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	<title>Lukasz Faron &#187; Forex Trading</title>
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		<title>Hammer Candlestick Chart</title>
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		<pubDate>Mon, 28 Nov 2022 09:56:22 +0000</pubDate>
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				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[Contents Which Brokers Offer Technical Trading Charts? Ladder Bottom Candlestick Pattern (Backtest) Limitations of Using Hammer Candlestick Pattern What Is the Difference Between a Hammer Candlestick and a Shooting Star? In case the formation of the pattern takes place in...]]></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;">Contents</p>
<ul class="toc_list">
<li><a href="#toc-0">Which Brokers Offer Technical Trading Charts?</a></li>
<li><a href="#toc-1">Ladder Bottom Candlestick Pattern (Backtest)</a></li>
<li><a href="#toc-2">Limitations of Using Hammer Candlestick Pattern</a></li>
<li><a href="#toc-4">What Is the Difference Between a Hammer Candlestick and a Shooting Star?</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://topforexnews.org/wp-content/uploads/2021/03/image-51o2LStey6HVgluq.png" width="303px" alt="trading"/></p>
<p>In case the formation of the pattern takes place in an uptrend, signaling a bearish reversal, it is the hanging man pattern. On the other hand, if this pattern appears in a downtrend, indicating a bullish reversal, it is a hammer. For aggressive traders, Nison suggests going long right after the hammer candlestick appears. In contrast, for less aggressive traders, Nison suggests that traders wait until prices retest the hammer&#8217;s support area and then buy (p. 57).</p>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://topforexnews.org/wp-content/uploads/2021/03/image-w8YZzFnHWUb4xQrs.png" width="306px" alt="storage or access"/></p>
<p><a href="https://topforexnews.org/">https://topforexnews.org/</a> Line Candles – also known as ‘short candles’ – are candles on a candlestick chart that have a short real body. Thus with a surge in demand for the asset, would lead to a potential price reversal and change the trend. With over 34+ all candlestick patterns to learn from, you certainly need to be made aware of it, because without it you could miss out on huge opportunities. The hammers also help traders identify and interpret other indicators such as tweezer formation, Doji, etc. If you project the height of the candle in the direction of the breakout , price meets the target 88% of the time, which is very good. The best average move occurs after a downward breakout in a bear market.</p>
<h2 id="toc-0">Which Brokers Offer Technical Trading Charts?</h2>
<p>A hammer is a price pattern in candlestick charting that occurs when a security trades significantly lower than its opening, but rallies within the period to close near the opening price. This pattern forms a hammer-shaped candlestick, in which the lower shadow is at least twice the size of the real body. The body  of the candlestick represents the difference between the opening and closing prices, while the shadow shows the high and low prices for the period. The Inverted hammer pattern suggests that buyers are starting to assert control over sellers and prices may soon rise.</p>
<ul>
<li>With neither buyers or sellers able to gain the upper hand, a spinning top shows indecision.</li>
<li>Once you confirm the reversal, you can enter a long position.</li>
<li>The bulls were still able to counteract the bears, but they were just not able to bring the price back up to the opening price.</li>
<li>StoneX Financial Ltd (trading as “City Index”) is an execution-only service provider.</li>
</ul>
<p>Once the confirmation candle appears, traders exit their short position or take a long position. Individuals entering a long position can place a stop loss order below the hammer’s low price. After all, no technical analysis tool or indicator can guarantee a 100% profit in any financial market. The hammer candlestick chart patterns tend to work better when combined with other trading strategies, such as moving averages, trendlines, RSI, MACD, and Fibonacci. The hammer candlestick is a bullish trading pattern that may indicate that a stock has reached its bottom and is positioned for trend reversal. Specifically, it indicates that sellers entered the market, pushing the price down, but were later outnumbered by buyers who drove the asset price up.</p>
<p>To be included in a Candlestick Pattern list, the stock must have traded today, with a current price between $2 and $10,000 and with a 20-day average volume greater than 10,000. What does the Marubozu Candlestick Pattern on the chart warn about? What is the meaning of the Marubozu in Forex and other markets?</p>
<h2 id="toc-1">Ladder Bottom Candlestick Pattern (Backtest)</h2>
<p>Please ensure you understand how this product works and whether you can afford to take the high risk of losing money. At times, the candlestick can have a small upper shadow or none of it. The bearish version of the Hammer is the Hanging Man formation. Another similar candlestick pattern to the Hammer is the Dragonfly Doji. In a candlestick chart, every candle relates to one period, according to the timeframe you select.</p>
<p>On the other hand, if the price does begin to rise, rewarding your recognition of the hammer signal, you will have to decide on an optimal level to exit the trade and take your profits. On its own, the hammer signal provides little guidance as to where you should set your take-profit order. As you strategize on a potential exit point, you may want to look for other resistance levels such as nearby swing lows.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://topforexnews.org/wp-content/uploads/2021/03/image-PbCQ5s9UjziIwXDL.png" width="303px" alt="price reversal"/></p>
<p>As with any trade, it is advisable to use stops to protect your position in case the hammer signal does not play out in the way that you expect. The level at which you set your stop will depend on your confidence in the trade and your risk tolerance. If you are short-selling an asset and in a long downtrend has formed, but things look like they are stalling, then when a hammer pattern is formed, you should take note.</p>
<h2 id="toc-2">Limitations of Using Hammer Candlestick Pattern</h2>
<p>Use it as a warning to get out due to an imminent price reversal. Then use this intel to either move your stop loss to lock in profit and reduce your exposure,  leaving you still in the trade to continue profiting from the downtrend if it fails. If you do see both of these things, then it is a strong signal that the price is going to make a reversal. These are so easy to identify, you’ll be able to see them all over your charts after reading this article.</p>
<p>Both have cute little bodies , long lower shadows, and short or absent upper shadows. Determine significant support and resistance levels with the help of pivot points. The lower shadow should be at least twice the height of the real body. The hammer should have no upper shadow, but can have an upper shadow if it is relatively small. In the event of a downtrend, the presence of this candle probably means that the selling pressure has ended and that the market may now experience a sideways or upwards trade.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://topforexnews.org/wp-content/uploads/2021/03/image-mazAvYgjSNu4doXw.png" width="307px" alt="moving average"/></p>
<p>Before you place your order, let’s take a look at a few practical considerations that can help you make the most of a trade based on the hammer pattern. The above process is a simple foundation on how to trade the hammer candlestick formation, go give it a try on a demo account and hunt down those hammer candlestick formations. Some are more reliable than others, but the hammer candlestick pattern is a very popular and accurate formation. The first is the relation of the closing price to the opening price. In the chart above, you can see the trade setups formed by the Inverted Hammer candlestick pattern when the price pulled back to the trendline or the 14-period moving average .</p>
<p><a href="https://en.forexbrokerslist.site/">https://en.forexbrokerslist.site/</a>rs typically utilize price or trend analysis, or technical indicators to further confirm candlestick patterns. When a hammer candlestick formation appears in an uptrend, to be brutally honest, I ignore them. In this guide, I’ll share what I know about the hammer candlestick pattern with over 11 years of experience behind the trading terminal.</p>
<p>Although City Index is not specifically prevented from dealing before providing this material, City Index does not seek to take advantage of the material prior to its dissemination. This material is not intended for distribution to, or use by, any person in any country or jurisdiction where such distribution or use would be contrary to local law or regulation. Experience award-winning plat<a href="https://forex-trend.net/">https://forex-trend.net/</a> with fast and secure execution.</p>
<h2 id="toc-3">Hammer Candlestick Pattern: Strategy Guide for Day Traders</h2>
<p>However, this was unsuccessful, and the bears lowered the price to the candle&#8217;s opening price zone. When such a candle appears on the chart, wait for confirmation that the “inverted hammer” is bullish. For example, the appearance of a “green full-bodied bullish candle”. In addition, a small up gap between the “inverted hammer” and the candle following it can serve as confirmation. The Bearish Hammer is a similar hammer reversal pattern but situated at the top.</p>
<p>Unlike a paper umbrella, the shooting star does not have a long lower shadow. Instead, it has a long upper shadow where the shadow’s length is at least twice the length of the real body. The body’s colour does not matter, but the pattern is slightly more reliable if the real body is red.</p>
<p>As an example, we are opting for the first option, although it is a tad riskier. The green horizontal line signals our entry point &#8211; where the hammer closed. The red line is the low, against which we place a stop-loss around pips beneath. As noted earlier, both of these patterns are considered to be powerful reversal patterns. Our aim is to make our content provide you with a positive ROI from the get-go, without handing over any money for another overpriced course ever again. We are sharing premium-grade trading knowledge to help you unlock your trading potential for free.</p>
<p>A green or white real body is considered more bullish, while a red or black real body is considered less bullish. However, any Inverted Hammer pattern can still indicate a potential bullish reversal even if it has a red real body. The following chart of the S&#038;P Mid-Cap 400 SPDR ETF shows an upward sloping price channel. The lower shadow of the hammer pierced below the bottom of the upward sloping price channel. However, by the end of the day, the bulls pushed prices back above the price channel closing the day at the high and preserving the integrity of the support line.</p>
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		<item>
		<title>Cfd Stocks Meaning</title>
		<link>http://fotofaron.pl/cfd-stocks-meaning/</link>
		<comments>http://fotofaron.pl/cfd-stocks-meaning/#comments</comments>
		<pubDate>Wed, 16 Mar 2022 12:07:46 +0000</pubDate>
		<dc:creator>main_wp_admin</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://fotofaron.pl/?p=594</guid>
		<description><![CDATA[Contents How to trade shares with CFDs? Taxes What is a contract for difference (CFD)? What is capital gains tax? Traders Pay the Spread CFDs exist across most of the world and are especially popular in Europe and Australia — but...]]></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;">Contents</p>
<ul class="toc_list">
<li><a href="#toc-0">How to trade shares with CFDs?</a></li>
<li><a href="#toc-1">Taxes</a></li>
<li><a href="#toc-2">What is a contract for difference (CFD)?</a></li>
<li><a href="#toc-3">What is capital gains tax?</a></li>
<li><a href="#toc-4">Traders Pay the Spread</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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width="307px" alt="financial instrument"/></p>
<p>CFDs exist across most of the world and are especially popular in Europe and Australia — but they’re not allowed in a few places, most notably the United States and Hong Kong. As CFD is OTC derivatives created by the brokers, you cannot trade actual stocks of commodities with these brokers, but you can exchange the prices on the web and make profits. We do not give tax advice, but we’ve included some details here to guide you. Most traders will pay capital gains tax, but with CFDs this can be offset against losses. It’s important to remember that tax law may differ in a jurisdiction other than the UK.</p>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexarticles.net/wp-content/uploads/2020/03/Options-as-a-Strategic-390x260.jpg" width="307px" alt="day trading"/></p>
<p>The process works largely the same across all UK brokers, albeit, we are going to show you the process with our top-rated trading site eToro. As great as stock CFDs can be for obtaining leverage and short-selling companies, they do come with a number of drawbacks that you need to consider before taking the plunge. Crucially, when you use a specialist CFD trading platform, you will have the opportunity to short-sell thousands of companies at the click of a button.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="302px" alt="review"/></p>
<p>CFDs let you go short, so you can hedge against market volatility by opening an opposing position in the direction of your share trade. With online CFD trading, you speculate on prices derived from an underlying security, without actually owning the underlying asset. Remember that if the price moves against you, losses will be based on the full value of the position. The most effective way to understand the way CFDs function is by spending time on a demo trading account in a risk-free environment before trading live. Using leverage in CFD trading is standard practise and is one of the features of CFDs that attracts traders. However, misunderstanding how leverage works is a common pitfall for rookie traders.</p>
<h2 id="toc-0">How to trade shares with CFDs?</h2>
<p>If you’re using a top-level online broker, you can trade all of these markets with ease. Modern trading allows you to make CFD trading decisions at the click of a button or a tap of a screen. Trading of both stocks and CFDs can be done using desktop PCs or on mobile devices. Whether you’re trading stocks or stock CFDs, the aim is the same — to profit from the price of the asset changing in your favour. This occurs when other market participants take the same view that the stock you hold is mis-priced. Then the forces of supply and demand come into play and move the price.</p>
<p>These range from <a href="https://forexarticles.net/">https://forexarticles.net/</a> in physical shares either directly or via margin lending, to using derivatives such as futures, options or covered warrants. A number  of brokers have been actively promoting CFDs as alternatives to all of these products. The main risk is market risk, as contract for difference trading is designed to pay the difference between the opening price and the closing price of the underlying asset.</p>
<ul>
<li>The CSA and the IIROC are presently working together to create regulatory guidelines to address reporting and auditing of cryptocurrency transactions on the Canadian financial market.</li>
<li>This profit is further reduced because of the CFD trading costs as described above.</li>
<li>The CFD is a tradable contract between a client and the broker, who are exchanging the difference in the initial price of the trade and its value when the trade is unwound or reversed.</li>
<li>CAPEX.com, and therefore may differ from one broker to another.</li>
<li>Our spreads start from 0.7 points on forex CFDs including the EUR/USD and AUD/USD currency pairs.</li>
</ul>
<p>It can only take a political upheaval, a major earnings announcement or a natural disaster to profoundly impact FX (s. Forex trading strategies), bonds, equities and commodities. This market volatility can present unique and exciting trading opportunities, but it can also pose substantial risks. The nextmarkets trading platform allows traders to share in the excitement of all of these movements. There has also been some concern that CFD trading lacks transparency as it happens primarily over-the-counter and that there is no standard contract.</p>
<h2 id="toc-1">Taxes</h2>
<p>Accounts can often be opened for as little as $1,000, although $2,000 and $5,000 are common minimum deposit requirements. The trader will pay a 0.1% commission on opening the position and another 0.1% when the position is closed. For a long position, the trader will be charged a financing charge overnight (normally the LIBOR interest rate plus 2.5%). Trading CFD stocks comes with a number of risks that potential investors should be aware of before entering the market. This means that you only need to put down a small deposit to open a position. This makes CFDs an attractive option for investors who want to take advantage of Leverage To trade CFDs.</p>
<p>There are times in your trading ‘journey’ when you might be more likely to come across them, so we have broken them down into three categories. You’ll also want to consider the volatility of the price moves. CFDs can be tax-efficient– Part of the reason for the CFD market being invented in the 1990s is that UK clients do not have to pay SDRTon stock purchases.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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tW+rgvuyfaaXUbgmSZbzki3oMh5CHXC55IcNQ7AlIyEpzjn01vr8TV4fvS291Th2JTpi62H1rpiJa0ussNvlpboVsIVhSRkYHCxjOjbMuJ+fT6t9CpZFSpq/KfacSopBA3HHbIKDkfA4BzzoUk04Pt15I0cMDvcvzUY738N9/dSa21cd1T5MqV57b0hCbfjNNSVoTsBeSmpAKIScZwCRgZxkFz3N026xXdQ6fb1dqbcmm0iSiVDji1YaENKaBS0QlNSGcJJ4+r8uNbHRzxRVrqdTrnqMyi0a349CfahoLrrrxkyHA5sT7oBSn8krKsHA9MDWr1A8TPUfpxaVJuefYFMk+1t+dUokeUtblMaUsJbW4rASUryMEYwcg9wRZORq0ULHHCGPD6e8BO/PK61r2r1ttS6nLrgVxtTzkdinuNfuYjNtmIySUNNhNQKWwM/zR3+OMalNaVcdrdJZfltONSQPyiVoSg59eErUB+s6jXRuttxXHJp06hxKEq1qjSTVk1guPK8lIdS2GVNAZLhUpIIBGDkHBSQeF0X8W1WuetXS9U7dpdOpNrS49PlrRKW4t5595TTfl5AGMtqJJ7gjGjY0s4d7Y2Vu7lnB5UzdMfrL/IGp/cq/DTzjvJkMoeSCAtIOD6fLTM6y/wAgan9yr8NdRUql7x3fSdU2cK/K4Pz50cuiXRW96r0rotWpdWp1NVWotPnyJEahyUSV+U0EJQpxqckqQRkqAACiokgE40DbxO2p1M8cFzv+nUl/B/4h6hdVgpsym2xGjuWhR46FuPTClMtW7YkJISdpJ9TxyM6UyzI1uqNVUbiA/qnbffTnqv1NoCbXvGsW1NhIcS+0F2o+lSFpGQpKkzcg4JScdwSDrauDpx1YvZyjKuaqWlPaoL5kwGHbTlKbbd2gblN+2bVjAIGcgfDTz6Q9dbT6zxG6hRUuw3ErLL0d4je28BkoODgHsQOxGSCcKA8L8Q1Fb6sVHpPQacw7Po0JUqoSpb5aZbI2Hy0hKFKWrDgPA4GTrmB8wdoDdxv8EYMhI1F2x2+KHlr9D+ptlXzXupNLr9tPXBcDzzkiZJtyYpLXmrK1oQkSQlAycepxrPSrP630y4K/NRddrL/dE6l+dGetiY4yt0NhskIMn3coSkEA4VjPx045niNrzKVR09L5b0h2rQ6OwyzOQ4Jbsht1SHEKCcbAGFbiSCnjIGDpkxvFz9Mv3A9C6dynGrWrESk1FbM5KghTzzjLbiRtyW97WCf9dOAc8EPiHmy0fZD/AMDNg4j6/NOG3+kPVOzek0/pnbdctWLSKkiSh5JtyepxXtAIX7xkf0cAfDA+GmjB6J9R10umIMi1lpt+b7THIt+etchXs5YR5y1vFxZSg5T74KSlODxoz3V4h7YoN8W30zcjKdqVwJfSVocH5B1BUkNkHuVKSUp9CQPiNMm4vFLHseDds5+x50+l2xKiMSJzMpAQ85Jx5SWwRknBJOcYAznJA1GvyHHZu53Uc3HbsXGht8E3aLaXiItRNXYpl+w3DUiClUynVOaWCMgFn2iQvy/rHj3uUj04HizOm3WexLZmWrbNatliJU1yH5by7enrelSHhhxxalPHCzn0G0Y4Hx7w8SM6osXNOHT2XGNuUCLcJ9ploSiTEfbLiS0vaQVBIIIP84EdxrBC8VDh6TxOqDHT9UilyXH0mM3UEmWhLS9q3CjYEbQojkLyArOMA6r/ADnYsH2VVBzrPXz+a4Suhl7vUSj0SWqz3mKFKjy2DItupOOOOspUloOvKkFxxCQpQCCdvbjHGjzfrlxu9DFuXU/DeqJZJdXEjuMNk7E9kOKUoc57nTPq/Xqns39Tum8Clb63NhqnvImSgxHjR0IKypbm1RVlKSRhJyPhg6enUasCt9FJMxMZpobCPyT/AJzavcScpVgHHPqAdNYjpHP9sdFemNvuG1WFfHmfR1b8gpDnkv7CU5Gdp7gc6k7SOjPUm9lWVfdZq9uyjSKVDXBhu29UQwlaW2yl1YQ4PMVhKRyrGEjj11GW8t3sVZ2AFRaeABOAfdOptdLvERTICKP0vqlLbTVmreiTIb7L2Y0tv2ce6jjcFJKFhXGRsURnBwTLc9tGMWq0xu2kNL7dNk9X74q1OqNz1G0Zv0aiS2y2q36s21tfCUOhYS8AsKSkDCjtxnjnTJY8NN8xep0jqlKk2tKqj0r2hphdBqIiMLKNvuNoUApO3+kVAY0QbV8Tf7sKtdtFg2eULtBJXM8yekJeysoT5RCOSojjdt7gnT96UdY4HVCgw6saJIosqQ9JZagzHB5q/IWEO9uMgqHH/nhEyTQD3aHCsRwTn3jaHVNtXr/S7UnWKq57dnUqSyqIgSaBU3XWGXElKm0LJKikckbysjtnAGuQjpP1amdLE9Grsr9FrtvMpYbYD1FqLMlltlxKm0BxCcEJ2AcpJ28Z0TKD4hbTqnUu4+l6klLtvxhIdl5ylacpDmMdwgqTn1AUT2BI5V4eJiJ0/wCpFCsu4bQJZuGQ0xEqbMwFkBawlG8lPGcoPfGFdxztoOlJoMF8rRbDpsvNcf8A4mH1Z6UdaOsKabSrpuShx6FS3/aGKZDolSQ28sIUhPmqxvJCSocKSPePHOute9odYb6sk9O60uyhRUIZajhigVhDkctgeUUEK90pwADkjuCNOW6vEpTqL1Kt/pzRrYfqr1yuoZYlLeDCEubilSFkpJ90j3sA4weNal1eKMW91Ht/pumz2pL1xS0QIktqcPKK/N8s7yUbh3SeAcgjGtAzuoaR5hZIh9ol5vg8/RcCk2R1ioPTJfSemybRYoDkN2C4G6FWC/seCvMVv3Z3krUc+hOmtU+g98V24rMrVVkUGIzbdUbqjrkChVT2ucd7Klee46FqcVhkAKUo99E2leImdOv2u2abPaYFFhKme2moZjPth5tnIOzPdwZBSCDjga41j+J6Xfse65UCyW437jnURpDL9TCFSXCXQG2j5ZSSfIVjcU5yOdaa6dtkNH/VThAaBcf+Jm1Tob1HfuO4atSHKW23V6zJntOvRqihzyVyVvIQtCY2CcL29z6864VJ8L97x2AipR6S+tpSh+RVPaSc8kAGAogFRJOCMAqAxnRgpXi7t2vdN5vUmi2jMeZpaX0zIrz6UONraa81SQQCCSjlPocd85A27a8V1tVHpe51guKiKpFHUp4Ms+f5r61NqSjASEgYK1YHJ9Pjq+9ymig30+arusYm9Xr8kDqh4YOr1XqKZblUojASoKbQ0zUUpbTwHEI/geUBYSnIB77z3IzJ/wAPMvqzZsdu1+o1RhVWOnAbmtIneYpRzuKt8VCRz2971xntpqDxNSTa9BvZixFLhXCtosxhPSJTEZbxaTIcRtxsJBPuknBBIHOux1O8R1rdMp1uw6i2t5+u1c0x0eaECIpK9q1rPYJSSOfhg41YyMkEDSrbFjsBcHfwqTqFBaAoE4Pyxr3rhWrXI9ZhbmXdxaV5awfrJUOCFD0OQf8ADjXd10opBKwPC05uk0lpaWloiyloF+KjqJ+4+zHozDu16Qkp4POjnqBPjjuh2TXEUlDh2oPbPHfUUUObjaevy9KVa7k2OgzXnKhIMhwIQW2clKVKPAyspxngkY9dSFbrdx0u36OutxZKqpSQm35qVKC3JFMlHDe05wopWUBJzhSytfw0IeiciI313bfqTsWLD+jBBdmPubDHL3mbShRICVFaW+SRngEgdzZf1ofubhXI7T5zsh5tb0VLC1EgrLQeinGAVHcp8k9yUepzpeRw1BpS8mq7CJFHp1u0K16BIqjzcyXbNLkMx5bf5RsIkO71uAgc5aaYUM8+W6e+7T18PLKJ4uS83HpIl1eW0hxt3G0NIb8xrGPXY+EkemzHfOgfAjTbmdZt/wBtiJpTLhQ6+paUNSENAJQkkE5A2N5SngqTjcnaMyo6dwqTSqDGpdImpfS0gh1QKCpSyclRx6kkk+nPHGudleywjqU3je08HoP+JieKOiqn9LLgZo1MqE2tVKG4hiJBjOPqkkpDe4obSonaF49O+mZ0RgyqD0js2BXYFSptQg0ipNqYdgOJkJfL61BsNqTuypK8jA5CuD8JI1mkwK/BVCll330k+Y0oocbPxSr0ONNZnpnS0yW3F1asveSrekOygsE+uRt9QSNAjnDY9B80aTHLpe8HlShhYds3jQvDReFvVG16rT6pcddfajtzYb7TgjritpU+lK8A4KSM4PJ0GH6XdVJof7j3b2umNDbjyIiWU1BSUpbdKi4nYBtwSo5GMHPrq3m1LCobdFMeY09KS4pRAlOeaUhRJwCfTn1yeBzqE3jI6d021q8J1NjpZQ6ScAY124gHt1HrulGxhgDT02QU6J9SqhYjE21JFHqtzV2Jbj8G3/ZmVve0NqmofKXGxkN+WreorSBuBGRuCcz5tCO0xBrkDfLdqPurluOuZLi1tAp2+o74I9PsAGoC9C4wkdfLGa9tmxfan5kRa4ruxRSuOpQGcfFA1Yvb9tw7ebkOsS50hyYQpxcpYWr3QQD2HOPjrmZ5a12nqUxjxkHUOFDTw7UObZibjo10QJECV+6inT2kPNKCn2keeCtlOPyqQVJOU5wFJJ+RMuy4KG1ds3p/U4LrqaxazUZ5akbo6Vgtq8hSuwWtPmYT3JSMcqTo4zrJjuPFyHVqtThIWVuNw5WxvcrkqCMEA5yePjrVX08p7MdiPT65WaclJK3SxOUC6tXJUc8bvmMaEclr3anLDcV7G6Qow9H7IuTpRNv+wqzMdftunNRatSXXDuT5Lz6CtYX2B2tN7gPVAOOdNrw1qTT6r1JanwfZRUq5AqUFMpkp85pqRIVvQhY98J81s9uMp1MRyyID1FFDdq1RWllQUl9SwFhIIIQcABSQckA528YxjWpLsF6et5K7qraWX9wLXtG5ISSPd55I5OtnMa6760sjDcNOnp/6i502rya9QnHW5IkojvllL4HDuANyv2ysfo1p9Zf5A1P7lX4aydMYYp1E+jxKee8n3MuEZOCecAYGc+msfWX+QNT+5V+GurA8PjBCjhpNFVLXnj6SqhJwMu5/UdPTwOvR4NOvWoSHEsxTS4S0vOKwlSQ/3B9eBnjTMvFIVU6ok9iXB+Opv+Hi2JsnoZYjsO5JsZtyiRwpCcKAOzkjP/n20HLlDI6PVUIjI4EdP+IQeFiy7ktSizqzWaXMgOXVcER+lx3my275DHm7nSk8oSfPABOMgEjjvo9VOn3SvqL1euhc6vVG3blptRaZUYJQ4qU2thKkPJbWUlSu6FbFZSEpyD31LumWdSqVPFWUpyXOWjYqRJc3rx8B8BgEfp76+XBablb8pdLrDlLc373VpZS425kYypKuM9uf151z/GXLr4W/B1EGc0op9C6dddr1S6KTWrtkVS2LeltJpVWlpJSmY4goV5e7cELQy67u2q9xSCAoZJLH8PlTt5dW6ql2Yz7FIuGDOAUpOVxUvyyp0pPBSEuJyewK+e41N6B07jpfTLuKsSK09HKlMoeQEMtZ+DaeM9+f8edcWo2VUpNbW7DuuTHiL4DKo6XFJyO24kHAIH92iHLY4n1r7LAw3NDT5X91GPxJP0y6eldvdWrUqsNmrUyeusR5qW/LfdDskggqwBuQtCSEcn3VH154vXe8aTcPh9RVIdQioZuSXEqDcVDKRtlEoElJVn67RaKADkhBx2OdTXR06nyqs1OkXKtcdKAA0YqUrRn1CweDk+oPzzk6hD1B6s9f6Nelct+lXLD9gpVSlRY++lBSilLhRuPv4JOwenpo0EusDQLr+eSHLjO9q/zJ91+t0xHSGs1FmrQowl9OoMZt1SkHz1iPt8lBJ77t2QM4xjGTkMrpfc1mWL0Fol33HXnnS3TKxAbpaS0+ymSuchxtQaUfddUE/WIIxzxjlqN9YvED57cmTXaW+40laElVHJwFEE4w53yAdbKeuPiN3A/ulp+ARgCiDHc8fX7c6IInhulUYyXar3pEXqdYNi9QL6jC4bkqlCu806DNYejltfmxnEnAQhRbK1NqSR7hCgFpyFjkSF+gHrX8N66G7X5FZ9kTsTLkBSXVjyGvrpUSUnOeMkc5zzoN9Erf8RHV9uVMb6nUOkPuKQta37cLwVtTtwQXh6BP7I1Im/rcum1ehrtFvGuwKvUmULC5UGEYjSk4AGGypW08H10WESN9l3CtsbQdVbqsm8Dth1gnjDb3Pw906NPTu2Z1X622PWYzDzcG1LfhTa1JWgoQyhKHVbVnHKlhTYA7kKJHYkBa8RmHWRkjLL4yMZ+qfjqw7pn07eqPT21ma7cb0uCqmw3vZGI6YyCQykgK2fW+04J+OhZcwi56onc98R6G1E3o4mNV+pnUv2avOwCzUIMjyo60n2pliaC40pJGVo2jkJ+Hr6yGnVi3rEoz/UKuVduixYE2eimQ1x0spWXyEIWUlO/jfzwfqgfaRa309qkiW9KhXOuNHWClpowkLKEHjaVEgn1z2ONdaLbal0FqmzJgflx2VMsTA0EuIBUMe6d2TgJz8caQkyWvIK3HjPjsKHHXKRTul/V+0+q1IlRH4a1im1huLwmQyUbXFZIHmeY0pz3uR7qPiNd3rqi3bs6b1Wz2azHkVi1W4dYpb7TyCp6nkPFLidpPdtSABn+e2e2NSYjdPaiy2+n90uX3fLxIEBCSkpwPqg4IKQB6EY7+mteR0xrE6KqHNvQusnG4CnNjJ75yCDn7MfHRBlRjT6fzyWPCPOryP881Ga6p04+JDo3Ta9KYcq9MbbNXWgpTmW4A46QPQbioD47ft0MepHWi06p1j6b1JilXHGhWxUVqqc1umrIRiSlRcQUhWTtTnPy41YHSbCmU6qRl025pid0lyTJDqA4HlOck88p5+eoV9YvD1cnTp16e80p2OpSlFW35k503jObLuOm38+qG7HLbDutH6V/pPDpd1T6YX7UH7EtK5ZlTFLtmTLrVRkNBmYVJm7vygUNzi8OJUrgDDfBBwAOej05D1o9bl0Gep6oKqDb8BlgpX55/hakqwPfIJwgbSMFYI5xoSzHqnQ3kXNb8t2DVKYovIeZUULcbH121EYylScjB+WrGKRaFQvC2aZWqfeb4p1WhR5QjrhIV7riULHvgg98EeowDnIzrErxjbHg19lfcukIrpf32UYLdr9p1LwqVCTApMG3Yy4FVZehQ3FLCqoEFve4t1alnzGlN7Uk8dtNaTQJ95+D22abboMyfTZU2S/CjqCnFBMslSCkc7ghwOAdyEjGeAZvp6YVVLzKmr5mMMpCVLSiG0pa1AYJ3nntnBVuOe+tOf0queWpKXOoalttuBSEKpTeAoZBJ2rBPBI+WeMaEMxgNjzvr/pQ4byN/Kun+0H7FqjM3pPbardhw6lLlWlT6bADzSXGkTG3MOoXxhGwpUpfYhIKjxk6a/WKk2d1a6SXFJpVwwJ9UpNUnS2JriMOuLjqIUklAw2hxBVt5wQtCuABqTB6WvOSVpRdk9EF7+OZYabadc75CngN6gSfUk/PWJ3pfU3qwmY3ebyI7bwdQw5T21LQnnCQ5lJyAo4OPXnPORtyGB2oGkU473N0keiYng06rOXfAodXenpekTYYotYQF5InxkjynSPi6wCrPxSvvjUxtAm3un1xwq7Ekv3w7IjNr3FhdNaQF4zt95JyCMjnH2d9HRJJSMkHjvp7GkbIDpWdDowA5etLS0tNqLw6cNqV8Ek6rO8Xs8y+oTzZOdqtWXTFbYrqvgg6q58UL5e6kTMnO1Z1FEMej9ZoNvXpc9cuGivz4oQ1EISyh7aVR1gKCFYGdy0clQAGT6cHm8bhZuSxRXYUovtSYDSw84MLKkF9tIVjPvAOFBwo/U4ODnUd+llDRcVcuwQKqI9SZmxkJY8wtLcQGdxKHO2eM7VYBISRlSU7TRWKcf3uqLaRTIYmVB1UFgPJ3ONuKmyGyhXfJSogkkkng5J7ryAageqWc424dE7KFdFdsZ2mTqs7L/c7V8sqhrnPOpYkNr99ll1aiptWElSUk7VpyFKSpO7RUrVyUin2wLkpMpmuwyVBSMhE5rGSUoOBlaMqyhwBfP1icDQ66qCJBs+t2+UqakpWJ6FYB9zelzfzzz+UQcf6wOcHBA8PdkW/dnT5qo3fTItSkNTH2WZCknclsBJACvrDkk9+50lNpDe8d5o8IcXd03yXf6GdYqddz7tny6uqfMZZMuBJdBS7Jj7sFtxJAIdbJ2qzkqGFHkK0XqlUYVNiOz50tmJHYT5jjz6w22hAHJUo4CR8zoYUzw92Jb980y/beXPhTqep1Xledvbc3NLbUDu97OFd8/wA0aIlVo8K44EmlVVtTkaWnasIVgkd+/p2/VrnzGNz7ZwujCJGsIfyn7bM+DUqW3Jp8xmSyojDjLgWnsPUcdtRL8dkUeyMPDvnUsbUpcalUpMaGFJaK1OJQTkJ3HcQPgMknHz1Fnx1pBpTKv+O2vQQfhtpJOvUbUI7MdrEfqbZL9Aq8SlzkVgBEqW6lDSAWXAQoq4GcgA/HHfGp0Kk9Q1GeV9UaQ3JW/OahNKnxlIW7hnywQWQQP8oOzujKASr62oQdOKDGuLq/YNNkvOshyuNkOtFO5BShSwRuBSeUjuCPl8LBInSa30uVJyZJnylVSRJdcLpaWlPnJkhQCPLCSP4Y+dqgoZKc5AA0hmuY14v9lpjHO3H7rHcz97FVDqduXbTo9NcdpwUFyWil9IL3tASvYd+UlrG3klvgcHXGumb1Nm12dEti6aIxCDzr8X+GslzyVx222gUlBwlElLpJBVu349CNOyV0oolTotNoVcn1GqRKdLXMZS++EnKmVtqStSAkqSfOcVt7chOCkYPLg9BrbhOx5Ua466JMCG3FZUXWSCW5Dr6HSny9u4KfWO2MY475Sa+PqfsilknQc+q0bfd6sR6/HYq9eo1UhMqbLkNuS23IbjJQ8kuO4bGcuOIzgAfwYYJ3K1r1xvqGityXaJ1BaNPlJnGKXlRFBhamWPZTw0FFAUt0lOTkFr9Lti9K6FDFZb9uqSkXAzIamJ8xAUDICUuqQtKApJUEoAAOBtBAB97XCc8ONox2lKiVKrte0xUQVhbzbuGEJbQlIDiCAdjSU7jyRjPIBFF8d2T9lO7kDaH7p+dEnb2RIqcC850B59pLOG4hb2pUWW95CUpCx+UDvKycjbwMHTm6y/yAqf3Kvw1qWNadMplcn1iIp4yZvl+YVvKIwhvYAEkkDhKeRydoySBrb6yH/wBgan9yr8NdjDcHwghAe0sdRVTF3/51qfyLn+OpwdGK1VqB4eLDrUd6EiHFoKXZoejqcUEIYLgKAlaBnCDnJ5zn46g9eH+dal/ac/x1OTpbHgOeGKyqbNmBpNSt1thKAhxanEuMqbXt8tKlJISs+9tIBxkHgFftEimg+aLCSA4hayvElSXkRQT/AAqSyh9qnCA37YtCwCn8mJhO4g52/W+WvKPExR46y1V2VUNXmLa21iI3C3lBKV7A7LG4JKSCRxnjOdN2X0FtylW8u4KVDa9ujMCOFe0yXZCCEhtpt1UhZStXCEH8m2W+CnaE7SEZT8CuVynVW6Wly26PTGS/5m3e886pTiWU+7/OC1EbsnKlEnA4EzHgk91LPnmZWoqSw8UFLhUR+tz6ZIjwY7zTBluwG0MuLWncktLVKw6nGFbk5GCOdaVK8RrFdraIFGtypTT5CZS1x6SHGm2iVYW44mQUNgkH65HYajde1Rtzp81Fm9TgavXPJT9GWoysNphshAShUpSQQ0NqUgISkLUAPqJwdD9h3rB1+nN01ufFplvpeIZp0f8Ag1PaJyrcllH8Yoc5WrccnlXOjDCjcL6eaGc2Rp08nyU+D4o+nkKoU2iPX1QnJkuS2wY0KG9KcSsqwEqcaWWgc/6x0VWuh/Ty4203A/SmnHKmBMWsowVKc98n+/UL+kXg9psOsQKjXbsedkQn2Zbfs7AQyoBaezh3FRJyMAfp1YrRYyIdHgxGgQhmM22kH4BIGj47Io7EZtFbJLILkFIef83bpv8A1Mz+wNL/AJu3Tf8AqZn9gaKGlppWm1algW7ZqVIokNDKVdwlIGmj4jPzczvu1fhop6FniM/NzO+7V+GooqnbzUUQK2tKFKKGH1YSMk4SeANWJ9ALyqN4WNbDrDET6NVb0NaHA2pDhVs2AcqP+jWSeBgpxk7sV03yR9F11JOAqO+Cd23HunnPp9vpqxPwtw6VC6TW9DgTkuezUiI2lp10LkMjy85cTgbSSpQHGCE8E4VrmdpVoBRscnvKRXkRVqjlW7scADHx1qtAJX5avhnGO+Drsp97OUgJcwNuPX/10KqRXp9Vvao0qR1IbgOx6u/EjUxMJglbLZBSCpSSrKhnnPprjNOpbzc1mI5jCLLzQ3A/cj6cojbWkoGzuePrfr/4+WvvBSo98nk4/wCPjpv3JV6nS7rt6mRnGkw6iuYZCCgEqDbJWMHHGCM8fHWvFqc+6rAgXDSqkuivVBhErd5aJJQkjJThY2nPxx6ca0Baw7OjD3xtBLm3t50Gna9vzDkp705P8MZBPqONcjxE0KJWOnc4vMhSm2iQcduDrh2hcNXqXT+h3O+8HKhLpseS4622NpWtKSohI4Hc8Y09esKA908qBJzlkn7eDrsdmimu+KCclmQGuZ1AP1VSNxxgldRi4wCHEf3HVi/hzlGZ0GsN5ajuVb8IE/NLYT/+Oq8LwG2oVMJ45cxjj0Opd+Ee6ZlS6W2HTXeoLiHW6bs+ilUtKUOJQpQ8pL5QNx2gKO1RVjU7SbbQUN+a3Ec1rheo0NwP3I+gsqTqQorSUoIxkkkcY17WlQUkgkZPAyPXnj9WhxRb8qv0s9BqTPtYlXU9R47gVs8loRvMBPB3YIUPQ/PXzqTXrooSHaxCuWn05iO2n6OgKjh56pysKKmiDhXOEpAbycqJJwANcnQeFb+2IGwOnAJDTRG1j6kD7+Q5NIlrUoKyUe98PT7dfGyhbgyMHBOfnoZdRrprVKnUZl2vu2tT5kZ56XPTGS95b6Utltg7wUpzucOce9s2jvrYt++6vU+ism93HGvpFmmTXQ6hvCVOseYAvae2SgEp9M41NBq1B2xA6d8FG2tLum4ABO12ORyAOfJE+KD7YgpVkpcHY/E/+uny39RPzA0BbMrV1QbypFFrNbRV2KzTHqgFqiIYWw40tgFI2cKSQ/6jI26PLRy2g/IfhrqdmggOCtmW3Mbra0to0QavoehI4I6r3paWlrqLS155xCf+7P4aqw8Sbm/qPPP+udWnVH/IX/uz+GqrfEZ+ciofeH8dRRC7pJUqjFr9w0qgQ9lYqFZZEeQsIO1HlIGUqVwgA5JIGSQkZABOpM9M7fe6l9X4uxLsmj2pHTJdfVj8vJUgIZUvnO9QQp1Q5woEk6jv0Xfck1u46TQaUufcc6ppixUIAO1tTKASePdTzhSz2SVAZKuLF+jXTCD0vtFNIbfMqoynDLqMsj3pElYBUrHoOAAPQAaQzJe6b6rEEJlmPkOf9Lg9aOjCb7tRxdGkOsViBFeajJbUA3KSpBzHWFHgKO3ByNqgDnGdO7pdZTVhWVTrdbdLzzLZdkqJwFvr95ZHHAByB8gNOxxPu4zkcH+7SaO07eORgAjXIMryzQTsuoIWNfrA3XhScqSDjBA9c4+Os7R93CUhOMfoOvDTanEpJBGSDjHpjWbIVwO2f8dCKInjRCTT2yogkgdvs1FDx1f5oZ+zUr6IkCntAdsD8NRQ8dX+aGfs16aD8NvwXMf7xUPuiuw9dOnYWM5rqP8A7TmrMkR0blFIAydx9Pl+IOqsLIuyHZPVmwLjqEdTsWLXmy9tUAUoLTmVDPcj4D/Zqw+3uvvT2tGoqkVL6HRS3UK3VgCIZDK05S62HCCpGTtzgcj5jPMz43OfqA2R4ZGgaSd0Q14bdCljhRA19Q55YU4GwoLB786+laFrTyNuRkZGT319LeEqbP8AO1zU4srDRL/mKAH81IA/x+3Ww4EqaQCc4SQMfH/j8NYY61oJDuAEn09QRrMt3a2gIGUkdsd9DeVF1LZwqU4o5zjGfkM41zusn8gan90r8NdG2UbJSxjASNvJ79+f151zusv8gan9yr8Nd7s0/wCBI5Hvqpi78fStSz/Sc1OPpL0/cvLoP0xfiXA/TXI9CZafCY4eDrSkpJSASAk+7nPPwwdQcvDP0rUsf0nP8dWCdBasmi+Gezat7K7JMS3mXgy1grcIa4QkHgqUcAD1JA1jtElukt81IADerhci6qvBsuh3j5RbRBbnpbithQ2sutMJcKkoH832hbLZHZOQOBgaiZdt2NdNafHriWWZF2VRKX6LFUnemmRC2EImOJPBfKUJDaTwAneRyBowdSa0xSaImbdMgO063AqdUmFu8T6m8pRbjDB5DjqnVrSOPKYQe5B1Eyls1/qffv0hUZC5VWqksOvLUrYOBnA7AAJAAHYAAemi4cOxceFz8uQ2AOU8un3Rip30F3hddUfcS7KcLrJczImL3EK3LOduSCCSDn3jjUjLEsQRJyYCI8GmxWd0eM1CSShv3MrJzhSlYOSTx8/TWlZtSp0SDAnxGURHph2OsIcISHUoKCpHI5IxuI9cfPXfoNeeiXBJpq5KG/NbHs0he/apXAwAO4OMHt2GM41WQ98mw4VwxsbVo2UyDDH0ZIkl7az5QZbUUEZ3AZSoYwD8Mf3jR1g49ij4GB5Scfq1G5uststUZoeWXXpLKG07woKwUgkDPz449dSPp5AgxgSAfKQMZ9cazgMLQS5OSODjstnS15K0DuoD9OlvTnG4Z10LCGvWhZ4jPzczvu1fhoo70f0h+vQu8Rn5uZ33avw1aiqeu9CXIlYbWCQpp4EA4J90+vpqwLw99LqlbMalXLOr7MmPIoDDMSMywpsobdSy5753YJTsAGBjvqvm+fMFMrimnNiwy+Un57TjVn/R6a3VOmFnzmyUhdDgKIV3SfIRlJ+BBGD9muX2m5waAOqYx2tc7fon6kuhTaEISWsKLiiv3hyMADHOeec8fPPDMpFt3rRarPVBqlFcp0+puzVpeiu+ehLqgVJCgvbkdgcadzEgoK1Oe973b4DH+3SYeQsrLa+MZwR664gBaiZGMzIcxzrBbxRXIuiyqFdrMZNajPOriKUWVsynWChSk4Vy2pJ/wx6a4VIsatWp08ptpW3KgLmxWkIeenF5bK1f9YQkHI57DgD4afvKhwTgHJPH6tci57ipNo29MueqrdFPgMqfkLaQXFJbTypWBkkAZJx8NRrnbNCHLgY8kpnIp5BBI2NGuvyCb3S6iXbatBh2vWJFLkOU5tmNDcjtLSlTaEbSXAVHJ4GMY+zT46ubv3v6huHPlKz+o6ZtudR7UrVcVFgz1qVT5MiPKUUEIacaDZUFK7AYebwTwd3GecPPq8c2FUPu1fgdd7s4ODXaglmwxwRtjiNgChZtVL3jzU6jn+k5/jqZ/hvtm5a30f6ZzKvUqW3S6TCZmRmYrDhfcWELSnepSsAALUcAHJx251C+8SkVOolZASC5kn4c6nb4ZbktyP4f7DZcrMFDrdHYLoU8ApsFRSCofAnAGcc+ur7QsMFKHHjyKEnA35q/inPVukFBqtyU6uxUOxnWasKnM2zHwHz5akkBIXtSd2zJAHAI9db1Ws+60XlJuuj1GhlTsVqMwahCcecjJRvKvLUlaQAsr54ycDXZgX3ZT3mONXVSlpj7i4USkKKdpVuJGeMeWvPw2Kz2Os6Lptqqy3ItLr8GTIacUhbTD6XFbkpSVJUlJyDhSDjjhQ+OuRbx0Q3dlYZssGklwcaNbgVa0ripF51hlhmiXHT6anZtlOO00vuKVge83+UCU4yr6wV6axrsePH6dyrCpchTTb1Ofhofe99W91KgpxeMbiVKKjjGTnGs9r9Q7VuFEdiFUgh+SiS402+0touCO4G3ykrA3eWvhWO2Rreol00O5AhyjylvNPRG5jLoZWG3WlkhK0LUAFA7T29MHsRmiHAbhMjDge50h3Lhp3J4PIHlfouNaNmXNHuWDcVzVenumlwV0+ExBjLbTtdW0VrcUtaiVfkUAAYHfRva5aRj0A/DTFi4S836hTif7iMfjn9Gn2zjy04+A/DXU7OJOq0MYseI3RHe++5s+X7Be9LS0tdRRa1R/wAhf+7P4aqt8Rv5yKif+0OrUqj/AJC/92fw1Vb4jfzkVD7w6iiJvgIp1u0qidQbjntQmHnK5HZclvlKDt8hJCCs+mTwPidS9p1XpU55bMOoRXXGkodLbTqVlKVAFKjg9iCkg+uR8dRH8ENvQrnsW/aRUHXUsm5Ib5U0QlQLTTbiMEg495Iz8s9tSmt+z6fQJ0iqxZ0xx+W0hl7zFICF7EpSFYQlPvYSOTnurGAcDgZVGR1ndPQ2GihsuXfvUaNY0+iUkW9V6xMrKnwxGpbKHHMMpSpRIWtOMBXx9Dro2pcsq54js162a1Q1JcLaWqoy2hasJB3JCFqG3nHf000OrcPpxMrdBd6gXFVaIqCH3IkuPKdhxnQ6AhbLkhAG0kBJCd6Scd9Y+jU52ZVLoj0WuTqxaESTHRRZst9cglwtqMlpt5zK3WknYQokjKlAE40Isb3eoDdZ7xwl0k7IpI3pQkqVlYxnGBrw5OQhla1NqK0IJCQMk4+HzOsjjhQABjeAOT2Py0HvEfdkSh2k3SI1xVKk1eoOeZGENJQp9hr35KFOYwkFkLx7yVbtuDjOhxsMjg0I0jxG0uKPnTS7abetqxbgo6XhDkpQpovI2rUkoSoEp7p7+uo2eOn/ADQz9n+Gjl4e0ONdNKY0+ytp9CEB9CkpSEr8pGdoHZH9EHkDA9NMHxVdK691Ep7TNGb3KT316VgDWgBc0Eu3KrGqlbmW5XrbrcCWiPIhVEutKcJCSryXAEkj3sHJHGPt0X2rqs6pUeObjua3okebAjp2QZPmtIkpaHlokIWNxeKGdpUlZ2KcKlLQckul/wAHd+y2w1JpjbyAc7XG9wB+wjWp/wAyO5c7v3LwdwBAPsqPX/4fnz8tR7NSE+PUbRQ6TeKCj0OtO291Ov6NNdqL8WPALcmK83EWUnc2460RlJ3Alw55QoK2qT70g0dWemBUVHqNa5Jyf89R/XPf3v8AjOoWDwR3MlQWm2IQUOxEZGfw+zWceDC8sY+g2P8AuU/7NJS9ntkOoGk3DK6MaTupoO9W+l5949R7X+BxWI/P/i1na6sdLw2F/vkWv7gIz9NR/iD/AEvlqFH/ADMLy/qNj/uU/wCzTx6WeEKrUy7Isqv2xAkRULBW2/FQ4kj5gjGgnssH8yL4n0UzOnd6WrdE+U3b9z0qqLjp3OJhzmnyhJzgkIUcD7dbXWX+QNT+5V+Gt21OmlhWitE+3bKoNJmKaDbj8GmssOKHqCpCQca0usv8gan9yr8NPY8PcM0Wl5H63WqmLv8A861L+05/jqa/T6rmj+FuwpTj3ksRqNGlOPbdxaDbZUHQOM+WQHceoZI9dQou/wDzrUv7Tn+OpV27XYVM6D9M2Kmy2qDCoMeqzEqOQ4w0248scdiUxi2R/wBuB2OgZo1Fg9VbHaGkqPPiAuVyq1+DZPkiOzSQJdQZDgwmc6hP5ElX+gZS2yM/0F+pOtXpxadwJnpqcZhMZK2FeU4okOOe8kkpHwBT37du+dNCLL+mLjeuO4tzgmzDMlq3FSlblFSuP9mdG+07+tWqXExCo8qO05HQkLXsGzyUq27AkEEHYB69x8Mac0mOMNAXJbT36yV0rWs2LV68upPwm2xEbCfJbKm/MBxnKvTHKlEemTx3HfdgSF1pLKIjDqm1AJEZs5AA7cAEHOMjHI5J7A9ynVe05lRi1SNUWENsgtuxpaVcYc4WhOOcjg5OQScjJ1uxbjpdw18Rbepa4zEFTvtThR5KS6No2JOcrwPUYzuTz6aVc5wdwm2tFUvlZlpgTqZFqMjy3IzrTym0qJCAFJKkpxjPGcHvkY+GXLN6r3vVGFR7MpBny21fVfUklwA8bySNoPzJOAcjTQpky0b1uydSq3HDqI74Skl0tDv9YAEchXcemBjXeY6AWZWaiuuSogcZjPhcKMnehtraAEggLKV5wSSQVZUTnsBh5a33ltoe73F6tHrddNWuY2dflqKolTbCi0oOgod25zsyBnsTxkY12bv6xQLZqabeZizK1V3GlPtwojKXn8J9SngjvwO5+GmN1UsinCdEqVGU823RXlvlCfeG5SknYkk8IG04SOMn9GnBdfTC2b+LU+py6jBfkx2XgqE95XnNtjCUqyDu28HB450IiOw7oVsGTdvUJ1dB+pJva9XGVU2fAeS0XnGJjCUOI2OpQoKHcHLg0WPEZ+bmd92r8NCfojbEWyLnp8dEx5+RLZWw4p9W5YIcCtoUolSkgDAyVHCRzxoseIz83M77tX4aegIIJbwoL/Nyqmr5QF0uupLfmfweR+T/AKfuH3f09v06sM8L1ZlTumtLpkgbnIMKGlbncLCmEFBT8lp/Kn5uarwv911ijXA8wohxuLJWj7QhRGpv+GmrM0qTb9Ijysw6xbkYsJKgOGmm5DBT8ctzH2/si4/m6Xz26mIsLtLwpJSlFiQCDhCmwCrv7w+Xx50kuLQhG04IHJVnn/jGvk5JdKNilJUQAFYzzzr0vhTZUMBWVY1w091W8h/zE7ht+OB31rVNmLUYTkOQyl1iShTLrSuQttQwUEfAjgj1Hy14gqUFKTuT6YPz9f8ADWrXqo1TqZInlQCmUnBP1CrOBn5ep+WdZaKdsrdWmymfbPS+ybWrkODTS7HcfiRmVsh4LU8ywhxCCsEFSj+UTuV6qS3k+6Bok9XEhHT+ekdg0QP1aZfS59yorVWpQy8+6lBUpI3bR76f7ljj5DsAAHr1e/kDUOf+qP4HXewSacCUg8DYgKpa8UpXUqkleNpLgOfhzqaPhj6a28ehVkVpiZUmXpVEgiT5UnCXG48p59ps5GQhJedSQCMoUUnPGIV3v/ltV79nu32HRZ8NXUS5YXSy1kxbwqUJmk0xZKVlEhhtC1EKw2pKAeRkZUdu5Px1rNa5zRpK4/avbEXY8YlmYXAnpW31Us3+ntjSGnWk3I60487VFh9qYwHG/byTJQkbcbSokjIJScc6+Urp50/sype1W7drkCZ7KzFd/hzC/NYbdbLaXEkDcUpaW2latywlxwA5xtDsTqxIq1Spsi4CiTGbQhkz4jZyt0KCPMkIUUhAJKNwGUklXvc4By6msU96xoqaM8lTDDighxhQIUlDTqgkqHf3kgnHqnXNcHCmlx3R+y+18PtaPvcYjbeuv89RYWjRrDsGmSoko3xIkuRFTAx51QjgBMmR7RIRhKQCFq2g5yQgADbznvWdRbWt2NTKRR7xeXHpzLdPhx3J7awphAUltpQ7r+sgBX1vcQM/WzodGS6bQT5qipxD6iCTnPb17/LXLqtvPQOosSShS0tPSYzoGfd2mS2rbj5FKwB6DbrLhbiwu4XWFABzRyjFHSEuoCe+9PP2d9PVg5ZQf9UfhpmxtiXELVyCv0H69O6E62/DYfa3bHG0rTkEHBAPY8jTnZh95Xk7UtjS0tLXVSq1qj/kL/3Z/DVVviN/OPUf7Z1alUf8hf8Auz+GqrfEb+ciofeHUURl/wCT9Uf3MX6jA5rrP6f4MnUsW2lhoA4B57+g41E7wABKrZvsHgGvMDP/AMsnUul8x0EAKKOMa85lfjOXRh9wLVcaZe3hSUrT2IUAQR8MHvr0GUoSA0EhA9EjCR9mvPCgUqyMDIBP6de2iex4SRg579v/AD0uicrGhaXCMYUM4+zGo+eLV+dDgUGVNkwk0BElxbjSW1ql+chtRU4khQ9xLAfyBg5IyRxiQYaHOBlCcn7dB7xH2Mm67UanU2zHq7VobpbbWwpCXo0R0FMojcob8tb0hCcq3lBA40fGIbKCUvlAmIgIp+G6oxKr01iTYE+fNjuqbU0/P/yhaDHax5nJO4duSe2ioUpVwoAj5jQn8MUWPC6RUWG0ptTjDDDTqmhhtakx2khaMAe6tISvPruz66LOvRjhIM3aF48lr/RI/ZGl5LX+iR+yNe9LVrS8eS1/okfsjS8lr/RI/ZGvelqKLx5LX+iR+yNfQ22OyEj9GvWlqKJaY/WX+QNT+5V+Gnxpj9Zf5A1P7lX4aiiqXvAgVWpZ/pOf46L8irlnwzxKizKOHbbgU5ncBwXnkNOoBPbiA9+haviciC8M/StSx/Sc/wAdPatL9n8OVoUpspxJepygCruEwlyMftzVHHz0CUantHqsSmmFMqkMNJRuDTOPd3BWOTgkZ/QD2+OvtdtZDjn0jCp7SgnKcNK2nJHcEc+mfUg59OB4pjkeKwUpdbyhGDjkcZ9eeee+tyHNlbFOJLJKMAI2EdzjGM4OefTTVrmgbLRsy46pZM2TNflynXnmNiUSSJAKMgjcFKB+HO4kH055P9k1KKxAptVpUt6U1UEuF1wtjy2VqAUUjGTyVYysk+8QMEnQXuLypFCVLdKdwWkocS1uwngnIBGe3r66cNJYFAk0KUsF2FOgIbkpOE5SVbiVbfQHHbHBI4zoUgDkSM6E7w9KZueqVSlhRcjOea+Ao52kAKPyAVnPyA9NSMs2tP1GiMMOsb3y1yUqHur49MDnacn0B1GNdysyLzVWaNKSh5WxGQnal5QQMjBPGfj8T8NHyzpciPShU0R0nyPybrDSApSAeOEp+Z7D9WlMhltpNY7qdsuD1V6kWpbtyKtSXWG6eswA8ZHCsvKUr3FjGE+6BzxnePhpz0a57XuGi0Big1mNOkISSWWljeEJQrOR3A937M/o1zarEti49si4ekUusOK3FQ+jo6nCgfVJWVjnAOE5z2z8ta26hQ7c3UmwulNaokNx4OOPripSpxalcKIC1OEgnsQcD4aAWjSG1uPhSNZDiSdj8bTutWoPyOolBS24UASThIJ55Gf7saMPiM/N1O+7V+GgBbNQjROtls01ScTJZXIU0BgoQFNhOTjnurj7NH/xF/m5nfdq/DT0AqMKgbcVUp1GWG6Bcaj/AO5yh/4FalF4dKstywullaLilOwvZYbyichIZkLjD/6VVb/ZGoudR+aBcQ+MWSP/AAHUgPDrKH7yLHlqClwJi1JGcEEsxJA/QDEB1nJ9xQn2h/PJT2qBGGytK0gFPI74xr4jLgDpQQU8YP6teZTivMjtltRAI3e92wO+siisZUAPsHw415wCl1uVliNpK1ZBwB6/HTI6szjHogZSSFOOKKgTypIwgj7ML/u0+WGiWlZSMrxj5840MeuSkoj0qOlBADjm4jjg7f8AZn9GiwDVKAhZBqMlaVEvEW9HoVFiFbU+uSglhxKEqbCW2GS5uJ/1STox9WFbunk47icsnkjGeDqKturcl9WYLvszaEU9mJARumfW81lbpKAeG1ERykjuRzznOpU9WPzeTvuj+B12sQUHH1XmOzc5+dkT2fZY7SPlsfvaqXvUKM+phJwo+aB9uDp6dCLJveRatsQKPIgTzU4jZQ0+4242EqxkEOcowcDjnAyDpmXmQKhUyRkAu5Hx4Oip0kTZsHo3a8+PDWJ7MBK3Hg1uVlSuFIKDv3IGVZTkhJGfnvI4pKf1FixZkbYpjQ3/ADV8uDaeMm3p9qSobVTprtPMbdJa9nCnGXWAhaluRiThaTn3g5uIG3duQChLgsy+N9Dat1KHRR5ipAiRUMoPssrynVOAq7hBB3pyTjJHO3XC6s3Ut9uyKtDSptKG1qcaebcSp1xtCULLoc5WVhPPf3SAfXXMr71PiUxTFLkuhMaT5oaU8ls7U7yhTezBTlrfkkd3FHKt3CDRqq187xcn+29qiPFdtHXzDgDXT1HHQHopYdJi2m1fyaNo9qWTx391H9/OnNVKWioSoUrzUNORnkrCi3uKkbgraDnjJQnnngfPQzs+4VUiwXHExXVOPlSvVSG8oQCNw4UQOeOwBUeO5IozJZoVPR5YbShhO1ATtCQACAAO2B+Gk5m04uX3PHc17AB5JyRcee2UnutIP2A6ebXDSf7OmRAWSUEgAlwD56ezQw0n+yPw0/2Z+ZZyeiyaWlpa6qVWtUf8hf8Auz+GqrfEb+ceo/2zq1Ko/wCQv/dn8NVW+I3849R/tnUURo/5PrIta/FbQcV5n9H8GTqWaVZUEFWAcjUTv+T4Kf3LX9uwQK6wSP8A5dOpXuFS0KCBkEcHt6d9ecy/xnLow7MC8uoLBBwVJB+HbX1snaF5GADxrwmdFfSkJkNPLV2AWDnHqPj6/wB+voJwptO0HuQT8c40Baa9rt2lZwj3UrUSMjsTrVejtvtKaXuJeCkHaopIBGDgjkcE9tZlrSEpTvAOQACe+sCypt9JcUlO3BGTj/jjUo9FHObwU4enNrUuzbWiUGiodRCjpSGkOOlwpTsSANyuT29SdOjXNoS91OayQTgDj7BoUeIDrRI6VQ25DDe4qOvSwkmMErmmrNIxyJkSIAZUppkKOAXFhIPr6/Ydayq9RUBBXVoSfMGUZfSNw+I551Xbe/W9zxEdQOllnVFyRFjR7rRKd8hwtrcR7M8hSAoYIzu5wQdSotfpPZltiqFmEagipOpeIqi/a1MpSgANoW4CvYCkqAUpWFLVggYGhZGW3HNEK2RuedkdvOZ/0qf16Xmtf6RP69DyM86XHNzqCAMj4kfHXoy1Mn8s6lJWSlHAG4/AaT/uZ/SjdwKvUiD5zX+lT+vS81ocFxP69MXzlJWVKXgJGOeAfTSLzhKVFXBTj0786n9z/wDlX4betSfQcQT7qwfsOmV1k/kDVPuVfhrpW68pUlaCcngj+/XN6y/yAqf3Kvw0/jzd+zXVIMjNDqVTF4f50qf2uae1wo8roF09ccSU+Z5XvBOf/wBqg4/x0yLw/wA6VP7XP8dPy5x7d4cLOlILpRFVTiEoIztXALJ/+pDWNW8+234oE34ZTGjxwto+VI2Dy8Y8odjgZ799dlulPoY9rTuQ2EAlawhCMA/EqGTz/eNcuBAd8gNpS8FNsYUNmCT/AMfhrWuOHNp8NhKEJlKkAvIK87kLcynb5YPvZSEjKsDjjBGNMrng0FuV6cwu2X1xZSHlOL8kbAlSQRgnJSfsHzz89EW0WqXePT2kvNpUp6I2lCtoHuuJABJA+zGfmc6EdUpyoVOh0FJUHI7O6SpKc/lFKKlZB9M8fHGCNOHovebVuXI9bE8KSxUVDySeEJcI7EEZBO4Ec9z250N7drCtjqfR4KeMa3HJ1dhwo7amTKksNkLP5RpZUBkcDgcHHB4HoTrn1W9+vVuVurUak3Mw3FZlvNN5pAcOEqIzkr57E+n46J79PC7zoamirKZsbDqCQQN6PrZ7jI/H56mjTujFi1GnxZ8ujsLfksoedUWx7y1AEn9Z1mg8bpyFuklVqRep/iKhOl5m7mQsjv8AQiR/+eutQ+oniLrtZiQ3b2jsKWsJ840JCtue5xv57nVjv7xfT3+pWP8AuxrLF6K2FDkIksUdgLQcg+WONV3TPJHUeemHhF6nxOoVG6w1rrzEqTkdKA7TzaqWgtrIUUJcEk7Tx32nRw8Rf5uZ33avw0TYsZqIylhhO1CBgDQy8Rn5uZ33avw1sChQVAAGwqk+o5IoFxEd/ZZP/wDg6OXh2jSXei0kpGQXnNu34ilOjj9pP6xoGdSSBb9xEgf5LJ7/ANg6kT4d4iE9EaI20FbqpJe2hI5UVrpkUYPc/wAav+/Qsj8P5rDhbx81Ot/aqapYGUtp25x3UT3/AOPjrZQ2VIUSCUgZPz18Cmjt8tsKPBz351kZb2navvt4GeO//rrzJNLsAUthtKQUgjk4zgZ2+uhV14S4mFTXEoUcqcUSBnA4Ge3xUB6aKiMJKAAOee2mH1piOyLZD6DyypQJH80HCif/AAY59SPjreM6pQUOcXGUBLTaqcPqMxGgJgokynIFRW1HIKg0ll1pSlhQ4WVvJPzBHz1Lfqx+b2dk5/Inn9B0D4lmvzk2pd0MYepyw1Ijsxd7kpp5tsKytJyAnBUM5GfhgaOHVnP73s7Oc+SfTHodd3EdqDvivI9k4T8HJyGu4c7UPg7f9yQql7zx9I1LIzy7xnGeDoz2zYrFN8PVo3dSZ3kPKp8dDja3DjdwQQTjaolQARkZBUsZztAXvXb7fU9xwn8rk/AYOjL04r1gTOi1oUCl2/Nq9aRS0LW5BGEtKKdpQsrSpKht8w7gnKcgA5BI1lEjSR5oP9TSQRYzXT1zsSTd+lAkn0XLr1yVa8INvUGUhxydDfXHZbBGUJU2hAbCQkEYUlRJ4BK+APXt3NMjppzsaNJU42VlqMtQQG/eHlglYG8ZR73cDg8ZSdNVNZ8y8vbz/CKnMdDYjwF+YmK24CFISrCt7xBCc+9tGe5xgqx6DUK/IRUlNFMSnSfaH33IhcZmSEtrQEBwAIJbTuJKeylHaNqU6VcAHBfOIMc5vaxdG4uc4t+gG1/ufTndHrpXS35PTddNfYaaf5SyMkobWEIKSDjsFduD27aJEGK+zTmGJG3elpIWUrKgCB2BIBx6c6ZPSpKnbSQoAj8qex9NqSDrJdtYWLjotEjuqJMhDrpSogp/KI/X7pKcfBwca58gLpCAvu8NRxg/AJ7xVHz2SMklwZHy0QW/4pPH80aYcNpKH2U43YWBn4f8f46fjX8Un+yNP9mfmWcnovelpaWuqlVrVH/IX/uz+GqrfEb+ceo/2zq1OojMF8f9mr8NVYeJJBR1In54y4rUURg/5PxZTbl/J9BXGCf0xx/s1K53KWl/WwpPx9NRG/5Pua35HUWASk+XUoDpHyLC/wD/AJ1LpSkvDynUcLG3g4yD3153K2nKfYNUVBB7ohacZmkUCtv9OaBFWmmIfaq7b6HJL7i0gbinywUkpUvJKjjGPXXrqldiLNueuVn6SVClG0HEwHPKUsKkh5SgOAU5HHfj9Gnvb3TS1ralx5dI+km/ZE4YaVVZTjKUlO3HlrcKMYJ9ONdir0aHXaTNoVQQtUWcypiQlKyCpCkkHkdjj+/Q9VG15+HsnJZ2b4ZpDZBVHY2QPQN/9PqUyb/bt67+k9SrkmKxUPLojs6FIW2cocLBPmIzghWQDnHpra6rWxVLutemQKRTGqiuPPhyXI70nyW3mkH30KV6ApyP06cVw2PQ7rp7VLrRmpieWWlIjzXWA6gjBSvYobhjHfOvAsSEmh/QCanWvZy75qHkVV/2gKx283dvx/q5x8tTUOiNN2dLM6Rr2ghzA0kGiSL8wfPrae/TSK3AttmnIo0elqiqDa40d3zG0ny0H3VYSTwR6DtqN/jp4pDP2f4ak/ZdFiUKhR4MMyFJSAVLkOqddWraBuUpRJJwBzqMHjp/zQ19n+GvRQ/hhHiYY2Bh6fzoAPsFDPpIW/38enOf4w1z3DjsfJczqZ3T/qJDgV237P8ApZDb0msVxFQjON8lapD62BkjtynBBxz8NQ86Jspf669OklIJFdSBn0yy5qyeZRaTKqtNrchlRlUzzjFIOEp81G1WR68ca5ec4CSj5IWTh5GQ5ksDw0tI+Y1NJ4Ir3fuhncNCh3Ne8qNbVLlSq8xNiPS68+7sbpCUbF+U0eFFRRyUJBBLuVq9NbPWO05i3qldMygwK3CRRw0wqTLDCqU62XFLeRkH6wUn3k4WC2AO4IdErpxakqryK2lFRZlzJCZDxjVSUy2taQACW0LCOyEjt6a6dZsW1riqTdYrdMXMcb24Q7JeLPuKJSSzu8tWCc8pOkdY2S0nZE00UrS0BznWKO35qJGk70d7sk9RQTPuwuVPpHbsavoW+5OfoAmoeHvOFcmOHAofE5UD9p10untOgW/ft0W1RWvZ6Y1CpspuMgny23HPaEuLSPTcGkduONOK66BTbmpqqTVvPLC1NvJ8l5bS0rQpK0EKQQoYUkHg682hadv2c3JVSkSVPzVIXKflSnJLzu0YAUtwk4GTgZwMnWC7YpkdmytzY5RRDQ32uuwcCOOtg81snxbgSZLmBggY+zvrm9Zf5AVP7lX4a6NruoXIc2pwQeTrndZf5AVP7lX4a7fZ4qELoZHvqpe8MCqVMnsC4fx0Xo1H+k/DfT6dFbGEW3HntEp7rjOokuEfE7J0k/Y2RoP3qkKqFVB7flf8dH3oZNMvpba9OrTim6OiltQXJCyBmOtrypQ+xLM9bmSRxH/1TouRtTh0S5ojSUDaZPZjsI9oWrlBB27exP263na6h5hqqeWEsx4ajFXs4DoXtCFZ5GQpJx8Dj46Y1Sp1wUm7ahblUSpqRAlvw3kIRg7kLIVsyfdIwMjPI+3ThreVRqXSmgG1BshS20gIed3nasoAOCUHBSN3PoeBps9KXJDtlqVB8Onznmn5BZThxaifMBzyexIz3xyAPrEd9cGvQvaPImR3CpZVlK8BLiQOUjuDknPJyM8AgnXchoGXWFZSUHzEpwlwBIOT7yQFZOQQcAduMca+NhmYwzHJcT/CsOJ2BYDZ7HKhvC+CDgEKHpuGrVVYUhulcmsXHS7RuGrgKelSm0l0A+9seKAo55BJRk/Pd2AA1Y1QUlFDp6Cc4itD/wAI1BDwpTKDcVsRKEJrLVWokwF5hbhUlxlTgWFN597GVL79yD21PWmp206Kn4MoH9w0BjrcW+S6UI9kO81s6WlpaIjJaFniM/NzO+7V+GinoWeIz83M77tX4aiiqR6lAG37iznHssnP7CtS16GUE0iidK7dWlA8iBAnyPUIUlh2a/uH9t+nA/Yj4cRTvphMqlV6OtYQlyNISVH0Gw5OpJ2reEym225XW2STTbchxwtIyWHpiELWr0zsZahN9/rA/HS2SC5oaFVhp1FTaok+JVYDdSgkliSgLRkYOD/xnXQACfdyNyU5A0OOkdytTbYh09WQY7TTbW/6zv5BtZOPU5Ur9R0/zMBOdvJ93trzkkZa4grrMeHtBW1uLZC3OCgZPOMjGtCqRmKvS3oj4wlwY3bRlKs8HHrg4P6NZhIZUvP1SSAor5GOdaqnSlaWM8KJPz1TQQqNHYrjWC0mj/8AQdQCmXWn0qaLhGxSCjaAhRxuHufaMjIGnd1dwLBqGO3lHH6jrWp7eJTCkn+fggZ7fDWz1fP/ALA1E/8AZE/3HXb7OOoOKSmbpoKpS9TidVCDj+N5/QdEjo4qXcvSa3aAkzanvojQbixI0iQ8C2VErbS5sQcBWFbVEZSnkdiObw5qdSHbCnP8dWB+Ganpj+H+wFNtJ3GiMLBAGOck9hxk863nyd20Lg9r9hjtyNsRdpAPlf8A6ECunfQKtybjitTI7tBjzkNSUvPKS5LksLQ4VowlQ8j6pBABI3pBJzo73lAtSk2kiz7Vehp8hanW4rcjeRuyFDcScHKs4JzwcDjRO3flEpKCR/OHoTjWwtRClYCsenPOeTjXLOQ4uDj0TfZP9OYnZEemEW6q1HmvIeX8u0P+ltTgQLddgVCoRY7kZ0qWlx9AIBbRznPbv2+GmzCXOrHUNFXG4R23mi3veQSSX0EpSB32pyOByEA6MTjq21r2qUdyMc89if8AbrIkLdAW6pSQPQnt8NZ73ckDldoxEgC+FssLAeZAAKlrBJB49NPlv+KT/ZH4aY0TaiU2kDssYJ/Vp8tfxKf7I/DXQ7M/Mh5PRe9LS0tdVKrFKGYzoH9A/hqrvxSRjH6jyyf5yzq0daQpBSfUarX8YlNMS/1uhGAs/DUUTJ8HvUZuy+sd00WWooRVI0GQ0R/1qW0uh1oj1O3KknuFN7eyzqxUFt1gPskKCsFO0jnOMEE6qRtGTIo/WSn1NhwIU7TfNaJURhyO8leR88Kz+jVpVm1ddT6cw6pSoBfcaYdZYYKgjzSwtTSAVcgbvLHvfPOuP2gwB4cOqPjPNuYmNYHVbqTfLNMnQbfs1inVHDuxVadMxtjzCkq8ryeFYTkAkDsM6MD0YhtZS4U7k8KTyUn44Oo1V23KDWaXGt7p/wBEKzbV1uzGHWpjlLQyimvB9Di5CpySUrQAFgJSpWcgAAak+6tvyyCr3kk847jSk7WiiNkXHcXXqNrEvKEp97ACc5OtSJWaRJnv0diqxHKhDSFvxEvgvNJKiApSc5AP2aa99zr3qkRyj2ZBkRmUvNMSp6PLTJLaiCv2RLpCMpHdxzAB3BKVkcDu0qb1yobz7tt2Zb8GE5IUHUV2rOPVGahBcCFKWygstjcvzAhOBgqGAVEmmRBzbJWnzEOAAUqqKoqp7WTnAH4aih46lAUlofL/AA1KKzXZ71vQV1VLKZxYb9pDOfLDu339medu4HGfTGop+O2QEwo7ROTrv4/4bUm73ion9CUF3r507aAyTWSv9lhw6szWyhXChkAnJ1WP0KauOT19stNsUdiozI4ny0tvyfIbBTGUlJUvBIAKwTgZ9B3yJZ22z4lI1aqMZ+zg266y4zEqVZuIPQW0YJJ8ptS3UkkoCRjcAklbisa52dF3kl2Bsixy6BVEqQbYCGwgkhJ5yeQo4/8AT9f2a9Ic3pUlRGwAYz9ug50/Z6x0SvrgXTain2pS0l+pOV8Sm22UJGcBQCysrKtqEtoSOSck51273kdTqlNNItOAul0zzAzKqYdZMxwFG7dHbVlDbYOElxWV5CtrfZWueYqdpDgjtlOm6KIbzjC3vJS+2Xgkr2JUCQntnGe2sjCUjC9uVLA5z8vTQIs6F1PpM5T9J6WMUqY+28JdSrFZZcD4UohAIjoUrOUBa9obzuTnzCMg5NKUWmw4tId8sb9qcJJI5xn0+3VSRhh2NrUT9fIpOa1Ene8R+v8AVrm9Zf5A1P7lX4a61oN/wd1Y7E9vhrk9Zf5A1P7lX4a7mEKhCUnNvKqVvVO+fVkY+sHR/cdFXotdsOj9DLdTVHlVBumUpwzI491awFFCmO+QVsPKTuPGCCCMDAqvUkVCqkAEjzSP1HRG6B2/bl29NqU7T63V6PcVMgRZq4jLIUJCEhJ81oEJcJyAFEKIztI+RZdNe0lZCfyrD14s9hysU/qBABnfSIbh1F9KNyHJLTYLb5HcB+OUOpOQR+V9RoVuzJEmuLUoLXtQn66gshP1hk8Z78HhfbartqQFkuuXDQ6nYd+T0T2VNOhUtpSnlPxkLUsPt7sKLsVxZc2nBLLrox7qMgK8Lcqlk3XOoNwxfy8JZAWhWWn2lA7HULyElDgUCFApBBIOeDrULtu7PISMzfzjgrIiPIjz0D2hXmv7koQ8ouBY53YK8bjx2CsH0A5GsayiPUkodiOD2jawASdpBPbKuMFSQUgK4I4OtZxaQ4lxgpXheFcgblEDdyoIJG4n3snsPXk55TQlRXH0KKnAdxT2G30GCOcg8H5c7e2mKQwUROk1eeszqtatWhyVtGRU40SQFDCHmHCjIwr0wUqABwCkYHGdW0UxYcp0VaeymUEcem0ap6sx9mqXPbwIIXGqMNIbVkf9aCQFAqTjcpWB8wc86t5tUlVsUhSjkmCwTz/2Y1gt3tOYp2IXV0tLS1SbS0LPEZ+bmd92r8NFPQs8Rn5uZ33avw1FFUzfa2m6RcDj4JbTFkqUB6gIPGjZYkluo9B2Ke+8tc+qPQENFKveedWpt10fMFtxI+GGk+iOAjf+76GuDZjcY0gAnsCUEZ7aL9r02PaNoUKdcNTW7Pm0xEqnU9KFrWhBSjK1JQCQpwANpO/OEqOEkYUN4Bq0GU/RSe6NU1EFTbz89qQ9T3VtqcZcLjaXlAbm0KVydgKgT6qXwAEhKTogtuITsKdp9caiBb1+TqVb9Pk1itN2zGcfS3EhRYhU86k+8MDYdv1uTjb6/LR/6eXTBkxGoyrgdlyZGHMvL5xz2G1IBPORtHpwO2uNlROsvTuNM0AMCe8ifTmJDyH5rKHW1IKkLdSko3cJyPTPOPj6a1BWKapCHmp7Dg3FsLS4kgqzgjOeex7d8aFnVy1E015y+6NHuGp1SVPjn6NgOYb3+WWy4UIZcONicFSs4BOOcJUOLetBSKnSoSLDuiDHqKYdPnFbryw3GWyUr3l6NglraEL94Ddko9wAgbIGPbqv+fVbfO9rtNfz6KWlHdD0qO4lYUhw7kKScgjn4az9aHvJ6fVE7sZaV+B1wbEt2LbMOFR2KnMnCO44oPS173VblKUQVADsSAAAOAB6ZObxG1NFO6bzlKWAVNnH6tP9nVTgFie9rVV15uhEmrPD+aHVfqB1ZL0MpzlK6L2RTlApLNBghQ7EHyUnH951WnXoNZuSoKoNt0x6pVSsSfZI0Vk+8sqVhXPoAkkk+gGrGKtc9z02x3KXaFn1iLPp6WIsNbsMFpEZCW9z5BIBASHEhsZcyke5zqu0AX6WhSFwZZKJylvJ94BK8/VBTkqPwx+j/wBdbBJWVENpKsjnHf040Kb/AKW91MVDj0d2JMp9KQJjiUFpapCnQ62WkFxKkNuISCdxGdykgKRyoMyuVjqLULPqlv0urfSj9BCJUqfIdTDmQjGmHb77QWh5S2mHCobEgBXJXnaec2HUBvuiun0k7bdFIYEFIAIweRgeusAUpPDhHJKsduNDawb16gogJav626m/UQCuSuDC/IRnAkfkgpYb8wFQcwUBxKcDc57ydOD6fvetspXT7MFHBWpKjW5re7ZnhaWoynQsfIuNnWXRFpoojZQ4WnjFW0qQzhOdygAcf8fDT+aGGkD/AFR+GhZa0Ouw5Z+mq6ioKdUgpDcRMZprBOdqQpSuePrKUeO/JGim3ny05+A10uzm0Cl8h10velpaWuol181A/wAc9AWzV2qilJwo98d9Tx1GvxmWca1Z5qLTO5TIycDUUVZtTf8Aoq6LYr+0lMeauE4B6JktlGfkAQNWmdHo78Lp3SmZaUpWFyVZA7pU+4QR8iMHVX1xUx2fTJVPbV5b4GWlf0XEncg/rA1OPox4jXrt6XUip0615biqdBbgSW0sPLPtLSAhQyE8HcN2PeJCgO51z8+Nz2jSESAtY8uKkgElKtqdvP1TjucZxrIohZUD7uQeTxzoS/vzVoPtsotaVh0Z8xcR/CASMA+5jON/qO3AwDrYY6y1CQyl1Vnzke+gKQY7+UpJUMklscYCfQYPOcEa5fhpKuk14iOuUQa7Wo9t0SRVn21rZZSknywNwyQMDJHrj7B+jWixfdnOMIeVcNOZWttK/LXLbKkZx7pwojIyOx9dMao9VG5cddPn2Uuehptt3a9BdWhxWwqOElJAIIA4yc8d1DWkm/qOWnEq6eR/4egvugwHFYUlsHCsN+9k54OOeANwOtjHNe0Fgzi/ZOyNlp9QLPWo0tN0Utb3CktoltlRBG4HAOcEZI+OD8NRU8aEmdctXZp9DiPzeSNzKCpIxnOSOPQ/qOnw31Do0FRXH6fxktsFYSG4Cgr6453Ja57qPAIPJB4OvT/VKmuSGlzLCZW/HLbiFNxlK7Kx7itmMgJSQQSOM47aeinfEwM02guDXGyUFfCT07NqXTVuqt7ymaYiBDcpkGM6fyuSoKecI5PZKUgDn19RqV8q+7RZiqk/TTT7SGkrcUydyWUrO1JXj6uSeASCcHAJBGhorqXbzxT5vTaKj21kNhRh5G0IJwfyWVAnIwccEjvwfrnUy1UwHULsCE9HYWWHmFxT5boSU7SrDeFJGeAQRgAj6pIWlY+Z+twKI2QNFAj7onwr2tCa8mHDuGA+6tKFJSl4E4WcJH2k8Y765HUe7Zlqwowp0Zb0uWvy2gAnvjOAVHaOEqJUrgYxgkjDEZvuzo8hYZsSnodi+8H2WgkEebgJRhAB75BzgY342gHTNu2t1espbqKrpkLlv5ehU13KWcITyGtyR7qk4KwAeeD66qPG9qzwsyZB07HdEi0usMGpQVy6qw+0QtHs/mrjtuLSUJJCkqcTghRUOBg7RjHI132+pdAWNyXHNqQoFJfign/6vrqDzVm3zVJ0qn0/q3ciVxHMJZeqs0OKbP1Fnas55CgVJ90kKxwRopdPfCx1nuCTDqUzq5WokR1fmNI+nKipbie6SU+YMA+uccaZfhxDl1X8UvHlyu2DbU8LJfRMobM1ttSEvcp3KSokY+KSR8fXXH6y/wAgan9yr8NOO1qMbet6BQ1S35SoTCGVvvrUtbqgPeWVKJJJOT39dNzrL/IGp/cq/DXRjYGNDQtElxsqpW9RmoVXjP8AG5/UdGLpBazj3Si059JDVDqLUBlbU4zae4vJ4yFEocAwB7pUPUHOg3fHE6rHJHDvI7jg6cPSyj3fKp1h2PT+vVZjTrgpEaRDjM1yptsRQ4D5Ta1I91BVjASBjJA4yM5kHqgykADa0TKrZ93Lli6HarTWK9GfQ6h+BU4LaXXUBQ85SVPhKVnCcge6oFeR2GsnVS1I12WM1EkRo/7oY6Wzby4jyDvcwPbY4WopCobayNrqjhK1lCQsAZV+dF+s3Tai/umvLxC1aBSkvoYW+i56u7tUtW1BISkqxuIBwDgHJ7Z1zp3Sm7endMPW27+oMK8YMdqPDL7k96rLDbriNiSJKSAj8ohXocHI0EPa6nBw9P8ASE5pbbdJ9ePqgfXbbvCi1FqgVyhuwJ7zbboaSAoOpVjBQWThSeeCAe3rjhwDplf89yMwxR10xTqFqd9vcRGwEbVlzCy2vASRng4C+MEHJrsyXfldvasosur2lEqNfZEmE3LiyShpKNu4supUvHIKlNeYU+8SEYGuV1Rs/rW3ets0PqP1jiQJ90PKi0xdNdejtuLbGA257O032DygkuFXC1JyMkaJ4h2rTsCgiAVqFkLj2P0NuiP1AoS5FbpACXok/CC46opU+2hQO1tJ3gk5zjGDnkY1aNbzRYoNNYKtxbiMpJxjOEAZxquVPhlkWLdlv1295ftYXVY7TU1kJcR5pcBCFFXvIKj6kcngEkgascoTHstFgRiFDyorSMKGCMJA5+eiMkEgsOtMws7slpFFb2lpaWto6WhZ4jPzczvu1fhop6FniM/NzO+7V+Gooql7/C1UevhoZX7PI25+Ow41IG17aqZsqgyXKdLqs96nxfMdRPpsdQaCEYSHlLU6nA4AA9PkMR66jOJaoFxrU6pvbElELSraoHy1YIPx0U+m9l9abnt23P3O9ZLoeamxGUNIauF8JQNiQEYHAxnGO/HrocgNXYCDJyBVor0uBc1JjzKa7bLVQp78lSm/bK5GcU2yQAplbZIDwB34UpQUARnJ05rKo8eI42iow1Utpl/fHUzLiF1LeCdilpWVEe9jjBO3JOToX9QekHiI6Y2zIu65ettzGlxnW0yHo1wy3fIC1ABaxsGEZIyods5+zkWDYfWbqRUJFKtfxEV96dDYEl2O5cMxCvJJ2+YlXl7FpyQDtUcZAODpag9pcHCvmsAlrg3Sb8tlNSLf9A2BTs1tPlkJ3B5s5IByCd/fv+rWZHUi0XUpS7UGcp93HmowBnt9bn46hrcfSjrza91W9Zdf681tqoXN56Ka3+6Gaptxbe0qyoNEJPvpA3YyTgawdQukviF6b0z6fuHrHcTFNLyGFyW7geWlpTi9iN427gCopAPbKhzzpUYcNj2xvwmjlyAH2TtypZ3R1xplsNxZ1EhOVJz2gJLDCEvOOZISEpG9IGSr6xOOPiRrJOqc3xA0V2POb+i24ElUaVCktq2ujYlQILawpON3I3HsoZHCtQ/sy0uqci4oEqrdWblqVLZkodeZTWnXRJ/nJaAwMhe0g88ICj2GpEUi8RZNVah0m4mjImVgP1uG4tt1Q3YUsqJ95sbEJQBkJGU9hnRHRGBmiI7qmT967U8bJ59MOkPTfpvWJ8mkxmHa024G5EtbRQlrI3JZa3KVtSAsEjcpRyConI0SBOprjzjKKjHUtkIUsBYOwK3YJ+GcH9Wg3KvbpbNnyqjMo7bstlLSnnDPUpTuGlFKUnOSCCQQrblG7I/mnE5cfSCS4uBHorLTkpoYU3L4KEhAScHKSRhJOEqHCc5JwEzC+Q6nWmRKGihSItzzpFImpuejT6UtbrQiSIk+UqM28lJUpC0uJbWUqQouA+4QQVZKdoUOCm06KaFOuSp3pKabq7jzNXXSUoUzKK3VthkBba14TuU0lSAlRJUSMlIS3qbeXSJiMlbFH3tO/wACUDOK1BJIQrjfgZCPewdylFYOdxJzRbt6QR6fKpkemx47DZS68y3UFflx5Th28qG5PJUAvCc5Vwoc2I3N2orJc07mkX2plP8ALQsSEBK0h3JO04I7kHkHAGQdeDJbW4ltK0FBSVg7uTjt/fzoHt1/omopfjUNCTPQtR2VBSQoBoD3gF88KPbPGFZycDNSrz6V27UJdZhQgwY2YqT7UnY2Eqx7oKsYIXnkkhIQkcAAZ8ORvRRO+6GkeaM2p2ewoIOxOefjweNERPAA+Ggr036k0W7rlYplNby4UlZHmJIQMnjA94EBOTxjJAye+jV210sGMsYbQZXBx2X3S0tLTyElpuX9bTN023MpTyAoONkDPodOPXwjPw1FFUd1gsKdY92S4UhgobLhKDjjGdCVmo1ewbl+m6fPnpolUfQakyxIcSI7uNvnhIISQQfeyFAYzg9tWn+I7oJC6gUd2oU9hImtpJBCeSdV23jZNVtSovU2rQVJCFFJCk8EZ1OVTmhwoo6NPwZ1HRbNFfRLriacia1JbnOqZcWeMIwshQKCDgHGQfhwPqfOrMSBWZtVrVbakwMukOSpCihK8IbCkbsfzHTkY+qMjOUgY2BVHOmldE5mmO1WjOZS7B9tktPR8kZUwptxPGB9RRwewI1MLp5Z3RHrnAK7XuKnuyiQ+/TpMiezMYexglTftQJ44yM5AGO2k5JG4/vcIZgfIfZQJjVaprs525KhcdaiNRlue1eXVHx5bZR9YLKjj3dyk8E/VBwrIHAj3Fd0OPSnKhWLujqrrKXaW/IqC0IkNJWpBUAl3chR2FYQeTlXxTiZUzwf2bUWnY02DHfjvFCnI5kzw0pSTkEoEgJODx27DWzVvCZata8lirbX0R1IXHBkzEhopWpYKQHsJwVrIwM8nQvHwqHBmKilUa1WKfX4VIfuOsM+U40h4u1aUnzN4AWU4WSVDd6jAwM4yk6z2Qi737tkR5dz15ynxHSX/OrMhZbTnavB3jlKgoBsfzcZOeNSbd8H1oLqCKqrzDM97MhU+YXMd8bi7kd/T5/Zreb8MNIYRIZiTFttyh+U/hcj3uPXK+e/r8++qGdDXKsYUwN0o53/AFWtSrcZqds3DcTUV90JfdTU5YUylJyo7SrJ3Jz2PqcdsFv2rB6iXJa8+orvy4oc6Oy1OaifS8l1UhUl1bbDQcLiUto2NZKlA4KxnsSZOL8KNsR4xhIW+mMoYWkTZGw9hkjcR/drKPC9Ro7qqhBqc5p15kMOlupP4dQM4CkklJB5OMY+AGNTxsIFAqeDl1aiEC6BbV5UCj1iu1m66tMmRoDyo1PdqLsxphYaCklxJWpCl594AZACVd92Esicm5Yk/wBhVUqlUBU22HmHkPPODzQ4hxLqFklPmJCVgAYVk9sHOpSQvCvSodMmUpmuVVuHUX/aZiGqs82t9zaEcuAeYlO0BJSFBJHcHXCd6E2Ba5at6lvTZ89aA2iLEqbi5G3tyvbubA+JIx31bMuNxIu7VOxZALqlH+sVgq6uoZoyy9sAjzSjcv3lhIKcA/zSlTmBnhSSOTqyHplTJibcp1UrNMcgznI6R7M4BuZAGOQCcEgDjOQODyDoW9B/CjZPTeoN3hPpCVVgKW4wy48p9uIVKJ3bljK3MHBWefUfEyFQAkYGnO6a7S49FcTXRg2eV90yOsv8gan9yr8NPjTH6y/yBqf3Kvw0VEVS15FKanUysgJBcJJ7YGdPDou7ZL3USwLoReNtwaNSqLSHJT8iqMNhp9rcpTSUFQWVbtvABAKuSOwZ96JC6jVEHOFean9YOpC9FfCLYte6MWtcEmHI8+ZR2pDgTWdqVEp77TFVjA5xk9u+l55WRC3mr2WHxvkFMHG6IfXrq1YVy9PW4FhdSLBqNXbqUOVHaqNThuRwEOAqUtDqsHCcntn4c4wEOrlL6WyqRdPVGodU7Yrdx1hymqTb9FqyFx96EsMuY7rcKdi1JykBI+Oisx4HrBnQ23ExZ4QsbwTXU7k59MexEeuO+tuH4GbEZKPNjSlKRtHvV/ac+vaF6/46Simx4QA15+yksORNZcwb/FNDoZcth25OpVWr9+W5TYsSKsgTqnGYfWVgpx5RVuA5UckAYHrnWfr/AHZYd8dVelVRoHUi0XKdQqhIl1CQa5EQ3HRuYUDyvcpStigEpBPB+3T8qHg2s+VBapr8B5SWNwacNeytHbsr2Lt8u2uO/wCBuyZHLcKUlSV7iRcHcDPHME4/VqGfHMne6t/grEOR3fdhopdjqf4lel8h23LVsm4YFzVebcFMUWYJ85pltqW06pbjgGwcN4ABJJOQNTIpUhuXS4kpkKDbzDbiQruAUgjUPLP8GloW1XqfVkQHyuJKbdSlVdJAKVZHAhpJxz641MSmMCLTYsYdmmUIHOeyQO+mcTuQ3TFutETXqmFLa0tLS04oloWeIz83M77tX4aKehZ4jPzczvu1fhqKKpm+m2nqXXWX3EobWw+laldgNpyTqQVMVSrc6ezZtmXXaISIlIYpESJcsSLNb3RmVS5BWvcMhe9ABG7CnMfVSDH6+Ww9TK5HIBDrL7ZG7bnKSO+D+B1LSyvBlbFQsa3571H9+VTIz+RXwnJU0lXb6POO/wAT9ulciRjK1upZcySQUwIyL6mdJbptT6Ku6+LLzVae2zUoQr0ZxCS40A61u3YITkpyPhxoEeH2NR+lHUqu0yp9QbRetiFHcTTKmqvRCqSha0FCSgOFQWEgheQBlCSCQdO4eCWzg6hQpz+CQCPpxs8Z+cAeh+OkfBJaxcCWKWrAGFH6fSCfTJBp5x+vSLH4zGuaHmituZO9zXFgseq6fUPqBYjnV/p7Xo9xWPVqLEMyNMluVNhbtMcWlJbeQQ5kJKkBJO1X6M502/F3GpN32ZCl231EiVFEaotuTKQ3XIwZcZ5w8UEjcW17TtJ7Z4yARtjwN2+FqzTM5SAP/aFvjn50356+u+B+3nuXKcrcsHKzcSCc5PJ/6O1bJMdrmuD/AHfRZdHkPa5pZz6oTQqnPofTsvWw64uQumuqYmNLWkjzUpG5PAyUDzcEZ2lY59TggXRcT9LTU7ekVONSaXFYSIK2liE4QhAW04nG1alr35VuJVkqB7EyDofhhNFhCBDZWpDS8shdyfxXf6pTAGB3/WfjxzZXhGqDnlNx5syBHbcS/wCVDr7KEl3duBI+i+cEdj30x4uA3uhnFm22QpuuX1Zo15qZtq+6/Jt+QpATH9vXvipUghJAzkjjjAOMHIAwrXKuK8usNBm1Klr6lVxxbEGLV4zkOaXA4ysKC8h0JOAUpBJH87OMDGpBP+Gq5psimS5dcmPvUqL7IkrrUYpeayk/lEml7VHKRyACPTGuW94Tam/UZVYl1GW/JmEtvLfrsdxJa24DaU/RgSlAwMJAxrIzIDyR9FRxZul/VDuzrsvZq33KrePUW5lNLcS3AUxLwZIVkjJUkHITjJ93nPAGNNW5+oXVyJeTdvNX/XYXtb7USO2p8LdwSVOPcpwQEgHCeQOfe76OtX8L1arkOJTptXniLAI9nZarUZsN+6UZGKb3wTyft786+1fw11+UlT1Vrz6FtIcbRIXWIqXWkqwCUr+jxtPz+OcfDVDJguyR9Fo481VughTepHViqVOoKi33WVQVKcTBW06FJWlv195G4E89xntjO7TZX1c6xsyZ0dXUyoOsU5TaZMxtsOx4yncpbDq0NnaNxHpkBPIAO4FSpdM7QtxaKRBvuVLqv1ExqbV48h8+mClMEjtwSrBwVZPbBQ6B+DynwoipV5fSKaPJcL7lDmyGZJnKJKgqUtLSCRlR9wHnsTj3dMxujk90fZBdDNe5+6JHhPoF7izkXZfNblT3aglPsQeDfLQAHm+4kDCwElPwGfQjR71ijRmYjDcaO0htppIQhCEgJSkDAAA7ADWXTAAaKCYaKFFLS0tLVrSWlpaWoovK0pWkoUMg8EaE3Vfw/wBr9RIjinIjbck5IUE+ui3r5gaiirO6l+FW8bSfdkU6It5hJONozxoI1S06vSZqJEiFKhTIygWpLClNPNkdilacEY1cxKgxJqC3KjodSoYIUM6Yly9DbDuUK9qpDKVL7kIGqIB5U4VdVneKfxAWMhuKi7Wrjhtdo9eY81zHw89JS5+snRboX/KDTQhCbw6ROlaB7ztJqaVJP2IdAI/aOjPX/BbZU9SlQxsJ9ANMuf4Eoilkxphx6caVfhQPNkIzZnjqvELx99In0FFRtm8IBORzTkugd/VCz8ddIeOvoQcqS/coJyrYaI9wfhx6ab3/ADEHcgCYcfYdb8DwJRErzKm8H0xoP9si6ErQyHLJP8dvSMx1Jp9Guue5tACU0stp7/FZH/GNcVrxkXJXUohWT0fmqcIwh2oS0pQDn0SjKjjPx0Urc8GNlUxSFzAHSPiNFm2ujtkWwlAg0lncn+cUa03s6Ec7rJneVH22re8Q/VZ1C7or5oNNcOVRqYnylFH9EuH3yNSB6edKLbsCElmBESXlcuOr95a1fEqPJP2k6erMdmOgNstJQkDGANZNNxwsiFMFIRcXcr4OBjX3S0tEVJaZfV5h2TYtRZZQVLU0oADueNPTWKTFZltFmQgLQoYIOooqg7nse5ZFYnD6IfKVuLGdnofXXUoVe8RFt0KHbVEvu5IlNgMpjx47aGtrbYGAkZRnVo7nTmz3FFa6MwVKOSdo15/e1s3+pI/7A1h8bJPeFqw4t4VZbd/+J9pAbR1IucBIwPybOf8A7evR6heKE/8A8kXPn4+Wz/u9WZfva2b/AFJH/YGl+9rZv9SR/wBgax4eL9I+ivvH+arOV1E8UShj98i5/wDu2f8Ad69R7+8TzjyG1dSroSlagCQhjOP+71Zf+9rZv9SR/wBga+jptZqTkUVjI/1RqeHi/SFfeP8ANAbpD0i6i3RRafcde6+X01JQ4h9UYpglpRSc7VJLGSPjzqTjDZZZbaK9xQkJKsYzgd9YoNPi05hMaG0G208ADWzrbImR+4KWS5zuSlpaWlrapLQy8QUSRN6fTmYzSnFltWABknjRN1rzYMaoMmPKbC2z3SRqKKnmuWBck16bGXSZIQ+VpJCTkA8adcC8vErTKfFpkHqDcrUaEyiOw2G2cIbQkJSkfk+wAA1Z4em1nKJUaLHyefqjXz97Wzf6kj/sDWHxtk94WtBxbwqzf3wvFCAAOpFzjH/Zs/7vSHUPxRA5/fJuf/u2f93qzL97Wzf6kj/sDS/e1s3+pI/7A1jw8X6R9FO8f5qs89R/FISM9Srn4/7Nn/d6+K6jeKNQwepFzH/+tj/d6sx/e1s3+pI/7A0v3tbN/qSP+wNTw8X6Qp3j/NVnJ6i+KNI46k3Pn7tn/d69HqP4pVn85VzjHb8mz/u9WX/va2b/AFJH/YGl+9rZv9Sx/wBkanh4v0j6Kd4/zVaTfULxTZJR1JufJGOG2f8Ad6zNXN4qZnuDqPdnJzwWx/eEaspT06tBB4o0f9ka2mrJthg5bpDA/wDhGp4eL9IU7x/mq3YVs+KG4lBEnqFeq0q4IFRcbH/hxp82r4P79uySh+87grcxs/WE2pPPDHrwpZB/VqfDFFpUf+JgMII9Qga20oQkYSkAD4DWmxRt4AVFzjyUJOlPh4s7pxGQYtOYL6eSQ2Bz8e2i2hCW0BtAASkYAGvWloipLS0tLUUS0tLS1FF//9k=" width="309px" alt="tax"/></p>
<p>Holding costs – These are charges over the open positions a trader may incur at the end of the trading day. They are positive or negative charges depending on the direction of the spread. The trader buys 426 contracts at £23.50 per share, so their trading position is £10,011. Suppose that the share price of GlaxoSmithKline increases to £24.80 in 16 days. The initial value of the trade is £10,011 but the final value is £10,564.80. The costs of trading CFDs include a commission , a financing cost , and the spread—the difference between the bid price and the offer price at the time you trade.</p>
<p>Through a CFD broker, you can have access to numerous trading assets, including stocks, indices, cryptos, commodities, Forex, and so on. The availability of the CFD assets largely depends on the broker that you are using. While there are some that offer hundreds of trading assets thanks to CFDs, there are others that offer traders only a few dozens of them. One of the biggest disadvantages of CFD trading is the low variety that it offers to traders. The truth is, in most cases, there are not as many assets available to trade as CFDs as regular assets themselves. For example, trading UK stock CFDs will cost you 0.10% in commissions, which is calculated against your total order size (£10 minimum).</p>
<p>Remember that if the price moves against you, it is possible to lose more than your initial position margin of $965.2. At first glance, CFD trades can seem more confusing than traditional trades – so here are some examples to guide you through the opening and closing positions. CAPEX.com, and therefore may differ from one broker to another. Typically they are trading instruments labeled with a similar name to the underlying. But on the other hand CFDs expose the trader to the real time performance of a stock price including dividends and corporate actions.</p>
<p>As with any <a href="https://forex-world.net/">https://forex-world.net/</a>, trading CFDs involves both advantages &#038; risks. Before opening a CFD account, it’s important to understand the risks involved and how these complex instruments work. Because of the high risk of losing money when trading CFDs, it is important for investors to do their homework. Although stock CFDs offer the opportunity to make large profits, they are also complex and can be difficult to understand.</p>
<h2 id="toc-2">What is a contract for difference (CFD)?</h2>
<p>Stocks in companies with a stake in these competitive video games could be an interesting new investment sector to follow, due to the hi&#8230; Apart from what we have already described above, there are several key differences between CFD vs stock trading. In this section, we will examine these differences and highlight the advantages and disadvantages of trading stock CFDs. Stock CFDs are CFDs traded specifically on the shares of publicly listed companies. You believe the market is about to experience a short dip, and are concerned how this will affect the value of your portfolio. Once your account is set up and you’ve devised a trading plan, it is important to determine how much you are willing to risk to formulate an appropriate CFD risk management strategy.</p>
<p>Stock exchanges are regulated, offering investors greater security. Futures are financial contracts obligating the buyer to purchase an asset or the seller to sell an asset at a predetermined future date and price. CFDs are cash-settled but usually allow ample margin trading so that investors need only put up a small amount of the contract&#8217;s notional payoff.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="share trading"/></p>
<p>The flexibility of CFD trading enables you to trade on both rising markets and falling markets . &#8222;Ireland looking to ban leveraged Forex and CFD trading for retail clients&#8221;. The Securities and Futures Commission of Hong Kong totally forbids CFD trading. Buying Call Options – A bullish strategy using leverage and is a risk-defined alternative to buying stock. US brokers do NOT offer CFDs, but you can see the leverages offered by other international regulators below. See how the ASIC’s maximum leverages on CFDs for Australian traders compare to other regulators like ESMA.</p>
<p>Stock exchanges grew organically out of the need to hook up investors and businesses. As the process became more popular, more formal exchanges such as the London Stock Exchange and New York Stock Exchange became centres of stock trading activity. If you are a retail investor and considering engaging in contract for difference trading, an experienced financial advisor can help evaluate if this high-risk strategy is a good fit for you. SmartAsset’s free toolmatches you with up to three vetted financial advisors who serve your area, and you can interview your advisor matches at no cost to decide which one is right for you. If you’re ready to find an advisor who can help you achieve your financial goals, get started now. CFDs allow investors to trade the price movement of assets including ETFs, stock indices, and commodity futures.</p>
<p>Popular firms for American markets include IG and CMC Markets, both of whom are regulated by the FCA. IG offers over 17,000 CFDs across interest rates, bonds, FX, cryptocurrencies, and more. CMC Markets provides over 9,500 CFDs with competitive spreads. Pepperstone is another of the largest companies, headquartered and regulated in Australia. Pepperstone offers three sophisticated platforms and during periods of low liquidity, spreads can drop to zero pips. Find a brokerage – First and foremost, check they are regulated.</p>
<p><a href="https://bigbostrade.com/">https://bigbostrade.com/</a> CFDs — where the underlying instrument is actually a stock — is, as you  might expect, very similar to trading the stock itself. Stock trading is big business today and billions of dollars worth of shares are listed on global stock exchanges. People’s livelihoods are tied up in them, maybe as part of their pension, and speculatory trading can make or lose fortunes in moments.</p>
<h2 id="toc-3">What is capital gains tax?</h2>
<p>As far as I can understand, this is where the professionals of the industry and serious traders come down to do business. They have a very robust infrastructure doing the heavy lifting and providing lots of liquidity for big trades, this is why I choose to come onboard as well. If an oil driller could show his investors that the money it will cost to drill an oil rig is worth the returns they’ll get from the demand, it’s pretty much a done deal. If you are not so interested in the actual ownership of stocks, CFD trading may be the best stock trading solution for you. But still you will get the dividend/bonus payments as swap points to your trading accounts. One biggest merit of trading CFDs is you can generate a profit by the difference of prices, also the falling prices.</p>
<p>Despite their flexibility and popularity in other parts of the world, CFDs are deemed too risky to be regulated in the US — so Americans are prohibited from trading them. But there are still ways to maximize price movements and manage risk using other investment strategies. Get an overview of your investment options first, then dig into the details of the investment options that best fit you.</p>
<h2 id="toc-4">Traders Pay the Spread</h2>
<p>Your account’s equity must always cover the maintenance margin to keep the positions open, especially in case of running losses. Typically, fewer rules and regulations surround the CFD market as compared to standard exchanges. As a result, CFDs can have lower capital requirements or cash required in a brokerage account. Often, traders can open an account for as little as $1,000 with a broker.</p>
]]></content:encoded>
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		<item>
		<title>Telegram kluczową funkcją dogania konkurencję  Przynajmniej w becie</title>
		<link>http://fotofaron.pl/telegram-kluczowa-funkcja-dogania-konkurencje/</link>
		<comments>http://fotofaron.pl/telegram-kluczowa-funkcja-dogania-konkurencje/#comments</comments>
		<pubDate>Fri, 05 Nov 2021 12:45:58 +0000</pubDate>
		<dc:creator>main_wp_admin</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://fotofaron.pl/?p=566</guid>
		<description><![CDATA[Contents Violent – Muno TeleGram Telegram. Stop. Składka zdrowotna do zmiany. MZ proponuje nowy model naliczania opłaty Telegram konsula Blooda Grupowe czaty głosowe w Telegramie Czytaj dalej Generałowie Mark Milley i Wałerij Załużny &#8211; najwyżsi rangą wojskowi USA i Ukrainy...]]></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;">Contents</p>
<ul class="toc_list">
<li><a href="#toc-0">Violent – Muno TeleGram</a></li>
<li><a href="#toc-1">Telegram. Stop.</a></li>
<li><a href="#toc-2">Składka zdrowotna do zmiany. MZ proponuje nowy model naliczania opłaty</a></li>
<li><a href="#toc-3">Telegram konsula Blooda</a></li>
<li><a href="#toc-5">Grupowe czaty głosowe w Telegramie</a></li>
</ul>
</div>
<p>Czytaj dalej Generałowie Mark Milley i Wałerij Załużny &#8211; najwyżsi rangą wojskowi USA i Ukrainy &#8211; po raz pierwszy spotkali się osobiście. Załużny przekazał w mediach społecznościowych, że podziękował za &#8222;niesłabnące wsparcie i pomoc&#8221;, a także przedstawił &#8222;pilne potrzeby&#8221; ukraińskich sił zbrojnych. Czytaj dalej Były dowódca z najemniczej Grupy Wagnera uciekł z Ukrainy do Norwegii po tym, jak był świadkiem &#8222;zabijania i złego traktowania przez Rosję nowych żołnierzy przywiezionych na front&#8221;.</p>
<ul>
<li>Wówczas to oskarżano komunikator o sprzyjanieislamskim terrorystom, za jego pomocą mieli oni koordynować swojeplany zamachów bombowych.</li>
<li>Niemalże 3 miesiące od wydania swojego drugiego EP Almost Nothingsprawdzamy, co nowego w trawie piszczy u naszego dobrego znajomego.</li>
<li>W odróżnieniu od platformy Zuckerberga, opracowanie TON odbywa się w trybie niedostępnym dla ogółu.</li>
<li>Rozwijany jest ze środków niezależnych fundacji, a twórcy nie wyrazili zgody na udostępnianie informacji użytkowników służbom.</li>
<li>Telegram został założony w 2013 roku w Rosji przez Pawła Durowa, miliardera, twórcę najpopularniejszego rosyjskiego serwisu społecznościowego, Vkontakte.</li>
</ul>
<p>Znajdowała się się też na drugim miejscu w Holandii, a na trzecim w Indiach w lutym 2021 r. W ostatnim czasie obserwujemy zwiększoną popularność aplikacji w krajach Bliskiego Wschodu i wschodniej części Afryki.  Niestety, wiemy również, że aplikacja ta była wykorzystywana m.in.</p>
<h2 id="toc-0">Violent – Muno TeleGram</h2>
<p>Nie zabrakło nowej paczki naklejek związanych z Halloween czy też interaktywnych emoji. Obywatel ma prawo do komunikacji w jaki sposób chce. Telegram nie jest komunikatorem w czystej formie, lecz bardziej siecią społecznościową z grupami liczącymi powyżej 100 tys. Użytkowników, więc w niektórych aspektach podlega tej regulacji – uważa rzecznik SPD ds. Aby zyskać większą kontrolę prawną nad Telegramem, koalicja rządząca zastanawia się nad zastosowaniem wobec komunikatora ustawy NetzDG, wprowadzonej w celu walki m.in.</p>
<p>TON to wielopoziomowa platforma sieciowa, na której można wszystko, zaczynając od opracowania oprogramowania, na zawieraniu transakcji kończąc. Jest to „super serwer”, szczegółowo o którym dowiecie się z niniejszego przeglądu. Telegram został założony w 2013 roku w Rosji przez <a href="https://investdoors.info/">https://investdoors.info/</a> Pawła Durowa, miliardera, twórcę najpopularniejszego rosyjskiego serwisu społecznościowego, Vkontakte. Po tym, jak Vkontakte zostało przejęte przez udziałowców posłusznych Kremlowi, Durow ogłosił zamiar stworzenie komunikatora, który będzie wolny od nacisków politycznych.</p>
<p>Dodatkowo Telegram posiada funkcję kreowania publicznych czatów na tej samej zasadzie. Od sierpnia 2019 roku używane naklejki i emotikony mają zdolność poruszania się. Twórcy aplikacji jeszcze bardziej zadbali o ochronę danych użytkowników. Po kolejnych aktualizacjach aplikacji użytkownicy mogą dokonać wyboru, dla których znajomych numer telefonu ma być widoczny i kto może ich znaleźć za pomocą numeru.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexformula.net/wp-content/uploads/2021/03/ogromne-zyski-ida-do-ethereum-live-trading-news-1.png" width="301px" alt="telegram pierwsze wydanie"/></p>
<p>Nazwy te mają mieć mniej niż 5 znaków, na przykład @news. Przypuszczam, że wiele osób może jednak zniechęcić fakt, że Telegram mocniej powiąże się z blockchainem. Z nowości można wymienić też obsługę powiadomień bąbelkowych na Androidzie 11, ale to dopiero nadchodzące plany, tak samo jak wideokonferencje. Szkoda, że deweloperzy programu już wcześniej nie uporali się z tematem. W końcu największą popularnością komunikatory, głównie z opcją rozmów wideo,  cieszyły się na początku światowej pandemii koronawirusa.</p>
<h2 id="toc-1">Telegram. Stop.</h2>
<p>Niekoniecznie.Paweł Durow zapowiedział walkę o prywatność swoich użytkowników,w warstwie prawnej, ale i najwyraźniej też i technicznej. Agresor po raz pierwszy zaatakował Kijów rakietami systemów S-400, wystrzelonymi z terytorium obwodu briańskiego – poinformował rzecznik Sił Powietrznych Jurij Ihnat. Ihnat uściślił, że stolica została zaatakowana ponad 10 takimi rakietami &#8222;lecącymi po trajektorii balistycznej&#8221;. Natomiast minister obrony Ukrainy Ołeksij Reznikow oznajmił, iż Amerykanie obiecali, że wyszkolą ukraińskich oficerów w obsłudze systemu Patriot w ciągu 10 tygodni.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexformula.net/wp-content/uploads/2020/12/euro-eurusd-eurx-deflation-concerns-in-eurozone-live-trading-news-47a72d3-300x147.png" width="306px" alt="telegram pierwsze wydanie"/></p>
<p>Kolejnym z etapów rozwoju Telegrama było wprowadzenie gier do aplikacji. Od tej pory użytkownicy mogli grać na wszystkich czatach przy pomocy botów, a także wyzywać znajomych na pojedynek. O wynikach znajomych użytkownicy informowani byli za pomocą powiadomień. W czerwcu 2016 roku powstały wersje robocze w chmurze. Od tej pory użytkownicy mogli zapisywać niedokończone wiadomości na jednym urządzeniu, a kontynuować ich tworzenie na innym.</p>
<h2 id="toc-2">Składka zdrowotna do zmiany. MZ proponuje nowy model naliczania opłaty</h2>
<p>Inni mogą nie wiedzieć o istnieniu najbezpieczniejszego Signala, a być może nie zależy im też na aż tak dużej prywatności, jaką Signal oferuje. Z przyzwyczajenia zostają więc przy Telegramie, który <a href="https://forexgenerator.net/raiffeisen-bank-zatrudnia-axetrading-i-integral-w-celu-zwiekszenia-obrotu-obligacjami/">Raiffeisen Bank zatrudnia AxeTrading i Integral w celu zwiększenia obrotu obligacjami</a> w przypadku indywidualnych konwersacji też zapewnia szyfrowanie. Tak naprawdę trudno doszukiwać się dużych różnic w funkcjonalności tego trio – wszystkie oferują rozmowy tekstowe, głosowe i wideo.</p>
<p>Użytkownicy, którzy zaś nie płacą za Telegram Premium, mogą skorzystać z dziesiątek reakcji, które wcześniej dostępne były tylko dla płacących. To pozwala sądzić, że konto Telegram Premium będzie dawać dostęp do nowości wcześniej. Czytaj dalej Paszporty &#8222;Polityki&#8221; 2022 wręczone zostały we wtorek w siedmiu kategoriach. Wśród nominowanych w kategorii Literatura znalazła się Ishbel Szatrawska za &#8222;Żywot pana Hersha Libkina z Sacramento w stanie Kalifornia&#8221;. &#8211; Niezmiennie wierzę w to, że dramat jako rodzaj literacki świetnie się czyta &#8211; wyjaśnia Szatrawska w rozmowie z Tomaszem-Marcinem Wroną.</p>
<p>To wszystko jest efektem afery z udziałem ministra Michała Dworczyka. Doszło do wycieku korespondencji członka Rady Ministrów, za który obwinia się właśnie rosyjski komunikator. Czy to jednak sprawia, że należy rezygnować z Telegramu? Można winić tę aplikację za wyciek, jednak należy pamiętać, że nie ma w tej chwili w pełni bezpiecznego komunikatora. Każdy program może mieć jakąś lukę, dlatego, jeśli korzystasz z jakiegolwiek komunikatora, to rób to odpowiedzialnie i chroń swoje dane. Serwis szybko zyskał popularność, między innymi dlatego, że cała komunikacja w ramach Telegramu jest szyfrowana.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://forexformula.net/wp-content/uploads/2021/02/euro-eurusd-eurx-are-you-an-average-trader-live-trading-news-b374c22.png" width="303px" alt="telegram pierwsze wydanie"/></p>
<p>Nawiasem mówiąc komunikator Telegram będzie bodaj nie pierwszą aplikacją, przeniesioną do platformy sieciowej. Jasne jest, że sama skala <a href="https://forexgenerator.net/">https://forexgenerator.net/</a> idei jest o wiele większa, niż po prostu „blockchain TON”. Samo dotarcie do siedziby Telegrama również nie jest prostym zadaniem.</p>
<h2 id="toc-3">Telegram konsula Blooda</h2>
<p>Do 1-ego odnoszą się BTC z algorytmem konsensusu PoW, do 2-ego – inteligentne kontrakty ETH na tym samym PoW, do 3-ego i 4-ego pokolenia – algorytmy PoS, DPoS, BFT PoS z heterogennymi sieciami MultiChain. Zakazane jest korzystanie z serwisu, jeśli nie pozwala na to prawo kraju. Tor służy obejściu różnego rodzaju blokad adresów sieciowych. Przewiduje wykorzystanie wolnych mocy użytkowników sieci z rekompensatą Gram.</p>
<p>Wszyscy jechali tego samego dnia droga, gdzie znaleziono skodę z martwym człowiekiem i wszyscy byli zatrzymywani do kontroli drogowej przez tego samego człowieka. Kapitan Żbik badając do jakiego dziecka należy zeszyt ustala, iż mordercą jest jego ojciec. Usługa telegram pocztowy zostanie wycofana dla klientów indywidualnych, a dostępna będzie wyłącznie dla klientów biznesowych, ale tylko do czasu wygaśnięcia obowiązujących umów. Poczta Polska poinformowała, że od 1 października br.</p>
<p>Także tych, które poświęcone są modzie czy stylowi. Wśród najpopularniejszych użytkowników Telegramu znajduje się Katia Fiedorowa, założycielka serwisu Good Morning, Karl! Przez ostatnie dwa lata Telegram formalnie był w Rosji nielegalny. Za wzrostem liczby użytkowników poszły marki, także odzieżowe. Jak informuje serwis „Business of Fashion”, coraz więcej z nich współpracuje z influencerami obecnymi na Telegramie.</p>
<h2 id="toc-5">Grupowe czaty głosowe w Telegramie</h2>
<p>Komunikator odgórnie zmienił emoji z flagą Białorusi na „opozycyjną” biało-czerwono-białą. Nawet czerwono-zielona flaga państwowa po wysłaniu zmienia kolory (zabieg ten nie działa, jeśli w wiadomości oprócz ikony znajduje się także tekst). Białoruskie radio Mir zmianę tę nazwało „dywersją”. Komunikator po raz pierwszy został wydany w sierpniu 2013 przez dwóch braci pochodzących z Rosji Nikołaja i Pawieła Durow. Nie byli oni obcymi osobami w środowisku, wcześniej stworzyli komunikator VKontakte, który był uważany za jeden z najbardziej bezpiecznych aplikacji.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Correlation Overview, Formula, and Practical Example</title>
		<link>http://fotofaron.pl/correlation-overview-formula-and-practical-example/</link>
		<comments>http://fotofaron.pl/correlation-overview-formula-and-practical-example/#comments</comments>
		<pubDate>Mon, 31 May 2021 12:58:18 +0000</pubDate>
		<dc:creator>main_wp_admin</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">http://fotofaron.pl/?p=610</guid>
		<description><![CDATA[A scatter plot indicates the strength and direction of the correlation between the co-variables. By assessing positive correlations, one can gain valuable insight into links between variables which may not be apparent at first. This analysis also reveals potential investment...]]></description>
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" width="301px" alt="important of correlation"/></p>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/09/the-actual-wealthy-record-are-you-above-or-under_1.png" width="309px" alt="important of correlation"/></p>
<p>
<p>A scatter plot indicates the strength and direction of the correlation between the co-variables. By assessing positive correlations, one can gain valuable insight into links between variables which may not be apparent at first. This analysis also reveals potential investment prospects and could provide a glimpse of what the future holds. Scatter diagrams are commonly used in fields such as economics, finance, and environmental studies to identify relationships between variables. They are also useful for identifying outliers or unusual data points that may be affecting the relationship between the variables. Refers to the relationship between a dependent variable and two or more independent variables.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2020/02/global-inventory-markets-by-country-2020_1.jpg" width="305px" alt="important of correlation"/></p>
<p>
<p>The Karl Pearson’s coefficient of correlation gives the exact measure of correlation between variables. In a perfect positive correlation, all the dots lie in a straight line and are upward sloping. The correlation coefficient would be equal to +1, when the correlation is perfectly positive. When the ratio of change between two variables increases or decreases, then the correlation is said to be non-linear or curvi-linear. Correlation between two variables is said to be positive when both the variables move in the same direction.</p>
</p>
<p>
<p>Correlation Class 11 notes are exceptionally useful to revise the entire syllabus during exam time. These notes cover all significant topics and Concepts given in the section. Students looking for free, top-notch essay and term paper samples on various topics. Additional materials, such as the best quotations, synonyms and word definitions to make your writing easier are also offered here.</p>
</p>
<p>
<p>Calculate coefficient of correlation between the price and quantity demanded. As should be clear from the scattered diagrams, closeness of the dots towards each other in a particular direction indicates higher degree of correlation. If the dots are scattered , it is an indication of low degree of correlation.</p>
</p>
<p>
<p>It is necessary to uncover relationships between two or more statistical series. Correlation is a statistical technique for determining the relationship between two variables. The calculation of Spearman’s rank correlation coefficient becomes time consuming when the data is very large and when ranks are not given. Spearman’s rank correlation method is used to calculate coefficient of correlation of qualitative variables such as beauty, bravery, wisdom, ability virtue etc.</p>
</p>
<p>
<p>The scatter diagram only gives the direction of relationship and shows whether the correlation is high or low. However, it does not give the exact degree of correlation between two variables. When there is no relationship between variables, the points would be scattered all over and would not <a href="https://1investing.in/correlation-definitions-types-and-importance/">important of correlation</a> move in any direction. The value of correlation coefficient would be equal to zero when there is no relationship between variables. This is the simplest method of studying the relationship between two variables.  In this method, the values of both the variables are plotted on a graph paper.</p>
</p>
<p>
<h2>Statology Study</h2>
</p>
<p>
<p>A positive correlation means that both variables change in the same direction. If you have a correlation coefficient of 1, all of the rankings for each variable match up for every data pair. If you have a correlation coefficient of -1, the rankings for one variable are the exact opposite of the ranking of the other variable. A correlation coefficient near zero means that there’s no monotonic relationship between the variable rankings. In a linear relationship, each variable changes in one direction at the same rate throughout the data range. In a monotonic relationship, each variable also always changes in only one direction but not necessarily at the same rate.</p>
</p>
<p>
<p>In case of such correlation, the entire set of independent and dependent variables is simultaneously studied. For instance, effects of rainfall, manure, water, etc., on per hectare productivity of wheat are simultaneously studied. Simple correlation implies the study of relationship between two variables only. Like the relationship between price and demand or the relationship between money supply and price level.</p>
</p>
<p>
<ul>
<li>For example, if your correlation coefficient was 0.5, it would be considered to have moderate positive correlation strength.</li>
<li>Therefore, it is important to be cautious when interpreting correlations and to consider other factors that may be influencing the relationship.</li>
<li>A correlation of +1 indicates a perfect positive correlation, meaning that as one variable goes up, the other goes up.</li>
<li>It examines the influence of one or more independent variables on a dependent variable.</li>
</ul>
<p>
<p>However, in reality, both these variables do not have any effect on each other. The degree of correlation between various statistical series is the main subject of analysis in such circumstances. Correlation can be useful when selecting features to use in linear machine learning models and when doing exploratory data analysis. It is important to remember though, that correlation does not necessarily mean causation.</p>
</p>
<p>
<h2>Digital Experience</h2>
</p>
<p>
<p>Calculate the coefficient of correlation between the age of husbands and wives. It is not a quantitative measure of the relationship between the variables. It is only a qualitative expression of the quantitative change.</p>
</p>
<p>
<p>It would not be legitimate to infer from this that spending 6 hours on homework would likely generate 12 G.C.S.E. passes. Correlation allows the researcher to investigate naturally occurring variables that may be unethical or impractical to test experimentally. For example, it would be unethical to conduct an experiment on whether smoking causes lung cancer. If there is a relationship between two variables, we can make predictions about one from another. Saul Mcleod, Ph.D., is a qualified psychology teacher with over 18 years experience of working in further and higher education.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://1investing.in/wp-content/uploads/2019/11/7-quick-ways-to-make-money-investing-1-000-on_1.png" width="306px" alt="important of correlation"/></p>
<p>
<p>When the mean is in decimals, then the calculation of deviations from the mean may become tedious. It is a preliminary step of investigating the relationship between two variables. On the basis of number of variables-Simple, partial and multiple correlation. Thus far, Anodot has helped customers reclaim millions in time and revenue. As organizations become more data-driven, they find themselves unable to scale their analytics capabilities without the help of automation.</p>
</p>
<p>
<p>An example of a positive correlation would be height and weight. If the points on the scatter diagram form a roughly straight line, then the relationship between the two variables is said to be linear. A line of best fit can be drawn through the points to summarize the relationship. If the points on the scatter diagram do not form a straight line, then the relationship between the two variables may be non-linear, and other methods of correlation may be more appropriate. A scatter plot is a simple but helpful technique for visually examining the correlation of two variables without any numerical calculation. When scatter plots are used, the given data are plotted on a graph in the form of dots.</p>
</p>
<p>
<h2>Example Use Cases for Correlation Analysis</h2>
</p>
<p>
<p>Following illustration explains the calculation of Rank Correlation. These variables are known as qualitative variables (or more precisely ‘attributes’) such as beauty, bravery, wisdom, ability, virtue, etc. Squares of the deviations dx’2 and dy’2 are added up to find out Σdx’2 and Σdy’2.</p>
</p>
<p>
<p>Using a scatterplot, we can generally assess the relationship between the variables and determine whether they are correlated or not. When two variables in a data set are connected, it’s known as positive correlation. Such analysis determines how an increase or decrease of one factor results in the same alteration for another variable – be it rising or falling. A correlation coefficient, often expressed as r, indicates a measure of the direction and strength of a relationship between two variables. When the r value is closer to +1 or -1, it indicates that there is a stronger linear relationship between the two variables. But it’s not a good measure of correlation if your variables have a nonlinear relationship, or if your data have outliers, skewed distributions, or come from categorical variables.</p>
</p>
<p>
<h2>Correlation Coefficient | Types, Formulas &#038; Examples</h2>
</p>
<p>
<p>These Class 11 Statistics revision notes and important examination questions have been prepared based on the latest Statistics books for Class 11. You can go through the questions and solutions below which will help you to get better marks in your examinations. Download Correlation Class 11 notes PDF and score well in the exam.  These Notes are prepared by our expert teachers at cbsencertsolutions.</p>
</p>
<p>
<p>Correlation is a statistical technique which shows the degree and direction of relationship between the two variables. That means the correlation for a specific variable must be assumed or sent to a different research method to collect the necessary data. The results of a correlational research study are easy to classify.</p></p>
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		<title>1 2 3 Chart Pattern: How to Spot it and Trade it</title>
		<link>http://fotofaron.pl/1-2-3-chart-pattern-how-to-spot-it-and-trade-it/</link>
		<comments>http://fotofaron.pl/1-2-3-chart-pattern-how-to-spot-it-and-trade-it/#comments</comments>
		<pubDate>Tue, 05 Feb 2019 10:32:15 +0000</pubDate>
		<dc:creator>main_wp_admin</dc:creator>
				<category><![CDATA[Forex Trading]]></category>

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		<description><![CDATA[Contents How to recognize the 1-2-3 reversal pattern on forex chart The 1-2-3 Reversal Pattern Pattern Reversal Strategy (Backtest) How to Use 1-2-3 Reversal Pattern in Trading? chart pattern trade entry pattern reversal strategy (backtest) The chart below shows the...]]></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;">Contents</p>
<ul class="toc_list">
<li><a href="#toc-0">How to recognize the 1-2-3 reversal pattern on forex chart</a></li>
<li><a href="#toc-1">The 1-2-3 Reversal Pattern</a></li>
<li><a href="#toc-2">Pattern Reversal Strategy (Backtest)</a></li>
<li><a href="#toc-3">How to Use 1-2-3 Reversal Pattern in Trading?</a></li>
<li><a href="#toc-4">chart pattern trade entry</a></li>
<li><a href="#toc-5">pattern reversal strategy (backtest)</a></li>
</ul>
</div>
<p>The chart below shows the price pattern of a hypothetical stock called XYZ. Assume we are using the trading timeframe you normally use. Once you’ve been around the markets awhile, you will learn to never base your trades on a single pattern or indicator. The reversal and Ross Hook patterns may not be very easy to spot on the forex chart.</p>
<p>Watch for the price to pop and then drop just below the low of the highest candle in the retracement. Of course, after there are no more traders to buy up the positions the latecomers entered, the price starts to drop. Eventually, all the latecomers that bought while the market was at the peak are experiencing fear. As the market continues to drop, they unload those positions to the smart money – who are more willing to buy as the price drops lower.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://investmentsanalysis.info/wp-content/uploads/image-cjGEDQv3my2nzOA4.png" width="307px" alt="123 pattern"/></p>
<p>However, this time the price fails to break the resistance at Pivot Point 2, turns around and breaks the level at Pivot Point 3. In this scenario, we suspect that the 123 trading pattern is <a href="https://forexdelta.net/bull-by-the-horns-fighting-to-save-main-street-from-wall-street-and-wall-street-from-itself/">bull by the horns</a> very likely to act as a continuation here, and not as a reversal. The 123 reversal chart pattern strategy is a three-swing price formation that indicates a potential reversal in trend.</p>
<h2 id="toc-0">How to recognize the 1-2-3 reversal pattern on forex chart</h2>
<p>With the help of this pattern, a trader can find out whether the market is dominated by bulls or bears, or the price moves in a trading range. As soon as the familiar sequence is broken, it’s an indication of a trend reversal or retracement. As filters for the described graphical configuration, we can use not only price action tools, but also standard or non-standard indicators.</p>
<ul>
<li>Plus, it’s important to filter out signals, only relying on the most accurate ones.</li>
<li>However, since the pattern confirmed a continuation, we need to apply its size in the direction of the continuation.</li>
<li>At the moments of RSI extremes, 123 pattern will provide the most accurate signals.</li>
<li>I will bypass the first entry if there isn’t enough profit.</li>
<li>You will find this pattern forming on your chart on any forex timeframe you use.</li>
</ul>
<p>We’ll discuss what it is and also give some recent examples. In many cases, the Ross Hook pattern keeps duplicating itself through the new trend. As a result, you can also use it to trade trend continuations after a reversal.</p>
<h2 id="toc-1">The 1-2-3 Reversal Pattern</h2>
<p>Using the 123 Reversal Pattern as part of an Intraday Trading Strategy for Scalping or Day Trading, we would label a low as 1 just after it occurs in real time. We have to label it &#8222;just after it occurs&#8221; because we wouldn&#8217;t know it was a &#8222;low&#8221; unless prices started moving higher. In order for a higher low to have formed, the prior low has to hold as a support level, and cannot be broken.</p>
<p>This is a move back higher against the trend or overall move currently in place. Part #2 is a move inline with the trend, but crucially a new higher low is formed. It should be noted that  the trader must initially determine the time interval to work with. This is necessary to ensure that by leaping from one time frame to another, filters are not artificially changed.</p>
<p>That’s the reason why I like to trade on pure price action. They can give you a feel for the direction of the market. But only the price action can show you how our emotions are affecting the market. We also have training for a million USD forex strategy. Today, we’re looking at a technical analysis formation known as the chart pattern.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://investmentsanalysis.info/wp-content/uploads/image-Y9pU7NGLs5i0eEa4.png" width="301px" alt="123 pattern"/></p>
<p>In this case, imagine the second chart pattern between point C and the upward crossing of the B line. This variation would be used by a more conservative trader that really wants to make sure they have a good trade signal. In the chart below, we see another chart pattern above the B line. There are some things you should be mindful of when using the reversal pattern. Some losing trades conform to attributes of a good trade. For those trades, overanalysis might do more harm than good.</p>
<p>I like volume as an indicator – even though the volume may not be an actual representation of the volume on a pair. It does give you some indication of the collective opinion of your broker’s traders. Which is a good reason to get your charts from a big broker even if you don’t trade there. As with most chart patterns, there is a predefined set of price movements that satisfy the pattern criteria, which provides a buy or sell signal. Technical analysis involves using price action and chart patterns to analyze and attempt to predict future price movement. Or, you wait until a high or low gets broken on the higher timeframe, and then wait for a on the lower timeframe to get in.</p>
<h2 id="toc-2">Pattern Reversal Strategy (Backtest)</h2>
<p>The 123 setup could also work as a continuation pattern. Let’s apply this variation on the forex 123 pattern strategy with the RSI indicator. If you are trading the 123 pattern as a continuation formation, then your stop loss order should go beyond Pivot Point 2. If you closed the trade at the target line, this would have equaled a profit of around 45 pips. Click the ‘Open account’button on our website and proceed to the Personal Area. Before you can start trading, pass a profile verification.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://es.investmentsanalysis.info/wp-content/uploads/image-EBvPnag7UuRrJzC9.jpg" width="301px" alt="123 pattern"/></p>
<p>This approach provides better signals and reduces potential losses. If, while Point 1 is emerging, Stochastic moves somewhere in the middle, this signal is not strong enough. The classical approach to pattern involves opening short positions at the break of the correctional low.</p>
<p>You should take Pivot Point 3 as a starting point of your target. I accept FBS Agreement conditions and Privacy policy and accept all risks inherent with trading operations on the world financial markets. <a href="https://investmentsanalysis.info/fp-markets-broker-review/">fp markets forex broker review</a> also might work as a continuation pattern.</p>
<p>How far below the number 2 depends upon the time frame you are trading. When trading the hourly time frame, I usually put the order 5 pips below the point. Since you’re most likely looking at a Bid chart, then you won’t have to take spread into account. If you’re trading a 123 low you will be placing a pending long and you will have to allow for the spread.</p>
<h2 id="toc-3">How to Use 1-2-3 Reversal Pattern in Trading?</h2>
<p>The key condition for its formation is an unsuccessful testing or the so-called false breakout of one of the boundaries of the consolidation range. Using the methods of harmonious trading allows you to modify the above strategy. The places of divisible R are occupied by the Fibonacci levels 161.8%, 261.8% and 423.6%. In the future, as faith grows in the changing trend, they can be expanded. The stop loss order should go beyond Pivot Point 2. If the price fails to break the level at Pivot Point 2, or breaks it slightly and then reverses quickly, then this was most likely a flatter correction.</p>
<h2 id="toc-4">chart pattern trade entry</h2>
<p>If this support/resistance level is broken, it’s highly likely that the previous trend will continue and you should close your current trade. To trade a pattern, you need to figure out your entry points and the sizes of stop loss and take profit. Whether you trade trend reversals or trend continuations, these three parameters are of crucial importance.</p>
<h2 id="toc-5">pattern reversal strategy (backtest)</h2>
<p>In this article, we made trading rules in an attempt to make a backtest of the strategy. The result is somewhat promising for the gold price and we are confident it can be improved by adding another parameter. My trading rules state that I can only risk 2% of my account on any single trade setup.</p>
<p>Another reliable take profit method is to look for previous support or  resistance levels that price has respected in the past and take your profits at these levels. To make things easier for you, you can automate the trade entry <a href="https://forexhistory.info/blog/efficient-day-trading-rules-for-beginners/">efficient day trading rules for beginners</a> by placing a pending order to buy or sell when the price breaks your hook. Entries come on the Ross Hook pattern when price breaks the latest high of the Hook in an uptrend or the most recent low in the Hook in a downtrend.</p>
<p>If the pattern formed its Point 3 and your take profit was not activated , you should close all non-activated orders. Some traders like to take advantage of the pattern, while others hate it. The latter, as a rule, are people who try to earn on each graphic configuration.</p>
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