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	<title>Joe Blair Sound and Vision &#187; Crypto News</title>
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		<title>Using Trailing Stops To Protect Stock Profits</title>
		<link>http://www.joeblair.com.au/using-trailing-stops-to-protect-stock-profits/</link>
		<comments>http://www.joeblair.com.au/using-trailing-stops-to-protect-stock-profits/#comments</comments>
		<pubDate>Thu, 14 Apr 2022 08:44:23 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

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		<description><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Understanding Trailing Price</a></li>
<li><a href="#toc-1">Price Gains Plus Dividends</a></li>
<li><a href="#toc-2">Current Community</a></li>
<li><a href="#toc-3">What Is Trailing 12 Months (ttm)</a></li>
</ul>
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" width="301px" alt="trailing stock"/></p>
<p>Use Custom OSO to create bracket order for Long position by configuring Stop Buy as Primary Order and OCO SELL as secondary order. Perform &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/using-trailing-stops-to-protect-stock-profits/">Using Trailing Stops To Protect Stock Profits</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Understanding Trailing Price</a></li>
<li><a href="#toc-1">Price Gains Plus Dividends</a></li>
<li><a href="#toc-2">Current Community</a></li>
<li><a href="#toc-3">What Is Trailing 12 Months (ttm)</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="301px" alt="trailing stock"/></p>
<p>Use Custom OSO to create bracket order for Long position by configuring Stop Buy as Primary Order and OCO SELL as secondary order. Perform advanced trading strategies with concurrent orders like Stop-Loss, Take-Profit, Trailing Stop, etc. for the same balance. We provide white labelled as well as custom solutions for building any kind of trading tool, app or website. The Reference Table to the upper right provides a general summary of the order type characteristics.</p>
<ul>
<li>One way to protect gains and limit losses automatically is by placing a trailing stop order.</li>
<li>By setting the Stop price to $13.50 with a trailing value of 25-cents, the stop will become active should shares in AA trade at $13.50 activating a market order to sell.</li>
<li>Online brokers are constantly on the lookout for ways to limit investor losses.</li>
<li>Shrewd traders maintain the option of closing a position at any time by submitting a sell order at the market.</li>
</ul>
<p>Even investing legends like Warren Buffett aren’t right all of the time. No one can predict the future, and so nobody is right all of the time. Far too many people get emotional with their investments. Yet those are the mistakes that cost the most money.</p>
<h2 id="toc-0">Understanding Trailing Price</h2>
<p>These strategies can work well with some entries and not so great with others. The justified price to earnings ratio is the price to earnings ratio that is &#8220;justified&#8221; by using the Gordon Growth Model. This version of the popular P/E ratio uses a variety of underlying fundamental factors such as cost of equity and growth rate. Securities  trading is offered to self-directed customers by Robinhood Financial. Robinhood Financial is a member of the Financial Industry Regulatory Authority . If MEOW rises to $110, the stop price will update to $104.50, 5% below the new highest price. If MEOW falls to $100, the stop price will update to $105, 5% above than the new lowest price.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><a href="https://twitter.com/hashtag/NFGS?src=hash&amp;ref_src=twsrc%5Etfw">#NFGS</a><a href="https://twitter.com/hashtag/nifty?src=hash&amp;ref_src=twsrc%5Etfw">#nifty</a> future 40+ points, now trailing at 11644 <a href="https://t.co/Pu3bfV7AGe">pic.twitter.com/Pu3bfV7AGe</a></p>
<p>&mdash; Stock Charts (@Stock_Sketcher) <a href="https://twitter.com/Stock_Sketcher/status/1321673257934680065?ref_src=twsrc%5Etfw">October 29, 2020</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>A trailing stop-loss order is initially placed in the same manner as a regular stop-loss order. For example, a trailing stop for a long trade would be a sell order and would be placed at a price that was below the trade entry point. The main difference between a regular stop loss and a trailing stop loss is that the trailing one moves whenever the price moves in your favor. A trailing stop loss is usually set a fixed distance away from the current market price and moves in line with the price. If the trailing stop is placed on a buy trade, it will rise as the price rises while maintaining the set distance.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="303px" alt="trailing stock"/></p>
<p>It involves cutting your losses and letting your winners ride. Not only is the investor <a href="https://www.beaxy.com/blog/how-to-use-a-stop-loss-trailing-stop-loss/">https://www.beaxy.com/blog/how-to-use-a-stop-loss-trailing-stop-loss/</a> missing out on all the gains, but he could’ve participated just by doing nothing.</p>
<h3 id="toc-1">Price Gains Plus Dividends</h3>
<p>Once the trailing stop has moved up, it cannot move back down. For example, you might order a trailing stop to sell your XYZ shares with a trailing stop loss percentage of 5 percent. It triggers when the stock moves down 5 percent from its most recent high. To illustrate, imagine XYZ stock has been in a steady uptrend that reaches a peak at $100 a share. Your 5 percent trailing stop would trigger a sell order if the XYZ shares fall to $95 or below. If you entered a trailing stop loss, the sell order at $95 will be a market order. However, you can instead use a trailing stop limit that includes a limit price you specify in advance.</p>
<p>The Reference Table to the right provides a general summary of the order type characteristics. Automatic execution helps traders implement strategies for entering and exiting trades based on automated algorithms with no need for manual order placement. Accounting <a href="https://topcoinsmarket.io/">https://topcoinsmarket.io/</a> ratios, also known as financial ratios, are used to measure the efficiency and profitability of a company based on its financial reports. Quarter over quarter (Q/Q) is a measure of an investment or a company&#8217;s growth from one quarter to the next.</p>
<p>Create a new API KEY with all permissions enabled except withdrawal. Connect Trailingcrypto with your preferred signal providers and trade automatically even while you sleep. Connect your tradingview or any other email alert service to place order automatically. Receive email notification upon <a href="https://tokenexus.com/">https://tokenexus.com/</a> each signal capture and successful trade. Easily manage trade configuration, Number of signals to capture, amount to trade and other relevant parameters. Connect our telegram bot with your desired channel then Setup trade template and wait for our bot to capture and automate your signals.</p>
<p>A Trailing stop loss order creates a market order when the trailing stop loss level is reached. On the other hand, a trailing stop limit order will send a limit order once the stop price is reached, meaning that the order will be filled only on the current limit level or better. Trailing stop limit orders offer traders more control over their trades but can be risky if the price falls fast. Using a trailing stop-loss order strategy in your trading is an excellent way to ensure that you reap the maximum profits from a trend while protecting your gains. This is why the placement of the trailing stop-loss is very important, and the historical performance of the stock and market conditions should be taken into consideration.</p>
<p>Annualized TTM numbers are highly useful because they are more current than the last fiscal year’s numbers and less volatile than quarterly numbers. You can do this for most numbers on the income statement and cash flow statement. However, there is no use in calculating TTM figures for the balance sheet because they represent a single point in time instead of recurring numbers. Publicly traded companies report their financials every quarter based on generally accepted accounting principles .</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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MKckyrJ67JDJK8b1kbOZFacxlV207X81tzt62wbk+RrRUUj1kzinZ16lUkAIie2w3IJBVgSRtxgp9Dv+H05JZ/SyvNPJUO6V0dTqiBaKNyxC7eVQebe2Mcd2J43OxxrYZqajq2keUOicFQtpOSNz2JxnswhkSoaZnjkE7NIGRweTfccjnEqhfF26rhAWPLYl3x5hnAdjsdjsAHY7HW2+WOOAB5kr6MtlH5TUqGN7EDTgqvZRFVWLW6Db/PFWSoBksz3uTVDyjtZe/tvi+vdRSzizFjC179v74EIy/c47HHnHtsAzy2PMe47vhgeDbFvVDbMD8wd8V22ucdgAvEoXdhdWFxbm+JdRGNgEI4Cna/1wNj0ixO+EKi2aNV3VgDexU7WxSBfE3kkkJLuzE8knnEBgGj3tx++OBtvj0jbHgurXwDDxljBAZXIkbYIP5XOOMUsUiBj5y1gxO9/fAfULSiSQs7A3vq3/AFwVFViaULIHtze5a3z7298S7IdkplfUYraF23O5OKulOLXA3FgbWGG2aCl+IHQDhJYUYKw3hf8AMoP5lvwe98RzDKKzKWQ1lNUUvUtZahdJva/HI+owISYupixuLI2kbB2tb2A/pg+gnCCZKmfoxvH05EEQJZLg+W/5thb5YEWgklcNFIjKTcHn34xNWiS5edA67AAHze98DG2ug1zCOghy+impBPIx/wA6aZlAJI28oJZT3PbBMozakpDRyUjCSznWkGiSM7WAYEEqQQdBHBBwlWRPhZGEh1Np+5ZTZrb39x88HrWVBiDOPvlBaKZmbVESAu979rDceljjNJrqSXzRQU9NG4UJJIpXrIylSdVrKVPPa5F+cJxEEnZBrZipAH5vc40GRzOfhKGClkmkV2qTDpAlNTpZY1G24Ny1rY9ybKajM6ypknq6OmHxJWpeprEgDsCSVUHYm9+NvfAm7aDgUplU6SCV5YViRlMjG7hR/wAwHpxgQKySRSlXhMj9VejJpYIpvcDke2GNbl82W5xJlk9RTx6TpapifWhQjUDdeRawNsW08VXQyU9fKokRYumoeSzqh3WwO423UkWOKsL6gk8lRm+ZakR36txFG8jPpXew1Hc2x7HXmKlFPU0SyxKxZISzIUe+xU32F+RwRfBc+bNLOHYwrobWkvQ6ZI5sVBIH9cAjM5njqKd2BpZCGVtO6sCCdPoNgLD0wkLLLcvq67LgIonFMs0qpO4UEMQbeYbg2JPGNJQtT1uXVSvUtK51ySIGITY3ug7X533xkr6LXYuh3te1r8kemDCyU8Ta5iFK26cnLepI7bd8HImrGkf2YI0Yn7vUdTyDdAbbsRbb35+d8C1cNO05qaVJJlLAR/EJsWPfT2uTsSePfAfUnr0mq3o2McYXyohAjJ4Y272A3w6GWLPOksjVALxhnhgUM0Nhc3BO4HI/2MDdcDWOSmJVfOCsw2MgMqrJcqL2bf19ucNUjpKtPhqipjVJZFUNY2QkEDV33NsUQ0VLFfoyzSKWHVWQsjKxB3KkbE/ocTTLaSSCV1mBbSZELEqW9Rzsw7H34w93lpcsFNJUhXl/htpa+sgnnjoTSMEdpHAIYXFgO/c3/vipcrllSaVJ1YJKyRoZNMkmnfUFHG3rz24wZmETSZnWyQUz1CmSIiSeYa7soAH/ADX/AGx0iz0tZT5c6U7nX1SsaqHViLBdXOnvbvheasDuylYISgJpQxI3Yhrn3/FjsNHyGvDsEhqdNzbSsgFvby47GloMd/ufPmcsSXbUTzqN/wB8V2XXqK7f6RsMECE255x3w57HbDsrB5JVvNTQQNDEFhUqrIgDG5ubnufc4rihieULNP04trkLcj12xaYLcnHnw9+T+2CwwDuipIyxvrUEhXAtcetu2IaSfU4MEFza/wCu2JfCHtYYLCwG257e2OUlGDKSCOCDuMHfCnjscd8KRtbCsdgpKSkiQCN/9QGx+Y7fTEHiaM+YbHg9j8sHNE1gCwPysMckJQFWKlO6ncf9sFhaLcvq1MKUMsBlJe8L6raCfX274PiYSO0S2Ck2JBtqHt/bFeUUNMa3qNUCIKhKoyBixuBbfa3Jv7YYAUkchMb9bRYl13BO+9u2E+56Xw2q3Ck89BTUz0xp3SVY3ZCUjjB3B4uflhPpAJN+1sP80VK6eOQBY5VjCsdFtXJ3tyd7XwuNBbcn/wC3Amlg5vid27zIAK+pG+Otb54N+DG/mJt3tj0UVyb7fTDs5rAdB03x2gd74YigSxuZPYgbe+PPgB2LWPrgtCsXgXU8XxxAHf8Arg80dh8semitue3oMFhYzyBJEyqedZdAWpAO3Ypv/TE8xYPBUOG1KYXIK8G/fDDLct6XguWtPUXXmBhB20kaFPHrvhbVRArJCGsDGdiNh7nDQzNkb48ttvhgaK1rEbj0x78Dfgk/TCtBuF1tt8cq37YZjLxpO5I9MejL7rezAD0GC0FoV24uMdpv2w2+zwTsCfTbHv2epNgL+2DchbhRb+ePbC53553w3+AS9iAMS+z0PYD64NyDchOLWx2jjDkUSjccd8SFFHwE0nC3IW4TBSL2ufpj3QTfYH+eHhoFS1xyP9WOakgceWIqf/NfBuDcKIaComt04ywPcWNvoN8FjLZKdiROdXGkIV/UHBQo0BHkFvli2bUyKsQEelbWF2v87k4TYnJgpphaGGadfOdSnSTo5v8Ay4xKGOCZGaV2kmJsZACWJ9G5PbEis7G8ySPY7tGQp/74Dp6melkk6Z3bYrtue1z+uBBTYbDG1LUxsjKulrq6kq3yOIz01EdtOksNSlTf+Xf54jBJPWyKqRTO+kllU337WAHGB63qxzPqMbAWIZR3wAlkb0UVKZvvilMrAr8RJD1EQdzoJBueww4qcnnr6W0S01SnmWGdKjohttj02JIHcXxkUqXLI7FpF2uGsbix5vg6R4Ja6nqmyumWDSBLESwEnO//ACbenzwqE1k6kzCuy6c1Hxk1PU6+oeh5XDKpUNrH1uLi+PKTMpqRAb/4hL6HNyUJOrYHY7k7W74rq1phraMyRq4MYDNqsD2vbf0+WC6KaKDLdYo6WqmV9bNOQQotawW92Fib34PGGNtUXx0D5pl1TmUNTTNVNP0o8rSnZZHFgNSBRpIve4HpfCnpiSSdHkhSWJb2L2BC2FludztsOcWS1bnUqODThPMFBVvTknt7Y8jiggpKgU3ndpAIZmDq2mxDLoAKm9/UEWxPAEZo6gHXBZ0Gm+tS1yR3JA/TF+UUM9RJInUikUbNGQFa573I7e2+AkKxUzwzOZCp1Ii3sp9z+uw4+uCKn4aT4dkFQjhbtHMy6bDurC1vkf1xTBroF5ll0tDJFFASkrg3MjAlQO4I4H74Co4hLPG89O8lOu56anz/AFsbDk49c5erytFHJ1Qo+8Z9Q3G4seSTi6jzH4OQilmeGOXykhbBjzYkd/ngC3QdStUfZqpIrJEshKyIQGPzAN78bkYa0khpqU1cVp3d1keoD/5diPL7n2wI0JzF4a1XAmQqs5VhHp9Dftcb4Hq65YJJU6QgadNLC4ZHHYkdj784kz5G9XPDHpldxEsm4ZmJdiTtvzY+nGAqioq5KeKrnaNaMvrABuzXuACO1yLWxRltUi1If4uEU6RmQwSsbCXsFFraib23A53wN8JARUJAfiGh1PaNjGFJNlsp5twb+1sHA0idfXR6erHJMlTMAHWMC0IUAaVHfgb3w5y2lhgEzU83WaxSZpQBY7HUWHN7/TCejkyqmlSkrKeoaVCyyzatIVvSwvaxFrj98G1MRo1cUkoCsT11v1YpRswIItfytxhWrpA84D1o4woBq5SbcipNj+gx2Mz8fmSeWN6ZkXZT0+R2x2Koe19yRoTY3A8vYnbEDRryFUe/rjeU3gLNGuJ03uNlI2/36YKi8AzFIxMssbkm5AupBvb5HGfioW4+b/DbbDfjHvQtyb29Bj6PN/DSuCh4apHQ8avKcEUn8MZDKRVzCxH5Gvg8RDs+X9Ak8W9bjHGnUbCxtzj7GP4VZdZGFdOSGuwZRYi3G3G/fCyp/hfOJNVPVIyX4sb2+uDxEFs+XdE3vbt6Y5aVrfg39zj6TD4AzBWYNAoUixLuvF/bDim/h/RNC61VHDqK/iSRv2H9cHiILPjxpybgjHfCjc2+mPtQ/hxkhpzcT9QC19W2/c4Fm/hxTmERQU+p+RKZrb+4wvFQWfJqHLlrKkQBljYqzAsbXIGwHvfDHyRSSQyUYv5Qsh3ZT3v/AKgeb42X/gTMsunSqKRQ6TcMkgdl2PYjc88DGMpaeSqzILSO7zSS2jGg2kbe6gnY40jJNYO/4RJwk7pgtZEYJZIzAFk/CTe4v6/PAjpI/wCJ9W1he+PoMXgLM3WST4ZlBAIDuG1ex9T9ceH+G+ZuxssUZttHI9rn2P8AfE+JE5dTWnqPzM+diK/Y4msZtYD9cfRh/C/NAW81KLDy3f2xGb+G2bKukNSs219NwMC1ImVnz0I99ivyx6Ii3LqLe2NfP4FzqmUs1OpUcFDfVhLLl81O5SeJkbVYgg/vhqSfAWLSpHofe2PemWGosotg34Rm20vfERSAORuLdiMOwsfUjE/w3rIFQ6ErlkeQebcgDgbgAW52/XGWd31EdRrGxuyjcDn5f98bfK6Vz/DnNwjRq3xy3EsgVCvTBN7jnYW43xjmQvUvERuum7HYE37YtcGi4KQgO9r39sER1TRqQKeD03S/9cevSq6ks5uDfbbFYgANw97c3viMGR6JGdyzIhPY6ALbY8v5d2NsS0st7Dc8bemPLzKtwpFx33wAeFTz5re52xwhvyhtjisxsxG3vjwI+5I+ZvtgCyQhsN4zzvbEuhGexHsce2u1tb7f6cQY3bd2IB73wASMCg38q3FwL3vjwgEGxAA9McCoP4j684lYEXFyfngArCKB+L5gY96aEfnJHOLRbiyg3574lfWSACRwCdrnCsCoRA3tcL62viRh1KP56cEKp0ahoAvv7YpMwvtIAeL8C2AAaahndNMRRR+a5xUMtpxG+uaRVRPwgneTsf3tbDEyxCn6gbrH8JjGxv63PbCmtM8wZlqX0FjaK+6j3HGKVggeEdCtidmniQm0hgPn0nm17Am3bFUmn/J0gXa5eTYgX2va9ttzzi+WGQSCo6yiRls6xpZDx6cHbfAkmh5HQLZ2JcaSTf233wy0F06K8CsIyCv5g1gPT+mPGqmeoWNSHL722sN/XFdLTSvK0bhhGm5Q8En2xNnZHmpkMWpUWxvY3O5t2sAP3wC6nOVVvvVDqCLhTcg8cDBVOkS1HUd4mSX7tVmB6YY7XJHFux9cLEpTKzSU4LPwUU345/viyIwxwffHW5uV38t/f1P7fPBQ6DMwhNNXIDJFM1OoSUSAOmwsFH+rb97Yt6f2dSTFIi8bxhuqo3sfW5uv027HAElYUqoqmoijkKlVAK7Ed9hzfBX2r13rJZYIJBJB0IkPm6YJuxF17gEX2IJBGAKYP8MJKhU6gp3ZtUskoN0Fx+U7mwPHO3fDLOcr+yUeenzajzCnqZGippSjJIwX8ZKkeVRsL8Enbg4Xa6ikkizPpRujOypJMgeNiALix5G45wZX10GZj4iGghglkH360yaIyRtqCDYcfIYQfMWpFGscnWbSCdK6Nw3rb2xKJ9IXTYa2AkWS5DD3+mDVopC/3yCNtiFQ7MCO21wfXFGYUFXAFJSTUN1AHI77j6c4dhd4NBBUilyVjQZrLTgXkkhhiupPG62t2G97WwokzGOXq0kkzSaW1pUxw7tcDyMpt5fc7i3GFrEyVCw9VVZ9vOQbWHqO59MHrllRBTLKKWYK99K9Mlzb1v8AzwmJJLklR00FZBUh5lhaGMzBGXVFJpF9JP4luP3wPQZrLQLLqWQGaJk1rY3BG6sCLEH9sePSLpDySkNKDZFBV1+ake+ChTxQ/AyPStNSyfjSC7WA/Fb0J3Nj3GGmBCkrKOqnp1rjO1MkYRGi0iWI9tI4/F27j0w1yrpzI7TNR1FOWJaCV9O/4dRTUoN+fK1/nhTmkeTwyqmUVctZSmMOWq4QjKxN9Gx7bC/ue2LoUqdIqZcp0rKNNLMiakDr6AkhgARcewxLVrAMbN4Zz3UelW5D07+XTPGBbtYHjHYPRsoMa9aGt6thrszWv37Y7Gfm7/b+yPEYyy/xHmw+7p6lbg3HUNgf1w0lz3xTBD1HrKbS4sUOliowooZcrpGAqoJmdWuPS21/ngn7TyZi6UuVMkjiysSLX978Yj5IQOPFfiEu0nxCsF2sUWwv7YIh8aeItLATROpBuOkCRvtiiPJswzBo2pKcIr7HSbG3qRg4eCM+EhUqGGrSLSWvYmx+WHURk4/HucxspbpEEnWhi59r32wZ/wARp9I1RWYi1ggsP3wgrvDuZUN/iI7nVvfcfPCoQefza7A84NsWFmuf+I9a5stNTKLgC4PHe+IR+Ps2qiKeClhklIYqI1N2ABJNr+gOFWV5LDXTFXYIbcOdj9PXGwpPCdFl0clZSIaipSJumge1zY30k2AJ4uePTCuN0NZMa3jDPJCXSskRTZgFOwGCYvG+dq2tquQqANS6gb/ttjW0XhHKZMup5p8raGR1OqIz30b7XbYE2tiNV4UymJbRULNpa277fK/++cLdHsKjHjx3nCyf+9SNGTcA6b7fTEamefM/DVTXrVQR1KV0dvKFmLkX1L8r7kW4F8axfDkcarfKIQpYMT1Dubenpz3wszLwrB/gIdE0rT1REkUUWh5CsTudNzpA2A+Xe+KjNLhGunqbLxyZxM/8XZeiPWfGU8cyeWWUEdUDkrq3tuPbnFTeIc2kVQ2YT6QdvNh/B4dqK8vLXZPmtOEi1dWpOoleyqvJPsPc4GqPDjonVpqSWakKArLH3B9f0xTa6omc9ztoUx51mMVwa+q3uLrL5lB53xD7XrSpKZjMyMNJtIbW9DiFdl09CSrwMqWDWNsC0tK80o6MZLcGy8j+WGqZIbHmVQiuErKlA4s4WXnFD1Dyhi9TIzc3Z76jioZdJJI6CJkkGxABIve3zB+eOky2op20yKykWHHcjjDwBbsSw+LW44BvfEGQOGYzhmX3tgchh5dgwubeuKg7LIDb8Nri3GBIDS0kjSeBs2pEZWvURvZiQANIvx8rYywZRNCdKgo92N7hgTthpQ5lLllFVnQjiQBSkqAg7H1v2wrllElTAwhVCSLsABf6Y1jwaLgKaSAm2nbnHaoALaGv3J4xIxqp0aQN73Isb49KxJbZu4Fwf984yMiOsjcRkAiwuOcePe6ncnvYYu6ljdbXI2t/LHOqvEbOL9++GBQC5Gkqfa5tiSozbMur0v2OJ2IIBfUeQQMSUKotqJvtxhAV9Ky3EYJHbgY9WKytZEA35F8TV4x+NQ2wsx2viUcsSWJjRj2BO2AAfQim5F+3HbHAqzCw03FzgoziTUyhFsBtbfFBmOstoJjRrM1j5R9PfAmBC6gXIuedh+2IqCxDarexG4xq8p8O5VnNBFOudJTyaj1nndEijF7AAE3J9cZcy0sha04ddRGtR6XA59cO7CyIubWYgnb0wBUqEXXI9j7WwzSoWdelZHK7K0iaTgKpUalRWFiSD0yu313wWCYGjN0XdXtEo28pOonttwf0x60MkTKKin8xXbzFSx9fQ4gtQ1Hmjolqmn1AOjNcSDuLrse+HHXz7OctqpI6ZKagpRaQxuFsN9vVrCwAHpviixGsZLSRdIvOCbqr2ta/9jitJ4hArUmk1N7NGw1WFjc/LjfHpVnMkiWVQNeotcn69zxcYHpJpYp2kgC2kB1at9G/Pt/3wIdWXvMzSsXjZbqAwD82H8ucUNAq/FO6FUuALDew9B/XBkVbHEwEsa1LDcvcg/S+3p2+mF71AailDEmVpS7MSbkf7GGhpBFLZqSvmV5IWjiBjCb6yXCnUfSxPsMUBoVj1W1E7aO4x9GosiqPC2SS0ua10dEtTMBUvRMss3TaMiwuN7gkWF9+2MHW5a9A85eKaHoPp6FTH05ufLqTtdSDtfCUk2xXbA2aBlSNNR331AgYJNZClPLTTUdKZDfTK6MHTjhgQP1B5xTVRyx1Sw/D7sAAL31E7AjHsJZXDIC00Qt+ANsD3/lfFD6DA/DhilFNKY4pg8MroFkUixFx7cehtjqioknzGarkkWSaoJZ73JLkbnbuTv6b4qetjmLfEnp2W19NycEolCsqLBWfESjSzKVOlhuSFJHYWBvve/bEk5XITDJJMEZZKeiKg9QzMXBub7W2AHqTfCGLNQJkkqYTVKoYMjSnSw7WHa3vfB8srmpkQIuxI0BbgDCqajlabXDF91IdUdtv/TDSQ4pdTcU9HRy5ejTJDaWPU8cf+Wtxf9R64VQO1XlzV+UyywTUzaGiWQ6VHbZidiO4txxhHLnFVLlEVFCnSpoY1SRlG7n3PYXxZ4ezU5VmDs1mhljZXU8GwJX99vrgrBKg0mdDnNbBUSz6+tO6aBPKSXT5b2xI5lmckTKZJbSXLOGsHFrWKjb9sKOswuFAUHtbBMNTASoqkdlAsdJvhtGm2s0ExSpNXpLPVMvmBaTpggegtt3thnPPHFEtSRlxScNeOlkLND28wPBv+uC8opaYg1UXRmEbAKS3lW43BB2vbEHpY1oUnyws6xMPuyNVhfkg2/2cRSuyNyeCgVdQygx106xndQa1gQO22Owes9EVBkoaPXbzXjI3/THYWz0J3Lsayqy/MlRy9OW5AJFh3/scBJAxVWFOWYbgBT+3rjbjxY6alrKF0O4stmJuN9j9B8sdUeLKOJfuIrOLWAFiARupFub98YpskyRqMwolurzwbb3Xj54No/GeYUaRCRzKqm/zHG+CJ/F0VUqrPRpLv5g66S2+3H0whqa+Ka7GnjVT2Cgfrh1fKA2VL4qp6+JxU5dUM1+E8wB24GKKqlpqkMYMuq49gu8RuTe/8sZqkz18vOumQaQCHA2vh3D49Kf5tK8mhg7xhhY29zfjEbXeEBbFllMFEyxTGRQxKsQG55A74POZz0FJFAKoUVVUraB5IBNZS+kkrfg7jY374WP4uy+YxO9ECynVqUaDt2598L82zWkrqehgpppYZKVh0XdQ6KGNyCoG53vhxWcmult3eY0kWeQ02ascxqZOtVxLIIYnJggjBsE0km0nck8i1sNqfxNlbv0o6g6AD96+3++2PmU1RA1VmFZWQotTVS6iqNpYMVuq6WJNtrm3ywLHUkaTENzyRzi3DqVrR2y4PqaZ/lgeWQVK3VbtY977/wAuMBS+LssmzGgfpTSNDJM34goJ6Vtjv6kb9xj53MHdrGfpkb7C/wCuK2laA07rMGcagLHT6AH2vfnvhbKMUz61F4py+ujaSNihjYB1kUhwd7D54AqfF9HCUAjeRLWIUAc77DvbHz2rWto6toqp5I5HRJZDGwbYi63t7H574GXS7eaWS/btcHvhShkEfQZvElFNC7jL01upBMq3HPr6XtgCPP4IpGdKChQ2s219R27entjOUaNIyoK0ozLssnFhyb4cReHKbofFT1sEbDhHbUxv6gYmkhjmhzelr9LT5cjTsw+8gUhT2Pe427H3xxk6upY8pcRhdQRlvvxYemx/9MBwJl+WGMwVjsSuryDYtx34HvhifENasTIlFCAVJPn02/p3GF8gBHyyCWMrajjL6SVem0uve1/T5c4y9ZRUlHO6y9NybMOk9wO367Ypr6ueoa0j6WDFhp7X98L4w8xdyGBUXLi5UAmwv6b/AE+WNIpgV5hHFJBMKdGFtxqO53wokYqiPY3G5B9ucOpYpUjdTcMYzYjjjscKbT1aArrebXbYk333x0afBcOB+00bRhY6IEC3mMhJP+74CYFrrp0i+wY4bUlNRVFHEfi2hlEallO4J4xy5amssZQwYXFu3++MY3WDMTqsl7WYDj+e+LUiJSxIAtfcbHD/AOwqCWANHmcEfBZHYlgLe3fCWTLp6U9SJ45lB2U99/7b4NyAF6PTQXctpbltif8Ae2Ky6J/qY/O4Hvgz7QhCFZctB12AbcE+wxdVZLWiT7vKKulVlLr1yFDL63J/bBu7gVfC6KAVks6xGQkJE0bBnHruALe4uMU1NHNR7VUDQs26iSyk99v2w1r8nkkho5aerkzOqNOBUBiUMLd18/KgWAsdz2wsqqNqWMPVRSSVTLqLAlvYXJ9sCYiuFojBLF0FZnIszfiAHYHsPpi9mq6WlmX4toIZQOpEjkxtY3sy9/rhcatrFlAkU/iOsHb2GKxOat1WOM6U2Ksf3GK5Chs+X0dVlk2Y1mc0VwCVi6fmlP8Ap0gfLsMO8pzKnpsupa2XJ6GrjSCSOJydaRs7AtqFgdQ2FiTYE2O+MpIYwzpGEZlAvxyffvi+OpleJaONm6KsToA2uefrhV6ga7IcwyHwpDUvmGWwS5h15NcVXRMWh4CojsSCtrm49e+M7nuZDPa2LM2p0koQugwQKsKxW30i1rm3c3wNVZk2aUEVOtXXy01NCESGpZbRuWBfRY/hNgBffa+2F3Shjp7gdIg2JYWv/fAsYGCVUkcFdpp4Z44hdijOLp8yBj2iz/4eaVUhZTKnRDRybeY2JIa+1uB2xbSw/F1SpDEswZSJB1Aurb1JsTYbDnEo4KWSUvKJ4umxZ5WjtIFA2AA4F7XPOLtdS0iubKg00bVXmBUO0CbOWNwABta9h5sJahyJ2jEbIqmxj9CPX/vhzXiCZboqqCpTWhLq29wwJ3uP6YopXoevUJItTJLUII1ZohbXr3bY37A7d7g7HAngadAauhWEdBjIHBIudL2PHthrl/hXPvEdHLX5blktVS9Vg3TdAFZrmwUte1jza3bA0MFF1K+mzBCkkN+mytoZebGx/EONuffGg8JeKI8ip6OgegpE61WTWV7Q/edIgaVDA3sDc78du+G32HZtfCdJmddX0Nbm2WTU9Rl6CMGoTR03A0iQLyb2Iv2N8Yz+JeUNQZ7DPNmtRmtfVxdapkelMaxhQB5DwV9h+EWud8fT/Dtf9oSTVRkqdPUIWxGnSDdSvrb+vzOPlv8AEmrXMfFQSlz6ozNUVoykyFBSMWOqPgAi/tfi5O2Jh3JiYyKNRG8gALMbaQL2Hfb1Pb64LpZTSk6OpDVAtduoUuLbC3ex3sccKWaB3lp5Celsx0gEDi5HbnbC+ZuqyjSl0Gm6/mA7n398aclchDQtLKe5tdtbg+uPEUpUK1rnYr5rC/8ATAyqyqHUfUYZIpmdmeZH0hQpAJ1bX7Dt3wA8BEzVFFSCVoFMzuWM4a/0t6YCkjQjXGWJAu8YTSRf0APGL462VKNqa6urGykoD+hOC6OUKUY7otgQNiRxe+FwK2gKJTTj7tUUHkadj88e0mX01fSiQWikgf71RwyE7DnkC/HbDmGojqp1g6UQRmNrL3+f0wVUZPR6GSWmEZlIZWisN+Lgdud8JsndRlZsqq2JlaGPpBAEeIkq44Fjvv8APAclHJEXDpsvLKcaqpyOWnDw5bVTmZQoSnY7Mw3IBP62+eBkoleEfGWElvOI5Nr++3Ptiky1JsRUMs1LKssIVgpBOoX/AG4xtMiz6FKWrkzCp++uuhDYi3cD0F8A09HS0zPMgUvfyiaNWFu9rnn6YvqTVVkMZiaIRx3KstPot87XH64mVMUkpGjtRncwAk9xASD9e+OxnxmObqAodSBtdW2+m2OxFGWx9xqCSwLyG7ep3OJJGZFYqWfc7jc84+iL4Py10fSHQhQAzi+4tv8Asf1OCqDwvlcOpYVaVmU3uLbbEAbc3tjHeOj51FSB5GWdGsoN7i9u++PXpaHoszl1c/luLWG22PqkWWUEXVKUi62sxF9QIA2xEZVTNGQtLGFIZlUDi/z98Lewo+TTx02p1h12H+oc7e2BNOkt5gbA39/TH1SXwrQmaM2KCIgMQfTED4NypnOuIlXaxUE2tsAPW2wP64amB8sIQAkqbi/NzhhQZQ+ZGJkPw8aSAGommCRltjpA5J+V8fRJvB+XmN2YtG1lAZB34H/fBByCmoKP4eNSySH70sQEBAG5vuL2tcYpSsfB8xi8NvW5wtVNqEE0zM7XLOke9ibXOw2uPY4MXJalw60ksZcLIwhk8rsFFxpNvMTvYc7Y1b0b09KkCNKtV5o40iQuwsxUrZe4IsSbAXHN8OMlynNaaogrM0yyO6yK8MAkDzF7EAm2ygXLHc8euDLZWpq6mo1buj5c+WV8lalJNTyU8skgjtMhQKTcbgi/vhxmGR5nmtf9mxwoamkgl8rsIjIgdTpFzYlQQbX2BANt8afxLMWr5J6vJkda6UQCMkmZdKWL3HBvYC3OMznmW/Cz09IkLxSJTs4FRL15VGpCSx/LYWuDYWvjTHQzvILDJIGSVoXaLpEyPVMFUuD5hcbEWK/+mGMdRQZ/mC0lVT0+VSuDGrSoSGkvaw09/nYYdKiZ7pglMVUqThZBHGkTNaO1gRYkA22Itpse2G9H4fShppXpMnUpVTKHmlALqOCUPK8X+fbEScb4yCbM6PANTTZnUqamJ6ejiSaeWaMrGGNzo3Pm0qASb7XxqMmqvD83h1qfNDl8rMxAp4grPIvKkKoDG/ONJOtEscFPNXvJPGQUWSTWzHexYAd74S5plERzMZ1NSRNVAiPWT1NWxGkCw0/Pc8b4b8uUXw7FmX+GMgzetkmy166jiCgCBgCGub3AcFgNuMJfHOTVWSxLKxhqIG21QqVdLDl1udtvxDb5bY2+Vt1KCOXMZlpUh1KjpOIusAN+DcAb7evyxkafMXytczgyrOWq6WN0VGWcSkKV1cgbb3H0wY2ptCvGTFZNlS5tLJqVnQtYES6Sp9x73AvhouQPllGmcUM0siEgCl2dnXV5rOLALsffBj5i/wAdHULSxNKERBKsQN7fhv2J9z6Yqr88zeOmWlhzCi6IYsXjoVjkWx/y2H4SO/lH1xCu2+hG4zhy+qhmdEjDQkmyMbNut7W7G2MvKJjETSykI7WdOGt/Ye31x9Syuhqp6hFljpK95DHLFqSREhvqUsVDXYG4AseT7Y+aPCKWWo66shSUgdLdiwJv8uOcbaTbuzXTdjHI3n+zB06cTIjMoAI1gk3+o3Fsa/L80pqIpTVmUoJGjWQht7qdgdm45xn/AA9V0P2dPHWpUvOZbQiljF28oJ1W27GwG+GlWkkUXRhU0tOZCVpJWAmDEfjZbAgHsCfXGU63NMlt2zSLmOTqzmOjhD6N/KOACLD0+mFGZ5zQTwAUlJCzqpDRtcGMHg2I7+oOEciMUvIzIdNjo2J+uHqZVlULpUV+cQh44010scGt9VtwGBCnYkEG42viaSJuzI1JqJVRqVZGjMhiBRCUMoF9PzAIw/pafM5544KOGZKzpEmMyKzkL+JgTuF974qFHLWM8tIokSBNWoBQUBFmKi+oLb598ToZOnUxSUzhzGNIZlcPCTcWBG5Ft9id8QtS/mi3FYLEgzpqgU1PSwS1MRkkmpmnjbUAoux825Fxaxvcn0OM48k0EmqomSGdfLIrEAm3e9+2HFRQzUbXq8wc1EMYjAjQKUX3e3ob/rhVJRU888bL1QqqAeoxYGx9GG19z9ca2RSFGZUgml6tJpkdzZgtj9dsVTpV0SLH0opVKkoyrcqbWOx5xoEoaIZr1XtIqu+kae1jYKVsf5YoeFCiaaFYo3TZ+szuO5N+Sp22+eBTdpUXiuTPUEVNG0YqIhqcELrG2q/FsGVUYphH0FKyFCWZAQAOL8/TDk0EMNIlZGxeQMEMclm1C29hba39cdLTQqjNGVpTfU7Fdie91OxxbZO6xFAqvTzyK15HK6YxcbDuD3N/54feFs4HhyeqzGalhrZlphFGJZgChZt9j+JrWFhY2vvzcVaSlhFQI4VcSxn70EFreq22B249Mc0DKhmaP7tSLoU0X25tzuDfApIdg9VmZzLMpayvSIkqVjTSoWAb6VULYGwNhcfPF0eVRVDrHU0lZSmUKwDeUFLmxXVypItf+WDMrz1shBMWX0E77srVFOJiqkgcnccWAv64vbxCZ83mnzKmFRJOv3lPVx36asGClSd1IDXFtuDhMLdYFEWXU9MknxTEQsQgU6muQdyth5rX3IO2BZ1poJbUlXTzwg6SulwU99xx9cOfjY62NKKedjBTUmhJEgRiCqlQCW2Ivpv3784Cbw3DU0sK/blLTysh6wnjfREw40sOQRzcYE+4J9xdVQTsumWnSNZwHWWRPO57lSOx98B0kHQzCIuGV0BlVTudIuP34+uNHViOWrSqEscCsqxBVpFQSqOGYIeSLe/btjzodN3rJAsZW0WpkPlYkkC3pcDf++KTSQ9zLD4zzzIDPBTGmhkGqKRhH1FPAuAeCLbEYTitqs2r6jPM0YTzSsC8ksYdWK7BTGtvKQAvta+J1mWQ1NSJJKgxT6rSnSV1H81ge/fC6sgkguaeORzGRZjER23B/visVSGngrhkhZXjMd6mUlmZmup32AHYgbb3vgadCGJK2I2uMSlpZJHUiNhuLHkA/PFlW1QJ59laMuWs62sCf5YoYNQUtXXV0dJRwvPPMT04kW5cgE2A9dse0kyJKDLqje2zruQfcd8VvTSGRdQCA7qeMMqWip/hY2mR5LLYmJb2b0PfBY21QDZlYq/mYkgaRz3NsMKJjG6uTdWHAHb64FmjIneOnjlBjYkJIpvtzsfS/wAwDjmmlWjDIy9NmtcG6g/9sAPIzrPhJJR0ZpVDC8imOxVrn07WsdsNqLQZRNHWyN0lBYAa77cWJ2B9RxhFRNMHT4lOoQPLbcEYOVaykqFqaeq6TBiTpG43uB/T3xCwS+w2ZkeoeelDSstiHIB037Ee2L6ikiqKJKiliaWaHV1tCkgLa4Kn0G4N+3yxZJn1HWzwVEtCsNWYXWoamsgYn82x49rbXxZlscsB+JSYq5AUyFDoe17ow7Gx5Ha+IlP0omxW0YppIhKSIpYlkCRnTrU+jWN+Df5YEmroaKulmU1MkchFo2kDOOBzaxP8xscaaeSP7OqKcj4aVKQRwMF1hdD67DYk7rbbsT64yWc5VX5fSrW6hLRNDBKtQyhSeqCNJHZgyuD7LfjFRmmqZUcjuOiyt4lcCJAwBCkupX2tfb5Y7GViz2vSJFXokBQATHcn98difD1O5W1n6ZWmaPWsfTVbDVbttbFkYUJYEsAy7u3be59+2JxRpCH8u4H4mO25P9fXHhkWR2CqwNwCy3F/r/fGWEZktDIStzpOytf+v9MRZEa6xkXIAV++99z+mCKWES1ciSl9Knezcnt8v++J1tP1ITQ0TRwStYiQpfpi9yTfnuMWoNqwBGj1R6FKlbgD27E++JqjMQHRmRiL2uL2/wB2xYYtUpgCtKFIAcbC45t9cNDNMfuoIyxW1xMbAD1vhw07vI6FTiKFb1NVoLA6Iwl3t32G9sRqaSSOgqJoSHRogyNoLahyABze4HywFmxokqPhJ361akQDAyGJnX/lvsQbkc4IkzWpp8odMrSSorGGqKOOIsRx+LYBdrYIuKk12FfRmbyXNJKWvzB+pefZpIOkUVtwS7Na4YeY2NxzzfE6nM84mrkpmzCrVp5AYOmoF9+WUC5W3YEcHbfDZ5KaSngqaqZTMFUvKVYurkOpUlbHTcW3wqzaQZXSS1FHSmCatS9THWVBCqd1KhT+Nr38wHFsNwfN8E5L5c0jy6rEnxNPUzUrR3U7OLkCQsVBUMF30ji1r3xbT5tTZxnLzV1PDHItI9LFDLu33jKdRO4KkBdwT/PGY+0UjyoIKE1mdNI8kwdG+8JPnCmwGoJpO4t+LbAtdmSU/iasiVYUWaFVl6RbQkqncXFybHZjbcjgDDcuvQFJhlKJvBdYi19ZJT9em+JMZXSFnVygVBvq8puAew74Og8ZVstQZp46GaGWMJZVkiaPk/hJIFz3HPrjM1DnRlcuY0/QOgSUdWjuImCkEBddxqaxLDvfe22Nk3wK5O9dHULXGWpAnl1qL3AsBxsOLC45wpK1QroVz+IqxK2SannIXSultIBU232I2IuRf2xfR0VRmtRUrXTVZqI0LN1yTpAPubC5xKXJoa2p6EQ+HSxJZI9QTblhcWX1Pb64ESsbJ8rjl1PHWMFPUcayiX8qix2G97kbcYwS2vPAueToUpKA1EGYZeasTxjpKgCkWJJ85/CO5IBJthfRUuXy5iHpo5oll8xjhcvpsbkNqsbabkne17+2PK41maUjZ6gmIM4p2Mj3GrgaAALAHnnnFVJVzVCCSGgbVCBLPLTmw8ikXJAJ3DC42B732wpNtjS6DvMjS5bl5qKSkR0lYokk5DEIWsupSQRwbEA3J5FsZKZwjJO0sQkkudMa20bkcW223FsMcydKWCWN8xqhGL0r64wzCPUGKoWUfhJAPuDhHUNT0cz3lkeM+aJ2Rl6q+3tzhxVgw/Ls3rcoq0r6SNB0wUXqw3TftYd+DtjIZrJHUZrUjpMZmkLzznYM7Ek2APvjTmsSncCellUHRN0I7iyix2Jubn19sKKyjp5K6olkSqhkmYN0yttBPYj/AGcb6LTeC4Jp5IeHZfh5qxk6qBFuOmTc8g2I3HONdVwg0MOpDTzIgaTTIXVy3HlO6seSb2PoMYnLZHpcznSnnGsaQD1OCDfbD6ozBZ2lMMpERuq2XzOpYt5z333sT3wan6sCmskI6ueaoWOVmV1jCgTAhkUDYWa1gBxhlTDI/s1ZnWKZQPv5lqCGD6WAjER3bjVqHlubWwja5dXLq5c3sPMb+49j64tmr0imcfBxFzHpDaLFQR7bG5I3tfjENEpFtNUMqa6YrGCtlNtwDiiEiQl2dksNBVVAJscDwzuYpGjVyU/HHoAue9rHj98QTMqQzaizB3snRKk2I9dvpv6YIpDaYSrOqMwnZk0+YEED+WBxM8ZV5p5oyoGwIGm5Hcb74vasSEmMRyKwP4WH+7jfHscETmCYFRNJJbQv4mAH5vTe1r+uC0uQSKlrnM+qZUqVZtKiR2R1HAIYb3x7HKkpARNLnzCRpdSix3AvuTtsMGx5XTVrppEEBR2ZwV0l7j1Pvb3wJXZTS5bVpFFKs6aLrJu2i+9mJ9eAfa2C10DATPBI5eOamgjq0KKX4cC/fC40conaIywxxG5D3LamPG4v+puMGooGpiSJtX4iSRa3Fv64jFIRKsEkMpkRPI+kBdN+xF/Xg74It1kMdAiDJZkpKyr6+l4HjVUUa7yG4GwvfzBdtuTjSV2RwVXhOekOZzwVLiKePqJG56StpIGkeS7E+4sOwwJ4b6UDzRPTU0XXYNJMy+e1vymxAO581r++NXHltMVPxjJC0yGKIxSG1RErErqcAtpBAudjvvjLUnJZ+Q4ZZlYfAFC+e1EMOc1kNNHEmgzGN5S5Xe+w8guDuATY79ysq/CjU1Q9NE0OYGdo4iFcxmYAX8tvyAre/wBMfT55cqoqOomNNBG4jMZMEJY6RYlVZCeDa5Pa3ywsyzLMuraT4WOoqkg65kaJHIUi41eZQLb23J342wPUzljp9D5hWZRU0FvjDCCfPrhcgxyMONI78XPG2BaaOJHVI53knNz5ELkgbnYDtY/rj6m2QQUBeRJ9fR+9giWMF45dRCgs27ADf/UcB51TU2Q0cFRTxyThatnjdogJDI2xuWFwGPYc3GHDVTdcg00YuQyKtpVmeArqVC1tY3s2r2J2tiiVY3plGqTrmN9UYHlLng77kAC9v3xfPWTxllq6eWOaEElJSDpbjYHsN7AcfvgNjInTJKvVSuQkIBuQBufb0xvGicgnTEawyPXpLUx7/eRMBo9jcg+nz2wXSVs4pXEEELQFtLqJWu7nZTcjYg8W+RwPTmrrEaKihmlqkFvgJIxfZt+3mt+2D6bLKiGOnqZqRlCLY65FBN+LbnURv7jEuSjiTKq+g2/8NTVFV0+gskkqCRGXREugAlSzXClvXbthfN4NrTRRVccLSTgM80V1ayjgpbkDcHFtRX1MVRIKeSZYprLtId0A3DH59vpgKkzCWpqVirz1p7lYRLUkKBwBf1vvbCblFbiYq3QH9inL47zRMtQXJI1Dykjup45xSmXywwq+lSFDksJvOF7WAHHODoSsVY5kdjTxSsJFEZa7DYj0tfvc4YCCEUbTUrrItyQVU307EXv77XxW/I89RPDMslORN8S5bVIkkcusp+tr32ufTAfXqgza4YpUBtbYgG+5sNvfDZk6khRgiu5uJNOtB6kAHte3ptgum8M1WcK7ZdWpdYnlkjKsDb0JAsCbX3sBbDqKDcZmeSFpZJIEg3a4Eh4+YGw9tsReWQM4jDFJGIRTY7egPrh9U+Fszy2EJU5e7Ur2VZ4rOvoBqXVck4V9FElEfTMULDyjSWAI9R/s4pV0HYri+JjdUilEnOpSwGjfn3HGGuU5u8VbFDLUGKmmfplgoZVJG1wTwG54I7YpqYJQnxMDxKhW51ILg23vf8v+98D0bxLUQrI9PUqkl1DJ92WIIIYc29xxscU8opUzex0ls0enqkMNbAhleIeZXitfqKw5WxADDcX3GB4Kiiimy6M19Y8cChmYBdYlN9RXYgbG17d29cafwvmENfl0AWOOSthhMXRlYGRUP4k1EXK8kEep39VefZVlFaFrI1ekmdBdtDMGt2YAA32sSN/nbHIpZpk4KZMl8ITSNL9mUR1ktewW9/YNYfLHYxbCBWK/Gx7G3+agx2NPD9R+bufoJZTJ5BExIN1v3twTfj64slq4YGjFRKmt7aC3JPt7b45lkjiYStA+iMuQm7t6W9+Bi2DKklkjnljlErKAVclinsCLbfrhQi5fpE7WC74XSz1xScPOUHTEgBba1wCduPX3wDUvM8rNFHIIV1q/UUyAEA+Z2HG+1vTHmaNW1cnwcEd0iIUSI4FuxNibn9r4NyGWaCKWCWmqEVGFpHj0hyR+Ud+P3xo0pPb0EqbwL8h+1RUPLmDmCFpFQdUhVcea+gdzxb2wVVz5tV9SSBHgWJdqaGZDLJY7XbcKT6fvirM1kbMZH60j3+7ZTcrt/wApNiCebWPBHGLaDN5dXwc1NIJo9nmC8Dm5Y7X+ZxMKXktj9CqnySrzGlibN4liCnWYjOZHIBvu3bffv7WwYM0iq6ExZbDLH1i1pVjCqoB3Y34BOw5J32wPPnXw9NJItVSxMXAVnl6hk3tYLa5vbsMURHMsuqTSZdTwTUd+pI1RrEg1ktoFvwsARsRte5O+NIbU6X9++QT7COqyuqy2nTN8xr1eQVEaEhSyi/BYc8gDbA2f08k9HHLHEkkcoWeVnQLNGOy6T5iLk7/qO+NDXz1Ao54a6OCIuh6EqykmFttJIKrpsQb2JIH64y0+cU1V1YIYKgyzSM2vqhzHEGvdbi4sOGvxfk4lqN0S0C5flDVkr/HV7UtBE2uSzEFnYaAFPHBN/lijNNFeiZjRqknwkRpmWCMCSVQ4s4S/mUeXcevHfBldRVOdQtSUzhcso8vYBBA4SJiCdQH52sNrnubDGeo3eLMY6bLlFqqDpKIAbFt7kg3N7XB9x6DCxdC6BC1rwtW0QzOKOnki1iKSEvHMzAHix6ZII39QN8LssWfqfaEkcr0cN+pOiagvB81t7Da+GyVFI1LE1R0XlhieISxvd7XuhZLBXC+xuBbA+Rw1niJ6qgyyvjy6rmUNUUbRaI6qNfxDUCSG3sTYG1tzY4aVoEMc1zj7Qy+Galr/AIsQSgSiJyI5Xa2nbvpUMTyBsDzinOqyjzeqmEebxNpYKIUUax/pXexFtux+pwsr6Csysmjq6eWmnVN1BvqF9rEfiB9e9sex1oloYXrWvNSuOhK+lbXBUqxP5rHYm9htjnnKdt1ZSUWbGTRL4RkpgatvuwiJKyqI1DeVkCgW7Nc7+t8Zm0lNHMVnlghqiBUL5dcy6QbCw2UbfPucHrmkToUadpKeX7k6FOqOOwubjkC9htvvhl4Xy/Ksw+MzfPCpRZiIYnJWIKo3JNhqAFha/bjBHfOVMQizGujeKlny6Jo5EDGnklmVykoJawU7G+onf1PbfEXq6KvoI46yFqmVYFp0dkC67C2pkW6XG/B/awwF4szmiznPhNSIsVGIiKeMoUNgbFyOwO1vQWwqaY/DLSwvJ1RbTpJt62/TF+HWAbC4QKaB4J5mMS3CRkjdTY2O3qL2vi81iwlmqCyIN2Zl3YcccnC+rlmegqKZql40lIZ1RtKsQeTvba+BZsypahKVI6dFkRFN/iNtu+/AG/P0wsxfBSipITZYrTSziESLGDqUWBNtR0/pt/6YY/a9TLSpSyMSiPsxT7y++1yLgW3I9r4Yy0c0fmZqKyeQzRzWDMVuFFv54btmAoilPS0cWuRY/uepco7C34jfVexF/bnE6usnTir/AINVG27wIGnqIoWSR46WM2VzIA8j9zpC8i1vfFKGIBpY5CVty1wDe9ue9v5YZLSwU0fSrYBDOkl0mMtwnaxI5HucVu1PCArVSTSmW+tSu6kbHnGkZpmLjQEkT073JUKQFdQxvc/mv+2DulduqADLxcm30vimpmSnqWedXZSfJdiCPXY7ji+PW6leIxTrKFIYuYmGof6dj9dsWnaJfJVJMHgmSWq0tKCqRKt9Z7b2724vgSGmeiyirlEkaOSzXYjqE2uFHqfftgp8p+GoFlngZqaaNQrLJqAY73X0O3GB656NnHxCTxlkVVZSNtt9ie/9MJNS/SXlYYwyeumrI4zKQZSSiO0LMLADd/kNzbfByVFNM0RqQ7fDRvrkjj6kcgvcKIyRpB3uR6D54ChzZJkNNpBIsIyx4PAsR6fvjkpI2i69dKGULqGm6Kq+q25+eI2tt2FpcAtHXSVTzPMaeFVGv/Dx2Wx2Cql+T25OCJmgaRwWlLw7a411qF9TY/P34wBlKPTV6z/FdF4CHhKR6nJ7OO1gbAg+uHNcZIKV3anjZpnaSSoigBVQ24JXsS30twMEr3Y49+g8JF2VzUyxyLVVZikIvHtqTYi5Pe/IA+fpjY5ZLQ1SHRULTKVAMc5KoAGDfdjYC4/La1r3vj51CVhgWVWpVVxpVpda6txfSLci/cW5IwxpKlcyWhpKWnjnnUyJqb7sK1jYB77i3A+XF8Zy8tt8fgFG+D6lR1AoImngo3cMp6IUrH8TcHTvcA7Da19ucWRZ1DVRwOaWqe6h2iaNg6J3b5i+w7nHzeXOZqP4VDXpLD0QoBnkI2NyACfYCwNvTBc2a1dZm2WXkR5p4iyxU8jyKCebhSCD67jjvjn1Ixk4u6Sv6/P9vdmkHJJpI3UmYZFVSwJNV0sk4lV0Lnvyp8p5uOTvhRnskVXAlNC1VBEjfE/eRbsoJXUWN0TcAarE8bc4zNE0tWtXSyroqabfRJEYVQA6bjUOSASeb24woqquWaUUcDJGIiC6rEWJuQLlSAW5Gw3xpp07rBMlLF5L8xkp6ytjotNdVydbWKRp/wDLjCk6We34y12YAWA25xXHT5XVVMbx9QBVvdWaKSJl55Fm3+Z9sREFOoMs6Rx1Da5HDERsrljZVWxIICsbEH8Q45xVS11Sk1S8lSS2rWxdgJDtYkCwBNu9sbptp7On5JaWNw9WtlpKQR0a+YuXS8egojG5Oq3fa9rXPOF1Wj1E7ha7rSlLLEqE6jffSe3zxCSoNZSwooMc6yFfO2zgi9yb/wAvXHkVO0cc6UtqmR7MDGbSIw7Lc74xSae58+/fT9ysNUuBZMuVpUinro80hlS7SPa0Y39+bj6Yvq8vNMxj6/TdSHiSdQOr733ttbDeCI19DPHVO8kNwmolHMYAubBh6973wAkM0CQpNC1YkStNDqHUmjI7nswtwCdrjBDUnuddOV/z8NFOMaXv9xJA80rShqZoXbzaip3deAN7eu+C4mhMcxSZFKpcxFddjxe374hcVDmqklkkVkLAG+mJTc30jnb32wPNTR9dgJYJoxFcR7+bYcWJJJ9MdeWjHB5UzGnkZ2jiIDhUQraV7j8YsLFf74cZdnlflUrS5fLIikEMhAs17j8PGwYjc4UTRpLDTO7BSsZECqb3vzccg4pEnw1UodpI5Lln6jgBh6BPUcWv9cUuMiaXQ0kniCBzTLNUGBo4gjRqoDyMBYHRwAbAk99zfbEM9q6E5tWTQrUtMsENwlohExC3Ksbqyi3PqcJ3XLa8dKRg5AJEpJLRkA2PsB8jgNKKs+J6OZPS0tGJRGZXi1RspBbZlG5PsBiVFJjSTyWVVJ8BU66JZcxj65TrINcZJXVp1EXJA2PbEDTx1bIA8YMTFiVjPmBF+e3y9sCUUlUgemgmX4djdSj+UgNcdx6bXw3yqookljmYiGTZTplu19iGF72YfuNjfGjtKyuBfprMvk6kNSQC2pVLHyH6fLnvjdeHfGc9SBSTxQKscbyPIZbFP9RXUb372F/a2IfZ2Q5lHIshRmmlBgelXS0JYWZbkWCagDa3l1GxtjJ12TjK6unemRpvIZDFJEJVbb8wtbcXIB7YytTww5PpQpsrAt8XTP8A8zU0pJ9ybY7GJj8Z5RHEsctBEkigBlWnFlI5AucdjPbLsKj7is6UclpZqiRpgSTpBESKLkja/wD64nJJUSqRBmMkcYjBIWmDab8an7cHC/4yvTNJ4jTL09LdN1bUG3AI2/3a/GL3Ek05iSNFhDjUk0ttAO7EAA6ibW3PcY5Z6tKkulK3Xv2uON4J/fsMaKpndZtBik0kJ1ACNTWGoCx7G4Pvi6SoLARSKYS5uNt/Ygn6fLEMqmjjpBTlgDHclmsoNyTt7b4Jeno5FWaRVlAIK6Tq37Wtju+Fmp6KcZX9ft3/AHyTqRkn2Ml4gWjqJDHl0kqzR+SqaGfQHHpY3uxO17Dci5tfDaTMKXK6U0bpNWVkSa5FSMMQ1rkkDYH3+eAzQCsnqs3p1ZJ6slHRoxFJZLKpUkm4Ucn64Bq0kqJY6emq0o6uQMWp4CZWOqw3JIFramNzwcRvcZPPP49DN90gvN4vjPDT5vWWpp1QPSsTvHfgBuSzX59hbHz6gzL4XPI2qcyqWgpZHVukWUypY+UA7jUwAJbsRhvDJUy5XVZQkDJR0jMamUIVdtKEoY47tqOoEFhcEc2Axl6+Oq6VPJOpeSVViphBHu5Fy2o8B1G9rXtY27kk7lfUk3GTeMUzHLJcylpTSw0zmnSFxrBlZbkLbkKLkk87YV0uWzvRAFOrQRTaenV6ULW/0ncqdFifa3fEsg8J0dHVtSSVazZtVRgvSrJdaUW1HX21GwG+/t3xqWyqkk0iXo9Ih4pShC6tJ1eZRewIFiebAc32pJp17sbTZnvGmZVeTV1PBQSSy1H+ZJG63i0LdbWWwAsbafrjJVgl+OhppWpRI0aRyzIdUbgi34hwOAbbEg784+g50ZaemAydBBValkdY6QF5YQNiSd0BIABIvjIz09JX+IcvhzGuhjhlWZpqlJ11KSrF9XYWbYKNiNh3xENRzy1S+Y5xSdJ2JKiOJ8uXouY2LCNdVmBIJDG48wHGxA4uL2xr/CU9LLl1LVvlJOY0UzSQ5gJRaS5KlQw3I03BQ/PvjK5HTmHNkp/h/jZJZFeKNJjDHUaSdLHa523Hytgp8wrqPMa1IKHShmDtEWLGP1YeVTe/qMW21F7eSE6Z9Hzahpc+Wnlq0VzT+ZWjJjIuL2ve/I/XGJ8U+HKCWn001VPS9SMjchtS8MLHfj+eI51mWeUAahjqHFWhLNoTUSL+UgkXUnntscJlzOvqGCZg1QzJHYSyQsQw1Ene3rzf2xhFardyYNroexR5oKIiLOYaRYnUx00wXQ9xYnYE3tzuAcTznNLZHLlFdmcE8BZXphTMFkexN1cDcLza3pvxjQZTl+TplBzGuhSR2VmZJk/Et7KQh3N/XvfGemeCnzGSrysRwVSr04y51oAfxKRvz7GwOBzu9t4+nv7lRq1YipZWqIJj0mlRiFfRuzD1BsL29vXBGSRusFRK7zsJZCqdUDVYbHbt2/TBNJQ1lXHVVfX6VSxBZTa9hYAhQAAPlgehpK6KWvFTSpBCZiYyzXZh3uB29D7418RO0DjiwuEU71bTVdMlRTwqWVGtZSeSfawwozFaOmzuP4nQaaZVaWJJDrA38qk9u4vjUZVlVXWTyqQirEA7s5IvcXFtvY4yGbwTy5/OxeOmNvN94siAi221+xH78YcdrbVii3YZQQyZn8ZSx1S0OXUcTMYgBcrckBj32NycFx5XSzVGoRwznpDpTIzgSKF1Mefxd/ptbCKPKmmrFEkZcsmoyxqXWS/BH+oXH0scNKB6eGSnq2zFKV4SWVUpWZZBfe4F7X3GkeuE4NStPBTkmqocLRI/3mp0ksem+rUUueRfne3OM3KktEx6hpYJD5WJYlSSb8kbD5etu2NjBHRTTyD7Rjp1W2iJgZJDe5IIW4BHG5GBqeaOR53OT1jRMn+dULZuktyTpAJUevG2BTVUQlISvQtVQpK+kySTAko12VQNgOxBvfbsMDxLM8pYUszOjiJ4y3obHy9u3zvjaUFLDUZVJWUssUNLBEplkWNRIHJABPlIYDawPbbbCeWmSNHjjkkRtJBaJrXJ5K+l8KDlTSRTa6i6rrZaeQiNZaKaCILEiHSosRso+fPGAnlpJppIq03kYlgjX1i/oMOqeppIZozJElc0b3dRIR1F4tubk3+W+NQ9bStUUbJIKOMpoenVF0KWBBBCre5vbk4iM4wpJFytpts+dvSSrHI9FRM8cIBaVlNwLc27cHc4vIkhhp4cvrYqiimKpqnOgIoO434A+W+PpB8G0kuWvBRzNFO8BR5ELMrrbut9QI33HOFk/hmiyWoStqaQJGEWOnlEiKpffaxHmax72552xH+RGUtqdte+e/y/YpQajbRi6eqhqaoSNeKIRmNVWMkyEE8E+W1/5YeU9TV1WUPAY4ZiyaVja0hj9RtyfS+JplUWnL6z4SnmpJZ2jadmsZXIJN477MtuL/LFkCPFVMyRyzNHHoBRAWIH4SBuL884uWtjj37/AD9CPDV8gMfhvLny6VMxzMUk4/yILq4bkamXfVciwtxvi6g8O0Jpk+06auRo1BKJ9wJw5shXbYji1xj2UVEtUagxtSaIhF03H3mu+9gDYfr2wyoc+qKNVEVUyBIejLDUqWWQX2swPlt9cZNakrdun07Y4+pe6McUvmKWoPhzHT1VK4WNgBGHWTSQPKoO5Fvpxh7lXRp5ZGCUdLNpLvUFCzMDyRpuV9e/BtzssrI6yvlFf0ENQSUCRIAQOCfb1OILSyUX3dVNOYpgWkNM5/U/74xWpqJ2rz2JhB9Vg0EOcNT1M0mWIqIT1CbluodV7sz7mQWIvfhrbYU5xnFZT1Kx0T061ARg80yam1OLMWLbEnuTe3AtbAdRUIs6ZfDLJNSGRLKbNcjewa3G3JwLmdIpSSKOUwmbZEmUC+9yL8KPe98ZQS3py4rC/wC/d1VGmdrUffyFpmkdUzCScCviZfvJGLMxUKBq1bH0v3wdBrLzzyVNJUMWClXjsVJAIZQB2uflY4VrRvNJITMjSIQTExDazfvfYbC18MYqXL2jMs2YfD3kA0rG2pNtQB/Q3/bHbqVFZ/F/TBjG5MtjppOhLUhAsMjmO4YXU8bf3x58G0CCQ62kBDLUtHs2ryta3e2GUFflxienWnMojPUjEMpYMfctvybWO2L82lp4MvqjUiakB0PBaXUpY/iAA27Ha9+Ttjk/ypKSjt5f29vJp4KptMXTQO2iVWhJB6aq5seBuABvx+u2Kp8xkAad46aqVpBH0wNJQ2sCST8tuBgh6aVKJmmWb4Y+aOSn0goVHnZBc3FiLk7cWwJS1Zi+FhaeCM08gC1LrqNQhHJXi4Nhv88a7W07V0SmuUwOpjimrYpFVEcOROZZblxccr3t2tt7b4rTKHgrTJrIBvs4CEGx4Hbt+mDqnTV11I5kicVk15HjUBU9ATyBYX2xVmGpalpYGihgdmEUssutSwsGKX2YX5xtCabUSHFq2L5IasPE0s0RUtq16NWw3PzJvz6DERUUtYzQO8LpHLwWHnNrXJtuL9x9cD5hHmccYqakx9RYwtN013V1PlCD/mAvbuL4qpKqWtQIXp8vSnU6ounbQxNxcHfSb7Wv6HG6XUVYOVaqOeKCthmsWbpuFBUj/lvwdxscHZdmjExNWROsDk9N5Ra35SAfyjsQeORio08tSrheoJgoE/Tj1kEXsV3Ox9RvtvheCEqpJZD1wj6LPGUCEjcEXsfXfCpSKSNFDQA15V9EQC9OOJowFmXcm5Asd7WYGwNhi6fw9QoDHrMLauBwVANtvna/qML4Kmpp4fiaad9J03jPlW5NiwA4uPTBommqaQmaGUSI2ksrByB9N7H1IxDUo9RZH1NEtK9NT01KJ6XyhxFO0b6huT3DDbvvb6nFdaIo8z6SLXMFfUWYKQGQf6xaxF+47e+Ev2pNQETQz3V1BLBdJB/pz3wTFQZbmi1cyxxmtlVQZDYayNydzzxY3vxidvUn5hTDK5WMjmiLudTHSNyf/lx2AFoKgKB8HDsO8tOT+pFz9cdh7kFM+0o9MI1AkaTooG6rKWJDbXBtvf2wNPFJHJManM56OGZgIFcx6ddx+Ekajz8hiyL4mOSpnkEbU0T2bUWSWTykNpA3FgwHPbFtLBlcdStckYV5Y9cTTsRa+35r2O3N/X1xyafw2nC/vZvLVlKiVQsctaFqIoZmhh1PHdWlJDAkgbWuADx683wDLR19dUUNVlUtTHDCQjtUG/l7sV2vsLcb3+uD6ifomm0SUtE06l21Ld7E7W/1WBJwFI3xVWxefMJaYSgIQCEFrAamH/NfbBquKflWefXv79QjnkoqKOmnSGVTX0pSpaMLExR5NiDq3vYgcggbjnbBr5PlVXPLA1JcR3tI8jsNhuVYm5Pb055wZFFOp8yWhLkACQk78DT+UBsVPNUvWVEESwmjVVVpFBvrtuoB9yOPUe+M5S1ZRU9i7114foWlBNxbI01BQxQxxxt8JFCkd2hJiJRNxH7JydvrhMvgTITWQ1L09V0IpzUQUzzs8Mb2JPkO5vYE79h2xoZaqKGxdZTKSqJvrIK+gtc974JgSeoHWeERTA2UMCQFPcehO+9+MPT1PElGEZeuFyvr+F/ZTjtTdFDpGkUkkFMizyOspZlCIZLBQznltvTm2ElTFRV+cVUFOTB8O8cpmF1eQ6bA3ttYah798Fvmk1esvXjOXSa+kpvc/h1Ekn8IsN+4G2FC11DNFXViCJ6QSRFBSTOOs7fjQkgGwCk9gdVu2/TrRlLSrTlT71+5gpLdclglmEOYzU8raIJZnKx0ShwArMdnvaxsPNzsATzj534lad80qGqMtiSWF1knWFSPu7Bb34sxFw1t73742OfVFNN4drpaeFaWCkVDGHfyuS10CqQbEhSLDc3OPmM9Y1XFJVVVVUVFRKSWec+cHcleTYA7ADt6Yj4eMvDuby84CbTl5RhPP1/8JBL8RDGwdZEvxpF7XAIsdiB3398P4M3rXyHNZJoCskdKkfVMbhQ9yCz8gORydixAxlKShqoaiJko5ZiqdYxaddha7G6E+UDn0w0HiR2p4sviqHp4kdSkbzO+/rc9/b13FsbNyVpGe1EmGcVjxZvW1UrZW/3SkytJLCouqghiOTc87A4X5wtTT9KWKpuIxYCGY73PAse9sav7OethWOWppJqws0MdPK7KWAH4jICRe5B3BuFtfe2Aq3Kcz8NvBLWUtJVrIxVZdDSIDxvpsRcdiLe98c+nr+bZN5/j+TWWnjdHgNy+jTMr00dfL8RBADD1JFnWSS+6sHuADewta2HZyuVp4pMwqp4aiJFjqIoo4UV7reUoigGwFv8AUbcc4TZdXymXoSJJA6JoeJWATVwrWG4NiTfbjfGgpKuhGWFJJGSaCMvEsCCKVlNhdiV0M5bUTY9tsVqJtOMXkiDS/UgbNPCmWwtAI6mrpppZE6nWYWlSxuoBF7k2v6e2Ac2yVbRNRut3AU2tovwADf53JtvbGqWro5aWPQkjpKqM7Owd7gWLE9ie+FVX8LljGQVPTMTqzSBUKWY2BJ5OwPqbA444a8U5acZXXf3/AAbT03iTVJleZQL4cyqurkkCpVGOCKGVtbMOC9xa2x498fPanI6esrY8zy+ipBH1VjnhaU2aTYiw/EFKixtc3xuq+TL8+tDVx1PXppb/AAscgVWGndrkXCkm/PbHuX5JllNJGKJ2FQw1zlCr7t/lgMV1C2wJPY7nbHZpytYw/f1MXhmP+z8yzPOKjwvSSR9UTiQtGo0RnY7E+bSA1rbd8Oq3wXS5Zk0Sim0Vqg9eclryt+tgu3GNB1IcvgWrzHLqYZuyRiSaJwrAE6VF9nudIFh7b98TzTxbQy0ktPFSxRyLGoMdQboNjcC1rkWtY25xUNbmMlQSh5bizCTZJlpoZqeSieCqkkVjUxOyNpF9vc3tv/fC2SLMqzLIo5p2BaNIpSZj0pPML67g2v3tbjGyzS9XDWzU8MiwRAO6dTTHGpsoQL3X5774CymOnFXIqlYxMp1PI5Nyv4bDcDtwLWwSmuVmhRvhlZqqily18vhQSU1j0IrsViI4PzFrXOJvDPlkCZnJEJqVaWSWRSB5QLrpO/O4O3GGFfUU1VSx1sIaEQKwihka6yG4JVT33PbCU11bRo0csJiMyyKse66rqdge5GxA4wRmm6Da0dLViKFUcLOIrJ5QX0Bt7sTbi388U1oZamN5palY3kDRLGoAAIABA53G+x3x2WS1FbUEVLIywLrCThgzgk/lN++Laii1VTCsqY4y6kgoupbiwTb8tr+/0xMpqMmn/P2GoNpHo+Jhy6CKCqnSbTpDBtOoAG55FgLWPzxGonr8wnp1qErZGmYRwK+phf0Bbbud/fE0y2ZJIiBEvVKmPpyBtQHJIO+/phgaX4QVWqSQuGGsyKTpbkWtwfbtg8WMVde26DY26B6SmqaSteKWmjeRFKuGGlo0FydJPF+x/wCbFDiKj0VOXT6qm5ualfyn9PS2KNdQXdXnl8zWkZiHsBcAEk/pfHkig6W+0JpVKjS0QDbfK1ja2KnFTeePyCez5nGSerqZZ4hDHZRIy3ID27AjueMeU0xqG0yBo5GIkCA69Ibt7+n64qSmEzTxI9QgU6YgwJZ1tub2Gkixvi5I62mlX4WqN/KSJF1Cx4APt9cOKUXS9++4nlZJVQmDJMs4jEYsjISDffv2PbBWVVzVVN8K9ZTrUoQjWAIaMnYXP59zgKpqmruk0kc1A4Fvxg9U/wCog8DY++L56bKvitU1OYeqBqSnPVjY6RZtZHk4t9cYa0FNLcqf0dGmnJxbp4LWcZZT1gpUmrnkl8kZK212G4J3Zfr2wk+KSr/97jeSKIsSI7qCzHYgHsL2sMWZvFUrT00yBo4kYlQl7uL76j62vY++JVs2XViRChhq/h5XGmadwY0axuG524xpDSUHlNt9ffAPUcliqXQrocuDieESxvUu2qKJ2srCwtv68gdseP8AeM1OyhbMCzNZmO3BFtrYoAqMrlgFTpVgqx9WOVdN+5II/D6Ha2LcyeUEKlM85jjJ0U/nZLm93O2+3a+NYwbnd2iHLFdS2mRa3NImmLhg7RlqfVc2F7bflIHPbDmOo+1aenipJ6qCaKXXeoTWD072DD3B3xm6LMpgnxkNQAhAChDdgx22PAPqDhtXPWRfDZrRmGGpdelJLoYqx9D23vzbHP8AEaTlNP8Ab55/JppTqLQzfOsvpswZZa+MpNCNTKmskAeVSoFiCPTfCtoKCWEfCVDSxSnU+xUIT2B/Lb043wDUUDJULHUwSxVM+uPrBzdCNw1vbc3tbtgapNdlEEVbNU0tQkZMLyCM6qcng2FiVJG9uDv7YvT0Ywaalz8s/YmUnNVQDW1MHh2oWmiqVn1taaPpgML3/Aw7XxdUNBmWUU0OueKlDaIlkKnRJa3lHa1rc2OGy5vDR5bSRVlZQ6mPWUIAdBYWNzy4tfgi9jthRmES0uTwVcNZTVOti7yGIPdRwSbWG59u+OtVgzTZVl8oaaoplaSr0HTJTjzGRbj7yMXvsd9r73ti7M8nqlrPtakdZIlhs0ci7EKtyD7EXtfcEfLC2CvpqapYuxqaTUrBvwGFr3JQ24B7DbnDusroaaKKcVLx62GgxyKzd/ygkFbYHuTwV1KJautWFKyiiHRZPvYmUq6HbUD37jf0sfXBFLPRZtTj4iLSzo0YMgPnuOC3e1rgjfY4rXNCsaTMhbqOLsfMAe1j6cbH5YENSIGlETTMvLo/CtzttxfAo38xDGopIcuikjpF0QGQlQuohfQ2O44+WF1TTZq06SUgYFW8siSAahYmwI5vb+WIx5yEZg7spFrDVcLvfY82/li+LxA8sfw7U7Thr9KSmU9T1N14bb0thVJdAysgFRU5rT9M9VZQ4J++htIm2wYjFuXF6qr1RFU0qspjUG5X8xUE+Yjmw+mPCtPVkPTu4TezOjIH333uRf5YrWRKHMI0pYoqyUXGoy9Ox7aWuLH3Pyth/IfJsBDnMahIY42iXZGE7C4HB5H8sdiKSa41Y0uYgkAkdUG31vjsY732RJ9fWVYsx+FheWqJhEpKRagLtazuWO/y7enemvrkymmgSpmDO5dRO9pCNQ7Lbfc/rgGSWkizSoolhmpYpI2p55lXpjXYaSNtKXBsHO1z62wsyvK4pXq6iokopajqyVMwqZvi3RQuxYKQW44Uj0xjGMmlOHlt5Vcmjf8Aq8lmUvnSVEsNPHTVsMSXqhU6SskzcBXIudrc7bHfvhxSpRxOJpq2IQTpHHHATqNo3te52IJ5t374S+DqXOamCgmneF6TqM/wkVEtNDEHTVqUD8TWawWx5O4sDhhJSZjU5lIjVf8AikeRo5pFDtCh0lb7WBJFwLiwvtvi9RqEN0uEJRbdLJZX5/0K2KkGUz1Ms8ZfyjSO5LW/mTtvi6rrqt6Cs00JCNBdihVmVgVuukCxJBAHc2N7WwJHVjKI6mozHMy6zArSPUwkahbkuurk3IXk23wwSujFIauasj6EaCV9S+RFItfYFhf35OOJznptvTimm+n9fybJKaqTySpnjFcmmimpppUs7sLimUWIQXsRceg55IxPNoZpaZ4lzRqeT8Rm8qAW41ethxbvjJZ5U0tNmLimMqSPGGkh1dMKxY3ILdybXAwqjaTMKtFpY56iCAdQyRqdGsbDf0BuMavT1ZNSXX8dq4z3GnDbTNNmkMtCz1dHrciKSpmeSQnqSvZEjUDbYXubWF+cAZblc1XUrnhlRVWZenEyi6uGtuBYW7D1uDtih8urqmAFqOZqWWNbvZhqueCCNl4PrgqkoY8ky18zqqWEyF/uIdPTDNfSCb8HYWxs9JuFJ7aM2o7r5IVlDLmuexR5xl/Vgef/AApjuisQulrgXubHffkG2OzDIPD0sjQT5RNMZVcg9RkSNjtqXTwR2A98DVmbT11bHSkNH1HEICr5WSx/DY3BPH64Vz02eV7ximy6c0Mc2gOCVLncMexVQLi/zxk9Ce6EtOVJKsPH9mkWkmpZd/UM8PZM8U+aU9TTU1VGiXhUzhZNW4IV1uGNhwdx6XxCXwjQQZgZ6iFnog8Y6fmYzKxux1baNIvse9sU0+QVGXl6pPtCOgaE2giVrKSb6kJF1vbjv62xWJ6qRpaaeaqq0BVqghxZduVP5jb1tz9Mbxt07MpQSLa7LKvIquGspklaCDV0S92KI2yOfcbb+18X5RmVSx+GrrzRzbSGR2LMqkHYfPcE374zHi3Kq9vh5Fpa2rVEDPVRq7xmH8m429SfS+FklQw0aY6qSUKJAnSYsdt9sU9FOLV8gsNNG2nFetPLMquDIwj6ibuNzpBAG9ib+lzgKiqqhaqVRTJVGR1kctGfMVt2F7E2/fCjLaatq4pKqljqWUXYhVL3OkEWIO25At274lTUFck09XUJJTiOMl5GOlgAOB/zHcW74Fp8smujNFntTnFc8xp3KI1haQHqyJeyhSAF21NfYbX9hiVK2WQpRx5pFLFNK+uXQpZC6rYG+9xwP1xnanxFNM4aJ6hKeMERxK+6r6swHP7Y9VqnWkvw1YHI1dQxkaiQeCQbc4x1dFyXmbT9PqXCk+69QuthrcyzOWLL4K2fpXIlkpzH1IwewJvuSR9PoNDl1UapZqqtpqmigYeUoDGr91BZ7WsBYHvbGfH2zRTRzNSTMSLJIFZgAedxsPXBTeIauppIqfMDI8TSWTWt7mx3Xf8AY9jtglpvEfvYJKm0aqnMOa5LWGrqo1WULoKAgEhbgFhvt6njc4hl2QZXWQy1D0EpeRWiZJbyAyXvewvrFh68bnnCIJSZZMstHWiTrqViPKwsy2c27jtY3woebNYauWnWWvnkVASlO5Nx3IAvpva5thx0f9m2hXinRtM2hlo6qni68stK1O7ToVa8pJsiLtYm4Gw45N7Wxns4hnSWCajs6GJbfdmNk5BNwF1b6hwDa1xvhS/2xPIepR1MZUKGJLnbSSDxzc8YFNBmshb4ejqpiwuxKsfL3+t8VDRUYqKf9hJ7nY3EFbHUqlVDMhgTyRNEd1vew9jfn3wXBls2eZvGgeenVguuN23U9tJIIIJ37WthPRSjw/LT/ERPTVtZIiDWCtkJ3+fa/wAxjPJms1RVGSlpG0qulmSYi57MPbbnDemnLf0CKdbTc5jlCDMIjRmVZgWicqC2ohhuDfj+dtsDvk9IlSa2aWr+HALfDopVnBI2ub3HcjvjOKM5q20PS1JaJRospI29LDjE4lzMq3Sop9EoKATBjoPr8sTLQlSSb/n9xxat2jYZhSUpyu1Jl8cA22iiCOr2vey+oG97YSymSMw9ZyKZ0BAUaAd+4vvv3OIwVseX5UIaOqMleLrJM6FvOeSCdhtxa+Gz0kWYzQDL4JqK0epppZwCp5GgnVfud9sRWyajzZLym+wvAWnhiq6eGpkLMSpZFbVfYhVFrEDuffCtKmshroqdoPhSQZHeW4Z07jfY7kY9zlK1vLBmNbNHTnW0ttZmb8zaR3+XtivK8xkmSSlzBpDSSWEbTC7JtcGx4F+RxjohpqXmfImmhnHFAmUTVU61RqV0gQcpxuxbuONhfvfEKlp5srhFEk9MV3kLlbMhsBo9Nzxtfa2L5zLBl+mUsskBAToqW7jddtr332/pgioyWrzGjpK5U1pCFYRNqaQqT+EJxa4vc77DC3JOpERi3wU5bDK4mo6pis88VqaUQMdbb3IJG3bFUuW14LxUyiSeE6ay0rlbEfhuQLrz/bCuto6+qPWloKup+HNnlswjQkb8dxtf0wrp8vzmCWrNFFVQU+tdbqW86gXNrggbk7n3xENNtynCXPT36GziklGS4Dszer+HdYV01EQ1sYQXAB/LxbULcf3w0yiry+kpWoJnp6eWrVmeTpr05BwFCnuN7bYRVVVUtDTmChmo5287TspUbcjYea/vi4VNQ4jfNYF6kpBhqCgBVv8Amtwp25xc9Nasdksf0KKcHayEZ1lmX5nllJQxTk1NxLrIIYDfyaTsCOPlj2JddA8NMXhhjXyLIv5wLBGb8TWt+/sMUtXxJDJNWQyTma4iiqU0gEd/cXtxgaWqkqE6jsQQxJWEkKu3Zb7fvjTT0tqqyJNy5J1VOyxt1Kf4YjSroi3PtbbcHY/rhllVPmUFNUwU9Q1Ws8ZVI5UZwe5I3svO+M7W5fmrhI5KWr8jLsVY7X/749ocvqZKielkWsgkWUhJEVlA23N+B/2xerpKcaKituUx5mkcmcVQqDSyQ5rSyrGEBbphVJDea29+fbGeraqtSeSLM46uAIrxtNSgi+pvxG5GocjncHBmaNHFQVUEVWwEdRGZHNx1iyuSLDYHbCRJpZ46xp5HlYxCwY3NtQsMGloqMUl0Kvc7YPR180FFWUUWqWKdCiIYwxBPcDsfl64PyevaOjFO1JUPQsjJKkZbzE8sCOG3/vgGNZKerp2WQxFzYsvKLbc4ukLRZTEsL9SASSASCwLbjf1ucauKFVkK2HqRMkIqYqaJrwQzRkFyfT9tsM8ioqVqVY80oZYin4ZGGhN+5ueeb8A+hxVlkx+FleO6kzrGpvfSrCxP+/XBGV9GGtLIJEAjLaigJYhrWNvxD1vv6YJRxQ6wHT5RHl8iT5fHFosH6bbiQDup9friUlaM1gYLTu6Kg1ADsSTyDtg9IDRTVVHHMkkCyMUpkiVlYXNiDsVIsOLnCGWmy2dwlZNPRyrykcAOo23upIs3O/BxgnnJlyK69k1E2jVrX0NYMPmP5euKsvy2rzSfpULRdZTcRmbQ1wL6r9vncYukr4qG9HaOqg07M8eiRdztcHf64XCphMxlSWeBk3jZTY+262tjZXRas+k9RXoqaHM4xJNF5i3TVRIdBRhbgPuDwL6Qd+cZiop8yNRO1opEAuEniBV7AEAAe17n9sMqDOKavjhoKmapFU4CxmcAgtwANPJJttYWwxqlrqWk+GMaTJGC3UcaCpPbbm+47Y51cWRwIDkEMxMpy2lGvzbNOOfk1sdi9amkCgfD0wsLW+JIt9L47FZ9/wDorZ9iz7N6TKsjqKuSNo4jIiNHGVd6hgSbBpNrCwJtf6YWZd4h8P5x182j1Uk/w8qSxdNFkSKwWwKgai17qAfLuSdrYQZ9V9bwpk+by5NTVFMs8bVDy1CydMhgqwooIFnVQzfM33uQVX5/lNfllD4gzesys1NFCWoKdHInkOokRvEnCGwXfYC/1aWKKo0NDQQxT1NHSV0xyvKzHoTUVaxUAhUG5F73P5iT2F8FZNUiqgzGajngKzrIY3hk6wVNWk61IsG2vbv8sRyypq6wZVntJRok1dTI08BcRLGrAHWbL5j2Ub3BB2wvNZTxSvUT0lTJBRSK7S00YC1MrkaTZSNSAhdjsSPbHPqSy4QfmHFV5msAVDn8sdG+XUwjqKfLYo41qIFJU+XR5jtySQGXuDYbXwVBWOmXynLcsZaNlMz5jWU69IGxLPoU9tgNZPPpg3KYMylzSopponkHQdv8QoRoz+QWRidN99iLb2wNm9TW5LkFdVRSUsrrI5mjjiMSxRtZVUJqN1vub86gTuMZ6b04fp6jqUsvoY/NWMTUb1WXvDeEyJJAgk6hVje+ptvML+l7jDPL0cQLPHCiwqhl6JRRdmsQ2i2kG1/e5wg+2p6+tpKenpaSarmjB+Ildo1isWudI24AIA7+uNV4eziGHw/DBnsXS6sxTSbPLOw8wIHKL5dy21r2x1OPkpjjjI2ilzHNJAtTWNFTxWaq1hdIBsVuTy3A2vjN+KM8pXlhSnpZpqYxsEDswswP49PF+bcWv64f5zmcsWS10mX0kmayO/kSVC60xJ5HcMD+ED58DCengpszgkpDS1jVQKtrji8pbTqZdR8oB9Ab+2MYbZJSiqv9xSk92T3wXbM6aszKLMZIJ4jGslQgukSAEttyWsDwQRt64b0eeVmUy/Z00EyjLogairLL1WWxKlUuSRpOokEnnbtjCx51W5dWnqz1Ec8rLG8XA03sF32Hp698F0XjTOZ6u1AsNIuggRykzmFd7hQTe9gRsR/TBqaCn7oam1k3TeJoKilWOBqjr1MWtNcLKVQjY7ra/FhxhDmGWNFWy0E8gl1C7xEaS1+VOnbYm3b34xVT+IqilZM6zGGmR+hoaexJKEgfhY2F7A2sRscewLW5wlbVJQTVBUPq6h20MdRYkdtydtz25xHw3wy0I0ip6jm7Yyp4XqfDvTzGuFHTQFjKgYqscANgGINyoIH/AJrjC3N6aiOaTzU9ctZFJoWOqRzrZj2JAttY/THvh3NRDnMGWiCnmoCoQyztu2wAAHB8xGx9fbBPiCEQ59UMXZZREoqekvSG/oBt9e9sOMru0KqeGX5JklFD4fkhEAnqmkL0wMTXV+LdUCyrb8V+x4O2FmZPmc8FTHXyQBTUBYRQoQpA1WAAuTYja+/rjT5fTRweHZKGKASBpmEzyswDBxaxI4O43Hpimryqhy3Kzl8KTWK9eQmYDQ9xZiQSVVjfbkgfPCW6TcZPh8q/5CVRkmjH+Cvhf/ENf8fHSySKgdFkGk9S9iOTc9/XfDrM6ihztoH6DpVRyLLBVwxF47jcxszDT7W9u+AZqj4TNoKiajp6eaFLiR1Vgmo/iFtyD/bBUPjZhFO+ijYhQGVIuk0pvZBa4/S3JwtX4ZTk5xlnoUtRpKLWCGcZk1CEfKZamkipbPNlqwlI5kJHlBH4St7+mFviGi+LmppqdoYkliDurISVIJBOm9hcW722xZmniCpdVrmoaR+mgJbzP6WBF7bem++M/BJWZ7nCCRC1RKQNaLpVbb8/TEaOm4wWeOepTfmz1HVLk3x9KsfxI6hcyIrIAjG1iL3uvAtfnFM9PV5VWaIYKmllUeaTUbuO+4th41Ll9GjU9bTvTQRIG+KTbqud2UW9gBYjfC4+LIa7oo0BHTYuVTqDgWuQre+HH4iTe6K8vvgHpLjqDvWZ5WaSrSRnch+oxBIuLWJ3wJTHOXpAhrK9qgSFTpkKCRb3I3PphuM4rEK0+mj6DPqjaZnL+9rH2+t8V1HiLNKelegMtNeUFiY1dWUMx23Yg7e3cYu3JJQrv29/YSw3uGtDG2etDR51TFapm6tNIVQsdJDafbg7+mMwmS1CxpUQmMnVd4T5Q63tyNu97YbeGYambMvjaiR0iiYgSlzp39/UnnCKPM4YvuIqhncErsxAHuD/AOuM4pq9PT7lN5UpFtZmucZdVtURrFAr/dOz2bcm+9h3ttbvg/L5ZKiohphA0/xFmCFbFbDYn023txhjReL6w5WsXQE0fVZupVRkOwBuCRq2scEv45zGByxippJCjHzR+bT33v7/ADweJTcaz8/f9BstX0D8w8OZWgNVVsVjoVZKhUYKZGGwJCAW3t+m+FGa1MeWRCCkqpVadR1YdF20drG4IJvxvi+r8SSiA1tXGiyzQ9KKFYioA5udzt/2xkx1s3lRkKzVT76new1+/t/K2K0tGcpeJqN327f360RKcVcYoYZdT/adcCpNNSxv1GdFOoKRxudz2vhPnVFUxZ2qI7NTyMWEki3cpbf2LbD5WxoIK85XRdCnRJXi8tT5S4LdwDfcAW3+eLZs5ps3iemajgmKEMggnMZVjyd229yR3741jqt6jjX19RbKjYHkOYxVCIqgSTU1jE7GxKAg+vI/liM/iGqWl+LFdNPOzdJNKKLA33Hpe3qcV5fTz0WakUVdSJV0iW1SREGBrb3F7MPw2PBv7Yor5KD7BhqqRBFLJUBqmPUxTq6X1MAblbnfb9NsW9ODkm1bI81Y4GWc5kJqlaSlaY080P3yxqrrKL+YDe4HIPrfCDMv/DDVtTOsNdDUyWASCFQgK3B1C9jfvi7IZUkNS0sDRyBBugueex7rvfBlflVPJWqsNZMLprYyhb6jcEXHtxbGWloqElFKq7dfmaT1E07BxmWXZfSUEMVTJJPpKLFoQRlj3sP0+eF0St8fF8e8iwEsUZRdQSRsw7bDjCuXKlpa4xMyqmqyH0t6fM/phvlXiGnbw1VULwI9WzGMNIlgV1bXYcH0PrjZwceMv7gqfoiHi9lNfTwRSienaNenPbYHm3scewK8FE00dS9OZmCtKzWGraym3Ync49MUeY0cUDuqVESkxo7apHTvsByD/wBsLqU6HmMsjhXAEkU6j8vFweLC+4xsk9vJjY0zSCvqJTl945gXVxKpW5vuN/12xjstnmpM16iIHe5BV+AdwL+m/wDPGjGZrHUQNBQUsYRbl4Q5XnY2DfvhfXyU5eOaOnpTMbh7u+w3N9mxUE1Gmyl1XQeZnJJHlHxq0aAF4laVQG0gq+7DuwN8Y5ZpKOpZoJWCk2DEC7KD3xq6wKnhoQVUqrJNMrPEjMekpVrWux352wiiL/e9EsrrCbEdzrF/2xUOBwwqBps2qpZQRPtxfSO/0xKrrJqhl+IYSMV+7soFiNu374tkrKlSQKiQhRc3bnEamWqmo6aR3aSQ67nm1iNsXRROjlk+GkKRo7yzFTEdg3lG3z22w4memo6WSZ4XMlh0ELhlVudgFB/Fxcnb5YT0nxv2a+mnEoacFtaAkEAbqeQfliclZUCdJYlngqFbUjHysDxe9/fGbbukS2+gUk9fmUBXMYmZYm8srEq/fYkc2ud/3xQslQs6fEJqpdRXVIupRtsNX9ziUFfPU5qxqs0Csy31yEBGe42AtYfpbFVZmCrI709QklPrZDp3B4JIB4Bv6b4mnfBPUMmmzBMuhhlp451aMKAbNt6c9+R3wqnojLTSSNRCmn2KjV07Dm+gi5FuN9sSy+HM8wgmFHltXVQQsCVp6TqLHvfcji9jjbZPN4ehpWp8zyiLLq1z05SVkUiwvclywFrcc77C2Jb2BwYvIsmqamuXrUcrxHYSpVdIo3/KRyfb9xjRzUDPFK1NNemhZo2cuzqNG7KWv25N/TA9VQ5TVBjl7yeV9LSaLqB28vb9sJJcn6yvHHXwKiHYSK0an374P1O7Fd8j9PDkcqLJ9oUA1jVY1K9//mx2MY2WRh2BqaYm+5Ckg47FbX3Cl3H0+aasijytqSDTHVNUrOQda6gAVHa2w7YI8NiiqM8y74+Ojkp1nZJUq5CkViCUZz3UNyO/BsDhfNEscdxKWNyCNuPbGk8J+JslyvLK7Ks1pJmp6rUagU8CSNULbyK2sjToPmBB55w8dDR8H0ioz/MaSSVchyQZgr08IlqqW6hCWAQINGnQFNuxNieMU1vjHw+Y0pI6mpZIGjaWVWeKKXQSDxuwsBbYd8IPBNXT5Rkud+IA0jZXb4hKbXZVq7gLGo1cnWAfXa3GGtLRt4g8SzZg2W01WY4oZDTynQ6gi4kWNSALHbzd77b44NaSgpXfvt+AgraC67PaHN4Z3p5ZY5Zo1anMcJjlCDzrKtxe2q3sRa/uozh4z4WzCWqrZCtUI360RJXYFgpPJJYgaeAT7DD/ADSuo81zkUU0cmaLALzR0j6r2N9AA3UagL/ID3xhvEeZ02YUSwLmzmRqtlqaeFBaOPUbb6QSfQcXHG2OXS4jSp4Xqln8/k0f6neUJhnPwlNDRw0qPINJM7KQyqRfSD6jURcD1xqsohqqESVdDS3p6jXTuEca3LlblNR8xFhcEjYnfGVzeqoJMyQZQsaRdIXu7OupbiwNr34v6bY1WUQzRUmmSti0rH/mFC6B3GzaSN9gdx649WMt0L4MZeXAwpI/hM+aaiirqiipqnUiRSICZr2QjckIQLEsDwPXGazDOMzp66bMqJGHwVTLJHAXtGshFnf7srrIFrci3Y4NymfM1pBlk5Za065CwAkDqT5QGte4X0F998LK2OrgqKuppSJIkDTuAoQXC7bHYGw7bHYYiKrCIVpmkqs0o6SOliqqQOajQnxMkAMaE7aQ5JZefxbcH3wfmnhjKs3zujp6WKnp8rpGHxFWJNWs21MNYYbi2kWG2+Mrklf0ZzVVMjzBl6qysb6Jh5g4XgtfYXBG5xs0qstilpDJUMtTVx60f4Xpr0kVnZiALKLEDfzHYcYJS28ArTovqlyjLaOnpszy3q1mYI8VLRxRtMrMGK6k1WOnzXtuQDiqXOsvovD7LTSG0FX0lVJOmyBBYt0u4O4tuBtgqCtgren4iq6INFBvQVMcu73uAEZrblSSQt18pvvtjIw+HqjM6Wuqpc3q6X4uRpi8EWtIWUAWfUd1I7Ag39cZtblTHuoZw58cwzSGpyynKiGjijeWodReRUOi6ldKEG/ck2G+2DaT7K+IjDLTvNVPJRrTvU6UhtfUzFt5ODsoPf6YfLsmzWiqkjhkaapqFEYGwhla50nzWsCdh88bVqqorarKcjElOkEdSJnbQ4dSoYsrM5Lame4uBpsx+ryn75FebHSSU1HRvJl1MVpZJGl1DUAqggEkEkgHtfaxG2+ENVnkNTNmFCadJhqK9FlNmfsAeSQB+tzg4ZZQZVlRq/g2FbUqYommlLmDygl79kDINgO9h6YT+LaWCONEgr0FYqrUPJ02MutgCFbcaF0n82/7459sYz3W/N9f+ltynH5Fy1gh8P8AUzZLUUuoIrRbHi4UnnntjOZpHT0E0ApKaneSQm+gEhBvyb2GI5hXw10FOuYy088lPGxjdHeyc3QXFxfb5777YLzKmgkMU1PCtPTsVJVUut23AuNu/OFFbNS03T6dCm7hnoVQV1BUxUlPFlGjQWDs5awsDbUBtv68YClkmUSQR2CySkdGJQlweADfftucO6SkeqhNKPuZ6YBVjQ+ZkPc2AsedrnkE2xm5p8sdppUjnaoVXijljLKUlNyGLgW0g3O178bc400ac2l7/wDf6FqNuKCqTxeaqJqLMKWWpMFxTqVFy4uDqsd9rC/zxd4OljzKtMZTL0lNxL1GNyefLv3Pb5/LCGkoo6ktl8H3rBQrS73a5uzAjg+lvfDJMkoKisWgoYo5KvSOjFJL5032NzxwN+2NZfDRUGoYv7B4rTTfQ02W5XlNRnuawVbU8r05BiMLFV3BL3uSDp2498G0eT02X1FWGyhKyBTqgYeUjUb3Opje/N+31wDBkEOQZZU1NQT0njjWemqGLyAgkOFUWIXchrXtYEXGHOR5nDLkiR0VJLJFSfcQzzE/f23JA5NgQD9L44Pid+lptpt8en1x+P4NdJqckuBbU+IKSgp6uno6aWOVSDBFMLK5buAL7DcnbtfAVLPHS07IMspKqWbSItMpUFiLcnte3HrjXzZnk+VxSTB6VZZpFjlRCBIGsb67XItwb4S1FP4azPKZ6ilp5Keqa4R6GIxyFhspFtiu4IueLccY5tHWTtODpvnn9+DacGsqStA9Xkdf0xJmGWUyKzgGGmm16AOWNyLk32wNJlUcixvDlc00qlgyatSr3QAA7G25J2w/y6smrKghMxWskpvLFM4DqCfxqWAAJ2sWuQLG2CKvL6miqzSslGkAhYtDEzPK5bghrgKqkXsdzfjbHo6Kmo+avocepO5Pb9zN0VLUS0Jqa+BZ6kPohhlYfhbfcqfxE9vbFZZqCl69HkkEssgZCUBtCo5JHPF+BuRz6vanJaKsMGphDR01WIfOzKTKQojcG253IHufbCt4a2Khmip6eVJJppYfjUm/GEOkCPYtuTbb/TceuKipRe6Tu/fcTlaSQiqCabKK2rhjWSVApEMe8ZS4BLXN7WN7i18X5nWUtLSZNmeV5eEeZTEQ1OzCc2Ft77km9gOeQcV0eVRwZYKI0zzZjT04jqoJdYKluD2utrW77YDNRXZcKWlq5Y5GobSwnpA9Lbyn1APGB3KpR7/vgtPb5ZDmGgqMvp8yzEZVTLV1cQcSMhKId2fX5hpO4AG+/Y4zuW5hktTmU4zKnVKdIblyG8xAsWIBvcb7c4cTUVb4lVnllcSRxF44UtojNtiFPc+u+FUYJzZRJ0BmZYwgGy6r2s25te3JHbFabcoNTeetdCW0ncVa9QvJujUGrRmFJRm7U1Q4tKVvfzdlNrG3viVSmm61LojpGAGXy9Q32Pb9Od8V1M7wVdblz9aKtKhYkW33rMvlIJupUm1/bjfFua5b8LllFLXVNLHWRNpkQKxRwxAGlrexuDt+mM99aizalx+3P1Kpyi3VNGcrDJR5i7UtVFNRFA0izkWVmuBYd9xyOMHw1tFBSk/Z0cbt90Y2jb7trcnfcXwYKOnmp55KdoaWRN1EpbpsL7kWHzPz7YHrDS1NfMI4yiU5CKyayZA6gq517g3F7eg+WPQp7dxjdok0lOp6qvHFPBErGnXytpAvYE8rcX/XC+tzMtM9ZXQwTxy3Yho7nRdV2OxI3HfEpoqiKuLNTfEGFDpVXCkpa5bf6i3t74qzGsWrQK8SLQLuwHnZbgFbn/Sebe/thKxLkOpqmizGLpUUNHTII9IDhuoLbbre5v6g+t7YqR48vrFkky2DRQqshqWsTzvbex+R+mAmqIHkhqqHXHrsokZNPW33Ht9cW1BFNPGeq80jgPO0igqbWsbdxYfrgzZSL4Y4paOqqJooKyCSXUpQsCOSCRsVF2I3wBUVUd5elBFG8v3b6FYm43PJPti01Ma0wmRNBa5Op9V+5vfsfTA2YSSS6axJY2DkID+ZLD8NgNvnybY1iq5LVikuHLN+U8f3x0dXMEEIp45RGjOpIN7c9jiE5+6Nza3Fu+BES7sjErdG42ubXtinwWhvR1ck9IsNOY4yG1NEiMb/AL98HVNFUwq5ky+q3XUWaPVt337H1xnRGyyqqAlrA7bnGo8M5xXJUGllZvh0DXZiFEdh+a5Hl+Xy74zmmsoiS6mblTztdCN7cbg/XFcsQTSX21C+4t/TG7qT8ZHIqLDUqibmMqdXmtx8++Fj5VH1jqpnYpctEw2tbnbcDncYS1F1EpHvh+naqyKqlyvMq7LqmJNFREJrQVd9rjzAg6TuLFQQPXCrM/DmcUckgjSepowT05VOzKNrlb7EA7/U8Y1tCrCmkkSlnjCqLo0Q0uTazKNzf/msL3wxpzXxSRuQyxG51Eqpcep2ta217Yy3tNk72mfN6jJM2oqVklhkRH0yNGpuGWxs1xsf174hT12YTaYmmvHEuq0oBBIN/Nfn039LY+oS52YKeSNKICXSrrdgbWvtYbE7nj0x8+mjqK+plU00gW5ZUG53NwSBewxpGW7kak3ybdPFeUNGrSVEgcgFguUpa/tjsYRspzJXK/Dz7G2zt/fHYjwodwqITJHHFCJZmPUPIBuF53Pvbtj3p1ApIssnSODrfeCVSCz73/Ui218FpQTVjxZTTwMa2rYJHFMo1Pfe9xsq7X52vi3MMvmos+bLswiEEtEpE6na1radLdwRYj2xdlN2PvAuZZvlA/8AZdJG1MrCSuM7WjKqCQ41cPtcEfLGmrKTM8qeomipKmleF5XEzSKTVkDUze+nURcnT6b3xnPCWbUeU5oGgYVFHPJZ4ImDlSUIsxPG5G44GAs9jkaopYpnKVUtM0bx9Q62ReCbEi1r2G1wL459aCnHbeWKEqdj3wv4ihockzCsiio46ipmMjmQlWZrAhPKLkHc22A333GMrmriUy1a5hTzVtRIZJ40RxIGuT5QBp0Wtve9/rjyptDUkfZ7K66WnZ9BZtrgqLDSADYjud8WK0earLUmZxXLplkkknCmdCG1qFVbLuVtfc3FsZx0IQk5pZfJe6TVN4J5HS01ZHeqy+SW8xvOHssK2/ESCCFBBud77DGkXKsupa/L46apjiLy3SB6jWS1+CCLqVIvv/5ecIb/AGDlsT1dWlfllfSpLFEzaWlmB2VeboD+Jtht62wLHPV1rHMa6MlKgdKKfSWQabAkLuQva44Jx0QTV3wQ31Q6o6tZqyOpiqZYqxZi8c7OIyXtuL8hb3NuMLfEbfH5hGMof7WSgqes9QhuZCxBCBbAMFKnddrHDZ2jq5GzCeSaaRLB6maFfIoAXbSLcEb83IvjP04o6StikpZSxaN1KljpVr7amNtrWO2KTVijdj3LaaauepzF5qCCFnLSRSeRGLXbStxte5A+RvhdWN4grMxFdT5VHUvrS0McBdGK+Zybm5VrAGxAPGLDHEYEpGqY6iRRrSJnsTqYaV3Nidr9tiMNa/NpfCeZwVTZV8ZTxQyJULTyFEvYaFNiQFDMLkC+w+svklO2F5n4oraOkockq8ohy96mBaqv+GXqWF20IlztZVBI9TpvzhPl+YHNM6r6SgXMDQtH04KacjzOSPvDGhuW2J7gD04wspc1zTNaaprJmklqVuwlm8zuOSB5vMqgWG364ZeHK2SSeWko8rp0qYESqq6mSco1jcdEXNtww4tc39BhOOMjfU0+T5rU5fmdfT11NTVMVPTwMksisGlfXfpDY6rAE3tt3xe+XrXzTTVmXtRU1S8yNJWKHMDdtNrHZhx3OFKeMqjwxVjKZ6enWWoo45WjlEgYHWSkYK2s+lh5j3Fr4b0MdRHRPOsVQ1BUm6Irmo0agXXQG06ZAdQN73uL25OajWWJrhF1ZW00yJmFOC0cShnVZdBK2OkC4I5t9AecJqZqXPZZM0qaiOnrXj6L00EClqo9mYjfygFhcXs1ibYuOYTz0ZpqPL4J2ZD1FVQ6ldXmOr8N7+Xy7i2MfmdestfS1RrJ6bolqaaaDQ5KjmyPYbEgEn6emI0tJxWxP+ff3KclJ20DS0E0s0SNGIFZwjRXueq1wASNuLMOw3xq6wVNLQiHpMxiUrHoGkonKXU/iOq+4AtYd8Is4pKnO6akKvLRhJJHmMlQDoBW/l0qLcWFyTuPTFVLljTtPWzV1aiSQ62VtTEgHu3YDa498aSjbTwF0qsvarzZMmagpspq9K6VFUUZ3uWuALb7Ha53GHCU2Y5JlVDU9JOrTqpeltfSwva47k7G2++3rhPV+JszhzBaeicLMUFQxiVemQR5b97Hvv7YlTZrm1dVTx18tI8Lkyr1JjGFsBsgBsPYfPGENPW3JtJLl8379/PVyht6lsMuX5Rl8sVS1RDXyMxlKQeYodyFJsEFzaxvjVZb9lCiiqsthrMweIXkcR2emLKdL30+dbb2BsLm+2MrW1dOnjJZM/rIauMpG1S1KgcQnTYJYiwKeW4Hb3vi2r8TjK8vzIeHq6ep6kFmllg6Swxk2dkU8ta1ztYE29u9rNmVUxvS5hT+JM4SKqpqeU0E8cbSvC3TaAd5CDa5823fk9hhnBlopPF1PWmOmy8PE0iRo+tF4DgDbQzXB22+eFvhk1EXhWno2yiDenEzQOzxvKGZgXa48xYW2v3FsVIGqsrzDMZHgpIqedEvoYLoI/DqJOoqQNuRf6Y4/iIy1FKEcWEZKMrrg0OZZbFX100lPHFU10gjRjFbUy/lQAdgDqLE9+eBi6gyqWDJa3LQaVjCrQyOq3RZQAWv2a1wCT3B9MYOVo81iqzT1snnhMQnWV4yWHDHTYm1gN+caDLKGnj8JCgjqpFhSR6iMzt98YnsArBdiCwLXO1rdycc/wDjyjpKCeV3XRe/fJr4kXJya5NI5p6LwxGlNVlqFKcEVKLcgE3OnTsRc/8AfCfJ2rek1XeOqgvqaZCXmG+ykHt7XvzzhHTwVKZNVwRxT1EW6JKkgaKFtzcJ6i9xfBOQZzTrA9HEagQ3SNKuN7AED80Y2b01bki2+2J0dFw3y7u/3FqSU0q6I0Oc1VZnNIYcxoulRL5mlkVgdAs19W1rsoJHsBjQI8wih+BijkgEXlmfZT6kBd1NzcC3H6DH/bb1QhprsalmaO05VQu1thc6ren6emD8tfK67LL01bWUlRSokLGSdi4Gu26C1z6bC9/fF68XqxeflZOlNxdg0MTZh4nqqjNpYIVoysEUETiPqMt9Ws8sBe31HpjF5osOY59WpmSmqZ1KwObqukHcR8bXA5A98NtcFRlMddlSotbEzJM86kk7EObe173PGENbDJmVDFPT/eVBfQpS48h3J/Yb41+Dg1bWFhU+lf8AR6srx17kKfLJsmhqmilSSGeQ9URXRkQ7AMb7i5C/9sJanMpRm4npYFgq4AqwMWJZSNrEHazat/bjBT0VPSzwGuR7RMW0EEqCfzFcTmzaipKOoimRp4pSbCFBpJa5uCTcbg/XHa9NZVckZTvkYvFJnGZ1MuaVfQcEaZIjZadVFtr+9/598C+IVqnDQSZtNW0UMkfSMlmBLGx1SA76TYbj19MJ6ZajM6WSCeWpkijkDa5mvpB5X3ta4+uNAaDq0qU7VxjcoTLJJbhtgSAQL22v7e+MfCipL0HvatPqe5bG9BXvR9WCWeFVVngkNrFb3J4v2+oxbJPSPQT06OkckbK4cS6QWCk3Di522+QvxfGfy+CXLzrmVXVnZQ4XT7WIIv7jBkkSZTFSzQI8hVG/EQArAk6iQN7k2tbsLY1g2sWQ6t0L8jrqirSUSKHe3T1gtqYG/wCbjbYk82wWk8mWZf0LKxV/h5xEQRYrbV+h2Ha2FxoEy6TL3jmYPOpacSv93fsb/M4ZQSVcdc80TxVEsy63JAVhIimwX6Aj52w6V4B1eBfJFRaKdMvWSOxKsbEA22tY7k+pwew0U0tL9x1GQASupsFBLaRbg87++KqipiqKuOdKduo6sZjICOoLWBt33I3HbF8VHHLTvUSHUY1EQT8qk+3yxSyNAYpxU06s1kUfhQbj5nCuVI6WSRVNzZbk/rhxUziniaMAFhzfge5wlnQu/wCI3Y98bGiA5CG0sQQL8HFfHn9/9jFslnbSjEgGwPr3vivUERnJuBstx++Asihl6mqIqJF3sTY4dUdBnFdGkj0haFl8r6R5r+h47e2ECPJG/URyrA3uMaTIvEE6Sn46qd0bSgBF9gfW4Cj1JBuMZzurRMrrBCih+z6iZq2plplKABY9QL2P4SB2+dsH5bXxvm0NJTVs8Ls+lJXOpXJ4AJ3AJ/XbDKrydczMgDaH6YeElgwYXNxcMb22+VxjPZn4eqqSNWC6wzHSY1NhYnk+hG/64yTjLkztPk1PWoRV09Ic3kqSyMAYajTpHJ1kbEG7AXvxbGrzenlDyJGXqFIUM3SZLKQLEuLj0AFhubd8fJKaWfLowyRMrqwaOVQfI45W3B98NftfNM8VoZ6qo+JEo6UqOQbchSBvYG5U9rn2xMtP1FtNrJluW1tDUhhUGGin6FTNJEiQISAACb3NmZRYb3O+M3TZzQeDvEc1FnfhiF6nL3YQyQMFkBJBS41GO2kk3AuduML1ycigJpviOjMQZghOhjvyurfe+x7nGhynLcn8QTrSZs1XV5lIGBkjUqXAG1ySQzKF52uBYnCVR5yNNIYn+IfhIE+bMm9/gW3/APyMdgOT+HWRvK7x5pGiMxKq8Juo7A+bnHYX/wAh7on0Ohp5vCuXCDKpKSplqKwLNNVARNCp1bli1nt0yoFhvjAy5hUZ34xgqZaSeWminP8Ah1W5KA2Yk8WuD7C1hfBOaZRntVPDmc5oqqdLNK7EGBCGIDKAD1DqF78E32tfEMkymlra4u2cTmuli6citCAEfUS2lew2Fgbbk2HGEzdxjVGwpfD9Pl2fyZqspWtipyZmNKNSkjzW21H/AM3PH1D+Aicy1S5UtShEQM8Fo6hkSKzJdRyASCOdz64YR01XDlRi+Kgq6ViI2nnUtKqljqVjquzta1l4Aub4YRlaaUCoqqmHqIwSGa10IuRY9zvsL9hiWm8WRtpUIHybMJq6OSDLqdFeSMNLVKOtHGFJJRXU+tr9uw7hVW+HosvzefO0yyngoofLHRS3RbLca2dTtqO4/CDa3pfbRZggymcwa6iTo/iMnSdfRtPzP04wvjzOqqaiGakpGjpSrvO0hPTZwb2Ub6r2vvYWNr3w4p0Laj5DFllZmNb9sZrLUTUSOOvJHEDdRuqIvAXbTsLDDHxPmFbSyCmanTLaKpm+MigjB6TO4G+uwGnYEKu1ySd8fTqbw7QdYVtTLJUVAVhIS10e/bQLhQLDjvzgHM/DzZakr5fl+aChEGkikkQiCNj94Ar6mYsd/KAQOOSMbJ5ygoy1RmEeWeBJYmoXSMwqFRpA7K8x8zm7DuBYAbWHHOKJ8qnSHLpqtI0NXSRyso0rI1hsWW5FyNJ+puMNqnwFRZ7C9R180jelRY5JZMsMIb10hyNWw39PXGa8QZrBBV0mUVumty6kgMUZKqH0lR0y5B2YAb2NvbDS7kV0JPly0VGa6aiWNXcqs0Z1IXZSQuoXsbAm3b64qrs8p6rwvS5DRQxrUVUxMwhpdJ2YFbMD+bSdW3bfYY9mKVZ6aXho4NaQ0qlukACRqF+STe5vuTgKny96l46mArTVMMlopWlCgMeSdjddzz74WCXSZZS0FdQ0K1E09M0UYISJhtC2o2Vn4O1zse4HfGuyepqGyOfxrmWWSzPBSx09PSRQ9GKZFYdMlrHV5rb6uFtbGdr8/jiy2oyGvupT7qdY4+mXIs+osb+XUBZQPwj3wmoarNaikpIYKiZKdlNOCiswIBJQBL7jUPTnC2t8gl1YQkdT4pzzM8zzPMJqWvWHq0ECksVOolEGq5CLvt73xt6/xTW5XmQy2WilqM+y5FNR5EeBiE1+V0s+5YXW25G/GE2X5HlGaUMMUNTQ0fiCIMJJKh2YyhhpeTc2Uxgkrt3HpjQeFBm1FTR0lHRUtTFJHL8JWM+t3e99TKW835vMQCbAG+G8od2ZenzNlo3rs0kq6WcIroIGDCqk1NqXSBZDcFiDwD7jGckkXOKkaSzVUj6pXIsAdVw3t3+uNf4ihpY8vhirRmBzIyM0sMsUav8AjuW2Ym5B5tY/IYVdTI8rLU8Sit1UWpZrPE6TF2PlUgarC2543tthxhiwS9Ml8BrqqqlhlrY6ZSqoaxqe4XtJpsN2sTa3fviqKlSypJmUlPIVGsygFbA3uFHqFHl3HfHvh+ozbPaJYS8ESQRmCKoWIa2IXYAcki/4vf64rjpBSTSqKypRyNEwjdTsNQYE77kGxGIa6Ml4wV1FCk09ElDVj48RaZKuQgxSQAPbygXLEi23phXUpU01XSz1FXEXh0lIigKs4JOrQe2wO/vhtJ9nU0dLJFE6xG6ComdrJGdQKHjctffkYXT5O0vwz5fLqqbaCspGiNCzWbqEmw5vfGkabRUWO/Da5T4q8ST/AGzEaKI02pOnKsfVcv8Aic7E3uTt6d8fS8q8M+DfDWZwyU+Xs09yUkmcydNgPxAMbKT8v+/yjLqOGhgzCmWOStevpVhgKoLPIr3PJuFNhbg3xpPDeS5fR1ojqq2Z6nSSHaWys1uO9gLfpi5NRjSG2ka/xD4sy+rqFo40rGUxNJNNHCHXpg2AKk3J1XAFuePXGF8UU2WVa0UWTtmNQ8cRkqBNGQsV9wFWwsdmJ78b4e+Kqmjo4stWgempKmmlLvJ5yJUZSpLbfeWJtsSRfbCEeJWgo6Kqpcrpo652qIlqZFe8JSwBERNi/muC36Y54KTlb6kq7wIcpoKylzCCWeKemoZdTvNKh0dNFLuf/pUke9sTyzxjmNZ01nzARx6unHEsaDSrkDSNtzvb5i+C/D3iHM8qy+Z6mAVnwjxxRpKNpNVzZx3AC3ws8SVcviXNRmTZfSU1VMgZoaVSNZBNmIO+o259hjTw912iqvk2k8L2cRmUzCJeq34R1COQoFgNl3O+AqWCkbMo5KiVulE4aoKMQki78MNjuLG+PMzzSmqHR8ynnjrKyNTKyXQaFBAVv9Rv7AAD3w28Ow6VYUU0XQbZ2YhgoO3m/wC9hvhQ0/LgmnyG5suSmkhX7Fo/iJ4rko4i6TDcFmHJseCd++IRzZiKJTlUKST0oLBk6au6WOpkIfgA277HaxxM5ZDltXmOY1SdVD550aDyOBcWQLcHY7W9B3wppPEmX+HJ0JlW80ZiYxwuREt9wVt9PW98ZuN+rQvRBuW5qtFUVNUtMnxU0gCx1cwIDkAagb3I8vpt3JvhHldAs1TVLQdGBkcgK9009yAb2vza/t64PypoKWhraqZjNmB/xFM7j7mU3VdBXtqBUH5jjCBK2vyqtUVEEcbzos0UkelzGCW8pAuFANxpNyLbYmCad2LlE/EiSCljWBYlqYgyzaXaQ6OzMCLBvxHbj9MKVqMupo4mmpYDG4vHE6FjcXud9r+5xoIPD8mc5dmQpaqZa+mV6lImcdOZLgkEk+Qkb7kjthPUpTB4mqEjaKG9ley21W+p42Fu+OqUovgrFCCDN+lORTkRwyS6zFJGDpF/U8Htg+joqk1E9RUSmWAk3lnbUXjI3/QFSCOCBhVWQFWlmSmkjo52ZYiy31Dmw/vhvTzVFVTxUyPFO7FYyQvmKlfKTY7AFSDxyME41wOXdDGpQvNT0yoIqZTqScSh2kKgAto5HPBtiqvyijqOj/jHjqIIWWSxvGCDceXsbGxHOE9fFPl7yzPAGqVk3YDUDe2/PccYtq3eoiglhkmSlaNYpBHf8fKvtxfj9sSlSJS7FWX1CwQuqtqlqIumrcgKxItY+hPywVIrUcaPRxLUtBJqmmNgWA23B7H17EYjmlIZqrL6SipiXKOZBeyyC+1r9xufqMDpDNT0h1KqGNWNupZnHBVh6fP0wuhSzkbymWpr6etSMmOCNW6soLBlYDyW4239OMUfEoaebpMHnlfqlAth87D64nlmbvR0UMsqsAiARdSO4cbqVvtxa/1xKjiSndQqnWQSxI7n3+d/0wRVNuuB9MC6qhWngV5nLTyvZe+/p74W1MbKyqwZZGsdJ5se9sPqqMmo6b6SIyNRBBsbHb52GM9UVDO71BPnYeUE9sdHSy4gc1gdGwF7tbsPTAksgkPI22AxbzGwvzvfvipihsBqBB3vhFo9R9B1FFJOxB4P9sSEaSnVFdjyU4YH+uKwyH8Xbiwvf64gzchRYdh/3wgHmSZ3V0c8VOk9LBAG3Z6bUfkNAuT6fvjXR5wlTK0aCrMI3MksBjW3oCRe4xgKKsihq456mAzaDqUhyh1Dgkruf542WX51V5rFLJUxQdKMreoeQmMH03N7n34A+uMdSPWjKcepfDF8dO0kMwtrF2BDb+jAG/yNrb4tpIq5KmKJ6wSJT61RbhCAbjyMQbcXIPHbfCuPNkWvipYVMjO5jkmOkKoJ3ACgFt+5NsM6fMY8vkdqlJVjc6QAA409ibcfTjEO0Z0Ovg+hT00jzNUCJ5GeKQ2Qq35RY2Dehv3PrjKZxl9Utcs8JNtfkQNZQQdh2t2PN8aeKsaWmikjDQhx90HYA6dPJ1dvniiKrko6eSpNHUSRQyWmVYgW06gCVG91Fye/tiYtoStGX+2fFQ/FmE5bvrVC1/ckXv8APHY+op4X60ay/YlDLrAbqA7Nfv8Ai747D3x7Ie70N7BAEiSjjUKgALG5JRQdtyCSSb7/AF5xWKD42LU7xRsy3LCylr8j24tfnCaq8WZDS0+pmlLSedoQ92t2B/oMIc0zbPJIHqKenWioTYgEXmkB9t7bfL64Fp9GdFo1jRU+Uy9RxApVl6Z1B5G2sxLkbk2sNu3vihvtKtq1WKlVaSRNMks4KtIN+E2JFjybWvjJZd4ueKdDLSR1eg6laRTrv7m/OHlP4nr/AIr4iqy2aOhViZDHc6ge97XNuBi1pdydyHI8LU5dVllCkp00bTfTvc3sQLXAsOBbvi6spJ6Up8FLDIAqvNUVgMlwLg6FW1j35sL2tgVPG2UaUZZ5S2oAKU3vvsfT2xXnWdU0OWmofMY6JJAdJ66lz7ae9sUopcILKIs3pKrxPK09YY6VYlQQTRW1ygnzKTuPcHGf8VeLVpKxI6aXpJGd+jIwcC/+kG1z74wOZ+IJpWlaKSQSSH/MZRrPP6fTGfUmGUhzuRdtXOK29QVs3D+P0+1VmaCo+F6bdaE1TO9QQpCqb3CKWsSFH1x8+n1T9WSUlpGJct74mt5X2BJb8IHOJTRPFG2sWJU2uP6YaVDo0tFFqjpCrs8syAsObgkiwB74IzBY8vSpejmljrVRbhj/AJaXuf8A5iNhza5wvyOZTUUEE7vSxxadbxjU6qGvdRxex2+WNFnNDSGjzKuXMCdcMjRCrQ9bykBHLja+1uMZ/wCxEuasxmY5i2ZfGyyqxqJtbFy2qwCiwBO4AtYYc+FampSCKsnqZoIIlPTFOocytqtYgjy333vtzbCxlooMupmqIWDPGXsm5bVsvy7bHDbI8kbMoWSGWYVD05ldIbgqtha+4ve37+2LavAOqBoszWTxgat6OOEGYK1PrMiAahtvuwuLn1JONjV+KXmyuU5pU/DQdGQKaRfyk3+7XbYnSLHexseMfPqOGlknWWqcrEH1sgubgHcX7G17HGuqqehr/iJZ544aZIWlp3WyhwBqUBBuTweNtsKUVwKQlXxY1PRfAGnkdTKZEDzgFRptZgF3IAFjfYbWxXmk2V5oiSZbHM1UIx90kRS7C1mY8WI1Dt673xn6yVK6KOrFLoVpTGRqJudIsCfW2+G2SVi5YHimgkEZIkZopBqGnbhuQff1xSguUVVZNrl2TpleV2oK1ERIJKmWqiSQNcpYFPP5lHBNgSAdsZV/gctSicxzySdUMs6G4AAGvbYNcG1ud8aQeLIswpKLKoaWRaOhEkxeRAoe9iAe+xLb+/tgSspZM1WKGKULJEoFHAWBVLm7WA7WuSfYemM5KpkPDF9V8Bmlb8Y6vIEiKLTswIS29wvrv++M3mCQVc8aQRCMRwgMHlNm9LC9uCBjaNDHDCohhRIkBtJYXsBySNyeT+mEckrNmBiMrU8SRnpSBFV21Hk3vdcUlUqCPJLw7ktRmNdGi6IIzUxI83V6bqCwuVt3tf8AXGrzqOKGpqqmlmcxxOypos1wD6bEgAcjFVDktVRZgNdTG8UzaEk0MqM6jUQebEfW9xhdU5nIkVVQHTSTSv5wFJ3P5bi9rbbW7nEze7ngTd4FJzNa/MqR81EssCsFGkbBSwLX372P6Y28FEZYoplWmalqBO8cZsrGxAbUPymwBtuSN+2MDnMVNTrDBQVBqKeRgepYqXsObHe1ybfLG48DZf4ezFIKZpXFSlPHLKtUp/zCHGpPNY8ED0274GqjgbSohJk1DHlb1FYtVHC8rGGOMnVLJosADYmw99jfCXKqYVYlanp5oMyp0F2jN/LpKhnUmzCws1rcj1GNH4vefKauOrnHTo5z/hJ2kWUTkRhPOPXTvY/rjIq1bnGYLUZbZGpYtbmVhCNJ20kXu1zzio/pyx1SNHXZG+Z5UWzEw0EkYjeFy6FZD0gWIDWYjUSAFO9sZmlfMcmrJHo6WplaNToYU7OLHg7cHjbcb4f+IZ66HM6YdMPlzU6yaXRVVWtc2Pe397YaEDJM6yx6KoYZfWUcUh6blhIJEIvbgm/8ha2HDhYGuBY/iujmrYqqqkrIacoFNPGL2aNADqUEDc3/AG+ifx6+UUKU8eULWfHqbVE8wHTKkalKA/mJYG4AHPPOL694aWjeVpUjL2Acn0uN+f0x5neaZRUeBoqlclnkmncU6VbHV8N0ityTzcpYAbCxN9xgayHWy9fFuX53kCw1FDBSTr5qlmGs1LjgLfhb2JA3uBvthqK6pp/Dkks8UnQraOSnjkdQQtwCHXu+kHntYbjHzWjWmmnlZajSFZdFiVBN77/pjQwJSUlTGKjTGkTkxuSQ4P8Ay23sb727HGTSUjNpIs+yqilpKdaiJ1ojF1oaiqbQCzMPKgP49RXgccn3ZeJKTKauWlWGS5Ql6hkF38oKkahdSBt5uLHEauhgzSqWnafpwUiFI1QlhEL3Y729OPlgDJJ4qfMPiYZIJYIXaKB4t9SBthpP5TYWB9fTF7nV3kd4FMsAqIoqePMhUUyy6ooOm2pQb7lrAcHgXvfFGVypl9S159DPIY5wxF1Vj5SBzb8J+hw6iyt3rBJKtuvKwCxKNQJN+BsAP2A2wJV5HX/Ey9V1mhhXVFLAQA9mPmc8kgcX7Y1a3IptUD5vFmFoaxiI3ckjUdmA2J5+X0xTlLJNAaOoMkZeouJIyLKQNQ39jc2/74YPPNmGTCbqwvJFZGV0JDON7g+4Ab9cJ3kqnmpJKqELGrgpGqhB6XsALngX9sRFXFijxQxlr5suzKikR5WDoTKoF9uAynYA88Y8NA9aY6rLy+gwkukrAkm5t7H3uBgrMaBpPDRrKyjQVkUqrG7E6ukfy2t6/wB8Iuu7xRgqSRIziYGxUEAEWGM4PcsfItR20MkYyiDrLGgVSijTewHc/XbBTtM0gjgF5HWxZuF7knAsDI8dOhXU5uRvzq4P9cOJDHSwXv5Be9uWOOiESeACtVKSkZ1GogEMzDjV+b3JO1sZRwdHUcgcrv8Alth5mteaiMU8QAjNnc/6n9P/ACgYz9Q4H3QIKA3IP5j64bLiig3b2BFrXtb++PN7XAF+7HE7RN+ElEABu3rjxZBDKCwDLfzKRyMIsrIJOm9t+RiB/De974ZzPGqXhQIjbgE32/ocUvltT0ln+HkMLC5KEMdPqBfCsW5AtNA9RMgVHZCwuyIWsL/7740VDljnMNMaDQGAdSoAYb8E3tbm53wTl+ZUs6fDxSyFtGpjMFSxG1tgNTH2B+eAq2B5DJIWKlCFF29t/pvjNybwZuTscVU1DSgNTTxLPvHGfK9rWuyk+l/7YnTxrLDPNJWvVG9vwkhL7i66QQfnf6YyFGrfGxxi5ErBNKkC9+Be3r6Y0gzyLLIjTGoqZyiALEzgxqSbEcbAAX3Pe1uTiZQrglrogCvgiUPpgU3O92vc/phnkPiapo5gKupqpUSMCmKAO0bAiw3Iutr7E9u2KZEpK6ZzTThk+IMC7D7w21XF+3pbm2BJxTx1dPSKCs7PoYW/CSo0EfO+DDVMF2Y1fxL05GjhgzVIlJCLFWaEUDgKpQ2HoLm2Owkaqy1XYGdbg2/Mf6Y7BsXYdeh9Ipo3qx0o4ncKmoEQFtdh3HN8FRUeb1sk0EVQYkiAFp2KsD3HB/TDylzCiipxBPWtAyEq6rHpsfnbfC3OpsgiieaXN6molc3Cty5tYWFvljboAukyWsodIYo19yYyWvbnt+5xQ+dTUkfRkqKgwqf8jWR+gPH0wobxBVySCkoEMKsovqXWxtfe3Y2thF1XkqxO7PLZ9QMpvex25wIKH+ZeJIpk6VLQQxSEAmViWa+/0H74ztRVyyFSD5iBduf0wRPo063G+5cqNrX32GwwJUOheOFQy6iSCOw5GHRSRBY2lJswAtcm/wCEf3xCSMTDRHa1yxLb7AHBVJCGS07MG1aVS4vbkg/O2LJKScGWPq9LUN1AsAOf03OE3QyNMopagERhrKLEvp0t+hxCrcyfeNpLL92ihdmYg2tf0sNz64uAjMUqRKE6o0qVGw/T53vgeqaJQg6oVlXZSd78Ag/P3xG4ZZltMtXVLBHOEKqJD5gxdmAFhyb/ANsGZ7S1FNnk71MuqOsp1EckgLAeUAA8n8puOd74qyGoSlqoKoOsMsF7Mwt5gv5u534xWa6TMqUPUyS9elkjd3uWJXcc87GxxKTbFmx7X0dVSZrTUtWKaWIoJy8cZ86gEXXULgHcj6euGNPnUkcaUPh2GrmrlsVkCrKhTe402uRY2N++Mrk/xc0qxipkaWuPRkYt5mKn8Nz67H6YZUE9X4czqGrpyzaWAlVW2ZWHnS3F9v2GNYquSdoHS0kub5kY6/4gxysOq2kBnZtgo22uQALC4tj6DQeHaTIIqNsxp1ipKnLqiNeq1nI0edWVgCJBtpN+NtsWV1UzyU1NSVEs9U6idGeyu63FiD6i9jbfbGY8TZdVjNI5JKioKNEwCTzMwRha+m58ure/uDhteYSdsydDNT0dNVxijo6hGKo/WDaygJ3sDsDcDb/TvgnL5koJhXa0Kz61DNECB5t9u1gfp8iL+UFC8tf8NSxrJLUFYY9ZAAa4axJO1+Ln3xZRQNl2YiGuoIquISMwheoCoLD8SSLcfWxB29MJYZo1g2tJlNHol6NNUSTElWqlkKHS0aazpGxW5YWAPPvgseHqygr2qZWghp6GAVMUcqt96WN1D23C3AFtuQLbnAeQ0tJUVtFn8uV1ssTR3ihFQjW1Lpa2pUZrC5sCBcdzgGvzTLs/q6yN/tSprIaoSCOr+56QQliCoZi1/fgYyk1uvkxeWZ+hjzerzuvnrKno18sjSVEczaFDX8yheO9gPbnBz0Rqcznasn20gBV03Veyke+/rtc4sanWqWbMJYGgLSXVpwSNRbTfexPY+m/tgeaOLLelaVXlV/vXZACU78dt9gO5+uDl2O7YcuZ5hCtLFU10SUNL5qXV5I4ybgL9OxPPfFtauVQI2YtTOYo0trWc3BII1cb774zeb1NDmELRUlPO7U95VaaO1wORpBPPPtbCqlk6WX1DCn6qboIzutt7kDkW9b7Ww1DFgo3llzwKWmqIwZYEdIEUtZpGIJtcXtYDf5jH0nwqfiITnVelPSyvSw/B09ImpVpojdI1FydbNfzMebetsYSbMNMH2XHRQpl6nWEkuo1MNOssONje/sMPZ5s08MeHZJMpzeEtGwWHo21RxtfW68+UtYA72ueCcPUhuio2U30E/iHNKvOxRVuYVTRTfDKyU4BCQg8hE/Lx89rnHvhuN5jUaDG1VCQyuW0MwJAtb8w5Nu31wOZkmoKeYuxMQMGpvxeXzC/e9mwd4ZypK/MPiXqGppUqA8QKbFRzqa9wPYYclUWN8HeJznsOcJJm0g0uDJRRpKNBi1WtGALX4v3+eLI898QUWSCj1xrBSgdJ2jBkhBa+lGHG++/HbA+Z0kkeYTw5nPJW1Z8vWZ2ZLbny37W3A2Ha2CPhKylRo2hWb7vQGcsHCmxIIuNQ/tbFxVKgSpCyrjrsx6b5nUSXQat1DGS9hqUAC9hbv2wzoDPS0U2T5bKFFVqNQ8ouyJYA2AuoJF/U4HZauqY6jIDqItqsIx6BQdhwMa/J6GWCjamMBiSQs764rMqCwUsx4NriwuOfTFbbWeCWz5zlWWRy1RpZJ1j1XBJO21/3xp7Q0U0BADTQxpE2tRcBRpA34uLnbCmtgK51WuY42XrnTa4AZWuRpvupta9++GbxtXRtNO8VzGX+7YsL733O/pjmk2pWmTId1FWtR4bnqUpDDMjxxa4l1yOL3QoeR5v1tbGYeJ5s1aNKFaacwIJSpspANgbDjuCBgusK0iRyRPMNSaRcBtHpYXuT342wXFG80d5oSKhACdJBJDH5na3PvzjW3LzD44Cqc/ZsSvI6EBtKFySwIJvqJNv674V5v4tq8pr6mmpKWyAEK8oDMQQN1J2YX42xLOagw09A9PTxrGxaKSELuW0m/mPI4OM4aSp+DSiVXWFV1KklmZX4YjuBe9vni4ppYY0i7LalDNppjKYygkZHFiwFwfmdzieZoZFEtOulYSHTUNtQYWt7YAohF0KZVZzIxHm/PpPIPt+LGga1RAkaoy08CE6gAxuSbXB52/njLhsniVl0slRmWeiqfTNHH940Y8sUaqPOxPpzzz2vxjN1lVHNmdS0FP0opGPRQe39cN6meoTLqmmUwpA0ylmQNqZV30m/pyQO9sJxTOsVNJNKgUgEsDq069wTYe/rzhqMYQUUaLLtjWkpdAhZ7GTQedrW7n98VZhVuyoqErrUrxY2PPyvi55hSQtHJEHl8oXUCDa29+/0wmqJiXmlO9iQoXkm/GKi8AsuyqrkjWT4QP02VPMwW/qbe3bCyJo9bCZdRPBDWH/pg2TpT0sUkCE1LFhKhNyxta9u18CLF5ui/lIJIBv++C7NUqKhJoIcBBckWtt++NLQ1mTvSAPT0schsxWR1szC4J0iwAsT874S0RWjqw8yXuQoCyKo32udQ9fXDisReuksSwu62YlNOxW1/wAPA4GIlnBE+xaqZXEY1khEZA8mkWX53v8AW5wuq8wqYpWaNxMqnQGLagCd7A8YiuaSSzSCtdCZCLyMvljAufwgbkm2Ao3pZaj7xpo6dSXfQBewO1gTa5wKPchIYtFWQM0lFQzxytH0+qyEOnqRfi4HzxCF3hoahKlS1QXJA5Z2Pr6Af1xoqbMFkopI1kLPEnUa+m4U/hRinl1nmw7e+BZIZJ6V76hIF1MjflHv77juQMSpdybM3LEDHE97MwtYtvcX7dh/fFVNDesEZKKovqLWsNvfBtRStBOjXGseYX9PU4VyXlZ3Y31G57XxquCkGipWirBVUrqXiAZCRe5YEcewOFskrySdSRmkba5Ztz9ccdk0gb3x5GyrKjOgdAw1KWIuPS43GCi0jVx5NlDRIzQZgjFQSuic2PpfpY7B8WRB4kZYMxsygjTXPb6XUH9hjsc+/wBWZWfpZPCGQRxsiZdGAwsfOxP0N7jCw/wx8Hk3OUEm97mqmJ//AN8a7HY6jakY4/wt8GG//sc78kVUw/8A3xL/AIX+DbAfY/HH+Jm2/wDvxr8dgHRkD/C/wa3OT3Hp8VN/147/AIYeDg5f7IOsgDV8VNew99e2NfjsAUZP/hp4QsB9jiwNx/iJefX8XPvjwfwy8HjV/wCyDdhYn4qa5Hz141uOwqQGQX+F/g1AQmTlQV0+WqmG3/14qb+E3gdyC2SA2Fh/iptu/wDrxtMdgpAY2T+FfgqWfrvko6n+oVMwv+j49/4V+CuoXOSKWK6Teol3FrW/FjY47BQGRj/hj4OhYNFk4QiRZQVqJRZl4P4sWv8Aw68KSMrPlQJV9YPxEo8173/FjU47DAQjwZ4fFNFTjLl6cMnVjHUe6tvuDe/fAme+GvCkeWy1+cwaKSkjMjyPUSgIq73sG3P7nHuc170nj/w3C1W0NLPS13UQyaUkdeiVuL2JA129N/fGSrEovE38J/FlfXLFmQp5s1loZp/vekFaTpmMm9gABa3AtbAKkaWPwP4KpqZc0OXRCCKLrdWeaRlVLX1EM1uN9+MLqmg/h0tBSZ29OvRzJb05hWfVOCu+mJPMRp58u3fFucnMqmkyGiXJa7MMmFOk9WKRoryuoGiJhI6+S/mPN7AcE4x/hytrKnL/AOH0NCI8qzCDLZzFVZmFeGaLTGGVEVrsSSpHmUgI1xvgCkbNT4Dy2KlzyKUsK4sKdopJ52kIAVgsYJPlC2IC+Xfi+IzL/DboR5hU1uVxLXhpFmqK4xvNvYm7MCSCLHuCLYzPhpp6ary6spKjL583inzOnljq52jgrdUyvLNDIqMFs1vLY7XF9r4NyPMKnK/4e5lmckdJV1+Y5xULlwVLxPJNNoTRffRr1N7rv3wqQbUM6mH+Gv2bDO0lJW00sjQxilmkqjIwGplCxli1gQTsbXGJT0P8Oo8igrnSOShrW0Q9N55GlYXuqopL6hpNwBcWN7YLTLcp8NyZdllLPTQ5/wDCTtS1tbGzJKxZDOzAMoLMdJIuDbjYWxg8hWtn8RZSn2rFQWlzWJsyRUkSeoMyO7Q6xpXUCQAQbBXG53wUg2rsaSXI/wCF0GX0uZdANFWMywdCWpeSQr+IBEJe6232272wzpPAHgHPqGDMKTLY6mnkU9OVKmUXHBB817g3BvuDhBlFZVPm9BmNJPlE+Ywy5jRoJr0sWYRCSMvOjojKJLqNWx1eYjjGk/hktU3hyuqqmSKT4vNauojaG/TKtId0vvpLBiD3BB74Y6Jt/C3wY0KRNk5MaCyr8XNYf/fix/4ZeDnqoag5MqywxiKMpUSqFTfy2DWsbm473N74XfxAzTMMgrqStpKmYJXUlRlscXUOgVTANA1uA11cX53wioTn2d0+Y5DDnGYCuyDLqmneoSodXmqWlYU7uQfMenEG3/8A5PfAKkayT+F/g2UKrZKoVL2VaiVQL87Bu/8ATF8f8O/CkSsqZVYMug/4iXdfT8WPnsni/NsxapzWkrqhKXxFB9m5ZGshtBUWgTWovs2qWckj/wDiHpgzxJWZ7Q5nmnhvLcyrviY5RnFM7TuzmmSBiYtRN9JmjCkcWc4TSfI+DdJ4C8MIVYZWpdRZXaaRmA9AS18C02R+D85raymp6UzTZe4hns0yqrEfh1XAYi24BNtr2JxLwfmwzWmzDPZa1jR5jXslAssllEaARKEBNgWZHbbnVjGZfEctlmoo8yrqKhzHxPUUtXVGskLKqI7IoZmOguwClhZjsL8YYUbaTwZ4QopUkmoYIpJ2EKGWocF2PCi7bsbdt9sMG8KZIyopohZDdR1X2/fHzfNI1q82iy2TNK6ry3L/ABDSRU9Sa6QMpkiLSRmRWBYqQtiSWXWRfBU2a1f2HWeIftyrXP4c2amjy0VB6W1R01p+jwdUdjqtq82q+CxUjVf8M/CGon7IJJcuT8VN+Im5P48ST+G3hGMgplFiAQD8RLwefze2MvR5pV03iSnrKvM6uqgqs3emiqKOv1xEF2VYJKV7aNPBZQTdbk2OAFzbxDVzVWbHMYqaphzhqVElzaRVQCfQsJpFiIYstt7ljq1XHZUgpG3k/hv4SlUK+U3ANx/iZef/AKsev/DjwnIqq2VGyiwtUyi3/wB2MVWZ/VfaNNnFHmFYIpc/SjD1OZaFeP4gRvGtKLrYAHzNZreb2xfNVZnT5ZnOaPnuYIJM/fLC7TXjoqVqpVZ1B2DAXAY/hB2thpVwFI0lX4L8EZDTvXVNAYY2dYTIZ53IaVljAFmJBJKi4+uCY/4a+EYraMpsQb3+Jlve9+dXrjL+J4IIfDmd5bl/iOsrdNZlh0TyGdqN2qU3ErX1XsDpN7W9GxoMpY5D41zTK5c0qpsuGW09YGzCqMpjkaSVGs7m4B0rtxfi2AKQQn8NfB8bMy5MmprXJmkP/wC22Jr/AA68KIpVcq0gm5AqJd97/wCrGdrawVtd4nq8z8T1mTS5VWJDSxwykJFH00ZXMI/ztbM2xBvwOMQzeukqJfGFbW+IavLKrJ2tQwRVHSREEKukjR8S63LCzA8WG+FSYUjQy/w18IzxCKTKLoDcAVEo/k3tipf4WeC0nSdclCyJwwqZh/8AvvjG5jVZ3U5V4xzyXN8zoqzLVpZaaliqGWKCU0sLuCnDAsT5WuOTa5Jxssliqco8e1eUfaVdWUsmWRVRFZOZSsvUdCVJ/CCAPKLDbYDDodE3/hj4PkkLtlBLE3J+Km/68UP/AAl8Dva+SccWq5xb9HxtcdgAxC/wi8CqCBkQ3N//AHuf/rx4P4QeBFYsMisT/wD25/8ArxuMdgAxsH8KvBVMSY8l5FvNVTMLfV8VR/wi8CxLII8j0CQANpq5xcc2/Hjb47CpAYqT+EvgeW2vJL22H+Ln/wCvFZ/g94CI/wDgPH/9uf8A68bnHYYqMYn8KfBUbBlyYiziQD4ue2oC2q2u17d8Xt/DPwg99WUXBGkj4mW1r3/1eoxrMdhUgpGNl/hV4KnkZ5cmLMxuSauf/rxR/wAH/Adv/gX/AOXP/wBeNzjsOgpGFP8AB3wE3OQ//mT/APXjz/g34BHGQ/8A5k//AF43eOwDMT/wl8FE3OV1F/8A/I1P/wD0x2NtjsKkKkdjsdjsMZ2Ox2OwAdjsdjsAHY7HY7AB2Ox2OwAdjsdjsAHY7HY7AAJX5Xl+awrDmNBS1kSNrVKiFZAG9QGB3x6MtoFopqJaKmFLPr60AiXRJrvq1Laxvc3vzfHY7AAQiLGioihUUWVVFgB6DAM2RZPU5dFl0+VUMtDEAI6aSnRo0A4spFhjsdgA9qMkymroI6Cpyuimo4rdOnkp0aNLcWUiwxe9BRyx08clJA6Uzq8CtGCImUWUqPykA7EcY7HYAIZhleXZtAIMyoKWthB1COphWRQfWzA74jPk2V1WXpl9RltHNRJbTTSQK0a24spFhjsdgA8qckymsoY6Gqyyino4rdOnlp0aNLcWUiwwZHGkMSRRIqRoAqqosFA4AGOx2ACqpo6WsEQqqaGcRSLLGJUDaHXdWF+GHY8jHQ0dLTzzzwU0MU1QwaaRECtKQLAsRyQABv2x2OwAUpk+VxQ00MeW0aRUshmgRYFCxOb3ZRbyt5m3G+59cXNRUjVvxjUsJqukYeuYxr6ZNymrnTcXtxjsdgAqXKctSkpqRMvpFpqV1kp4RCoSFl3VkW1lI7EcY9fK8ukpp6Z6ClanqHMk0TQqVlY7lmFrEm3Jx2OwAVnI8obLFyw5VQmgUgilNOnSBBuDotbnfjEjk+WNmYzNsupDXgWFUYF6oFrfjtfj3x2OwARTJMpjzM5mmV0S5g171Qp0Ep/+e1/3x62TZU2ZjM2yyjOYAWFUYF6o2t+O1+PfHY7ABTJ4byKaWpllyXLnkqv/AHh2pUJm3B85t5twDv6YMWgo1gngWkgEM7M80YjGmRm/EWFrEnvfnHY7ABRDkeUU1D8DBldFFR6xJ8PHTosesEMG0gWuCAb+oGLKrKsurjKaugpagzRrFKZYVfWiksFNxuASSAe5vjsdgAjUZPllXXQ11Tl1HNWQ/wCVUSQK0kf/AJWIuPpjqrJ8srayGrq8upKipg/yppYFd4+/lYi4+mOx2ACUuWZfMlUktDTSJWEGpVoVInsAo17ebYAb9gMXfC04qzV9CL4kx9MzaBrKXvp1c2uSbY7HYALcdjsdgA7HY7HYAOx2Ox2ADsdjsdgA7HY7HYAOx2Ox2ADsdjsdgA7HY7HYAP/Z" width="309px" alt="trailing stock"/></p>
<h3 id="toc-2">Current Community</h3>
<p>There is no guarantee that execution of a stop order will be at or near the stop price. , symbol change, price adjustment, and/or incorrect value or an away-from-the-market value sent from one of the third parties. If any of your stocks close beneath your selected <a href="https://www.beaxy.com/blog/how-to-use-a-stop-loss-trailing-stop-loss/">trailing stock</a> stop, TradeStops sends a message – to your cell phone, e-mail, or account page – alerting you. Montgomery Ward was profitable for 100 years before declaring bankruptcy. At one time, WorldCom had the most impressive array of telecom assets on the planet.</p>
<p>The scenario for a short trade is similar except that you are expecting the price to drop, so the trailing stop loss is placed above the entry price. Let&#8217;s say you&#8217;re entering a short trade by selling borrowed stock at $20 a share. With a 10-cent trailing stop-loss order, you would be &#8220;stopped out&#8221; with a 10-cent loss if the price moves up to $20.10. Trailing stops only move in one direction because they are designed to lock in profit or limit losses. If a 10% trailing stop loss is added to a long position, a sell trade will be issued if the price drops 10% from its peak price after purchase. The trailing stop only moves up once a new peak has been established.</p>
<p>The checked features are applicable in some combination, but do not necessarily work in conjunction with all other checked features. It may be the case that only Smart-routed US Stocks, direct-routed Non-US stocks and Smart-routed US Options are supported. Many finance websites list TTM financials to show investors the most up-to-date numbers. For example, revenue and EPS may be displayed as “Revenue ” and “EPS ” to show that the figures are for the trailing 12 months. Unless otherwise noted, the PE ratio uses the trailing twelve months EPS.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><a href="https://twitter.com/hashtag/NFGS?src=hash&amp;ref_src=twsrc%5Etfw">#NFGS</a><a href="https://twitter.com/hashtag/nifty?src=hash&amp;ref_src=twsrc%5Etfw">#nifty</a> future 40+ points, now trailing at 11644 <a href="https://t.co/Pu3bfV7AGe">pic.twitter.com/Pu3bfV7AGe</a></p>
<p>&mdash; Stock Charts (@Stock_Sketcher) <a href="https://twitter.com/Stock_Sketcher/status/1321673257934680065?ref_src=twsrc%5Etfw">October 29, 2020</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Note that you have no assurance that the price you receive will be $87. It will simply be the next available bid once the market order is entered. Suppose you purchase 1,000 shares of a security at $50 and set a trailing stop loss <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> 50 cents below the maximum price ($50 at time of purchase). If the price keeps on falling and hits $49.50, the trailing stop will trigger and an order will be made on your behalf to sell your 1,000 shares at market value.</p>
<p>Provides a web based interface to manage telegram auto-trades. You don’t need to give us permission to withdraw, but only to trade. That way, your funds are safe on the exchange you choose. This will show status including profit and stop value. Sign Up on our platform using Google/Facebook/Email. On the settings page select your preferred exchange. Input API Key and Secret Generated in previous step.</p>
<p>As a result, forward P/E can sometimes be more relevant to investors when evaluating a company. Nonetheless, as forward P/E relies on estimated future earnings, it is prone to miscalculation and/or the bias of analysts. Companies may also underestimate or mis-state earnings in order to beat consensus estimate P/E in the  next quarterly earnings report. Trailing P/E can be contrasted with theforward P/E, which instead uses projected future earnings to calculate the price-to-earnings ratio. A moving average is a technical analysis indicator that helps smooth out price action by filtering out the “noise” from random price fluctuations.</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/using-trailing-stops-to-protect-stock-profits/">Using Trailing Stops To Protect Stock Profits</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.joeblair.com.au/using-trailing-stops-to-protect-stock-profits/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
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		<item>
		<title>Charles Schwab Wire Transfer and ACH Time in 2022</title>
		<link>http://www.joeblair.com.au/charles-schwab-wire-transfer-and-ach-time-in-2022/</link>
		<comments>http://www.joeblair.com.au/charles-schwab-wire-transfer-and-ach-time-in-2022/#comments</comments>
		<pubDate>Wed, 16 Feb 2022 14:34:03 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=826</guid>
		<description><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Other Services by Charles Schwab</a></li>
<li><a href="#toc-1">Where youre sending or receiving funds</a></li>
<li><a href="#toc-2">A massive online broker that is continuing to improve and grow</a></li>
</ul>
</div>
<p>After finishing his enlistment, he completed his BA in English at UC Berkeley, eventually moving to Southern &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/charles-schwab-wire-transfer-and-ach-time-in-2022/">Charles Schwab Wire Transfer and ACH Time in 2022</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Other Services by Charles Schwab</a></li>
<li><a href="#toc-1">Where youre sending or receiving funds</a></li>
<li><a href="#toc-2">A massive online broker that is continuing to improve and grow</a></li>
</ul>
</div>
<p>After finishing his enlistment, he completed his BA in English at UC Berkeley, eventually moving to Southern California. Read more about <a href="https://www.beaxy.com/buy-sell/icx-btc/">how to buy icx</a> here. ATM rebates &#8211; This account will reimburse you for any domestic ATM fees. Charles Schwab High Yield Investor Checking does not charge fees on ATM transactions. There is no minimum balance required to open an account. It takes a minimum of 20 mins on the phone each time I call, only for them to continually pass the buck and blame Visa.</p>
<p>The website only allows options trading in basic and spread positions consisting of two legs. StreetSmart Edge is also the only platform option for contingent and conditional orders. Schwab offers the wide breadth of news, research, calculators, and education that is expected from large, established online brokers. Still, the pandemic’s impact has been felt on the bottom line. Total net revenues for the first half of 2020 were $5.1 billion, a 6.4 percent decrease from the same period the year before. The declines are linked to Schwab’s dependence on its bank, which saw its net interest margins shrink. Boosted by digitization, asset management advisory fee income showed a slight increase in the first half of 2020 from the first six months of 2019. He also expects some enduring shifts in client interaction with Schwab. Because of Covid-19, client acceptance of digitization and advisory services has grown dramatically.<br />
Get more from a personalized relationship with a dedicated banker to help you manage your everyday banking needs and a J.P. Morgan Private Client Advisor who will help develop a personalized investment strategy to meet your evolving needs. Contact your nearest branch and let us help you reach your goals. At this time, these types of transactions cannot be performed online. Your delivering institution may assess a fee to transfer funds.</p>
<h2 id="toc-0">Other Services by Charles Schwab</h2>
<p>With Schwab Bank, you can also open a checking account. If you’d like to move investments to Schwab from another financial institution, like a brokerage or mutual fund company, transfers typically take one to two weeks. We compare currency exchange and money transfer services in over 200 countries worldwide. We only display reputable companies which we have researched and approved. The information supplied on this site does not constitute financial advice. Always do your own research before making any financial decisions.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">(not general terror of sending money into the wire transfer black hole, just the copy-paste and character masking)</p>
<p>&mdash; Caleb Grillo (@caleb_grillo) <a href="https://twitter.com/caleb_grillo/status/1390316789058387969?ref_src=twsrc%5Etfw">May 6, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Partly because Schwab brokerage branches were closed, an avalanche of clients turned to mobile apps for inquiries and investments. The firm reports that in July the number of Schwab mobile app downloads climbed by more than 200 percent over the previous July. Less time spent on the phone or in person with clients translates into millions of dollars in cost savings for Schwab. In its early stages, because of new players like Robinhood. Among its peers, Schwab was first to eliminate trading fees from its brokerage accounts. But in fact, Robinhood had launched itself as an online brokerage six years earlier, in 2013, guaranteeing clients no trading fees or account minimums. In the meantime, Schwab has remade itself into much more than a discount brokerage firm. Schwab Bank, now one of the country’s largest by deposits, has become the main generator of revenues and profits.</p>
<h2 id="toc-1">Where youre sending or receiving funds</h2>
<p>As well as the bank’s own transfer and currency conversion fees, there may be additional charges involved in making overseas payments. Wise is one of the few providers in this table that transparently shows the full fees for the comparison and uses the mid-market exchange rate, the one you also see on Google, with no mark-up added. When you send money with us, you get the real exchange rate — just like the one you see on Google. And if we&#8217;re not the cheapest option, we&#8217;ll let you know. They&#8217;re issued by many banks in Europe, but banks elsewhere in the world are starting to adopt them as well. You’ll need a few details to send or receive a wire transfer – either here in the US or internationally. Transfer times aren’t guaranteed, and some countries and recipient banks may take longer to process international transfers.<br />
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' alt='https://www.beaxy.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='401px'/></a><br />
I looked further and finally found managers telephone number. This is now day four of no access to funds, bills unpaid, and I haven&#8217;t eaten going on two days. They cannot still tell me why my account is frozen,can&#8217;t do anything about it, and just give me runaround. My account has been open less than a month and I have called for assistance a few times and it is always the Best. I am a little surprised to see some of the negative comments. All Charles Schwab routing numbers will have 9 digits. Contact customer service at your bank if you are questioning whether  your routing number is correct.</p>
<h2 id="toc-2">A massive online broker that is continuing to improve and grow</h2>
<p>It’s a question that makes Schwab executives uncomfortable, but is nonetheless worth asking. After all, the bank accounted for 58 percent of Schwab’s total net revenues in the first half of this year, and 60 percent  in 2019. Every day, get fresh ideas on how to save and make money and achieve your financial goals. See if you qualify for student loan refinancing and compare real time offers. Claim your profile to access Trustpilot’s free business tools and connect with customers. I have never had to call a bank as much as I have had to call CS. I have had endless frustrating issues since I began using my debit card regularly.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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5IzSV022UmWSlHVJmDjnHzKcBHkUkR48NVs1O/dUqXN1F2YmZC12RMlTqysNBJ/ItJyentncB4IMRZd87LUUzUxFIJBcSc3AcAOAJyztzUubZIzdfEnKQQWghgAyaT/UXW4a8dFUtTNAKPTNRpWz7HqDzEk1TBUqxO1B1KmqezvUnmLV07QkkJ7SezvxLv2zwyGz607JXpVnq3T2V+jLfBZE08EnaWmggbklXQ94HbgRPcTt+yQuOqWRbMwtQmJlExXpoHHpDyEBDUsP9W2hIyOwrJPaDFm8PWno1C1KkZWbbKqbS8VCd8FpQRsb/aVtB8gYtlvan0xs7ORnNDW3FjmePe89AOVldNCUh1d0hIwGPL3EZ3IbfLu8BbUnnfgs42+0rh14dZivTTDTdx1xIcCVdqX3U4aSc9vLR7RHiFeMaoU+n1a4KozS6XKvz1QnndqGm0lbjqz/ABkn3xmvi5v43DfTFoSUyVSNut7XEpPsqmlpBUTjtKU7R5e14xkXSK1aDoXpFM6t3PJJmKzNygmUD9NtteOUwgnsKiUlR8T4CMMnNupUkahFbijzDsh5/CPIKVPSbKxURT4T8MtKts53Cw+I+Z0HksR1vR62tLaQxUNWa5Mu1idQVydApKkc0gdinXlAhKc9CQk9nQq7BV6Jo/Y9/aP1bUWhyVVtmapXpCkNzc4JmXmUsoCshRQhWD1Tkdige3EUis8QcnW6w9cNS0htObqj+3M1Ocx84SMJGFHGB4DAi0721hvy/ZVNLrNVbYpTeOXTZFlMvKox2eyOpxgY3E47onQ5asR8BiEteCCTiFrcWhoy+bs1q401Q5XeCE3eMLSGtwm97ZOc82tzs3JfNlWFLValO3hd1XcotqycwJZ2bSwXXn3yMhplA7TjqVHoB49kXzdNucMpsWcqlo3nVDXG2SqWl5ndvddH5qVN7AAD3kHpGSdH6BZusnD6nTgzSZap0t1xbhQoFxl8uLU2/g/nJIVg/tDwjV+6LaqdoXDULYrrXLnac+WnU56HplKge9JSQR5ERWWmHVaciQnxXw3wnZNFgC3mcs7/AE5Ks1LMo0jCjtgsiw4rfiNyQ7iBnlZUsjBxHtJY9MYB/wCtT/vjxxgx6yfWdl/N1P8AvjqnLjmfEPNbEhvoMw5QPdEyG8DER5Z8I5/GvSQwrD/HskJ4Da9/+cKd/wDRFW+DLlGJ/wCD+uqSmh+RmJ+4Gl5A/NVKtg9vvie4v9Pr01M4L63aWn9sz9frLl1yL6ZKRaLrpbQElSto7gIxjw017XXQng7uLQ1nhc1PqV81qZqfoKxSm26e0mbaQ2lxx5Tm4bQFKwEHJAGRnI8lrB/2+L/zFeq0b/gYXkFqfwL3hcdnL1zNuTTzSnNJLgeKkLI2OMtBTTuOzcgkkHtGT4xsT8CfLsm69V5sAB5uQozKD3hK35jcMj+6mMmcCHBL+IS0rorfEKpiTuDUWkvW0iiJdS8ZGmvAh0vKQSne57HYSEBIBOVKCbZ4OdINXOA7iCvKl6gafXDXtP7kp4l5K5LcprtTbWtl4OSy1tsBTqMoU6lSdmUrKcZT7Ua9zHMaHOFgVPa9sRxYwgkLX/UWemLY+FffnaKC26NSZDHL6Z5ymQ72eIcVn3mKhxw6A3VcF9608Rlqrmn0WjfqaXV2GAd0rLqkpVbU2kjqNrjhSo/o5QegBMZq0J4UNTtVuNWucVuqdpVKyrNlrkerdLla2kMztQeKtso0Gs5QlI2KUpXekJAJJKdsNM7XdoFa4hF6i2o6q3buvZIabnGiGqhT3pGVYcWjP56Ojg/ZMGsc4hrRmUdEYwEuOmvgtT7e4s2uJbhh02pl0VFpy/rR1Ts2TraDhLk416YAzO4AAO8JIXjoFpV0AKRG3WrOl9k1niCtrW+9LranXNP5R1NBtyTk0IdFQdHtzEy+CVOAJ5fLQQAg7lAkqMc5arwHa0aN8XtuS+n9oV+4dPmbso9WlKzKslbSaeJxt3a+pPTc0EkKPYdoUAM4jozqaEuX5VnAEqy438mG0DH1Rt6JTodRmTDikgNF8vMZLU1qovkJYRINiXG2fkc1qn8K/UZmrcLunVSmzl2ZvSZcUdxOMszRwM9w7BF8cDj8yxwD2MZZ91pSq7VgeWspJHpb/TIilfCEaUaj6t8MentD0zsyqXLPSF0PzUyxTmC6tprkzCd6gOwZUkfLF5cKlh3jptwWWZZ9+23PUKty1aqTr0hOt8t5tK5l5SSUnuKSD7jGSVY1tYDGjIPP6rHMRHOo2MnPCFlLShBGoVIWrJ9p3qT/AKpcceOIu06nYV9o1for0xKvVq9rnXLzSXMFudp9WV1R/RKUusK95jsdpaEt37SStQA3OdT5tKjVPWvha1Gv/gwumjS+n9TXeFF1XrVxUmR9HImpiSmJ1xBLae0oW26lfTt5Y8ImbWG82239o/UqJsplKPB1xfsFr/8ACA6gyvEfJq15pr26j0CZty0qaW1ksrfmqZNVGfxjpuS6plo+HK842r0ZvxzTn4JuRrkgkKrE/TJ6hUhtJwt2dnqg7LNIT+06FHyST3Rh/VLg/wBVaJ8HLplp3a2m1Zqd6Tl6Kue4KdKyxXMMF2Wm208xPdsb9GbP9qMgWPw46q6g6C8N3DxeFu3VadGpdUrFyXZUZdAl5mlqllzCpNIWtKgh1a3vZyk9Pa7o5ZdRcWutVOLPSlXBXxOab1G2EqbZpVHt2tszDbe1L83J7GplRx0KluSxWoDtDvXt67IfDOVKRrNhaKVqmEGUqT1VnWSOxSHWZRYPy7s/LFO42eByv3LpzQb50dvLVfVaryFVXT35K4agmoOy8stBUpbKUtIUj20N7skggiLV4i9I+JrV3hD4fbZmNG7qmLpsg1ej1OTTT181qXaEu3JuKHbhTCGxnvUhXhFz2OhuLXixCtZEZEaHNNwsTWxxb3VbN3cOsvqdZMxLadabyMpMSVOmmllNRQpTjLlWSggBxSVBzldoHKwDlSjHRXjrSmb4L9ZbjlKm3U6ZXpSj1GmzrTgW29LOTssUFCh0KcHpjuIPfGDtd+C27dTeA7Smapdpz7Wp+nVEYZcpHJxNTMqtWHpYo7d6TtcT7lj9LpK2TReJe6fg5dReHO/dHLsl7moDMjL22H5Fe+oyJn2HOUnxWztWMf8AV7f6Ji9j3Ma5tsnfyCrHMY9zXXzb6hWX8GNdfEfQtJ7wkNGdErYvekv3Clc7MVa40U9TL/ozWEBtSVbhtCTu8TjujeTUFmZUi352tUmXpFenKRLv1imSsxzmZObUgFxpCx0UlKypIUAAQAe+NReBWY1P4aNK7r081Q4VNY6suv1tFTaXQ6SztShLLaAlSnH21BW5vuBGD290bX0aZpV82JP3mxpdfdgzMhPolPQbsZbafmklKTzUJQ657PtYzuHVJ6Rudno8OXnGl5Nzlbhn/wCclpdoIMWNKuENosM78clbgb8oRMqSRCPS8TjmF5sXNYcJ/ZazkeIico9QXSKvIVdtrmLkZpqaSgnAUULCsfViJQk9hhnsEdE9oe0tdoV5wyIYTg9uoNx5rcDVuk2txH2tQq7Z18UeUn6ZzT6PPzIawl0I3ocH5yFJLacHBHb25BjDL1h6a6aH02/Ltk7oqSAeTQ6G6VNqX3F9/HsoHeAAo9MZ7Ix/QrKvG5kF23bUq1SbBwXpWUW42D4FYG0HyzEtWbauG23QxcNBqNLcUSEom5RbJXjt27gN3yRzUjSxKD2OHNdy57osHZ52ve/nYXXVVGrGdPt8WU+8sLvOItyyvawHU2WyOiVfs3SXR6t369V6YuvVYLeZkEzCVOISklLDO0nd+cSo564PXsjWapVCfrNSmKpVJxUzOTrynph9w5K1qOSo/LEqlOVBITuKuweJi5abppqJWGkzFMsSvPsrGUOpkHA2oeSiAD8kTZaSgUyNFmYsQYoh1OVgNALnOygzU/MVaBBk4MLuQhazc7km5cbDIrbtbOnthaGNWezqFI0Vl+RCZifYcS7MOlzBfW2hJyVqyoDAO3I8Iwnpde+m8trbb0xS6HL0G36Yw9JykxMLHOceWggPTLnZkk4A7E7vmxFWrQu23U8y4bWrFNRkJDk5Iusoz3AKUkA9njHq3Y18OoDiLIuFaFAEKFKmCkg9+QjGPONTLUOVhQopiTGLeXubgDPU65nzPyW5m9oZyLHg7mVwbnD3bEkgaeQy5fNbEayaZ6e1S+6jqRd2q8ixSJtLS1SEoUuzjnLaSnlt7VH87bnO04yffF/aL3zaE/YNTqFHnqdbcpLOOylPkX5pKRJtIT7C3AVZUtalFalZOcgZOMxpTUaPWaTMIlKtR5+RmFpCm2pqWW04pJOAQlYBIJBAx0yDFSNhX3jcbGuRXn+CZg5//ZGOPs9CjSkOBHmr2thOQFhwAGR88+Syy200aXnnzMtJ2JviAxE4jxJtcDwyVwahVGyqdIItO0w3W5sTKpuq3I83+UmnjnKGAeqWhuOSclRGeo7cuac3Tb+iugM5cknWKdMXTcJ5jLDbqXHGlKylkLQDkBCcrIPeSI19RZ14OzT0kzaNbcmmAlbzCKc8XGwrO0qSE5TnBxntwcRCctC7abLLnqjaNakmGv8AOPTNNeaQkdnVSkgD542cemykzBZKPjXbiBIuLu5DwHktRKVObko8ScZAsS0tBDTZnAnTUcznxKpj8w/OTLs1NvLdefWp111fVTiycqUT3kkxtdwezFo0ey65UZis0+WrMzObHxMPJQpDCGwW+iiDt3KcOR447o1Tl5Sbm1KRKSjz6kILig02VlKB2qOOwDvMQl5WZnn25ORl3piYeIQ2yy2XFuHwCRkqPkBEqr05tUlDKY8AFifIc8xkotEqj6POicEPGcwOFycsjnmsmajTNh0CVqlBo84zdlyVWbVM1O4Fp/IsHmby1LjJySr85fXtIH9nYBVXsriA0UYtSUuuTpFSQxLBxmZcShcu+zt6FJIJQdvaM9CO8YjUl2x73ZQtx+y7gbQhJUpa6W+lKQBkkkowAB2kxTZGnVCszSJKlU2ZnZtYOxqWZU64oAZOEpBJ6DPuEa6ZosvMwWGHHs+Gbh+Rzy1GgGQsOFls5avzUjHibyX7kUWwZjLPQ2uTmbnM3WVZ/SnTzT1wzuoepElVOWcopFv5emJk+CnD7LSfEnuzg5xHzp3Yumuq01ciZqvN2fUS6ldEkVPhTCW8HIUpzq51ABAUCM56g4GI+mOgA8YnabRK1W3FtUehT9SU0ApaZOVcfKAewqCAcdh7YnxafG3LnRJk4zbvZADjppnx4+K1sOfgGO1sOVaWC923Jcbi3xfFlwtl4LNdlWdN6EXszet03/b7MjIpcDkvTZwzMzUEFJAaS0AOhO05V0GAe7MYu1KvaZ1FveqXfMS6ZcTzieUwnrymkJCEJJ7zhIJPiTjpiJU2FfYP+glxg/8A4RMfcimT1MqdKe9HqlMnJN3t5cwwtpRHuUAYSUrCbMGZiRA+KRbKwy14E/VJ6amDK+yw4RZBBxZ3OfmQOHC3VSse8h/06W/75H++PAxf2jVh06+rmmm61UpmTptGkHarNGVb5j7iGsHYgdepz4HsxjJyNhNzUOUgOjxDYNGa1sjKRZ+ZZLQBd7iAAszBo4yBDl+WYx1VeNTgxt5LJr9wah0zn7g16ZbUyzzMY3bdzQ3YyM48RFxWFxL8K+pdUk6VadV1AfM+286xMu29MNypS02tazzlNbB0bUO3t6R572mkjz6L2YbOznIdVeNMrNZo280qozEpzMbw0rAVjsyInzed4qSQbincHt9vBi09CtbOGziYuCo2lo7d1wzVWpcgak+J6nKZbSwHENk5UkbjuWnoDEs/xB8K8rrUOHpy77lF7KrCKFyBTFFkzaiEpHN2bduSOuYwOrVLiEuc25P+KysotTYA1psP+ZVyZXMzrypibecfdV1UtxRUo/KesVKnXRc1HZEvT6zNMtJ/Nb5mUp9wPZFpX1xA8LOm2rbehl3XbciLvXNyciGGqYpbSnpnZyRzAjaAeYnrnpF16h13SzSGvSFsXhXKvWLiralro1t25TXKhVZtpGcuFltKilA65Wrajofa6HF7q7TXswvGQ4EK0USosddup4h37rxqVYrVXWldSqczMlBygOOEhJ8QOwR9z9brtWYRL1OqzMy02cpS44VDPj5mJW3L10vvq6l6eUxu7LQvRUqudlaDeFHcpztQYR+cuWUsbHgO07FqIAJIABImkyTipkSikFDnMDZChjarOOvyxNkp6SnG4oIHc8Bkok5JTso7BFJ73jqvWTum6KfLJkpKtTbTDYwhCXOiR4Dwilu8x5xTzq1LcWSpSlHJUT2kmLd1U4j+FLQ2/l6W6mXpcMrcks3LreRLUxTjOHkhSCFhBGOvj0i/dTZrTbRS0arqXqhcs1K2pIKlkNTMoxzHXy+QEYSAc9VY6DxMQ4ddpzC57BYjw1UqJRagQ0RM76ZqSptdr1GbU1S6rMyzbitxS2sgE+OPGPip1isVlSDVajMTXLzs5q8hOe3Aiiaf64cMeqWnl36r2dd1xPW5YjXNrbr1PU262koKxsSUAq6DuBia0S1R0D4l5WuuaKXbVZp22wwufXVJFcu22l3ftOVJHc2s/IPGLW12ml+MCx54f3VzqHUmswZkcrr2aLsu4h5ham3G1BSVJOCkjsIPdFXF3XaHkv8A8oZ3elJSPypxg+XZ3RbEtrPojPt1B6z6Hqbf1MpTy5edr9q2w/OUxLiCQ4Gngna/twSSzzBjBycjM9VdUeHijaYU3WZF4XBXbUrVQ/Bko5RaU9MzLMwEOKW0+ylBcbUnlLCgtKSDgEdRB9epsV13i9vC6qyh1GGO4beRsq0m77tQ4t0XDP7l4zh046dnTuj5mLsuuaZcl5ivzqm3gQtJcI3DvEYbXxycEbVSNGcuy/Ez4dDJlFW8+HuYegRs5e7dkgYxnrGY9I65pbr7IVGe0vnbnabo0yw1OiuUh2SJDmT+TDqE7jhJORkZxntiwVmlEjuW/wCkK51Hqtvjv/1KWplarVE3/gqqTMqHTlYaXgKPjjsie/lreGTi45/r/rIsvT7iC4VtWNUHNFdP79rU3dfMnZdhL0kUyzzkslanNjpQErG1tShg9QMiJ/VrVLQ/h2t6363rfcdYpxuV6bZkU0+RU+My5SFhW1JIPtpOfPyjI6sUx4MR7bm/Fov/AOZLGKTU2EMa62V8nGyr38prlVOiomuTnpKUcvmc07tvbj3Z6++Pc3rd5I/9I5/p4OR609/TWt6bSGuNPux6U09maSutvVGfb5bjUskE524yCQDgYJz0wSQDKVC69FaToaeI6q1a5pGxxKNThcfp5TNlpx5LTbnK27tqitJAIyQoGLXVmlC12DMf2hXtpNVubOOX+RXv/LW8hnFwz5z38yJOpV6vVloM1SqzMy2g7whxZIB8ceMYrpHGjwa19lyYodc1FqLTSti1ydsTLyUqxnaSlo4OO6Mmzd+6HU/RV3iOqNxXBJ2LKpc5iZulranlOJf5ASGSkKG5YwMgdxyB1FG1ultOJrLEf4hXPotTeMLnXB/yUpyx3wio6HXRpJxO2m/fGjVxz5p8nNrkJxmqSRbeZeCUqAxkAgpUDkEj5oRLG0kiRqeiiHZ+cv8ACFqYesTdGbkXaxT26o5y5Jc2ymaXnG1krAWf3cxKEjwip2vb05dlw0+2qe/LszVSeEuyuYUUt7yDgKIBIz2dnaR7x6HHLWwnFxsLHPl4/JeLy4c6M0MbiNxlzzW0HElppfNbk6DO6cS7k1blNkuWKdTXCNis5DiW09HAU7QMZIx2dcxr3ct/XLV7Pp9g3Qy+5MUKfcdYmJxahMMNqRtVLqChnAOCCTkYCcYxi4LP1r1T0dqLtvemKdlqc6qXmKVUUlSGyk4ISeikHw2nb1BwYzFr6m0dSdCKdqsqmIkKs56OZZWAHFFa9jjJPatP5yh/dB6dY4mV31IiQJaaY18Mu7jxrc3156n5LvZv2euQpialIjocRrbxIbsxhFgcPzGXqpW1bLoGheiy9WarSmZ+552VZXKCabC0yy31ANJQk9hwoKUe04IzGuFcvG6rkqLtWrlwz85MurLhW48rAz1wlIwEp8EgADwjbe43Gtb+GRKbXWl+oyUtKuLlkHKkzEvt5jRHbkpCtv8AeSY0wWCkkKGCCQQenUdvbEzZoiafMRpkXjYiDfgOAHIKHtc32NkvAk8oGAEEcXHUnmVfUrqxXHtOqvp1cEzM1KTm1sP09x54rXKOIcClDJ6lBT0Ce49naY2B4MajUZy1rll5ydmH2paaa5KXFlQbyg5257M4Eav0K0KxcFLrNZk22m5GhSpmZqZdKg2D2IaSQDlxZI2p+cgduzHBR/o5dSs4/wApY88ewqMe00GWh0yOIGuJpI5EkdLhZNkY81Fq8AzBJGBwHi0B3Wx0utYZ6Vumqzi6hUpOqTUy6oqU46y6pWScnqR06k9kba8PM3W0cP8AX3alMzqZmUcnywp4rDjYDKVDbu6gBRJGO+NZBrDqvjA1GuI//qDo/wDqjZ/Qi4a9c2gFzVC5KxOVKZSuoNh6bdLiwgS6SBk9wJPzxh2lbH9hh71rQ3E3Qkn9AFI2RMt7xiGC9xdgfqAB9CVqVbt5XFa9ek7nptWm0zks82+ol5R5wSclC+vtJIyCD2gmNmOK6nLu7Tm29S6FMvKk0pQX20uHYWJhKShZHZkLCU/teUamJ/NTnwEbZcO023qjoncWk9TmEh2SQ4xLrV1LbTwKmlee1wKx5ACJe0EIST4FVaP92QHf8p/jgoOzEUz8OZo7zlFaS3P+puf1VH4R6RQqSX69cfLbmbodco9IbdGfSENI5j+O7GQE+9BEYf1VsKa061LqFqU1LqUF9LtM6neWHT+Swe3ocoz4pPnFY1KuqZtS9KFbtuTKSxp62zKS7iPzHptJC5hz9pwqT7k+cbIXnS7O1Go1o68uFtqUt+WXVZhKj7biEtlaWVHvKH0p6eah3xAfNR6bONqES5ZHBFuRHwD5i3zutlDkYFWkHUyHYRZYgk/3A5PPkDfoFgziHuupUp2gaTyNYmjLWvSpdifIdVmYm1Np3FeDk4TjAPZvMV7hgbt2yJimXTciAKheM45RqMVH81lAJdd/ul0Nt57c9nTMYYpVOr2qV/NSaCXancVQUt1xRJCCtZUtw/2UjcfcmMnalahaZs3QxbqLGm6izZqEUynzjNaclQCzgqWlDYxnmA+12nAMS5yUc2UZSYTSXOGJ+G1/qRq76AqBJzrHTj6zFcA1rg1mK9vLIHRn1Vt8RWnzlgakz7cuylNNqxNQkSkYASs+2j3pXuHuKfGLU04qE9Tr6t92Qm3pdZqsoCWllJUOakYOO0dvQxsxq7L0/XrQiR1JoTQRUKMFzSmEnepKU+zMMk4HYAFg4Gdqe4xrBYySL2t/p/71lO7/AFyYk0mcM5S3wpgd+GC1wPMCyj1qRZT6zDjS3+7iFr2kciQbdVsVxeP3ei7LWatZ6tBxUk8dtOU9nmcxOOjfarw74mdVK9LtcOdPo2qT7C71mZZsy8s5tM2lYd9lxQHVJ5eApXiSO04jx4vrwuy17ntoW3ctRpiHZF9biZSZU2FKDiQCQD1wDFZ0+MhrboVUapqtKyq5iS9JYRW1MpQ7sbQCHgvAGUnIPcdnUdscrBBgU+Tm4rRga692nvm5OXlz1XZTBbMVWelILjvHM0cO4LAXPnyuAtPcdTnuiuWTdNw2dccpWbaqbkjOBYaLiACFIUQFJUlQIUD4EdoB7RFCBJAJ7x3RM03/ANYS3/eo/wCIR6bFYyLCcx4uDzXkUKI+DFa+GSCCLEa/RSXwx09N1WwNE5+ed5j78xW1LUEhOSEyncOyNmuDGYeHANZEoFYbes2tuLHml90D/iMav/DBFKdNtDgSB+Wrn/DKRs7wYkHgLsRWeyy671/2h2Pn+O1rYzwBkCf3X1JAe4wIZJ1AXPj4LDVSW0l1iuuuTNg3zdSZy2FSolrSoD1WmWj6WwrmONtdUI9jG49MkDviTotyovH4UujXO3RazSEVPUmUmEyNZkVyc7LguI9l5lftNq6dhjIfwKyh+Py9xkZ/kcrpn/tstFp1dSU/C5sblAf86MqOp/1qMRH11UvNe/GX/wC1Bk+3pc1r/wD+WMi8dOpWsvCdx7tcQtBprU5T6zQ2JOlCfZU5JzEuhlDUzK7hgpUHE8w7SFDmJPXPXHPGWQfhQZPqP9JrX7//ALrG/N16g0hjiN1L0g4s6hQl6c3DIUie08lrlkmGqS4EMKTUG/SVNgc8PKBw4sqCeqcDpAZaKh8VizRni24f+OLVLTB68DWdPtR7EqMxUaRTRMNuSlUdcbAUyiZ2hSgUoJ5SkoJyQCuNkKqlxy65hx2XLC1zxUptXanK45y3pw36aTPHfYlE4L6wazSWp2Qr9c/BU2Z2Qt/lzO5zE0nICFNt5CVLUQpW0HBCR0tuV1ibvOYeliFN+ktjp1BIwCY39AdaJEy1atBX23hw89HLln8KLZNRqXEXqFfsr1lbe/k3TZkY7DOScwptefIyih+0Iu7ie1+qHEDwT6QWhSJgqmZOgTNx3WrI3oVSFopze4DoEPPPrc6+Dfj0z7r7pMrWe6+Mq05Rku1GUtmzKzTQlIKjNSjE++lCc96whTf/AIhjUPhn02SOBXiO1eqSFuOLkpG3qStzP5JkTjL80EdwC1qls47240JOa3zRkr04HevAdxSZJP8AkKe//si49vgxrbuS8dFeJe1LOcUit1a2peTp5QvarnrZnEoAPdkkD5Y8OB0j1DuKTqP+gp//AKjkTfwXj+osvpDxGzOkT5avNmhyLtDUllt1XpiUTSkBKHApClEjACgRkiKE3VbK2OEv4R+9uFCjs6I6kacGr27RKg+y62hRk6rTFl4l5soWNrhSsry2vYrPQrGI6I8IE5o5OWZcmo+gN4VOu0zUG9piu1WWnQhC6PNTTgW7LcgAcoJCkgD2s5BCj0MYbuyW4JOJTh8ptf15u21qXqFJW0w3W6tNTTNNuOSrLMuEzAdYAQpxQdSvLZbKD+inGMUH4H/Tu8rJsG+r1uWUnJS3LvqdKat5E02pozYYL++aQhX6Kg80AoDryz2gCLmWLhfNY4hOEkGy1Uv0n/lWHvLVKSH/AMdqOrHEDqrVdMdJtVL6maiptq3qS6xTEoQkKM68A3LpScZKi6tsAHPVQ8Y5S36R/wAqs/7QwNU5Pv8A+0NR0J45KLc2oVxaV8ONh1SVkave92O3LOvzTKn2GpOmNc7c+0kp3t8zleyVDKkJGYvZEaxrg4C5AVIjHPc0tJsD+y5p3lYlf4E+LDTeoOTDwmKXK2/cM45vGHOahKKi2kn9ArTNN9f0T5Rtb8NOqTctDR2Yp6wuXfna1MNqSeig4iVXke/dGP8A4UPRzWtq2bS1l1S1BtO7xKTLlvB+hUBdOLCFguoDqi85vAUhYSOmCo9uYsrjL1aTrHwY8MdzzLwVUZFusUSo7lhSzMySJWXUtWO9aUIc/wDEEYzduRWQHF3gqja/GBp7e1M4eeGa8nX2tLbdap4vZS1BluoTySrlMvZ/Pk2lqbLiTgLIUSMISo73/CBpnm+DnWWXmkpQwxL0tEo22NraGPT5baEgdMe7v90aM8RfC3L1zgO0Y4irLpDDU5b1uS8pcbcu0El+TdcWpEyrH5ykOrIUe0h3P6JjIchxMMa6/BXajWpX6iXbvsKRplKn+avLk1KCoSwlpnxOUgtqz13Nkn84Zq14a0ttr/7Vr2Fzw6+ik/gtdeJXSjSK8aI9pbqrcyp240zKZu0LSfqzDOJZpOxxxAKUL6Z2nrgg98bm8XVNd1T4P9SG1NVVn0+y0XPKSNSkhLz0qWE+lFl5nAU24OWlKkKGUq3J7o0w+C94iNFNItGL1trUnVql2fVKlciJuVE0pW9bIl2klYABGMpUmNyLm4h9JpfQjUHXu1LmRqpRKBILp0/JSKyhLpdKEqZWtQylO11KlEA4TuPWMkMQ8BJcB4WWGLvBEAa0+Jusf/BP29L2VwiyFwT61IXeFeqVTbJ6HlNLTKgeYzLqP7UIvjglvuxuIPh4pFSsWwZjT+iWxPzdDlqQzMmZZTt5bpW26sblpJd6567t469DCMkJsAtBdqqRXRg4hui1a7Y95Cdm6VPytUkHizNSb7cyw4AMocQoKSoZ8CAfkjNvq1Sf63P/AODT9+Hq1yZ/nc9/gx9+PbXViSeC1xuD4FfOzdnKnDcHNZmPEK1azrfO3W6ievGwbUrNRbSECedlXWnXAOzmctxIV7sARbt6ak3ZfrcpKVuZabp1PSESVOlGQzKyyQNo2IHfjpkknBI74yYOGuTH87Xv8Gn78PVrlP1vmP8ACJ+/EKBHpEs4OhixGmRy8r3A+Snx6fXplrmRcw7XMZ+ZyJ+axTaN93dYVQXU7Srb9OecADgQApDoHZvQoFKsZPaO8+MXLU9YEXFOLqd0aaWfUZ9w5cmxLPS7jyv6TnLdAUfPEXj6tUp33c//AINP34erVJj+dr/+DT9+KxpmlR4m+eO9zAINuVxY9VSDTa7Ahbhnw8iQR0NwrDuHV+46/axsiXpdDotCLoeVJ0uTLIcWDkFalKUpRzjv64EVu0OIy87Cpq6Xalu2pIsOKC3dki8VOrAxuWS91OBFw+rTKfra/wD4NP34h6tMmP52v/4NP34xvdRYkLdOb3b3tY68ysrJPaGHF37HEOta4IGQ4eWemixJX7l/lBV26wu3qLILSrc4xIsONsvK3FRK0qWo9c4OCOnhGQaDxKXxa1ENt2/bloydMWF75dFOe2r3DCs5e6584rfq1yYH+lr3+DT9+Hq1yZ/ne9/gx9+Lo8akTDGw4gu1ugscljgU6vSsR0aCbOdqQRmsMVmqJrE+qeRSqfTgsAejyLakMpx3hKlKIz74rmnWpFxaX116v216Op9+WVKuImElTakkg5IBByCkEHMZL9WqT/W1/wDwafvw9WuT/W97/Bj78Z4k/TYsEy782HK1io8OiVmDG9ohiz+dxrzWD35l+amHZqZeceefWpx1xasla1HKlHzJzF0s6o3Wzpw9paHpdVGfmhNKJQoPABQVywrdjZvSFYxnOeuOkZH9WqT/AFuf/wAIn78PVqk/1uf/AMIn78Vi1GnR2tZFzDSCMjkRoQkKiViAXOhgguBBsRmDqD5qwNP9Va3po4Zu26FQFzmFJ9MmpRbj4SrGUhQWMDp3DMW5cNcXcFQVUV0inU5a8725BlTbaiSSVEKUr2jnxx5RmL1a5P8AW1//AAafvw9WqV77umP8Gn78WsnqYyMY7fjOpzzV76PWokESzh3BoLjLy8VbNn8Ql62JQlW7bNFttiTdUVvJMg4ovrKQkrWS71UQkZ7B07It6l6jP0a4hc0jZVqiZbU24w0qRdLMu4glQcbRzfZVkjtJHspwBGR/VqlAf9Lnx/safvxD1a5TvvF//BJ+/GARKOC4hvxa5HPzWcyW0LwwPJIZ8OYy8lb11cRd4Xr6ObotWzqkZQksKfpjilNbsbtpLvYcDp2dB0i37m1ev26qOi3J6pNStHbCUop1Pl0SsulIOQNqB1Ge4k90ZB9WqT/XF4f7EPvxH1a5U/zwfP8AsafvxSDEosC2Boy0yNgfDkqxpTaGZxbx7jfXvDPzPFYL6dwxExTQDUJXP/Xt/wDEIzX6tkiP52TJ/wBjT9+JCf0Zs21nET1e1PkqY2wtLhVPFlhOAc9VLcAHvie+tyVjd/0K10PZmpFwsz6hbAylwzTEkzIvyNPnWZfPJE3LB0oCu0An3D5o9RddVTMMOtIlWW5dC20sNMhLO1RBUNvngRil7iK4epZ1Uu/rpp82437KkquaSyD/AOZFXoWrek10HbbWqFoVY/0ZKtyzyvmQsmOB3Mk5xdYEletb2bawNdiACyE3ds9K7lU6nUyRcUnYXJaUShe3IOM+GRD+Vs6XvS1UmjqmchXPMkOZu/pbs9sUlOxaAttSVpOCCkg5EfWzy6xcJGUt8AVPbJpuZeVVHLtnXnRMzVJo8xMDBL7kkkuEjGDnPaI8pi55+oyj1OrkrIVeSmSS7Kz8ql5pWe7aemOvZEhs8obB4QEhKaBgQzszkcZU3L1xVNp5pNvUml0KTWSVM0uUTLpJPfhPYcd4il4UMKH5w6g9+YmdnlDYPCM8GBCl24YTbLDFixI7rxHElVdF71ttRcSiS5qwlLrvowC3gnsCz39p+cx8pu+oIaMs3TqU3KKHtyqJNIaWenUpz5RStnlDYPCMHsEr/YFlE7M8HlVRu7p5ltbEvS6Qyy5/nWW5NKUO9Me0M9Y+BddSZbU1TpWn0/eQVqlJVLalAdgP8eMU7YPCGweEVEhKjPdhV9tmTkXlTE9VJCrzbVRrtn21VJ5nHLnJymNuvJx2YUeo+SIz9w1mpTbM1MzZzLrC2UIAShsg9CB4xLbB4Q2DwirJOWhnE1gurXzUeIMLnmyqn8rJnm+lKotGXMhW/nmSTzCrt3bs9ue+Po3pXFjcv0RT+xTaZlUuC8hJ7QlXcPkik7B4Q2DwigkZQf6YVfbZk/1lTNOrk5TpNch6PKTUstQc5M0wHUBY7wDE0bqeU2llVBoam0EqQ2ZEFKScbiBnoTgfNFM2Dwhyx/R+qKvkpaI7E5gujJuPDbha82Cqn8savjlcmSEty+V6KJcBnbnONmfGPlu6HmkuNtUKhtocAStKZBICwOoChnr1APyRTdnlDYPCKGQlD/phVE7MjR5VRFyYGP5OUD6PT9seibvn22FyjFOpbMs6FJel25NIaeChhQWnvBEUrlj+j9UOWPCLRT5T8MJ7dM/3lTibiqErKS9OojctRpGVSUsytNZSwygE5ICR0HXPZ4mESeweEIvEjKj+gKnt0z/eV7bfKI7fKPvBhgxluseAcl57PKGzyj0wYYMLpgHJeezyhs8o9MGGDC6YByXns90NnlHpgwwYXTAOS89nlEdvlH3gwwYXTAOS89nlEdpj7wYYMLpgHJeezyhs8o9MGGDC6YByXns8obPdHpgwwYXTAOS89nlEdpj7wfCJOq1Wm0OlTlbrU6zJU+nsLmZqZfcCG2WkJKlLUo9AAATFC4AXKqIYJsBmpjbnIHXHb17I1U4hfhC9INHHJy3LTP8ALa6JZZZVLSLyUycs4O0OzIyCR3obCjkEEp7RrZxF8ZupXErdC9GOG6TqUrQHHVtOzbOWpuqpztK1Lz+QlznIBIUoEbsZ2DJ2hXAlpTpDIS92a6TiK5XlpDjVLbQFBHkEHoAT03L647NpiHCMzUHFkoMtMVr/AJRx/bipUUS1NZjnDnqG3t1PALCtS1v48OKYIlrRTULdoU6vDLdGbMg26M90x/n3R3EJUR0PSLltf4LHXG8AKpqNdky1MK6qSUF1XXr1dfcQoH9gxusnWFNGY/B9kWtI0OUSAgckDmqA7Nyzkn54py9X7neVl5LDviFqWT/xRuoeyEy8B0RuI/5O/ZpFvK5WjibXwQcEJ2Ef4N/dwPWwWuDPwQ7ZRtfvN4ueH4Qlx9WwxRq/8ETdDEs45Q7nnitIylWyXmU/MlxBjb+l6yhK0pqNNdQP6bKwrHng4/3xf9Dv6nVNPMps+lZAyQlWFj3g9YjTdCiSo+9gMt5G3UOUmVr7Zk/dzDwfEtP0LVy4mNFOOjhmqvpVkXfW+U0SpuWamnNjqf7UnMjlufIF+RjKOj/wn1ZpVaTaHEpY6qe4hRbdqtOllsvS7nTo/KK647clBBHcg93Rr+UzM9LmTqjTE/Kr/PZmW0uIPzj/AHRhTW3g+0V15pz6WqYxTKqpspY3q27VdoLTw9tBz+ircju29TGrdKCFnCJhnxOJn8t+vmtmJze/8Q1sQcwML/4d5ZeSyLZN62hqNbkpd1jXBJ1qjzqcszUq5vSSO1J70qHelQCh2ECF8Xra2nFrT953nWGKXSKa0XZiZeJ2juCQB1UonACQCSTgCOVtWtniL+D01FVXrdmpqatxTifTJd9BMrNIPQNzDQOEq/oupPhhXamJa8tQtavhBdR5alsybtDtCmOISiSYK3WJUq6b1npz5hecJGB0wAANxNDNRw72Ys+9OgGYPjfl4rIJWXwe0iIN0NSciPC2t/BZDuz4VDUdV4TVQsrT2kGzZWbDLSZ1DxmJhs52b3Uq2trUELISAcdfztpJ6I6dXtSdTLEoN/0Jt1uQr8gzPstukFbYWnJQrGRuScg47xGjfFFwnUvRrhO/BlOpjLDzZRU1DZue5zSkBS3l97im3HOg6JzgdBGa/g4LxTdvC1RJMvIW/bk9OUd4AYKNqw6gH/w3m4uayJKzDYb4geHNvcaXBsQOdjxVjnQZyXMWHDLC11rHW1gQTyutndkNkfeDDBifdRMAXxshsj7wYYMLpgC+NkNkfeDDBhdMAXxshsj7wYYMLpgC+NkNkfeDDBhdMAXxshsj7wYYMLpgC+NkNkfeDDBhdMAXxshH3gwhdMAX1nyEM+Qjz3e+G/vyYtyV+q9M+QhnyEee/wAzDd74Ki9M+QhnyEee7rjrEFvIbSVuLCUpBUok4AHjDIIvXPkIZ8hGIry4teG2wZpUjcusVuomW1bHGJOZM640rwWmXCyg+SsRdlg6u6X6pSy5rTq/6JcCW0hbrcjOIcdZB7OY3nej9pIjEI0NxsHC6ymDEAuWmyvHPkIZ8hGpnED8IJZWlFzzGnOn1sTd93dKr5D7Eq6W5WWe721OJSpTi096EJ6HoVAgiMMjja45GwK8/oJRTTE4cXKfg6aS7y85PTncwHHft88YjWTlfp0i8Q48UA+JAR7Gwrb97WX0xOAv1XRnPkI8pmal5NlczOTDLDLYytxxQQlI81HpGvXDDxo2JxGrftt6mPWzeMi0XpmjTDvMDqEkBS2HMJ34yCUlIUM9hAzGv3wh1Sn9Rdd9NNBWq1OS1JeY/CNSYlnSnJdcUgOKHUFSW2nNpIONyvExmm6nAlZR05e7QLq4wd0Tv+61oxE65DPJb+0ivUOvy5m6FWJCpMpUUKclJhDyEqHcSkkA+UT2fIRx/wCHPiBtbhH1svxhmSr1ct15l2lytOlXEKW9MtPJKHnFEpAwlLoylJPt4xGZa38JLr/XZxmQsPh7Yp4rRLVHcnhNTK3FpOVqBAbQ5hJBwMBPaSREODtDJvl2x4rsNxex5a/osj5YYREDgGkAjFZuVr/pqujYPUAgQz/ZEcyq9xEfCHFpm052QpkjMXE4GpepSUmwVSeASocxKlIa9nJytJOAdpzFvVy1eLzTWlTGqUjxHV+qVWnIM9OyTlTmnmVto9pfsuqLbiQBnapAGAcd0amPt5RYD4cMxgS82GevS610SoUyA+HDiTTMTzZtje5+WQv4rp3dV7WhY9PNVvO6KVQpMZw/UJpDCDjuBWRn5I5ncePF8xrPXZTRPSi4Zc2gl5oVKrCYLbFRmCobUlRwAw2cEk9FK69iQTbtgWfd/GFXZ7WHXe5qhOSKHjJSEiwtTTPsgFSWk9Q20M9ieqlFRJyDmf0t074fdWZi7LVRpymlTdtz7kqh1uoPFxxjcpCXQVKICsoORggZHjHP1v7RJOWfGghjnNg23hbbK5tbMj52BssEztLTaLEj4g+IYNsZaAQy5sNSCSDrbTiVsXw9aX2LoBYcm/akxI1m5Kswl6YrDe11PUdqVJz0BJ2jOOme3Ocg0yhVu6n3am/MBDRVumJ+bXtQPlPVXuH1RpPppdjPCfrJUtO79rExN2LOSztRk1rByhQSVNkAdcq2FtSU9CracR83LrPxF8Z92uac6LUSdkLeSOWpqXJabbY6grmnx7LSSOm0Hr+b7Z6R7BR9sKY6kwpmngYnjIDM+Hy8Tx5m61pocxW5j2kxQ+A4BwdoCDz8Rpb9Atqr44h+FjRsuy9yXQ9dFYaJBk5EnZuH6OEZKfesgHujENV+E606k3eXbOhkkthOdqpxpCnPlJWYvvRr4LfTO3ZRmp6yV6cuqqrAW5JSa1Ssi0e9OQea6f7RKB/Z742Wt/ho4eLXlkS1G0SstpLaQgOO0Zh94j+044lS1fKoxBi1GqThxuIbfmSfT6LfQaVSpUYQC488gP5Wl9K+E705nXg3c+h8o2wfzlSkugLx5ELEZr06184ZtZHWU2VdsxbFaUcIln1qACz3bF4Wf7yMpHfGY7h4Y+HW65ZyVrWilmrDqdpdYpDMs8n+660lKx8hjVjW74LW0qnKu1zQe4nqFVGyVppVTeU9KPd4Sh7/ADjR81bx/d7YpDqVTlO9cPHIZf8A56gqsSlUuaFm3Yeeo/noQtnJip3NaSG1V9Lc7IPEcipyhC2ljzx3+/B9/bFXkbtZmEB5mYStJGQQY546PcWmsPDJeUzo/wARVInpimNqEvMon2itaEZ6ObsHntlPY4nJxggqHSNz52TpE9RmNQ9NKqJy355KFnlOh30Yq6gKIJBQRjarPXI+XoKdOSlXGFwwu0+fIjgTwIyPnkubqMrO0U4h3ma87jwPG3EHMfVZNuOWtHVO3HrLv+VZmJWZaUwzNOICyzuHVKgfzkHpkH6uhFH0j0asDh1pCKVRKfIKqSFKWwGMqalN3a4Srqt1Q/SV1AwB0HWwJW6phCQJlsHzSc/VFWlrtaV1U+E+O4xMi0CIy7WEhp1AH0B1APEDVQ4NchPsYnxZZ36EjiRwPBXVxAW8nU3Qa5aOpXMeQpStyjk4fbUyT7gVg/sxpv8ABJXc82vUPTyYdKUoVKVdhggjar2mXT7/APND9mNybZrstXafXraEy2tyo0t7ko3DKnUDckD6z8kaAcJVYRpf8IBW7RWpbEldCqjIoH6IK0+ls5+VvaP70cpVZV0jEh3GjiPk4Aj6grrqNNtnYcUA6tB+bSQfoQupufIQz5CPPmZhu98X2Vy9M+QhnyEee73w3e+FkXpnyEM+Qjz3e+G73wsi9M+QhnyEee73w3e+FkXpnyEM+Qjz3e+G73wsi9M+QhnyEee73w3e+FkXpnyEM+Qjz3e+G73wsi9M+QhHnu98IWRY3111ttXQHTqoah3WouIldrUnIocSl6emVEBLLee09cqODtSlSsHGI1f03+FGsup1d+Q1e0/nrLlXGW5iQm5d1yeDiF9QFpDaFAFJ3BaQQevQRr0z6dxd6kXrrDqFPVOfta3nXU0ejsOlG5hO5TbCB+gChKd5SApSl9vfFKuHWezZOj2ZU53Ra252g1iTck3G3myuZlhLvKbLSXFZJCWy2rqM+129keb1HbWJ7e6Vp8MxMGTrEDMjEBnqbA/+1ZFn4cOZdJS8ExYjbB9iBhOHEAL5E2BXVHTfVOwdW6ALn07ueTrdP5hZW4wo72nB2oWhQCkK6g4IGQQR0IjXLi041JjTaq0rTDQt+jXFfNTmuRNJKhMNU7rtS2pKCBzlKI9kn2Uj2h1EaEaxTT2h161ui6MXq/T6Hd9LQioSUlN7uW2pWTLrIJIwRkZ9oJWRnBOcgcO9a4frOmbSlaUxNVe+Lg5bMy+8Nyaa6sYUlJICU9eg2hSuvUiK1PbeI2kNnJSC5znAkAC1rC+fICxueiTM4yTp4qcrBdFxAlrLZjK5x30A48+CyLI8U/GRpfqhZ8xrRcVMmreuWpNyT9NRJygQhkrQlSgppAWlQCwQd5zt65HSLl4y9VdQdZtbEcKunVXXSKHTm2n7jnGVlKn1lIWpKyk9W0JUjCOm5auvYnFlccVJed03pNwyqFJepNXRh1PQoS4hXtA/3kI+UxRtBLpTfPFDqTebzm9Vdl1VKXUehDTzrbiAPchSRiOUlNt56b2RjVQkGKL6cDfLpcGy08ltLGnNlolfDW75gcLAZYsQANvAG6pF06b8OOi102rZF12rO152uDdM1San3GxKoKtiXOW2UpKd24nvSBnJiqatcP7+jbI1k0DrVTt2p2+oPvMMTCjtZz7Sm1KJJA6bkK3JUnPhg0Dj4pjjFZtGvtpKS7LzMqVDsBbWlYH/AMUxs7Ys5LXpppRJqoATLFYo7ImUqAIcC2glYPzkRwcWuVGmSVPrkOO92MkRAT3SQeWgyva3JcjMV2pUun02vsjveIhcIoc4lru9y0GVwLAaLFXB7p5TqRYDeok+gTdduZ12Ycm3hvdbZCykICj19ohS1HtO4Z7Itbh61Uuad19viybiq0xNMz85PPS7LzhUJd1h5XsoH6I5eRgdPYT4RlbhpmWU6UydBS8HHrenZukzGD2LbeUR86VIPyxrS7zbC4121oQppM9cOcD+hOjCv/5TFJdprM/V5ea7zywll+AacrcuGirKt9+1Gtys73nljiy/ANJwhvLhosm8StPn9IL9tDiPsMJk6lTqq03P7E4Q8U5UneB2pWhLja/EER9VDUOnao8ZV+6xtPqfoFm0VbsqSOmxmWQ1tHvUXliLr4xG5ZWh9SVMEBaZuWLQV3r346fITGuGmSlWtw1akXcVBL9amJWjNLx7SvayoA+5xRPujfbNVSYndkPZIhJLniECeRIH0BPRbvZeei1LZAQ4pJeXbgE6kOc0fRpKo2hD9YpOtFm3pWZNRlLlqU02y84AUvqXubcUM+C3B8sbccTN7VzTyy5C6rbcal5xuqMyqphbKXFIYXlTiU7gcbuWkHp3RirWuyxpjw68Nd4syymn5ByYmJhwZJCpl1M4AT5gnHkPKMvcT1DNx6GXI3LYcclWG6gyvGejTiVKI/Y3fPFduZJsptDTnxh926zSOGo1/Ny4Km28GAdoaZMRBeG8mGRwydbP8yn9dH5+c0Numdok0th40kzSHGiQoNjatePe2FD5THzonUmL80Mt1yfdU8iepKqfMlZyVbNzC857c7T88Uqy77s2vaB0RNzXRSpI1K3vwe+mYm20KUoNFhw7VHPalUYl4bNfdOdONMHrdvW5jLzMjU5j0ZhqWceUplW1QxsSRjdv65744aFRpqJS48rLwiYkGOCLNNyLEcBc2IBXDQqFORaRMSstAcYsCYBaA03IsRlYXNrA8lkrhEnWvxVLtlQCJ23KrNyM0gYBCiveD7jvI/ZPhGPtFZR20+LW/bcKVJan25yaQCMewp9DqPqXiMPUDXOt2Lq7clz6ZsmfpNcnnn1yEy0QJhoqKkkpByhSSTgg+OcgkRes1xWTE3eYrdt6LyjF7zzKaUl9+Yeccc3EBDfKTt3HO0DvPQZx0jsouzFU9onIkGFihzbOYBa82Njfkb6XXcx9laq2annwYYdDnIY1IBY82PeB4A30urr4obMltS9fdMtOpJx1uoV5bNOmHWm96mWXpoJC9ueu0F1WDjoI6UaS6S2JonZcrY9gUVqSkpdILruBzpt7HtPPL7VrPiewYAAAAGrPCbwn6jUvUI8RHEJOtKulTbiKbSApK1ShUCjmuFGUJIQSEtpJ27skg9BuiHI9r2H2eiUKkwpWPm5otf6/qfounp0q6j0yBS8eLdtsSNCb3PyF8lM74b4l+YIcwR2eBZsQUxvjEvEbxL2Jw3Waq4bndE5VptK00ijNuBL8+6kePXY0CU7nMHAPQEkA5R5ojjvxZz1Xk+Lu4p7XOlVWpUdipKXJSrDxaS9Sgf8AJktKPQIKNu/aQd2/qFZI19Qjul2ANyLja54eKmSUBsw8lwuAL2Gp8FcFg6c6v8c+qp1K1LmZ1VHfeLMs0jcltTaD0lZRJ6IaT13LHTO4klaiY3+l2Lc0ftj8X1ky8qJoy4k511lOZeXbT05DST2kZVuURnPac9mDtEOOXhupVvfybblnKCl1n0YiYSqUcaZAwEIW2FNpSPJQJ74zBb87ohfsuZuy9R+WO9L4bmUJJ8VsnA/awY39EgU+X7uLG3Ilze9iPjYkgDgLeJXLV6ZqEzq3AcwGnLCPAnIk8TfwCoAwOghF3u6X191Jdt+cpldaHXdITSVKA/tIVhQ+TMW9UqHWaOcVWlTcqc4y6ypKfnPSPQIFQlY5tDeCeXHpquEiyUxAzewgfTqqnp9UBTL2os2rG0TaWjnwWCg/UqNKOKGnq0W417VvqXSpiVbqcjNFwHA/yeY5ah7uUlsn+9G26HHGXEvNKIcbUFpPgRggxgP4UyhJnmbWv2WZ2tTakOpOOxMwyDjP95gxxu2svigmKOV/m0j9nFdfsXMYZkQjxJHycP5A6ro6HuYgLHYrqIjvjHGgV8fjD0Usi8lvBx6p0KTcmSDkekpbCHx/5qVj5Iv7mCOfhjG0O5rq39xxaeGSmd8N8S/MEOYIyYFbiCmN8N8S/MEOZFC22qYlMb4b4luaIjzBDAl1Mb4b4l+YIcwQwpe+imN8N8S3NHZDmjxhhTEFM74b4luaIjzBDAlwpjfCJfmCEVwJiC5W6L1mR4bNWL00L1CmDS2V1HfTZya9lpwDIbUVdgDjZQQrsyMZjO1x6VaWahUthqrW1TJ6VbddmWFyiuWlK3tpccSpsjJVtSSc9SB3xg6/rVtWucdV40DV9BnG6iEO0dMy4pDalFlpTKDggEBsKSB2EgDt6RYFo2NrVYUvflpUSnV+Sq7C5SdpT8kHAiYLUyEYbUOi0qbeUSOzA6jpHzNths9CfW40WTmHQIwwk3yBBOG4Nwe6Pi9Vx+09AhztTdOyU06Xj4WOPBjsRw4gbg90fF6quavaHI4eqnIav6cNS1SpMm+GZ6lVmXTNtctxJQtCgoflGVpUpBBwobhg94ufiisjSzT2T0S1x0gtKXoNKrj6KhNpl3FqGcsPISSpR7ElwdOnQxV+KW/WKTotK2RcEy09dtflZRD8owQpSFp2KdWQnoE7wUp8c9B0OLv4ktLKrTuAGzaTPSj34UspNLqE0jYSpsLQtt1ChjICTMjPhs69kdlsDFn6zQI7aj3iLgOt8QGV/G+Yvxsui2Pnp+oUpgqjsTi5zA7+9trB3jnex4qocStGRcGh92SqEBam5MTjSkjJyy4lzI94QR8sat6S19zSu9dP9SKu2pFt3ZSDSpicSkhtDjKzLrCj4tlDCyP6KhiMhzfF3YM7pqzaLtFrtSqk1RRITPLabCOcWNilZUrJ65PZGVeFPh8kdYOEJyxNWqPOyDD1wTdQoM0Gy3NSyC00Evo3DsLgeGCMKHyGNH9n+y85Gps3SJ+EWteXYb8QRa/04rU7HUaZp1GmqbVoZbDe8gXtctcLEjytdUji6suZvnSIz1ElFz0xR5luoNhj21KYIKVlIHaMKCjjuTmKtpXX5bTbhzoFdvRxUkil0tTriHMJWQVrU2gA/pFO0Ae6KCnhQ4z9NEqoOmuqVGq9DQpSZZMw6lCmkZ6ew8hWz+6lRGSe2KtbnAhq3qHW5Sq8R2rgnKbKncaXTFKWpzxQFFKG2QcDJSlROMdO0WS/2W1mLKw6PMuG5ZExh2Yda1rWtbiTcEqCzYuIabDpE1MsMvDiF4IxYyLHu2tYanO6150K1srmlFZmrgvihVJu0r3m3ppmcSwrlJfS4QpxonosA5SoA56A93XI+oU7w83lqRa+sDWrlJk1UdbTs7LI3Kdmgyre1hATvSrPsnKeqcYxjrv6/pTppNWHK6YztlUmcteSYQxL02Zlw402lPYoZyQvv3A7s9c5jFrfArwson/TvxaIUM7uQqozRaHycz/5x3M99lrI877fKxTDe5uF1rd4EWzBB4cfBdBNUmmzc+6pQXPhRHNLHYbWc0i2YIOduPgFobxJa7TGstLVSbIo1Q/kpQ3kzU/PONFIcdJ2NlWMhCMq9kHqSc46YHndlFnkaEaS6VUhCfwle1UNSWknG5bqw2xnyKXU/uxv7r9w10e/NCZzSjSum0W1VNzTE/JssSwl5d11tXUOcsZyoE+0QTkDPjGEdFODXWxvU+0L81tuujO02yNhp0hKrDrh5XVlA2oSkJCsKJJKvZHjkG7Bupr5SSkx91CdiPibOH6m5+S2MnIyEnLy0CUsyFAeXWNyXHCQDprd1z5LYjiN4baXrdotJaUUyqJo7tAXKv0WZU3vbbUw2WghaR12KbUodOoO09QMHXOX+D51yuaXEhqDxIupkAgMmVlETEwgtgYxsUttPZ06gxvWHiOwgCI88+MeizNCk5yI2LHYC4aK5s25oAsDY3FwCQfC+i1LoHwYegFMfD9auG8q1jH5F2dZYaPQZJ5bQX25xhQ6Hv7YyrQ+DXhit/kKlNIaPMLYQEpVOBcyVY71cxRCj7xGX+efGIF7PaR8sSYdLloXwMCq+fmH/E89f4XGLiPt2Z0n4kbtkGbeTSZNFTdmKfLNMBpkyrh3NltIG3YQemOnTHdGVvg8NOk6n6/TWoVwy5mpWz2RUkBwZT6a4SiXznvThbif7TaT3Rv7rRw/aW6+SMpKah0Rb79PKvQ52WeLMywFfnJCxnKTgHaQRnr2xUdINHdP9DLYVamnlJ9ClXnjMzLrrhcfmXSANy1nqcAAAdgGcDqc6mFRIjJnET92DdbKJVob5cgA4yLLI/O8BEef74keefGHPPjHRCEtHdT3P98Of74keefGHPPjDdpiU9z/ACMUK6rMsu+pIU69rSo9elknKGqjJNzCUHxTvB2nzET/ADz4w55PTMWughwzCqHkG4K14vf4PnhjvJDqpW1J625lY6P0aeU3tOe5twLbP7vzRgC5fgu7uoc6qq6U6xthxtSly6J+XclHkDuHOZUrJ89qfdHQUPk9iiYCYyehzEF9IlohvhseYyUxlSmIYw4rjkc/1XMipWV8IVoo6mZMlVbhk5YjZMSq0VZJA7+mX0jzIT74rttfCV6xWatNI1LsyYDqeix7aFY7wWZkLJ/fEdG0vKJwD5xbF6yum1WprsnqLK2zNyCgS43W0S62seJDvQY8YxulZqCLQ45sOD7OH10VA6TmD95AFzxbdp+i1qs7j74b73KZW8LdlqLMqOC4uXVJAnx3NlaPlJTHzxiXJplrRw7TjGntWbnnLekxNtf5S1MKS204lfRTajnCOcBkA9Yla5w7cAOptxm2rZue36fX5sq5cvb1xoytfUkNtlS2yeh9lI+SNRuJ3QLTfQW4F23ZusE5XqydvNov4NPOlEKHY9MNr2FRGTs2BWMZABBMaZqcxCgO9oa1zLEXa42uQRob5+SugUaWMdr4D3MdcHvNB0IOthkfEreb4Nm7zXuGyXpK3FLctysTdOIP6KVbX048vyx+YxtQH/fHK7hs4mL+4cNPjQJDh7qNXpkzOOVKeqSnX2VPLWlKQQoMqQhIQhIAOeuTnqY2Nn/hHdKntKqneFGp023dMopEtL23Pr2urfcCtqwtHRbSdpKlDBHspISVpjBSqvJvlwzeAlozUialXzEdz4FnAngQf0K3F5+ezMQEyFJ3JOR4g9I5a3LKcQ2rtrTGpeuetU9aFrutpfRT5YOBtLS1AI/yVpSUnO4Y3kr69e2PWm6LawaX0WX1B4fdcKtUUFoTyJJsrZbnG9uf83vU270P5q0j5xHNxftLokGOIJfkXYb52xDUXthv81oolUpEF4hRJoAk4b4XFuL+3HbDf55cV1FL57OvWNYtVvhC9FNL7vn7I9FrleqFKfMtOu09lv0dp1JwtsLWtJWpJBBwMZGM9DE5wzcVUlrTpbV6/X2WJC57Rl1qrso2ClO1La1JmEA9iVBCwRk4UlQ7CI0Ht6cbY4fNTdRp5hK567a21JtvOJClp3LK3MKIzk8xWcduI2+0O0Pu2WgxpYYt44NHzIH01K2bmtlO9HbclzGAX1Lja9+QGa6zadajW5qlZNJ1AtKaXMUmssc6XWpO1QIUULQodykrSpJHikxXJ2ryNNa9IqM6xKtZA3vupQnJ7Opjk9oJNcUV8aYs2hpxqk3a9o0h96VCJdYYmN7iy84eY2jnHJdPXcPDuiv0bhauW9a1OSmsOsdYqT9OKm5GWE+X5pUrvIS+Q8pZbbUoHAwc9TkRpZ77SqPTQ6HHfeIwAuAvcX8AD6LX1Gp0emRYsKPNAGHmWgEkAnw+S6JX9rtpJpdLomr+1Co1ID7ZdZacf5jzifFDTe5xY9yTFJtXig0GvSiT9wW7qnQn5OlS6pqdU86qWcl2h0K1tOhLgGemcdcjEaD23wzaVWZqPLWvqJXpm45uvc1VCknAttIYaRvWp9ST+d2pABA9gnvwLb4n+Hy1bVqVqz1g04UyXrs+KRMsJdUptLqiC2obiSMjfkZx7IjVQvtVkpmfZJwWGz2lzXEWaQAdCbHgRpa4sosrtDRpqehSLHP+8aXNfhswgAk2vnwI01Flslc/wmEjPVSYpOjOj9au3lLKETb61MJWB+kG0IWvB7RuKTjtxHhb3wlFUo1UlpDWrRGq2xKvuBBnpVxawhJ7VFp1CSQP7KifARaeuFJ/FDw7VCR03U7RVU4yaPSZRXLeUC+hKnFLTglRzgnvB8IuS2mafr3oVTk3Qy1NGuU3Y86tIJRNJygup/oqC056e7yjk3/azObttTbDBlzEMM594Wsb6WsQdPDVah228uyVZUhLj2YxDDJucYsAQ7S1iCcvBbr0G5aNc9Gkrit2qS9RplRZTMSk3LuBbbzahkKBEVDn++NJ/g174qbll3hpLW3XDM2ZVQtgOHO1l/cFNjyS4y4r/wASNyQ+cDJj3+nxmzsuyO3iF1kywQYpY03Go8jop/n++ESPPPjCJu7WDEsA8RnC1ZfEMzJT9QqMxQripTZbk6tKthag2TkIcQSN6QeowQQSrB6mNPr60+4q9A7kft1M1eGoVCqdLflJKapgm3W2nHUKQhW1IWWnmzhQGevcT1jo7zwPCHP6YBxGurGykhWh/tDATzsD+qo2ZhvaIUywRG8LjTyJ0Wo3CPwfStIl6drBrbTalM3ip5UzK06pK3JktqsNvOIPUvdNwCj7PToFDpuJNIl52XclJxht9h5JQ406gKQtJ7QQehHkYlPSPE5h6R/GY20lTIMjBEGEMh4aqkecfMPxOy5DgPJSVJsmx6AvfQ7NodOVknMrTmWjk9pylIiu87yHh2RT/SP4zD0j+MxKbLtYLNFlhdFc/wCI3VQ50OeezJin+kfxmHpH8Zi4QQOCtxKoc8+MOefGKf6R/GYekfxmG5BTGqhzznOeyAfI7DiKf6R/GYekfxmG5TEqhzz4w558Yp/pH8Zh6R/GYbpMZVR9IPjEOefGKf6R/GYekfxmG6TEqhzz4w558Yp/pH8Zh6R/GYbpMSqPpB8YekHxinekfxmHpH8Zhukxqo+kHxh6QfGKd6R/GYekfxmG6TGqhzz4mJSr1+lUClzdarlQZkqfIsqmJqYfWEttNJGVKUT0GAI8vSD/AAY1i+EPuOpUrh9EhTy4Gq1XZWRm1hRADOx13Bx3FbSB8sRJ6IJSXfHt8IupEqz2iK2FfU2WH9YeJvU3iL1DYsjh1rtyUO2pBhQmZ+VacYXMPjceatxrK22iAhKQopySSoDPSbt3iv4tNGLfkfxsabm4aHJbG36k+FJm+WTgFx5BUnd3BS09emepzFTdsC67b0508b0hCGZWnzUlUK1Ly6w05UWlJQpa1K/T/SJST1BGOwCMQUy87z0Nvm9adqPRrlq1lT6p2WlmHUKcYfCncMqStw7UpU3kHHcew9I+d5bb6pVOaiTMi9psTaGT3zZ1jbgCRmAQRa2agye0Rqpe2QZDc1txuybRHYXEEg5WLhmMiLcVkfiH4iK1r5eenVh6R39ULfty6JJMzNuSy1NTKJpbzrampgIWCeWGvzAraSoqyr2SPmU4I7Zm3A/d9/XFWXAMlSiG/wDiKyPnjWTh/Uh/Xa0HG0KQ0qrpU0gqyUpycD5Iz9fumFrTN+VaZ1n12mKOzV5996m0aXnSVNyynDyyoqCktgjsG3Hn0OI22daqMzUWwYc06C0sxENZjJN7WAFzkPkqbUzE5KTsORlJowGbvEcMMxHuOIiwtnkNTpksf8Q1jaeaJTtpz2lNRArUnNrmnnTPpmXkKbU2ppS0Zwkbt36Iz1HXEZb4SdOJGq0J/WW8Eir3HcE4+63NTY5im07yFLBP6alhRKvDAHaYsjVngykqHa03denFxzlQ9CYMy5Jzu1a3mgMlTbiAATt64I69x7jmThDqrVS0Mo7LS0qXT35mUdAP5qw4VYP7K0n5Y5OvVtz9lcMjMuikPDXuNw7O5sRw4DyyXO7R1wRdj/8AYJp0Uh4Y95u19jc2IOY4DyVn6J623VXtfb009uaqOTEi7OzoprCwP8mLDpSG0eCS2Oo8U57SSZfXjQygL1ZsW86dTWGqfWq9K0ytMNJCUKWpYKF7R/TShaVHxAPaTGNaiHNP+NhDrKChFQuFDh8Cid6K+T8sr5o2Y4kakqg6XP3GgJ59FqMjUJfd2c1t9BT/APOIk4fddbk49P7rZmE1pAyFyLXsOOhUWePufaCRmKZ3WTUJoIGQJIw3sNTmD5qncWUk9OaCXG2x05BlHiPFKZlvPzD/AHRRuDC6HK7o4imPubnqHPvSmM9eUrDiP+NQ/ZjI16ScpqbpPVWKMPSGq9R1uyYznepTe9se/O2NfeApcwy1eki6hYSh2TKkkYwoc0H5fsjSSrGxtkJuXiDvwYodnrmQ0/uufk2tmNiJ2Wii0SDGDjz7xDT+6tTVu55jQvV/UyRoMvypW+7bekS2gbUj0vZzFdO4EOn5SIk7xoNRa0V0g0hpTTaaledQNUWgnG5b7gRL58il4fuxK8X09LXJrwzRqf8AlHZSWlKe4EdTzVKKsdO/8oBiMxUmjN3BxtWFaDaUqlbFpMu5txkJUxLqdT5DBU38set0N0aqtpMpH1tjPyAaP/sCvWqdHix5Smb74gwxXX/wZhbf5uBXhweSzlrXBqNpzMOrUqiVYJSF9CQhbjRV8uxMVeVm3bc405qUmF/kbpt1BYCuzLbYI+uXc+eKJMV6i6Mca+ozVz1Jul0euMGbS++drZW8lmYSQe/qXEjHfkRa+teuWmq9ZbE1FtGt/hf8Ab2Kl6Mw4lXI3k7UlYSlZIcd7Djr2iOXrtAmW7TzsGHCJZFhOF7ZYrZZ+YC5epUOamto5t0KCXQ5iXPetkHYRYX0+JoV98Tinbc1P0m1AaXy0ytVVJzS8/mtcxpQHypU9Fy8XMm45pGusy4SX6DVJSpNLHQoUlRRkf8AmRg7WPXFXEPTZC1NOtOq/MzkjUW5tp1LfNXkApxy2wrbnPaVd0Xjcs7xe6y2pN2TLaCmQp9SaQy87NNlhfRQIUFvOISDkZ7OkY6VsZXJhlNjCDZ0EuDr/wBuK/C97gkWWCnbK1UQ6VHjNax8AuDw5wBwF1/qCQsuXG5Ja7aF1By2nkTX4dpZWw2gg4mUgL5Sv6KgtO3rFs8PVQOmHDxJ1DUNDtFZpbs44tueSWnAgvLKUhCgCSpRO0d+emcxTLe4BtXrUoslM2frimiVWYYQuoyaUvIYQ8R1Slxs+2B2ZKOsV2k8AFduSpy8/rTrZU6+y0sKXKSnMwsDtSHHVHbnvIRnEdND+yCpOgupmK0s6IIguO8NctbaHXw0UnsXLQ5SJTPagZZ0URAA04xa4LRwzGV/BTvwc9IqtUmtStXpyWVLydzVVtiVSQQFqQt114jPakF5sA+IUO6N0w+R3xbVr27btlUCTte1KTL0ylU9sNS0swCEoT8pJJJ6kkkkkkkmKr6R/GY+iaXTRTpVksP6RZdPNTDY0QuZpkB5AWCqPpB8YRTvSP4zCNhulHxqn+kw9Jin86HOjZ7pRsaqHpMPSYp/OhzobpMaqHpMPSYp/OhzobpMaqHpMPSYp/OhzobpMaqHpMPSYp/OhzobpMaqHpMPSYp/OhzobpMaqHpMPSYp/OhzobpMaqHpMPSYp/OhzobpMaqHpMPSYp/OhzobpMaqHpMPSYp/OhzobpMaqHpMPSYp/OhzobpMaqHpEYm4qLWoN6aD3XT7hqaadLSMoam3NqSVhl1j20+yOp3YKMDr7UZJ50WtqlaatQtOLlshDyGna1TH5RlxedqHlIPLUcdcBe0nyERZ2V30u+Ha9wcvl/KzS0bdxmOvaxC0e0Q4pqlaViScjqJalWmKJT1pkZWuSsuVJxg7Wl7sJUoAKAIOcJ6gkEnZig6iWHehbo1OqrEw/PyCJ30F9spW7KupyDsUMKTjorGcdQcRqJbFzWrP6VVDhr1hqL1p1ahVBxdPnX5Za22XA4pRS4B1HtLdGewpWOvTre1vt6V6ViyNUbn1Ilam7QqVN0eRTSGVvIn3EOOEnfgYKUTABScdcdcDr8VbSbNScWZjOEJ8KPifhDQ4h5tdpGVhexxWIsuV2n2XkJmYjR4cKJCmC52EMDnCJldjhlbvWN7EW14KwdZ9MGrK4jqDR9P6ki3l3C5LzEm82SEyLrjhaUUgdQnckkD+1iLM1poE3aGpV0US+KzPXFU1U+XMnU30kLcfUGFBWNx9kIDrY7fn7MmI081Y4wLrrOqNtSyaDTaO02zRVzqikPqQvKW0LA/O6qWpYBSlRA78xctSf4speelJW6eHSiXNVZJIbl6u/SETa0gHooPIXsT1693yR6PT6PtDJy8rMPg707vC6+RvkQcVjccD1zXeU91TkGSu9LIkRkLDEBIDsVwR3iDcDQi+uazbpzWU2voZQq3eKiw3T6E27N87odiUdB7yMDHaSY1O4XNamdJqnMU28W5qWtm43OYxOcpRbZmEHaXBjtTjCVbckYT4Rl0aB8UGvE5KS2sdalbUthDodekZVxsuKA7AGmyoFXgXFez24PYdm5jQbSac08kNLalZ8nN0Glt7JVDoPNbX2qcS6MLStRySoEZz16dIy7M/ZFNTMlOMqlm+0G9hoMyRY8xfW3yXMU7Z6TkZSbl6k4PdNOu4MOTLEkYSRmQTystZ9UbM04vrU21NW6Xqha8pLUx1hyphyoN/lkMuBaFIIP5xGUkHwTFvaz6lO8R1epehWjLSqkicnkOT9R5aktYQcbskZDSMlSlY67U7c9M5rHAPw/ib9K9Dr3L3bvR/widnuzt3Y+WMx6e6W6eaVU5dLsG1pSktPEKeW2Ct549xW4slasZOATgZOAI31F+xx8tMy8Wfj42wBZg5C9+AzPInTkpMpS5CRfAjviPjOlwRCDg1oaDztmSOC09prPEzwrOrtOesmZve0GlKVIzUihxxLSCc+ypAUWupJKFp7ScHvMhRtQtbLgdqEhoZw6TNvTlxTJenqmuXcUFOnceYXHEoabOSo5VkZJ7zG/3N6574iX1E5KjHUR/slocebdNFvxEFw4GxuLi9j8ws8SFTY8V0xFlWl7rYjcgOINwXNBwk3zzXMOT0rnNPuJu3Lf1LumRfn2lM16szrr+GW3tqn9hdXjfkpQCrpkqPvjO3BZLqvnXvVPWF14usMqNOkV9qSh54qSB/dbl0D3LjN2rXDPpPrRW5a4rxpk2mpSzKZczElMlpTrSSSlKxgg4yeuM9e3oMXTplpfY+kFAVbdiUj0GUddL7xUtTjjzhAG5a1dScAAdwiXT9iHSVbFRuMDW4Wjwvf+OgW1mZ2BGJmBcRCwMtYWAxXNvPIfJeGpegekWrtUla3f8AaDFRn5RAabmQ64y4WwSQhRbUNyck9DntMfVsaA6I2cvm2/phb7Lm0o5r0ml9zB6EbnNx7IvTnQ53nHce7ZcvMQsFzxstd7ZHwhmI2HipqVRLyMumUkWW5dhAwlppAQhI8AkdI9uf8nyRTud/GIjzokCABoFiMQnVVD0mHpMU/nQ50XbpMaqHpMPSYp/OhzobpMaqHpMIp/OhDdJjUjzYc2JHnecOd5xsN0omJT3NhzYked5w53nDdJiU9zYc2JHnecOd5w3SYlPc2HNiR53nDnecN0mJT3NhzYked5w53nDdJiU9zYc2JHnecOd5w3SYlPc2HNiR53nDnecN0mJT3NhzYked5w53nDdJiU9zYc2JHnecOd5w3SYlPc2HNiR53nDnecN0mJT3NhzYked5w53nDdJiU9zYc2JHnecOd5w3V1XGrU1D0Z0u1UaIvezpCfmNmxM4EFqZbHdtebIX08CceIx0jW63uAWpSdwScvcGp/p1o02eM7L09EsrmOZI3JUhSuWhSglIUobsgdnZjbznecOd5xqZzZ+QnojYseGC4G9/5U2BVJmWaWQ3ZeOdvK+i95OXk6fKtSNPlG5aXYSENNNICEISOwBI6AR7809xiR53nDnecbUQABYDJQzEJzKnuafGHOPjEjzvOHO84ru1biU9zT4w5xiR53nDnecN0mJT3NhzYked5w53nDdJiU9zjDmxI87zhzvOK7tVxqe5sObEjzvOHO84pulTEp7mw5sSPO84c7zhukxKe5sObEjzvOHO84bpMSnubDmxI87zhzvOG6TEp7mwiR53nCG6TEpTf5/XDf5/XHOD149ePjGjfRyfth68evHxjRvo5P2xy/bml8ndPVb7svPc29fRdH9/n9cN/n9cc4PXj14+MaN9HJ+2Hrx68fGNG+jk/bDtzS+TunqnZee5t6+i6P7/AD+uG/z+uOcHrx68fGNG+jk/bD149ePjGjfRyfth25pfJ3T1TsvPc29fRdH9/n9cN/n9cc4PXj14+MaN9HJ+2Hrx68fGNG+jk/bDtzS+TunqnZee5t6+i6P7/P64b/P645wevHrx8Y0b6OT9sPXj14+MaN9HJ+2Hbml8ndPVOy89zb19F0f3+f1w3+f1xzg9ePXj4xo30cn7YevHrx8Y0b6OT9sO3NL5O6eqdl57m3r6Lo/v8/rhv8/rjnB68evHxjRvo5P2w9ePXj4xo30cn7YduaXyd09U7Lz3NvX0XR/f5/XDf5/XHOD149ePjGjfRyfth68evHxjRvo5P2w7c0vk7p6p2Xnubevouj+/z+uG/wA/rjnB68evHxjRvo5P2w9ePXj4xo30cn7YduaXyd09U7Lz3NvX0XR/f5/XDf5/XHOD149ePjGjfRyfth68evHxjRvo5P2w7c0vk7p6p2Xnubevouj+/wA/rhv8/rjnB68evHxjRvo5P2w9ePXj4xo30cn7YduaXyd09U7Lz3NvX0XR/f5/XDf5/XHOD149ePjGjfRyfth68evHxjRvo5P2w7c0vk7p6p2Xnubevouj+/z+uG/z+uOcHrx68fGNG+jk/bD149ePjGjfRyfth25pfJ3T1TsvPc29fRdH9/n9cN/n9cc4PXj14+MaN9HJ+2Hrx68fGNG+jk/bDtzS+TunqnZee5t6+i6P7/P64b/P645wevHrx8Y0b6OT9sPXj14+MaN9HJ+2Hbml8ndPVOy89zb19F0f3+f1w3+f1xzg9ePXj4xo30cn7YevHrx8Y0b6OT9sO3NL5O6eqdl57m3r6Lo/v8/rhv8AP645wevHrx8Y0b6OT9sPXj14+MaN9HJ+2Hbml8ndPVOy89zb19F0f3+f1w3+f1xzg9ePXj4xo30cn7YevHrx8Y0b6OT9sO3NL5O6eqdl57m3r6Lo/v8AP64b/P645wevHrx8Y0b6OT9sPXj14+MaN9HJ+2Hbml8ndPVOy89zb19F0f3+f1w3+f1xzg9ePXj4xo30cn7YevHrx8Y0b6OT9sO3NL5O6eqdl57m3r6Lo/v8/rhv8/rjnB68evHxjRvo5P2w9ePXj4xo30cn7YduaXyd09U7Lz3NvX0XR/f5/XDf5/XHOD149ePjGjfRyfth68evHxjRvo5P2w7c0vk7p6p2Xnubevouj+/z+uEc4PXj14+MaN9HJ+2EO3NL5O6eqdl57m3r6LX2EIR48vREhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBEhCEESEIQRIQhBF//2Q==" width="305px" alt="charles schwab wire transfer"/><br />
In the meantime, you may be able to use your non-Wells Fargo account for payments to your eligible Wells Fargo credit accounts . ABA routing number is a nine-digit number established by the American Bankers Association based on the location of a U.S. bank. Some banks have specific routing numbers for wire transfers as well. Depending on the method you chose, it <a href="https://www.beaxy.com/exchange/dash-btc/">https://www.beaxy.com/exchange/dash-btc/</a> might take a couple of days for your deposit to show up on your brokerage account. When it happens, the brokers usually send you an email to confirm the receipt of the deposit. Please note that by investing in and/or trading financial instruments, commodities and any other assets, you are taking a high degree of risk and you can lose all your deposited money.</p>
<h2 id="toc-3">Company Updates</h2>
<p>Last year it paid out a miserly 0.34 percent interest on client deposits and had an average yield rate of 3.47 percent on loans. Moreover, its expenses are the lowest in the industry. Entirely an online bank, Schwab has no brick-and-mortar branches. Instead it covers fees for clients who make withdrawals from any other bank’s ATMs. We couldn&#8217;t find the Swift Code for Charles Schwab Bank. It is possible that Charles Schwab Bank is not connected to SWIFT network. You can access your Wells Fargo account via online banking or the mobile app in a few simple steps. Learn how to log in or retrieve a username or password. SuperMoney.com is an independent, advertising-supported service. The owner of this website may be compensated in exchange for featured placement of certain sponsored products and services, or your clicking on links posted on this website.</p>
<p>A place to focus primarily on all things related to Charles Schwab. This is a community, full of seasoned investors and newbies, focusing around the idea that investing is not as scary as some people make it. You can view and modify the details of each recurring transfer by selecting Edit next to the recurring transfer on the Account activity page. 2) Enter the amount you want to transfer, the accounts you want to transfer from and to, and select the Make recurring link. 2) Enter the amount you want to transfer, the accounts you want to transfer from and to, the transfer date and delivery speed. To start your asset transfer, select the Open an Account option on the vanguard.com homepage.</p>
<p>Depending on the financial institution, it may take an additional business day for the transfer to be reflected in the account balance of the destination account. Advisers, for their part, said that they understand Schwab’s policy of verifying wire transfers, and think that it may offer clients a new level of confidence about the security of their assets. Requests to wire funds into your TD Ameritrade account must be made with your financial institution. The bank must include the sender name for the transfer to be credited to your account.</p>
<p>I respect their right to make a business decision but I do not understand why the basis for that decision is not provided to me and then I&#8217;m charged fees to resolve their decision. Morgan Automated Investing accounts are also completed in real time, your funds take 4 to 5 business days to become available for withdrawal. Wire transfers have been helping people move money around for quite some time. Some wire transfer services have been around since the 1800s. These companies allow customers to transfer funds quickly by dropping off or picking up cash at any of its locations worldwide. Answer &#8211; This is Charles Schwab&#8217;s standard business practice. As two commenters wrote below, I can move the wire transfer amount into one of my brokerage accounts and process everything online.</p>
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<h2>Who routing number is this 041215663?</h2>
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<p>The official CaspApp routing number 041215663 is for Sutton Bank. There is another routing number for Lincoln Savings Bank. It can be found right below the balance space on the app&apos;s screen. The routing code is an important parameter when it comes to making transactions using the platform.</p>
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<p>Compare between 529 Plans, custodial accounts, financial aid and other education options to help meet your goals. Access to Portfolio Builder requires a minimum account balance of $2,500. Morgan Securities LLC is not analyzing your investment portfolio, your individual circumstances, or considering or recommending what you should buy, hold, or sell in your account. All ineligible securities (such as securities residing in margin, dividends, non-purpose loan accounts or securities in non-USD) are currently not available for online transfer.</p>
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<h2>What bank has routing number 322271627?</h2>
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<p>322271627- Chase Routing Number in California.</p>
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<p>The bank meant to make an interest payment to Revlon Inc. lenders and instead wired them the principal, too, totaling $900 million. A judge later ruled many of the lenders could keep the money, though that decision is on appeal. Funds transferred to your Wells Fargo prepaid and deposit accounts will be available immediately for purchases and withdrawals. The funds are also used in our next nightly processing of deposits and withdrawals. Banks can also offer wire transfer alternatives, such as depositing cash into the individual’s account at a branch of the bank they use, creating a bank draft, or drawing up a money order. Various methods can be conducted through the mail but are obviously less secure and very unpredictable. A transaction can only be stopped if the receiving bank gets a cancellation notice from the sending bank before instructions are processed to complete the transfer. Wire transfers can only be completed by the initiating party, so a wire transfer will never take money from your account or compromise your information without your action. Both involve the bank-to-bank transfer of funds between accounts, but an ACH transfer typically takes 2–3 days and is typically less expensive.<br />
They point out that Schwab Bank makes no business loans and doesn’t seek customers beyond its brokerage account holders. You should not invest in this program if you are not comfortable holding an investment portfolio that is comprised of 100% J.P. Morgan ETFs in this program are not required to be reviewed or approved by the research process applicable to other programs for which J.P. Morgan Securities LLC (“JPMS”) serves as investment adviser. Morgan ETFs for the program will be different from, and may, in certain circumstances, be inconsistent with, the investment decisions made by J.P.</p>
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<h3>Best High-Yield Savings Accounts for July 2022 &#8211; CNET</h3>
<p>Best High-Yield Savings Accounts for July 2022.</p>
<p>Posted: Thu, 07 Jul 2022 07:00:00 GMT [<a href='https://www.cnet.com/personal-finance/banking/best-high-yield-savings-accounts/' rel="nofollow">source</a>]</p>
</div>
<p>Its banking subsidiary, Charles Schwab Bank, SSB , provides deposit and lending services and products. Access to Electronic Services may be limited or unavailable during periods of peak demand, market volatility, systems upgrade, maintenance, or for other reasons. Excess cash in Charles Schwab accounts are put into bank accounts instead of higher paying money market funds. These accounts pay lower rates than money market funds that other brokers automatically put customer cash into. Schwab customers need to be proactive if they want their excess cash put into higher yielding money market funds. I have only used Charles Schwab for banking, not for trading/investment, so my perspective is limited.</p>
<ul>
<li>That figure is more than 40 percent at JPMorgan Chase.</li>
<li>From Chuck Schwab’s mind when he founded Charles Schwab &#038; Co. in 1973 as a ho-hum discount brokerage.</li>
<li>Wire transfers allow you to quickly transfer money between other financial institutions (within or outside the U.S.) and Schwab.</li>
<li>If you’re receiving an international transfer, you’ll often need to provide the SWIFT code for your bank.</li>
<li>However, transfers can take up to five business days under some circumstances.</li>
</ul>
<p>You won&#8217;t use the regular Charles Schwab routing for wire transfers. Finder.com is an independent comparison platform and information service that aims to provide you with information to help you make better decisions. We may receive payment from our affiliates for featured placement of their products or services. We may also receive payment if you click on certain links posted on our site.<br />
Please see the Digital Services Agreement for more information. Account), both standard delivery and expedited next-day delivery1 are available at no charge. 3) In theMake recurringsection, enter the start date, frequency and number of transfers for the recurring transfer plan. You can schedule external transfers up to a year in advance. Make sure your money is right where you need it for large purchases or when bills are due. Get personalized support as you strive toward your goals, no matter where you stand on your financial journey. You’ll also need to know whether you want to transfer some or all of your assets. You can move your assets into a new or existing individual, joint, or custodial account. Next, you’ll connect directly to your account at your other firm.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr"><a href="https://twitter.com/TDBank_US?ref_src=twsrc%5Etfw">@TDBank_US</a>  <a href="https://twitter.com/CharlesSchwab?ref_src=twsrc%5Etfw">@CharlesSchwab</a>  Your wire transfer are SLOW. Wired $1000 from <a href="https://twitter.com/CharlesSchwab?ref_src=twsrc%5Etfw">@CharlesSchwab</a>  to <a href="https://twitter.com/TDBank_US?ref_src=twsrc%5Etfw">@TDBank_US</a>  at 10AM this morning. Should be there by now.  <a href="https://twitter.com/etrade?ref_src=twsrc%5Etfw">@etrade</a>  was much faster.</p>
<p>&mdash; ? Money Lobster ? #Maine ? (@MoneyLobster) <a href="https://twitter.com/MoneyLobster/status/1471233037522329608?ref_src=twsrc%5Etfw">December 15, 2021</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Investing in cryptocurrencies, Decentralized Finance , and other Initial Coin Offerings is highly risky and speculative, and the markets can be extremely volatile. Consult with a qualified professional before making any financial decisions. This article is not a recommendation by Investopedia or the writer to invest in cryptocurrencies nor can the accuracy or timeliness of the information be guaranteed. Motif allows clients, for example, to ask for shares in ESG companies. Or if they work for Apple or Alphabet and have stock options, they might want to forgo exposure to high-tech shares.</p>
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<h3>Videsh Mey Nivesh Ke Pathshala: Want to invest in foreign markets? Anil Singhvi explains how to do it &#8211; Zee Business</h3>
<p>Videsh Mey Nivesh Ke Pathshala: Want to invest in foreign markets? Anil Singhvi explains how to do it.</p>
<p>Posted: Tue, 05 Jul 2022 07:00:00 GMT [<a href='https://www.zeebiz.com/personal-finance/news-videsh-mey-nivesh-ke-pathshala-want-to-invest-in-foreign-markets-anil-singhvi-explains-how-to-do-it-188773' rel="nofollow">source</a>]</p>
</div>
<p>Make sure your payment arrives by using the right routing number. One alternative to international bank transfers can be Wise. At Wise, we never hide extra fees and charges in the exchange rate. Here is a table of Charles Schwab&#8217;s international wire transfer fees. Does Charles Schwab charge for wire transfers to abroad? There is a $25 fee per transfer, which you can reduce to $15 when sending the international wire online¹. Schwab also provides statistics on price improvement and average savings per order for customers, but does not disclose that they receive payment for order flow in this same section of the website. Schwab supports investors interested in socially responsible investing.</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/charles-schwab-wire-transfer-and-ach-time-in-2022/">Charles Schwab Wire Transfer and ACH Time in 2022</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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		<title>Bitcoin Price Surges To Record High Of More Than $68,000</title>
		<link>http://www.joeblair.com.au/bitcoin-price-surges-to-record-high-of-more-than/</link>
		<comments>http://www.joeblair.com.au/bitcoin-price-surges-to-record-high-of-more-than/#comments</comments>
		<pubDate>Tue, 08 Feb 2022 17:14:30 +0000</pubDate>
		<dc:creator><![CDATA[Joe Blair]]></dc:creator>
				<category><![CDATA[Crypto News]]></category>

		<guid isPermaLink="false">http://www.joeblair.com.au/?p=820</guid>
		<description><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Major Exchanges Hit With Ddos Attacks</a></li>
<li><a href="#toc-1">Is The World Running Out Of Bitcoin?</a></li>
</ul>
</div>
<p>In order to explain why bitcoin could grow up to 40 times, he compared the cryptocurrency market capitalization with the market cap of gold. The bitcoin &#8230;</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/bitcoin-price-surges-to-record-high-of-more-than/">Bitcoin Price Surges To Record High Of More Than $68,000</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Major Exchanges Hit With Ddos Attacks</a></li>
<li><a href="#toc-1">Is The World Running Out Of Bitcoin?</a></li>
</ul>
</div>
<p>In order to explain why bitcoin could grow up to 40 times, he compared the cryptocurrency market capitalization with the market cap of gold. The bitcoin price has reached a new record high, breaking through $68,000 (£50,000), and analysts predict that the world’s best-known cryptocurrency will rise further in the coming weeks. Bitcoin has more than doubled in price since the start of this year, as mainstream investors jumped into cryptocurrencies. Tesla recently made a $1.5 billion bet on bitcoin and now accepts the digital currency as a method of payment for its cars. Meanwhile, Wall Street giants like Goldman Sachs and Morgan Stanley are looking to offer their wealthy clients some exposure to bitcoin. Originally thought to be a Distributed Denial-of-Service attack on the largest bitcoin exchange, the great influx of traders on the heels of Cyprus&#8217;s bailout announcement overwhelms Mt. Gox&#8217;s servers, causing trades to stutter and fail. Speculative concerns about the exchange&#8217;s hiccups feed a powerful panic-sell that saturates the market and drives prices down to pre-rally levels, before rising again a few days later.</p>
<ul>
<li>The price began to recover, peaking once again on 1 October at $140.</li>
<li>The current market cap of all global stock markets is around $100 trillion USD.</li>
<li>The world’s most popular cryptocurrency jumped to an all-time high of $56,399.99, posting a weekly gain of 14%.</li>
<li>The Dow Jones Industrial Average also hit a new high Wednesday afternoon, with the S&#038;P 500 just shy of its.</li>
</ul>
<p>“Something interesting that I’ll be on guard for ,” the trader Mr. Anderson told his 64,000 Twitter followers. “The last and only time that BTC saw a monthly momentum reading this high we saw a 38% retrace a recovery intra-month and continued exponentially. The number of new Bitcoins created in each update is halved every 4 years until the year 2140 when this number will round down to zero. At that time no more Bitcoins will be added to circulation and the total number of Bitcoins will have reached a maximum of 21 million. Only at the start of November 2017 did Bitcoin recover to its highs from earlier in the year, and this marked the beginning of one of Bitcoin’s most notable bull runs.</p>
<h2 id="toc-0">Major Exchanges Hit With Ddos Attacks</h2>
<p>Bitcoin uses a Proof-of-Work consensus model to validate transactions based on the SHA-256 hashing function. Every nodes on the bitcoin network must reach consensus to verify and agree upon each transaction for the next block to be mined. Mined BTC can be exchanged for other currencies, products, and services. Bitcoin was originally invented by an unknown person or group under the pseudonym Satoshi Nakamoto and released as open-source software in 2009. Beyond its inception as a digital currency, Bitcoin has attracted many investors to explore its functionality as a store of value instrument, reaching an all-time high $1.1 trillion market cap in March 2021. In March, the bitcoin transaction log, called the blockchain, temporarily split into two independent chains with differing rules on how transactions were accepted. For six hours two bitcoin networks operated at the same time, each with its own version of the transaction history. Read more about <a href="https://www.beaxy.com/exchange/eth-usd/">Ethereum exchange</a> here. The core developers called for a temporary halt to transactions, sparking a sharp sell-off.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/images/pages/pageIntroduction/introduction.jpg" width="300px%" alt="bitcoin price all time"/><br />
Bitcoin is a &#8216;cryptocurrency&#8217; – a decentralised tradeable digital asset. Invented in 2008, you store your bitcoins in a digital wallet, and transactions are stored in a public ledger known as the bitcoin blockchain, which prevents the digital currency being double-spent. Bitcoin uses peer-to-peer technology to operate with no central authority or banks; managing transactions and the issuing of Bitcoins is carried out collectively by the network. Bitcoin is open-source; its design is public, nobody owns or controls this cryptocurrency and everyone can take part. Bitcoin price grew significantly within a short period of time making the BTC/USD pair quite popular among active traders and investors. Through many of its unique properties, Bitcoin allows exciting uses that could not be covered by any previous payment system. CME Group announced that it plans to introduce trading in bitcoin futures by the end of the year, only a month after dismissing such a plan.</p>
<h2 id="toc-1">Is The World Running Out Of Bitcoin?</h2>
<p>A bitcoin trading chart at a cryptocurrency exchange office in Istanbul on Tuesday. Bitcoins are created as a reward for a process known as mining, which comprises adding transaction records to Bitcoin&#8217;s public ledger of past transactions and keeping them in the queue. Blocks are chopped off as each transaction is finalized, codes deciphered, and Bitcoins passed or exchanged. Miners use special software to solve the math problems that keep the Bitcoin process secure and are issued a certain number of Bitcoins in return.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/wp-content/uploads/cryptowisser-350x245.png" width="309px%" alt="bitcoin price all time"/><br />
Satoshi Nakamoto, a pseudonymous person or group, published the Bitcoin white paper in 2008, laying out BTC’s concept. In 2009, Bitcoin’s first block, called its genesis block, went live and brought BTC officially into existence as an asset. Nakamoto ceased communication in Bitcoin’s early years, and their real identity remains a mystery. Before reading, get rid of your moonboy mentality and no emotions for dips/corrections! People are so focused on the hourly/daily timeframe that they get emotional on every dip! Take a step back to the weekly/monthly timeframe and see why I&#8217;m so bullish now. New Liberty Standard opens a service to buy and sell bitcoin, with an initial exchange rate of 1,309.03 BTC to one U.S. The rate is derived from the cost of electricity used by a computer to generate, or “mine” the currency. The following day, some popular news outlets feature stories on the symbolic milestone, causing such a surge of interest in the growing currency that the official Bitcoin website is temporarily hobbled.</p>
<p>For the best experience, top crypto news at your fingertips and exclusive features download now. This can be explained, in part, by small holders searching for short-term profit, or cutting their losses before witnessing what they might expect to be an even greater market crash. Price corrections have simply been part and parcel of bull runs in the past, and today’s price action is no different. After reaching all-time high after all-time high, Bitcoin’s price was in dire need of a correction. There are custodial services for those who wish to entrust a third party with safeguarding their funds, but otherwise, the user is solely responsible. Transaction fees on the network vary, and increase during periods of congestion – however, with no overhead costs, the fees are still lower than with wire transfers or other forms of international money transfer. Banks, governments, and other third parties have no control over the funds on the Bitcoin network. As such, user funds cannot be frozen, and can only be seized if the third party gains access to their private keys. A number of elements distinguish Bitcoin from other stores of value, commodities, and currencies.<br />
<a href="https://www.beaxy.com/exchange/btc-usd/"><img 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' alt='Bitcoin Exchange' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='408px'/></a><br />
In June 2011, WikiLeaks and other organizations began to accept bitcoins for donations. In the early days, Nakamoto is estimated to have mined 1 million bitcoins. Breaking down everything you need to know about Bitcoin mining, from blockchain and block rewards to proof of work and mining pools. Learn about altcoins, how they work, and which are the most popular. Prices fluctuate, but Bitcoin reached an all-time high price of $67,549.14 on Nov. 7, 2021. Mining depends on the software and hardware used as well as available energy resources, but the average time to find a block is about ten minutes. By the summer of 2021, prices were down by 50%, hitting $29,795.55 at the lowest on July 19. Autumn saw another bull run in September, with prices scraping $52,693.32, but a large drawdown took it to $40,709.59 about two weeks later.</p>
<h2 id="toc-3">Bitcoin Price Surges Past $68,500 In Latest All</h2>
<p>Real-time last sale data for U.S. stock quotes reflect trades reported through Nasdaq only. Intraday data delayed at least 15 minutes or per exchange requirements. In only 12 years, this cryptocurrency has gone from having no monetary value to surging above $60,000 for a brief period. And for investors who got in during the early days and have held on, the returns have been absolutely remarkable. Piling all of your nest egg into something as volatile as cryptocurrencies poses big risks to your retirement, experts say. Wealth managers and finance experts have long been skeptical of these speculative investments for amateur investors due to their extreme swings. Over the weekend, bitcoin formed a death cross, a chart pattern that signals the potential for a major sell-off. Bitcoin’s average price over the past 50 days fell below its 200-day moving average, which means there could be more pressure on the digital coin.</p>
<p>When the IAFCU determines that it can not reasonably handle the myriad regulatory issues surrounding Bitcoin, Tradehill is forced to halt operations and return customers&#8217; funds. The decision is widely derided as unwieldy and overly complex, requiring users of the currency to record Bitcoin&#8217;s market price with every transaction, subject to an array of largely unfamiliar calculations. Others, however, remark that the net tax paid may often be less than if Bitcoin were treated as currency proper &#8211; but to a market that emerged in tax-free innocence, it is a difficult blow to soften. The U.S. Securities and Exchange Commission on Tuesday denied for the second time in a month a request to bring to market a first-of-its-kind product tracking bitcoin, the digital currency.</p>
<h2 id="toc-4">How And Where To Buy Bitcoin</h2>
<p>Martin has been covering the latest developments on cyber security and infotech for two decades. He has previous trading experience and has been actively covering the blockchain and crypto industry since 2017. BTC prices traded just above $68,500 in a new all-time high on Nov 9 after gaining 4.6% on the day. Despite the latest rally and bout of momentum, there are still questions about bitcoin and cryptocurrencies in general, said UBS analyst Mark Haefele. Regulatory risk is still real, he said, and wild price swings make cryptocurrencies a “questionable value” as a way to hedge portfolio risk. Visit our currency converter page to convert BTC prices to currencies other than USD. Unlike the currencies issued by banks and governments, Bitcoin is not vulnerable to losing its value if the centralized issuing authority breaks down. The decentralized system can continue to operate as long as there are members in the network. The integrity and chronological order of the blockchain is enforced with cryptography.</p>
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<h3>Bitcoin Will Hit $100,000, According to Experts. Here’s When They Predict It Will Happen &#8211; NextAdvisor</h3>
<p>Bitcoin Will Hit $100,000, According to Experts. Here’s When They Predict It Will Happen.</p>
<p>Posted: Tue, 21 Dec 2021 03:25:12 GMT [<a href='https://time.com/nextadvisor/investing/cryptocurrency/bitcoin-price-predictions/' rel="nofollow">source</a>]</p>
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<p>After three years, however, the foundation eventually ran out of cash and was dissolved. No more bitcoin can be created and units of bitcoin cannot be destroyed. • Holders who store their own bitcoin have complete control over it. Bitcoin’s price is renowned for being highly volatile, but despite that, it has become the top performing asset of any class over the past decade – climbing a staggering 9,000,000% between 2010 and 2020. Each bitcoin is made up of 100 million satoshis , making individual bitcoin divisible up to eight decimal places. That means anyone can purchase a fraction of a bitcoin with as little as one U.S. dollar.<br />
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.beaxy.com/wp-content/uploads/cryptopro-350x245.png" width="306px%" alt="bitcoin price all time"/><br />
When Bitcoin started out there wasn’t really a price for it since no one was willing to buy it. The first time Bitcoin actually gained value was on October 12, 2009 when Martti Malmi, a Finnish developer that helped Satoshi work on Bitcoin, sold 5050 Bitcoins for $5.02. Yahoo Finance&#8217;s David Hollerith explains what a decentralized autonomous organization is and why they are gaining so much interest from crypto investors. “If you believe in the long-term potential of , just don’t check on it. That’s the best thing you can do,” Humphrey Yang, the personal finance expert behind Humphrey Talks, previously told NextAdvisor.</p>
<p>The post <a rel="nofollow" href="http://www.joeblair.com.au/bitcoin-price-surges-to-record-high-of-more-than/">Bitcoin Price Surges To Record High Of More Than $68,000</a> appeared first on <a rel="nofollow" href="http://www.joeblair.com.au">Joe Blair Sound and Vision</a>.</p>
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