM9FUFAQ/zNGtx7ZNqWddaS0VTPN2DT0g9PlP9IeDq8HKRoSj4VlbyHjcZNZqmk8RYzkNHDbGotWKadTOaome3Pb3une6jw+15QeWWk4rwK3TGmt8ucRFGMYzinb2PmVs8ZERurkWYqxivlcVY/J/lDllWr1a2KtKU7hqAfUfRmInqq1d3irwtXd4q8SAK2oddqufSK0dfEhFq7vFXgjRc7vxISAq1d3irwtXd4q8SACrV3eKvC1d3irxIAKtXd4q8W467NP0itEuvgNQpzOnul4AFq7vFXhau7xV4kAFWru8VeFq7vFXiQAVau7xV4Wru8VeJABsbddyvpFaJ9Ym1d3irwb9bumJAVau7xV4Wru8VeJABy4Cl6VoqIKLouk4uDfIjSTrDym1kR5ymkyMd3Q3SLhRReENH4RxlIv0u9Rq1LZapF9x5vGRkZSNU7j6h5kBrrtUXM80Zzs5NjW6jSzE2a5jExMb7ZicxOOnWIfRcOemqlukNmj4On8H6MahYKJKIUiCtGlulKRoNRqVIpH1EOopzCPBunIWCo+jsFXqOeaJDDb/AM5Leqt11GZVTSRGc1HjHkRubcJl5h4ymSDSqWuRjVRpLNmmItxiI6Ymf7udqON63XXK7mqriua8RVM00zOI8cZj7MP0f0mdAGDOCnR3G0vA05TDrtDoW+yl1xs0rNakEZKkgjli6pDlRvQhgGx0Wrp9uGjPlqaJKkSWcSr642CVyz6h53pA9JeicM8DqUwYh8FouGcpBom0uriEqJElEczIix5h18T6SbkRgQrA/wD0okjVRxUfb/KuqzqVpVc/XIfO4TRrabMxq882fDpt3eOXz/dmtW9fxDRVeRk4tU485yTNPSe3mxM+j3Zdgzgj0Cq6OU0s5hAXz182pcUn5eqZRpsVrOrm054uA+dUL0OdKGEVFQ9N0Pg67EQUUiuy6UU0msmcpyNZH1ah5EoxJUWqj6h1lRCXq08UiSZS9o7ij+kLDOiqK+Z6PwlpKHh0qQbaW4paSaSmtkpIjkRHWmfYQ5FOm1VimrzVfNMz/wA+ZxHhjDst7ivCOI3LfvzT+bppox/BxTNVXfVzRMT0++XQEt4yMyWsySUzkZ4iHPoNooyNcZfW4aUwkU6UlGWUhhxafakh6zA/pnwkwLoL5go2iqFfYKsaVxUHaOTUslHM5lMsWIuzUNWDvSNAUdHUnSFMYD0NSkTSb8VEqdcStBtm6hRG2giVIkTM8WeRnjHMoruzVVFVOI7JznP2Y2dX4vRZsaGm5oa6rt2Y3p5Yp5Zx2VTViceqHiLV3eKvC1d3irx7fB3Czo7apek6Sws6O0RjUUptUJCQcUtlqFkRkoixzUR4s88w4sdS3RtF4SO0jDYMUnAUWSWrCCZikrOsRZddThGZkfAIu1TcmjknHftj25/BsuWKbXD6db5yma562ozzx69uT7q56x448lau7xV4Wru8VeOyiHMGCpE1wsJSaoGoUkOPtpdrdeUSDKX7A05guqkULfhKTRAyVXQiIbU7Pqko0EUs2chsmqY7GuzRF6iKpqinPZOcx69pj8XW2ru8VeFq7vFXj0D0bgLDUnBRdHULSkTCtO1oqFjYpJE6iWiSm0kaevGOfTmEvR9SCYNFD9HnzZZRDbkQsqRddN1otJsiUcinrziRXMxnEuPqK67Gqp09NE10z1rpmOWPXmYq+6mXkluu1UfSKza+Im1d3irx9Fp+m+ifCCCZofBXo+iqGpGKfZbbjHKQW8TaTWRKyDORzKY9P0l+jnDYAYGxmFTeFDkYqDNojZVDEglV3Eoz1jlKt7Bw54jaoqoovRNNVU4iJ7endmO3vdop8l9ZqLV7UaGqm9bs081dVMzERG89K4oqmcRM7RL4nau7xV4Wru8VeJkcpgOe62q1d3irxyIRh6LRErKIUn5Mybx4zx5SSl/3Dij1eCWBmFdOUdSMdQ+D8bGQ64ZTKXGWjUk3CWgzTPXIJnDjavU29Lb85cqimMxvMxHb4vLWru8VeFq7vFXjv4Do8w5pT5R83YK0lEfJXlQz1mwZ2bqdJB6jLUOEnBTCdyKiYJnB6kXX4Nw2ohtqFWs2l7KpEcjGvz1vMxzRmPF9KNHqaqKbsW6uWrpOJxPqnt+x1tq7vFXhau7xV45SqHpNuk26HiYF6GjHXENky+g21EpcqsyVKU5kOItCm1qbVnSZkfaQziqJ6NNVuuj4UY7PtZtXd4q8U467W+sVmLr4DWKc0v2LwFYFq7vFXhau7xV4kAFWru8VeObRTjhvPka1GXyV/Of9NQ4A7bBejaQpilFUbRcI7FRT8M+ltlpNZSzs1YiIJmKd56MqaKrlUUURmZ2iI6y1UVTsVRDbzcO2hVqZKI1GeSoiUmZSOR4lHnmQ5URhQ7ExSIlyjoWSEqQSCryqKrGtOlPGa1H4Dsf+E/SV/wCSKX/9soP+E/SV/wCSKX/9soafflj/ADx98Of/AILxH/p6/wDwq/s4x4cR6lKU5AwqrUiS6RkqThJOaCPHiqnKUtWOYwnDakCM1Kg4ZSlmS1qOtNbiatVefOVQs2LPMcr/AIT9JX/kil//AGyg/wCE/SV/5Ipf/wBsoPfln/1I++E/wXiH/T1/+FX9nR0tTcRS9nbNNt1DUpVSeWtUqyjmec5FmxDrx6iI6LukSFYciYjAylm2mkGta1QypJSRTMz/AGHlxnRdou70VRPqnLj39HqNJiL9uqjPTMTHtAABm44AAA3TgsmaXs2VlFnkebFrl7QnBY8l/hlFw4dvsGsnFEUsVxBaL1lcQmGXP4Ns4GsU0vyljyinPHw7PaMTg6pTS9WnjxlKWLh2+wa7ResriC0XrK4gwc/hDbOBrHkv1erKKec+GqXtGJwdUsl6t15RSzdmuY12i9ZXEFovWVxBg557obTOBmqql+U8maizT68Wr2jE4LZf0dotKXZmn7BrtF6yuILResriDBz+ENhnBdSX8+0WafZq9oyRwM8aX5Vdos8j4Zpy9o1Wi9ZXEFovWVxBg557obJwWTkv58rKLNMs2LVP2D7T6M+COC2FFKUy9TNFJi1UcmFdhjdUc21mpZzKUtlNw+JWi9ZXEP0H6IqjVH4TTl9TC9X4nBhcjFMuqeW+pu6bgOou2p5aoineNp+FTHsdT0ixrXQ90rITgCwmiyfgWm3EoQlxJpWuZ4lkeM6ufsHz/pEw3pbDWnHH8IopcQ5Archoc0tttklonFHI6pFM82PtHsfSedW30nJUg5GUAwZHLrmofI3Ih51xTri6y1malGZFMzPOYUU5iJPJjTWtRotLxK7RTN6bcRNcxmrp/m6/iozgp4kvyq7RZ5FwzTn7BbhwU05L+Yp5RZrtUhotF6yuIW44uZZtEuotQzw7Xz+EMzgsckv6OLKLPLszT9gyRwNZM0vynlSUU5T6sWr2jVaL1lcQWi9ZXEGDnnuhsnB1DyXq3VlFLN2axmcDWLJfq9eUU85cNUxqtF6yuILResriDBzz3Q2Tg6p5L1bqxlLr4dntFpOCk7JL8quLKKedPDt9g0Wi9ZXELQ4uq5m0dRayDBz+EMzgsWS/xyi48Oz2hODkrJenLJxlnkWfFrn7BrtF6yuILResriDBz+DaRwE0zTES9bKTrPNi1S9omcJVxperdpSzecxFovWVxBaL1lcQYOfwbZwFbQiKs9pM5T7NQkzhKpSS7W68ZSzefsEWi9ZXEFovWVxBg5/CHIdOArqkmIlIquUnhnxap/uNc4ORZL05Y8ZZ5Hw1yEuOLrZyzF1FqE2i9ZXEGDn8IbJwWPJf4ZRcOHb7BmcDMppflLHlFnx8Oz2jVaL1lcQWi9ZXEGDnnuhsnB1SyXq08eMpSxcO32DM4GseS/V6sop5z4ape0arResriC0XrK4gwc890NyDg7NeS9Wq48opZy4a5jBnAzVJL8p5OUWafXi1e0ShxdVzNo6i1kItF6yuIMHP4Q2EcFiml/Rx5RZ5dmafsAzgupL+faLNPs1DXaL1lcQWi9ZXEGDnnuhtI4GeNL8qu0WlI+GacvaMTgpFkvTnjyizTLhqn7BrtF6yuILResriDBzz3Q2TgseS/wAMouPDs9otw4Kacl/RKeUWouHb7BotF6yuIW44uZZtEuotQYOfwhmcHJWS9OeTlFmx58XZ7RkzgZ4kvyq9aizyLhmnP2DVaL1lcQWi9ZXEGDn8IbJwWy/n2izT7NUgM4LHJL+jiyizy7M0/YNdovWVxBaL1lcQYOfwhtI4GaZpflPKkos0+rFq9oxODqnkvVurKKWbs1jXaL1lcQWi9ZXEGDn8G9s4GseS/Vkc8opymXDVP2CJwdQ5JerdWMpdfDs9olDisrNon1EJtF6yuIMHP4NpnA1jkl+XVlFPq4dvsGJwUiyX59eUXHh2e0a7ResriC0XrK4gwc/hDZODxyS9mxYyzyLhrn7BmcBNM0xEvWyk6zzYtUvaNVovWVxBaL1lcQYOee6FzhKp5L1bqxlLN2a5jas4CaJpfqy2kzlWPhqHHtF6yuIWtxckYy0dRazDBz+EBnCVMSXa3aUs3Zr9gozgKypIiJerlJnn68WqY1Wi9ZXEFovWVxBg5/BsnByLJenLHjLPI+GuQzOBysl/8OUXDPi7fYNVovWVxBaL1lcQYOee5tnAzTNL8pZWUWfHmxdntGWzg9l6tJU8opZuzt9g02i9ZXEKbcXWPGWirqLUYYOfwXOBraL9XvFPOfDs9oxODqlkvVuvGUsxcNcxrtF6yuILResriDBz+DaZwNZUkvynk5RTlPrxahicFiyXs2PKLPLs1+wa7ResriC0XrK4gwc/hDaZwOOSX8+LKLNPs1ARwM8aX5VdotKR8M05e0arResriC0XrK4gwc/hDlsxMPCPQ0UwTxOsrJxJmaTIjJRGWKXA/YPeYXdNuF2GGDxYP0zS/wAohYlJHFNphWmzNaXDUnKJJakHi4j50txdVGbNqLWJtF6yuIabmmtXaqa66czT08HO0vFdZorVyxp7k00XIxVETMRMeMRtO2Y37Jl9DpPpEwGjcGCoSH6MoGGfk8SXkxDhmytaG02qZnjUZpOZGUslOsxwoSM6GU0JYRlD4WKpFSWjW6iKhyRaEhRKqzRMkGoyORzPEWMpHPxNovWVxBaL1lcQwjR0U08tMzG+fhS5NfHNRdr85dot1TjG9ujp06REb+L0FHOYApgTRSjdOHFOIIlGyTJoQolEc0zMjxkUsesfQOjPp7hOjfB1eD0Pg29GoOKdiEuriSQclSkRkST6iL9x8ftF6yuILResriHImiJ6up6/hGk4raqsa2nnomc4mZxEx3Yw9XG4fxztO03S9HRVJQTdMPRD9g1FmlLa3VVp4pTMjxT1Dt+j/pqwh6OkRyKKh4eMOknkvxLkcS3FmoplMjJSccjxznjHz20XrK4gtF6yuIabuks3qZpuU5iersfDuK6zhM250dyaJtxinHZGMbfZs95E9JtH07hk/hthdgqzSUY7YKbbZiXIdtpTSSIlERGZnoliMzIdNHUvgRSFNFGngpGwUAbaiXDQtIma1OTmS67iVyxZylqHnLResriC0XrK4gp0tuj4OY2x1nGPVnDZe4xqtRnz3LVM1TVMzRTMzVM5mZqxmc92cO1puIwUiHErwfoukoJOOsiJi0PF1ykZISZFmzzHBcOBtDkl+UillFPq4dvsGi0XrK4hTji62csxdRahtpo5YxE/i4Ny/VdrmuYjfuiIj7o2VOCkWS/Pryi48Oz2hOCypJezZOMs8iz4u32DXaL1lcQWi9ZXEMsNfP4Q2kcBNM0vy9bKTrPNi1S9o+jejucN/wAW6EqE7XlESmZS+zr/AP8AfYPmlovWVxDs8HqQjoCPXGQEW7DRDUM+aHWVmhaDs1YyUUjIadRYm/ZrtROOaJj730OFcQjhuvsayqnMW66asR28sxOPwf05wAPAZPzoeF7rqXlwbyIP6EltoWbass8oprnIklmmecsQ7mmmOi9ym6DpGBjiKhGYVlmKhktSilukbh1nE1pSOSa5kqZTKRH1fzBgOlHpAo+uSMLaVdS4RkZPRji5HIymRmqZZxynelvDd6IS+dNx6UpmVmmPiCSZHWmWnPGapzzlIpSIpDrFPk3cijl56fun+71m97qeku35vxauxmMYiunEbY29Hafzf1hpiM6KfnhpdCP4P/IflbaiS4wkjsq7tuRzSecjbNM+opJOeIdZH0n0cwcNRMRRh0M4cDCPORDZsJWcYsmUVEyUmaJumcyUZqkSjnIyIfy2/wCMmHRqrKpiKOcyWXyx8iUU5pzLxS4SnLHMYT0xYdJIp01GKOWUZxj+UopSVp4pVSxFiOZzI5jdVwC7OfTp+6f7vnWvdC0NvGbd2cd9dO+0xvt13+/fr0/f/TK5Rq8F1IgDo511ug3/AJVEQVmlLrykKUZVESq1CUSMZEZ1TMfzJHp6X6SsNaYaJh/COkkNGg0OIRGvVXZ4jrEajI56s3AeYH0uF8Nq4fz81WebHTwdZ8r/ACos+UkWItW5o83FUbzE55piezp+8YgAAH1nSwAAAAAAAAAAAAAAAAAAAAfoT0RPt+E/9mF/ycH57H6E9ET7fhP/AGYX/JwYXPgy6f5ffJ3U+qn/AF0vMelF95pfp7HiofIh9d9KL7zS/T2PFQ+RC0fBhzvJL+h6X6FPsBTmdPdLwEinM6e6XgMnYkgAAAAAAKRoud34kJFI0XO78SASAAAAAAAAACnNIuwvASKc0i7C8BIAAAAAAAKRoud34kJFI0XO78SEgAAAAAAACnM6e6XgJFOZ090vABIAAAAAAAAAKb9bumJFN+t3TEgAAAAAAACnMyO78TEinMyO78TASAAAAAAApvSPuq8DEim9I+6rwMBIAAAAAAAAAKXoo7PiJFL0UdnxEhBAAAAAAAAAAAAAACnNL9i8BIpzS/YvABIAAAObRP17/wCVf92ocIc2ifr3/wAq/wC7ULHVJcIBvhoGKi0uLhmjWTZTVIynLgWc/wBhtcoikmYpEG7CKS84k1pSZljIpzOebFI56pGGFcMB2X+nKbrEj5vcIzMykZkUu3HizYtfUMJweppcqtHuHWKecuGI8eI8ZYs5zIMSmYdcA5EXR8bAk2cXDqbJ0ppn1+R8BxwUAAEAAABklqIpYriGbRXDlISACrRXDlILRXDlISACrRXDlILRXDlISACrRXDlILRXDlISACrRXDlILRXDlISACrRXDlIfoP0RVGqPwmnL6mF6vxOD89D9CeiJ9vwn/swv+TgwufBl0/y++Tup9VP+ul5r0oFGXSYRFL+HsdXFQ+RWiuHKQ+t+lF95pfp7HiofIhaPgw53kl/Q9L9Cn2KtFcOUhTjippzaJdRahrFOZ090vAZOxForhykForhykJABVorhykForhykJABVorhykKQ4qq5m0dktZDWKRoud34kAWiuHKQWiuHKQkAFWiuHKQWiuHKQkAFWiuHKQWiuHKQkAGxxaq3VmLqLUJtFcOUgc0i7C8BICrRXDlILRXDlISACrRXDlILRXDlISADYhxVVzNo7JayE2iuHKQI0XO78SEgKtFcOUgtFcOUhIAKtFcOUgtFcOUhIAKtFcOUhTjippzaJdRahrFOZ090vAAtFcOUgtFcOUhIAKtFcOUgtFcOUhIAKtFcOUgtFcOUhIANiHFZWbRPqITaK4cpA363dMSAq0Vw5SC0Vw5SEgAq0Vw5SC0Vw5SEgAq0Vw5SFLcVJGbR1FrMaxTmZHd+JgForhykForhykJABVorhykForhykJABVorhykKbcVWPNoq9UtRjWKb0j7qvAwC0Vw5SC0Vw5SEgAq0Vw5SC0Vw5SEgAq0Vw5SC0Vw5SEgA2LcVVRmzai1ibRXDlIF6KOz4iQFWiuHKQWiuHKQkAFWiuHKQWiuHKQkAFWiuHKQWiuHKQkAFWiuHKQWiuHKQkAFWiuHKQpxxVfqzF6pahrFOaX7F4AForhykForhykJABVorhykOZRS1G8+Ry+yv9RbtQ4I5tE/Xv8A5V/3ahY6pLZRFKs0WmIUcItx91JJadS6SbPHM8RpOc8RHmxTx4xzYnCdiJi0RCqMNKEIcaqk/jqOGs1lOrnNThmRyxERFjzjoQDMmIepVhybinFOUWRk+lKHiJ4yrJQqs2RYsUjlPPOXUMJw4XNS10aSlOqS64dtIjdRVqqLFiLIKacc5njLq8uAvNKcsOzpqnFUwbZnDk1VUpxeXWrOKlWPMUixFix9o6wAEmcsojAAAIAAAAAzWMuorgrnqTcAwAzXPUm4K56k3AMAM1z1JuCuepNwDADNc9SbgrnqTcAwAzXPUm4K56k3AMD9CeiJ9vwn/swv+Tg/Plc9Sbh3+CmHuFWBC4lzBikzglRZJS8aW0qrEmcs5HrMY1xzRh8Hym4Xd41wq7obExFVeMTPTaqJ7Inue99KL7zS/T2PFQ+RDt8JcLKewvpL52whjflcXZpatFISR1SnIsRFrMdTXPUm4WmMRhyeB6G5wzh1nR3ZiaqKYicdNu5gU5nT3S8BiuepNwt1ZzTiTol1FqFfVawGa56k3BXPUm4BgBmuepNwVz1JuAYFI0XO78SGK56k3C0LOq5iTo6uJANYDNc9SbgrnqTcAwAzXPUm4K56k3AMAM1z1JuCuepNwDLmkXYXgJGxxZ1ixJzF1cBFc9SbgGAGa56k3BXPUm4BgBmuepNwVz1JuAZRoud34kJGxCzquYk6OriQiuepNwDADNc9SbgrnqTcAwAzXPUm4K56k3AMCnM6e6XgMVz1JuFurOacSdEurgA1gM1z1JuCuepNwDADNc9SbgrnqTcAwAzXPUm4K56k3AMt+t3TEjY2s8rEnRPqEVz1JuAYAZrnqTcFc9SbgGAGa56k3BXPUm4BgU5mR3fiYxXPUm4W4s5IxJ0dXEwGsBmuepNwVz1JuAYAZrnqTcFc9SbgGBTekfdV4GMVz1JuFtrOseJOirqLUYDWAzXPUm4K56k3AMAM1z1JuCuepNwDADNc9SbgrnqTcAyvRR2fESNi1nVRiTm1cRFc9SbgGAGa56k3BXPUm4BgBmuepNwVz1JuAYAZrnqTcFc9SbgGAGa56k3BXPUm4BgU5pfsXgMVz1JuFOLOtmTmLqLUAgBmuepNwVz1JuAYHNon69/8q/7tQ4dc9SbhzaKUZvPlIvsr/V/TULHVJaIaAi4tt12GYNaGSmsyMsWIz/fERni1DbD0NScWwmJh4Ra2lKqkuZEXbj6sR48w3UZTBUfCvwyoa1tDrNqr1aiqikTMpHMpLPFixyx9Q58NhY1DQfyFFGHZGhbCpP47BSjUaCM0nJVZRnW/aQsY7ScuB/pym6xI+b3CMzMpGZFKWvHizYp5+oYTg9TS5VaPcyiM85cMR48R4yxZzmQ7hWHRuKcN2iyMn0pQ8RPGVZKFTbIsWKRynnnLqGCw4VNSl0aSlOqS66dtIjdRVqKIpYiKoU045zPGWKVxSmanl82IwBSjUo1HnM5mAwZAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAApzOnul4CRTmdPdLwASAAAAAAApGi53fiQkUjRc7vxIBIAAAAAAAAAKc0i7C8BIpzSLsLwEgAAAAAAApGi53fiQkUjRc7vxISAAAAAAAAKczp7peAkU5nT3S8AEgAAAAAAAAApv1u6YkU363dMSAAAAAAAAKczI7vxMSKczI7vxMBIAAAAAACm9I+6rwMSKb0j7qvAwEgAAAAAAAAApeijs+IkUvRR2fESEEAAAAAAAAAAAAAAKc0v2LwEinNL9i8AEgAAA5tE/Xv8A5V/3ahwhzaJ+vf8Ayr/u1Cx1SXCACIzMiIpmY5TlF0k0TqnYF9JMkRuGaDySPNMFcUBymqKpJ9Da2YF9aXZ1DSgzJUs8rhlNEUoskmmj4gyWk1Jk2eMizn7SvDBlxAHKOiaTJNc4B+rUtJ2Zyq6+wcUAAAEAAABRLMilVTcFoeynlAAC0PZTyhaHsp5QAAtD2U8oWh7KeUAALQ9lPKFoeynlAAC0PZTyhaHsp5QAAtD2U8oWh7KeUAALQ9lPKFoeynlAAC0PZTyi3HDmWSnRL1S1AACLQ9lPKFoeynlAAC0PZTyhaHsp5QAAtD2U8otDh1XMlOjs8SAAEWh7KeULQ9lPKAAFoeynlC0PZTygABaHsp5QtD2U8oAApxw62inMXqlqE2h7KeUAALQ9lPKFoeynlAAC0PZTyhaHsp5QABaHDquZKdHZ4kItD2U8oAAWh7KeULQ9lPKAAFoeynlC0PZTygABaHsp5RbjhzLJTol6vAAARaHsp5QtD2U8oAAWh7KeULQ9lPKAAFoeynlC0PZTygACkOHlZKdE/VE2h7KeUAALQ9lPKFoeynlAAC0PZTyhaHsp5QAAtD2U8otbhyRkp0dktZgACLQ9lPKFoeynlAAC0PZTyhaHsp5QAAtD2U8optw6x5KdFXqlqMAATaHsp5QtD2U8oAAWh7KeULQ9lPKAAFoeynlC0PZTygACluHVRkpzbJaxNoeynlAAhILQ9lPKFoeynlAAUtD2U8oWh7KeUAALQ9lPKFoeynlAAC0PZTyhaHsp5QAAtD2U8opxw62inMXqlqAAE2h7KeULQ9lPKAAFoeynlHNopZm8+VVP2V/MX9NQALHVJcVh9LKVpUw24SylNRTNPZxHfv4SUattbLUJEk0lJtspNaSqINJJMuOIpkeszABYkmGyFwsgIVhUKmAfNtxCGlzcTWJLaqyJHLPmI/3G1OG0NWW4uAcNTy0PrksiInEVKpFi0cjH28AAXmlJphriMMIZ9k2/kTiVG6qJI6xStVINJl3cc9eIeWABjMzPVYjD/9k="/></p>
<p>The rebound remains capped under the $143.77 resistance and lacks volume strength, with broader structure still fragile below $157. The 4-hour timeframe shows a clearer picture of Solana price volatility, especially the recent CHoCH (Change of Character) near $132.40, which aligned with a demand imbalance zone. From the LuxAlgo SMC charts you shared, we can see BOS (Break of Structure) confirmation below $134.50, with significant liquidity sweeps around $128–$130.</p>
<p>Until then, this rally could turn into a local Solana price spike fading back toward the mid-$120s. Jamie Dimon, the chief executive of JPMorgan, has long criticized bitcoin and crypto amid wild … This graph contains dummy data, create an account to view the real predictions. Since 2017, DigitalCoinPrice has become one of the trusted brands within the crypto community. This success award goes to the combination of people, accurate crypto market analysis and data, the latest news, latest blogs, advertisement placements, and many more. When the price falls below the lower band, it may indicate that the asset is oversold and a buy signal.</p>
<ul>
<li>Bitcoin BTC has suddenly rebounded from a crash under $40,000 per bitcoin, climbing back from what some thought was a “critical” price level.</li>
<li>You should also be aware of the potential for loss, and only invest what you can afford to lose.</li>
<li>After analyzing the technical indicators for APPC, we expect a slight correction could happen over the next few days.</li>
</ul>
<h2>AppCoins Forecast for July 2029</h2>
<p>Nevertheless, the 9-day moving average remains below the 21-day moving average revealing that the market may gain more upwards if faces the north. The ApeCoin price prediction reveals that APE is moving bullishly with a gain of 2.35%, as the coin prepares for a bullish cross. Just like with any other asset, the price action of AppCoins is driven by supply and demand.</p>
<p>These dynamics can be influenced by fundamental events such as block reward halvings, hard forks or new protocol updates. Regulations, adoption by companies and governments, cryptocurrency exchange hacks, and other real-world events can also affect the price of APPC. As interest in the metaverse and gaming narrative intensifies, APE seems to be garnering support to counter increasing selling pressure. Additionally, positive social dominance and volume metrics are bolstering altcoins, especially as the gaming narrative gains momentum. When trying to make a AppCoins forecast, many traders also try to monitor the activity of APPC “whales”, which are entities and individuals that control large amounts of APPC. Since the AppCoins market is relatively small compared to traditional markets, “whales” can single-handedly have a big influence on AppCoins’s price movements.</p>
<h2>AppCoins Forecast for July 2027</h2>
<p>AppCoins&#8217;s price action is driven by supply and demand, influenced by factors like block reward halvings, hard forks, and protocol updates. Real-world events, such as regulations, adoption by companies and governments, and cryptocurrency exchange hacks, also impact APPC&#8217;s price. They also identify key support and resistance levels to gauge when a downtrend might slow or an uptrend might stall. We making a forecast of future prices for huge amounts of digital coins like AppCoins with technical analysis methods.</p>
<h2>AppCoins Forecast for March 2029</h2>
<p>The proposal, to be reviewed on June 25, could pave the way for the listing of Bitcoin ETFs. The author has not received compensation for writing this article, other than from FXStreet. The Moving Average Convergence/Divergence (MACD) indicator declines in the negative direction alongside its signal line, suggesting a growth in bearish momentum. This means that if you invested $100 now, your current investment may be worth $112.97 on 2026-Jun-24. Coin Edition is an independent digital media company that focuses on news from the blockchain and crypto space.</p>
<p>As of June 24, 2025, the overall price prediction sentiment for AppCoins is BEARISH, with 10 technical indicators showing bullish signals and 22 indicating bearish signals. The Solana price today is trading near $134.20, recovering from a recent pullback that <a href="https://cryptolisting.org/coin/appc">appc coin price prediction</a> tested lower demand zones near $124. While short-term momentum has improved, buyers are still grappling with major resistance bands overhead, making the near-term trend fragile.</p>
<p>Statements and financial information on CoinCheckup.com should not be construed as an endorsement or recommendation to buy, sell or hold. Scores are based on common sense Formulas that we personally use to analyse crypto coins &amp; tokens. Utilize our cutting-edge technology togain a competitive edge in your trading strategies. Our prediction for 2028 suggests that AppCoins could reach a maximum price value of $0.0113, reflecting the positive trajectory it might experience. By the end of year 2028, we predict an average trading price of $0.0100 for APPC, with $0.0098 as minimum expected price. Monthly performance data shows the change in price of a cryptocurrency month over month.</p>
<h2>Solana Price Faces Resistance at $143 After Bouncing From $131 Support</h2>
<p>Meme coins, such as Dogecoin (DOGE), Shiba Inu (SHIB), and Pepe (PEPE), are in a free fall as the risk-off sentiment sweeps the broader cryptocurrency market. The meme coins DOGE and SHIB hit new swing lows while PEPE breaks under a crucial support zone, putting the segment leaders at risk of further losses as selling pressure grows. Join us today and elevate your trading strategy to new heights withour expertly curated resources.</p>
<p>Historically the price of APPC last day of January was above the open price three times out of 6, and 3 out of 6 the price was lower than the price at the start of the month. The best month for AppCoins has been October for the last seven years, five times the price of APPC at the end of October was higher than the price at the start of the month. The worst month is June, six times out of 7, the price at the end of June was lower than starting price. The 14-day relative strength index (RSI) is currently at 41.64, indicating Natural conditions in the market without being oversold or overbought. Investors should conduct their own research and analysis before making any investment decisions.</p>
<p>Consequently, the determination of whether or not to invest in AppCoins will hinge on whether such an investment aligns with your trading aspirations. An oscillator is a technical analysis tool that sets high and low boundaries between two extremes, creating a trend indicator that fluctuates within these limits. Traders use this indicator to identify short-term overbought or oversold conditions. Solana price is showing signs of short-term exhaustion after bouncing from $131, near the lower boundary of its long-term upward channel and key 0.236 Fibonacci support.</p>
<p>Tensions in the Middle East have taken the backseat after US&nbsp;President Donald Trump announced a ceasefire between Israel and Iran on Monday. Global markets, including cryptocurrencies, ticked up, boosting BTC&#8217;s&nbsp;recovery above $105,000 at the time of writing on Tuesday. According to our price prediction, our analysis suggests that AppCoins is currently a smart investment. The determination to procure AppCoins is entirely contingent on your individualistic risk tolerance. As you may discern, AppCoins&#8217;s value has experienced a fall of 0% during the preceding 24 hours, and AppCoins has incurred a decline of&nbsp; over the prior 30-day duration.</p>
]]></content:encoded>
			<wfw:commentRss>http://xn--12ccer4dtajd7cwa0b6azb8fc5bbl6eb.com/2023/07/24/appcoins-price-chart-market-cap-appc-coin/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
