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	<title>HTDBouw &#187; Crypto Exchange</title>
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		<title>Lifelong Technician, Fidelity Director Breaks Down The Bitcoin Correction</title>
		<link>http://htdbouw.nl/crypto-exchange/lifelong-technician-fidelity-director-breaks-down/</link>
		<comments>http://htdbouw.nl/crypto-exchange/lifelong-technician-fidelity-director-breaks-down/#comments</comments>
		<pubDate>Wed, 09 Jun 2021 16:00:15 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Crypto Exchange]]></category>

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		<description><![CDATA[<p>Content Usd Inr Kol Justin Bennett Predicts A Trend Reversal For Bitcoin And A Mid Polkadot Price Analysis: Technicals Are Bearish On Dot European Financial Forecast Service Dominance kicks in and if we see much bigger recovery, then also keep an eye on COUNT #2, where A-B-C corrective decline from the highs can be completed and new five-wave impulse already&#160;<a href="http://htdbouw.nl/crypto-exchange/lifelong-technician-fidelity-director-breaks-down/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/crypto-exchange/lifelong-technician-fidelity-director-breaks-down/">Lifelong Technician, Fidelity Director Breaks Down The Bitcoin Correction</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Usd Inr</a></li>
<li><a href="#toc-1">Kol Justin Bennett Predicts A Trend Reversal For Bitcoin And A Mid</a></li>
<li><a href="#toc-2">Polkadot Price Analysis: Technicals Are Bearish On Dot</a></li>
<li><a href="#toc-4">European Financial Forecast Service</a></li>
</ul>
</div>
<p>Dominance kicks in and if we see much bigger recovery, then also keep an eye on COUNT #2, where A-B-C corrective decline from the highs can be completed and new five-wave impulse already underway. Axie Infinity price appears ready for a 27% bounce toward $121 if it manages to slice above the resistance line of the governing chart pattern. However, AXS may face ample challenges ahead before the bullish target could be reached. The goal for this bullish setup is obtained by including the space between the cup’s lowest level upwards from the breakout level. On this case, the cup-and-handle initiatives that XRP worth might enter a 1,625% bull run towards $34. When the space is measured from the breakout level to the underside of the cup, it forecasts a 94% breakout to $3.82. As per the daily chart, the price has penetrated the prior daily lows in a strong bearish engulfing candle. This leaves the bias with the bears on the way to a test of 1.12 the figure for the week ahead. Topics may include bitcoin prices, outlooks on altcoins, cryptocurrency development, economics, and more. Feel free to share outlooks on other things as long as the major focus is on cryptocurrencies.</p>
<p>The price should be rising to a level of 0.278, where the entire linking wave will be 50% of wave , according to Fibonacci retracements. Bitcoin is showing nice reactions from the blue box band we got break toward new highs as expected. We don’t recommend selling BTCUSD in any proposed pull back and favor the long side from the blue box. Members who took long trades are now enjoying profits in risk free positions. Idea is to enter at the extreme areas which we mark on the charts as blue boxes. And two bearish corrective Elliott wave patterns, against the upward market trend. Inside wave 2 and 4, we use English alphabets to label corrective wave structures. Please take a note that Bullish Impulse Wave pattern is a motive Elliott wave pattern. It appears at a trending market environment and moves in the favour of larger upward market trend.</p>
<h2 id="toc-0">Usd Inr</h2>
<p>Having Wave 3 as the longest wave and Wave 5 as the same length as Wave 1 is a standard strategy used by traders during crypto trading. The bottoms of Wave 2 or Wave 4 are common trading spots due to the fact that they are easier to trade. Traders should also avoid the tops of Waves 3 and 5 since these are challenging areas. All market data is provided and hosted by Barchart Market Data Solutions and powered by cmdty by Barchart. In intraday chart, BTCUSD made a three-wave rise into new highs and there&#8217;s still a chance for a potential irregular flat correction within wave 4, where wave »c« down is still missing. So, ideal support is still 54k-53k zone, but if goes straight up to 60k, then wave 5 is already in progress. On 4h chart, ETHUSD is down after we mentioned and highlighted ending diagonal pattern within wave . With current break below channel support line, we are now tracking wave with key support around 4000 – 3900 area or maybe even wave if we see a decisive break beneath 3900 region. Bitcoin price has been hanging around the $50,000 psychological level for quite some time.<br />
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' alt='Btcoin to Dollar' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='401px'/></a><br />
The continuation sample varieties after an upward advance that appears like a bowl or a rounding backside accompanied by a buying and selling vary, which ends up in the deal with. If it holds here for any length of time is is bullish short term. Given that the Elliott Wave theory is still one of the most efficient technical analysis methods found to date, a deeper understanding of it stands to be an excellent asset for crypto traders. It may be pretty challenging initially, but once you get the hang of it and become more experienced with Elliott Waves, they become the most valuable tool for Bitcoin and crypto traders.</p>
<h2 id="toc-1">Kol Justin Bennett Predicts A Trend Reversal For Bitcoin And A Mid</h2>
<p>XRP worth might take an enormous hit, however it will doubtless be short-lived. The US Securities &#038; Change Fee sued Ripple on December 22, 2020, for allegedly promoting unregistered securities throughout the nation. The $1.3 billion lawsuit got here as a shock to XRP holders and the neighborhood, contemplating the closed-door conferences the blockchain startup had with a number of regulators through the years. In contrast to earlier years, the place the institutional involvement was meager, 2021 has seen main firms align with the burgeoning ecosystem of cryptocurrencies. XRP worth burned brightly within the first half of 2021 however its momentum seems to have vanished within the second half. AUD/USD has steadied after a weakening period as it consolidates. EUR/AUD has moved back to the middle of a broad range after testing the high. And wicked 1.618 on the 4hr and this shows this wave is probably complete. Price trickled down to the Wyckoff support region to have a soft bounce just shy of support, then a hard bounce after tagging support. The “collapsing structure” break-down from the wedged top gives a clue that the trend may be coming to an end.</p>
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<h3>Bitcoin may test June lows 29k-20k support zone: Elliott Wave analysis &#8211; FXStreet</h3>
<p>Bitcoin may test June lows 29k-20k support zone: Elliott Wave analysis.View Full Coverage on Google News</p>
<p>Posted: Mon, 13 Dec 2021 07:55:47 GMT [<a href='https://www.fxstreet.com/cryptocurrencies/news/bitcoin-may-test-june-lows-29k-20k-support-zone-elliott-wave-analysis-202112130755' rel="nofollow">source</a>]
</div>
<p>The Nikkei consolidated lower last week, retracing into the target support cited between – for blue wave ii of 3. The DAX started off sharply lower last week, slicing below the prior low on the month and confirming that all of wave v of was complete. Bitcoin has been hovering below the 50k pivot for roughly a month now, likely coming close to decision time for either a direct breakout or pullback as wave ii of 5 first. If a direct breakout, can easily target ~60k next as wave iii of . Important near-term inflection point for Bitcoin approaching at ~49k. Above there begins to favor a wave ii bottom in place as shown in blue. Rejection from there could lead to another leg lower in a deeper wave ii likely targeting at least 41k . Bitcoin followed the deeper wave ii scenario in red from my last post, bottoming so far in the 41k region cited.</p>
<p>However, price still needs to produce another iv-v for a full 5 waves up from the Sep low as wave of iii to completely remove the red -wave from the chart. On 4h chart, BTCUSD is breaking below channel support line after we noticed a completed 5th wave, so we are now tracking either wave C or maybe even wave 3. If BTCUSD manages to stay above 58k level, then this could be still wave C, but in case of decisive break below 58k region, then be aware of wave 3 of a five-wave bearish impulse. With the rising bullish momentum throughout the cryptocurrency trade, XRP worth might breach its earlier all-time excessive in 2022. Nonetheless, every thing would depend upon the result of the SEC v. Ripple lawsuit. XRP worth appears to be forming a cup-and-handle on its weekly chart.</p>
<p>Read more about <a href="https://www.beaxy.com/market/drgn/">Dragonchain to Bitcoin</a> here. The correction in Wave 2 does not break the bottom of Wave 1. This essentially indicates that Wave 2 will never be able to move beyond Wave 1’s origin. Wave 2 does not break the bottom of Wave 1 in an uptrend, and Wave 2 does not break the top of Wave 1 in a downtrend. The DAX turned lower last week, breaking below the prior August lows to signal a top already in place. The Nikkei continued initially lower last week, breaking below the .618 retrace and .764 retrace before finally bouncing. The DAX continued to stretch lower initially last week, but managed to get a decent bounce mid-week and so far is trying to hold a higher low.</p>
<h2 id="toc-3">Xrp</h2>
<p>In their most basic and straightforward form, impulses contain 5 lower degree waves and corrections contain 3 lower degree waves. Information presented is provided &#8216;as-is&#8217; and solely for informational purposes, not for trading purposes or advice, and is delayed. No representations are made by Barchart as to its informational accuracy or completeness. To see all exchange delays and to review Barchart’s full Terms and Conditions, and Disclaimer, please see Barchart&#8217;s User Agreement. NewsBTC is a cryptocurrency news service that covers bitcoin news today, technical analysis &#038; forecasts for bitcoin price and other altcoins. Here at NewsBTC, we are dedicated to enlightening everyone about bitcoin and other cryptocurrencies. Waves are still the most widely used and historically significant technical analysis method in forex trading and other financial markets, including cryptocurrency markets. Try our service with14 days FREE Trialto see more chart updates and learn how to trade blue boxes using 3,7, or 11 swing sequence. Sign up now to get live session, daily technical video, 24 hour chat room, live trading room, and more. Bitcoin BTCUSD is still following USD Index since January 2021, but DXY can be still nearing some strong resistance, so be careful in the upcoming weeks.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="301px%" alt="btc usd elliott wave"/><br />
A sideways corrective wave formed as a contracting horizontal triangle &#8212;-. Then the market started moving upwards, forming a bullish impulse wave . Impulse and a small correction may finish in the nearest future. Then wave may complete the ascending trend at around 12,200.00. The BTCUSD forecast is forming the long-term uptrend, with the corrective wave recently completed within. The sub-waves and are simple zigzags, wave is a bearish double zigzag. Next, the market has turned up and started forming the initial phase of the new uptrend. The Bitcoin price should be rising in the next few weeks. Once a descending double zigzag W-X-Y formed, the pair started growing in a new impulse wave.</p>
<p>Below is the daily chart of BTC/USD pair with my Elliott wave forecast which shows us a big picture and a bit weak bullish trend. These smaller sub-waves can also be impulsive or corrective. Corrective moves in Elliott Wave Theory can also have five waves but are more commonly three-wave ABC corrections. These corrective waves can run concurrently as part of larger waves taking place across larger timeframes. Crypto traders often use the “5–3 move,” which occurs when both motive and corrective waves come together. So far bitcoin is acting impulsive off the September low and therefore favoring the blue count as wave iii of 5 starting.</p>
<ul>
<li>Having Wave 3 as the longest wave and Wave 5 as the same length as Wave 1 is a standard strategy used by traders during crypto trading.</li>
<li>Today we will talk about Bitcoin dominance chart, its price action from technical point of view and wave structure from Elliott Wave perspective.</li>
<li>Basically, Ripple has been rising sturdy regardless of the SEC’s $1.3 billion lawsuit.</li>
<li>Instead, they can use moving averages, oscillators, and other indicators to help them decide whether to buy or sell Bitcoin or any other crypto asset.</li>
<li>If Ripple wins the lawsuit towards the SEC, there’s a excessive chance that XRP worth will shatter its earlier file excessive at $3.31 and make its manner greater.</li>
</ul>
<p>The post <a href="http://htdbouw.nl/crypto-exchange/lifelong-technician-fidelity-director-breaks-down/">Lifelong Technician, Fidelity Director Breaks Down The Bitcoin Correction</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
			<wfw:commentRss>http://htdbouw.nl/crypto-exchange/lifelong-technician-fidelity-director-breaks-down/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Usd To Btc</title>
		<link>http://htdbouw.nl/crypto-exchange/usd-to-btc/</link>
		<comments>http://htdbouw.nl/crypto-exchange/usd-to-btc/#comments</comments>
		<pubDate>Tue, 11 May 2021 15:41:16 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
				<category><![CDATA[Crypto Exchange]]></category>

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		<description><![CDATA[<p>Content Crypto Asset Manager Grayscale Has Added Altcoins Solana And Uniswap To One Of Its Funds Conversion From United States Dollar To Bitcoin Popular Cryptocurrency Conversions How To Convert Usd To Btc ZenLedger is the leading software focused on cryptocurrency tax management and accounting. Users can easily manage their crypto portfolio and generate their required tax forms. Enter the number&#160;<a href="http://htdbouw.nl/crypto-exchange/usd-to-btc/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/crypto-exchange/usd-to-btc/">Usd To Btc</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Crypto Asset Manager Grayscale Has Added Altcoins Solana And Uniswap To One Of Its Funds</a></li>
<li><a href="#toc-1">Conversion From United States Dollar To Bitcoin</a></li>
<li><a href="#toc-4">Popular Cryptocurrency Conversions</a></li>
<li><a href="#toc-5">How To Convert Usd To Btc</a></li>
</ul>
</div>
<p>ZenLedger is the leading software focused on cryptocurrency tax management and accounting. Users can easily manage their crypto portfolio and generate their required tax forms. Enter the number of bitcoins you have, and watch their value fluctuate over time. But if you want a comprehensive guide on how to buy Bitcoin, and a full explanation of how conversions work, CoinMarketCap is here to save the day. Bitcoin is renowned for its volatility — and in the past, it&#8217;s gained and lost hundreds of dollars in a matter of minutes. Thanks to our straightforward tool, you&#8217;ll never be out of the loop. Don&#8217;t forget that we have plenty of other metrics that can show you whether the BTC market is in a healthy state. You can easily assess the market cap of the world&#8217;s biggest cryptocurrency — and at the top of every page we deliver an insight into Bitcoin&#8217;s dominance. There&#8217;s a constant buzz about how Bitcoin is performing against the U.S. dollar. Traders anxiously watch the pair&#8217;s every move — and fluctuations regularly hit the headlines.</p>
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<h3>Why Do Bitcoins Have Value? &#8211; NextAdvisor</h3>
<p>Why Do Bitcoins Have Value?.</p>
<p>Posted: Tue, 07 Sep 2021 07:00:00 GMT [<a href='https://time.com/nextadvisor/investing/cryptocurrency/why-do-bitcoins-have-value/' rel="nofollow">source</a>]
</div>
<p>The exchange acts as a broker between buyers and sellers of cryptocurrencies. The United States Dollar is also known as the American Dollar, and the US Dollar. The United States Dollar is divided into 100 cents. The exchange rate for the Bitcoin was last updated on October 3, 2021 from coinmarketcap.com. The exchange rate for the United States Dollar was last updated on September 30, 2021 from The International Monetary Fund.</p>
<h2 id="toc-0">Crypto Asset Manager Grayscale Has Added Altcoins Solana And Uniswap To One Of Its Funds</h2>
<p>Conversion from United States dollar to Bitcoin can be done at current rates as well as at historical rates – to do this, select the desired exchange rate date. Additionally, the currency calculator shows the closing rate of the previous day as well as the highest and lowest rates of the conversion United States dollar &#8211; Bitcoin. The results are displayed in a clearly arranged table. In addition to the United States dollar &#8211; Bitcoin rate, the Markets Insider currency calculator also offers other exchange rates for about 160 international currencies. A bitcoin calculator gives you the price of bitcoin in US-dollar or any other fiat currency. You can also convert the price from fiat currencies into Bitcoin. The conversion rate displayed is often an average of multiple exchanges.</p>
<p>Scroll up and type in how much you&#8217;re ready to invest. You will immediately see how much BTC you will get. When you&#8217;re ready, click the Buy now button — and rest assured, we&#8217;ve made buying Bitcoin just as simple as using this tool. The BTC calculator can help anyone who is interested in crypto or is already trading crypto. It is automatically updated with the latest price, so it always remains accurate. This Bitcoin calculator is a simple, convenient way to estimate how much you need to spend to buy the amount of crypto you want. According to crypto experts, Bitcoin can reach 300 million US dollars or even 250 million dollars by 2025.</p>
<h2 id="toc-1">Conversion From United States Dollar To Bitcoin</h2>
<p>To convert US Dollar to Euro, type currency.world/convert/USD/EUR. You can also press $ or € on your keyboard, or start typing a currency name, currency code or country name to change currency. Coinmama lets you easily purchase cryptocurrency using a debit card, credit card, or bank transfer. Enter the amount to be converted in the box to the left of Bitcoin. Use &#8220;Swap currencies&#8221; to make United States Dollar the default currency. Click on United States Dollars or Bitcoins to convert between that currency and all other currencies. Price data is continually gathered from multiple markets. A weighted average price of these markets is shown by default (based on 24-hour trade volume).<br />
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" width="300px%" alt="dollar to bitcoin calculator"/><br />
More advanced calculators, such as the bitcoin price converter you can find on this website, take price movements of individual exchanges into account too. With our Bitcoin calculator, you can easily get the current conversion rate of the Bitcoin exchange of your preference. The rates displayed by the calculator represent market exchange rates, and are provided for informational and estimation purposes only. They do not include any conversion fees or other charges applicable to a conversion or other transaction. The calculator may allow you to calculate exchanges of currencies currently not available through Coinmama. The calculation by the calculator shall not be binding upon New Bit Ventures in the execution of transactions. World currency prices and crypto conversion rates of our Bitcoin calculator are based on the rates obtained via Currency Freaks. The rates displayed represent market exchange rates provided for informational and estimation purposes only. The current market price of Bitcoin is updated every 3 minutes and is automatically sourced in USD. Bitcoin prices in other currencies are based on their corresponding USD exchange rates.</p>
<p>Prices data are continually gathered from multiple markets. All exchange rates are updated regularly hourly every hour. Our currency rankings show that the most popular US Dollar <a href="https://www.beaxy.com/exchange/btc-usd/">dollar to bitcoin calculator</a> exchange rate is the USD to EUR rate. A bitcoin exchange platform is a digital marketplace where traders can buy and sell bitcoins using various currencies like US-Dollar.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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Ssqw0NHDeogZOBttkbbb47ZVOG2smq5GHZjOSkU6Na/1VPtdU1qkZKYPJZlqW4+2k+m9TiD+SMD9zdRugaDX7hmZW7LalSFTc5TkrD8s15uONHnaBySkkAckgZMRFYelPUHrrQZrVeu6l1qXfe3PstSsy4wyyDyEIbQrCUjsAOfUk5Jm7plv+6bopVdsHUKYE/VrYdSwZp4blTcs5uADg/CUkggnzSU5yQScy9V2utF0rbzX1EdRECPEjDenAJ7EAccZ+hUlPHbrg8wRsLT2OeSnNf8A1ayc1p23X6DOIW9MNpCBuxhSsAdviYjPUZnqksWlrr/3T0WrFydZkmafTUzDkw668sIQEpUhI7nJJIxFbdUaHMacavXLprKvq+aZaptTsg2T7qWH0oeQgfBHibP7jMXl6iNRJ7SzSauXlSZdh6pSqUNSAfb3oRMOqDaHCnzCdxVjzxjzjR1lre6UU1qfY8FtURlpAPVnpwM4JHODhRUNvikbN9o2LPJMOm6V9R9clG6jcOrVOok0tAV7I1IKmvDPopW9Az64z9sbdD1e1Z0Hu2l0HVWZl5+kVh7wJGryZX4K3AM+G4lQyheMnB4ODjODitjFO15tChyWtE5qLXJmbWtuYcS5OOKQ4ncCUqbzsKTyCnbjBwBFoOpoSly9NVZrzjAQtiTla1LHPvMvIW24kpJ7HBUk/BRHnFKuv2q9IXujZeJ2TQVLujDW46Tkcd9sjc5zvlSxU1HXU8hhaWuYM7lXUtuuytdpTFRlnN6HUhQI7cwpl1vzViOdGl/UfqHU7Tptp6f0RytVpUmZjwBNssfe04BVudWlPmOM557Q4PzQ+ssrCvzJlFGeB8+0/t+qI9WrdQWm2y+BW1Ucb+cOe1px8CVjR008zeqNhI9ArQ9SKgdOKgQc/el/4Ir50oYVo3RwoA/wZOA/V46oaV3a/XvMUuf0+1Lt9VFrgkhNGWMyzMZZWVBC9zK1J5KFcZzx2h19Ji9+i9JcPdc5Nn/t1R5X7aJ4avTlNPA4OY6VhBByCCHbgjYha9hYWVT2vGDg/uVYelDpStzXGUqM9V2xhLzqUpSAMYUeT65iTLt0z1P6QJ6Xr9n1mdnLZZWPaqNMOlcstrPvbEnhCsdinBz3z2h8/JoH/cSoHn88ujt57zE39Zpp/wCZjUBNhIPgK5J5PEer1FspLpRCmq4w9jmjII9Pz9VkMmkik62HfKhzqJtWla2dO9UrNvNJmZtFINw0FwJ++bwwXAlPmC4gqQR6qGe0c/rZ1SYl7SYmX1lTxRsCR+Er4epjo109uKY6f7YdrCTsTTn1KCh/KPEcKT9Xh7fsiiPydGm9MvfVL7oq3ItzknaUgioMNupCke1LIQ0og+acLUPQpB7gR4R7Pb2zS1svEdQS6GjkPT65LmgD4lo/EkrpLlCaqWAt5eN/on1Z/SZ1BalybNcrdWp1kyMygLbanW1zE4UnkEsIwE9/oqWFDzHkF2qdBWsVJYVNWzrHRKxMIAUGJuluSSVeoCw67z6ZAH1R99bmvGoQ1LlNCdNrjmqKzJyjc5WpuSc8J91x7KkM7wNyUpb2qISRneM8CId091c1X6e7xpFcrF7Ves225MIbq8jPTbj7a5dRAccSlROFpGVJIwcjHYkHboZteXq2i9U9RFH1jrZD0A5byAXEZyR/IUDxb6eXwHtJxsTnusNTqt02NXJ/T/UijvUmtyqN5aXgpdbUPdcbWOFoPOFD0PYgiJ++ToUFzWpik9jOSBB/uHocnyiljSFX0dY1Fl2Gm6pac+wETKR75lphxLS0Z8071tKx24MMv5MlxT0jqA6s5Up+nlXHntejL1Hqcat9nNTXvZ0yAta8duoPbnGfPIOO3Ckpqb7Jc2xcjBI+GNlWbq2dKOp3UwA952Xz+pGYvbVufk/JjP8A+lv/APnCKM9V4x1Namk/z9Lj/wCEZi89Vz++/wB/GP41w7/2OEO1pvatO/8AiQf4WooP66q+DvzXP3Tu4Lnm5akWjbEh7VU6q+1JSbW4J8R5whKBuOAMkjk8RZ+3ehjXKtyqZm69TaHb7jwBVKy0m5PKRnulatzaeOOxIMVoterCx6db19011pypUGflqhLMPkKQ480tK0pUkEHZlIzyD8e0Ks4jrF1snzXfD1Drz0wshv2Rh+Wkm8nshSPDYQBjGM/lj0rU8d68Rn6Pq46aLBLnPAJJzwOrbHnlZVIYA0+IwuPkFP8AdvST1B6c0k1i0r1lrxl6cgvuSEq05IzSgOT4SVLcSo8HgKBPYA5iJ5nWOmiz3qi/N1D29G5S2m3C22Fj6IIcWtW8cZJJz2wkxcLoxonUJatk1e3Nd6ZOMJlZhl2hvz9QYmphTS0q8VlXhurKUIKUFO85++qHZIxz46jaazb2t+pdApmGpdqtTLiEA7UhLh8QpGeBjfjEc3oDVVfdLtV2O4zMnMOC2WPHS4HH93bbI+ByOyuXGljghZURAtB7Ht/O6sFfHTl1D2Pa8xqLL3RRqinawhqnyEzNuTLpfcSltttCm0oKipwZ5+3137i6U9arb0srmo156lUpl+hUmZrE1QkyS5oFthouqaL5cCQshGPoKSDjk94t9f8AfNN0z0Yn7/qVPbnW6DSG51uXPHiPJQnwhnBxlZTz5d45qv6rdTGrLdXq9e1Nn2qdX2JiWmaay8GJNMs8gocYS0r3QjYvbnlQ7lWcqjA0bqLWOtGukhljZHFLh7i0ZcNvcaACNhnLuckKeupqKhcAQS4jbfj1O6dVhXPTa/JS83Mpk2XFbMKa2JcSAeNyfpJAzkEDH0u/ko3LINyQE/KSxlELcJLvibSPXcMZGT+ECR2PmDEaydtzdGpwlF5lCE7CsHejnHIIOMeu38sbzdbrtMlXGpl75xkVJBOcbmTlOCFEe6OSkZODwDkgGPcSN1hh22yWqdUbkps0mUckV7CEFbb6lkLRknKVKwAPIfXnntDrlrtpqvClpphco4ralIPvJJPbjuOSBz+P0Z8lXFzsuiTwETRJdDZe8LxEHu0STt28EgnYRn6Q/BQqpXTOsrDL8xJTCdyVB3O5s7huB3HIz3HO3OeAe7XMynNepp2IU2lbbiXEKGQtJyDzg8/WDGJDe5WYY9gXiEzUxTJpSphl1tCWEtt4WpaQrdz2Sfhxk48hiJE8NhlISw4HG8AocSP4Yk8hWO4JHkeR5xVe0sKeDlaxaOY8LREbeAfWAAHtEZOUq0/DMEbnu/GCEyhWe64/4p7X/s1KfsqYafXsEnRSR3DIFySWR6jw3sxI/WtatQnpilV5hl1bVNqUtNOlCCrDSHQVHA5OEgmGVeHUd0u3dJfMN6zCatKNupe9lnqHMOoDichKsFHcZP448t9pkFfDqO1XSlpnzMh6i4MaT3bstC0uidSywyOALscqsF0r0xqdl0qnWxS0uVhfho2tNkrUvttwOSSew84uXXGXKN0y1CX1BVlcrZDrNV8dwrWV+xFKwVfhLzxnuVeZMRtStcOkK0phNYs62WBUmgQ0qn2y4JgZH4C1IG3P1iEe6Kjqr1ZzTdn0W1Zu2LBDyHpozXM1UihQUnxMcIQCEkIGTkAk/gjNvcV79pVfRMFA+mggd1F8mx5Gw48tvVTU5gtcUhMoe5wxgfio96DluL1QeLxys25M5OMfy+WhT6vP5IalfC3Wz/2rkPa2bUpHTTqsqvXMJiUoi6E/JB5qWW79+LzCkjCATyEK5+EM7VL2bXjWaVuqwPa52mStFTKLeXKOs4dDiyUgLAJwFDmOjkttX/rJZXCN3heB09WDjOHbZ81TErP0T0E+91cfJTj0i/xjZP8Ar6f/AGZUUitb89I/thV+zxa7R3VqxdGbDasS+pyfkqozOTbhaTTn3QpDjpKCFISRyD6xAls6W3M3bpuldNmA0irGdwWjnwvG3Zx3+jzEOirXW0t8vcs8TmtkcOkkEdX3uPP8E+vmjfT07WncDf04VkOuo/8A4FHj/j2n/rlRHvR1/Harf9riv2eXhW6kNVbI1psNrT6wpuenau5WJOYUyunvthLTalbzuUkDjI84TNJnZLQi/wCcuS/UzcjTqhRTJtvJlnHj43isq2lKEkjKUk5+Ecvp+yXGD2a1lBLA5sznPwwghxz04253VupqInXeOQOHTgb/ADUb9YiVr6kKiUJyfmSRA4/Sr5i1eqlOmdUOmGpy9rp9smKtbrM3KNtcl0pQlzYMc7jtIx3zxEOrtmm9QvUXUbstxuYm6A5SZWUQ87LLZ3OISrcAlYB/CA7Q8LerV4dLs8/aV0UKeqtjOPrfkpiSQVv05a1blp2/htkqKsDBByRnPGjeNK3as0pZ6yiiJqKMNd4Z2J+7kY8wWjbvv3UVPWQtrJ2PPuvyM/z8UdOHVBZFu6LigVWbl2ZxiX8JSFHB4H5Yy9Kpmrlum+9Q0SrjVOqcyzKSylJwlwo3FePXGUfarHkYTa1X+hu66jMXNWpykszz7inpoFiclVvOnlSltJSNyjnJIBJPmYLh6i5GfobWnHS9asxMzDjYlZepGQVLSNNbP0ltoUApxeCSAQBuO4lWNql1LqG7a7tv6Bt9uljklI63PbhrADnnv2/gUUlNDbpftEkoIHGNz8lX7qCuCVunqVuufpi0uylPmpSl+Kk5CnGGW0OjP6V0OJ/uYtb1rDOglT7f8IyA/G+mInuHpTq1i6bN1N1l2aqanUTcy4QVLWvIUsnzJOTDl6iNX7D1asGZ07sufn5ysTU/KOBhVNfQEpQ8lSiVqSE8AHzi5qjTtVT3LT9PSxueync0OcBkAAsGT2GcZTaOqY+Kpc84LspV1VZaT0wygSgD+A0EH04EOPW846SK2cZxbEv+sbje1I06rM/06tUpmXWZhuSACAM8gRHWqGsthXLodU9J6TPT71yzNGZpyJT5tfTl8BAKd5TtGMd8xo+0221lfXWd1LG54ZNl2AT0jLNz5cKG0TRxxzB5xlu31SdoTonqCuzqbfOmlXTTayJEy/jLl0PpLa9pI2rBHdIh6izOtxTuDfNPwecmiy3/APxFjOkO2Zq3tKadI1GW2OJZSCFJ5Hw5ic/AZPdpP4o9DrtOWi5TePW0zHv4yWglZcVVNE0CN5A9CudF1dP+o6mp/UvVKtJqVaFPRJhxqWbYQlpvcpI2IAHBWrnGYfnSYANGKM2TjE3NDP8Ay6osrrpQna3Yk/JSiMqLShgRTLSrWjTrRix5eyL+qc3I1OTnJoqQJB9wbVPKUnCkJI7Eeceb+1uzTz6egpLVAXBkjSGMGcNAd2HktSyTNbVOkldjIO581G/R31GULSCQqUpWyEEzDi0KP0fpH8sPq+tRb76ta21bFm0+ZZt0uhM/VVIKWWmx9LBPClcYCRkk/DmNpjWHomkXPaKfZdtoeBKgZay0pc3eoPgDmNiqdWjlVk/mXRXTCs1ecWA1Lv1Bj2OTY8gSkZWsDvtASD+iGYhk1vqm5Q/Y7PaJI5CMB8mzW7YydgPr808W+kid4k8wI8glHqovylaNdP0zZVuOpaqtXpSqBQpNpeXUseF4TjoHcBtv8P8ARKT6xXv5NZ1u3b7u+1p9HgzdUpMtMsJPchl1QUB9jwP2RN1v9L98XXSrq1i1qqKqnXTRZnwElva3LNpaWUttpHCEgknA8yT3Jiv9etu6bDuam6iadv8AslZo6y42opy26gjC2nE/hIUkkEfHIwQDDqX2cGg0pU2Vz81NRl7nduvYgfDbGfPJwkfdeusZOBhjdh8FrdYVCnbD6rJq+Kiy6mlXdT5KZl3yBtDjDDcs42PiPCQo/BwRGN5b9VKxS7CtRxUzUa1MtyLASMgFxW3cfQDOT8AT5Rb93qg6aNY7YatfXy3BR5htSVOSlVknXmG5jBSXGJhpJKPPCvcOCQe8advaqdB+h8w5XtPlSc7WvDKWlU6VmZ2ZAPBShx0bW8jg4UnI4OYzLTrG82a1x2motkxqom9DSG5YcDDT1eXCmnooJ5jO2VvQTn1Tn6/qzIULplq9Deey/WZ6nU+VT3KiiYbeJ+xLKvyRGXyY6FIp1/hQIIepxxj9I9EYapXjfXVPdzFfrVJdotrUYLFGpCzuKM4CnnSOFOqwO3CQMDzJe3Spqlp/08zV5ymo1UmKcKs/KKkw3IvP70tpdCz97ScfSHeM+q0hcbV7PKi2vYX1Mrg8tbvgl7dhjnAGT+KlbXRz3RsgOGAYz+CgrqubLnUxqZj+f5f/ABRmLyVfKPk/5jHf8y3/AAU0RSjVxEvqvrRfV82h40zSKzNsuyDymVtl1KZdtBO1QBHvJPceUWQrPUTpQvpSmtHmq1OG6fuGVQ0SXzZM4M2JPwtgc2bfpjGc44PPBjU1Zaa+pt1ijhhc4xSQl4AJ6Q1rc9XljuoqGaNs1SS7kOwok6ANO6HqRqJO1i65Fuek7Sk25yVlHwlbS5pxZCFrSeFBG1agDxuIPOIkTqs60dVNNtWalpdp5L0qmStCZl0PTszJiYefW6yh372lR2JADgT9HuD9Qhvpd1Fq/TfeqbkrFDenbfrUp7DVkMJ+/MIB8RDqAThRSc5TxlK1Y5AzZDUbUP5P3Vubbva969ITdSbaSwooZnWJt1KfotrbbSCvGcAkHHbOIg1VSyQaw/SF2oX1dIYwIw1vWGu2zlvGc5588paR7X0PhwyBj85O+PqlPoP1N1p1fkL1u3VO4Jmq01MxJSdJWuVYlmkvIDy5lKEsoSCAFy2Sc88eRik/VTMvfvR2pzLG5OKs4N3OM+C3x3i3WlPWxoXbtTrdrppa7KsWjyskxbLHza6t6acKpgzTriW0qKO7OArk5UoklRxTbXKrNam6zXzddleNOUmtVFb8o8plTZWjwkjISvBHI7EfbF3QdtrafWNbXTUZponxtDWgYaPuYGwDerG7gP2s/FNuUsbqCNjH9RB3+q6HdXhJ6QLjJVgmmSKVAfF1mKh6aUuRl7YlnpGlTc5Mvt+FtQpYQdoHCEIIye27IKfUHJib+oLqQ0i1I0FqmmNsVyem7hqEpKSzMqaXMt7lIcbJTvWgJHCSckgcZhvaVUpVIs+XbmGVoAbSla5cDcrGDtQr8NZPGQdqTtzyADo+yG3VdptFRHXROjc6Z5AcCMjDd9+yZd3CoqGmE590fvSE/RZyktf74nhMzMwOKdLsoc9mSRu2uApCUYHcjbjJx+iLNq9AlJtLrAJkHHQvwiQlxtQP4KwMKAxgcJWk8c9onGaotYrkuZRqR8KWUsLLKeEp25KSSclxQJJyexJIwSYRKtprOPMBc5KSj20KKR7MUlOfU85PfkY5Jj0187cqCOged3Ku79p1imKDRkmpqVUClLjLilt/1SFAqI4I9OPLAxGlU6S82Q4iccC/BDbTbqy4Ce4BVyQBkcEY90/bItx2k7LJmHMuKWj3lIHKXSSBzyOe3fPx+Lfl6C/MgpbcS81nGJnbtR8VD8I44GfTjyh7X9XCrT0xiOE3bck6jMhARJTaHEpK1qkSFoKU47FWNp5TwMg8ZxwImq2mpeZkZZiYmXkzBQsbyeSpJA2q/RefI5GDnyJSpKYapzD0i860h53agMqSWgojBXhJPc55PGc55KuHy7SFPyZrjqPvbzilTaVpJdS5kq9oHmFcq355Oc9wrLugPUO7UnuUZ1lRCniQD3Co+fmpR48Zz7DCtTZ1qoLMlPFKnUnY275rwMhJPr6euAO6uNtMrz9GM+VpjdgpQSU3DRCf/KHvxwQ5/Y/hBEXUnbrqDcNq0q5Jf2epMBxBGCCnIiJbw6VrIrlImpel0+VlZ59bZRMFGNgDiSvtzykKH2xOsfK/LmOgBLTkKkRlVGGgOmNsVl+n1i9aSX5B8+I284W3loVMIdb8QIACFIlipr3eF7wsgEDDtpNNtehvSopmpdJlZeWqT70y0JxwpmJJyYbUGTjBSpDSCEqB4OQfdUYVrxrK7cmtRLhRLpmF0pxycQyVEeIpunsKCePUgDse8RvTOpOhS6ZkXLbs41smJpLPsLfjAMsMNuFayVDBWVkJCdwODydpVHA6l9p0WnbjJbmUT5nMDS4tcwfeGcAHc4BT6e3vqIxKXgZzjYn96cF0WpadwyCJZ3UehrmPCR4rs1MuPBTqHVLThJPAUEtIVj8HfwSY1qdYllUa13aXSNQ6BJVZNWqE6xNomVqQqVddmVsS7gwCUpbdZbODx4e5PITCVUOomWYoDdSptv8AtM0isTtMelg4EHwmZabfaeRk+8hfs7Le7IG90hO7CUqwVnqjtOUt6ozchbNYfqcrJTr0u2pgeC7MsLLQQSF7glbgJSSBlA3DuIwx7aC8jFrl3JH34+R5+X4qf9Eu/wC1HyP8Us1DTPS+qVhqfqF30J9CapMzLgVOOAmUcJCWAQOCgbVA88px2PGxP2RZztvUSi0zUijSzkkVLqCzOubZgl9hQAxzjw23EY4GV8ggqzuW5rTatz3SbWkKRVQ9v2e1O+ChhavFfbwkF3xFcyy1cI+itsn6QiRvAZ/mcYtf/SJoLXII6q3SsdyPeZvyOw+KkbY5XjIlHyP8VENN0t0tpNYl6tK3hQ1pbUyqZl1TziRMj2VxDid45R9/W24CnnDeOO0eV7Tmz7lml/POqFIek3GkMqaRMqbVvCprc+lQHuKUl6WG0e6n2cEd4l/2dn+Zj8cHs7X8zigP6TdmHFDJ/wAzP4JwsE2MeIPkf4qMafaNq2/J0lNA1MoUvNSjM0ieebdWyJpTm4IVtR2ICge+AoDAwMRvXPTLfuuYWuqak0PwlOIIaEypSVsBllBlzxgbltuOeLjcC4U9s5f/AIDJBwjtxGOYZbQ0pSUncnsQo94uW7+kdZq+ripBRSNL3BoJLDguIHGEhsUwGfEB/A/xUXWr0qaeXJX6hcrIodUoswpSGG5ZS3FSjyduU7jwoKySQQNu0Y4WcTPaWidjWcUqpFFl2lJGMhsRsaT/APBlYyf+N3v1jcPmPfZyHO242/JZcBLowXcpGrFr0utSnsc4wFNEYKSnIhmyGglgU+e+cGaJLh7du3eGOTElwRBjbCmSNN2xS5yn/Nz0qktYwBiGW3oFYTc/84Jo0t4m7dnwhnP1xJsELvjCO+Vp02my1LYRKyjSW2kJwEgRuQQQIWrOyLE9LqlphG5K8+UR1Xen7T+4ZgzFRo0u6s8klsRJ8ECFD8v0waWsOhwW/K5H9KEO2haUWXb5SafRJdG3t97Ah5wQmAhNPUaUZb03uaXZRsSqkTYwO38KVFEnLfbfbLbzO5Kh2Ii/GoSPEsS4UfoqZMj/ALNUU69hTxx2jNrtnBWIRscKJazo9bVYyZinNKJHJUkGEiU0KtOmueKimMFQOchAzE3LkU9sRrPSKP0MVOojYKYtBUcy9rSVPZ8CVlUpTjGMeUINW05otUVumpVClZz7wzEqvU9OSdsaTtPTn6MJ1EHITSM8pg0KxabJTctKydNS8p5zYhoJwnsckgAk/wC3B80S+LDochUZ9crRUq9nJLi5dKFDxAcIAHvbsEAnKgPLn3jEryrTrc4zISMwJd+ZStRfyEllsEBSs9+N4OOM4+ELcjalPrNBp7KZdCKdLzSXPCUncH8D3CvP0gUKSopPBUTkdzGjTg+H1KPALwCquM27UfZXW6vTWm2nT4jbjhyp0jk4TgADAAwoEZHcZhmT9t2s+6oClMPy6VlC3JQnKFHgrWneTjPkkkHBwBxHSKn2xRDJJYdpjDiAgAJdQFY+OCCP9vsjNM2PZ843tmbZpjqfRco2f8nH2RD9p6SQ5axoRI3LdlznoukUhUXmwVbpdSv4YllrgDJwEjduPr3IyOQDiJQt+wLWoLT0i1LJQFJCULQ2hW1IyT4SEhRKiRypecY91IEWpd06t+XcUKTQ2JIdlOstIbUR8CkE/bwf8nstYlGktympNGScla/eWr6ycn/b4CH/AGoD7qSO1kn31W+m6TSlTm/Fp9I8JKjhTjiRuwOcqI+kTjsn3R5+9mJZt3ThLSAtZUooSEpCsE4+wY/EIkNFHZlgC0lIP1YhQlvvQ9zAP9SIgfI6T7xWnFTMhb7gTTbtuWlvdS2fsEeT1GllNqT4QORDmm1ZBwgAwkzRVtOYhdgbKy1pO5UV3XprSqwkqW0lt45G9I5I9D+X/bERorQiYVMFlNWaDROXPvO5S/TvxntycxYSa2rBB7wizTaEJWedyvMRGJnR/dKbJTskOXBVzvfT9m1VStYp8uZlUg4gOoOTltR94ADjJH5fSH7KU9LdAlC3MtuyTjCQl1PmkIBSsE+aUngnkjGexyp3U0zNyL8o4kKLwJJP6L/bEeW8y5LWjRhMLSpbJdlZlR+hkKJbWf6oFfl65+GpQuc9pLlz9zibE4dKi+ptOydTmZNKktGWcC2Sk5ygnKUknnKVb058vPkAxIFIlxVKdKzoSkiYZQ4SPIkcj8cMbUFlNPnGH0JHiKfVLJ4JOxIbdQTn1W4ef0veJUsymlFvyS3EkKUjcUk5wFe+Bn+7hlePdVGIrWTRUkcp/JBDuTIpx9GCMrLhsp10Ej5X2j6j5VHTFZ6hStGoIuG+XKSE+3CaIlcpB+++wy+0YPHcCGyp/VmUn5h+RkpWeYzNGVRNLShJGUeClW05/BUN+TgOHKDsG771IvNNoXNdLoDSVKnHJt159KlNMS7MjKFxZSj3lEb08DHGeeMFq0rWCZrhmPm6sW+sSzxl3AuSfaw6lCVqA3uJztStOSMgdjyCI8O177OW3++S3ETtb1NYC10ZdjDcbEOHIU1JeIaWFsMgO3l6lPVl7UZ1NZE1KNI8Rtp2QLYTlLnuhSMFZwkAHk53ZUfc+jGmic1bcmyubkJIMLlClfsvulCztJ2JLisqwpQCiSMtj3cL9xozWtYkJJioTdbt9liZnHZBpwyMxzMNh0rRgOZGEsOqyeClBOccxszmrE3IzEpKzFatsPTzpaZAl3SCsNqcIKg7hPupJyrAOAByQI4pvsd6ckVTMH/dO7bbe+rP+kFN5FSqiaqjkhiblltTXgffFtEFAc2ke7k9sgYz+iHxhmtTesctLONpp1LnZgFjDrvZQ3NpcVtQtOPdDi9vPvKIBwgBSe1el0vp8Zh+hOIVkbkyrpB55HD3rH2bvu4jG6h4/rN79uipD7Fo4i7rq2OBIO8Tjx/5tkHUdKdveCcUlP6kTD6hOUmlyrfh7gkpKyF7wNuQ6MgJCju43bgdqcEFOnKjq81OzglKJSXJRCCZZSvdWpYdV7pO/A+9gfb6wnfddd36Kh/qN79ujz7rruOcroh/5m9+3Q4exeAOP/SY/wD0nf8AzVqn1XSwEks6s+fb6hK3turaWHVrpNFWoq+9toKkbU+OEnJKlZX4IUscY3EDyyXo8VmWJcABKRkfGI2N33cTnfQ8/wBZu/t0fTV7XFLvtKqDVMel3HW2lhhlxtYC1hO4ErUDjOcYGfURNR+xiBldT1BrGtDHtdhsZBOCDjd3oifVVNU+62PGfL1/EqZdJuaZWP7LvfrG4fMMbSYg0usevzu9nj9I3D5j6um+9+A/ILAp/wCr/E/mUQQQREpkQQQQIRBBBAhEEeZEBMCF5k+kAJhtXrqFZmnlPTVLwr0vTmVna2FBS3HD6JQkFSvjgHHcxjsXUmzNR5FypWdXm6gy0vY6AhTbjZ9FIWApPngkc+RMO6TjPZVDX0on+y+IPE/u5Gflyt2/M/cTXeB/wdMfsZipxYwSMdotjfHNmVz+x8x+sMVYKPeMZlcMuC04eForZyM4jXdZ/SwqFAjCtAOYpdKmLkkLlwfwY1XJRPPuwsLawOBGFTQzk9h5QdJSZCj+vuVBi4pWTlk7EzLBYSoHJJUrJGPIHaAT9XbBMSnQCzKUGTadbz7Q4XktK8knIQn69mAfXPPaGXOUFVWvFibKgiVl5BxCk7BglS07iSf0qVDjyUR3xDiNUS9P0mnBQWXgHG9vcAjBPp2CR9pjUH6uLIUcI8SYBSTLOJLKFKzkjknzjMhYI78E8Qmvzrbcs2VnudoSODx5Enj8eIZVxakM2+4TMupbSokJSpxIzjyAJ3E/BOfPOO8ZTmuecrqYXNaACpDaCvaXFTCx4ZHuDGOY15gNhzckY+2IePUpb0s+mWnZj3x+CecD8X+nMb1L16tC4Zv2GXmA1Mj3UoU4nKj8ME/VD2x4Cn8YZUlPOtLbDqD34MfDa8vhrA95JKfrxDWFzyyQGWlhQJKvXGR/kjdcriJJ6Rm3zhpa9pP9V7o/KRDxjCm6CW5SnObdpHlCO5sUhXkSePqgqdYaYU4687sZ8PJPoPWGnNam2fLMCZXNqSjO3apJCgB2OPj3z6QxzOpNDwzYpWfYUSecQi1YeEhWw5IB7xqPak23NPhMo94qieEp5OPqEac7ckpNAqwlppXu71Hz9IqvYQUnWHcJpOTjYeUmaSFoWooUk+YJ7fCNc1AUxp+kF4TSEqW8heQC8kKbcCiBwMgjjP4RHYQlXW8uTZmlYIKRuSe4PnmGr88rmJSWrK0LW2xLOMP4OVJwCe/nwnGfVI9Y1aF2GkLn7qNxlad+1J2qXcxR1KClJWA2M/TdDJGVfixj6osfSpAS0hLyobP3phtBPkSlIGYq/ZLM1dmoFGYnVBTgmFOOE/SKUAr5589vftzFtmk8RFXOJICzogMLElkgY2iCNsAY7QRnElSq8MeKj2PlRxHTrPVTdc2pOYu25ZaoMOPSrsvVETDaHQ2XGjI04LSFkgJJBIye2e47xED1u6PTSXxP/ObTrftTjxUpZdlg6jwnFKUE5aWQwRkHKS3uCgeYtBe2nlerly1icRb8+6Hp4TEnOSj8sCEGWYbWgpdVyCprkFP4KTCEdJrvK95krkzjB9+mcxkXG2VU9Q6WLBBx3A7LEc1wccZUE1G1NPKVNop1XbqTEsZs1lpxU2txSpxyWmUrdcTsJCiwJkK3EgpAB52hOgbf0TaQiabqUyyhopSlSkEtYlmy0kFCkbFbWgtCcg4SCE/R4sKdJ7vJJMncpyMHLlMOe/8Apj5Okl1nG6QuTKQQDvpmMHuPyD8UUm2euH/7CaGS+v8AP4KM5O87WpTRp4qcw4jeuY9odKnC4pwuOq24Ge6V8EAAYSBgABRo16W1Xph2WplTS46ySHErQpvHuIX+EB+C4g/UfgYfh0ouxRO6TuQg/wBMpnPOecg555hNp1jVeqTr8lJStzF+WB37jTQCM49PXMRnT9Y7JDR/zBRmPz/n6LQQ426NzS0rAJGUnIyDgjj4giPrB9IcA0nu7ACpS5s5/mlMOYPzJrv/AJzub/rKZ/oiH/R+t8h8x/FIYH+X0TfwfSNee4aaJz+eZby/pyIdH5k13/znc3/WUyMstpVczMw29NUe4ptDa0uBlb9PSlSkkKGdhScZA4zEkVgrWvBcBj4jz+KVsDw4Ej6KUdJP+Cqv/ZZ79Y3D6hn6ZUqq0ukT/wA8U5ck9NVByYS0taFK2FKACSgkfgnzh4R18338fD8lt04xGAfX80QQQREpkQQQQIRBHhOI+StQONvl6wJMrwkZPPb4RDuuPULRdL2TRKOy3VbmfADUmlR2MA9lu47fBPc/Acwi9RPUXL6ftLs6zHGpi55gBLixhSZBKxnJHm4QQQk9s7j5A01qE87KvvzUzNLnazMuLdmpp1zxFBajk4Ue6j5mL1NSl/vP4Xletdei2l1vtpzLw5w36fQf978lu3vcVZuqpTNcvOszFQrEyrITu+9yyc/QA7JA7bRE19EtGryb1q9dbbcTSPm5cu6SCEOOlxCkY8iQEq/6RhL0L6Zatfi2blvRDslRjhaW1DDkyft7D4/GLoW/bNHtimNUihSLMnKsp2pQ0gDt5n4w+pqGhpiYsjRGi66SrZfLm4tcPeAP3ifNx7fDv6LXvfH3HVz+x7/l/SzFXCOSR5xaO904s2u5PeQf/YzFXCcRgVgyQvcouF8FOeTHwW+/EZScx5FXpUq11NiMCmxmN1QzxGIoyYXCRJ9VmGqdTHHlTKWy7wp1wjaygA5wOO59ftIwIa2ls188XzMvhhTcpTpfwG0uLSpaSlak7FBJIBHc/WO+I3NQK7XKSmkUqhySnV1KdAcUkZUoJH0ByNpOe/kCeDzHxpMxOy1fqqH0eC2wAkJbWNjbpUUrRnuceGOfQjjOYl8droy0dlost8kHhznh/CeN9TM+7IolpHYArIJKuQfrGMD6jmK53bJ1GsXJ8z0Nh2qVIAGamiVFqUT6rIJ8sYSOT54yTFirqQ9NNfeKey7uOCUTikq+vals/lIiGbh0SrdYedl5S7ZqkyihvbkqYVSqCVcqLyQoqdJHnvHc8Rn+J72AVtshDB1HdMisaSUmQQuauS8JaXnDyhCn2Ghu44CSc/8AhCDREsWpUG3VIZmZZ5ePamcKKVZ4KscH+qHbjy7KN3dOXtjyH5Iy1FmPAQ074dOMz4mzd75WVhSVELOe+cA+UJdJ0tk7dl0yEtUGG3VTSn35tSFsKWojG1KULOe2cH4+sTSRs/ZciJ8j34LNlOlqytRqsxLzSZweGMJKMYGP/DH44ft3U+YTR0LSTuQARgDG4f7ZhvaXUeflpaRknlKfS0gBTxRs3+hx5cYiSboDLdMXLYyEjJTj/LEbTjYqzl3ZV1vm7Lid8SnSyvDWpO1SwoYSnv2xEFVqWqVXqqmpV1b7iCA6tKylCFHHBPrx2H2xLN7/ADg2ag3TmUOPvJUlnxF7Ruxx73lxEWKpN2Uqltv0SpT7U+JgKflJNhMupTBBKila1HcrdtOc4PJhzGOediq8xDQXPGVu0qQrVqFE0/KzDrSVbipl0LwSOykKAJT8Bn6oeVMuWVq7AfROszKPorSTt2qHkRxz8MRGdLqmr5fnJmvVOclpSWYCmG6vLhSnnewQkj3hkAnv+ONezqnVqjcrk1NUR2jTLycPbQXGHv6rjg/EiHPYYtycqGKRkw9wYKlWaml1KVeCx7gSUYS2cY8ue3bPfERPatecfm5mgPOYQStvHphRGQfqVnn4RMlPAMopozLLgwdyGcHHp24ivi2pmRuGaUzuaPtCgF4G0L3FPPwVhQP1D7ZqNw3WbdGHABUv6SSM193DD7MpvcThIUB2b4SpRI7Yxj/D5xZ9KcDmID6e0OVGsP1P2lBUxLBtaGkE5JUBlX4sc89vIYifCT6QlTguWa1hj2cvsEYgj45+MEVOlOyrxR4oA4yI9gjolQXyAMR5iPuPMD0hEcL5x9UMnWV55jTqqrZdcaP3lK1oUUkILqArkcgYJz8IfBAx2hoar1KepFhVafprxZmUobbS4lKVFKVupSrAUCOyj3ETQf1rfiFFP/VuPoqhVCYuRFRWiRb3ygmUjeJ5lOGS8wCUhSs5DXjnnzHrtTH23NVVckPDkG5WeE8oLLc0yttUuVbgo5eBOEKCDj3vEQVYUjG/fqV+XNJVF6SQ/VHi0+G96SyEhBWhIcJ2AEe+TgEqGOUjgnFL3NOS8mupUmYnxMqnvYnGHXQ2opUsKC0lTW3lpSXfId05zHXgnf8Aj/kuUwHY/h/mljTmdrRuukpnkpl3UT9PQytmdDindwR4wISf0RWDxgjsPM3ET28uPjFSdO76uOcuuTHtVTlXJWbkG3kzLbZQ6mY2laUnYMgbinIwcjI42k23QBt7eZjAuwIe3O2y27Vjpd/P717iDiPcCPYylqrxIAGBHsEeGBC9gjWnZpmSlXpyYVtaYbU4s+iUjJP4opDWes3UuauNVQocvT5WkJWfCkXmN5W3njesHO4jzSQIlihdN91c7f8AVFBptrDWk++dsDPHJV54IjPRzXC2NXaQVyKkydYlkfwZTlqytH6ZB43oPkfLODgxJAUOB2hjmlhw5a9DX09ygbU0rg5jhkEfz9F9LJAyBmIU6jNeZbSui/M1DcafuapNES6PpCVbPBeWPx7Qe5HmAYemr2p9I0ps+YuOobXZlR8GSld2DMPkHCfgkYyTg4APc4Ec5rmuSr3fX525K9NmYnp50uurIwBk8JA8kjgAeQAi1S0/iHqdwvP/AGgay/QcP2Gkd+veNyP2B5/E9vmtKcnJ2oTj0/OzDsxNTDhdddWSpbiyclRPckmLMdN/TausFi+r8lFiVSUuSck6khTh771g+XpCV0xaArvCeavu7JdSaTKLCpRhSfzyseZ/SiLrMtIYQhhptKENp2pSnsAOwiWqqf8AZx8LC0BojqAvF1blx3a0/wCI+vl818sMMyzKGJdpLbbadqUJGAkfCM47QYEexnr2cJDvr+Iyuf2Pf/WGKrlQCjFp77/iKrv9jpj9jMVV3pKjyO8VKgZKnjOAvreI+s8ZjEDH0FcRWCfle5PeAcmPMj1gzDsIJ2WzI0+SdnmKtNqz81+I8hJGRlSCn/RDfs6ry1SqlbmkSaWkO1FwIwOD7iFK5/qlk48s/GF3C1U+cQ2FFSmV8JOCcAGEugMS0pYNAm5EAkPzLjwHPvuLwSf+gB/cxSl912y62lIfQNLt8Hb0TzkpZbgUG204VyVHy/ymNefsyWmEqUpLja18eKhW1f4xG5QX0qbAyDuOYcUx4CENknI9cxFFGHndSMdvgqJKnpeJlZWuYmg3nBKphRB+OIKXp3aNEmC6JNMxMDHvu4JB/wBvWH5XJxpgKIWnbyDz2hqS1elajUzS5FHjvDlQ/BSPUxYexkY25VkAuGQlmWaYl1eKhsJ8hjiNS5nltSHipRvWRgwssU12ZUFTWdqeAQdozGtW5ZKmtoIV9RzFcRuechDS1uxUFGRlpicdU6wlxBWQoEZ7xoVTSdx9S5y255AQo71yswgOIOfQYB/Lj4Q7KpLFirrEktCQBu94ZGfQ+sbtDrsm5MexzKEy00k8BHKVfGHxkg4KQjJ2UcsWpXS6lmetCmrdQcoWl9WD6nG3gGN52xH5pt16otS7TLaCPAluQk9jk4zmJgYeaXLn2lTawQSlQT5QhVxTa21FrCEkDG3zh0ke2SUhAHZRHOy0vTJFMm04/hPCUqcJA57kZ7REKbbTNagTjGdyHXi6ptQyA3wrIx55U4Px+giW7rKmVPZdJJO4Dtn/AG4hoylKckqvT7gC0p+dE857pwrA+zGIjhe5mcKs+BtQ8A9k+NBLWXbztwvPJylyaShnByNgKgn/AAA/aIl3b6wjWdIMSFEBZB3PvOuuKP4R3FIP4kpH2QtRZDcjJXPV7+uocQjAgggg6Qqau9HhIHePY+VDIHPnGyqiZdx636MWfV3qBdurdmUSpy4SXpKpV+UlphsKAKdzbjgUMggjI7QmfvS3TpxnXzTkE54+6qR/bYYV0OW83dt2JrFcuKnOqrMx4QpJQA6Pm2mgle/uQSnbzgblZwOR7OTdjCqzP+/i+9yXFlxKNuxKfHfUSkYBzhLxGMn700Mb9qHBCfh6lunMDP5vunGP7aZH9tjSq2v/AEx1unvUur64aaTUpMI2OsvXRIFKgef5r8O/cEcQykTljKDXh3vfygl1AUV491QWBt5AyNy2k8ZG1xeCQHFN451+xXJdpar4vzaZI4WFNJUoGSZwo7sc7QVdsbsk4SU7gbHISEZ5W6q7ei1KFIb1Y01SraSM3mxgcdz/AARDSta7umBVamEVzVPTdEq22QvfeTG1Ssggt/wRynHn/lzjBfd5WzTLsNJpV43khwPuGY3uoDaT7U+cJTgK2gheT32ttpxv4LEZvaWofhuq1Du2aBfaUd727OQ0NuMZxlTeceTrn4IUUa9NHVPjJDueOVWfTwkglo2U8SF99GVLn2J+U1X0yRMyrgdZUu7pVzYsdlAKfIyOCDjiHgnqU6dQn+P5pycel0yP7bEWsVuwKvQZeoovm/m2X5NSg4go3Z9lwfpDJPuOHOMbkIP0S2XFx1+yjdLm+8b3DoneWgpHgg+3uEjGN23OU+u1KRjdxGW9zyel53CnY1rd2jCe370t059vzfdOOSQP99UhyR/ysB6lunQZJ180547/AO+qQ4/7WI4lpqxCypaL3v8AIQ00lZWUlSfvDYGMDOffZ8iMuuH6IWW/X52w1yq1/dxqAlkodAcBAWctrycKGeAh7y7tN54LfisT1PFrXhad8UlNesu56TX6YtamkzlMnW5pgrScKSHG1FOR5jORCvDN06ATM3aAAALhfxgY/lTMPKBC15yUanZV2VmEhTbyFNqB8wRgxQLXLp8rul069VqcwuboDjhLTqBksg/gq+A9Y6CEAjBjUqtMp9XkHqbU5RuZlphBQ42tOQoGJoZnRHIXO6k01SalpfAqBhw+67u0/wAPMLlxbtyVu0qzKXBb1Qdk56TUHGnWzj6wR5pIyCD3Bi+2iuvNvam2k9UKi+zTqrSWC5VWFLAShI7vJPm2cZ/Sk4OeCaydRGgM3pnUF3FQWVu2/NryMDJllk/RPw9DEMS07OSa3Fyc08z4rS2F+GspC21fSSrHcH0MaTmMq29TV4Zb7pdPZzcZKSob1MP7PZ3k4H8/xBUg68aszerF7uVFtS0Uin7pelMucbW88uEeSl4BPmBtHlGbQXSKd1YuxDDyFijSKkuTz3bKe4bB9T/giP6DRKhcVXk6FS2FPzc66lhpIHck9z8B/kjo9pDptTdMbMk7flEJMwEhybdAwXXT3JhtRIKeMRt5V3Rdkm1fdn3a5bsacnPDj2b8B/l3TspNJkqPTpemU+WQxLyzaW220cBKR2jdAPnAOAI9jJzlfQ4G2EQQQQJUg36oJsivKUoJApswSScAfezFRWZ1l4YadSsgnsQYsV1QTUxI9N2qM7KvKZel7Qq7rbiTgoUmUcIIPqCI5udJFTmp+i1Osz9Vmpx4OhCfGeKhjHkIp1BIcFYiZmMuzwrPpfGODmPrxs45MVk1F6xqbYFwP23M2pNOvy3cqWAFehELWkHVhaGqdVFvqlnKXUl/wpp05DmO+D5xHjGyl8F5b1gbKwYd3dlR9hf2xD+u+r1T0ktFNy02kongH0tOBatoSDwD+OK5j5QG7EOAqs+T2Dv99OD+SHcJWQOkGQugFJbXMNTAYeDTzW1xKj59wfs7D7Y27klZWXkFStN9xkO8tbAnaodzx69/riEOnrqGomrtLdqUvLGTnZQ+FNSpOSARwR6jzic6wWXKY5MsqSrc3nJV388/bFWoZ3XR2x3iU5iPISdSZpbMqBvG9MbrtbdVJqUpZGO2YbLcyWHNpyQr8nMY6zPhumZbyFHIilG7pKtxEd0277veZllGTklrW+8cJT5E/wCiNu2afO25SRUpR0KqczlalrVwVHyGM4AxDRpNKbrVZmqlOuqwwvw09+/pz+KJHaCAylW9Q90bUFJITjz+HcxYYwyHqcias6fcYo7XdetDFeTMzT1LekNx3y6/FSsDPG13JGfgU4Pw7xluvWKepsiovMq8YJ3bUKB+zvDqq6ZdKUtYBVjdkZJ8s59IYdWtKnzkx4q5ZSFurKe+AE5zkHMSeH08KL7STuQolc1G1EdrS59NOQ3JKwA0SS6fLOeEj6ufrh5sv1eoNoq77pZmW07m2wrn7cRuT9vSUo+0PCC0JUAVK4UT6c94x1Z9iWZHgrCVAclPmnyxiGvjzwpI6kg7jZSBa11OT0ghMxv34CSB5RnrNQSkKAV7oScCI2tt6aknzhz729gpzx70LldnnGWytauMDn1hjiQ3pPKmdK2TcJnXhOTEw+gtvEoWlSNh9cjH5Mj7YVRQlOLp9ScCnZOnNFhhlPG971UT5fR/EfWG2AqsVlmR3YBc2gjv5k/4Ik0zfs0mJNYCi02CMD6WOPxxGAc7KKDOS/yTytZhxi3pNp9fiObVKUoeZKif8sKakekY6c0JWny8usYU20lKh6HHP5YzEjMaAaQFyEzw+RzvVY9h9RBH3kesEHSo+oK7MeHt9sex4e32xpKsoUmnrhZuS9V0S6KNSUCtvF4VFKT4h+bKftUkqQrATk54/CTkKxg7kxULy+cHUo1Is9KA6rahTaMp/ghfKspOcbUAjIP3twbskOtpVUYm5i6rvTL2HMXG2mtTK1lqqPSvgqFKp+1G1sHepZzgnG0pyOTkbVVoMs1UXPZtCxOB1yYStxFRWhK0pmFAApKAnDiHXCE/RAcdbOG1KKhC2hOXxsZWvUmz1DLfvBtAG0qcGPoHJIDiQRtBVjAGxSXvp2evZLCAb9tFS5iVKW3AUJT4vs8uoLSktHcM7jgq+i4Dz7qUpTdMnT4IVoI+hKPBbCPntwpCUurWDtxjhbineeSpO4+8G85DTJlaG2pnRScZQiSJbDddmNzaxKyyPCSEJwkbC42FAg/ehwC4vanByhRHfE9czF7VJc1WKI+lVXdBU4nwwhKZoJAztOMIASeQdySSRncGBNqrbiJeUZuGjzScI3u5B8QluZG5tHhcjhCwnB/hL3OCREoanWrMP3tMTk3p9UFsom3FJecn33kFlybAdWARjaUkuFPbaFIJ243MRVGqCXDNS+mE4uYZaaUnNSeTwlDqefQJRMzAJP4KnD3UkR2FHM0RtI8gq7wVLei8/e79mJkJK+bXWES76mS/gFpavZilaU+GolsKUpJBV/LkHJykJkean7rcrpVL3xazEqiaDZZUULcOZ1YAJ8Me9sSEYB+khQzn3xE2jtNcTbmynaRvTEuHXZRb8pW3pfDXhsk+40Mfytsbe4UlJ7le2UF0htdew5pS+WRNgl751mC1zPr3OeFt2fQ2PY80qU39FI3c1W/2l/xUzeAsHzhepWpP5otmtq8NvCAEK8P7x5nwxnJK1ZwkYcbwAEqS9szc/e7Ymmhe1oNqblH8uOLTltYRJffCnwvopUXMjP0X2uSQIR3KOpJKm9DXn1ustOurNYeKlLLRBSVKSCVJLTPvHJIQyr6baEp9madNPzS/G0Rnn2H/ABJdwvV99W5lSWkKOzkHKZZn3e/uo7HftqpykHTsATd3AZ/iif8A2FmHjDO07x7VduB/+Yn8/wDVMw8YEIjzAMewQISbXqFTLjpM1RKtKNvSk02ppxK05yCO4jn3rJodcOnNzPSslT5qcpL53ycwygqASfwFY7ER0WjA9KszCQl5htYBzhaQcfjiaGd0Jy1c1qXS9HqenENTlrm8OHI9Ph6KrPSNotN0117US55BxiYwWqey6nCgkj3nMeWfL7YtWkdxgDB4jxCNnAACQMAAdo+4ZJIZHFzloWa0U1jo2UVKPdb8ye5PqiCCCGLVRBBBAhRf1RyblQ6bNU5FlQDkxZ9XaST2yqUcA/wxzO6Y7Vqdk2pNytbnWkmYeDqDuyNpEdMuqKaekum3VOclyA6zZ1YcQT6iUcIjhv8AmjXk6z4Qq8ylAGNqV4AEUK1zgR0rSoWNexwcpW190uRe98rr0vPtMNeElpSt4G4jnMNjTrTK1rQu+QuCr3ehkyDqXfccwePLj4RHczXa7N5M1UnV59VkxoLKykvOuLXjn6XnFLree60vcDOgK3OsuqWnd92oq1nq4lxhS0Fe0ZyARj/BFZlUe2pR51hiYQ9J7vcSW/ex9cN5ubT2wT9ZjdlFPTCyhhgKIGT9UODnu2UTWsaMBTPpjrBa+lUvMm3rZJmZoDe4VbdxHrDpqnV/ds1KqlJCW9nQoYGHMgfjBitjs/4SykuITjy7x41VGFYSp5PPxgc17uVM3qjd1MG66syc41VZKWnJRxKmphpD7Z9UqSCDGJ9p2YQWV7htJGMcH4xF3TVqJJXtplTUmYJnqKkUudQruFtgBtXxCmyhX17h5GJadmEIWHApQOO+OP8AbmKoGH4Kvg5bkJiViWm6Yt1qmL8IlXie/wApKs+8cfiiNq51C3ppzcC7Zv2025OVmEldPrDIW+xMJ4wlQJHhqOT34BETQJNNSqJL6SQvuSc5/wBA+Eb102hQ67INM1iVQ4hs/e1LQFbCT258ottLW7JkUYe73imPJXZK3JKiZN72+CXEtIbcKpcLSQMYUsgnOQMYP1wpVe39Rwloy1IpDrZ3bHkzjmOBnB+9eme2fiYSahpbZwZcYfoUuptxPvBgBAWAe5xg4/8ApEa1Tp90x9oW43QmW9yy4Mp4BHmeDE2AdwtQW+R27HjHqAt+97wmbV8dNwVG3WJiXI8RlU/hYznjBAVnHliI7k9cafdFWbodAob1SmgtTK1SiklhrafpKcOBjzGM5hdqukViobRLLpbDqUJIQHWgoI+oL/wgCF/TWyqNRCtVNpzTTRylRCQAfgBDHFrRnuoJ6WSIe+4H4JWs1NWqswy1PsCXU254m7ukp+uM99zvgziZJglYUADz2A/8IcMolMih2aX7hSjjJyB8Ij+s1BT7s3PuqChgpTzg5PHH5IhIzuVnsO6+9P6BW7jrEzM0hckl2QT4qhOKWhtZWSkDchKiPdCz9E9seeYmGiWjMyb7c7XJll6YbOWm2M+E2fXJAUsjyyB9UV8tbVxNjOT6GUF72kozt7gpB7/AZMbb3Uzc0xMNy0jIy6VOqCElfkSeIdE+JvPKqTy1OCxhw1WbK8nsR8I+Ss57wmUmfmJinSzs64gzC2kqc29txHOI2fHBVjcIv8hYR2OFt7/rghOfrNOlF+FMzzLS8Z2qWAcQQJFfCPD2+2PY+VHHmItqJQTXVU1NwXn841ys05JrMwnNNKQpzNMp3BKlAA8Ag4x3yU+evP1605ieU07fF3I9nU8VBhoo4VMLVkknKtgl3inAyMYwVKQ2d6tz140C7Ls+araqLgnai7My7wpbkwy6FU+TbbUlaGnMAOMupUMp48jwR9VG8tQJibJp9DqkuyVvLHiW6+4oDxgtrjwB2SPeGcnAAKVffQIWi3N2s5UZRDd8Xep9G5JQpSfCz83TBKCCsfyo7gQSPF2nOQoJ26o9RpOoK33vcgmJlt1BI2LaTmVlnN6BvG0BKUqHfBKx5jdrN3RqQhyVD9GnphpC1JcQLWfbwgtPBOPvJ94OLbVngEAjCeSv6cunUMNNtooE8ooZw8DbT4S+v2dpOMezkpT4qXD54QQPQJQhCxXrTKE/W/bJy87nllqmVshtp1vwG8Ty0/RBUrhbyE5/Q7MDKViGEKZZrAEwL2u5Relm3iVPo3toWS2kjOfdU62UlHcb3FH3TvRINdrl41R4iVtqosMeOt0F23JhxeBMFaOAwk52HCve5IwCD98huMyd+MzDM0xT6sHmmG0L/wB7kwpK15c3jatggI2LAAByFEq+iC2q5DMGs6SU0jKULPk7Xp6HWKVfF1KWtubcdU94XhE+NKpUpABQBtWlO3j6G/uCCpzOPURF4gLu25EzSZlO5gKQZVA+c14SRuycr+95BP3vHAPZJeuLUDw3mZehTqU+zONMINszCvAcKWQg8sErSAhaTkjO7I8kI2m7svtFXL79Bqj8gJnxPA+5h5CthmStXveAcqDXA5HvDJJ5VFZ7up5d5py05aoWxV1IDN73YnDLbCPDAbBWiUdmOQVk7i13PCSAlIO7cR5WJi1qY7Omev8AvNJUzMSr6m1JUQXWmJoLbwSEkNt+4cEJSShWCpO7aXd+oTpaBtqoYDSUK8S3314X4L6SU/wMOPEUwoA+SXB2UExiZujUxlaV/NU8sbjvQLVfbStOBxkMqKfoo5yforODvQGWoUl6e/ny7vX7on/2FmHjDL0xVNPy9fqkzTJ6RbqNaemZdudYUy6pottpCihXIyUnvD0gQiCCCBCIIIIEIggggQiCCCBCIIIIEKLOqv8AkZNV/wC0us/4m7HBMP7QQBj7Y71dVvHTHqx/aXWf8TdjgSpzaDkxn1oOQtSg+6VncmCo8cR8qfy0Ubo0lPgZjGp7zBik0K6Ct1Cx+ixGZqqTEiFLlndqlJKSceR8oS/HOO8eErd91HJPl6xJGD1AhRvIAWOYfKiVlR5+MeJeV5JyBz6RhnGZpslPhFOPLIiQ7COn9Po7UxcbaDPBZBDijjv8DFt+WDOFappmTYbkJw6D6w1DSS401ioqUi35sJlamFZGEk5Q42PwlpJPA7pK/QEdDKfX5Kr02WqEm+iYZmUJW060dyFJP0TkcY+PaOZWvU/JuStKkqXLpl5dtJdCEjGfLP5Yljoa1rqDM9OaS1ZSn5YtOT9KUpXLQTgusjjsRlwf1K/UQyppMND+6qtrv1xiB2V96FKgzLrx5UQMZ74+qHNMSYmJQpUjBxnHw9YYVuXA0JxCUOoJBTlSieQSfUfHJ+qJMklIdl1LSoKUSQcHI9YqAZWnE8OPSoouekMeJtS85lWBhT2E5+qGVVLdQkeKFghJGfeVj8UTfW5Fmb4LSCk5BG3GYaU1bdPdX98kUKKSMe4McdomHCm95qisW3KPLypLi1jBICsj7cfYIdNNpCpOSDSGgleQrbjG2FwUyRlZhWWW2lZyUt+R7xoV+rMyKAhBQN+UlOeRxnP5IiducJz3dLcpn3jPONJQyyNhV7pTmIuv6voo9Mbl2yC+SSBxDhuS6WzMuvOvApbJ28DHwMV9r1+oui4qrJkKBpbxlwc/SG3lX/SyPsEI4HBx2VAygfispmlOrLizyrJPxJjyXmPCqUor+nI/wwk+2hvkGPhVXZZmGXXlcNrC8euPjEADichQucDsVb2Y1PptBlmZabqUu1MKYBabcWE7jjzPlEIXF1eXxSarMSDFLpqkyzhSoJc3hQzwcgekRjqxqDSL+pDUnJSbkpPSiklE0k9wByD6xFT0w4mXzNqPtaPpK8lgdj9cacTSW7qs2FsTgZW7Hurf0zqG06vGTRVrypaWKkn7ytKXFbSkcgjH9VBFQKZSrkrMuZyl06YdZCyjckcZH/iIIdkeaeaenzwv0Z3letMs+QVP1JxLaEJ3KUTjEQPM9cum0tUDT11SX3BW3O8Y/HmEHr1rU/TLJdRJvqb8Xa2cHyJAjPTdNdLnaZTzM6dWupx5loBS6TLFS1+HuOSUcnAJ/HHGa71/DoYQGaAyeL1cEDHTjOc/FVLdbXXAuAdjCn7T3VO39QZVMzRpxp5ChkKQrPMPUqASST2HlHPHTCtP6F9T9X09DqmKDXSmr0hrICGm3Sd7SfIJQ5vSkfodo8ovjXK+zT7bdqqngkJaKtx45xHYWq5wXihir6c+5I0OHwP84VGaN0DzG7kJnala7WrpwlRqs+y1t7lxYER5bPWlp1cNVbpjVVl/EcVtA3jkxBtmIY1w1quG5LikmKnQbZbMpLS000l1hycc7qUhQKVbUBWARwVA+Qja6krPse2ND7iuW17Mt+nT0qyw7LTcnTGWXEEvN+8laUhQyD5eRjgb17T6O06iZp5sJe5zmNLgRhpfjAI9AQVpQWmSamNTnAGT8cK89CrUtXZFM9KLSpCxlOPSFPIiCOlq6UPaS0yfq02N3gJJKlcgYEPeqa22HSnFMzVYl0rScEeIBiPTj5rJUgcGPFKSn6SgPrhkUPWCy664GpOqNEk4HviEjWLVWi2Tak1VFTqApDSlJyodwIM45Qn/ADNepEsvZMTzaFZxgqA5jSr1zSFNor1US9uQ2kkEcjiKLUhvVvVakDVBvUKVo9DeQ/MSsq1KqmH1oaWtJCsqSlGSg884BHEbmlfUhL37pBOpq0+G5xppSVpK/MDEY9tv9vu9TPSUcnU+E9L+dj5fRTyU8kLWukGA7cJ61nqjv2eqr/3FWRXK1T5d1bKpmTl97YWk+8nOe4iZtCtapHVWme0slXitqLbiFfSQpPCgR6g5EV36TZlc1phMzqllYcrk+4Oe+Vg/6IY/Q1qPRLUuG6ZauVFLe2tTpCVqwAC+vHcxzemdXVF8vdxtcsYa2mIAIzk5zzv+WFaq6JtPTxTA5L10fyPWPYY9E1esyuuBuRqjC1HjAWCYebD7cwgONLSpJ7EGO93HKzsLLEeaj6wW7p5LKmKvNttJR9LeoCJBXnafhzFF+oyb+dOoCx7dqDLUzTZqqBL8s+2HG3UgK91STkEduCIpXKtbbaKWseMiNrnY8+kE4+ikiZ4sjY/M4T+d69NNUOqb+c5fCVYhVoPW/pjWZlMv88SqVE7eVgf5YizWGudPWiUjS6jemmFIcZqrzktLiRtyVeVvSkKO4EJxwR6w3LMvXpG1jqKLUkLNo0jUptB9nlJ2ityLjxAztbcQMFeOQkK3cEgHBjySl9rk1TSfpFtrmMG+XNwQAOT+HdbLrK1r/CMzeryV4rS1Fty8GETFLnmnd6QRtWDmHUFJPYxzkuaQrXSjeFGuq2KpPP2JV55ElMSk06XVU2YUCUgL7lpWDgqyQRjJyIufbWtVoT1ClZ+aqjKS62DncOTiPTrBf6LUtAy40Dssd57EEcgjsR/nwsmpppKWUxSchSZkesewwX9Z7GYAPzuyc/phC1Rb9t2tt+LJTza085IUMRtbhQJqdUPs37zdqj7aFGX+4+r+KE9yj2RzcB9mY4PXBOWZNPut02Z8JlKsNl5spKhjz9I7Z9WOo9ps9PGptKcqrYfmrTqzDadwyVKlXAAPtMcNnG7bmWwy6tToPBAIiCYtyA4ZWnQMlc0mM/NJ7rKF+IqUmWHUNnG4L5xCtaWlurOostNzWn1gVmvy8k94Mw7Js70tuEbgk898HMJc5bdvOMLXKB5lacgELi/PyWba2tOL4l1ueIUV9ob1DJI9nSI4vW1+dpeyS3WnYHOYWjBzjdwHbB7q/FRTvqGwzHnuPgue1Skq3b9YnLduSnPU+p090szUq+na4y4O6VDyMbstS6s6yJlqkzbza0nYUtqwfjxDt6mW/F6pL/ZUCfEuB0HHoSnP5IsJTNWtP7eoEjRZGSam3JWXS2UpSAnOPMkevmAY6CgdNXU0NREzJe1rtuBkAqoXRDqbI7YKlk5RriQ84+/Sagjac8sq7Q7bV6ftdrvpEpdVt6ZXBUaM+fEROMMbmlIQrCiDnywfxROWoeoc9VqE6uVZlpNspylLKQCPgVdyfxRdro2UpXSbbKgo5XIzuSTz/DnYwPaHqSu0Rb4axsbXufIGYOeCCc7Eb7Jlupoa6V0bHHAGVyy1MmkV6m0ydkcrGwNDB9Dnv9sTJ0O2A2rUmXra0b5qVlJle9XZCVNKRj6yVxD1uyIqdlOAJBclsOpHwzziLVdFFUoVtyNXrNUm2UvvoTLtpUocIzlR/GBHc3XqADhwQorSyN0vv8hT1cFKnqZNCq0j3W3OXGSOAfPHp9XbmHHauqbQKZCpKLDycYKuB8QM+UJEzflsTLrku3OsrBV235HPwhIrdOptQZLq2mnWinclYVjaYwQccroHsAd1RqUpu8ZGZQrw3UKxyccEfDA5hFmbwZACfGbBzjk+8D5RXus1BumLU1T7iUgDPurdBx8Oef8Awhuz14ewoB+6Jagc4C1jAPfETDI2wgz4GCrEVW8KcyFhlwqcUSpThPngZP4ohLUXU5lyZTLSbvjvJJSNnBTxjv555hg1C6ZiphaFVlSjgZ2L7k98QktzFMk1BTjqSs5Hvd8nzh7BvwopJPGw0bJalnp+ote2z6twycNnsk/H1MV5k6p7Nd1fqKQVJmJt4Kx5/fFAf4IsJVrkpFOtd6YRMI+9NqUSPXEVgpLi1tKmHeVvublH1JJP/wA0XLfGJZHBw2WfdniFkbYzuE+EVyVe5ypCv0wj6UtmoqRLqcTscUEKP1w2m1EfRI+2MwGCFJWoEc8Hzi860xZyw4WS2vk/bGVq1QGmTsxJLcCxLrKSoeY9YRalU21shLYBUgcfGHQ4Jec/PzSXSRgq7H8feE6atGnzAPsk09Lk+RIWPy8/lhHW+QHLd1cZcmui8N4Vt+nijU57SejTKGZdS30KcdJTzvJ5/wAkEQbY131WzbdYoTU8+tLKlKyngc+ggjLdb6rOzVdZVQdIXUH5QU4s3j+aI/XCEfX29pvTbR+l3vJKIXR6pRn3APw2VPttvI/umlrT/dQr/KC/xG/8oj9cIYXWWCemCaGBgzFH+v8APDPaPIvanTR1t8slNKMtfIQR5glgP0T7M8spp3DsFj6s6I2/bVr66W48pyZtSbadU41nD1NmSncfjtX4agfQrx3h7ajdQ0m7oEzOycyHH5iVSEJSvkqKcY/HDK6W6zTtWNAp7Ta5Vl9NLYXRZhAV74k3UHwSD5FKcpSfLwx6RAeh1h3NcGrsto3dsw5NU+z59xyotkYbdbl1e7kfoHFBsYP4KzCaBvTdLUNxslxdj7CXObnvGckfX/Ei5QGskiqIv9oN/iNip1rNTa6cukupVp5QauOqSq3xnhx6qTnCB6/e0bfqQyo98w5Opv8AkXa6FKJIp0pknzw41EBdel+IuK9qPpdT5pC2rfl1VGpNoVkIm3knwkK/TJZO/t2eT6xP/VDgdMdwpPdMhK/srcebyW6Vr7NeKwfrqypdIf8Ah6o+kfLcehWqJW4qKeP7rGYHxwcpgWzetyu2PaGn1Aqfza9X3WZL2rZuDIUPpY4ycDtmN6sac9NVoTipXVXWFypVZasPNzteEuUq8wGmCFI8uCT3iLputTNQsO2qJaHtblyvFAkRIZMwhzbjcjbykgZOeMcnI7xitzoc1QqriZ6sTFCpPjnxHPaZpx6ZyT3KW0FJPPOVgx7ZrmWBlREay6mki6fusOHvOTvnc4AwNh5rn7cCWksh63eZ4Cm06A2lVqIi7NANQpyTmCkrlVJqZnafMLT+CsqKlpPYEhXHmkxCttX9U9arxltOtX65N0CQkfamamUzTTC25hkEFtSlhSRhaSCPXtFmun/RWY0UpFWob93orHt0w3MllEp4CZdYTtPBcUTuwOcJ+j2iod82hKXHrZqmHAlPstUcdQMfhKbSo/jJMchoC9113rLhp9lc+WMNzHMQQ9ue/vYO2R8vVXrlTxwsiqTGAc7jsrx2Datp27pxK2pa9adqFCYlphlqeXMtOqUhxa1LV4iEhBwVKHbjHnFQ9W9ItEtKdMapX9NNVKlV6sw/KttSSq1KPpeDj6G3CUMtJUdqVKPcYxk5xFhtAGktdMtKaSkBKabURgcfy9+K0dO2glu3pppUrrqcuhx9reGyR9EDOMRjezWwVst/uHTXvAhmw/AH63Bdu7fbO+VNdKmNtLEPDHvN29PgrC9F7intFGnFDhdUm+PPumIttLp500sR+ZuPXvUFijztenpmblaQakmUw0t5RTvXneo4P4BSB2ySDEt9ILAk9JVyjedrNYnUAnuNqgPOK52hpjM9Rd+37f8AdE0845L1OZl5dKlkhtppakNoTnslKUpAA4+3JiSwWu43fVt5paOoNOzqBe5oy8/3WgngHck87YHKWplhgooHyN6jjYHj8VPtb6c6PKUZF3aHXXUqfUG2TMybXzkubkp9PcIJWVEbuMLCsfCJo6PtcndVrQaVUMonmT4b7SwQttaThQUD2PwiF+jhc5IWNXbWcWSxQq2+xKpJz4aVhKikDyBVuVx5qMHRy/8AN/UBqhSJYlEui7akpDaT7o3TLiiAPTmOs9m9zukN3uGnblOZhAQWvdzgnGPlg47KjdYYXQRVUTenq7K/i+Un6jFDtff5JqwP7K/5DF8FfQP1GKIa+fyTVgHv/ur/AJDHo2qP+pKwf7qT/CVl0n9oj/4h+aZHXYZEM6bmpBJlRXHy7kDlPhJzEbalosiqVuz5PTaXQqsrnJfwTKgBQdCk7SCOxCsHPljMWh13tPRa6KdR060V2SpcrKTTq6euZqqZFK3SgBQClKG47ecc45hi23XOjrRp5Vft667fen0oKGn5efVU5kZBylsIK9hI4JASTnBPaPAtD6+ZadLMtVPSSzTe+B0tywlxPff8dvRdLcLaZqzx3PAbt332Sv1rTkjK9O1wtzZCnpmZpzMqkd1PicZXx9SUrV9STES9NOlUnrJY89UrovO6ZJymz3sTLVNnW2myjwm15IW0s5yo85HGIxagv3x1Z1uXmJWgz1GsC33FTEg1NpCXp1/aUmYdA4TwpSUpycAnJyogSZ0ZU/5pta7Kbx/Atwra7ejDMW3W686A9nb3B5iqHSB+3LQ7A6fkBn1OFGJILncwMZZjA/BIVpdOtt0hVTr+r18VBmkqqL8rSJWbq3sm5hKyltbzoKCpxQG4BG3AwT5gR1O6gXvaOulf0i0gmpio05x6TZpCVThfBD0ky8o+KSdyApxZ3EnCRyeI+7ks+sdTXULdia/PPqo1puqpdPlQ4fDZQ39NSU9ty1ZKldz7oJwlID46StNaVaupF7TaGW3HaO01T5VahyhLqitZ+vDaR9WfIx0zKi86Ys8urbrVmV7ohiHHuNc4t6eDkkd9t8k5VXpp6udtFAwAZ57kd/wThrfT9ZzdAma31E6nTU3LPtKbm2zUhT6ekLSdyM8LV5494ZGeIj6U6MeifV+QeY0juhTM6wCS/RLiM6U/Fxt5TmU59NvlyIafVRI1XWnVq+7YeqSk0uxLbfVKy5UdiJhUn46147FR3oye+EpEVZsecq2g+odt33aNQdRO06ca8cJXtTMsqUA6yoDulaCUn0zkYIBhtr0nqy+2YX191kZUPb4jWjAjAIy1pHqMdts90slfRUs/2cRAtBxnufVZtfNBL56dLzbtS4Xm6lTai0p+k1VobETLYOClQP0HEn6See4IJBzFw/kuELRp9fRXjPz+z2Pn7OmHd8pBatMuLpsmLpcb2zNrVWRn5V0Abtr7olloz6EPpJA80J9IZ/yWi1L02vYnk/PrHnnn2ZMc/etTS6r9mEtdUj9c17WOxsCWubv+IIJ8uyvxh1PdGQA+7jI+RSVcnSFp5OapXvrN1F35L23b1Yr0wqlSInm5Rcy2kj7466vkBXklA3YwSoZxDyHRH0q6n2yuo6P3NOSTqE7W6lSq8uotBzyDqHVLBHngFB9DFTerG5q1ql1M3ZI16ouKkbamDSqbL+IdjTTaRnan1UolRI7k/AYWuhi6qhYfU3RbTpj7nzVdktNSFRl1D3VeHLuPsuAZ+klbQGcfRUsecdBV6b1QzTLdQRXN8cscYeIm7RhrWg9Pqcck8lZ7KyjdWGlMQIJxnvzyo01YtK79IrwrGl97lK5unKC2JhvPgzcuoZbeR57SO4PIOQeRHR3oyOekm1ir+cJ39mditvyq1GkZS5NObnaGyanZKpyb60H6bbC5dSM/UZhcWR6L/wCRItYH+cJ39mdjB9oOoZtUaDtl0qBh75W9XlkdTSR6EjKsWukFFcZoW8Bpx9Fyxs+sfN9Hblm2lOuv/e0NoGVLUrgJA8yc8D1i8Oh/Q5TLUs9u/Ooa95qjMraE09SJecTKsSbauyJl88lfIyEFODwFGK3dB1kyN9dRloytWSHpKjImK0tlQJDi2Gz4Qx8HVNq54ITjzi8/Wb09609RDNvW9YN2W5Srdpri5qelanNzLSpubzhs4aYcBShO7GSOVnjgR1XtK1hNFd6XTUVUKVj29ckp5Dd8NbnucfMj1VWz0I8F9V0dZ4ASRTOnvpW1VamJfR3Uh9mqyifE8Wl15c4pJ7BS2X1K3IyRnG36xEHXjXr30auGqaY38sLmZVkPSE83nwp6WXnY8jPxCkkeSkkQ/dDei3XrSbUi273mbiscytLnG/bhJ1OdLrsqr3XkJSqUSFKKFHCVKA3BOSMZG18pJSpVDdgXAlpImPHnpJa/6XtbWlPxGcn8cc7pzUgoNTxWenuH2ylnacEkFzHgE4yOc4+vpvpzRuNKZizoc0/NaukvStaOtOi0lqnXLqvJFeqbdRWiUp85Lty29iamGmkpQphSuQ0jPvHJJ5HkWT0sdPtnCn0PqI1Tk5m8JxlC3qOK/wCxMyylAHaNikuqPONxUAfIY5iaej+opp3ShbtVUjeJJusPlAPKtlQm1Y/JiOcMpS6hqPI1bUe5Z52crFVfcnZpxXO9xZ3HjyHOABwAABwISwuv+q7tdaF1e+KGGUhvTjq+88NaD2aAMnudgip8GmjieGAkjf5BW01+6DkUKhuXd0+TdUcm2Ft+NQJqaMwHm1LSkql3F5WFJ3bilajlKVYOcA7VudKXTZYrslQOoHVaWqF3z7SFrkF135vYZURnDaW1JcI54UtQBAzgRPfTrc9Qf6Y7VuequLmZmSoC1LUrkuCX3oGT58NiOXk7LTd8Stc1NueouzNTqs29OPPOqyVqUoqxz5DgAdgAAOBFfR7tSao+1Wepr3MbSvLfEaB4jySQ0E/3R0k+ZzhJVCCm6ZWMBLhnGdh/98K0vVt0T0mydNKxqHo9VKo1KUhgzFTo87MqmW/ZE48RxhxXvgoT7ygoqykKIIxg0Zk5pC2mG2gNqBj6yeY609PNSdvbo5ohr7qppMza83TXSv397KEusDOe/wB7SkHPeORFtpUtOSScHgnyjuvZFebjWsrrbcpDK+mk6Os8kb8/DH1WRfoWN8OWMYDhwnGhW1aUk/SH5Y2cpSDk9uPtjRmErSpJClDHIIGfWPttxzKVbwtGcqBHJj2tq5rlbG5XnGZpJHOPyxpJmUFKlFLg5493tGw3MIUMFSvtSR/ghSjhKKHpcJAUpWf6qCEtUykHAca+0p/ywQZKXqXYH5QfizASe7iP1whidYyCvpkfSCOZqjc/85ZET71b6YVDUKzn5anN73sZRxnBHaKw6iz2qWsdsN6TTGlK6bLmbklrnxO+ICmXdQv6GwfS2evGY8V1tp+4Xe9Wmso2dUcEnU85Gwy09+eDwuit9TFBTzMkO7hgJnaEGd0g1It59briaPdsummzIUcI8VXvMr9MhfAPotXrFm3LQs/Tu5721pmX0S66hTGXak4oDYy1JtuKWpJ8tydpUPMoTGhqT03Ttb0lk6ZJjwKjJtIWy62CFocSMpIPkQYirUWpa6av2t+ZHNWEaYmeXKoqlVZmSoTDbakqcSlG0bQtSRxk8ZHMc/7Q/Z/XX69QVlt2ZKBHOQQPcDg7JHJ4xtvsFatdyjp4HMm3Ld2/EqsdQolZvKl3FrNXgv2ivTzs2kK/AQpR2p/uUgJHwAi6PVGVfvMlx5QeZCVyf+Va/wBEKt8dMkw1oi3alMlUpfbldoAHZW3v9cRnqNcequqFpVHSP8yZ2Qanm2pc1Ez28JCFpVnZsGc7fXzjY1xpetuVbZ3W2LMdNJl2CB0tyzH0aeFXt1WyOOfxTu8fXdM/oTkZOpXTW6pUdrk1TaWy1KlRzsS4tQWQD2I2JGf0/wAYZXVfcuqL+t9bt6t16tU+3mUMKpEmw+tiVflyyjLg2EB0lzxASc4IKeMYE10vp91L0XTTb+0/lWnqiwwWZyReSfCm2jgqQrHIOQCCOxAOD2jdqvUvdPhplZzpzq81UmCNiVzLS2Ar9EFlGR+KM2+WW923WD9QUlGKuN7A0DLQWHYbZzjjkDglTU9RTz0IpnP6CCfXK+OiDTaoWXZVauKfpjkgm45ltyXbdbKHHGmwoeKQcHClKUQT3HPIIJiiYYVMa56upbSSr5xV+wo/0w+7P1n6iafW65cF06UuVFNWUwiSkmJgsMU9psKASnKVFRVu3KUeSfIAAB56HaKXPdt3XbqBctCNMcuWbMz7IXN/hAoCdu7A3fR7484taN0/faXVNdd7vEGNmY3BaQQDt7vmekbZxvhMr6mnfRshhO7SUvdPbC53p2pEkzhTjkrUWAP05mH04/HxFVNE9Z39N7ErNk1mmzTDzDjrTiVsqSWlhe0hYIykhRCefM47xYLbql03VGp0uTs926bYnJtc2zLNPeE/KLX9MIUUkFCiM7fI5PmYZOruo99a7WbO6e21oxWaQ5U5iVcdqM4+37gaeQ5jakZVnZjvx6RT09a9Q6X1NW9FL4lPVS9XiBwHSCSckc7Z9ONlJVT01ZSx+/hzBxjlSb0gv+06QuTH81rE6v8AGoGGH0gpJp1/e6f+GJ/9mXHml1f1c0Os9qxkaTuVw+1OzHtKJ3wgPExxt2HGMesSv0s6J3FbtrVyYr0n7NMVmZfmy3knYXFlW3PnjOI3NHaduNq1Hda+rj6Yp3NLDkbgZ8uPxVevqYpqWGNh3bym50pZ9nvkbScXEv8AWD/TGp0jAjqU1QURx91U/wDs6oxNuaiaBVm4JGh6bruJit1EzwWmbLPhHYEkfRVntmH50haY3PJXtc2otdpBpzly1V+pmWUrd4PirKwjdxnGcZxCaa09caDV1zulRHiGbp6Dkb49OUVdTHJRRQtPvNzlXKV9A/UYohr4D+9N6fjB4qufyGL4EZSc8ZGIqD1LaeXEzfND1HoNINRfoM4JsS2/YXwARt3YOO/pHdX2mkrLVU00Iy98b2geZLSB9Vn0zxHMx7uAR+ahjrppDdfGmtIdOG5quTDauPItJBifNKOi/SyVoVPqj9Gl1vKQFFSkAk+fnEE1mX1L6hrttFqsaauW5K23UXJwuLm/GLpUkJxgJGMfXHQi0ac5S7fk5J0YU22AfxRzHs1s1bp/TkVBcGdEjS7IyDy4kbjZW7rOyoqnSRnI2TKumyLftKw52UpNOaZShpWNiQIqv0oACQvrgn/fS72/9Q1F2bzpyqnb83JI5LqCnt2zFE2pjUXQSqXDTqHpq5cUrW6qqohxE34HhZbSjbjac/Qzn4xF7TbJW6h07JQ29nVIXNIGQODk7nARaKiOlqRJKcDdJ3S1JCb1u1SlykErrk6B/wBMw4NO5hqxOoG6rPqxTLm52ETdPKzjxXWd29tP6YpVuA9EKh1dIOlty0667jvy4qOac9cM+9PmXKt/heIonZuwM4zD86kenY6gMortAmFyVZkViYlJpg7HGXQcpKSPqjSu+m/0/po2Wc9LnRtGfJwAI+RCigq/s1X443GVTfqut28dLb8urVOmUSYnrfu6iOSc6+w2V+zTPs5aw4E5KQUpTtUeCSR3wDVfR3Tm9eonU+i2/SaFON0aXnGZmsT62lBmUlEqBWVLxgLUElKE8kqI8gSL41fXvWXSOjzZ1Q0sNwtUthxcxU6Y8GFOtISSpa21AoyQMnaQCc8DtEN3D8pyhEounafaKusTaxhtdTnEJZSv1LbScnHpuH1iOJtVd7QLTaP0BFbw97R0Nl6wG4AwCR6D4eo89CaK2Sz/AGp0pA5xjund8pzqXTbd0YkdNJV1pVRu2osOOMA++3JSyvFUvHcZdSykevvekJfyVycaZXsnGf8Ad1k8H/0ZMUrvmu3zqtcdSvnUaru1KsTaCkbhtbl0jJS00gcIQBwAPrySSTKXS/1aO9NVAr1ARYC7gTWagidDiJzwPD2thG3GxWe2cw+4+zO4Wv2fO0/RN8Woe4Pdg7F3UCeccAYHnhNhu8UtzFS84aBgfJe9ZOl17aXa93FfLtDmn6BdcyZ+RqDLKltblAb2VKHCVpVng4yCD2zh9/J/6OXRdWraNbq3SJuSoVuyr7VOfdbU2mcnHW1MkIz9JKG1ukkZAVsHftmsf5Rm76RW64i89OlV23KjUHJ6ny6JoCakUOHPgb1ApdQDkpyEkZIyRgBxXn8pXXapSnqdpdpS7TZ5xtTbU9VplDiWCRgKSy2NqiDjAKseoOMFtf8A6wJ7ENLsom5cwMM3WOnpwASW9nY2PPfA4Sxm2NqTWGTg56cb57b+SZXynd8y1xaqW1YsgtDyrYpbr80E8+G/NKQrYfQ7Gmzj9NFrejHjpKtYY/8AIZ39mdjmO9TK1WpmeuG45+YqNXqj65icmphZU664s5JJPnn/AOnEWR0f63Z3SDS6maSp0tXVDTWX2BOio+GHPEWpWduw4xvx38ok1h7NrlFpCgsNrZ4j4Xtc7cDzLiMnjJ2HOElDdojXS1EpwHA4UPdEN8ymnnUFZ9Wqr6GKdUlPUaZdXwEe0tqS0c+X34NZ+GYuZ8oBQteZOk0TUnR+57jlqfSm3ZauydGm3ELQ2Tubmi2g5Uke8lSh2BQTwCRQaiWa4mjIl3k7XUAEL7YPcYMWe0q6+9RdN6FL2rqNaC7wl5BsMsVNma8CdLY4SHcpKXCBgb+CcDcScqOrr3Rt2N5pdU2eFsz429D4nYHU3fGM7ZGT6g4xwVXtlwgMD6Odxbk5BHZVrpuvfUQ9UWpVjVS+ppxxaUJlm6jMLcKicYCUnJOeIfl6p1VmVytD1lrdwqqTEmiqyshWJtbjrDT24JUUKJLalBB4OFAYBAiw078pTacu6uZtnQKomcUk4dmpthg7vLJbQpR+vIir+oWtV0at6pTWod90eSp5nJVqQRLyIUUSrLZVsyVElZyo5Vx34A4EaGnheLjWCWqtLaWJoO+WlxdtjAA2HOU6WSnhZ0tmLyTxuugnSmQejmlAjB9jr5yP6/nYpTpPT0q0dLobHiFkHkfCJT0s6oK7ptpFI6RSGnCaw001PtoqSalsC0zT7zwIQGz9Hxsd+dsJWndpOULTVNDnD998Hb25JA9Ix9Eaer7PdLtUVsfS2ebrYcg5b1POduORsVp1VRHOyIMPDcH5BWn6fxs6O6N5H7n6j+vfjliu4nHrMZokqra2gFTqh5n0i2FN61ndKdOWtFW9ODVTI0+Zpyp9uohCQXVOHJTsPI8TkZ8vKKcNU92QowlVDC1jHft9fxi37N9LXG0XG6VFwj6WzShzNwcjL99uORys+73CN8cTIjkgYP0XVXpG46M7cHfFFqA/7R+OTVrgBgk+sWv0l68nNKdGKbpGrTBypGQkpiT9tFR8Pf4qlq3bCg4xv9ecRVmhy6pVktqH2xP7N9N3Kx3S6z10fS2aXqYcjcZdvtxyOVBdquKoghbGclowUqPEFSU47Jwf9vsgYbAKs9uwj7A3ODj8HP5TGYJx2EevBuVz2VpuJUlBSR55jIpJKNucbsERlW3u42x8/gJ3eSiIXpwguWMMM495sE+sEZfePZPEEJ0pOoq+kx8uDLTKdr/S3uGMc3rx/iEaCPlp6E04XUdJ7YUTnIvMfuCOX0EYS0V1QV8uDLLb8NXS3uQT2+7QY/xCNNv5ayitOeK30ooCyc5+7T/uEcu4IBtwjK6nufLfyjyC270tZSRjBvT/ALhGij5aagtuB5HSe2F9wfuz/wC4Ry+ggwELqW98txT32vBe6WN6D5fdmP3BCUr5ZG1S54x6S2ioc5N5D9wRzJggQuno+Wgt0c/vJrX/ALZ/9wjelfluadJpCJbpWSgD9DemP8wjlpBCYQuotQ+WtpFUBE50qJcB4O68x+4I0pb5ZW2JNW+X6TGkq9fuyGf8QjmPBC/FC6gH5aSgE7j0nNZxjP3ZDP8AiEb0v8t7JS7YbZ6WAlI7YvQfuCOWMECDvyuoj/y1dEmVhx/pRacUPNV5g/5hGzLfLeSMmAmW6WdgHYJvXGP/AICOWUEGyF1V/f5if/2vK/8AbUfuCNab+W5p86nE30sBwfpr0B/zCOWcECF1ElvlrKLJq3y/Sg2k+ovP/uEKI+XLSBgdLxA/t1H7gjlVBAhdVFfLktrSUq6XSQeDm9f+4QnzHy1dFml+JMdKLbis5yq8wf8AMI5dwQeiF1NlvlvJKURsl+lkIT6C9cf5hGZXy5DawUr6XSQfI3r/ANwjlZBCYQujuqHyulF1MsC5LHV0yNyDtwUuapqJ03b4xllPNKQHNnsSd23dnG4Zx3HeKOu6kMqeS6mghIScge0jv/0IYkEWIqiSEYYUxzGu+8pGe1aS6NpoBSCMHE13/wDchMk7/blQEqoYWB2zMc/rYZkESGunJySk8JmOFIrGqzDSdirYCkd8Ga/1I2G9YpZtRItVOT6Tf+pEZQQ4XCcd/oEngMPZSavWRCjkW5gcYHtfp/cR8q1hZVMCYVbQUQonHtXcEdvoRGkEKbjUHk/QJBAwdlLDeuYbThNrgf8APP8A7cfDutku+MOWkFD+vOP2OIqghDcKgjBP0CPAjHZSb+bBKbt6bUwe/wCff/txrTuqrE4E7rc2FPY+15x8PoRHcEJ9vnxjP0CXwWeSluz9ep20csNUITMoMlDKprBQo+YOzt6jEK1a6qbyqTyEU6R+bZNKdq2W3wpav7soyPsAiDoIreIerq/crAkcG9IOykJ3VNLidv3P5wc8zOf/AJf9jCa/f4ec8T5qCSfLx8//ACwz4InNZMRjKg8Jh5Tp+7RpJwKUMf8Arv8AVj6F7gdqYP8Arv8AVhqQQ01Mh7o8JoTuRfm1W40vPGP4d/qxlOoIH/FI/VH+rDMghRVyjujwm+SeY1DR50g/qj/Vj4cv9LidnzQBzn+H/wCrDPghftkvmjwm+SeaNQ0oSE/NHb+n/wCrBDMgg+2S+aPCaiCCCKqkRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECEQQQQIRBBBAhEEEECF//9k=" width="307px%" alt="dollar to bitcoin calculator"/><br />
To quickly compare the real-time price of the leading cryptocurrency on exchanges such as Binance, Coinbase, or CEX.io, use the conversion table below. This Bitcoin to dollar calculator makes these estimates easy. In fact, not only it works as a BTC to USD converter, you can also choose a number of different currencies. To help you get started, we&#8217;ve even prepared several popular amounts and pairs! Click on these to see how easy it is to start investing in Bitcoin. This currency converter can convert between several currencies simultaneously. These are the average exchange rates of these two currencies for the last 30 and 90 days.</p>
<h2 id="toc-3">Exchange Rate Chart</h2>
<p>The BTC conversion factor has 15 significant digits. The USD conversion factor has 6 significant digits. Our currency rankings show that the most popular Bitcoin exchange rate is the XBT to USD rate. There is no official ISO code for Bitcoins, although XBT is commonly used. The online Bitcoin converter is the fastest way to get the current exchange rate of Bitcoin , millibitcoin , bits(µBTC), or satoshis in any local currency. Currency World delivers instant currency conversion and fresh exchange rates in a user-friendly interface. Coinmama&#8217;s live crypto calculator does the math so you don&#8217;t have to, giving real rates in real time. Convert fiat to crypto, plan your investment, and buy. CoinDesk is an independent operating subsidiary of Digital Currency Group, which invests in cryptocurrencies and blockchain startups.<br />
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" width="300px%" alt="dollar to bitcoin calculator"/><br />
Alternatively, you can choose a specific source from the settings menu. Many exchanges offer clean user interfaces that can be compared to those used by top e-commerce websites and banks. Cryptocurrencies have gained a reputation for being complicated, but the industry has made great progress in demystifying digital assets once and for all. Live tracking and notifications + flexible delivery and payment options. Get the Bitcoin price in USD, or choose other conversions like BTC to Euro, BTC to Japanese Yen, or BTC to British Pound Sterling.</p>
<h2 id="toc-4">Popular Cryptocurrency Conversions</h2>
<p>Comparing prices across exchanges helps guarantee you&#8217;ll get the best deal, as some platforms offer a better deal than others. Create a chart for any currency pair in the world to see their currency history. These currency charts use live mid-market rates, are easy to use, and are very reliable. These percentages show how much the exchange rate has fluctuated over the last 30 and 90-day periods. These are the lowest points the exchange rate has been at in the last 30 and 90-day periods. These are the highest points the exchange rate has been at in the last 30 and 90-day periods. BTC price is often quoted in US dollars per single Bitcoin. This price may seem much too high to even start; it&#8217;s not obvious just how much Bitcoin you would receive for a given amount of money.</p>
<ul>
<li>All exchange rates are updated regularly hourly every hour.</li>
<li>Bitcoin is a digital currency without a central authority.</li>
<li>To quickly compare the real-time price of the leading cryptocurrency on exchanges such as Binance, Coinbase, or CEX.io, use the conversion table below.</li>
<li>The exchange rate for the United States Dollar was last updated on September 30, 2021 from The International Monetary Fund.</li>
<li>The conversion rate displayed is often an average of multiple exchanges.</li>
</ul>
<p>They are not guaranteed to be accurate, and are subject to change without notice. You can use Bitcoin to send money to anyone via the Internet with no middleman. See the Bitcoin exchange rate i.e. the current value of one bitcoin. Over the years, we&#8217;ve gained a reputation for continually monitoring thousands of markets. News websites and exchanges don&#8217;t always have the latest conversions, but our easy-to-use tool is automatically updated on a regular basis. Check live rates, send money securely, set rate alerts, receive notifications and more. The Bitcoin price page is part of Crypto.com Price Index that features price history, price ticker, market cap and live charts for the top cryptocurrencies. Just type in how much BTC you would like to buy, and you immediately get a price estimate in your local currency. Since 2017, DigitalCoin 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.</p>
<p>You have currently selected the base currency United States dollar and the target currency Bitcoin with an amount of 1 United States dollar. In the menu, you can select the desired exchange rates of about 160 international currencies from the two lists. Additionally, the currency calculator allows you to calculate historical exchange rates in addition to the current rate. The results are displayed in a table with the closing rate of the previous day, the opening rate as well as the lowest and highest rates of the respective date. The Markets Insider currency calculator offers a currency conversion from United States dollar to Bitcoin within seconds. Vacationers in United States can make conversions at the current exchange rate. The currency calculator provides an ideal tool for investors investing in international stock exchanges with different currencies. Conversion rates are based on CoinDesk’s Bitcoin Price Index and the price indexes of other digital assets. World currency prices are based on rates obtained via Open Exchange Rates.<br />
Author: Omkar Godbole</p>
<p>The post <a href="http://htdbouw.nl/crypto-exchange/usd-to-btc/">Usd To Btc</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
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