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	<title>Cryptocurrency service | Latisha Hardy Dance &amp; Co Ltd</title>
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		<title>How To Use Fractals In Trading What Are They &#038; How Do They Work?</title>
		<link>https://latishahardy.com/2022/01/26/how-to-use-fractals-in-trading-what-are-they-how/</link>
		
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		<pubDate>Wed, 26 Jan 2022 17:46:36 +0000</pubDate>
				<category><![CDATA[Cryptocurrency service]]></category>
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					<description><![CDATA[Content Language support Depth of Market Reclassification effects on general government employment How to choose a trading instrument on R StocksTrader Mobile trading app See the full picture across multiple timeframes with our graphs Fast execution on a huge range of markets Monitor Market Moving News Possible effects on potential output of the UK leaving [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Language support</a></li>
<li><a href="#toc-1">Depth of Market</a></li>
<li><a href="#toc-2">Reclassification effects on general government employment</a></li>
<li><a href="#toc-3">How to choose a trading instrument on R StocksTrader</a></li>
<li><a href="#toc-4">Mobile trading app</a></li>
<li><a href="#toc-5">See the full picture across multiple timeframes with our graphs</a></li>
<li><a href="#toc-6">Fast execution on a huge range of markets</a></li>
<li><a href="#toc-7">Monitor Market Moving News</a></li>
<li><a href="#toc-8">Possible effects on potential output of the UK leaving the EU</a></li>
</ul>
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" width="255px" alt="market depth chart indicator"/></p>
<p>Using the custom chart and overlay studies to visualize orderflow and volume, areas of increased trade activity can be quickly and easily indentified and evaluated. Market conditions such as absorption and exhaustion can be recognized as they happen. The detailed view of orderflow available , provides information that can be used to help qualify entry or exit conditions.</p>
<p>Check out the detailed trading conditions on the RoboMarkets website. Trends are not only classified by their direction of movement, but also by the time duration the trend is taking place, eg. There are long-term, short-term and intermediate trends that coexist and may have the same, as well as the opposite directions. They are pretty self-explanatory as they are time-based and are part of the trendline you see when reading a chart. Adding an additional filter Many traders choose to compliment the MFI indicator with a moving average. The bullish divergence RSI setup shows two troughs in the RSI indicator window forming higher lows while the price shows lower lows.</p>
<h2 id="toc-0">Language support</h2>
<p>This box from our November 2015 Economic and fiscal outlook outlined how revisions to the wider economy forecast affected our NLW forecast and also explored some of the potential labour market and employer responses to the NLW. The labour market has seen mixed performance following the closure of the coronavirus job retention scheme. Low unemployment surprised to the upside whereas participation remained weaker than expected. We also discussed whether we expected these trends to unwind over our forecast. As part of our economic forecast, we produce forecasts for total employment and GDP per capita based on ONS population projections.</p>
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<h3>When should you avoid trading?</h3>
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<p>If the profit potential is similar to or lower than the risk, avoid the trade. That may mean doing all this work only to realize you shouldn&apos;t take the trade. Avoiding bad trades is just as important to success as participating in favorable ones.</p>
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<p>So the market is reasonably robust and the order book isn’t thin and it’s hard to manipulate it very much. Orders are processed in order  of price going down for buy orders, in order of price going up for sell orders. Get tight spreads, no hidden fees, access to 10,000+ instruments and more. Get tight spreads, no hidden fees and access to 10,000+ instruments.</p>
<h2 id="toc-1">Depth of Market</h2>
<p>Remember that software’s past performance does not ensure future results and you may lose some or all of your invested capital. Please ensure your method matches your investment objectives, study the risks involved and if necessary seek independent advice. The trend is even stronger if the support Fractal is above the 21 ema low in an uptrend and the resistance Fractal is below the 21 ema high in a downtrend. A Fractal below the candle indicates that the Fractal level is the candle low of the candle with the Fractal. A Fractal above the candle indicates that the Fractal level is the candle high of the candle with the Fractal. The Fractal indi is always placed above the candle high and/or below the candle low for visual reasons . A group of 5 candles is the minimum when using a Fractal indicator value of 2 but there is no maximum.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="market depth chart indicator"/></p>
<p>Remember that the price depth should only affect larger trade sizes. We offer price laddering for both spread betting and CFD trading accounts. Price laddering is when traders are given a range of price levels after entering a stake size greater than the normal market size. Ladder trading allows traders to take partial profits when a set price target is reached. Another common term for ladder trading is DOM or depth of market trading. In our 2014 Welfare trends report, Chapter 8 considered spending on unemployed people. This box compared outturn data on unemployment and claimants of unemployment benefits to the levels implied by our March 2014 forecast.</p>
<h2 id="toc-2">Reclassification effects on general government employment</h2>
<p>These lines are based on the average closing price of a coin over a specified period of time.This indicator is useful for seeing patterns and helping to determine trends and signals for entering and exiting positions. In forex, depth of market shows the levels of a particular currency that are being traded at  different prices. This allows traders to understand the supply and demand, and therefore liquidity of the currency at each price point.</p>
<p>Use the TradeStation Global platform to chart, analyze and back-test historical market data from all major US, UK, Europe and APAC market centers, Market data is provided by Interactive Brokers. All chart prices are indicative of IG prices, and not necessarily those of an <a href="https://www.tokenexus.com/">https://www.tokenexus.com/</a> exchange or third-party broker-dealer. The best charts for trading are those that offer you the information you need to form an interpretation of the market. Perform expert market analysis and automate your trading with the leading web-based charting package, ProRealTime.</p>
<h2 id="toc-3">How to choose a trading instrument on R StocksTrader</h2>
<p>Trades occuring across multiple price levels can be combined into a single chart bar, each bar representing a complete Ask or Bid trade sequence. When building a custom chart from the time and sales data, different aggregation methods can used depending on the the level of detail required from the final chart. The Trade <a href="https://www.tokenexus.com/market-depth-chart-determine-liquidity/">market depth chart</a> Tape Chart study provides four basic data processing / aggregation modes which can be further modified via volume filtering and time sensitivity. Using the available options, it is possible to build charts showing anything from individual market/limit orders to trade sequence summaries covering periods of upto 1 second.</p>
<ul>
<li>The path of productivity growth is a key driver of GDP growth in our forecast and is also one of the most uncertain judgements.</li>
<li>Each chart bar can represent a single trade, or a trade sequence, which in this case is interpreted as an individual market order transacting across more than one price level.</li>
<li>The candlestick chart is so-called because each plot point on the graph looks like a candlestick.</li>
<li>Multiple levels of liquidity are visible at each price, providing extremely use information to short-term and high-frequency traders.</li>
<li>TradeStation platform puts powerful tools into the hands of traders and investors – helping to level the playing field in the competitive world of trading and investing.</li>
</ul>
<p>Between 74-89% of retail investor accounts lose money when trading CFDs. CFDs and FX are complex instruments and come with a high risk of losing money rapidly due to leverage. When determining our forecast for the unemployment gap – and therefore the unemployment rate – we start by estimating the size of the gap at the beginning of the forecast period. These data could imply the estimated unemployment gap narrowing or widening, depending on the starting point and our broader judgements about near-term GDP growth prospects.</p>
<p>Author: <a href="https://www.theverge.com/authors/chaim-gartenberg">Chaim Gartenberg</a></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>PayPal Now Lets You Use Bitcoin to Buy Products From Millions of Businesses</title>
		<link>https://latishahardy.com/2022/01/12/paypal-now-lets-you-use-bitcoin-to-buy-products/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Wed, 12 Jan 2022 16:12:00 +0000</pubDate>
				<category><![CDATA[Cryptocurrency service]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=3875</guid>

					<description><![CDATA[Content Through Litecoin (LTC) faucets Best Litecoin Wallet Can you buy LTC with PayPal? Is buying crypto through PayPal a good idea? Coinbase – User-Friendly for Buying Cryptocurrency Recent Reviews A quick guide on how to buy LTC with GBP on CEX.io Binance is another cryptocurrency exchange that lets you buy and sell coins with [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Through Litecoin (LTC) faucets</a></li>
<li><a href="#toc-1">Best Litecoin Wallet</a></li>
<li><a href="#toc-2">Can you buy LTC with PayPal?</a></li>
<li><a href="#toc-3">Is buying crypto through PayPal a good idea?</a></li>
<li><a href="#toc-4">Coinbase – User-Friendly for Buying Cryptocurrency</a></li>
<li><a href="#toc-7">Recent Reviews</a></li>
<li><a href="#toc-8">A quick guide on how to buy LTC with GBP on CEX.io</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="purchase litecoin with paypal"/></p>
<p>Binance is another cryptocurrency exchange that lets you buy and sell coins with  other users. It has one of the largest selections of coins around, with over 500 available to trade including Litecoin.</p>
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<h3>Does Shiba Inu have a future?</h3>
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<p>Most experts agree that the Shiba Inu token has a future, as it has active support from the community. If the Shiba Inu price continues to rise at its current rate, it will be an incredibly worthwhile investment.</p>
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<p>Without money, issuing a buy or sell order will take hours to be executed. Trading  Volumes play an essential role in the success of an exchange.</p>
<h2 id="toc-0">Through Litecoin (LTC) faucets</h2>
<p>Until recently, the answer to those questions was not necessarily as simple as answering how to buy stocks and shares. But, now, it is possible to purchase cryptocurrency through PayPal, making it a far more accessible notion. The best cryptocurrency to buy for you will be down to your specific circumstances and requirements as with any investment or asset.</p>
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<h3>Should I buy litecoin?</h3>
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<p>Does Litecoin Have a Good Future? If you trust most of the experts, litecoin does, indeed, have a good future in the crypto market. Although it is not within the top 10 most popular or most-traded cryptocurrencies, it is widely accepted and easy to trade.</p>
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<p>During her previous career, Rachel naturally started to move towards investment writing more and more in her day job. Rachel now works as a full-time finance writer drawing from her hands-on experience in the field. Firstly, it&#8217;s essential to know that PayPal only provides access to four cryptocurrencies, not all of them. However, those four are some of the biggest cryptocurrencies &#8211; Bitcoin, Ethereum, Litecoin and Bitcoin Cash. More often than not, people ask if crypto is dead when it is going through a sudden slump. The fact of the matter is, while Bitcoin and its peers are unregulated and decentralised, it cannot be &#8216;switched off&#8217; and killed. Instead, it keeps going as there is no one entity overseeing it with the powers to stop it.</p>
<h2 id="toc-1">Best Litecoin Wallet</h2>
<p>However, you can do it only via its proprietory debit card, and that entails a transaction fee of 2.1%. PayPal does not allow users to purchase cryptocurrency via the PayPal Credit option.</p>
<ul>
<li>EToro will then send a code to your cell phone and you’ll verify it by entering the code.</li>
<li>It started as forex, indices, commodities, and shares brokerages before introducing cryptocurrencies later on.</li>
<li>Litecoin seems to be the favorite digital asset of the Quora community.</li>
<li>More importantly, it managed to stay among the top cryptocurrencies all this time.</li>
<li>Or was it simply an inevitability given the ingenuity of Bitcoin’s design?</li>
<li>Let’s take a closer look at how to buy Bitcoin with PayPal on some popular platforms.</li>
</ul>
<p>Third-party services like exchanges, ATMs, and trading applications levy their own charges. Investing in crypto using PayPal is easy— especially if you already use the app for online payments. When you buy cryptocurrency through PayPal it is not the same as buying crypto on an exchange. Furthermore, this feature allows customers to checkout with cryptocurrency <a href="https://www.tokenexus.com/">https://www.tokenexus.com/</a> without any additional integrations or fees required by the business. Customers can sell cryptocurrency through PayPal to then pay a business for select online purchases. The transactions are settled in USD and converted to the applicable currency at PayPal conversion rates. Currently, it does not allow customers to transfer crypto off the platform.</p>
<h2 id="toc-2">Can you buy LTC with PayPal?</h2>
<p>This allows you to add multiple tokens to your portfolio in a single investment. Nevertheless, we will take into account all the important elements, from regulatory licenses to fees and crypto wallets. Well, Litecoin is one of the most well-known and best altcoins on the market. Despite its slight drop-off, Litecoin still has a multi-billion pound valuation.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="purchase litecoin with paypal"/></p>
<p>Let’s take a closer look at how to buy Bitcoin with PayPal on some popular platforms. Crypto is unregulated in the UK; there&#8217;s no consumer protection; value can rise or fall; tax on profits may apply. The word ‘initially’ does suggest PayPal could support additional cryptocurrencies in the future, but this is not guaranteed. Needs to review the security of your connection before proceeding. A section of Redditors is also concerned about Charles Lee’s occasional statements concerning the future of Litecoin.</p>
<h2 id="toc-3">Is buying crypto through PayPal a good idea?</h2>
<p>In recent years, there has been an explosion of interest in how to buy and sell bitcoin as the cryptocurrency saw strong growth. This bitcoin cash made many investors very rich and so garnered a significant amount of attention from the mainstream media. You have to register for an account, go through a verification process to secure your account, and then you can buy, hold, and sell Litecoin and other cryptocurrencies.</p>
<p>Depending on the amount of money you have set up to risk, you need to identify exchanges with little or no trading fees so that you can experiment with digital assets freely. ✅Has got a range of payment methods which includes debit/credit cards as well as PayPal. Customers can buy as little as £1 of cryptocurrency through PayPal with the choice of four types of cryptocurrencies — Bitcoin, Ethereum, Litecoin and Bitcoin <a href="https://www.tokenexus.com/ltc/">buy litecoin</a> Cash. Customers can choose from pre-determined purchase amounts or enter in their own purchase amount, before following the prompts to buy the cryptocurrency of their choice. Customers will be able to fund their PayPal account for the purchase using their bank account or debit card. With the exchange’s tier-based verification system, it becomes easy to buy Litecoin by just submitting a copy of your ID Card.</p>
<h2 id="toc-4">Coinbase – User-Friendly for Buying Cryptocurrency</h2>
<p>Select &#8216;cryptocurrency payment&#8217; and click on &#8216;Litecoin&#8217; as your payment option. The Checkout with Crypto feature converts users&#8217; crypto holdings to fiat currency at checkout, with certainty of value and no additional transaction fees. News and resources on digital currencies, crypto assets and crypto exchanges worldwide. Even now, a year after PayPal allowed crypto transactions, many of the major exchanges do not accept it as a payment method. This cost is higher compared to those with credit cards and bank account transactions, which makes it the biggest downside of using PayPal for this type of transaction.</p>
<p>Author: <a href="https://www.facebook.com/stevegoldsteinnews">Steve Goldstein</a></p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Security Threats Detecting the silent cryptojacking parasite to remain disease-free</title>
		<link>https://latishahardy.com/2020/08/21/security-threats-detecting-the-silent/</link>
		
		<dc:creator><![CDATA[tish]]></dc:creator>
		<pubDate>Fri, 21 Aug 2020 12:04:48 +0000</pubDate>
				<category><![CDATA[Cryptocurrency service]]></category>
		<guid isPermaLink="false">https://latishahardy.com/?p=4746</guid>

					<description><![CDATA[Content Business continuity? Antivirus Software Encrypted Threats Three-in-four wealth managers are gearing up for more cryptocurrency exposure How can you protect your business from cryptojacking? Anti Malware &#038; Anti Phishing A ransomware attack may yield one significant payment for each attack, but cryptojacking continues to mine cryptocurrency until it’s discovered. This is incredibly profitable if [&#8230;]]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Business continuity?</a></li>
<li><a href="#toc-1">Antivirus Software</a></li>
<li><a href="#toc-2">Encrypted Threats</a></li>
<li><a href="#toc-3">Three-in-four wealth managers are gearing up for more cryptocurrency exposure</a></li>
<li><a href="#toc-4">How can you protect your business from cryptojacking?</a></li>
<li><a href="#toc-5">Anti Malware &#038; Anti Phishing</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="251px" alt="cryptojacking attack"/></p>
<p>A ransomware attack may yield one significant payment for each attack, but cryptojacking continues to mine cryptocurrency until it’s discovered. This is incredibly profitable if the cryptojacking script can infect multiple machines on a business network. MDM – Organisations should implement a mobile device management policy to better control the devices, applications and extensions used by employees, and prevent the spread of mobile-focused cryptomalware. Network monitoring – It is essential to build the capability to proactively monitor cloud and on-premise environments to detect malicious activity in its infancy.</p>
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<h3>What can I mine with a CPU?</h3>
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<p>CPU mining is a crypto mining process that uses central processing unit cores to check blockchain transactions, solve mathematical puzzles, verify transaction blocks, and mint new coins. You can use an everyday computer or CPU mining rigs to mine cryptocurrencies.</p>
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<p>Because cryptojacking attacks use very similar techniques used in more ‘traditional’ types of cybercrime, the methods to protect against them should already be familiar. Using cloud-based platform to keep a back- up of all the files is very helpful as it protects the data in every worst situation. If, the system gets infected continuous monitoring the performance of the system is beneficial.</p>
<h2 id="toc-0">Business continuity?</h2>
<p>Sometimes you may notice that the machine’s cooling fan is running longer than it should. Checking the CPU, memory, and running processes on any overheated devices can be extremely useful. While there is no definitive way to gauge how much cryptocurrency is mined by hackers through cryptojacking, Securus has found that the practice is common and shows no signs of slowing down.</p>
<p>This is a 10-page deep-dive into the SASE technology, <a href="https://www.tokenexus.com/what-is-cryptojacking-how-to-prevent-and-detect-it/">how to prevent cryptojacking</a> exploring how it can help your business.</p>
<h2 id="toc-1">Antivirus Software</h2>
<p>The attacks target sites with multiple concurrent users and long average session durations,  including image boards and streaming sites, to keep malicious scripts running for as long as possible. A few months later, we developed <a href="https://www.tokenexus.com/">https://www.tokenexus.com/</a> and disseminated a key Cryptojacking Mitigation and Prevention guidance document. It details how a vulnerability in MikroTik routers had exposed countless users in the region to the risk of compromise by cryptomining malware.</p>
<ul>
<li>Cryptojacking continued to surge last year, rising 19 percent globally to 97.1 million, which is the most attacks that SonicWall Capture Labs threat researchers have ever recorded in a single year.</li>
<li>The attacks target sites with multiple concurrent users and long average session durations, including image boards and streaming sites, to keep malicious scripts running for as long as possible.</li>
<li>If it detects other scripts, it can disable them to run its script instead.</li>
<li>Before long though, even the most high-end PCs with powerful processors couldn’t mine profitably enough to cover the costs.</li>
<li>As part of the regular cybersecurity training, educate your staff to let IT know when their computers are overheating or running slowly.</li>
</ul>
<p>The following are some effective methods that we have found that will aid you in detecting cryptojacking before it impacts your productivity. The business impact of cryptojacking code spreading throughout your entire network is additional CPU and memory usage on desktops, laptops, mobile devices, servers, plus increased bandwidth usage on both LAN and WAN. Botnet operators are increasingly incorporating cryptojacking into their existing arsenals and targeting both cloud and on-premise servers to extend computing power and maximise revenues. Smartphones are also being targeted, for example by the Android worm ADB Miner. Apple recently went as far as banning cryptomining apps on iOS to prevent attackers from taking advantage. Botnet operators incorporate cryptojacking into their existing arsenals and target both cloud and on-premise servers to extend computing power and maximise revenues. In 2018, Apple banned cryptomining apps on iOS to prevent the risks of these types of attacks.</p>
<h2 id="toc-2">Encrypted Threats</h2>
<p>Mining cryptocurrency such as Bitcoin requires huge computational power and to do it successfully you’ll need dedicated hardware and to use a large amount of electricity keeping your rig running, as well as cooling it. Even if you haven’t heard the name WannaCry you’ll have certainly heard about the attack, it’s the one that affected NHS systems and brought disruption to the organisation for a number of days. Let&#8217;s explore what sort of malicious files have been uploaded to the honeypot. I won&#8217;t dissect malware in this blog post &#8212; since it&#8217;s a lengthy process which needs its own write-up. I&#8217;ve provided links for all the VirusTotal scans below so you can explore them. This “cryptojacking” as it is often termed involves hijacking a computer to mine cryptocurrencies without the legitimate user’s knowledge. According to security researchers at AT&#038;T, such worms can also change their scripts to run in different computer architectures, such as x86, x86-64 and aarch64.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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p/0zfvcnBBlOHwFn4VH+A/5UwHmgHvRoJGh7dJVvRlZ2lPIPIPrTxGUEiq2sWtGoLDUO4RVFDQ2hxBycfMHvU7tF3t9zR4kGUhwY5HZSfqO9A8E7rJliczkKQxThIpXu+Y/Om5lzbjmlHi/OgVItKeeqEZTulozqRktSk9h5FJH+VVM4vxFZKAMcEeYq+b/cXLVYRemIrMhdvdZlpaeTuQvasHCh5iqP1Bd3b7eZd4cjsx1zXlPKbZTtQnPkB5Cs3AIMVeRXSTinWkamjyps5HzrhvAAOMk0LcS13wB3NFg5AOcHNXUlKEAAZURnI4oYO4pABwDipFZNKwr7YHXolyWq+iW2xHtyWifFaUMqcKvICtG9KfZrtlngx79rl1McrKVJLqcKUFHGW0q7gHGSfWqeb1GHAbch38laxeny5bvZ481nmxaC1bfQkwrYtDKvwrdOwHPpnvUxidAdVPthci4RGSQcBSV9+Pl8xWlHbjYoKZkfTlqRHdYcS00p0blHtvO75FAI/wCI0plXNCBInS0AxDFJWMDcHA3hS8/XnFctP+KZy7TGAAulg/DmKG3JZPyVM9KPZuuj+q1m/uR5US2Mia+WFAhtkEZWQcZI8k+dXnqG8xWGm9PWBpUWHbngppScAuEJGVE4B5ODTfKLum7ExbnpQMq+sqlvqQo72VjhLSuOChOElPbKhTHIkmNFKwFKTu2IXtJycDy/Ol5fUZpyNbtxyreJgQ44IiFA/e5UgtUCG6yuXObUS42t9ASMAgEpKifXdj7A0XLtxYWp4NqbbVJdYDasEp2BHOR67zj6UjtN5eXblR3Yzu4R5DQ34TneFFP5Eg0C6XO+TIC1sBnaiUZUgoypKVK7JyOwrGmyiXabWuzHNXXb+VLtN+AlSQ64kJZIeLK1EBZT8vM0uVAZeUvTNzkKm2i+nBDhyIDyQShxKjzkHjHpmmvTt0gagtayhHgz22HELAPG4J9fPI/oaUXW5JtVvQ048A6oFSTjI3JSTgnyyTVWGWRknohnYxwNbEKCsSHNOXZzS1wdJlNuuNEpwfDCMEqPnjGPzpbb9RpWt99Etrxo8l+KFJwfDI+FSTn0Bxmo9qq7yb1ebdrW2W1tMyTHciOx3V7d62+O/mVN7Cahmi72ZlzOkbmRFu6X5D8xtwFC1qWSrc35KGSSR3I7Zr02EZHOdHuRR9e+/u4UMyGxgeJsCrG1tpi364tyrZcGkotU6N4TiylKnG5iUEoeBGMc5JPnnB4rEl+s8zTt4mWO4I2yITymV/PB4P0I5+9bJj3cx4ZtjzwalPl6OhazwgjGFj8/Os7dfYaXL3bdRJcDjs+N4UtaU4Cn2jtJ+eRg11n4YypK8CT4Ll+vYzP+8zt+yZtEHxNL35o9wjP6H/Ko65Uh6ejxLbfWfWMTj/lVUdXiugmHtlYkf6Qilnyorsc0e62oJCx2NEHgYzSqRJcxeZ3uyYBkHwEuBzYAACocAn14J/OmlfJPzJpwSlgspUk/vAscfKm9XCufU00CgiuzZS2xRGJlyZjyE7kLVgilt0tsRiA74LO398E7s9hSC0zmIFwalPEhCFZOKXT7lFl22QtqRhSXULShXdQz5UdDQfNRte6k2v4EOLEgpYASiGCgk+YSNoSP+ZK/0qI6fTHecYU4GFuqeWVjJKyNp7jtjNKtXzZNwX7woOBjwmy3uBA+IBR/Umo9Blu2qQJaUJURlOD8xVbEhMMQYVez5NcmoffktLak6fRtY9Bul0a1Q0G+vQ5nuykjCnsPqPhk/RJx86zNPjPRJDsd9pTbjSyhaVDBSoHkVtfpovNm9n5hKUlSg+pIUfhJ8dfB+VOPtq+yzchBd6waY0zGhutgrvUGEvejGSA+hIHoAVfXPkaa1+l+g8FZML7sFYMVQVUY6jYrFFqqxVJqDQT3oROKAo+tSF5BopXc0aSB3olXnRgKEE9649jXVx7GmNQolxOCtXfKiPpRFHOg5X35NErwnsabSgG0CgnvXp7UE9qkKUEmgHzNCPagHtTGryDQc0I8Cg0QQleLJ45ocaXJhuJkRX1tOJOQpJwaARk815gA4owFBo7KxtM9RmXtkO+4aXwA+Pwn/iHlU49/t/8A+Pj/AP7orPyu/Fdk+poDECqj8NrjbTS2NcW/f9ESk9yqCSPqE/5iqQg2S7XViXJt1ukSWoDfjSVtNlSWm843KI7Cr3sCRL02GCMhTbjR/X/OqPi3u+WBu4wLbc5EVm4JMeU22vAdQD+FXqMisXA2L2+RV2SiA4psQoKGw+Xahhpan0tNJK1KIAAGck1zKQFjKhxVw+z301la01gmWhLDaIIDjK3ztaS9jO9R8ghIUf8Ai2etPyshuLE6V3ZTjY7smURt7/ZVzdBuk9r0bpz+12rCymcpTa0IfTkbgTtStJGSzkFKlJ/iHyGZfdbhqjqddDGDXi+BKUI5K9qEADCUbu2OMgGlWur5JnAaU92EeHbEN+6sJdW57sknd4SVE8oVlK/PgoAOO7rppy4M2i0aXZtYi/tNK5LVwOxTTr4VltlaSO2RgngjcPI18xzMuTMlMhO673Gx2YsYa0bKErtFzgM+8yWU+EXXWS4haVJDjZwtJIJ5H9CKQ3K5qnsw7RGwsy5HZasJUhv41JJ9FBO3Pzq1YFovtneuUWwWppUO9s5kQpTeW4ErPJ5wOMHzwoFOe1Q++dMJFvvkfx9RMZEYuFYkcHcvYQNvHO7GB86psewZDdXI3+IVx7qjI8+/omWS/NlTHHJy/EADaUKVychCQeTycYCc+ezPNDtc2c5MRaIzHiiU8kbsco8sgnjtTkxa7bFKwzlYXJe3DsE4dWNo78DGPsKBfJkDTaUwIJ3zZTZW8pA/eIQSMJSfn9D9Kvj2rJ3SA8DYJPLubETU0iL4YUgeM2ltfAVlCgAfrmotfNcS7LIl2aEENrfUtpbSAMbTvB49AV5B89iai2prx4+q2rS844z44joKycKBUACePrS+ysaXt7KJD9vZZjvIC1FbxU+sEpxjjv8AvEnHn60YxhELLbtOMwlIt1VynmxXy4pUt+zvlSmQHHvDX8SVZwkFI+LBGfL0qQ6tvUq4QRGYjurU5+8XgH4Gx647VRy9RN2/Wif2MtxbS1AJH4VONLQDtOPPBAPzFWFF17dG7WuFIiIcfnpS0VFRPw4AGPNSvyqw/CMbW7cqs+cSPLrQbjMbTbLesrQfBuCmwPFCMb0pzzk8/AeKp/U2ornddfWq4w5gcmxEtMofScq+BailS1fxEJIyfQY7CrDu79pkWuFAubC3Aq4qWUhahylKcbSk/Cr4z349RUS01a7ZpvVsm1SiZkB1aUsSgNjgScLbVny52haeQefli/ihkVyH9VbLLyi54De1qZXeS+7Liu+IVORY6Ev7ht+MH4857cjFRLreyiXpC1vNpQDDmOIWlJzsJA4qyU2pyHDUrwHJb85X98EbmwlRyDg987s+dD6idGp900spzS1onlua+uQ8h9XiKCkpSkkYSDgnsKTg5UWNMx73VRSc1rpIi0DkKhenkOGhMlMe4CSuTbyt9AbKfBXuWnZk/i42qyP5seVRtLCFgIQklQPJq4dNdF9WaLtT2pr9DEOM/wD6s2h5aUOLVlOdrZO4gBQ5xjmqlZbiq3tuuKCs4+Vdc2VmQ4uZuFz2h0Q0u2SaRECY7joWcoVjHlimwnJPqKdHw2HFsKlkI+Q701u7UKICsj1qXgE2BSKxQpDZS5s8XarYSBuxxmkjnKiPQ06RrkVts2+ZKLcMOJUra2CoAZ5+eAT503SVMe8uiOVLb3nYpQwSnPBx5UTaXjzskzgKsgDPNctp1gJU60ceYI7Z7UNagNuM5z5UQpRcWRvVz5nzqSN1HdSV+c9dFMN3B0uMphstKXn8II2pP2wKjEsLakONufiQSkj6U5yHoQhOJaIDvhMbeP4kk7qTvbJKnpGApbhTgfM96GG3Ah33wtHqAYwNDSDYvY+pFfIA/FbJ6dIK4Xs9suAhCozxKvIAyFjJ/OtgTvZ70fDmRrpGcv4DEkSS2bip1h8jnapBdwpBOOCPlWXOnFvkwbn7O0R9otuotzylJz5F5RHb5Vrf2m7b1guWmbdF6J3ZmDdS8FSslvcpnaeB4gKRzyfWquRvvfH9rFhZqcR5+fxXzw9sv2Z3eleopOttGWiUnR91e37C2f8A7PeV3bJ7bCc7T9vTOXVA8fnX0c1XpL2vL/bE6Vv0ZD9rdiuRrqqcmLNZuGVKwtLTeC18JTwCcEZFYm6wdGdZdJ7k0nUNjmwoM4qVEdfbKQrHdOf6c9sVZgk1NAJ3TtVnflVyqgKoakkHBFAV3qwFKAs8YosnjFCWeaArvTAoXld9a6u+tGNkKAogqIz8yflSRfNK0hHihS/wpGcUmdzkk+ZzT+QEI5RSj5UA9qEe9BVXgESCe1AV5UJR5xQFHNGF5BVXcivD3r0528+dMaLQONLygUNQIGDQDwDRUVA80E968rq7IqVK2foVQctzjX8jp/Igf45qlNQQnW9QXCKlsnbIcAGPLccVcPT50Yls57BCx+oNVx1AnS4GrZ7EchsKUFApHPIHnXO4xLZ3geiYAHRNLkn03oe8XmY00hhtltwgFyQsNpTnjOTX0M6YdFNA9K+kkDUd61pGAu0ZxmauI0X0EOFTi0BQONxbCByCPgzXzbYmXKbLaaU+4VqcSkZUTyTxW0NN3m6u6IY0q87tiOhTASHVfulKlssJcKSMctvPIG35elUevTFkQYRd/wAfutvo7InElgII77b+inUafoJhwuxLfKlFQBUuY9tCAeADjyAwBz2AqMXT2hp1sS/pmxWqIw3hCm1obG6MvzUCc8kcYp6tNstCnkC7MOOxEMuB1DZwV7lK+LPqN2B9KRWDQuhrG/crdJcZUmTHdWzKfTlQGeHMqPBHGR581xLI7BJF+i6d0zbF8BFaVudy1bAcvc67SrhIQ9sfiFSitaycpJUeyCkHn1GKeb5bV3m1266qcRFkNNS4m1tzC9zSWShQHcFQS4Pngms9XTXOt+l+rZbUScG320LYxjLbiFD4VAdj5KB+VWd0xhXC76C1OxLkLuF1VCjapSVPf/eGh4qHEJwc4CHFlWOxaINMPTQ0tlPBSpcgOLm+VKSW+JBukeRBYcUkOPvMpdQcfiPib93mSVnn1BqE6psWrLFcHbpcobkiOtKm1PoG8nA4zj6elO3SGQ654dnuEwB1AYbbOwow6oBbRIPY4UtBPbhPyzcOp4iZNnktJRsfLbjakDgtuFsj8s1YkY2J4aeEpr9QpYl6mSvD1FDmxXkuFTDa1bTnaQo4B+YAFOd81FaV7WLWfeEN7CjKBuU5xz6gZ7D0xS6R0ncbhXKXcm5TcphCVN+KoYUTuUe3oEK4p7s+jGY8jTsqHb07GHGFyHin4QHYzC8rPoFeKfzrQfNC6NoHZKjik1k+arnT1mkKvSrpOSQ+lRUEeaSfM+nyFWhpjR8+73ZMlhZXsjHahKclBKgM/M9jSGJ+zWnCu4XBtAUSrw46ATzknn71efSrqno/pdCn3qRpRL6UsKxLlOBWXAnO0J7en51XMrsiQajQ4VjwhCwlU3qXR9+vuqG4FmtjzzMNnkpQSjcs8HPb8KUnyp4j9KLbBuDT+pr5Bt3h4UUlfiODjP4E/P8ApTDeetuttXTpFzm3Lwo0layiKwA0hCcj4dqcZGAKbFt3GXIcIbc+BZSouLwkkEjkn/rilyseDpBqtkrXHXsi1bznUDRFmYNntcWRdy2tJU9IX4aVkK4+EZJHyyKbOq3tVX+JKl6G0s1GtrMO3JQ8qIkIIdUAVAKHP61XaX9P6Rtbl71HP3hIJQ20MlXwnkE+p4/OqYga1YuFzk4ZjQlXV3w3psnLhaSpQBUfkB6elP6f0duRb3N1AfvazM/JEdN1Uf4TrpLUt6vWp1LuUp11LqVqO9ROVZBzz51CLgNkx5GcYdUP1p86epkP6hXPVOYWiM6GSkrwtzelwhSE+aR4ZyfLKfWmS+DZdZqSMYkOD/zGuw8MRPoCtlzwdqbaQloqOc/einGHO5SrA88VxfcbBSlWM0Bc6SW1NeIdqiCa8eVIRZSTztopSST3Ne+8uAbTg4obctSmPdwhH4t+8jnt2qWtLjQ5Uk1uUUpkqO1Oc+goJiO7tikqQfRQwaerDeYNuZdfnWwSXA62ttecYAPI+9Kpdys9/uD0mSVMlaiU57geQoQXE8bIqFXaizrez/aDg4qWae6daivlq/bCURoEAnHvc55LLav+HPKvtTa9Z7NNjPOWq6uKkR0qcdjuN/iSnJJSoeg55pHIvd3uq2Y0iW8uPFAQ03klKUjsAKTI6WcFuO4NINEkH6Cxz2N/AogwA24X7ls1hZtty9n6KiWzLDcJYLjCyUODx1dj5itkXa6RLfFk3+9TChllYWgMpW2Wm8gbfhVlXfvWGLXNQzO6DOJQWxFtS1bCO379da+171Js2jdL3GNabRd5epJECI6LizGDrLSVu42tJJwpSfi3cdqRMw2A43Q5891R4dsn28ymkqJj3Kajccja8rG3Awec1BeomgbN1c0xK0lrGW87FX8UYlaVKaWBw4DtyCP1qCq6hX5m+yUy9QXJbbupExUtOwSUpbWznwkqA/Bu5C/LtS1vXU+WxGfj6ji4cbl48WMUlXhHg8jgJ8/WlG8dhkHFX3UsgkmkawUCSsC9aOjGqejmpF2W9NF6K6SqFNQn93Ib8sHyUPMVXJSoHBSc98Yr6OdQ3HNcabegaras90szcVmU5KYG2RCWrguN8YI+Xc1lHq10I1f0wnxriq3v3OxuApauTbJHC8bQ4n+A4I78VZj6jrcGEb0e/PP9BbeN01kjQXv0mwNx5lov/wDX09VRm1Sj2J9OO9A2ryQUnPpipGz4bU1EUDKIDLiVube+flSBEoSpsRMbduThClHAK+fOrbclzjs3ar/f/j5p0vSY42tJk3Jqq7+zdb9iSPL2T5hNZQoHBScn5V4UqB27Tu9Mc0+pWHLjcHe6G21hHHIJ7YFHLQhtx5xQHitQAlXHPint98V45mnYt7I4+hiRpeJNgSOOwv152JHuUYWg7gSD8PJGKLeacTnck71c4x2FSy1xZEqVLakstIcTGCDn+bvk/PFGSG2FSZslK1BDMdporwM+J9PKnjL0jj6+7+1EfQvEol9DfkUdtW3PPslQYoXk/CcjvxQNqyThKjj0FSpaEh+4FR8LJaaCwM5XnvRboS1+1nSktDxGm0lCckqHcgfMVAzbNafL66f7+ic78PhjbdJ/7dv/AFD/AF76a323UWIVySkjHfig7VE8JPr2p8heD+z5q5wUpDriEJJGFZ55/pS6YypDZRCQFvlTTaMDlWBz9qY7N0u0af67Whg6B4sPj69quq35cBt3vTt7/dcUbbWs8IJ+flQ8BKsAZI4qSWtoSRJbfbCC06JKigZHwn8P3pK9E95lOSi3tDiypKfTJzWhjvc9xaW1Sxs3EZjQtmD71E7VR2sH5ED5+iafdXHUlwpwAOK8caQ3gr2kKAp8fSGEAFBUtWQlAGSaQS7HcmISrg+wfDSRuP8ALn5VdLaWUHXymV5IQohJyM8GisihOZPI7UXVYq02lrnp/I2XV1on+8ZP6EGof1fYLOqQ+kcPMJUfnjIp+0c8Wb/F+Lhe5B+4IoPWOzPrjw7+CjwUrMVQ3gL3Y3D4e+MZ5rmYTWUL7hGW/wCzt5qurG7m8wPjKU+9NbiBnA3itkabuMc21MZ5aG24jVunqbLYUrwW7jGS8oOAZRh1C1FCv4VqweDjF8NmU4+2iE046+VZQlCSokjnsPpWnf7a6Otq7SL7DmSZd4iuw4byAQ3AhSm1ErUBkunfIcyj0z/u4r9ahMuih5rR6TJpa+/RaUgWttMh6MW8hCloPBOVJI4B+pIqp+sk+2L1BbrcsNpQyjCzvSNqlclJKUlQ5GOMd6s603mVNt8O4zEhEwjwJSNwUluU0djoGOMFQ3AnuFDANZt6qTbndta3GGi2zQ+w6XdqmgApOBjZtSMjHPn9q59mPvQWwJtyjuotgXq/TCZMKOU3K0tKWy2MqU5GSMuM5JJK2/xDkkpz/LRXs29Vf7DXeIq9w3ZjFtdW9BwCRh1JQ/HXyMtrSoqx2Ckjj4jTpbHdaWRlN+lafLr1qZdlS0vuBK3AhJShQB+LOFJKhgghJ4pn6b2eTrmdOIXEswcZdlMoQgAbifhJH8Le4gE+QyfLknuMcBj5Hb0K8TreHFaLvPTOyaT1xE1bAnhdlltqlW5xJJ95jOJGGt2fhWjKfIHB3dyAJRq672ZMZsTJhW42wl5cllaSlBIwA8E8oPBGduDim7ozr+DqfRreg+ptrdh/s11UJMtSQ0GXGknasL/hIwUny4ycgmmjrRpSVpx5ep7en9oxhFXG97aBCipaeC6gE7iB5p48657IkLpQHursrcO2xG6q/VWpHI0tyVbnYUlpSFpBO1aVJUkpJOCU9lHyHeohqXXTlzEmPYbcYzcmOlEgpV8I8MYJ4O1IwPsDik1zuKLpeHXrhfoqIslg+K82w2HG1JSVBKAeQSoBO7POee1JZnUHp/pKYu4RFJlyUMoYaDxC0thCWwCG0/i5ayScFQcUDzzWri4h2aAXfBTNlAC7pOOlNGqmW6TqS53GIzAZRgLU9ha3iFFLSB33bUk7j8OPzqMaq1OrWMyPYbOtSLRB2tuONpUpKtvASFAEkD4uT86rXWvVO6aj8SHb1uxoizhWVZWtIASE58gEpSMeg5zSbSvUO6aYb8KJGYUgkbkkEbvr5V0MXSJ9Bkd+rsPJYknVYi/wwdu5V0xbU89JVCs8Nx8sqSklhkvKSgnleOPhGDznnHl3rpshpuLKvd0ujcU73nPDU6FH8aUEOHACRkPHaMqOAPnVYL603SOpb1stDER9xISpxtxQyB24qD3vUt81EtP7SmLU0j8LKeG0/RI4qYejSF3+5sPqlzdUjaP9vdO/UHXL+rbgEMuL9zYwlvdwV4GNxHYfT/GmzTFptt3uqbfd9RRrHGKSpUqSy44kcjjagFRJz6eVILdNetU+PcYyGVuRnEuoS82HEEg/xJPBHyNBlvvTpT8xwJ3vLU4sISEpBUcnAHAHyroo42xNDGjYLCfI6V5e7lSTQ9xVGvsa1NtsLZVLU6H/AAx4hIbUkAK7hJznbR2oYZ/bc3apPL6zyO3JpN04vzti1ApDUZlw3NoQC6sZLKVOIUpSfLJSgo+iz54p8u5Sxf5bgQFKLpO3GfKlSX4t+n8psX6Pio21ZHZLoQSApXYqGM0hFsdecWlkJOwlKsnAqSvSSHNzyjuUMAJ4AplQlRZWrxdikrOznuM9qAt33TC4cJA/ZpDYJPhnHfCqRmK633Rz9ae1vEI2qByBgikLrmUqSlJJ9a9otQXWmpZcCfDG4DOceVeOLeSk8cEY7Ubvwc4+tGIVuOPIVNKLSvSDQN8i5UQHN7ZHqFIII/KiZSkWduI1bpKHHFoDjjqP4Vn+EfMD+tOulChi+NSD4ATGJkYdVtCtoyUZ9VDgfM1LG+m+iX2l3ROtXYsRX7xuIuF4khI/lyFbTj1zWfPkNx5/91pogcNLrIJ5q+xH1VyLUYiI6v6/UhWfY5hen9IW/EKvBtKgST5+Ko96vjW7L02VcJP7CubpXEgttqbu4b8VIfPLaCf3aR5/zc1m6EzDk3/p3ao78hMX3FaEuBXhubfEUQcjsfpVwXadGZnXW03u3WQqkvwjFdlOLQH2w7n41g/iTngcZPrUTvb4lA1t/PvCQ2EuZqAtSUsXEXklMfVbKHNTIcC2nUONKQGe+O6WPLHfIry23aZEbgtyb5qBJMa5LV77Z0rPCjgqIHGP4R/EKKas6F3FuULSyfE1O++hcW8kZKWiCtSSeT5Fsdu9TPpbZWxYGJNwvD8BLLb6xBmO+9PuKKzj96Djb9ew4pDn6WDSBY543587QgNuyaTHI1cDYZ9qGrLItoWyG8tm4W5TLe9agAt0eQV2CfKrNnSmpmj1uXlMaQlcTDqVAFtQSyn1/hwPOoH1GVK0506ud8umqLfGfkSkNR0sQBKcba3DG9Chggnj5d6r72jbvqCR0UTcrBeH4sFLBTJbbR4angtIA3eicBXw/wC98qZBD+Y00AN/TyHcAJcoOoEE18fT+lmnSvQy+dUbBcdSaYnx2n4jryA2slKZCWkpK1BXlkkgeoTUBjaWDcR1u4tGFJUwt2G8vIRIUk4ISrt5H71qX2a7lCs3R6K046lt652u6upJ/mS64P6AULQ1htmq9M9M7PdYLMyAtK1vMuIyHCuQsEE9wME9q6IU07hKMryNzwSVjJ2PPiKEl0OI3Y+M5Gc0Qt6Ql4uF1e/+bPNaR639G9Nab0vM1Fa5siGmLKeaVEVlxrh5SEBOfiTxn17VnWbbpzDDU9yI4mM6kBp4JPhrA4yD9jQhrXtDmhOE0g21Hm+T8/ejrAxPu1+jQIbilSZbgaSVObck8DKvKn7VVtctEH9kxGnHmGXlNzbghJ8ORJHdpCv5Unj5mozYX3o96hvMOqbcS8kpUk4IOa0bDs1lt/suXa9zIqfEv+pXGmX1tIU4wy2MkIVjIznnH5UxpEbQQO9JU00gcPaPzPxWYJTz4WtCnlHOAoZ74olUyUkkpkOZVyo7u/pQ5BQ5JWW0nYCQM+nzpMo7lE4x9KPQ3sPvb+k9s0o31H5n77n5oaXH31+GXlkLOVc98U6w4s7f4yHXU5GASTnHlSvTGmnZrK7rLTsjIOEE/wAZ+VSmNC96kJZZa/dp5Ur0HnVqOFtWQq0mVI13suPzP35pgtUBxtn3jKgVEoUfXNKfcHEupSlordd4bb+ncn5DzNTCFYEe6JaSkrUt/hKeSo8YApr1r4elobkLeDdJiQHinsy33Daf8T5mrQAHCqhzn/qKa7fBZU+ox8SJHYuAcZ9E/KmzW0z3IItCHSR3kYPBV/6VKtINJtWmHr5IQCtQIZB7k+eKrW+SXZMx1x4netRP0qHHbZSxlutNTrZbVg8jyPrQMD0FLYqUy4rsZX940N7fz9RSLn0NVy3urIcBsVpKyPhm4w384AcQc079YY5XaYjwBOx4p/MVGoaz4TLgP4SKmXUwe96OU8nkgocH3rkz7E8blaYNUb2+SqzTeqLxo67sX/T0sxZ8cLS06EhW3ckpVweOyjV0dItQT7/pR9NsjxHtQaYZd93cko3FuM8sDxkD+ZC1Y+hR25IoyfarnanG491gPxHXG0PIQ82UKUhQylQB8iOQactH6muekb9HvdqeKX2TgoIylxB/EhQ8wRkEVoZmP48Wkc8hLxpjjyAnjutfaX1xc2Lxdm9QwXEzvektTYjOSVICcNS2weCo7V7sH4gUnk1NJl3YbjJmqablR1J/dTGMKwPQnyqqrzqp3rFp5OptNy1/tqKhlSIrTiUPR1MpSlORjLjaU52nyzzjkny4X9dgstqRZWrtNnupD13mNbEOrKlH4fAG5OUgHkjn6Vy0jRu3g+S6KMWA4ceamF2vVjls3S5Srk63Jjw1NxUtMA+KpfwneVeRQVCqPcmSbetZhLW0VIWgqB5KF8KGfQgkYqwL/bLzPfU4ltbiH2WvdVmOgB5wtFzYpWcpXx2x5imjT+i13S7xoS2S7LdebgtQELS5IlSVpaDnhpGEgt+PvAIP4OfOqLASaVs7hJLPqnV08twHrrLeiyXwopPxeIpOM49cDBP2zVmXnqTLtGkTb5zblyvJS4qNAZUpfhkJwR55SMbioceVLrp7OOpNM33Vdm0XrCy32/We3GUvTrMha5+0BCyQCkBJOUcA+eKq/oP0Y6tdTJGpupMfVdu08xpda4VycuDym/AQpJC0gBJAAGQatjooyHh0ooDf1PoFVlzTEwiMEn9r4+fbzWa50m6y50h511aFOOKUpIJABJyeKIbguOqIUSa0n1a9ljUugLVA1xIu1ruOnLorYi5QXCplLhzhKioDBOFY+lWlpb2LdF6VmacV1g6hwLcdXttmxRYgLjstxZbG3kYAHio/8VdQ/Khx49XkBsPoucOLkTO4J3Pn25+XfyWG3bcts8o49aE1bn1gLCCEnzPArWGqPZcvyuvy+gmkY9qRdXIhnNzJzylp8IJKucJwDhJ7J+9RTU3sf9Q49q1DdLHq3TuqpOmCTdLfaJDjkiKkZ3KUlSUgBO0558quxyMeLtIkx3x/4k/BZ6djMNfCXPEVjsntSctlZKW2ycDJwPL51d3Rn2Zrz1tVGhad11piFeZbjrTNpmyHEylhsFSlBIQRjaCe/YU5at9nfVHSGbMs7mutMTpU5TtmuEaAtTz0fChuSoLSNp3JCcg58qF00QBOoUiGNkBwYWEE9iCs+lskYSjsOaeLJZLlcIMqFHsiXVSS3slOZBZCSchPkd2Rn6VrOw+w5dLfOt1muuotPxtSXGL72xZpr6xMKecDYE4ydvrSXSHRLV+qNdP9OYNuTGucDd78l74Uw0gH4nMZIHGPvVOTLqgwXauQ4ZO7/f8AD+vVUzo7p7Ih26QiQ2JAbeYmvOIayWfDJSn4vJJLgB9TikWoUxW7xI+EJc3Akk98pHlVza/6Wa80708u+ven+obFqeyW6R7jdX7M+t1UYhIcPipUlICR8HrypNQu6dBNY2/o5pzrnf7nBdtmqJfusZoOKDyXN7ifj4wBlpXY+lMjLHFr3HejdkVztXp70uWKXdjG7WAKBvjg+vu7Kq3CsrUmIz4rij+LGSB/hTMx4CHnlPqJO8/CPI1f2tfZj6l6H1ZozQ79ytAla8aS7AUw4otpSrGPEJTkfiHbNLp3sMdR7Ze7xpCLrPSN11PboTlwcsUOS6uatCQD8CSgDJ3Jxz5imuc3VsUhscobbmmuVQRXZpkVSnn1RpCTjATlKhTC4gBai06CBV19HvZW191mgasuVtuNqsjGi9puyrq4tsNAhxSj8KTwkMrzTZ1J9mfWugNFQ+otvu1p1VpqW+5HXc7K4t1iO6lSU7HCpKcEqVgfQ0BkYd7CcIZQdBab8qN77j5qnC2FrJChnHb1obGFZQRz51oi4exNq6y6UsGstVdStF6diajiolwk3CU6hS0qSFY4QeQDzUR057N9+1v1bt/SbRWstOXmdPZU6i4w33FQ8pbK1JKikHcAkjt3rwezsQiMEtfpPy8ufl3VVMtFb4AyOccVK7RZo7WnbtqRC1Pe67Y7SE/FucV3x9OB96kWm/Z811qHrs90Dt8qEi/x7lMti5Di1CN4sZLilkKxnBDRxx5ip5of2Xur0C/aygzLrabNY9Fyls3G8z3VpgKkJKQUpUEklWFg8jtQPIcNncLwjkBB0nfjb4fWtkxaHjTbjqPp8y1HddkIgryhKDu/GfL71pl2xuz7YhFy0pJQXlLStuTDUF/uzgKJI7c8VWN86Y6v6bao0JrGdfrbIs15jKbi3+3qUuIVLcx8JIByMZxitTXLTnUvTF+sXT2R1RsH7VvafeLe086tD0hCgQMAg5HwHiuf6g1z5PZHH8nb5rXxI3Njb5H39hv8u6pL+xGntza12lbKmXFPIwtaShxQwpQ54JHnRVm0JpG7M7LDc5yW20OQR7vMV8AKsqQPnmra1td9f9NZM9nWUyxS27eAHj4raiMpCvwkbux9Krzp5160tryXdIth05GLdvBcfkNww21vJ4AUMZUTVGOHLc6mavrSsvyIWi3aT8QgXLQ8GFdo0CRMuM2X+7SW5D5W2ylA7lPbNIusvus3pDdLOtQL0uQUNp+WP6VMLK2hK3LlOAS4oF5WfJGeBWfNXdXIer9TytNsNBiPHkrjoUfPB/EfvXYYeJ4LAzk9yubnyHTO1cDsFnzSeqL5abC9BYmu+Bbi7Ckx88ssuqV+9R6fEpYP1Fa26J2wtaO6dufCvw3wnI7FPvCiD9OayJrWLI0Nrp24e77oU7KXm/4XEq4Wn/EVrP2apTEvR+n7X7wpTEK67Iz3n4SnEKSPtkir7t2Uq7+bUd68Wa4aukxtAWwLP7Rvkhp5aRnwmWXFKWvH0V/Sn2Lp3RFqRb+nN6iRlWe4MyLG887gpgS32cR3M9soOAT5eIT5VYIVBj6g1JI8JAdbu0spdOCUIKlFWD5D4KoTXLVwuvTrU8aGhbs2Rckym8HKkpK9pP8A4Ug/aq8TPHxxGTVt/cIydLrHms6X3pvqTSOqLpYp7aUTLHISlxBVhSx4m0FI+ff6Vofr1Hi2z2dOnunrbMS43dVuXFSgANqnOSPtjFUp1VhagnIh9U/fH31XNKId0cUTuRLbQlJUf91YAIP8wV2yKsX2h5P7O6X9K7LMWvfHsSHDwSQpZKh+ihRtv/bY473v7wClzOLnhw9VmiXtCloZBShB2/X5056S0vI1HckMnLMRseJJkKHwobHc59fIfM1JtG9NrhrS6RQGnWoMl9LSHFJ2l0k4+Eeg7k/KrV60QLVZb3bun2kobbPgNNMOoZHK3CM/FjuRk/nWgGDXuvGT2aChjjLd2KI9vZ8C2RMIaQB+IAdz86nNt0kiFpuRMUxh2SUstDHJJ5P5U76O0G0lEaG8BgJLjp9CMD+oqealTYLNb45uDyWo8NCln/eVijdJRACQ1tlV5qNFr6a6Tts2Q0ld0mJdVHQRzuwOT9Aaz80zc9e6sajpUpa5C8rUeyUjkk/IDNPvVjX83W10XJQtSWYagYzYP4UAYP8AhR+n40vRtih3d+OhCtQtLWFr4UmOCMY9NxCvsB60bbrflEduEuv0mJKmRbHaxi3QB4QV/OR3P3NVprGMIF6kAp+FYBQM+tPV+1aw0hTMBAC1E5NQqbKfnPF59xS1cDJ9Kl5AFBFEw3aBEecYe8VJ5wf1rzwx/MKAMghI7k0s9wH/AHhoGXWyc6rWg7vZJOnLjJtEhQV4DmW1jkONKAKFg+YIIqV3jFw0K6Fc/wCrA/8Ah/8ApVp+090Ze0RdbpbIjCv/AGaeHgHuXbU8olk/PwlbmvoEk96qyyj33Si2cZw04g1yEwLQ0u5afv58q3jkOLgO4VdWzX9+gX9vVE4sXmY1FVDR+1G/eEJbLZbHwqP8IPw+mBUeS4CvxcYKjkkcfpTxqTTK9OqgB6fDlG4RUywmM6FlkKJ+Bf8AKrjtXsrTLkTTds1GJ0NxFydfZbjIeBfb8IpBUtP8IO7g+eDW0qW5NIi13q42WQ3Lt8t+M8hYUhbaikpPyI7dqlsvrJq+W4lcySxJeTj964yA4ceZKcbj8zk03v8AT7UiPHZmWmQw40w3JCFNEKLaykoVj0IcSR8iKk7fSW+asZtf9m9Fy4CI0VKJ86U8UtSXSc78qwEjGBgelVZoIZd5ACr0AyhtDfwSH/tg1C4ylSbcy8/kKUsqX8akn4SQFDkeX0qy/Zn1HqzXXX/pnbboyluJaby24y3Gj7QhtTpccKyOVZJxuUTgEDOKZ9UdJdOdIfdYmvtQtz7k80mSmDaHEubEnOAt3sk9u2aTdMev0npJ1Dma40TAMMyLe9bW4wUlRQlYQQSpSTk720qPA9OBVKfAjawGFh5FnyAN/dLY6flvglJyZQDpcACeSQQLPA+NLT/U7SHWG3+1drjXfSlItTbTTLb0ox0vJWx7u0FKCNqlKGU84T3FG+yimzNdG+uV419NfbtsyU6iTJbj4U4pSV71toUUgq3H8PHpxVUwfbMgRtM6q0bpfpG3Fka5aLVymuXh6QtThSobwlaTj8avhBApl071bvjPQ25dD9X2GFNta3/eLW67KLDsV4ZIISlOXOTnk4oJMV7i2RjDVPNV3P7WrWPnR6JIZJASDE27FhrTditjXHcq3/aXbZ6b+ytpHpZpVcjVWnLpJVc0agdBR4C/EWsM7QVDOFKH4vKn7Rk7Q/tM9LdJa91HPumlZ3Q1hL07wYqXkXEJCSgNOrWnKymFkp8lOY571SPUXq5e+r3TfTGidR6UZF100ktMXn3kj9yeCjwgAk5ARz/u/OlvTPX13sXSS+dGNXaaj3iyTXhIgK948Ixnd6llfwjK/j2KwTj4ceZqHHCiczXwW0QO1bj1B37+ST+Yz3xSmJwLmvJabq9ezzxR2HA81ZfRjqTG66e3NE17DsRtVsZtkqMlIJUHGm0OeGtw9kqUlQyOQMYBNKWdcdKeleqOqs3Syr5fLlq9x6A5BnQURojAJWFrQ4lalLHxHGUjNVd0T6g6h6FasvFydiw5+n73DVGmMPOhn4cHaArBIxnyqtdY9XdIwJ0lVghKe8RxRaZQvchsZ4TvPJx60lk8cri6EG9RPusV7kWW+WBjYZHAt8NrTXejZ255VleyVp2NB9rHSCIcZbMZhmY/IKQSEgxX/wAR8geBTR7Rs213vr7e7fYZCHZDuqXf3URRXhIdIKvh9Tg/eoF0d9qDVHSbWczVrNuZuEa6R1RJ9uWrYl9jasJQHMEowpeeO+MVBbF1OmaL6hOa70DERY3WJjsi2tFXvQhoVkJbysfHhJxkjmobjRvx3Nfdl1/fw32TG9SdDnQvaWlrYwASTuaJo+W5r3b7L6I9WBGm+3h00hwFZRbYLRmOtHORlRw5j8I7d/Wk3RhVtd9sXrTqBYbFqhxnUBWcsOKBHdXbPH61mrSnty2/SFwuusEdLItw1lqCGYt2vK7k42JJIwFhnaUJxhPA9KrPp57S+otGQLrpWbGanaR1DKXIvVlI2e+7h28YDc3ghJ49KsaIQ7xaNatXHpXHP0SRlSmM4xLQ4Rhllw3JdqJButh6pVY9X9eLdoLVkPSNluLHT+8zHkXd8W5DsUqUAD++Uj4DsCfwkHgGtHdRLcIHsA9LbQ6ytd0n31RQ2sYfQkyZR+FHcjGBwP4hVD9X/a0t/UHpJY+i+mumsbTlgsFxTcI4RcFyFKIQ6nB3JB7vKOc06WD20nZVxsmpOq+i4+tr5pVxK9PyjIVBEFI2nYUNp2uZUhJyr0+dImhaTojBALaGxPJs332V3D6iWgPmeHPbJrduBs1tCuxv0J49Vp3r1bWn+t3s62KEjfJjwY5lLb+J1OA3neBynse9TyZYdARPaP1/1a0ffX7nqzTNgWhemPAQlqZhhCgUOpUVKGUpB+HgmsLq9s3VSfaDke0DbrLHgTpAQ05b9/iIcjhASWt5TkZx+LGRRmkPbGRonVWsLnadBMf2b1vFeYumn1TlkKW4nCnBIKd44K+AB+L5U1jC2Uuc2xqH0bQPxVeXIa/EDGSAEREcj/J9uaQe4Hz5BWjPY+ett00d7ROsNaRF2e2XNkrfYQjeIyVImlxLYUUhahu2hPGSAOM1HOtTNs6XeyTp3QHTpt7WenNZTFXF2/uthpdtXlhaGFNo3J3k5BG7g571QVg9q/8AZXSLUXRG56OZummLw8ZNuZMpTK7U94i3AoLSnL2HFIVhRA+DHmaPv/tXTtYdNtKaEv2mY8q46LebXZr2l4oWw0jaEtlkJ2q+BATuJPfNV2xkQFunfS6tuCTuP6V5+Wx2YJBIABJHYsVTWgB3mPXyuja0b7V1m6N/9g/R+09U9XagscuPbkOo/ZVsalvryynKXEuOoKQPLvVKewXaLXJ9qKyiwSp0qxwpE5bUiSwG1rY93cCS6lJIQT3xkjIpfrX2lek/We9xNS9VehDV8vLURmG9NRfnmC4lA77EJCQeSaF0n9oHp/0s6yPTumumH9O6NvEAwrvbJClyFOYbWAQ5yofEoHirMj2Paxu9NLSfZPZZ0BdjyzSPItzH0NQIJceNuNu3elrHRl06MdavadlTEwmtN636eXyZDZcirDjF+tyEvNpOdwAcJccWrCSdqUjcQeGTqW3ET0K9oW5x4Lbv7Q1M8zb2sjashhhO9o9lZIJ48xVD9Ibjc+i3V6bqrpTPs7unLy28iTb5rrjQEdZWURy4tJX8B8M7gOcY9alsOd1CuENnSl80Zp3UujLTI95sNmY1CGFW9e4nd4yQHHfxLGFfzfKq7MuE2Ze5N7He9h9E+VpZpbjv4ayrI9mjqPNcOGwPmqT1fceuLvTDQej9Q2O4tWCMlTtrYegBsqcCjgNrCQtXfyNbJ061oD2gFaQ9pZy6Xaxu9NAzAl24wQRLdQd6ghalpKgfEIzjyNUv7SWs5OsbLP6gap03Htt103ak2232+HP8ZbG5QPikjBBA9aprT/teXaN0KX0vkWNN0bs0lE6DM96LLkNJygnYlP73G9Wdx/jHpT4sPVPYsxkd/MHbfkcpTuqOOCacBK1xqtrDx7W1UQa7cXa0315tzvVW06uv1tiMQZt0ipS02F5SlQaCR8WPPbk/WswezhrSDpq3zel+oIrdtuLE5Tji1YHi5IGSfPAHFWHrfq1Od9mA6vsszwJ01ttsOpAyFB8oV98IP51llm9xNeJTIuDhZuzY+F9s7Vqx8/P6VuRsLrauT7brXGu+pEG1aYudwYfQQt0NthKv9mg8fniscX2dIh3lV+YWQ1NUXwR5qUeRRuoL9qeDZl2W4uKlRt25LwPP3qPy7+zO08m2YAejO+K3nuR6VZjaI/ehonZSTVmpI97ssZudHDzDiS2tzPxtOJ/CQfpn9K0f7F62pUWx2p11bgZvKwCRjICQoD9P0rJMO42t6HKiyHglp5lSwD3S4BkY+/FaX9hq9RRd4EB1a/GavCV/IgoIqZt2GvJQ4bKytR36GxadWuuSm25ZemrSO6lfvDk/QBY+9R7pVHh3fSfjy0gruq3WQSOcNR3HP6qprvrbczV2tYUl51YiLdZYbSPhClKUpX14G4k+goPTW5jTeitIXmehxceFOlOzENj4jHUlSOB/MU4AHmSBSoG1APcP2USEhyqDrzDukG9TLa5CUhNwjQ4jDYQAktI8MtKAHmvas57nCs1YHtGaViy29IPXJ1tmFZtMwXXmxnc6rw0gNgeWT357U39Vtb2zX/U7SuqC8iIHJLUp+Gzz7lEhR2kIaTnnPiCVgepqW+2BORLegyPAKRdbZbW4yFHlG5QJA9OKW23PjJ7k/sof+rbyUlt+kIVmvOn7kzEbZhRofjNoQMJSSn4QPkElf5iqm0Fb1a36kXvW9waDjbLzrrORxuKilH5DFWjrvVzEGxOW2E6VyrRZ0ocA/gW40MfpioNpB1jQegG5MtaUSZxSvB74wVE/rV1lkFyE7gBPtwvdr0pbg3tQuW8n8I7jz59Kzt1X6i3C+yTES8oMj4gAeDmvda9QXps2T4LpKlOEEg9gDwPyqGWKx3DVV3ajNIUsrVgn71Yjj0i1ANcpy0lYmXo0rUl5BFrtbRdfyceMTwlofNR4+QyfKozqTWF51O6JdwkYCMNMsIGG2WwMJQkeQAwKmXV26xrNHidO7O6CxAw7MWn/AGsgjkH1Ce1VduI4HkaEvspzGmrPKEkE/Grz4rx1taU+JjgnANGNoyMnzNGT5DQLbbYGGk9vLNEAKteBN0EnShLbzZc4SPiNGftRH8p/Kka3FOq3KNebDUB1cItN8r7u+1/oFU2wx9axYodciR3Yc4bN3iRHBtcBHnt+FY+aBXzu0pbZFuXPsswfGw8tleOQcjgj5HGR8iK+yeq7NCv+npdpkJStqS0UgHtnFfLzqPoWbovWtyhiG6phjha0oJCWxnw1q9BjKCf91PrXM9SjJi8Uel/x/SZhuDMjQ7vx9+/91k+ba5Sr3JjttLUUvKBSB5Zp6t2m7eytLl9urUJsHJQgeI6R6ADtRWt7lKiainxY6y0guFQ2jGQfnTHZb49Z71BviY0eU5AktyQzJRvadKFBW1afNJxgirbLewHiwjDoonbi/fx9/FbD6d+1J016daTutrteizeb1KjAIut2IecUUstpSnaeyB4fA+VZ26idZtc68uTy73fJC2kKKUR2jsaQATgJQnAH5VCn58i53R+4vBtpcx1x1SWk7UpKyokJSOw54HkKlM/RLLtyaTpqW9NiOMNOOSpTBZw6pIK0BBySEqOM+dEfDibbz806XLnyRoZsPIJK/Z5c7T9uv5viZsy4ynozkMblPMhG3apRPHxbuB8qdBp21xrczYnrJMTfo0t5ctYJA2ENhDZBHwlOF59d3yqR6c0WqAYzzslxxyM8JDR/ClDgxggf8oqYWmXo6V1MsUHqhcZcazXGYJF3uTa1BYRhfmkFWSoJ7Vnz9aii9mMWePRW8HoU2Y/SdtveaAvj4JBYehXU+G0i7nRt3hMIT4/iiCs/BjO4qI7YpysOh3bjcEs2+3vTp0pZKUoQXHFq78DvX0t62XPU1i6GuTOmMA3NDcBpOFBJUYPh/Ev4yOdnPrWJfYj1J0+1Z1ujSNTXCVb7pGCP7PRUOL2ynyFbwsJG38Oe5FVuoS5EkrIi+mu+A/5VnpuJC6OSUNssBPmaHp2+ChWpdJXrQlr/AG3qywz7TACw148mMtCSs5ISCR3ODx8qrC79YIkdCkWGKCeR4r3+Ca2H/pT7h1STpqyWuDa2VaAW4w9LmEI8RNzBfCGxzux4eTwMZ86yv7F3s6Me0B1MNs1JClPaYtzDjl1djPhpbJU254BznPxOIxwD86X/AKfDC8B9uJ80o5mRktJj9kAWd9628/eq+ZsPVTqkh252fT98vcVlfhqVEiuONtqxnb8IIBqJX7Td701c3LTqG3v22c1guR5Tam3Eg9spUMivsDpy4+zH7EMZzQMjVb9nVeV/tENS0PSFLx8G4FKCAOO1Zh9rj2e7v7S2qrX1p9m2yydVW++Rlt3GWmQhlAeaVtSlKHigj4flVxrBp0gjUOw7KrNE+OpHAlh4cQRawUW2hyuSFfJIzTxp/QOtdZsvP6N0heLw1FUEPOQoi3ghRGQFFIOCQDU16X9O9H23rNH0d1/lP2WyQJUqJevCUS4w420vaApvcf70IHGa+jmuOmd69jfoxdb97LljXOfkTWp96/aLqHg1CaYdKnBvI7HbwMnntQRnW41vp5HcfBNdhvja10vsh+7SeCO+4uqXzBV0M60K5PSzVAx/+lvf/LUOutpudinv2q9Qn4U2Krw3o77ZQ42r0Uk8g19W/Yx9s29daL9O0r1QultZu0kNmzxosNSC8MEuZKQRxgdyKzP/AKSD2f7jpDqs71Os9pkJsOp3EqlTnH0qT7+vOUJRncBtHpimRyxyReMw7b36UoysCfEyBjyD2jVeRvirpZO0zoTWetBIOkdLXW8iJt8cwYi3vC3Z27toOM7Tj6GkmpNL6k0dPTa9U6fn2iWtsPJYmsKZWUEkBQCgDjKSM/I19Vv9GjZumNu6Yz5Okp63tTyUxxqRk7trKkuPhjbkY5QVHgmso+1No7rX1Y9rpGl9badZTOffVDsMdktpMi0JmP8Au6yQrAUUFRO4g8cioErfAEw4KJ3TpW5hwu4O97drJ37ALN9m6S9UNSW5m8af6faguMGQCWpMa3uuNrwcHCgMHmotNhy4Et2DOjuMSGFlt1pxJSpCgeQQexr7e6yk6c9kv2bXYGkZQhC0RjHtHvaVPhUpxRUlKsDnJJ78V8gL7pu7asv9x1LdpCUy7nJXKfKEbU71kk4Hpk1E+VDjUJTR8lGN0+bKJMA1AHlQBhOVBI4zUitbKgR+5Cx805p9idNZBUFpnY+Zap9i6CuafgFzUlP+4ykGsnJ6xjDZrwt3E6Fk3b2H6LyxQrI5j9o25lQ+Qwae7TpayrnrWmUpplZO1KHCCkUr030e1DqK4MW+3PTJDz6ilAztRx3yrgcdzTZfrXpWw32zafb1Cp6TcVvIefQtSW46kKKQM5ycqT344qtCZ863Y5JHmBt9VayWYuDTcgC/Lk/QH6q49L9MIN7lNQ7DrO4MuFO9RcUlaUJA5Jz5VCeruprj0y1O1oo67yfDS+5KjMJ8ZvPZCgeB65qc6OvWmNCXiDE1DKcttobbKhJlu71XKTkYQVjgITkHHAqlfa7tSU64ja+hvtyYF/ZLKltkKSHEDGMj5f0re6dgHGGrIOpx+i5fPzWzvLYBpb9Sm1euY7N5cfuU5b4uY8NycvBS+CMYdSOD9e9V5fbe3pXU6nm0f6m8FB1kKylbKwQrafMYPHzxURdmvlgRluFSUK3JHzp3uOo5d+skS3SEtJVbArwilPxKSrGQT59q2QQeAsyqVu3a8MsezxA0pHmJdQmZJWjB7p8dRT+hJqjLZMMKSlwrUkJVn4Tg/anhvUpesUa0AlAjIXkE8KUVEg/kQPtUZeVgnB5or0kELzW9lY7V3t96tT78lxW6ONxbHkMdz61Bpsy3yniphjwwOOD3pLEmuR18HCVjaoeoNJ3mw2s7e2eKY55cNl4M0o1SOSULq8vZAusuF1StsZCiUmYy6UD+IcpV+hqhMfOrV9l65G3db9NkrIS++WT90nFLcaafcf2USD2Vpi/s+6661QqMwEuSn5ZcUfIFBAH61C9ZXe56P6QS59vZOYs+HIjuL527VoXg/LOPyNTPU7si464udrtA/fSbuuOsnuEYC1eQ8qb/AGireqz9H5FkZZU4C2hx9QxhASrgn6qUBXoDULPcP2SyA6TdZn6bXFatcW564lUlxDRcV4nxbllW45+5NaS9p63zb91e0TpZPxKVGhrWkD8ISnKj9sGs4dPYAldXItugguNrmJbayOVtlY28fMY/Ote9SZMUdcLrfXmA45a7GGWQe6VLTzj54qXkeLFXqUt4t5Cp623Zu8ah6gTZbn+pvuNJQT2DaE8fpiq111r+VqabIhxVbIkVohtIPACf+jTq44/C09eHUOFo3F+QwUk85S2lQz9fDUPvUElQmLI3bmAkuPXaEt1Z8xu24/IFVaUbQ0oSOUyQ4L1ylIKwcSFqCfmRV7afsMbpp0/ma7uDSUSvBxEQoYO8jg0g6O9Ll3V+LerwnZCt5KzxwpXp86H7U+pkqtVv09E2oaUreUjySO1DI+jpb8VLW6nX2Wb7hOfuM1+dJWVuvLK1Enkk80loSvSgk4FKtWuUY4/8AQjv616iOCnKjlXnmiGhuVmlX0PNOZ7W5S3CtghphJS14yU5A7/Ki8J9BToy2UQFbuS5wBSDYfQU0sQNN8r9E/UfqJYunmlLVe9RS/AYuM+La0O5ACHXlhKVH/dHc/LNUJ7Renk2+4K1WqKVxnWFs3BsDPiRXRhf12qwsfSoN/pKdVOM9K9DaRQ+pDk6+ql5ScHw2GlDP2U6mp17PmvY3tJdAoZnLRJvtgZVabolXKnNqcIWf+NHn6g1hahI92O/ghJyARG3Ij5buvmZ1S09MY11Lt0NpcogjYpobgtPkc/MYomz9M7nL2u3N9MRvOShPxLP+Aq4td6blaI6kXPSdzQoBJ8SG4ocrZ8hnzx2+1NkmREhIL0p9DSB3KjgVjZWZNjnwGiiO63cPEiyWCdxsFILHomx2sBbEQLcH+0c+JX5+X2qRtxGGE7iEoSkZJJqCXbqpbIILFoYMpzsFnhH+ZqFXjVd/vyiJs1YbP8AskfCkD6edUPBnyDqeVofmMfGFRi1aV56i6esgU228Zj47IZ5APzV2qC3LXl21PKbivNNMRErCg2kZJIPGT96iKWc80tgANSEqxnnj8xUz4cccDyBZpWOk58knUoNRpuoL7stWeVqDowxY4SmxIn6cajtFw4SFLjhIyfTmsY+zz7CnV7pb1h0tru/3PTjtvs8hTr6I0xa3SChSfhBQAeT61q3p1erz1D9ny0XFphFjcudg8FJeWpLkYpQWwskDj8O77ivmj0S6s9R9He0HYIU/Vl/1JHhXw29cY3F5xuSN6mt+0qIKed3bsK0ct7PDje9tj2fhwk9Nhk/MzRRvDZKeKIsHY2OefJbQ/0mjKpHs5xUoGf/AGjhn/4L9VD/AKKRsJv3UJPPwwbb/wDzfq+vb705N1L7ONzlPz4cNNmmx7ltUo7ntu5vw05Hc+Ln6JNZm/0YuqJlr6nan0xGtinhera06qSc7I/gKWQFYHdXiHH/AAmpyzpyoSeLP1BQ9LGrDy2A7lg+j239ET/pRo63OsOmVpQohNmPYf8A5prV/sApI9mewggj/WJXBH+/RHtXdXdM9IkWS56m6WWPV8q4rWwhLyG1OsoSCrPxpJ2k0/8Asq9aI/WfRE266d6fx9KwLdMMVuMnCW1kjJUgISB34NEPDGbd70RVfW0pgk/0p7Q0FuoG7G2xFVzuvlr7RLDiOvnUB4oISrUM0A/+9VX186ywvf8AofrCGBu8fTstvH1YUP8AGvnJ7ZPSObpzXGq79HdZlIcuguEh1s4S2l/4tpz5hSwmvo7p25TOp3R+HcpkBNrGo7E26qO6SVx/GZyUr47jNIxZQ7Jn080PpadlsvpOMewc8H46SPoF8dEW3qB0OlROoOiZ79ukMOFCJSAN7ClDHG4EYPbtSLX/AF2609YLYzZOomu7he7ew8JDUZ9LYShzGNwKUg9ifOtP9fLDabrMsvRKyOpXd77cmmnFtoK/d2wrG8gfnj0pP1Y9gCf0e0BcNbSdfQbgYPh7YqGFIU8VLCcAn65+1UYJHmJ0zG+d7prHOmbFDkHb/Hbcj0NXVqwf9FMjZD6iJ/lVbP6SKuzqP7PutNV+1nozrbbpVrTYrDCYjym3XlCQVIceUdqNpBGHB5+tZ+/0aN6uNk11rnQwtCiZsJi4KkqJ2NeCspDZwO6hIJH/AAGrA9rDVmpOlPtHdM+og1HIVaJiUwpFnZnLbaJbcP7xac7SCHsZI/gp2PLH+QY94sB38rUzYZ3dbkjhcA50e172PDFj40UH23+semNS2C49HYkK4pvFsuMd115xkBghICjtVnJ4UPKsaw7CpWD4O/H8ahx9hX0l9pDp/atddLrjfrTAtL0tlaJnvcNoOOyQk4KQtIyc/XyrEgs6GdzbyUx0tHC1OnYEeuc1yn4lflMzQytRcNqHZbH4adijBJHs6T7Vnv3KiMWxsMfvHPv6n6VMbFp632+Ozd7nDMlTg8VmKUkhSM4K1+uP5fMUUxdOlsJ8ftvWSSsLCVJiteJjseMkeWT9qtq3dRegU2O3a7ZOt8hxKA0lF1ecjleMDAUkbR+dN6J0WcS+P1BhoDYHufX3Kp1/8QQ+D4OC+yTuQOB6e9Zo6o6unQ3ENWdn3R1AWoFjgo3ZyEqH4cjjjyrMeobtLeuCXZCyXmlbkr7HP+ArbXVJfRVMg2y8Wi5aXnyEkQ5jUgS4bx8sK+tY0143+zb2/Al+C+lCvgdb7LT5HNd/BKx7dDdvvt2Xz6QajqO59d1LWdZSdZ6jgz5niSha47cKzQ09lP4yp5QPGEqJUSe/wjtnFc6umOqvEuAi5uTIzElza54qlIcVk5WAeMnnmjIl8agW6VEiApXLbDfig4W2PMAjyPYio8tWVCrROwCUBS5RNc25sOc15wfOgLIBx5V4bIguU4Uubk447UBR3EmuJzQSfKiCJcTzxXLdKsJPagk4oJyaIFAvVKx2qwPZ9JT1h0y4CrKJgVwOexqIWjT027up24aZJ5cX2x8vWr76C2aw6e1/YxHaEiU46QXV9/wnt6UiaY0Y4hqdR2V7H6dJksLj7LR3P8K2lT2LV1b1q8+4lC2WzJjJJGVLWgIJ+1MnX/Vzlz01b7Gl1jwrpMZbUMglQZaLis58gVj7gfKmHrddZFi6tG4sNFS7g20Cgc5SpAyB+WftTLrNiHebrIEXDnumyTFWon93uCVqx5ZOxQ+wq5ix6omE+QWTIdEhCh/sstOXPrRZ0yAVqQhLu4+QaSCO/wAkitXdQYcabqPVlwT8Jb91Y3Z7nCQT+RNV10/0TadE+1XfNNQWvgsNihxm8Du4ITKVq+6tx+9OfXTUsmws35uE4A9KmNMZH8JLfekg+LPHp7t/cof8z8P2VJaocZdiTZ0VwqgN3N5KAo5wErUE8/MJVTHbrQq/6ktUWUhfhw4Jg8cKWRgZHz5IPpSi672OmSIpJLqpi3V+p/eK/wA6t3ppo1Hv1rucljKYsF5+QSP9vILKk/khtZ+1apIaN0s32Uh1Vdrbplm1aWtryWmWX47Lmw4C1LCxyfTKazP7QM1cjUTLC1A+C2U8H51YmvJchvVogRCtySqLHmtJxnC1HGMfLKjVL9SXnJ01FwUoqyPCWe4DieFD86U1vs6k1mzqUIoCz5UMnAqVsWiJcNIsuiOhuQXxsePdaQDuH0B215jNd0mlwbyok2sI5PnSphTbjiU7u9eyrLMjqwE7h6g0lSxIZXvLahj5UbdTNiFBp24Kkj4SzG3q/ChORTF78n0NGy7k47CTHJOc88U1ZPrTXycUhjZQ3X05/wBI/qBlzqLorTaXAUWywv3BYzkBb7pTn/4FVl7DPW1zox1fjRrxM2af1OpFunBR+FC1ctuH6Hj70i9tHUSr97QeqQH97VphQ7W2c9v3SVqH2U4uqQloS0keGopKHc5BAIKUjBFcvNK4yk+RKOCJogDR3AX0X9v3pOZNuY6j6aaHvVuHvO9sZ3Mn8Y+eO/0zXzdud2uVxfUu4S3HVZ8zxX0c6KdaEdauhdvtV9cRKuVoQbbcEOclQCcJUR6KRWEOtGgH+nuvbjYlJPu28vRFn+JhZJSftyk/MVYzYQ9jckDnZUunZBZK/Dd2Nj7+qhUUBT4B544pwS3zTUklpYWgZx5U6xJUeRgBYSsd0qNUGb7LXdsjEIHlSmGlKX0KIGAQSfvXvujuNwRkH05r1LLif4SPtQzwmWNzBtYVjAyhiZMeQRqDSDS+t1x9qLoEejDun2OptpFwOnBFSwneFeN7uE7fw991fPD2VNTWHR3XzR+pNWXNqDbIMxTkmS9kpQPDWMnAJ7kVUiGiT2OafbRY5ExxJKOD8qXka5Iw1xAIr3bK1iZkOPlOmawlrg4Ve/tCruv4W/8A26+uXSrqd0Sjad0FrmDd7j+24z6mI5XuLSW3QScgcAqTVV/6PDqd0+6Uaj1051C1NEsomx4TMVUgK/eKQt7cBgHtuT+dU7p3RLag2p5bbYHmshI/WrOsNq6e2hKXLpdIBWOSEgOKP2ANUcvOdrZI3ct/pOwnRwsmi0EteK5FinA+VdvJWt7aEyw9Rr0xqfSd2buEWBZnAXWs4SvJPmO+KnfsKdZ+mNp6NWHQly1fCY1EuRJWqEoK8Q5VnPAx2571SUzrj0r0rGLYQqTgY2uFDSFf+I5/SoDd/aolvOlvQOko8dYyEPsRQCPn4iwMfYVWjzMgZByNPz4T4ImuxHYbmncgggi9gRuKN/RX77UvT93W1qurdp1Rb7Q1MuhkvvzHNqHmBuISPM/FsP2p/wChHtr6c17prVNk60asselZEZwQLe5ES4kutFCkqcTkHsQnH1rFN1uHUTX0kytUaieabcP90w4VrI9Cs9vsBTtp7Q1rtrfhRISFEnKiRuUo/Mms49VbgPL43WTyO3zW/g9HdkYv5XLb7INtOwcCavajsaA37LWPTuwex/pTqtC6mW/r49dr4ytfhNynCpCyoYOfgph9oXrVeuqNzm6PYFue0/AuJdgyY4VveQBhJOfqaq3SvTK5XyYiPabMXXh8WGWslI9SeyR8yasw9IF6VYZkawvNtsyXzhppx7xX3fmEoyAPmSBVTJ6vkZkJihYGtPNd/TdXWdOw8Kdssshc5opodW297UAmj2EOrvT3ppfupCeourYlodny4bcQyd2XQ2XwoDAPbKB9xS726Z+ltdXZ2+2iUzcWYNjAZdRnDbwU6eM+eCKLt9o6cXbUf9mLDcY11mclwtJZRt9fxKJJ+mas2dpHpRoe3N3PXLbKG18LVcJeUk+m1ISCPrUSZ2RPiNwy0NaO9qHPxIeo/wCot1FxFUKrgDyHl5p29iXrN01/7FtI9O5Wr4y9SNsvBy3kLU6P3qjzxjsQe9d1E9n3o9NVMuGrXJE1yQ+tzaZSm0AqOeEp70ys9UdDWiEuZoey2aKw2k+G7G8LeseZG3kVSmrvaat8a5uShB98uDSvgMtK1JbPqlO7b+lXJurSzsbFC23N2sdljyYUUk8k9kNebIJHNk+Q81JdY+yb7OVntCr7PYmwGuVpU1KUPix86yT1K0VoKGh46B1BcVBgkhmYsKCgPQjkcU+9ZPaF1drm3NR5s7ayXTtbaGxKfliqZk3aVKaJU4e3PzrQ6ezN2le8geXPzVTJbhtaY9IJ803J1bdLjEXpO7TVyYiifdy4clpfljPYU03x5U2xRJD3L0dxTClHzA7f0pvlrKLwnwzg+Ik8euaVXRwJsricfimKIrqQBYcFzBFWPJMG4dj2oBOTXZ557V5VgJdUuJwORQCoedeKPPBryiXl1A+dCUCTgDivduPKi4XqJXjLYec2qXtHrinktWpttPgtblAck+dM+NpyBzQw4oDmvcqQCE6C4yG8eE6UgdgPKpr0fvdwR1JsGxZUpUoDHrwarcLUe1ONkuM+1XKNcre8pqRGcC21julVa/RzHFPqcBwf2RSPlLC1pK0j1nmIgXoarlISZEW2NojIP/ekEbz9KrzRF9/bdm3S3f8AWY7Sm3VeakDJSr6ioxcdQah1n4sG8XJbxLYWN3fagklI/PP2pn03exY7sGlE+Go7F+XBpTGhpIvZVpWEHdam0brGHqH2h1a4YCXP7TaejLkgHlmawhDD7Z9PiQVD5KTUb9oK6mfqC/26O2pXu0oSNwPGQmmHpXbJbfUN+82dBXuhiUpKSSBsUCs/dIz9qK6q3Eva31AhoHfJlobI8xuSDiqMLAzLDPIJR7lFaKsA1lGtsZ8/6soeO/j+RLhUr/Kr3sK0RYF4SEBCi4hBz/D8CkAfZAB+9Q/oVZIzWjC+yEreDrrC/UBKzlP/AF603WnU5nTLt4rp9yRfXlurHYssoQgZ+WEKNW3+24jyQAd1X3UvUDVquy73E+KZ7oYSVHsggEbvtVEypwVaTCfdK3EvFxHn375qZdaNQKkametkf4W2gFqx2KlfF/iKrc5PJ86MGhQTQ2zaUWi1yL5dotojEByU6lsKPZIPcn5AZP2qca8nW3S8hvTNrbLioSEo3HskYzj5kklRPzqGWK7mzzzOaA8VKClBPkTSy5Xn9qXY3Z2Cl15QG4E8EgAAkUUbaGx3UuG+4TY7dpbqtylck9hRRuDx4JpzbjqeSofsJRQo5ygHj70kvljkWcR3nULQiUkqQlf4k4PY0TtQF2oFE0kplDzQDQfHa/kFJiqvNw/lH5UIcUdLdnth9Nn9LdUXdURSp6062Ume0+TuSh9H963n0PCh8lY8qoS6DD6ErT+ML+EdslWAa1r0vnx/aY9mSf00uUhKtW6LCHLc4s/GttIPgqz37Atq+WPWsovMLdfWJba2ZEdfu7zauFIcSvt+hrnshgLvEZw791GI86fCfy3b4ditNexZEXHsGqr2oFKVTmo5/wCVGf8AGnn2rdAp1VoxvV9tZC5lkBcWUjJXFV+Mf8pAV9N3rUg9jy0xGuhF7nTSELu9ykusLP8A3jICQPuARUvsEqPebXLtktCXUoJZcQoZCkKByCPTGa3MWAT4QYVynUMh2N1Hxm9j/wDV83iMEj0rsJPGKlvVTRqtBa5uWnQD7u054kVR/iZVyn7jsfpUROc/KuZkYY3FjuQu3ilbPG2RvBCUsTZcfhmW4kemcilSL7c0DHjNq/4k02YFDbaUtXbg1GsgblMDbTs1qa6JBSlLHPnt/wDWlsXUuoOA240n/lP+dN0S3KURgE5+VSO12GQ6oBMZavok1VmmaFoY+M55XN3vU7ycKumwf7jQz+uaWMsXScQJd2nOgj8PjFI/TFSS36SkrAzCWeeSU8U+2/R0lKwVshKPmcZrFnypP/GD8AuhxsPHb/3nj4lRm16ahtKC0wkKWedyhuP5mplbLE44kBKQnPy4p6gWSJGAD6kZHpzVw9K+mMTUTK9RXdRg6fh5U7IUMF7HdKP86xJ2Zkp1Oaa8ytqLM6fjCmvB9B/wo5pDpA7JsC9Xalu8ezWdpWxL76TudI8kJHJqw9KWrSchBGjdIzLy0zy7dbs57rDQQO+Byr6ZNSSfc7BqOA5q+9QUtaRsALNqhKHwSXU8biPNKf1NZI6q9f8AV+op8uBCuBgWwqLaGWfgSEDsABwPtRwYHjHYWqUvUnvJadvQdv7/AGV+6n9omwdMS/Dt1zi3e7AnEWBGDECOr1wOXSPU1SznUS79UtRJF1RJn3W5upaClOHCUk/hSPIVSdnN11LeWbPY4b0+dKXtQlAKlKJ8/wD1rSml4Oi/Zztw1Vq2WxdtXbMx4rSwpqGojz/mV8+1aLsOPFbR3ceFQOQZDbFcl8uvT32Uun7bsS3xXtX3JHw7wFupJHPJ5ArKGoPae1dqO8ftLU1ut91Ecn3ZmQ1lLP0A8/rmoP1E6p6g6haokajvMpbjjpUUhR4QnyAqCyJrPincsZUfWtHG6a0t1TiyqL8vw9o+e5VrudYomoZOdQ2aO2gngRkbCB8sUC7as0apvZbo05K/IuydyM/Qg1VaZMcEELBx5/OhJ3SlpbayVKOAPWrB6dE02LAShmyEb0U6aiul1u8EB5hgRELy2W20jaf+IDNRedcEwYRUeVkYAz51c2sOm6dJdLYd2lTdsqcpLhYPlmoJp7ptZtW6bl6guN7eiuxZBZQwhAIUNoOcmijzceGHxH7NBrYd1DsXIyZAyPdxF7qr4jhMgzHRnwyVfU+Qrp0oOMNRkqztytZ/3iaddR2qJbHTEhOKUhBxuJ5JqP8Ahn51uQyMlaHN4WHNC+F5Y7lAoJ3KOAKO8Pjk16lsCnBwCWGE8pOG1HuKF4dHEV5gA817Up0IvaB5VwHpRm0nyo+MwC58Q4xxkUTfaIba8bAukj2AmjG46nTgDzp5YhMqSkKQknPOBT5CszZQAGk5JOOKmd8cDbLwnwQSTOoMKjUe1qPf+lOkCygPIUsEIzlRHfH0qXNWmOnKUtj8u/FOUa0tn4lNJHn2qo3NDTs8LViwdt2FRdu3ohyWZUTcVNqyrcO49PyqEanYMC8uJRkIJ3pPqDyKuhNraTyUJCVDA4qv+o1vZYU3LKAUoQUKAHfg4/WrnT8hs8piMgN8ffuVHq2K6KMShhFc/fvVpezTqZUWSbuplL6objLLyFf7RlW4KT9wSKZddvMwOt17iy5H+rqcD0bcOXEbcpPp2qOdINTwrOp6MytO591CyDxnYCR/j+dN3UrUa7vqR2/JYPhsywWnh/Ckgbmz8u5FXnQGPJ8UG9qXPseX22qVp9Nesdm0Nbp1uu7a9lwnrdYcyAlAUB3p/wBPqs0eIiBb3EyGp7jr5UnkKzlRz+g+5rOGuEIRAiracCmnFlbWPJJANOfTW8ami2K9yYS3DDt7aFqVnlBUcEJ9Mp3E/SnuaC7ZFVNBTJr/ABcpjN7Qdy5EdBf+TgJSR9fh/UVEFLwnFS+83SEbRLaCFF1x7ej0QT3qF1Eg0nZMj3Rsdpx50JbSVE+QGatTQvTi6XcBQS00ooKkBxOSeM9vIfWoBpR91mcrwUJUtYCEbhnBJ7/1rQZfXo3SIZRI3XScgFxfm2Djj6802P2W2OUuW3O0psg2Z3T8dZ1G5DQhrKuBlRHoAKpvqNqD+0F58ZpoNRmRsZbHkn1+9T6dcP2jbnpEl1RQgK+JZ74qpru6H5K1pGE54o5ASN16PZNhOTXV3aupCctwew+zM/7dcQn3ER2rU+ZSEn4XBsSnBHn+8IP2FLPa56aOaG6gK1hbI+20ajUVOBI+FqWkZPb+Yc/nUi9gq1tP9QNaagaR+7jQ0R08fhLru/H/AMMitH9cOnUbqboe6aZeQC680XYi8ctyE8oI+/H3rOgxvGxNPfchZGVl/l84O7bA/FVf7Pm5n2crVEzgrdlS04/33DXWK/tWK9vLeyGHjhfy44P5/wBannTnQE/SnRHScS5xiy4YKWn0kYKXMncD96qTXsJ+03FKENk5UsEfzJxXQ9OYPAEfouX6gS7Lc49ys++0hd2bz1GVJaWClMZCM54OCrmquUdvJ7etSzq60lvV76W1EpW0lwZPbcSabdNWhqZEW4+whZ3455rk+oAfmpK813vThoxIwPIJPYIjNxcdC0bgjGKlCLO1GiOvsx0bm0FacpzyBmlLNnbt8N6RHYQ2pDZUClPoPOnTTqxerXJcca2rbSptQByDlPeqVABXdR7J50nqDTdxhhx9iHAcbZW4sulKEKKMZCSe5OeBTra9b6edWoEoZTn4Fdwsc8jAye1QHQUtMRDZVNtcT986gu3GN4zSdzfpkYV8PHPenq2zhGuO6Hqd1Te/CJDFv3hwgj8KMqx3+eaTJE0EqRI47lS93W4VJSzboMiS0VBH7uM4VlRGRgefY9qMlaouEG3qu87Sd8XD8QseKhlKUh3bkA5PGOCRjtUelrdZuDM1M7UcpaFocS6qN7qpPx7ctfAn4iHD69u9P70CdcEyvA05qqUiKoTlm5XNIbbSCAtxxvxMKIz5JzQhjW9l4vJ7pemJra4BlqJphLSpSUlouzkgrBOMgJBz+daIkCS/b7P0gtz622YUdD95koPDbfdQJ9f4R86o/pNarVAeZ1pc9KxkxbCFBuS1O8R6TJSSltKUEHb8Qz34A86lvUnW39hNJPMx5Lyb9cyZFwV3UkqGQ2c44SD+ZrG6mTI9sbey3+lQPawz1zx8O6jftA9c1Ou/2N0+URbNbEe7stN9sAY59TVD6L0jM6kagZjzJrlttzroQZSmyQslYThJ7ZBPPpUUvUy5Xm5OnY+dytzitpJAJ/U1oDpTbF6bscbqDq26S5NtiJKrHbpLSIzZVswX1NjukchI5zjNWWsjwodRqz27koJ/Ge7wowQByaU91Da9LezxolxjSMJoX2a1scmOkKe2kdye4+gxWTNRammXWQuVcZrjy1EqJWrOTUi6ndTblqm9yZlwmLdK1HaPIDyAFU/cLk7IeKh+EEgA1ZwcN9+JL+o91XnyBAzQ0pXcr28tRRHOEAd/WmxM+QFblKCifUUSp1ahgkYHyorJNbQja3hZDpHvNkp5i3vaoJUhCfLOOKtzovpmRqi7quDscGNDUn48fCVeQqm9NWSRqW/QbDFO1ya+lrd6Ank/lWl9Yaxj9ILcxojTEZpKYrABUcEl0jlavMmsvqchaBDCLe76DzWt0xhkJklPstSH2idTxn37fpyJJDhhoy9tPAJ7CqthakFq0+u3Muf37qnlDPyAH9P1qNah1DLnyTJmulx15WVKJwcU1uzVODA7UEXTg2BkT+Ab+KeeoaJnPZzVfAodymLlPKUT3NIe3FCUrNeHA5rUY3SNIWY9xe4uPKBj514c+tCr1LalnCRmj4QVfCLoTbSnFYAzS6NanXlAFPfyp+gWAE5UkcDypUmSyIblWocKSY8JijW1ayMoP0p5iWQnHw9qkMSzpQE/B3p3jWopSn4MqVyBWRkdSrYLfxulAAE8qPwrKN4BbzUhjW0Np3lvtwKc4tqVjchHIOAKckwCjYyQSo9+OwrEyM4vPK24cIMHCbI9tOwK289yDS5uMRtbSnOeVCnFTCGlBJSMd8Ad6UiL4DO9SUlwjPftWf8AmTdq82GhQTJOQlhAyAMeVRfV1iTdNPSCEHxsb0Dz47/51K3kp8bxHilS88J7/wDRNF3B1kNLUtSG8I53qACUDkk/KrmLkyQSMkZyDf8Awk5OKzJhdE/givv3LOun5CrdeGHCdvhvgKPyzzUy1fFcjW1yHEKVtyJBW754VgbcfrUHvkiIu7SHYAUGC8pSAe4Gex/686Xrvl2lQ1shxBadA3DHOR519VgIcOF8jkbpNXwmu4Nz0NNNySooSPgyePSpn0/v7tq03crece7zHVKcGPxJDYSsfZKyr/lNRZEO4OxhImhe1SghoHjI5yfpU1vHhjSrN0h2luGmO40+lCEkBxONrmSeTkLGT6U5jRepKJ4Cru4peZkPRHFE7DjPkfQ02qG3ipFc4iXWHHEHcuJgZ81sq5Qr7ZwftTA+UkDaAPWhc290bTWymvR+3wp+qCqcQWojJklB/i2+X61KtRX8yVvpeeJGSVE/M9hTFoyO3pzS0q/vpxIuR8JnPcNDufuf6Coxdru4+VJKyQTnvTmey2ylkaijr1qB2Q2YrKilkeQPemBSg4kk0Fx0LVjyFckjOB2rxOrdEBSTOJ2qoNHvoGSfOiKURSMG19OfYDt4GjtV6iKSPf7shkE+jTe7/wD2rUK1oBBUnOOR8qob2LraLX0FtshSSFXKZLln5/vPCH/9VXe44eQfTFBit0wt9y5TPk1ZDz6/sl2u75GmWUWaLgJcQHEgfwOgZ/Ws59Q0e+2pF2S1udhqIdSO5HkatvUDMgzY0ppR2pVtWn5VWnVNt2wWm4XFlrcy9Ec3ADssfED+hrUxWhhAHKyMlzpH2Vhzqa4qRqyWpDviJQnDas90ZJT+hFO+g4wetCXSOVOEmonqmYJN2kSEJCQtHbPbIzx+dTHQKwiwNAnnca5HqG+RIfU/uV9EwhULB6BSqW2hFtfSgDK21pPGf4TSLpuhHgXKOVpWErRynkHIPb8qXpU2UEuJC+5AI+VFaRYjQFTCxkB5Dain0IKhx+dZ7v0lWiN7TB06XJZvjbMW4RobqJqAl6U3vZQTuTlY9Oam1rEqRrYs/wBrQp9tzK5kRlBQNnbakkjy4qvbEls6inxlRGpIEoK8B04S5h3G0nyzUy1XANn1DGbuluiWeOtOVsWp7ettOSOSkZz2FFIPaQN4Us6h6elsWKFqGXqyddXpSH2G2Xi2gNqSfg/CB5hOPSmlCbReB4caJqmauQyUkbpGFjGefiAI/SmSarSbTZegsX2Y8w4hTC3m3Aj8WFFW48cE+VPVkmui2wvfOoMSBHazHDW1pLyUpJRg7jknA7kfOgqhup42SzResLJoxx2939DjXhkymYpyW1yClIb8QZx8J3nt3qqOo3Vy46mmPPyZKpL77i1rcUrPfy+1P9+t1ouipMTbIvYCnENymcbivdvBPYEYUew8qr6/6BucKHHuBt6mIy1qRkuoK8DvlI5H3oRhxSPL3b32WhD1WfGiDItj591LulNtu/UjUUGyurZj2hjMmc8PhDDKVZUonzUewHmalvXTqBbpkhu3WWaV2yKlTUdOwI2pSdoG0cD8PHyqqtJaj1JpH322aaS4+Lq0lp1pDKlKJGTxx8zQdGaD191eu0uHp22+8Kgtl6R4rgbQ2M4AKj5k9h9aB+FGJRK8ANbx/P8AStN6vNJCYy4ue70Hw7X6pkRPYkB6SvJdBwkE8AetMEvHjKI7Hmrmgeyx1RX4jlxXZ7Y0k7SZM9GT9AnNSOB7G18urTYhawhzpSuVtQmVOpbHqpeQAPrVg9QxYti8LO/J5Mp1aT8dlm4k9zQCc1d+ovZevdjmrgp1hZHnknaG/EIVn0NJ43sqa/mpDjN1smDjG6QoE/8Aloh1HFq9YUHAyW8sKr/ppfGtP61tt1dAwy5wT2B8qmPVa/Magvz91DSEuPfGpafOpTH9jTXRj+8uamsrS0/FgOkgffio9f8A2e+rjbwixYsW8JT8IdiSEnP54qucrDlmEjZBfvVyFuRBAY3Rmj6Ko5T/ALw6VKPA4FeNOZG3zFWQPZr61qb8RWhZiU+qltjj/wAVNc3o11Js7a1TdG3FO3upDW8f+XNaAngcNIeD8Qs8Ryg6i0/IqG811KZNtuMJRRNgSGFDuHGlJ/rXjcN9ZH7hznt8J5ogQmAE8IDLC3VDjinm3W0qWPg49aVaXsE2+XOLZ4LW5+QsISDwAT6nyHc1KP2PGh3I2Zi6xZMhDpZKUHG5WcEJz35qpO+QtOgEgLSxYomuHiEBJIFrQEkhGM8Cn6JbiltOU4KjS4WCdbJfutzgvRHUceG6gpP15pctKUrG3AQhNczkZTnGl12NjNaNQSRuEl15KEp7YHFOiIwDg/d5PkPT0o22xSA4+4Pln9TTjGaBWXCOQM/fy/SsmaUk15LUZGAgx4o35I/DzRjLSluLf/h/Cn6DvSlwFDO0cKV3rzDbbAA5zgAedUC4lODdklYbU/IU6U4QCAAfQf8AX6UCepTjoSk4ByT8hRxWGVbEJ4HG4H8zRLykBlTihyrj7UdEm15NOwl3dkb1Kz9P+hUB6rai/Z1vXbmVD3iYNpPmGx/mePpmrBfksRYb9yfVsbaSVZPYYrNurr67qC8vznCcE4QnP4UjgCuq/D2F+ayPEePZZ+/b+1zv4i6h+TxvDYfaft8O/wDSZVHJJPn6086YivTJZbwfCbTvWryAplV2+tXP0Fs+m2IVz17rcJNg08kOrjqJBnyT/dsj1GeT8q+g+IIRrPb7pfNHAkUEE6XlLds79+BgtXd5uLa47icLWhR2qf29wgAkAnuT8qk/VG026La4FntbZTAjsrjAn1OAVH5+f2x5VC7rrC9611wjqFqRTKPeZLXurIO1EZhKxtbQnyAAAFT3XPujlhSUSmlNvlRacSsEFW0kf0/Wnxhxov79kuhaoCLJ8LwVSAcMKMOQP9wk4z9Dn9KLhadfuGoWbMn8K3PiWOwbHJV+VDQpmTeZbBIS3NSSM+SiM5/OpDa5DmntMPXOW2DPmAxo6ldw0O5+54o9O1FFe6R62vzD8lNut+EQ4SAy0kfLjNQ1xZXznk0Y4px9alq5Uo5oSITihuWCBQ7u2CIUEmwScClDQTklR8q9LQGSCMCixyCaIClBKLcXk4xRWwehoxa0JHqaK8Q+lSvC19jegdtNj6LaNgFG1X7IjvqHb4nU+Kr9XDU8WvOeRzSNElllAZSQhKMJCUjhIHA48u1eOym0kIUrBzngUxkTmtDQFwcuVG9znlw58/NdJw4CFcjk1GNYW6Pc7JKhyWvEQWuR68c/pmn1+UgJGV53AkedNlwfQmO4SO6SMHz4pzGOa4GlXklZvuF8yteW82bVN2s24K9yfUxkee3AqUaKUU2drPYk1Hupbi5uu7/JabOx65P7R/zmnvSgW3amUK75OOa5bIike9zq7r6NjyNEbbPYfspjFdSpOw0Kxn98pKP4kKP/AIVD/wCam6OtaQFJPOcZz50ZZpKxLKCcfA6P/Mn/ACqk5jmghwpW2uDuFGygN6pukdbZWle/KUnBIyFYHzqS3ZMGLLgzdPaVm2pkuhKJFwUlSnl5GAoJUTjJ+XFRe4OJb1vIyrhxJ7fNsU+6imxJkaA6vXL9+lqbRlklASz8H4fhQDlOMZzREWQhGysG42XqLdYctt642WIh2OoOBMYN4QR3SXF9+PLmmXRNwQu1PMxNCpvMlL29ucJSG0tgpSrChtUT+Lv6YpFEV0fUhtUqy3a4Et/vCiA7IO/HYFw4xnPOaTaIn3NuVcI9i1dN0lGXyW/FaYK0BagkKKwcFKQngHz+VKa32Tajkp41Am+sanYXdpMG0KfU2EyIslL6EBWUqK1LSE9iM8cU06uj6VgwnEzOoaLpKKw8lti4NLRx3BQ2OSfrROqF6ZZRFMXVcq83FO5t5MiamShYzn4UhISkcfOprpxubrSQ3YtEdO5VvVIa/wBbflT2m2Q15qwkEhIB7cmiJDG6jsB99914C9u6qwRL8+yzLgNx0stLCDKQ24tY52c4IGTg8ef0q4OjnTDqvaoN4MKG1a7VdHWXzdbmj3NtbaUnG1BJWofEcbQamdsgr6en9l9LtNru12ShKZl3TGCleJjkpWrIbTkD8O35k96T6ktmuLu0J3UzqbarKwBksrmeM9j5IRnn6kVkZPUfzDSxgFeZ5+QWziYL4HiUnfy96USLd0v0usf2j1BL1bcgf7hhRjxUn04O5X3I+lPcLUmu9SwHrLoTTSbbbEt7QzCa2jnzUrzNU29q7oZpKStwzL7qh9s57pisqP8A5lY+4pZK9trVlvtyrNoewWuxQwMJDTXiL+pUrOTVM4s827Wk+/YfLZXXyhvLgPqUsmeyz1Iusp2/6qvESwwMlSpE2SEk/QedN71iv2i1mPo3qJarqQdpSq4tIP12qXVSav6sa2188X9S6hnTMnhLjp2p+QT2FQmQ474hUCcZ45rTbgZErR4zgPSkkZcUX6LJ87paAuvU3qHACWtWLtr8Ifiaiy2ipf3bJNLLV7RGmra2kQ7HJDiD+AzFbvtkEVnNqa4yn94z4n/GTRr8mKWmlKhJBWkklBORTouhxTgh1ADysDmvVKk6u+Gq3vz+wtH3b2m3Ly2IcC4XOz5VgqUw3IA8sfwmm6V1g1bLa2WfqOw6o/wPQ/Cz9hkVRcC6IgMoc9zZcUWyorcG5Q59DSpnWV0ZaEmO4xHASQpTbKAoL8ucZqx/0zoIDQOL3rjb0vukjrocPaB8tv8A76K5o2uOtKloce09Eu7LnbERK9w+mKsW2xp8y3NT9baU0pZWMcqnx20Lxj07/wD1rLi+pGsW0tvK1NOQrw8giSsHd9M0z3LVV5vTPvd4uMmW4VbCp15aiR9zS3/h6W6DmtoXtqv5bBMZ1mLnSTvW9LUWpdZdIrDbpB05adNyLi1FcdL8ZnYUEcDCuwPb86yNFucm5asZluOYPvHjEg58806yZTUOxzNqNjsxoIyFkHYOTnB8yE+WPhptscZhDjj3gn+7TtUO4J758v0rdw+jO6fAQ593vvfyWNm9UbmSAtbQH3au/XXX+4ytFItL8SJJfSUIaedQlTjYHfBPPYfKjujzOn+plsfTeLybJcA8G46i3vYdPHCh3GM84Jx6VQ2qZCZEhxjbuTHbRtGTwo96nukbkNK2orThKA2VKSk43ZGVAn6cdxSsn8OtdA4ULG9733/pexuvT4xAicQD229Ox96se6v2yxXOTptd7gPvQ1pDimnsBW5IUMbsHsfT1pfGQhLIdSsFH4iQrIP3rN10uCpdwk3BxtCFOyPEGz4uVcqHn68Zox++XKG/sjSnWgFDGx5QPPfsqszK/AwAOmWjt2vm/d5fJdDi/jZxoSRX7jXC0YCX1bz2znOaKkPpbVgbgBwD6VRthvupps2VFN/mKZICcGQr92oq9c5/WnVHVSVpy8uWi9h6fDQsBMgpAcAHrz8XP3rNyvwNm4sfia2neq38yP4WjjfjbCyJPCLHD12r91ayl5KULI5G4/8AD6UllPhWEq4Kjj6Ujt+o7FeUJXAuDTilfGUE4WB5Ajv/APSvH5hYQ9IQGlLQk+GhSwgKV9T2rnn9MyIsj8uW2/yXRxdRx5sf8zqpnmoN1e1IzAhM6cjvbVOjxJBT3CfIf9fKqQUeSalc1adVXyW9e5S2X1OH+7UFp+QHrj60RdtCXOEj3iE4iax6o4UPkRX0fpfTvyGO2PvyfevmnVuof6hlOk/x4HuCjOCs7U9zTyi8Sl25iwGQr3Bp7xlNA4Cl+ZPrTY7GkxBvfZWgkfDkYpHWk2mutwtZ1auCpla0q1FeozbbSkx4qdxQlXYDy+/agXgXtomGh11xmISjYCeOfT6Ul0tqK36cZW+7GcfkvHA2nASkf+tKZ2umnJ78uJGO2QElYcHOQOatiRpbvsUnQ4O24TTarXKvN4iQYyT4rjoST/KnzJ+QqV6/jLfu7dujEeDGbS02PLAp00e+wWUXONDSidKSsKXj4Wmh6eqlf0+tNV9hTFIcu090tJKvhBPcV4Mrle1du6Yzb7XbUkyHQ64B2SeM01TrkhzKW0hKfID0pNOuAcWQ0OM9zSAkqOSaFz9qajDe5Rq5JVkCiy4o96DQSfKl2SjoLicnNeV1dUqLX2rElD6DIZcSttxIIKTkKSR3B9OaE64dxKCfhR+YrPnsj9Wv7WaQ/sXd5IVc7C2EsFRyp6J2T9Sg/D9NtaDU8DjGAQnFX4cpsrGvA+9l8zyemOx5XROdvf8AZsem6IcWAW/i24T3NN14dxGzuzyeflinN4jGCkDGBUO6l3l6w6OuN1jICnIjZdCf5gO/6U1kmp7aG6QcU0Y72Nfxt8l8/dYyG3NTXV5PG6fIXj5lauKddNbmraxvVySSE+lQa9S1y7pNklX97Jcc+5UTUs004f2e0ScnJrl58zxO1Eevu/pfTocXwmgE9vv91NGMApCU8ZySTSKM4pu6K2jgLcH6E/4V7Ek/Dtxnn1ohh7N0xwP36v1QqqUzzK8uKswxiJulMl/cU3qxlzspxKP8RUmmSdQOaSjlGnokS3AJUqUlait/arG4ccHnHFRTWKg1fIkgdikc/RR/zpyWu0Lse6bq2QX2i4G7bucKW8HI4AxgmgI2CPjhT2w3vWDlntrto05ankpHhpddDjinSeBvA4z6CmBbog6tdma5siZypClLVEhsgFG4JwUJV2H7tQ+5oFgZmy7Buc1jJt8Zt8kMe9hpCME4IHB+eaQXVMLTupIj1j1LDvk1YQ4Vl9TzaVBW0IUTjuFGgDRZAXjfdSmTIc1LHVbdIdPpLbJdQhvxy2FoKiB2HJ860N09iK0tYU6RM5p95pvxbtPbbADTfkyk+Z8vnVY6Sl6rZiKeulvhtXu8Opjwo8WP4Xgtd1LPmM+voDXvUbqXC0jAXpSySgvYMy5APL7x/EfoOwrHyzJlv/LsG33v991qY8LYWCV/J4TZ1+62XBmSzYNISTDt7CCnw2TjcfVXqfmazzcNR3e5qLk+c66pRySpRNdqTUK7lJUsncpRp90508Qu1uak1lJXBgBIWyykjxHgcYPyHP1rRhgiw4xtv+6h00kztIKhxlJKsKWVKPlTtbbHd54C2bc8Gz/GpO1P604K1JYLQ6tvT9iYTjgPPje5+ZpruWq7zciA9MWEjslJwKsa5HcNr3/0lENbs4/JOJtkGEtQuM5tJT3Q38RpDPuMIDwbexgfzr5NMynSo7lrJPrmg5570wRu5cUBeP8AEIx151zhSya4SnEoKAQcp25I5AoByeaLPc05j3R3oNWgcxsn6haO96d8yPwbO3lRPiuFoMfwg7hQVKwKAXB3zTDJI7uUPhsbvSE86t3Bc5KRii1SFeGGlYISSR8qCXUk7TRM9xtthRSfiPAog59kk88oHBgAocIidd5MkFoqBTgDPnxUhgy1xLXhwjON6yByTUSiN+LJbbPYqGfpT3eZHhwSkK/F8I5Bq34spBJcfv7PzVJ0TOKSKNLkXO4hKyMLc8RRxycdqkOo7w7FtimEqCVvLGMD070wacay45I8gNo7GiNRS1PTA0FZS0Mfei8aXkuKjwoyeEUzPfcURkDcrefrTrHkqlymkbW0E/EVDuMfeo8wsAgZGfrinH3oJSrYk71DYklWcDzprZ5Dy5EY2DgJwfnm3wnHoTxQ7Jf3AA4O1Pn+eab7vPVc0IXuPwDO0nJB86bJkhTrv4iUpASkE+VEBax2URUHIkcCwnZQImA3W6c4U55cpDzsrwCjH7xJIUMemPOl9+1U/NaTDjSZCmwnatxxR3ufX5fKo5nB75r1ZCk8HtQElxLjyU0ey3SOFzb62HA42cKFS6ya1chtobeQFtdljzHzqGE45rxLxQrIomu0qCLUm1tcnZU1hyMoe4hsFpKRwT5k/Oo8oMu/EgY9RSpp8SIioi1ZA+Nv5H0psStSFZoibNryWMw4boKXJSmleRUMppPKiqjLx4rbif5kKyK93Bafh4PnRBCUnnk14kcKKVnWC6xbXaGAhSXG1MoUSOSlWBkfnUT1rfpd1ebClbWiPhSPSklnvUWI0qHMjKU2tWStC8FHzx2NJbw6yp9TTawsIPwqHmKsF7XsQNaQU2V1GABVeFBI+lJpMvdFk4oNek55NeHtUjZeK8V2ryurqlCrt6X64ufT/WVu1JbCSqM8PEbzgOtq4Wg/IgmvpfbpyJ9uYuDaVpbktIdSFfiAUAQD+ddXVX6WTpcFz34jY1ro3gbkFHLd4PHGaqnrPeHY9tegYKmXcIcGfxIVxj9a6urcxt5AuXabc33r58yVbnln1WT+tTLThPuDX3rq6uJO6+off1Ujhk4Jz2pMFFu69/8AbpH58V1dUKQmfXStsqGv/iH6ilbOsIdriSbSjT7b858lRlrkFOG1Jxs27T+ddXUdAjdeGykGhND2jVFruF3uysKhKQlIDQcKypGQCSRgZ8+fpR/7G0XL1JZrHa0XBt1S3FzFqaQgbENlRS2UqJzlOMnFdXVVlkeC4A9k2Fgc9oKsS/6+mwoj2ommcSZm63RFZyY7DfB7/wAR9fSs8anv8i4zHXXCrue5rq6lYLQA4+q0840+hwnnpbYrbPbuWrLzH95ZtJQGmQr8Th5GRjGO3n9qJ1lq2bfX9zhU2hPwhtJ+EAdsCurqewapnE9uFTaaaoa64G1KJBPnTeuc64ohA2gcd66uq43cqs8lDZeUQCeVHgc0tSk9lKya6uqXImbhc4s4Kc8UUp3HwgV1dRNAR8IlTiic5otStvH3rq6mVSUTZSdSipQ5pPNdOQ36c11dRDkJbkdZkZdW9/KMd/8Ar0oN6kFxxDYzhIzXV1OHCUf1JfZihuGkJByrJORmmCW8p2S4tXcqNdXV4qG8lEpUQc0LxTxkZwK6uqQpRR71xGK6uqQvIJOKDXV1GvICye1BPArq6vBEOF60shfc+or2QBu3j+IZxXV1MHCFFJWUnIrxw85rq6oC8gt4CueQeDXik7SRnPOK6uol5eZxXFakniurqNqEoB5Oa8J8q6urxXl5XV1dXl5f/9k=" width="259px" alt="cryptojacking attack"/></p>
<p>Some cryptomining scripts even have worming capabilities, so they can spread and infect multiple devices and servers within a network. But by building a botnet of infected devices, an attacker can create a network with huge processing power. Encrypted threats are cyber threats – generally malware of some sort – that reach victims’ devices or networks through encrypted web  traffic. Threat actors continue to attack SSH servers, motivated by cryptocurrency riches. Attack techniques start with brute-force SSH authentication, typically relying on weak credentials. Once inside, threat actors carry out reconnaissance to determine suitability for cryptomining.</p>
<h2 id="toc-3">Three-in-four wealth managers are gearing up for more cryptocurrency exposure</h2>
<p>Your IT team should monitor and analyse CPU and memory usage of all devices on the network and have threshold alerts set up. Staff can also be trained to check their equipment using the Task Manager or Activity Monitor. Cryptojacking is one of the most common online threats due to its ease of execution and has been on the rise since 2017. It promises to be one of the significant security threats in the coming years. Regardless of the method used, the code runs sophisticated mathematical algorithms on the victim’s computer for cryptocurrency transactions and sends the results to a server controlled by the hacker.</p>
<p>Cryptojacking relies on a system being co-opted to perform a task without its owner’s knowledge or permissions. In that respect, it shares a lot in common with other forms of malware. Because many cryptojacking attacks are implemented through users’ web browsers, improve security on them as well.</p>
<h2 id="toc-4">How can you protect your business from cryptojacking?</h2>
<p>The primary reason for this is CPU-friendliness – while Bitcoin’s mining algorithm requires a specialised ASIC setup and significant computing power, Monero can be mined using any computer or smartphone. Monero also obfuscates its transactions and anonymises wallet addresses, making it even harder to track than other cryptocurrencies. That’s why we were keen to offer our assistance to INTERPOL during this year’s Operation Goldfish Alpha. Thanks to our broad global visibility into attack trends and infection rates, we were able to articulate the scale of the cryptojacking threat and key mitigation steps, at a pre-operation meeting with ASEAN law enforcement officers in June. For current cyberattack data, visit the SonicWall Security Center to see latest attack trends, types and volume across the world. Cryptocurrency is virtual or digital money, which adopts the form of coins or tokens.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="cryptojacking attack"/></p>
<p>Use application controls that narrow the software allowed to run to a minimum, preventing the installation of cryptomining malware. Binary-based – malicious applications downloaded and installed onto a targeted device with the intent to mine cryptocurrency. The majority of these applications are in the form of Trojan horse viruses.</p>
<p>Plus, most victims wouldn’t bother legally pursuing perpetrators anyway, as nothing has been stolen or locked via encryption. Never connect your IoT devices directly to the internet, make sure they are connected “behind” your firewall, intrusion prevention systems, and other security measures. The best way to steer clear of encrypted threats is to enable Deep-Packet Inspection functionality on your firewall. This effectively decrypts and inspects encrypted data packets as they come in, rooting out any threats that are hiding behind common encryption protocols like TLS.</p>
<p>While ransomware is designed to encrypt your valuable data in return for payment of an unlock code, cryptojacking leaves those assets as the motive is to profit through secretly mining cryptocurrency. We’re proud to have contributed to yet another successful collaborative operation with INTERPOL Global Complex for Innovation in Singapore that’s helped to reduce the number of users infected by cryptomining malware by 78%. In August, the number of encrypted attacks broke the 1 million mark for the first time, then continued to rise, reaching nearly 2.5 million by year’s end. Ransomware has evolved to target Linux host images used to spin up workloads in virtualised environments, allowing attackers to encrypt large swaths of the network at once, complicating incident response.</p>
<p>Author: <a href="https://www.theverge.com/authors/chaim-gartenberg">Chaim Gartenberg</a></p>
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