<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-809598482715058235</id><updated>2011-12-10T17:40:15.906-08:00</updated><category term='macd indicator successful strategy'/><category term='currency exchange rate'/><category term='currency trading'/><category term='currency trading option'/><category term='forex robots'/><category term='forex option'/><category term='forex margin'/><category term='free tax forex  income'/><category term='scalping strategy'/><category term='forex rebellion'/><category term='forex megadroid review'/><category term='how to find a good mt4 ea'/><category term='forex factory'/><title type='text'>Income Forex-Currency Option Trading Review</title><subtitle type='html'>Forex markets offer excellent scope for earning tax free income from home.
Many traders love the idea of currency options trading review, they have unlimited gains and limited risk - sounds great in theory, but in practice 90% expire worthless!</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://currencyoptiontrading.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809598482715058235/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://currencyoptiontrading.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>FOREXFORBEGINNERS</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_1JfR8j-P5ek/SyQhi29S8nI/AAAAAAAAACc/o65GfePf1fo/S220/006-them.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>14</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-809598482715058235.post-8297686388426626427</id><published>2011-12-10T17:07:00.000-08:00</published><updated>2011-12-10T17:40:15.917-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='macd indicator successful strategy'/><title type='text'>Forex Strategy -How Successful The MACD Indicator</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.ziddu.com/download/17776188/FxStrategyMACDInEx.rar.html"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 182px;" src="http://2.bp.blogspot.com/-aLYJ2JvOYi0/TuQI7mepi9I/AAAAAAAAAGU/HwBydaNiSsc/s320/MACD_Divergence.gif" alt="" id="BLOGGER_PHOTO_ID_5684678449682811858" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;p&gt;&lt;span style="font-weight: bold;"&gt;&lt;span style="color: rgb(255, 0, 0);"&gt;Regardless of your Forex strategy, have you ever entered trades and  shortly afterwards wished you hadn't?&lt;/span&gt; &lt;/span&gt;The information that follows will  hopefully cut down greatly on the number of trades that cause you  anxiety!&lt;/p&gt;&lt;p style="font-weight: bold; font-style: italic;"&gt;The MACD (Moving Average Convergence Divergence) indicator can add a degree of certainty to your Forex strategy.&lt;/p&gt;&lt;p&gt;As  with any indicator, it is too risky to enter trades on this signal  alone. However, as we will see, used with caution on higher time frames,  it can help confirm you are going in the right direction and that your  trade is higher probability.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Taking MACD Apart&lt;/b&gt;&lt;/p&gt;&lt;p&gt;Let's take MACD apart and describe it's component parts.&lt;/p&gt;&lt;p&gt;The default MACD on most charting packages sets 2 EMA's (Exponential Moving Averages) at 26 and 12 days.&lt;/p&gt;&lt;p&gt;This  is represented by a colored line (color varies according to charting  package) which crosses a different colored 9 EMA often termed the  trigger line.&lt;/p&gt;&lt;p&gt;When MACD (the 12/26 EMA) crosses above the trigger line (9 EMA) upward momentum is indicated and vice versa.&lt;/p&gt;&lt;p&gt;A  center line, or zero line, often called the water line is also shown in  the MACD indicator. When MACD is above the water line an upward trend  is indicated, when it is below the water line, a downward trend is  indicated.&lt;/p&gt;&lt;p&gt;MACD also includes a histogram, small vertical lines  that appear above or below the zero line, not unlike mountains and  valleys in appearance.&lt;/p&gt;&lt;p&gt;MACD is a lagging indicator which follows price action.&lt;/p&gt;&lt;p&gt;The  histogram is an indicator of MACD. So watching the histogram can give  you an early indication of where MACD is going. The height of the  histogram can be a good momentum indicator.&lt;/p&gt;&lt;p&gt;&lt;b&gt;Using MACD As A Safety Indicator&lt;/b&gt;&lt;/p&gt;&lt;p&gt;How can you use MACD to your advantage?&lt;/p&gt;&lt;p&gt;If  you want to be very cautious in your Forex strategy, going only for  high probability trades, then pay attention to MACD on the 4 hour and 1  hour charts.&lt;/p&gt;&lt;p&gt;Some traders will only enter a trade when the 4 hour  and 1 hour MACD's are going in the same direction. This will mean a lot  less trades but the ones you do take are likely to be profitable.  (Agreement of the two MACD's is used in conjunction with other  indicators, not by itself.)&lt;/p&gt;&lt;p&gt;MACD on the 1 hour chart is  particularly powerful. If you want to stay out of trouble and avoid  trades you might later regret, NEVER trade against the direction of the 1  hour MACD. To do otherwise is not necessarily foolhardy if you know  what you are doing.&lt;/p&gt;&lt;p style="font-weight: bold;"&gt;But for the newer, less experienced trader,  only trading long when MACD has crossed up, or short when MACD has  crossed down on the hourly chart when your other favorite indicators  line up, &lt;a style="color: rgb(51, 51, 255);" href="http://www.ziddu.com/download/17776188/FxStrategyMACDInEx.rar.html"&gt;will make for a higher success rate&lt;/a&gt; with your Forex strategy.  It will also save you much anxiety and heartache!&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809598482715058235-8297686388426626427?l=currencyoptiontrading.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://currencyoptiontrading.blogspot.com/feeds/8297686388426626427/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://currencyoptiontrading.blogspot.com/2011/12/forex-strategy-how-macd-indicator-can.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809598482715058235/posts/default/8297686388426626427'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809598482715058235/posts/default/8297686388426626427'/><link rel='alternate' type='text/html' href='http://currencyoptiontrading.blogspot.com/2011/12/forex-strategy-how-macd-indicator-can.html' title='Forex Strategy -How Successful The MACD Indicator'/><author><name>FOREXFORBEGINNERS</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_1JfR8j-P5ek/SyQhi29S8nI/AAAAAAAAACc/o65GfePf1fo/S220/006-them.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-aLYJ2JvOYi0/TuQI7mepi9I/AAAAAAAAAGU/HwBydaNiSsc/s72-c/MACD_Divergence.gif' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809598482715058235.post-1014374575582773021</id><published>2011-12-06T03:27:00.000-08:00</published><updated>2011-12-06T03:41:18.417-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='how to find a good mt4 ea'/><title type='text'>How to Find a Good MetaTrader EA</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-3gEGvtUWfZM/Tt38rRWhWSI/AAAAAAAAAGI/relObiB1cW8/s1600/forex-scalping-trading.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 217px;" src="http://2.bp.blogspot.com/-3gEGvtUWfZM/Tt38rRWhWSI/AAAAAAAAAGI/relObiB1cW8/s320/forex-scalping-trading.jpg" alt="" id="BLOGGER_PHOTO_ID_5682976125133871394" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div id="article-content"&gt;     &lt;p&gt;&lt;span style="font-weight: bold;"&gt;&lt;span style="color: rgb(255, 0, 0);"&gt;One of the biggest problems with finding a good MetaTrader Expert  Advisor is simply how many there are out there.&lt;/span&gt; There are literally  hundreds upon hundreds scattered across the internet, either for free on  forums and specialized sharing websites, or for sale on individual  websites.&lt;/span&gt; Now you may intuitively think that you shouldn't even consider  the ones that are for sale because there are so many out there that you  can get for free! But that is not the case at all. First off you must  realize that 99% of the bots you can get for free are going to severely  damage your account. At least they won't make you any money. The main  reason for this is probably that 99% of mechanical trading systems don't  work and the Expert Advisors that are based on them won't work either!  Another BIG reason is that most of the bots that are shared for free are  created by amateurs that don't really know correct programming let  alone how to trade profitably. Often these will be "experimental  projects" that may show extraordinary results in back testing and then  extraordinarily bad results in live trading. (And why would anyone give  away a truly great creation? Reality is that it's probably never going  to happen). There are just so many aspects that need to be considered  when creating automated algorithmic trading systems, that you can't  expect someone without extensive knowledge of the subject matter to be  able to do it successfully. There are so many pitfalls for trading  system developers to fall into that it's virtually guaranteed that  someone without the knowledge and experience will fall into one of  those. I'm not going to talk about what these pitfalls are here as that  would take too long, but this brings us to the next point I want to  make.&lt;/p&gt;&lt;p&gt;I 100% recommend that you buy your Expert Advisor/s. What  I've discussed so far should make it clear that it's virtually  impossible to find a good enough bot just scouring the internet. But  buying one is also easier said than done. Here we actually encounter  another big obstacle to finding profitable bots; SCAMMERS. Yes, the  rumors are true, the Forex world is filled with shameless scammers  praying on innocent people that don't know how to sort the good from the  bad. The world of Expert Advisors in no exception. This is very  saddening for those of us who "are in the know" and are able to make a  living trading Forex. It's saddening when someone asks you what you do  for a living and the response you get is something like; "isn't Forex  some kind of a scam?". Of course not! But when you type Forex related  terms into the search engines scams are often what you'll find. I  estimate that about 60% of the bots for sale on the internet are direct  scams; they don't work or aren't safe and the vendor knows it and yet  claims otherwise. (Don't be fooled by the "incredible returns" the  vendor boasts of. All of them do!). I estimate that about 35% are just  poor creations by aspiring traders that may not intend to "trick"  people, but just don't know and can't do any better. So that leaves  about 5% that can actually make you money over an extended period of  time. But out of those 5% I would personally probably only use about 1%.  Those are the "moneybots". They have been created by a proficient  programmer and are based on a solid, robust trading system. So far I  have only been able to find a handful that have met my requirements, but  they are also fantastic investments! I have been able to find a couple  of truly ingenius ones, that have made me substantial amounts of money  and as of the writing of this article, I'm currently using with great  success.&lt;/p&gt;&lt;p&gt;So how do you find the "moneybots"? First of, don't try  to just manually look through the search engine search results because  it will be virtually impossible for you to find what you are looking  for. Fortunately there are a couple of websites that conduct forward  tests of commercial Expert Advisors, and there you can often find actual  proof of ones that work. But be careful, many of these websites aren't  honest reviewers and many may even be owned by the creators themsleves.  But this is still your best option, if you don't know someone who has  used a certain EA and can attest to its' virtue.&lt;/p&gt;&lt;p style="font-weight: bold;"&gt;To make your life  a little easier I'm sharing the Expert Advisors that I'm currently  using on &lt;a style="color: rgb(51, 51, 255);" href="http://incomeforex.net.ms/"&gt;Income Forex&lt;/a&gt; website. I'm not affiliated with any of these, but they are  the best I've found so far. Feel free to check them out!&lt;/p&gt;   &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809598482715058235-1014374575582773021?l=currencyoptiontrading.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://currencyoptiontrading.blogspot.com/feeds/1014374575582773021/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://currencyoptiontrading.blogspot.com/2011/12/how-to-find-good-metatrader-ea.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809598482715058235/posts/default/1014374575582773021'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809598482715058235/posts/default/1014374575582773021'/><link rel='alternate' type='text/html' href='http://currencyoptiontrading.blogspot.com/2011/12/how-to-find-good-metatrader-ea.html' title='How to Find a Good MetaTrader EA'/><author><name>FOREXFORBEGINNERS</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_1JfR8j-P5ek/SyQhi29S8nI/AAAAAAAAACc/o65GfePf1fo/S220/006-them.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-3gEGvtUWfZM/Tt38rRWhWSI/AAAAAAAAAGI/relObiB1cW8/s72-c/forex-scalping-trading.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809598482715058235.post-5554318835631438203</id><published>2011-12-06T02:51:00.000-08:00</published><updated>2011-12-06T04:13:26.275-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='scalping strategy'/><title type='text'>Simple Scalping Strategy</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-DVqxfDNS0mM/Tt31e-udWTI/AAAAAAAAAF8/XF22pz8YpeI/s1600/USDJPY_Remains_scalping_target_with_fomc_ahead_body_scalping1.gif.bmp"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 154px;" src="http://4.bp.blogspot.com/-DVqxfDNS0mM/Tt31e-udWTI/AAAAAAAAAF8/XF22pz8YpeI/s320/USDJPY_Remains_scalping_target_with_fomc_ahead_body_scalping1.gif.bmp" alt="" id="BLOGGER_PHOTO_ID_5682968217394174258" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div id="article-content"&gt;     &lt;p&gt;&lt;span style="font-weight: bold; color: rgb(255, 0, 0);"&gt;In this article, you will discover a simple scalping strategy  that enables you to &lt;a style="color: rgb(51, 51, 255);" href="http://incomeforex.net.ms/"&gt;take small profits&lt;/a&gt; out of the Forex market.&lt;/span&gt; We will  discuss the setup, entry, stop loss and exit stadium. This strategy  applies to the major currency pairs EUR/USD, GPB/USD, USD/JPY and  EUR/JPY. It works with the daily, hourly and 5 minute candle charts.&lt;/p&gt;&lt;p&gt;&lt;u&gt;&lt;strong&gt;Preparation: draw support and resistance lines&lt;/strong&gt;&lt;/u&gt;&lt;/p&gt;&lt;p&gt;First  of all, you will make sure that your charts are ready to use for  technical analysis. This means that you remove the  support and  resistance lines of the previous day, so that you have a clear workspace  to work on.&lt;/p&gt;&lt;p&gt;Then you make sure, that the last 50 candlesticks are  visible on your chart, and you look for the last and second last  significant height. Draw horizontal support lines on these points. You  can choose any color  you want, but make sure that the colors are the  same each day. Afterwards, you do the same for the resistance lines. You  search for the last and second last significant low, and you draw  horizontal resistance lines.&lt;/p&gt;&lt;p&gt;Do the same for each chart and each time frame.&lt;/p&gt;&lt;p&gt;&lt;u&gt;&lt;strong&gt;Step 1: Check the setup condition&lt;/strong&gt;&lt;/u&gt;&lt;/p&gt;&lt;p&gt;The setup conditions are as follows:&lt;/p&gt;&lt;ul&gt;&lt;li&gt;The trends of the 3 timeframes must be the same.&lt;/li&gt;&lt;li&gt;The market has to be trending. Whipsaw patterns are difficult to trade for inexperienced traders.&lt;/li&gt;&lt;li&gt;On the 5 minutes chart, there has to be enough room to place a  trade. This means that the entry point should be at least 20 pips away  from the resistance line for a long position, or the support line for a  short position.&lt;/li&gt;&lt;/ul&gt;&lt;p&gt;When these three conditions are met, you can consider  placing a trade. Please remember always that this not necessarily means  that you will trade.&lt;/p&gt;&lt;p&gt;&lt;u&gt;&lt;strong&gt;Step 2: Enter at the right moment.&lt;/strong&gt;&lt;/u&gt;&lt;/p&gt;&lt;p&gt;When  a second consecutive bar confirms the trend an it reaches the height of  that bar, you can enter the trade on the condition that there is still  room for at least 15 pips.&lt;/p&gt;&lt;p&gt;Fifteen pips are based on a target of a  ten pips profit, and it takes a spread of 5 pips into account. This is  the average spread that applies on a micro or mini account.&lt;/p&gt;&lt;p&gt;&lt;u&gt;&lt;strong&gt;Step 3: Place the stop loss&lt;/strong&gt;&lt;/u&gt;&lt;/p&gt;&lt;p&gt;The  strategy advises a stop loss of 30 pips below the entry point. If it  seems that you can get more than 10 pips out of the trade, you can trail  the stop los to break even, to make a 20 or 30 pips profit. This only  applies when there is enough room in a trending market.&lt;/p&gt;&lt;p&gt;&lt;u&gt;&lt;strong&gt;Step 4: Exit the trade&lt;/strong&gt;&lt;/u&gt;&lt;/p&gt;&lt;p&gt;You  have two possibilities. Or you can exit the trade manually, or you can  place an exit order. When you close manually, you have the freedom to  get more out one trade, but you have to watch it all the time.&lt;/p&gt;&lt;p&gt;An  automatic exit order should be placed 15 pips above the entry point for a  long position, and 15 pips below the entry point for a short position.&lt;/p&gt;&lt;p&gt;&lt;u&gt;&lt;strong&gt;A piece of advice&lt;/strong&gt;&lt;/u&gt;&lt;/p&gt;&lt;p&gt;Since  everybody has his own trading style and habits, I strongly recommend  you to test drive this strategy on a demo account, so that you fully  understand it, before you put money at risk. Secondly, it enables you to  customize and fine tune the strategy to your own convenience.&lt;/p&gt;&lt;p&gt;Please  note that this strategy is one of the possible approaches to Forex and  that we decline any responsibly for your personal trading success or  failure. Forex involves the risk of losing money and is not suitable for  everybody.&lt;/p&gt;&lt;p style="font-weight: bold;"&gt;"Go with the trend" and may trading success be with you!&lt;/p&gt;   &lt;/div&gt;&lt;div style="overflow: hidden;"&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809598482715058235-5554318835631438203?l=currencyoptiontrading.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://currencyoptiontrading.blogspot.com/feeds/5554318835631438203/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://currencyoptiontrading.blogspot.com/2011/12/simple-scalping-strategy.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809598482715058235/posts/default/5554318835631438203'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809598482715058235/posts/default/5554318835631438203'/><link rel='alternate' type='text/html' href='http://currencyoptiontrading.blogspot.com/2011/12/simple-scalping-strategy.html' title='Simple Scalping Strategy'/><author><name>FOREXFORBEGINNERS</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_1JfR8j-P5ek/SyQhi29S8nI/AAAAAAAAACc/o65GfePf1fo/S220/006-them.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-DVqxfDNS0mM/Tt31e-udWTI/AAAAAAAAAF8/XF22pz8YpeI/s72-c/USDJPY_Remains_scalping_target_with_fomc_ahead_body_scalping1.gif.bmp' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809598482715058235.post-8518082870029111051</id><published>2011-12-06T02:24:00.000-08:00</published><updated>2011-12-06T04:12:56.610-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='free tax forex  income'/><title type='text'>Earn Tax Free Income From Home Trading Forex</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://2.bp.blogspot.com/-OwhiHCWjBRI/Tt3ucv-UQFI/AAAAAAAAAE8/njtz99qZ5Ys/s1600/Forex-Tester_7828.jpg.png"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 215px;" src="http://2.bp.blogspot.com/-OwhiHCWjBRI/Tt3ucv-UQFI/AAAAAAAAAE8/njtz99qZ5Ys/s320/Forex-Tester_7828.jpg.png" alt="" id="BLOGGER_PHOTO_ID_5682960482493022290" border="0" /&gt;&lt;/a&gt;&lt;br /&gt; &lt;span style="font-weight: bold; color: rgb(255, 0, 0);"&gt;&lt;/span&gt;&lt;div id="article-content"&gt;     &lt;p&gt;&lt;span style="font-weight: bold; color: rgb(255, 0, 0);"&gt;Forex markets offer excellent scope for earning tax free income  from home.&lt;/span&gt;&lt;span style="color: rgb(255, 0, 0);"&gt; &lt;/span&gt;Through Forex trading activities it is possible to earn at  least 50% returns on the earned profit. In case of an experienced  professional, it is possible to save up to 75% on the profit amount. All  of this is possible because Forex markets are open throughout the day  and night. Thus, it is possible to perform trading activities on a  24-hour basis. However, if you are keen to hit the jackpot when the  volume of trading is high then it is important to trade during the two  most important time zones. Forex trading takes place in large volumes  during Asia Pacific time zone or European-USA time zone.&lt;/p&gt;&lt;p&gt;Therefore,  as an individual trader it is possible to select the time zone as  convenient to you. This is the main reason that Forex trading can be  thought of as a second income opportunity. As an individual looking to  make money in the Forex markets there exists the necessary flexibility  to work during any time of the day as suitable for you without  compromising on your actual work. It is possible to earn tax free income  from home by performing trading activities during the overlapping hours  of these two major time zones. This is possible due to the fact that  currency pairs are active during these two major time zones. As such,  the overlapping period sees a bit of fluctuations not seen during normal  hours, which makes it an ideal time for implementation of Forex trading  strategies.&lt;/p&gt;&lt;p&gt;Significant volatility can be observed in the Forex  market only when certain news related to economic or political scenario  across the world changes. For an individual looking to earn tax-free  income, it is possible to start trading using a mini account. In case of  mini accounts, the total amount of profit made does not come under the  tax payable category. This means that Forex trading can be easily used  as another tax free income source. Wealth creation can be achieved  through a mini account as well. Forex trading allows wealth creation in  easy steps particularly for individuals who learn about tips &amp;amp;  tricks related to Forex markets. This can be achieved with a simple  internet connection from any convenient location of your choice.&lt;/p&gt;&lt;p&gt;It  hardly matters if the transactions are made outside your country.  However, it is important that your country have the necessary  international banking facilities. In most cases, individuals starting  out with Forex trading activities do not fall under the taxable  category. It is very easy to learn Forex trading. With some amount of  dedication and persistence there is a possibility of regular Forex  activities from your side. Therefore, by using your skills it will be  easily possible to earn tax free income from home through &lt;a style="font-weight: bold; color: rgb(51, 51, 255);" href="http://incomeforex.net.ms/"&gt;Forex trading  activities&lt;/a&gt;. &lt;span style="font-weight: bold;"&gt;Through trading activities, you can get the necessary  financial freedom in the future. The scope for wealth creation is simply  enormous and the best thing is that it does not fall under the taxable  income category.&lt;/span&gt;&lt;/p&gt;   &lt;/div&gt;&lt;div style="overflow: hidden;"&gt;&lt;br /&gt;&lt;span style="font-weight: bold;"&gt;  &lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809598482715058235-8518082870029111051?l=currencyoptiontrading.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://currencyoptiontrading.blogspot.com/feeds/8518082870029111051/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://currencyoptiontrading.blogspot.com/2011/12/earn-tax-free-income-from-home-trading.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809598482715058235/posts/default/8518082870029111051'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809598482715058235/posts/default/8518082870029111051'/><link rel='alternate' type='text/html' href='http://currencyoptiontrading.blogspot.com/2011/12/earn-tax-free-income-from-home-trading.html' title='Earn Tax Free Income From Home Trading Forex'/><author><name>FOREXFORBEGINNERS</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_1JfR8j-P5ek/SyQhi29S8nI/AAAAAAAAACc/o65GfePf1fo/S220/006-them.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/-OwhiHCWjBRI/Tt3ucv-UQFI/AAAAAAAAAE8/njtz99qZ5Ys/s72-c/Forex-Tester_7828.jpg.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809598482715058235.post-7851470395757486510</id><published>2011-02-20T02:51:00.001-08:00</published><updated>2011-12-06T03:31:54.633-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='forex robots'/><title type='text'>Forex Robots - The Future Of Trading</title><content type='html'>&lt;span style="color: rgb(255, 0, 0);"&gt;With falling shares and low returns on investments, it's becoming increasingly difficult to find a safe place to make small investments. &lt;/span&gt;Many people have taken this opportunity to make enquires about the Forex market. The Forex market is the most liquid market in the world and trades 24 hours a day and 7 days a week turning over a massive $3 dollars a day.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Now the one problem many first timers found was that over time and in the long run approximately 90% of traders lose money in Forex. The reason for this extremely high number is due to the time and energy manually trading forex takes. There is a huge learning curve that needs to be climbed before a trader can take to the market, not to mention a through examination of psychology and mindset. A lifetimes task in itself.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Fortunately new technology in the form of Forex Robots have come to the rescue. Forex Robots have been around for a relatively short while with new and more advanced models coming out onto the market all the time. They have become so popular that now approximately 25% of all Forex trades are now done by forex robots. The main attraction of a Forex robot is that it allows traders to leave their Expert Advisors to run on autopilot so saving valuable time in not having to sit in front of a screen all day. The other big benefit is that Robots don't have emotions and therefore don't make the fear or greed based errors that human traders do.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;As with all technology the older Forex Robots were very inconsistent. They would do very well for a while and then would go into periods of losing money. If Forex Robots are so clever why does this happen? The answer is really simple. The older Forex robot models had set coding which only allowed them to understand a limited range of market movement. With new advances in technology forex robots are now programmed with their own intelligence allowing them to adjust to changes in the market.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Let's explain in a little more detail. There are a variety of price patterns that can occur for a currency pair. Due to global macro economic variables a currency pair might show trending pattern where one side of a currency pair gains significant strength vs. it's opposite e.g. the Yen strengthening against the British pound for a long period from July 2008 to January 2009. This is a trending market and a Forex Robot designed for a trending GBPJPY would have shown exceptional profits during this period. However the run did not last. It never does. The GBPJPY pair came into balance at the end of January 2009 when the currency moves into a more sideways pattern. This is known as a ranging market. The trending Forex Robots that did so well for 6 month earlier would have started to lose money. It would expect the trend to continue and would make false trades. The longer the market traded sideways the more money would be lost.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;This is where the new adaptive Forex Robots take over. &lt;a style="color: rgb(51, 51, 255);" href="http://1ca4ah0gpcozjr2b22sbxbewe6.hop.clickbank.net/"&gt;Forex Megadroid&lt;/a&gt; is the first of these robots recently launched onto the market. The developers of Forex Megadroid have coded this forex robot to react to changes within the market. Allowing the forex traders who use them to profit for longer. Developers are also constantly updating the forex robot for changes as they happen within the market the beauty of that is all updates are passed on free to the consumer. The program has a 96% accuracy rating.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Why should you pick &lt;a style="color: rgb(51, 51, 255);" href="http://1ca4ah0gpcozjr2b22sbxbewe6.hop.clickbank.net/"&gt;Forex Megadroid&lt;/a&gt; above other Robots?&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;* Designed by Forex Experts and properly tested over a long time period&lt;br /&gt;&lt;br /&gt;* Superior profitability&lt;br /&gt;&lt;br /&gt;* 60 day money back guarantee&lt;br /&gt;&lt;br /&gt;For more information about forex and forex robots visit please&lt;span style="color: rgb(51, 51, 255);font-size:85%;" &gt; &lt;/span&gt;&lt;span style="font-size:85%;"&gt;&lt;a style="color: rgb(51, 51, 255);" href="http://incomeforexsecrets.net.ms/"&gt;Income Forex&lt;/a&gt;.&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809598482715058235-7851470395757486510?l=currencyoptiontrading.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://currencyoptiontrading.blogspot.com/feeds/7851470395757486510/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://currencyoptiontrading.blogspot.com/2011/02/forex-robots-future-of-trading.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809598482715058235/posts/default/7851470395757486510'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809598482715058235/posts/default/7851470395757486510'/><link rel='alternate' type='text/html' href='http://currencyoptiontrading.blogspot.com/2011/02/forex-robots-future-of-trading.html' title='Forex Robots - The Future Of Trading'/><author><name>FOREXFORBEGINNERS</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_1JfR8j-P5ek/SyQhi29S8nI/AAAAAAAAACc/o65GfePf1fo/S220/006-them.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809598482715058235.post-3827312687349391145</id><published>2011-02-06T10:38:00.000-08:00</published><updated>2011-12-06T04:14:53.541-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='currency exchange rate'/><title type='text'>Historic Currency Exchange Rate</title><content type='html'>&lt;span style="font-size:100%;"&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-L_L5NiI3RuY/Tt3xFzd19NI/AAAAAAAAAFM/n-9XmowR84M/s1600/managed-forex.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 320px; height: 240px;" src="http://4.bp.blogspot.com/-L_L5NiI3RuY/Tt3xFzd19NI/AAAAAAAAAFM/n-9XmowR84M/s320/managed-forex.jpg" alt="" id="BLOGGER_PHOTO_ID_5682963386828453074" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-weight: bold;font-size:100%;" &gt;&lt;span style="color: rgb(255, 0, 0);"&gt;Historic Currency Exchange Rate:&lt;/span&gt; Nowadays systems like FAP Turbo can not  only analyze market trends and patterns but also have the brainpower to  adapt to heavy fluctuations in trades. Take the time to practice with  your demo accoun&lt;/span&gt;&lt;span style="font-size:100%;"&gt;t. &lt;a style="color: rgb(51, 51, 255); font-weight: bold;" href="http://af57566lkzoull4s97jfstcn5u.hop.clickbank.net/"&gt;Dean Saunders 10 Minute Forex&lt;/a&gt; Wealth Builder is a  very affordable eBook and video currency trading training course that is  written for people who want to learn currency trading but who only have  ten or fifteen minutes a day to spare for trading, and get more info  about Historic Currency Exchange Rate below. If a firm price is quoted  ahead of time for a contract using a foreign exchange rate that is  deemed appropriate at the time the quote is given the foreign exchange  rate quote may not necessarily be appropriate at the time of the actual  agreement or performance of the contract.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;A completely  clueless person will obviously not know what he is doing with the FAPS.  After all it's not called the LMT Forex Formula for no reason. On Friday  I thought to check logged into my account and found that FAP Turbo had  made me an extra $400 throughout the week on some EUR investing. Now  this is what an individual would call passive income! Depending on where  a person is in their investing career they may want more control or  they may not want any responsibility at all. The robustness of its  platform is also key to its ability to answer heavy data and information  traffic. See more on Historic Currency Exchange Rate and &lt;a style="font-weight: bold; color: rgb(51, 51, 255);" target="_new" rel="nofollow" href="http://f59d061kh4gyesai05izt80qek.hop.clickbank.net/"&gt;Fap Turbo Forex &lt;/a&gt;&lt;span style="font-weight: bold; color: rgb(51, 51, 255);"&gt;.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;But  where do you learn who can you trust? I've found what I believe to be  the best foreign exchange software available today and I'll tell you  what it is! Before I do though I'd like to give you a brief overview of  just how big the forex market is. 5 trillion dollars worth of trades are  conducted everyday. See more on Historic Currency Exchange Rate.  Another type of trading method being used and more popular among big  businesses is the option trading method. Gold is an internationally  recognized commodity which is why there are still holdings of gold. This  action will increase the supply of his currency (thereby depreciating  the value) in the currency exchange market and will decrease the supply  of the currency (thereby appreciating the value of the currency) of the  country where he is investing.&lt;br /&gt;5% at the maximum. I  figured this could be a fluke or beginners luck so I let it ride and  reader let me tell you I was floored to find that by the next weekend I  was up to $1400, also see more on Historic Currency Exchange Rate. I  have been investing and trading in the markets for over ten years now  and in another ten years I hope to learn all I have mentioned above.&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809598482715058235-3827312687349391145?l=currencyoptiontrading.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://currencyoptiontrading.blogspot.com/feeds/3827312687349391145/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://currencyoptiontrading.blogspot.com/2011/02/historic-currency-exchange-rate.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809598482715058235/posts/default/3827312687349391145'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809598482715058235/posts/default/3827312687349391145'/><link rel='alternate' type='text/html' href='http://currencyoptiontrading.blogspot.com/2011/02/historic-currency-exchange-rate.html' title='Historic Currency Exchange Rate'/><author><name>FOREXFORBEGINNERS</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_1JfR8j-P5ek/SyQhi29S8nI/AAAAAAAAACc/o65GfePf1fo/S220/006-them.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-L_L5NiI3RuY/Tt3xFzd19NI/AAAAAAAAAFM/n-9XmowR84M/s72-c/managed-forex.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809598482715058235.post-6156349749984612799</id><published>2011-01-23T22:35:00.000-08:00</published><updated>2011-02-06T10:47:34.651-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='currency trading option'/><title type='text'>Currency Options Trading Review - 2 Powerful Option Strategies</title><content type='html'>&lt;div id="body"&gt;   &lt;p style="font-weight: bold; color: rgb(255, 0, 0);"&gt;&lt;span style="font-size:100%;"&gt;While many traders like to trade forex. Currency trading options  if used correctly, can give you two great advantages that can lead you to long term trading success. Let's take a look at them...&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:100%;"&gt;Here we will look at how to buy options correctly and take advantage of limited risk and unlimited gains and how to sell options and get odds of 90% success in your favour!&lt;/span&gt;&lt;/p&gt;&lt;p style="font-weight: bold;"&gt;&lt;span style="font-size:100%;"&gt;1. Option Buying For Big Gains&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:100%;"&gt;The person who buys an option gains a huge advantage and that's staying power. You don't have to worry about price swing against you in the short term, so long as your option trades in the money at expiry you win.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:100%;"&gt;You have unlimited profit potential and strictly limited risk which is the premium you have paid for the option.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:100%;"&gt;Most traders constantly get stopped out by price swings against them in the short term and buying options allows them to ride out these swings. There are two golden rules you should keep in mind when buying options.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:100%;"&gt;The first point is to buy at or in the money options only and to have plenty of time to expiry.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:100%;"&gt;Of course what most traders do is go for cheaper options a long way from the price and don't buy far enough forward. In betting terms these are long shots and you will lose, as the odds are not in your favour at all. 90% of options expire worthless so you need to do what most option traders don't.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:100%;"&gt;You need to buy time and that means close or in the money options and if you have a sound forex trading strategy and do this, you can make a lot of money with currency options trading.&lt;/span&gt;&lt;/p&gt;&lt;p style="font-weight: bold;"&gt;&lt;span style="font-size:100%;"&gt;2. Selling Options for Big Gains&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:100%;"&gt;Let me ask you a question - How would you like to trade with odds of 90% in your favour?&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:100%;"&gt;Of course you would and you can by selling options. The option buyer of course has unlimited gains and limited losses and 90% chance of failure. The seller on the other hand, has a 90% chance of success, unlimited risk and a limited gain.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:100%;"&gt;The key here is you have huge odds on your side and while the gains may be limited they add up, unlimited risk simply requires a spread of options and good money management.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:100%;"&gt;Option sellers do the reverse of what a buyer does - You sell options, with little time to expiry to get time decay on your side and you sell out of the money options as the odds are in your favour.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:100%;"&gt;Option sellers requires a good account size and you should spread your risk but with 90% odds on your side that options expire worthless and using the above tips to make even more&lt;a style="color: rgb(51, 51, 255);" href="http://incomeforexsecrets.net.ms/"&gt; income&lt;/a&gt; from market, you can build long term gains with the odds firmly on your side.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-weight: bold;font-size:100%;" &gt;Currency options review trader's suits all traders novices will love the comfort of limited risk and buying time and the well capitalized serious trader will love the great odds he gets selling options. Look at the above in greater depth and you will find options are a great tool to lead you to long term currency trading success.A good trading for you!&lt;/span&gt;&lt;br /&gt;&lt;/p&gt; &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809598482715058235-6156349749984612799?l=currencyoptiontrading.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://currencyoptiontrading.blogspot.com/feeds/6156349749984612799/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://currencyoptiontrading.blogspot.com/2011/01/currency-options-trading-review-2.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809598482715058235/posts/default/6156349749984612799'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809598482715058235/posts/default/6156349749984612799'/><link rel='alternate' type='text/html' href='http://currencyoptiontrading.blogspot.com/2011/01/currency-options-trading-review-2.html' title='Currency Options Trading Review - 2 Powerful Option Strategies'/><author><name>FOREXFORBEGINNERS</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_1JfR8j-P5ek/SyQhi29S8nI/AAAAAAAAACc/o65GfePf1fo/S220/006-them.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809598482715058235.post-6778969486631893434</id><published>2011-01-23T22:27:00.000-08:00</published><updated>2011-12-06T02:41:30.942-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='currency trading option'/><title type='text'>Currency Options - 3 Secrets Of Options Trading For Huge Gains!</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-8mVt2TdcCv4/Tt3xUzfdkqI/AAAAAAAAAFY/pz5GsUeeYm0/s1600/forex-online-trading.jpg"&gt;&lt;img style="float:left; margin:0 10px 10px 0;cursor:pointer; cursor:hand;width: 286px; height: 320px;" src="http://4.bp.blogspot.com/-8mVt2TdcCv4/Tt3xUzfdkqI/AAAAAAAAAFY/pz5GsUeeYm0/s320/forex-online-trading.jpg" alt="" id="BLOGGER_PHOTO_ID_5682963644533281442" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div id="body"&gt;   &lt;p style="font-weight: bold; color: rgb(255, 0, 0);"&gt;Many traders love the idea of currency options, they have unlimited gains and limited risk - sounds great in theory, but in practice 90% expire worthless!&lt;/p&gt;&lt;p&gt;This article is all about how the pros use currency options to generate big consistent gains and how the losing majority don't understand the odds of success.&lt;/p&gt;&lt;p&gt;This article will give you 3 powerful ways to make huge money in currency options&lt;/p&gt;&lt;p&gt;Don't gamble with options!&lt;/p&gt;&lt;p&gt;Consider this simple scenario.&lt;/p&gt;&lt;p&gt;You're betting on a horse race and you have a 3:1 favourite and you have a 15:1 outsider.&lt;/p&gt;&lt;p&gt;Which one is the better bet?&lt;/p&gt;&lt;p&gt;Well, bet on the outsider and you have bigger winning potential, but betting on the favourite gives you a better chance of winning.&lt;/p&gt;&lt;p&gt;How often do you see a betting shop go broke?&lt;/p&gt;&lt;p&gt;Not very often they know the odds of success and the betting odds reflect this. It's obvious! Bet on the favourite.&lt;/p&gt;&lt;p&gt;Currency options and odds&lt;/p&gt;&lt;p&gt;In currency options though traders continually take the outside long shot bet.&lt;/p&gt;&lt;p&gt;They buy options way out of the money with short time to expiry and this means the odds of winning rely on lady luck.&lt;/p&gt;&lt;p&gt;If you want to put the odds in your favour you need to trade options for less potential gains but greater odds of success and this involves keeping in mind two points:&lt;/p&gt;&lt;p style="font-weight: bold;"&gt;1. Buy at or close to the money&lt;/p&gt;&lt;p&gt;Don't take the long shot; buy at or in the money options, in strongly trending markets.&lt;/p&gt;&lt;p&gt;This way you have time for the trend to take a correction and move in the right direction and keep in mind a trend in motion is more likely to continue than reverse.&lt;/p&gt;&lt;p&gt;If you do this, the odds are more in your favour and that what currency options' trading is all about.&lt;/p&gt;&lt;p&gt;Brokers and guru's like to tempt you with the long shots and appeal to your greed, Don't listen, stay with at or in the money currency options and only trade trending markets - this scenario is where your chances of success are highest.&lt;/p&gt;&lt;p style="font-weight: bold;"&gt;2. Get time on your side&lt;/p&gt;&lt;p&gt;FACT: The shorter the time to expiry of currency options the greater the affect of time decay.&lt;/p&gt;&lt;p&gt;Many traders think these options are cheaper (they are in terms of cost) but not in their odds of success!&lt;/p&gt;&lt;p&gt;Make sure you give yourself plenty of time and keep it on your side.&lt;/p&gt;&lt;p&gt;Buying in or at the money currency options with a lot of time value costs you in terms of profit potential. However, potential that does not become cash in your bank is just that - potential.&lt;/p&gt;&lt;p&gt;Keep in mind the horse betting scenario earlier. Do you know someone who bets on the outsider and wins consistently? I don't.&lt;/p&gt;&lt;p&gt;Keep profit potential realistic&lt;/p&gt;&lt;p&gt;Ok, so you have less profit potential, but you have greater odds of success.&lt;/p&gt;&lt;p&gt;Now let's look at the best strategy of all.&lt;/p&gt;&lt;p style="font-weight: bold;"&gt;3. How to trade with odds of 90% success&lt;/p&gt;&lt;p&gt;Consider this 90% of currency options bought expire worthless.&lt;/p&gt;&lt;p&gt;On the other hand, the person who has sold the option has profit odds of 90%.&lt;/p&gt;&lt;p&gt;The real way to make money is selling options. What options do you sell?&lt;/p&gt;&lt;p&gt;You guessed it already! Options out of the money with short time to expiry.&lt;/p&gt;&lt;p&gt;In reality option selling looks a bad bet - unlimited risk for a limited reward, but keep in mind the odds are hugely stacked in your favour.&lt;/p&gt;&lt;p&gt;Huge consistent gains&lt;/p&gt;&lt;p&gt;To sell currency options you need to be well capitalized and take short term swings against you. However, if you sell out the money options with time decay killing them and you spread your risk, you can pile up huge gains over time.&lt;/p&gt;&lt;p&gt;The above is not rocket science! Its common sense, you don't get anything for nothing in financial markets and limited risk and the unlimited rewards of currency options comes at a cost.&lt;/p&gt;&lt;p&gt;Understand this and you are well on your way to making &lt;a style="color: rgb(51, 51, 255);" href="http://incomeforexsecrets.net.ms/"&gt;income from forex&lt;/a&gt; .&lt;/p&gt;&lt;p&gt;If you are small trader be patient and take the high odds of success for lower potential gains. If you are large trader sell options and take advantage of the majority of mug traders who are keen to give you their money.&lt;/p&gt;&lt;p style="font-weight: bold;"&gt;Currency options can make you money follow the above and get the odds on your side, that's all you can do in financial trading and over time you could pile up some huge profits. Good luck!&lt;/p&gt; &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809598482715058235-6778969486631893434?l=currencyoptiontrading.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://currencyoptiontrading.blogspot.com/feeds/6778969486631893434/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://currencyoptiontrading.blogspot.com/2011/01/currency-options-3-secrets-of-options.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809598482715058235/posts/default/6778969486631893434'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809598482715058235/posts/default/6778969486631893434'/><link rel='alternate' type='text/html' href='http://currencyoptiontrading.blogspot.com/2011/01/currency-options-3-secrets-of-options.html' title='Currency Options - 3 Secrets Of Options Trading For Huge Gains!'/><author><name>FOREXFORBEGINNERS</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_1JfR8j-P5ek/SyQhi29S8nI/AAAAAAAAACc/o65GfePf1fo/S220/006-them.jpg'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-8mVt2TdcCv4/Tt3xUzfdkqI/AAAAAAAAAFY/pz5GsUeeYm0/s72-c/forex-online-trading.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809598482715058235.post-5143283115270168122</id><published>2011-01-23T22:12:00.000-08:00</published><updated>2011-12-06T03:55:12.099-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='forex option'/><title type='text'>Currency Options Trading - Your Top 8 Questions on How to Consistently Profit With Forex Options</title><content type='html'>&lt;div style="font-family: georgia;" id="body"&gt;   &lt;p&gt;&lt;span style="font-weight: bold; color: rgb(255, 0, 0);font-size:100%;" &gt;The ability to trade with high leverage as well as have freedom in choosing direction in the forex market has led many people to seek profits in currency trading, but few have considered the benefit of using options to trade the forex market.&lt;/span&gt;&lt;span style="font-size:100%;"&gt; Most people either don't know that they exist or are disappointed to find just generic strategies or advice for trading currency options. If you want to get your piece of the currency options market you need to learn and implement the strategies that the pros use into your trading. Kris Matthews answers common questions about currency options trading and reveals some secrets for making money in this market and avoiding the newbie mistakes.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:100%;"&gt;&lt;b&gt;1. How can I use currency options in my trading to minimize my risk and maximize my return? &lt;/b&gt;Currency or "forex" options have built in risk protection when you buy them. For a time period that you fix when you buy an option, price can move an unlimited amount against your intended direction but you'll never lose more than the premium you paid. If price comes back, you still gain a profit, without ever getting stopped out! In this way your risk is controlled but you can make unlimited profits.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:100%;"&gt;&lt;b&gt;2. How is currency options trading different from regular forex (spot) trading? &lt;/b&gt;In typical forex trading, your position increases in value if you buy a currency pair and it goes up in value, while you lose for every unit it goes in the opposite direction. Simple enough, right? Options are special in that the more the currency pair moves against your direction, the rate of money you lose slows down and hits a limit, and yet your profit potential is unlimited if the market moves in your direction. Furthermore, by combining two types of options, known as "calls" and "puts," you can construct trades that don't depend on you getting the direction right! In fact, if you are better at guessing what price levels the market won't touch, you can make money that way as well with currency options trading. You can't do this with regular forex trading.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:100%;"&gt;&lt;b&gt;3. What's the secret to profiting with currency options trading? &lt;/b&gt;In few other industries do you hear of as many tricks, strategies, esoteric jargon as options trading. You'll hear of such strategies as "strangles," "straddles," "iron butterflies," and more-but these are all just tools and aren't the holy grail to riches that most educational sites tout them to be. If you want the "secret," you need to do three things: 1. Determine the volatility and 2. Determine the direction of the currency pair of interest, and 3. Get time on your side. For the first point, you need to ascertain whether the market is in a high or low volatility environment. If price had a very large directional move over the last few months and formed a recent high and low on a daily chart, you're likely entering a ranging, low volatility environment.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:100%;"&gt;If price has been ranging for a few months and suddenly broke out strongly, you may be entering a high volatility environment. If volatility is high, buy options. If it is low, sell options. Secondly, learn how to gauge sentiment in the forex market, because that's what drives the market in the time frame you're interested in: not fundamentals or technicals. Align your options trading with the correct direction-if sentiment is bullish, buy call options or sell put options, and if sentiment is mixed, you may not have an opinion on direction and should either buy both calls and puts or sell both. Thirdly, you let time become your ally by selecting currency options that expire far enough in time from today such that you don't fall victim to the short term randomness in the market that shakes out the newbie traders.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:100%;"&gt;&lt;b&gt;4. How do I trade currency options with the highest chance of winning?&lt;/b&gt; Trading currency options with a high win rate means that you judge volatility, price, and time well. If you can guess whether price action of a currency pair will be calm or explosive, whether it is likely to drift up or down, or neither, and how long of a time period you should allow for this to happen, you stand the best chance for profiting handsomely in this market. I can hear you now: "Well I'd own the world if I knew all that information ahead of time!" Yes, but &lt;u&gt;successful options trading is about making educated guesses, not being right.&lt;/u&gt; Out of these three things, I find that the item that really boosts my edge is figuring out price direction with sentiment. I use indicators such as the COT report, currency strength meters, price reaction to news events, and behaviors of related futures instruments.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:100%;"&gt;&lt;b&gt;5. I'm just getting started and am suffering from information overload while I learn to trade currencies. Will options trading make this worse? &lt;/b&gt;This is where options get a bad reputation, but for poor reasons. My partner instructor, Paul, and I teach very simple strategies that involve entering no more than 3 options together at a time (meaning you would buy or sell 3 different options at a time), and we only use a few strategies that each work in different market environments (ranging OR trending) so you'll be prepared for any type of price action. Learning these strategies is rather simple and gives you a better idea of how volatility and price action work in the currency market.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:100%;"&gt;&lt;b&gt;6. Can currency options be used for short term trading? &lt;/b&gt;Yes, but I don't see the benefit in short term trading. You are just leveraging higher to capture more money out of smaller moves, are paying more for spreads, and have to deal with short term randomness of price action. Why not capture larger moves, pay lower spreads, and free up more time for your family and your hobbies by trading the medium or longer term?&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:100%;"&gt;&lt;b&gt;7. Which brokers offer currency option trading? &lt;/b&gt;More platforms are starting to offer forex options trading as it is becoming more popular. For over-the-counter (OTC) retail trading, the better known ones are SaxoBank and Core Options. You can also trade options on CME/Globex currency futures, and options on the PHLX if you have a stock trading account. We are coming out with an OTC forex options broker platform that will be cheaper than current ones.&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;span style="font-size:100%;"&gt;&lt;b&gt;8. What kind of commissions/spreads do I have to pay for options? Are they expensive to trade? &lt;/b&gt;Options are a bit less liquid than the normal ("spot") forex market, so the spreads are slightly higher, but if you are trading medium to longer term it should not matter. I would say that they are not that expensive at all. With typical over-the-counter (OTC)&lt;a style="color: rgb(51, 51, 255);" href="http://incomeforexsecrets.net.ms/"&gt; forex options brokers&lt;/a&gt;, you won't pay commissions, but spreads can be from 5-20 pips depending on how exotic your currency pair is.A good trading for you!&lt;/span&gt;&lt;br /&gt;&lt;/p&gt; &lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809598482715058235-5143283115270168122?l=currencyoptiontrading.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://currencyoptiontrading.blogspot.com/feeds/5143283115270168122/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://currencyoptiontrading.blogspot.com/2011/01/currency-options-trading-your-top-8.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809598482715058235/posts/default/5143283115270168122'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809598482715058235/posts/default/5143283115270168122'/><link rel='alternate' type='text/html' href='http://currencyoptiontrading.blogspot.com/2011/01/currency-options-trading-your-top-8.html' title='Currency Options Trading - Your Top 8 Questions on How to Consistently Profit With Forex Options'/><author><name>FOREXFORBEGINNERS</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_1JfR8j-P5ek/SyQhi29S8nI/AAAAAAAAACc/o65GfePf1fo/S220/006-them.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809598482715058235.post-3318254405188006603</id><published>2010-05-19T08:11:00.000-07:00</published><updated>2011-12-06T03:24:43.113-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='forex megadroid review'/><title type='text'>Forex MegaDroid Review - Is Forex MegaDroid For Real Or Simply the Next Big Hype</title><content type='html'>&lt;style&gt; v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} &lt;/style&gt;&lt;style&gt; 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&lt;p class="MsoNormal"&gt;Looking for a Forex MegaDroid review? You have come to the  right place. We have gotten our hands on this red hot product, taken it apart,  and tested it out. Does MegaDroid live up to the hype? Or is it simply a Forex  robot scam? You will find out below.&lt;b style=""&gt;&lt;span style="line-height: 115%;font-size:24pt;" &gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt; &lt;p&gt;Forex Megadroid was released on March 31st of 2009. The product was created  by Forex trading legends Albert Perrie and John Grace. They have based the  software on the types of strategies they have used to make a fortune over their  40 years of experience in the market.&lt;/p&gt; &lt;p style="text-align: left;"&gt;&lt;img 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p3bnbu2F++ZKn56R+m+HaXPbC99dkfZgZ3lzz1VcXBnxaGnXM/tcR3c6z6y1/P8vsof7q968ZmGHz3b/KNn2l4+7H/huaEjzwwf2Dexf//2/c/s2Xfg2X0HD+45dHD34WUc/pZDR5Zz8NDug4f2HDoME+gBdqBn78Fv2fPcoT3PHQq04cW9Bw8/fejIMtZqFZDzyJ6Dz+85+MKegy/sfu6Hgew68DwALIKYPQdf2H3w8P/InkNH9hw6svvg4V0Hf7D94JHJQ88DIImhPBCpsUJmcslMLqmx4nvy5PjAVTKjW2pwSQ0uif6RLTd55CaP1OCRGb1yk0+id8MxT0ZmdAMkRpfU5AZIjB6xwS0xeqQmr8Tgkxh8UmOlxOAT6yvF+kqJoUpqrAb+QKTGShAGEOu9q/php8xUJTNVLWseCJxkZYZlYRKDT2aslBp8UoNPbqqSGSsleq9E7wWeVVnZ/5U7Au+CxOADow2PGDx6SksVGHMw7GKdS2b0yk0eobZErC+RGsvE+hKFxSXSFSssLomhdPXja3CBsZWa3BJTmdhYJLOUsHXWPKY0kyRMw3By8Mw8DCEtLT4zZV1BWlBBClSQGlyQEp6fGp6fGo5CRKAQEbkpYTnJofmp4XkpYajkkILkkILkIHRSEC45GJMcjE4JRiNCllGQGoxJDSlIDkIlQagkqCA5CNj5W6H8ZCg/GXpkb4XyEqG8eCgvHsqNg/LiobyE4OwtUPpmKCsWykkIydwCZcZAGbEQIhpKSwxOiQtKjIVSEkJS4oLTEiIQm4NToqCc+HVpm0LTNoUiYkJyEtcjoiAcIqqhRNlcoaopEjaUSiosFFJOWKmZ7LIzCw1ELnmrTU+lYrcKWNnFFqFdz8FlxRQg1pOzYzJiIUJ6ZG48hEkJwiUHoRMhetb6iTbni3s63SZGTjyE2ATlbI2QMPJxGdGpm6GMWChpPYTJ2JCDCE+IgbLSggnYTWzaVg4tgUeOl9CS+MQEMT1NQE0TUhFCKkJCRSqZmWp2tpyaZuDl6jjZJhHKocDbFFibAmtT4wvVBKeWVKQiOBS4Ei25zEAu1ZNcZprHynCbaB4z3WtheC0Mr4Xms9Kr7MxqB6fOya8v5LUUsrpKuZ3lgo4yfnsFr9MtaHcJu+pMpRUOm7vaUd1jc3UXF9Y4HdWm0jZVaYe2rF1X3mF0dejL2zQljWZPh768xerr0pQ1acub1a4WZXmTrLxR42oyuBr0JVVWd4OpvNZQWmtxNZrKGq2uFnNZo7Gk3ljcYHe12SrareVtdleHqaTZXN6qczZoixtNFW1GV4u+vElf3qQrawS/hrIWbXGjsbTZVNZicDaby9p1Zc3a8mZdeZuuvE1b1qota9WUtmlK27QlHQF0aks6daVdutJObVmrtrz5MY1r0ADQlTXqyxqNpc2rYiprgTGXtxpLmw3OenNZbaGnw+4dcvi2Q0qrV2n1KiwehcUDbJXNp7L5gL0Shfk7KC0+wDL/ygCVtVJlrVRaHmWWm91A66XGCpGuVKwvk5lcsPrLze5AgL4v47G4l8rNZQCZqTwQubliWVu52S03V8jNFd+N+Y4H9issLoXFBa+VGssAq23lO6yafGVb4IHXBq5SWFwrky/b7kpAnwMXZaZyublMZiqFR0lmKoXTgq0rrW7QgcejXaGwuJRWt9xcoXFUyc1ujaNKYfGAs+Lbg/jomFarbHVKa63KXqWwuWWWMnWhR1Ho5mqL0Wx1NlGUT+LhKax8VHZOWgwKuQ6XHo5JDcGkhqFTw9CpYQXIcBgUIgyFeOTHpIZgUkOwKSHYlBBUSlBBavAyUClB31988xOA/gblJwTnJ4bkxEEZ0VD2lqCchJDsLUFZ0UHZMcHpm6G02CDklqCULVBaYmhaXDAyBkJtXZe+GcqOgQqSwnLioIQIKCMWig2GOBhEbbGys8rssfIsMoxFiRXRUyRsJCF3Q2YKhM3ZxKVnGJR0GR9LxqTmpG4gobYitwSlxQalx0EZsVB2HIRDRqgYmVIyIi0KSouCiOkbxSSkiIjAp0cVIDcRcxKzEiNSNkHITRAqKZKYsxmFXEfBxqCyI1DZ4Tx6spSfxiFu4eBiBKREOTtDzEwX09NENKSYgpAzMrTcbA0nyyjMNwjyzOIChwJfqCYUaYhFenKJnlJqoJbqKCVacoWR7rbQK0xUj5VR6WBX2liVNlaVnV1lZ1fZmdUOVk0hu7aIU18saHBy24pZXeW8bS5Rp0vc6RZ1+6SdLnFXtamyutRV1+CobnV6m3s6entbutua/C1No+0to61Nw60NQ50tY51NQ801ve3NA4213R1tQ63N/ob6nq7O0cbm/sb2wZpOv6e919fpr+waqOkZru0d8XUOejsGanvH3G39VV2jvo5hZ21Xbc9ERXO/p91f2T3o2+av7B6o7B7wbOv3dvvdPf7yrl5f33CVf7Sqd9jT5a/uG/NuG6rqHqnrG23o72/s62vs6wc09PY1dvcCmnr6mnr8TT3+5m5/c7e/aVt/Y1dfU8+3AQ3behq29dR3ddd3dTd0r0Jdd1/VtoHKbcMr8XUNwXZV90hV90jltuGqDn99V3d1S09heW+xZwICtScoi4ANRBPY/yOwyK4VAGdWmL0Ki0dudiutXo2jyuZqspQ32N3NDk+LzdXg8DQ5K1udla2F7sYiT5PT21zsa3F6m4s8TQDgB6tgf6G73uGtL/TVFVXWF1XWF/oaCn0NDi9wNsA4vA0Ob0Ohr7GosqmoshEEBMbAnmWriiobiyob14pZtQlsL1sFUjmrmmCAp8hTX+iuK3TXFXnqgV3kqXd6G8Ci09sAAzx2T92qwFtZ0as6h7cWXgwIbrS56xzehqLKJrun3uqqtbpqTaU1artXZfOBm5bK5pOZXCprJXwcH5fPHhixqVJk9EhNbrGhXKgtlBrLZDa3xOKhy+1ohjKHKMRRBEQSBZWbkYuMKUiLwiLCcamhuNRQPCIMhwzDIcOwaY/AIEMBWEQ4DC79EfiMCHxGxLeLaeE45COZxqSGYBGhWEQoJjUElRIExBfoL1z5PhbfsNz4kMyYR+KbFRucGx2Mjl+XHROSFROSlRCWGR+anRiakxCSEwdlx0I50VBeLJQZDVEy11NyN+YmQjlbI9DITUoeprpU01JpZBOSFcI8bO5GXF5UfnokHhVDxaXERUEFmfGZyVFxG4PioqDEaCglNiQnNSpuHZSfskHNw2JSN+ZvXUfMiEGnbECnbMiMDcmOC8MiNuVu3RAfCSFjw9O2hGXGhqGSIum5CfmJIfj0DdiMCHzO+mwElJ8WzCTEaHgZemG2jJYqY6WL6WkSKlJCRYqpKTIGUsfLMQjygPgaRPkWGcaqwjm0xCI9uVhHBuJbpqdWGOkuM81lprktdK+NCWQX6C9QXkBtMbfByW4tYXSVc4D4drtkvR6Fv1LdWWmoqSp2V1c6PJ7a5sZj//3qhTcPvzszeWm6+/Js35W5/veme96b7rk61//BvP/mueELf2y9dnrgrTfbL53oen+m951TnW/9se3aqd5bpwZuHO+7eaL/5on+D452Xzvae+NY/9U/dC/Nji6cGLhxrP/2qaHbp4Yu/77rzvTo9aOjt05M3Tq5/caxiWvHp26e2nl9ZvfVkzvfP7Zj6fzBD07uWTp36P5bzy+ePfjJ2y988vaP7r31w3sXXwTcvfDC0vkfLp4/snj+yNK5I0vnjtw9/4O753+wdO7I4tnDt08fuDO/b/HM7sXT2xdPb78zP3V7bvLW7MTCzPjCzPjNmRHAwuxoAMM3pgduzPTfmOm/Pt23DOAH3Jz1X5/ue+/k2FvnXn7hpafdvsayig4I1DLLUNuq1q5kq5ahslarrNUr/QDwYAtKYFBc6521dndrbedobedoU+9Eq397c/94c/94i3+ixT/R1j/R7p/sGJhq90+29U+09o239o0HGoB2/ySgrX+83T8RSFv/+BPoGJhs6x9v7RuDGwL/Wm2XJYcBGUAqONuyVoGLa62C88BpW3pHW3pHV279yfvV2jfW7p8Ae/cd/8BEi3+8uX+sxf9ohFv8E60Dk22DU8394y39U63+7c19k029Ew3dYzUdIzZXi7G4ARxrILtqW5XS4tPYawFqW00gclu13Fatsleq7JVKq1th8ajsldqiepHRQxVZc0jiPBwPT+bgcZTczIzslDh0agQOEYJHhgKwqcGY1GAsIgQAxPdx/RuGSQ1Q5OUCHQqK3+WkBqFSIFAI5yVCuQlQbhyYcwjKiw/KSwjNiQvOiIayYoOz40IzY4IyN0N5cWGZMUGZscHp8UGpMVBaLJQVF4TaGk7LiqUgo4kpUQTEJkpGbEHyBnTKRlTqxvQtIfjsWBYeoRCg2WRkZYWSSUbkZ25EZUYrRQS1mIbJTkqKjkiKjiShMhHx61PjIrdsgJAJkXmImNTYcGRseGbC+tytUemxEcjosOSNQYjNoblbo7LiN2bGbUBnxCeshxIjocQwKDkC4uTFcfJiCamhQlK8gBhHLdjIJsRKaEliSqKQFC/Ax0toKUJykoiSLKUjJLRUOTNNw8vWCXJ1gly9MA8YRlmBTY23awhg2sGpJgL9LTdSXGYa+AWVr8/KrLSxviu+7LpiVmsJrauc1ekWdbqk3S5Zj1u5rULZ4THUVZVU1rhLvaV1DeXvzL68eP7I7fnRpfn+O9M9S7N9H54eWpzpvzfjvz83eHd64JOz44snez8+M3Jvxv9gfmjpVN+nZ0YfnBr84szEx9NDn8+P/en0+EenBv90evzLs5MfTQ/dPdb38czwJ7Mjn8yOLB7t+XRu9OPZwY9m+j474//kzOBH8wOfnB3+7Pz4JxenPrm446sr+x6c3/73G4funh7/+sqBL99/5k/v7vvrjRe+uPbC5x+89NnVFz67+sKnV374yeXnP3n/8MfvHXrwzoGP3n3uo3ef/ejdZx+888z9S/sfvL33wcWn71/Y++Dc0w/OPX3/7N4Pz+y5d3r33fldS3NPLc3tCOTu/M678zvvzW+/Ozvy4ezQh7ND92YGl/Hh7ND9uWHwC4yF2eGl60de//lgRZm5oswDwUXNshnVtatd3/8WMJmoMHvlZrfC4rGUN7ka+nkqB0dh46vtQm0hT23hKE0cpYmtMApUNhi+0spTWPhKK7DBYiB8pVWgdPAVdr7CzpPbgMFX2GHnSkTqIrBWoHQIVYWwHRgjUDpg1soDh/HkNp7cFhi8rO2T84C9WBUwCEK1Xai2wwPy5P6s3COeysFV2rlKO0/leEwRX+3kq50chYOrLOSrnTylU6Au4auK2TJHRV2/3dUGP8rIjG4wwxBY7Ur07kcYPUJjhdBYITI9nlPWloPpY6WtWqR3EXn6bIIAReThyTw0mpqbnp6fuhEUqvi0cBwyFJMajEFAGASERQZhkUFYRAgm9fEkL5idQISgH4vyI2lGhKARIUB80SnBy8QXlQKhUr4te78V37iQ3C3BeQnhOXGhGZuDMqODs7aEZsYGZ8UFZcdDyC1QZmJQWiKUEg1lJoZgUjfiEFHktDh80iZiclx+XFTa+oiUyDBsajwesTkjGooLgzJiodyUCI0QW1Eo4VIzzRpmelJkUmxwcmwENjslcVPEpjAoPTE2LSEKGb8xOgLaHA4lRUfEbwzZuiksPSFqYzCUGBWKRiYkR4VtXR+EjI7Yuj6oIDUGGRsaHQIlR0LE1EgFPkWBS7QyMxotTLcGW6FCFytRHiOxXIvXc5Aq6lYVLUVOSxaRtorJSVJqioyWqmSmaXhZGl6Wip+lE+epBdlKXqZBUmBTEexqYqGaCOZ8yw20Mj21wkT12pig+AVlL6h8awrZdU5ufTGvzsmtL+U2lHLayxhdLnanW9DhFne6pF0uVXuJtNNjbqgsqaxyuaqKq6vMp/+45+rx8WvHuz887b9xrOPa0bbFmf7Fmf7bJ/tvvNl9483eheP9t08O3D45cG9m8MpvWxfe7Lp1sufaqa6b873vn+q4Orvt2nzP5enOq0TCf7MAACAASURBVLPb3j3R9sF8z5XZbZdnut8+1nZ5pvvyTPfluZ73pnuuzY9en5/6YH7y2vzO6+f3XDu378rZp2+8dfDKuWdvXjpy/a1Dd6++tPDODxYvv3jz0pGFS4c/fOfIh5cO3nv7ubtvHVi6uH/xwr47F/bePr9n4fSOhdM7bp6evHl68ubpccCt0yN35vvuzG27M7ft9mzX7dmuWzOdC9MdC9MdC9NtMLdm2gELM51X53qvzPVfmeu/PNu3jCtz/Vfn/eAXGO/O+N89N/XL1/zVFaX1nnZIV1irddRo7NUae7XaVgXzfd56Bb74ekIA/MJHYiiXm912d2t1+yhHYaOLjXSxkSk100Q6qlBLF+vpYj1V+C00kYEmMoAwAE1koAr1FIHuMQa6yEITWmHoIttjLDShGUAXWQA0oZkhtgY6qQITVWCiiyzg73DA4rImgYAAOIwmNIOGoMmysMBFOCFDbGWIrfAiVWikCo0UgYHM11MEBprIxJBYGBILVWikiUx0sRmGJjJRhcbADiwD7gO8abDdZZ2hCa0MsZ0uslEFFqrAQhNaqQIbXeSgixwkrrGyZaTI1/GdWXV41ujb+aXHt1WzT2LxSK1esdktN3mUliql0SfXe9TmKpnZo7RVCrQlOJYqC89GEXloIh9dQMhNj8tHRKIQEZj09bj0cGxaGBYZhEsLhsUXC79YSw1Dp347KQFmG+BFIL5AfwMBc77fvm1LhPITgvMTgvPjQ3O3BOfGh8Himx0XkbUlNDsxPCMuKC0OytoanJ4AZSZA5OzNbFQ8LW0zfktE3gYodx2UGgRhY6JIyQmExOisjRAqGsqLhXBJoTnxEBYZiUJEkPLicXlxaVvXZaZsSI2L3Lo5PDYyOCoYigqG0hOjadjchKjw2MhgVHpSxtaY2MjgpOjI5OiILZFQclRo/DooMy4yMy4SEQXh06LzUsIIGesdEnStmemVY8u4Gb1OzoRX2mwmdhTSa42EQmGanrG1UJTlVmFsvEwNAyGnJcuoSTJqkpSaomSmqfhZSl6mgpuhl+RrhDlyTrpBUmBXEx0aklNLLtaRi1SECiO9TE91mWk1Th487fB4zoEDi299Ma++VNhYxmsvY3WUM9tdrHY3v90laq+QdbnUXZX2KndJuaukorKkod5x8eT+22f33Dw5sDQ3cvOU//bM6K25sesnxxbPPnXn9K6bMzuWzu49/+vut3/Xf2d+x8LM5LUTowsnR2+dGLh7aujuqaHFEwMLR3sXTwx8OD9+59TQ+7/p+vLSvlsnhz88PfXRuV33z+z8/NL+a8f8d+fGPjwzfvf0+P1zOz5+Z+/9t56+e3Hvp5cPf3r5yGdXfvDgnee+vvnSnXN7Pnn/0CfvP/fZ+8999Pbujy/uenB+5/1zOx6cnbp/ZvLe/PjdubGluZHF2eHF6YHF6YHFmf6lWf/SrP/D2aG7p4bunRwG3D0xdPfE0NLxwaXjg4vH/YClEwNLJwbunhy8e9J/9+Tg0smRpRNji8dHV7J0YuzuyXHwC4ybxyevXzz469d2VzobK4tGIW1htcZRpbZXgpds4M0b/PJt2bs4pdW71jQF/BJmJWDOATzDKi0+Z2VnU+8OttwORAfICiw6DKmNLrHSJVaG1MaSO5gyO0Nqo4ktDKmNKbPDPA6zMyUOpqSIKXGwpIVsWRFbVsSSFjIlDpbUzpTYACypnSW1M6VWpsTGljngYJa0kC6yMcR2tqyIIbYzxCDbd2BJCwOB/QyxHXiA1oOEIJ4pcYC0cBOQfFXoEgtDamVIrXSJhS6xMGU2pswGPAyplSmzseR2ltz+2GljiK1rpYK3HthJttzOlFoZEgvYfSD9jwZEYgvsLV1kI/MMDd1TZbXblFa32v7o7Sv8q7R6l79ctfrEFo/MXikx+2RGr8ZSqzHVKAxejaVaZnbLLR6ZvYKltubTxFl4bh5ZjCWy8vPT8zJicpAb8tLW56dHFiDDC9JCcOlhQHwxCAiTGoxGBMPiC79kg79zAAB5BXO73yGg8s3fGvRd8Q3NiQvNjg3N2BySsTkka0t4dlxEZnQociOUthnKigtK3wxhkoOF6C2i/M1cRKgZnyhGhFM2QIxYSJq2nh4HUWIgbnKoMGO9OCeKkADhEiBsUlBOPETOjpFz8plYRMbWyKTNYRuDofj1obERQXGRYcmbI5M2rUvcGE7Ky+BS8HnIpHUQhIzflJkUnbQ5fGMwFB0KpcUGZ8eF0fPj2eg4ASnebSE3OhnForRaVd7eOsXBNu1EBWukgtllI9Sosoo4WyV5YaKcCAM5Xk2IV1ISldRkBT1FRk0SUxKVLISKnyXnpCv4mSYlRifNl/MygPja1USnllxqoALxLdGSXWZaXYnAY2V4rAz4bVu1gwO/batz8uuLRU3FwrZSZnsZra2C2ebitLgEzeWSTre6xWWt8pa7K31l3orGpvKzx575YHrq9mz/zRNtN0+1f3h28Pp0z/VT/isnel9/xvb+Cf+533Y2laS8uEvrNUT98pDj3qUd12f6b87335jpvnt+aOnc4MJp//1LE4vnRt9+o/3a3OCN+ZGZXzUemVI8Nyp78Sn9OycG7r27//rpnXcvPbv0zsGldw4/uPLCh++9eO/9Fz9f+PmvX2w7OOn88s4v35/d9+DKjz7+4OWbZ/bduXDg1tvP3bz47PXz+6+d2we4emb35fmnrswFML/j6umd1+Z3XpvfeW1u8trc5LW58Q9mxwBXZ0avzoxenh68MjN0ZWbo6uzw1dnhD+ZGPpgbuTY7dGOmf2G6dyU3T/UsTPfemukDv8C4csp/651Dv3plh7uovqpkAtI7a3VFNdrCalh/geAu+97gySgsnlU/SAAfGEiNFeA9G/i2rNDT0di9g6soAqUfS2oHMkEX2WhCK1Vip4htFLGNJnXQZYVUiZ0oMGM5ejzPSBSYySIrVWKnSR0gjCyykvgmEt9EEZpoYgtdYqWJLWSBkcjTg39SAf5bBVmoIwt1JIGWyNfQJRaa2AwkjyY2kwUGitAIax9YSxWZqCITRWgEaylCI/DQxGYYqsgE4kEAnJAusVBFJtAQdgJ7VYhCHUVipMstNJmZJjNTJEaiUIfjqcliA0VipEpNMBSJkSw2BPYhEIrQCLYO+gZ+KUIjU2oGTwwA+JECVNNMqZUptdLFZnDnI/P19dvGS6o7ZaZylc0Dvnx4/OHHo7vyd75CMbtFZrfMXi21VMqMlRpzvdpYq9B5VCav2l4pNpbKCsuljjKiSJNF5OWQRBgKH4PNy89NykrfnJ22MTd9fT4iIh8ZUoAMRSMgNAICUxCY1GB48gGe7Q0EgwxFpwRjUkNwyDB8Wjg+LZyQHgHAIEPQiGB0SjAq6ZH45sUH5cWF5MWFZMcEZ8eGZsWEpEUFpW8Kzopdlx2zPnNTRNbG8PyYSEzcOlQsxM2MMlG2KnPX9Vop20u5O8vYQyacjxHnpsb4OAmNkkwPN72MlV7OyS7mZJETIXwiREKG22Wkziqzgl0QHQElR4cmR4dviYRSNq1TsKnEbOTmYIiYm0lD520IhlK3bIpZF5Qcsz45Ojxpc1jyJoiBTqHkJSA2QQpGhpabZRSnO2TpVSbUNid12MXcVy/zW9FN0pSBQkK7Pr/HQRgoZbok6RrsJiMpXk+MF6M3y0nxSkYqLL5KXrqEmaIR5zr0JLMKqxJmm2QYh4ZUqCY6teQKI92pJrpMjBIt2W2hN5SJgPg+rnm5NYXcager2sEC4ttQLGkukbSXsTrK6W1uRquH3ermt7okXR5NfYnB53V7quscFeWNzZ7zx49cP7n7zin/naPtt4913DnRc+2PXZ9c2Hny1SoFDvr5s85vll7p8aJe3mUeayYdHJVdnx6+OTd85/TopTdaLx/vuXKi9/Lx3svH+n9+wN7jRZ37XfeN0zuvn37KY0x6Zlg91sJtK0d/ceOVi8eGb57fd/Pi/qun9107+8wHZ5754MyBO5d+ePz1gd++3Hnv3RduXzx8bW7P9fm9i2/tv3Nu14fnJj48PXR3bgDUtosz/Xem+26d7LlzYtviye7Fk91Lp3oAiye7F0/2Lp3qWzrlByye7F082XvnRA9g8WQvHH93uvfeTN+9Gf+tU723TvWvZOFk361T/ben/eAXGB+c6l+4/NTPX+t2lZb5yrshfVGdvqgOTD6AAhYUNTKzZyVyk0duditNboXRpTA+mhoGVa3C6hPpyx/VO2a33OIRm8ulVo/M7JaZPeA7XKXVKzVWOCs7G3u281RFVKGRJbPRRCaG1EYVmWliC01so4mKyPxChriQIy+hcg08WaFUUyxRO/lyi0RTyJOZUUQeU2RkS8wYqowrsUi1RUK5WSA3MvhKtkjFFqkYQpncYJXorTKjna+xCHV2kd4h0hVJDKUijQPPEtAFUq5CR+UraGINX10o0DkpQiOJb+CqnFSRiad2smQmhsSgNJdIdA6exs6QGfFcBV1qIAs1dKmBJtHztQ6m3EIVGxgys8xSIbd4qCIT0FmG1EbiG7iqIrrEQhYYeGonTWLkqOxMuYXAUwMPEGWOsogld5BEJrrcTpdYiDydQOOgiXQcpUlqcvI1VrbCyJQa6WI9Waijic0UiVmgLSULDHSxmSoyEXk6mtgit3jZqhK2qoQmL0RzdHihlSp30pUlBJGNbfCSpYUksZUoNFIkZo7GyVJYhfpinspGE+kYEgNDYmBKzTSRgSo0grqYzDPUdIyU13WDz90efZ1i8SnMXrmlUmrySk1umdkjt4DTw/3Y8ElNXpnZJ7d4YWRmt8RYoXZUKW0+iamMLNSl49h5VB6KzsrEonLzEdnITWhECDk9GJ8CEREQFgGhERAKEZKPDMtHRBQg1xUgQzHIEDQCwiAhbBqERULYtGBcejgGEY5KjkAlR+QlRuQnrMuNC0dtXZe9JQS1NTw/PpScHkNLj8cnJuZv3pIUEp4ZtTFjc1hKJJS8AcqMDUFsisAgkvOTExPXB6fEhiRFQYgNkYioTYnR6xO3RMRthKjpYf0mZgMu9vbu+oXx4ssjmj/WkV914V720p9x4vfa8U87MENyxKA2Z5s6T5gGUZIgWk6kSYYrcUiopIx1YRAJg0TEr49fB2Vv3ZiZsD5mE5SyNQKZGJqZHLE1CkImBCVshtIQ6zKyNqWmrU9Nj8Rg4tJTQ9LjID4u1sBM1jMSGo3YgSJymzilibhulB13SJv7ogn7s3LOj8o4z5XyRmzUJk2Bg5cixK7nYyMNrHglMcrI2mpgJkmI0QYuwiTOljOS5Bxkk1fusrPNCoxJiXGaqIUGcrGRapVjXCZGqY5SqqOAj8xqi/luC91nZVY7OLVFvNoiXm0Rp7aIU+fk1jm5TSWc5hJOezGvq1TcUSFrK5e2uIStblGHW9zs0vq85e7KmlJfVV2d69yxwzfn9t04Pro4PbAw3fLxWwNXjnfeODX+i/2uMkn89jbe1zde7fOxXpzy7Wyz1RhJgzW8156uePXZsvri7MFm2rPjmjJNTKk6utODciqiXt3vvHV+7+KFZ9rKCp6fsu7r13a5iL84UFfrwO3us+4bKnYqsxorOK1egdtKqCtlbqsRjrdrj/7U3+1lNDsLjr7Y/PGlQ3fnd92ZHbszM3RnZujWqYGF6YGbp/wL0wML0wM3pgeun/LfmB5YmB1amB26OTN4Y3bw1tzwwvTArVOPWDjph7l5on/hpB/4b08PBuCHtfWR7E4PLEwP3JoZXJgeWDg1CFicG12cG71+cuLBpZd/8+M9JS5foW/bI/EN1F/wIefj62qF/gbWvOA1msWrsPpg5BavxOKRWDwik0tkcgVcqx6l1SsxlBf5Ohp7tnOVhRSBgSm10kQmusRKEZqoIjNVZKaKrHSJHdRiNIGGIdI99+JPP/76X19983Dp469e/82bRRXVDL6SwVca7e5Xfv7G0kd/+fzPDy/fvD+5+yBXoiHQ+a/88jdffPOfe59/vXD/00//8q8XfvKr7ft/cPfzv3309b8/+uqfL/70lyKlnifX0PiKgy/9fOmzb55+/qdYphz0hMzXErlqMlc5vufIvT99c+9P39z/878vXFtqH9rOkhvYCiNNrAH/sIrIVeLZcoenaeHjv/ZNPptN4LHlVqbUShdZqAILkaNjSmxsub2AJqMIDASOhiWzcRQOnqqIxNNR+EYMXUkX2QhsPVNmJwuMJJ6OJjLhmVJzSfU7N+59+MU3n/zlP1fufDww9TRbqucoTQKNg8jXYJlyikAnVBXyFXaG0DC489A7C59qi2pS8hlCXRlTZieLzUxlIY5vJAjNKJYGz9dTJGaKSM+QmNB06S+Pnn7zzPtclZnIkzMkBrpY/3gm3QQmfMgCIxBf8Anwo8caMNW7mvgCW26pBIILnwCw+EpNLrnFo7B6eWonminLJLAL6Nx8EhmDz8/NTMhLDcchQ/GpECkNwqZCaASEQgbnI0PykWEoRBgKGYxGBGMRoThk2KMvyZChGEQ4OjUsPyk8Pykci4jK37oua0tIbnwIOTM6LxHKS4AwSIiPhwz8LbgUKCsGKkiMTAiB0jduSIkMS9+8LiUKyowPy4gLStoIIaKhlPXQ1vDgpMjI+E3hKYkbUuMgETa2VYXpYibcP9jwp+d859pZb1Zj36gnv1pW8CMn+pAl/1lLwT4zdl8R9alitiEvgp8eitkKiWhIlZiASI5EpK5PR26OiQpCJEUR0Wlxm4I3rYdS4tbnIKJZuExsRkx8JIRKj2FTc5BpmwuwqVvioZSk0OzUMHreJgM7vZiXOeRkVbOTasmbhkWpT6syXrPjj1by3qwS/reH/0ope6+ZtNPB6DbhncwEOzdZR4nRkqNLhWmlsuyOEp5bjzPz0goVBTJqYrmJWqwjWlU4gxTl0JNMSoxVg3caKCV6SqESX6QieCwsj5VRrCVUmKjVRVyvhVFpY4Hit7aIU1/MayjhN5Twm0u5zSWcjhI+EN/2ClmrW9TmEbd5xI1urc9b7vJVl3gra2srzhw9eH366Wtvjt6bG7s1ve3q0ZZ756fe+8PggX7tUCWjXJn4/ps7nx2wvLantscl/u/DXad+1mdgraux5u7tM/xgsmiontdWjr3wxthvX6wfqKPfffvQ9fm9D957vtONq3Pk/P6l5pM/7y5TpRwYLdrrt+8dKOr08i8eP/DKgeYKM+b6hR+/+lxDczmltYI83iw4Mm59ccJ6/+Izt6e3L86NLs4O354evHVq4OYpPwCo8M3viu/NmcHbs0O3ZgZB8DIJhmUXSDkMLL63p/23ZgCDt2YGb00P3Zoeuj0zfGd25Nbc2NLZqXvnd9ye3/Xp+6/97tWnS1w+h7cLMjjrAcv09/EltFx8pSaX1OSSmd3g2oPhacslZp/I6BEZPRJzlcRcJbVUS8xVj69P7zLx5audNJGJLbczJBamzA7meekSK0NhxfHUdKmOp7ZQRQqeXHfx6rWv//mfn/ziv45Nz33z74fz5y4y2IIKT/Xd+59//tU/f3/s7Es/e+PMpRt//c/DX/z+JF9hnNj17H+9cfLjL/+29PEXr/7iN40dvWcuvvf519/8+vfH5s+/89Xf/vHjn/4CRaSUVzbe+fjLvz98eObdmxyZiSHSMcV6vtLKEOnoQvUv3pj+8h8Pf/7b4y//4vcLD778y8OHE3sPEVhitlSnNBeTOFK2VE8Xql11HSfOvlfXMUATqGSGIppAwxKaZdpyldFN4+pJTLVI6RRrnAKlA8+QU7galtgiVDn5ikKBskikKiEyNUyJTaAu4cltQlUhlirw1HX+/eHDi1cWXn7919fvfvS3hw8HJp8isIVEjogl18uNRRKtDU8T0LhyClv6+xPnLi98xJHoFQYnmaskcRQchY0q1JP5WopAJ9AUibWFZK5coDQxxRqx1rb02V/nL13LIbElxiJQU9OlJjDlwpDa6LJCqshc3TG2lvjKzL4V4vudcwA+0FLTowcgibFCYfWqHVUKq5ejLETRJblkTgGZgaNQ8vMyc5CbUKmR6JRgQtqjOd+CtJCCtBAUMhgoLxoRgk1dj0NEYRDr0KkRYBYChQgDfx1XgFiPT9tMyY4jZWzGpq5n5Mew8qOpmaECTKSCvlHD3iwgriemhzJyk5PCQhHrN6Vt3ISMCkmPhrK2QNlxUPaWkIzNIblbotJjNiZEh26ND0+KgQSYmG4Tbkyb/smL9Xf3Ft3arr82qplrY/3Gg/2Nm/y7Ku7LTtoPnawBSeZ2C61VXiBIDRbkR1NzNsVGQOnJ61H5CSmpG7OyE5BpMclbNyTFr0/csi5mXVBOSoyQgs6Mi9wAQZQCpIRHSIxfl5URS6dlM0lpOQlBIkx8rYHqt7FqiFs6CdF75JmvF9N+W0Y5WkGdruKcqOTOtWl+XS15rpB62Cd5rl7VpMot5SabKNEVgrQuO83vEo1Vq5sdzEoDsVSJUVATrTKUmpNm1xCKjdRSK8Oswtp1xCI92WvnlGjJ5QZahZEOvnbw2pgVJir4yAxMPtQWcRpK+I2lgoYSfkMpp6mE01bC6ywTt1fIWl2yFreo1SPu8EmbvfpKX4WnqhZUvmffPHRjZt/9M0/fPjF680Tv3fnRB2/terZXOuAjv/+H7Tb+hhemHFMtksPDRaN14v19xpefclQakvu8zMEqwdu/e+qFiTIrL/aDU88ce7XTpUmZ/VX/h+88f31+n8+UdmSH4+GXb966eLDdTX55b+VHl1//8dO1bRXMfzw48frhtiIl8q/3/rC73+AzZo63CjrKUHO/7HzzRzWLp7cvnBq+d3psaW4IVKYL0/23ZvwL04+MWzP+27MDd+YGb80PLswNLMwNLM4P3Z5dpq2BRe4j5V2cHYZZKbu3Z4ZvzwwvzA7fmhtZPDO5dHZq6cyO+xd2P3h779KFfV9e++UffvpMqbvyO+IL0BXWauzVYBoBVDHLrq7Hl5xbZnZLrR6JxQ3qXIWjSu2slVmrZNYqhb1OYq6SWmol5irwNApSAfEFL9wEmmK62MxROBgSC0vuAG/YGFIbQaBlqew8jZUp0xO4YpPTdfn24muv/1c2CrMlMfnc+be//vPfS0rdl9658sknX1fWtObhWSgynyXSH3zxFxev3HZ66hHZGIna/PnX3/zo1deTEZlqnfnTL74+Pj23YWO0WmP4x38e/uaNowV48qn5Cw/+9Je3Li/c/ugrc7GXzJYJFGaBwswQqOWGwguXbx2bf5st0SJzsL769vdv3H3wp7/JdTaJ2vze9aUXXv3lxfdvTu4+0Nk/8d9/nP2vN6b/eOq8WGUhMkSeqra337u998BLQrl5/+Ef3//875//5eFvjs7VtvRSOTKjw3V87u03Z98+/fb1xY//8uzzP+NKbFSOnikwMIU6EkOy4+kjX/zln5V1LcERG4y2oi/+/s/fHjuJpTPb+gfeX1i69+lX5y+97x8aJzN4fInq7fevLz34/Pj0+b//6+Gx2bfcNW0soZpAF9a09P1x+uLHX/376q2P9j73AoMrVuitt+9/9uDLv3/5j4ejew/mU3kshZEmMVKlJobCTpfbaTIbXVZIl1gDxRdMOzx+t1Ylt1R+V2SfJL4ys1tp84FfucUjt3iUNh9TZssm8XNJPAyZicHi8/LSctNj81LXYxDhGGQoFhGCQQbBoJAQGhGMQazDpq7DIMIxyJCCtCB0enBBRnBBehg2PYqQtSUnfh0pPYGUHktOj8EnR+RtDsNuTkFvSE4NgXCJEcz8jZSsCA42ISMmGBkVnhIZkRG1MTNqfU7MOkzChoItYdj4SNzWDXnxkZkJ4TmpG9Jig1kZGwaKyDsdufdeqvt9I+NnbsLPXOSXSwteKyO8Ukx6pYQxLs3sYG1t4SS3S7KH7ZwKbhY9JSw/FqLmbpEw8lNigwqytnDpKFRW/NbY0KQtYRtDoYzEKHRaDBefycIiCNlxaQlhXEZOXnbMxkhIwkdh0tez8zaWCXOatdjivIgeUswrRtxRF/dYBeN0NfdCHX+uhj1Tx5vrUh1tVx+uoO+vYP2kv/DFXvs2O6lJj+lzMkYqhMMeaVchp9ZAqtQRKpRYAxupYiIqDJT6MklticimxltVOKeBUqgmFKoJTjWx0s6tMNLLDOTGcnFDmchtoVc7OICaQm59Ma+pTNhUJmwo4TeWcZtLue2l/M4ycYdLDsS3zSvprJS1+AxVlS5vdV1ZZXV9vfv88SMLc898cHRocXoY6NR7b3Ts38Z6aYfh7rm9o420bS6MDA/t61O+MGHa0cp+YVJ59r/ajr5Qs6OJ99qu4l896xmvZ535Re+Vk7vGmniv7Xd99sGPLx6deqpX9dyk4+aFwxff3HVgtKiljPLj3ZXPDBe2lFFPvj78+qGmsTbJwvnDv36+bken6Pzv+qdaaIdHZH980fXg/PbrJ/ruzg8vzQ3cmem/M9N/Z85/Z85/e7Yffg92e7YfeIBxZ85/Z2YgkMDCFgZeuzg7+KjOfVzt3p4ZvjU3dmtu7M7piaWzU/cu7Prw4u57F/Y8eHvfg3eeuXfxwF9u/+bozw88El942mGZ+CptlUpbJfwU+e1cns0ns/mkVq/U6gUXlcLqBcgtXonRJTP75GbwLxSq5ObqwKlAlc0nNVYUV3U19e7gq51UoZEtt9PF5sDKly63UyQWtsIh1Dqz8OzGzqGv/vnw+R/9TKoyuH31Cwsfvvvu9dHRXf/5z8N9+36IxrKkWodAZaPy1Vy5WWksVhiceJrAP7b7L988HN++D0ekVdY0/vs/D9997+rep/f/4Y9v/vNfD/0DI60dPX/7x8PewXH/yNSf//mwrWeYyBLzFUaWWENgikxOz2d/ffj7k2epPDlPqs3H01//zZt/+ddDc5GrtqX7q28efv2Phz/51Rs1zdt+f3z++uLHP/nV7/70139Zi115GNKbp05/8fU/7EVlr/zkFw8+/dOLP37tyIsv4Rb5vQAAIABJREFUX3jn/cvXF8QKtaeu4a//efjgi69/e+zkqTNvffPwYXvfFIGuFClsXLERR+L+/Fd/+OSLv3prGlR604EjP/znw4fPHPpBp3/o63/+5/zlqy+89rN3r17/18OHNQ3NSq3hk8+//vPf/jV35uKPfvzTr/727+u3P1Tp7CUVNR9//re7D748+IPX5s+++6+HD3/w/Esiufb8pStf/+vhsfm3fa09OJaMrbTQpSaazAqLL03qoIktNZ3jFfU98JyvwuJ59BrAWqWwVn33ZHg0uQ+fBkqbT2nzgZMBaLHE6FJYfRKjS2yoUDuqJUYXnqMpoEnySRw0iYHGE3Jz0rPT4/KQUQXIcCwiBIsMwiEgTBqEQQYVpAUVpIVg08IwyJCCNKggHSrIhAoyIXRmCDpjHTF7S35iFD0bgYrdyMpOoqVuJiWFlAjRUtQWBSrexi5gpkWnrYMomZuwiNCC1OD0GGjrOih9U2jGxojcTRsx0VGoTWHkxA2klA2ouKCMeCgvOTItKoSWvLFNm/uTLuk7z5b8oUc2IktrIEUPKTKfLWHstdLaGSklqNAaxpZ+Y8GAhdhlJPQWsnlpITpScmepwikh4RGRDilNy8EoaPlqNgaTGoXN3CRn5UkYmVoeyirDq/l5uSlhhILYTGRY6laImLdRgI+Rote7eMnmXGgbd+vvqkUzteLjLvrxUuLZGsaFetbZBvalHsWFQcP0gPmwmzZRiH+2RfHrp+ue67NONSiHKngDJdxGA7HFTKs3UQz0JJcKZxVkqVnIagfHY2EVqQhmaYFFhi4x0cAfWZRoyS0uRatb6bOzvDZmdRG3qUICXrXVFHLrnPzGUkFLhbilQtxUJmx2C1pcgo4KUZdb1uFVtnkV7T5pR6Wswydt8uhA5QvE98KxI7fn9t+ZHXlwdmThZN/1Y913zwx9dHH87vmxs79q/Pr6kb3bBN0V+R9d2n9jdujatP/6dN/9tyaXTg8unR68NT/42Xt7Pnpn1635yU8vH7x7cf/C2f23zx+8+/8Ie8uoNvO17ftqS6lQL6U4BOLuCQFCiCsEEtwJ7u7u1GhL3XU6baftVKYzddzdLUTQ2uge2bNnb54Pmd17nr3f+3nXOj9E1sqH5Fq/nNdxHufxH7ny69LXDy6lJQfjrzREHS6QV2fyqtM4J8sUjSVeB3N5h/L4Vw/53TkZ3vkw72fNzZXBRk1HzejzvHeDhxa6KudbS3SdxZ9qobNkobNE116kbSucb8nXtBZo2wo/la69SNdWom0t/m8Z99PQ7H+Fb2uFprVC3Vah6ajSdtbqOg8s9B5e6j+2Mnx6Zfj00vCp1bGz78YvLA9d+kX39NX906GqWP/onP8ZuH2i8J/Kg1/cX+H7qa8x3H7+u9lR8RUqgU+k0Fcl8Yvme4dL/eOk/nGG5SiRMk7ql/iXCUyUYV31E3z/Q3YwdL40fgBDFExgejJFQQRXScPpG7+urc0tfGzrGv7H2trPv67V1J04deaGfvH72PgcEo0j8AxmS/2deV4kVxGCwHQTKGE4l6u3n/78x1p8WgGGwKg7dPKPtbX33/70y+///O6nX86dvxIQGNbU2qPWrvDE8uCI2O//vnbi4g2CM5fOlrjwPaksUWJ26S9ra2ev38NQWPKAcBSRcf+rV7/+a03sFdB47tq3P/+zoLwejCIweRLtysfLn32Rllv897W1iLiUwLDof6ytNZ44IxJ7/PjTr5qFxYMNRwtLSx5//fQfa2ul1ZVx6Wl/X1urOXLU3N4hNjX9h9/+VX34DJLgzhH5MLlyV3fx4OjcT7/9MTo1Nzmn+eUf/5qc0wSFqwYnZwYmpl35EjiO4hUQNKPRv2xuCwyL/Pn3fx0/fR5HppOdXPNLqv6xtlZScfDO/a+X3v4YGpmIITBoDM6zl82rb7+lOrtX1x//7rc1T79IGySJ5xXGEPrQuEoq35cm+PeXz/GhsLwTc6v/G74iZcwn+BquBKFPzH/A969/w0KfaKFPDM9bxZFHGG6hDLZfviKKKQkmuskN/S+SRIcgkGCIDcRuN8J2K8bGCGuzDm9YuLAzQtkbIe03okEbUPYACgSgHACkI4AAAQj7dWj7rVBzE6qjNcPRhmyxi7APcLVdXxPv3nQ9QtMd0P6l06ubspY7KRFiuMVGAG29kYbYCbcB7HYD9rsBh53rwNs3wrdtgZtsJJntwNtsczQFLHcA9rvWWW3Y4GS2K5q2d+B0xMBx31txlBoJKocJqZKjTquYB31p1XJCopOpirw1znlPOtemVEmoCHDyxu5IkeIzFYwED3qUmJTm5x4po0dIaRGeznIWIsyLFiDBe3NhfkKUwMnaCbuL62xLRO1AQrfQCaYcuqXcxSqcaSWxAbJZ5l9lSZvS+c8iKU3R1J4kp9YobFMEoieJ2p/jPnsksL3c+3wk5XwS+0ii+/Fs2fF8eUUcJ8uflK4g5AU55wa6pPhQ/Zj2gTy4gglSsKF+fKScBfV0g6SEcg37xIFifJgnJURGSgxyz4oSJwQxIxXUGD9GeiTv32ovMzmYlR7OzlLxslS8jAhOepR7uoqVHcnOjeJnRQszo4WZMdzsGF52DC892vNT55uSEjXw5pKu88T061x1U9ZSV8ViZ/lcS66+q3C2LW95oE7dXhvrYfbyWvzrG7FjL/KWB+o0HZUzLUW6ziJtR76up0jbVaLtrnw3enS++8DHyYu/6O6sDF9eHb2xNHTz1Z1SH7Z5SRJXN3BjYfjqTMeJ/q+r39zO7XxU+NWV+PPVkiN5zLxwh7o04nRTiaajaqWvVtdRPvs6T9dW8qm91XWU6ttL/43XYk1L0Z/tcFvJJ5/vQnupvr38/935fsKuvr1c316pba8w6AyGnlfXVafvObTQ27A4cHxp8OTq6Lm3Y+dXxy++n7ryfurKyuiVnzVPX3xxMiQyJiAmF/ik9v5n8/sX+P7lvjKW7xXN94o1LK39mVOjDBH6hMr8IoTewYFRKfLAGI7EX+wVwZeFcWWhBgXD8CESv1i+d2RQbG5KwQEG35fgKqNxFCQ3TwpbQWJ5kd29DYV39aCyvV2EvgiS2+3Hr374fa17ZPqXf669bu+NS81G4Kn1R8/87R9rFfWNIBjJiSMzpDL7hicFRWVypEEkhvh1+/i3v6xRmRIcxf3KZ48+/PSPpMxCT99g/xAVAk0qLa39Y23tx5//GJ/WT80t/bK29vRNB57BIbnyaVwp1plz5PyN7/+5lpBVBsO5IEkufJnf2OzSwru/IfCM+1+9+eWfa2RnDprk7Bca8/Mfa/VHT3n4BH382+81hxu/ftmi1r51duaVl9d/992vC8sfv//p959/++e8brlncPRAQ+PZK59pVz5KFQE2YGROac3HX9aSs8vQZHc6U0ygcTx8Qla/+3V4YmZOt/TbP9cuXvuMI5ZHJab/+q+1/LI6RzSF5MKBoIljc5rW3oHy+kOr3/8kUfiiSU4gODYkKumn39cONpx51dzz7FUXHE1zYUmsbZH3Hz7/8cc/6C6CJ887xtWrbEkgwU1KYXsbjmwhsbyIbnKiqyfZzYvK9CI4Sf83+AqUsZ/g++9/4iied6TQVyXw+TQD+JPFfIVK4h//6XcX+cZK/OMNjgi+b7SzJBBOF0BILCjZFYojw9BwBzszhO02jI0x3nodwRrA2qzD2hqh7DYh7bYg7bYg7TchQUYohw1wBwBqDyDsjNB2OzBWO8k2+1zsTfG7AT4YeNQQcLuGPfRAvvY24jedIj0IuFQLWxiuV3nZmW8FyJAdGPvt4P2bHPZstN+x3nGbEdTECLplA3znZutdgOlOwGwnYLd7M8h4p+te02IBZKwxqKeaez8GfSOMmYbbW8o1bz8Y9CBdeNwbXSm0zaTvaAwmVXvAjoVQyzxQIbjtx2MFOd7EwgDXdH9GuAQbraRH+TophOggOVkhRPoKUXJ3By+2I5tkRoFtEzBBfDdHDGy7yA2s4CDCuAghaL2XNXAjmv0yy+NFsttTFaEljtqdSGuPRA3Ek6Zz3IbT3aYrvdvzpNejnK4kcc+liUuCaXlhtKxgaqIXNs4DVZkoKozkxHgTEnyogQKELwcS4+OkYEP9hdgAEa4wQZ4YyIqQU1Xe9BAZKUCE8xdiI7xohs43IYiZFMIyTNsSA5kpIe7/A18VN03FSo10y4pwz47kZkYJ0lX89Ch2RjQnO4aX9n/Dt//1xfnOY4vdFbqOfF1bxXxT2WxTvqa9cLo5991ww9FsVn4wvv9huUq492wRa+pF6ezrGn374ak3xfruGnVb+crAkZXBY+9Hzur7Gt+OXHp9O0vdeeon9Rc/qe//sfJc3XW+KpVdl8nV95/5beGLprsZD85F/Dh37d3wmfejJ2ebq8a+yS2PBp8soH0caZh8njP1Ivf9QN0nqUHfWabr+B/yGh7o/20+M8B3saNssaNsoaNsoaNM3176qT4x+q9leGuho0LfWaXvqNZ21mo7a/VdBxd7Di/1H1sZbFwaPrU8fGZ1/PzbiUtvx6+8n7z2durawvDlH+ceP7vT+Cd8vYJTDPz9BF8Diz/B95NRzGAq4nvFCrwShIpYkTJG6hMj9YmS+IRJfMK8g6IUwdHpBZWqpGzvwGhVYk5EbHZIVJbUP07kG/sf8E3Orye4ymAkDsZJhKTyUXQRgipA0oRImhDlxIdR2FgGH0F1Q5Jdu8dm2geHJT5+kzr9zQdfmjs4QnB4sY/fh1//Pjqv942IBWPpNHdZ7bGLS9/949KtpzZQCslFNqH5/nX7OI7Kh+Fcmrsn+ic0GKqbA4poCUKwONK5ueXJmYWzF25eu/3w8mf3x7XLk/pVFJ2Fd+VhGBwzR/Tlu1/Pv/vFWaCA4JxDY9Nae8b+vraWU1wLw9Knte8eftNEY/IReHp0UtYPv635h8XSmNzhqfm5hbfL736qrj1haYFITMj77de1ew9eenqFenqFXLx899bdp2y+17M3vZ390ygS0waCP3nxzvK3/5D5hIPRNCyNhSA6KwIjf/ht7cTZi7FJab/+sZaQmrlh6y6xV8CkdqWld8xN4A3DO9UfP/3b2lpyTmFNw4mf/lg7cvoCDEt14Uhet/cvf/zZyz/y0bPW5Y+/KoOibcH45PTi99/9/virZjia3j+qa+oaB2OYaCcRzkX252k0NBGSIkCR+HiaGE8TIfDspOyqv8L3r1YzA3wNF8MnP4PYP1rkFyXwieQrIz7xl69Qif3iDMX2DOcrYsR+CWzPSIEyVhQQx1WqcO6eMBoXRmejqC4YEsHBwRxutwNju4lgs55osx5rsw5jY4S03Yyw3Qa33gG33gGz24oAbYWDNiLsjBG2W7G2O4m2e6m2e3B7ATdbYPhh3q+jtS9OOz1rxE8+CljTVLd+xjpfZf3P9/U/LhxPiUA77gOQVmYQU2vb7fttt+wCbdkC3mzksAmw2AjsNAG2mAA7d63fv20zaP0ep627HmV6jx9W/O1G2PJxZXe+8rKC8CSVPnZUcS8Ge1JmdcEHcT2UcimQdFKJvRBKq/dEZrGsKpTEIiUhTgCNk6Pj/KkKEcTHC+2rwCvlGH8ZTu4ODhRhgsRYvL0xA71H6AL24GAoGHOI+Uak+foQJkIC2hKH3/8gyetRrOBZgltLqmtnslNnDGEghjCX7rpUwF8slE7kiibK/Z+k8qslkJOxnIpQRqIMlqLEJShxsV7o9EB6aZww2puQ6E+PUlDCPQnRSrrczTFIjPdiQUNlpHh/psqbXpggz46WJAWzQz3IMb4ucQEuoZ5ElZIWH+hqgG9SkFtKiHtamHtmJDcjgpMWwU6Pck9TsTIi3TP/b/hmRXNTozxiYyJUsQkGt0Pvy/Nz7cemX+cudZfpWiv1bXW6jnJNW7Guu3L8RQkPDjxsTP3qdHpljEuat/XY0zJtc+Ny5/mFnhPqtkMfxy4t953VtB9/P3zl3ci1te+bzpR5n6/0GXl5uPVeiab7zLdTtxYHLtRlMmO8LMebajXdDVUp5I77afMddbMtFe+Gj/0w0Viisj+ZR17trZ1+mbfUVaVuKtC0FC10VS52Vy12V+k6yg1Kgq6tbKGjQtNUrGsp1bWUaptLtM0l+tayxdayxdayvxLWQOr/rr/wt3yxu2ahs0bXVafvrl/oPbzU37A8dGJ15Mzq2NnV0XNvJy69nbi0PH55dfLq8vhVTf/F72cefnP7eHBEdEBMLmBA7V9L5p/wyfPw10gdgXcU1yuC6xPG949084l09Vax/VM5igSBLMjDK1wWkBqsyi7MTK/JS40P82HQ8FSWG0umCI7PiEkrCo5JVYbGSgPCmBJFYHxaeukBDEPsgGPhXeUOODbaSYSkCWAUFpzKgVDYKCc+1oVnA8dKfQI//vjL89fNlhZ25WV1a3+sNR66gEc4kzFuVcUNv/y49tMP/+rrH9Eurvz2r389+Oord6nQEYtUhAW9/fmnS3c+321t6yKQ/La21j08jyML0AQulsq5cvfer2trMWkF+61xJIrYyhJ95+6Xf/zxR1hoMAqBxGJIrs7CiQn977+vjUzOTKpnf1/7+/e//Hj22kUUjULjcz788Y+rX96zRyMdcPDGC6e/+/sPbnw3MBL67M2rX9fWXrR3OPPZDig4gkh4+NXTd99+197R1Tfcv/rtuyNnGrhy/rf/+PHOVw+sYY5QFPZ1a+fCux+RLqz9SAKZ67XXHlF5+Mjva38kpsQiEIjB3unv3v8RFhwNcYQ2HK//19rv8wvLoxOza2v/fPH8KYVGnJyb+uWP339Z+2Nkbmzhnf7va780nKy3B+9Txfp/+7fld98vDs70/fzHz5qlJb7Iw00g+m1t7eaXj/aCwESuEEpzg1I5UCoPRubBSTwEhYOmstFkNzjRJTqzLCy1ROgfy1WqDLYWnleYIalSoIgQ+0bxvcN5XhFCZRRHHi7yjWXJQoU+cX9afX3i+D5xHIVKHJhA5ftyFCqhT7Q0IF7kG8P2DFOGp3kGJjHF4VL/NLFfApomsoJRIBg6HE8iUKiWVvtAtvvAtjuQDjuhVhvRtkYYOyO4OYC124y22Yyy2UBw3IKx2YA0B4j224hW20n7TZBbAS/M/kMx7CMxxJpQ8/OZthdSzO/loe/nIFoayJ1nnVpOO/dcUd6v8c6QYEEAgDQxhm9fb78VsN8OWGwCQLu27DVaZ7l9015jwGIHYLkdsN213QoATgThR2slf78RoauT9hZImjIFAxXCD1di7oQTLnjAbvljLsgcLvtAPwvHnQlEHFQ45PDNa0NI2QpMvCc20ZcWLqcGeBCDlHQfOcnXk+gnRvoJYUopXCaAsBjmWMhmfzE+wovBQJmC9gJs8n4fd3uWPZDFsXqWJ3+ZymnOYj0IRXwTiXsSjH2T6PIgBHvGw+ZZultHibS9UNpbrrziiytjWTYEUdPE0Fg+JMublsRGVHvgjwXQz6WIMrzRcpadnIcQuUICxSQfPiJIivH3QPpKEf5CbGaEKCtKHOvnGiwlJgWzM6JEoXJKWqQgM1oc5eus8mGkRQryE+WpUcLEcG5qlDA5kp8SJUqNEmaq2JkqdnoUNy1alBYlzlBJM1QeqSpFbGyYKi4qJDYsKTmk79WFufbGmeaShe6SubYCTWfpfGflXFvNwuCJ+iw3GgjoeVJ9qkJ+okyWF416eiNmefTYRGvpwsgh/fChpdFj6t7Di8Onf9Lc6f266ssLCf4c0wipzcFc7tEiwZ3TYTOdh3WDx76fu9xQyIpXWMz3NBwrZl8/4vOr/vZ028GrhxTB/G2HclymmqpmmqpXBo7MvC5Vvyn9Zerc3WPKgnDIxKtiXVfN5Mv8+dYSdWv+bHOurr1I3Zz3pxDRXLLQVq5vrdC3VmjbywylaSs17KrNtRWp24vV7aXzHWXqjrK59vLZtrK59gp1V7W294Cm56C256iu99hC36mlobMrw5dXR668Hb32dvTau7Hr78euvBu9/Hb03OrI2ZWBk7re4+8nLj/9oj4sKs4vphj41O3+h+fMEPXwZ9fz71QdnrfK3TuK6RnG84kS+kSzvaIkvnHe/jFcsT/PNyEkOqM6L+NCdXZlWgTawRxYbwRs32e03WyvJZgrU/qFx6pSMiS+wf7RiSmFVViGEEbkYhgSOEUII3NhZC6CxoaTuRi6FI4XoEhCB5SLWBF58dbjtNxaBJ6NIvIuXHt+9uo3BLo3nCQCodkiZdzpKw+ftXRfuXUvLj0HQ3UDoWhQHCsgOvvmly0BUTm2CGehMvKzR6+zS+tAaCKO4eLE4524ebn29AmkE9MeTYeTeNZgp4i4ws8ftEgV0UgCF45jM7mBpy89vH7n5b2vW+88aTp25k5sciWMyLdHciR+qTe+7AlNqLIEu0Fwwor660dPfUFmyGE4fmLmgfvPBv1V+bZwd4Z7EJosIjt5FlecfPy0+97j1oy8OjCGKVFG3/yyJSq10gJMJ7v5nLzwtKDqIoLuiXDyRlB9HbHSxLz6MzcecWR+Fg4kv+D8r57PJGYcAiFcYFTXiLTc64+bHr4cyio4SiTL0HjR5esvi6vPFVef+erlwOXPnoZFp6OJTDyZhcG7BUWk37j96uGzgcMnbrnyPW0hKA+/4DuPnyvCY+zQFAiJiXYSwSlCOFmKIEnhRBmK6IEmeaKJUjhekJhTF5JQwPWKMLh0hT7RhghQz6BEoTKK5xUh8onmyCOkAQlCnxiRb6zEP1HoE8f1inT3CBP5xor94pwFfsrwtNPXHwbFZjO4cqF3qFgZ7hue9ORlZ8PpG2yPUIlvnNQnxpmrKKw8mppT5gjH4vBkZ2cnG8u99pY7rPeux0N2Yu2N0bbrqLDNGNt1REdjjC2AtALwoPVEh804my1oMxPELhMpFn2xJJ8D2oc0BuoimSX+qEsZnJcHwzNdrYT7AOY2gLkb8MOZ1MWSOz7PSVWg7I0Be+NNEBNzU8DEzmS79TYAYrbOdBNgugmw2b3BwgSw277FGgCiSbsmjoZ8OBP4/njgk3j322GMrxPIQ5Wyq/6YepbNeU/MGSnylAf8agj1RACuVGyfLbSrCXdOkaET5aQ4BT1K4RTmRQuWUwMVNF8pIUhCUHAQHjy4pxAl4yNlHLjcHSlxBjuj9zmhdjNJe51Rm9gQoFDu+ChbeD/W6VE07Zt45kUF9BDHPIe0ORVvdDoQdSEUdy/K6VUi70WMe0eG/LgElUI3y/cjJnmgs2TYYjHmsBT9eRz3RopQ5bw/RASVsyFKLkbMcPRigf1FSDnfMdiLEC6nypnQcDk1Mcg9wotWlRUYG8CMDWDmxMmKU5UJwe6xAcy0SEFegmdatChFJUiPESdH8pNVwhSVICPSPSPSPU3FSVEJUlWi9EhJeqQsJdI7Jib0P+CrbquYeJkx31Ey31E2/rrw24lzD89HpvpD81Xkhb4r9VmCL07H5UURXnyepus//nH6wkhLzXeaG4tjZ3/U3V2ZuKYfuvTkctqFWv9kf8SlA/4fpm4ujZwba65dHD41+qZM13907f2jc9UeJ8skZ6s8K1MZB3PZuSpsRYrT69sZY69q57sa9N3HOr7IVLce0LUdGHiY33Y388ZBn5FnZatDJ5b7GnRdNbMtpZrOck1b8VxzwX/D969q76ddYU1bsSEWUt1Roe6omGuvmO+s0nbVLfQe1vU26PsaFwdOLg+eXRm5uDp66e3o1f+pkQurw+dXB0+tDJzU9xya6ziwOnru8e3qUFWsb3QR8Elz+Ou2xSf4/rlw8SnSTBHv6hUvCcqQKlQiiZ+nT4QiINonOCYsPts3viA2Je9Uedq1kqgLBWHVaWG+fgFworPJTvPNJnvWGW/duHWHUO4dEZ+UmJ2bll+Gc+JBsG5QIhtNE9ljmGACG0JhgwlsNFGMwolxFAmWIkDSWA4EqjkSjXB1Abs67YQ7mJOQEHeSJc0RJSJY0Kz24+z2w3F2SKYFmAFCs6msAEcMH4QR2KF4EIIASuI74t2tkTQbLB1GZ6FcOHAnDoQsAOF5CLoERhMgGGK0q6cjRbIX4gqmeiBdvCFUIYjItsG4gkl8SyjTAce2QZOskBh7HNEWQ0Q7sy0ReFs0BevCQ9Ld7TBUWwwZQna2QeMcCGR7PB6Ep4EpIjuMAEoRWiOcbBAUewzVEeNkDSHDyVwInuuAYztguQ4kHojIBdN4dmgXOIZFwPHwGDEJL8PiOAgUg0hlo3FMMMINQ5BC0WwsRUB05jqg8GAMGYQimzmi4VQOyd3DGsGwQzJtYCxrqLsNlAPFiNAkTzhJBCPy7VGuFhAKmOhqASM7YtkoqtQRy7WGuWKdPJEUCRwvwNE8UCQxmixBEaVIggRFlKJJMiRRBMfzEnNrg2Kz+d7hhnxI0b89LZ9ODJEFJrpJQ/iKKI48gq+IMmyQpxcfFvvGuPCUnv6xzhx55cEzQ5O65q6R1MwiNt9TIPW+9+ibed3q1Ky+sOKAE0vIlficv3zn2x//+eJFJ4slRMKwMAjUxnxfhL+nr9gFYmmMtF6PAxlB9gEoS2OYmRHaeiMBtAljtx5pA6BsAJTNeozNBn8Bxo8LdYUaRXnap/iBvF2BA8mEMzmiyiBamsxRjlvvSQBiZKa5kY5XDno/upISJcdATQHQdiPrLRvtt28x3wSYbwLsdpmYbTLasxkw3QjAdprAjAGyCdB7NGX6gLe+IeiCH7Wej7gfjrsbhKx0tahwAx/gIs8pGXU8eBUPWiaGl8jQRV64LDk+XUFL92NGe9Ki5PRgKSlAhI9Q0ANE+BAJJVhMDZbT/WRkKRvhJyFxSXZcoq0PH4ey2cBzsWKTd/KwRgU+iDolpJZvfdGfcC2AWs2xTyPvjCVty2BbHgzEXYl1uaBEf6Nitqg4s0WhLZnex32J2Z7wWK5tiQh2I4zVVeDbme/zWSyzTI6M5Dr4sCD+XHQQn5Dk7xYixVfk+YR4E2WujqkhvENFkbW5IRmRwpwZgleRAAAgAElEQVQYaUKwe7AHKStGUlcQVpDklRktzoqR5MTJ0qJFqVHCtGhRUgTvP+CbGiU0wPf/s/OdbW2ceV263F2tbinVtFZMN5ePv6w8VSo6nM1LDyZ8fTUvzhvVfLeiNkOQFYYviCE3lnv+qH/49e2C7FjGw+s5Q29OZERQM8MpddnilABk873CxcFzc51H+p4WTLdVT7WWtT/I/OZG6pF8sZfLdjYGCJFY3T0bf+1o+MF8UVUqa7Kl8USJ1Mdte6o/ONUfnO7vkOEPSfQBv7iZo+87d7JMUhSN636cP9NSNd1Upm4rn20q/nOk1lyy0FauaynXt1YYtAh9a5muxbA6XGTwBc+3lmjayufbKzQdVfMdNQbyLvUfWxw4uTRwZmXo3Orw+dXRS4ZaGbm4MnJ+ZeT88tCpxYETS/0NC72HtZ21s63VyyOnH92uCFXF+McWAf9B3v9edfu/glSUCeKQQhdxtFgaEBsZnxCXHBYa5e0XIvQOFgXFR8bEn8wNu5WruFceeiZPlZWWnJZbqvANsbUDA8B6401bgA3rbUAOCakZFbWHXXgeUKwznMzFO8sgFB6SIYYzhEiaEEkUUJy8USQhiiSEU4Qwkgjj6muHlaCcQxD0MAg5BEFXIWkqO7Q/lBiIpgRj6cFIkhJJ8kaSPSFEHoouRNDYCBoL6cxGOnNgdDaUyiOxFDhnhS2SC8F4gWFKB0cvMEoAQjqDcHR7Ah1C48AYQpir2AxNQ7tz4a4sWwLFgcyEkEVwqtyRJMUz/dF0OcXFF0P2wFE8kTgpliTH05RokhxJ9kRTPbFOnmQ3LxiJg6IJEHQJgi5BuUiRLkIonY1y4dpg6WiGAO8iRZD5EDwbQeGhXQUoJteWRHZgMCBuLGsKA+wmhrl77Ke47sSSHHl8GzcWmCfdT2ODmB77ydx9BFcoR2LNYIBcmUgmD+0qsMFS4VQ3AlMAITqj6VyMkwBCYiFpAiiVj3GVIWkCFF2IpHKxThIQUoB3CkQTlQicFxgpReLlWJIXAidCE4UYMh9FcUeS/zyHGE5xhRCdE7JKwuKzxb5RUv8YQ2rHp+01WWDinzMAeaTYJ5bjES5QqPieoeEJOd3Dcy0943ml9RLPQL+gqDv3no6NzU1Oavp6h040nrlw4ZJWqx8fnZidnpuamS6vqHr85OnK6ketZun9ux+LCyqt99vKJV6XT51emZ++c+m47d51ePA2HMgYbgkgLTaRQHsJDjsxtiZI281Y0A6M/U6r7YD97q2gPTvtd+/A29pirc1tTTbabzcG79qC2rnNxX6fiLjXDQmw8es9GPvcMPvdMVAWGuPBcLbaun6/MWC3Y5Ppuo22W6ytNlpaGG/bu8Foj7GxxZYtYBMjByPA3gj4+kD2+KGwFwnOBUyHWjF2rMa/KcXtgBB+QEo54kE6JCXkMmyKOJBqJanIE5smRSZJ0Ame5ESFc6yXU4w3I0JODfMgh3rilTw4n2wtcQbL3GECVwcm2cKTgxLQ7L3dMS4YS6jVRh8PMptmRXFYpyTtUUKNotAmqaSdp/zIT3N9r0ZzSrkOyZRdfvZAHmP3k0T263j2YKpoKkcxVxXalu9dwDVLppl8mcjtyPAYzZXPVgQ2ZUvOhNL9KHuSvJ1kNPtwMSVUTFB5U2sKg0qzfGWu4PxYr+MVcccr4qqyAkM9yDlxsggFPSHYvSzDrzo3uChFkRvvkR0rTY0S/v/CNzPKMy1K+Qm+iUnBvS/Pz7Qc17fXq5tK5lvK1c0V306ceXAqJJi3O5Bt6sfef/1wXLIfsfvR0WQ/YjDfbr7rclIALj+eF+6N82BaPrhc+PqLGn++7Vjz6YWBqyoPu9n2xoX+EyMvyx6eDbhSz7/VIDqW71yb7nbreOzJMh+6I3Ao32Oi9UxRPNOLuTdGAVf3XA7g7jtToVgZvhIts6lJdV0dulKVyj5d4VefyfVl7VRJLTu/LFjqOzHVVKVurZl9U6Ztr9C2lmuaihfayg3YNZD33/AtmW8u/rNayzStFZqOKm1Hva774EJvw1Jf48rAqeXBsytDFww9rwG7hvjKxYGTiwMnlvqPLfQeXuip03fX6joqZ1sqFocaH35eHhoV5R9b8P+SHQw97yfBl++l4nvH0YURitCs9LS8qKBQOpFsb2W319QMMN4GbNgmFPJvVcU8KlY8LPa5WawqSI4OCY6IT0j18w+xsLRet95ow0YjAFjvCIOnZ+XzpEowkgonsKA4FoTIQVAFtngmmMSHkzxRZAUUJ0WQPJBEERjNgaK5CIwQihDCoRKIoxAOEiMdZUSEkgjzwkAFCCgNiSSi8FQYloymMHAMJoTsBKcxEXQ3eywNQXHHOwnBKGc7MA1P4ruz5P5eAYkRkf5KYXSUt9KHwxe7oAgEKIYGxrgQGBIY2ZXEEjoQqEi6O5joBiUKYRS5HVIIQfFQGC7IlkTGcfAIZyTECQF1QiPdECiWvSOVQOQ6gHAYjBMKSUdimA5wpiOWjaDI7PEilLMPnKqAk7xgWDEUycPguCg0E0NgQJBYJJkCwRNBRBcbLNMOx7dEchBO3lCqzBrrYolm2OGY1ii2I1qBoahwlGgUMRhD9rJyZMBwXFsIHYZzQRKcEVgihkLD0p2gZArSiWWFpmLdPB2JAiRF4gBnIxA8DMqdSGHAUGgElozGu0DRLniKCE+VIglcFJmHInMM52MjqG5IKhtOZkEIbonZ5ZFJeYZjhLheESLfGMPo1WDaNWQkxaaVhsXl8mUhIq9QjtQnOatofE4/PDY7NDpz/95XRxtOTE3Mambmh3oHJ0ZGJ0ZGRwb6NbMzk6MjC5r5ifGh5SXd0qJWp9HOTs99fP99R3PXucbzYwMj36+8++XDu5avH9qabnYwMwaZrqMgdgfKMK74HRBzAGMPYCEA1BpAOgAwW8DGDLDYA4As1u/aDOzbDiBBu+xNjez3bILu3Qky2W5pvNlmi4n5xi27gfW71xntWb9xKwDs3bhxn/GGvUaAhQlgtgWw2gaYbQL2GgHmm03MNm21MTFx2ATYbQCsN62PFzj3HYq7o3KKwe0q5YKfRtOvy8FlTNtSDiKLZplC2JNA3Jntbl2qwGZJ4dFcUIwIESZAhQrx0QrnSDkjWEryF2KFTtbO6J0OpgARZsJ2thVzoAKWI5du64oxc0VbQs2M8WBTrhsa4bBzvzHAg5sVylmxJBvmVuCID7K1NPBNtvcxNuiQi8XtUOqrNG5XkaQpxaUrxWW2WDxTKBnM4n0TTXocQRwp8dZVB9/mWnZEM0bKfQ97wsPo+1UivJKJULqhPV0hQRKCrwRVWxRakREgcXKMUjKqs4OOlESFepBVPoysGEmYFzUh2L0kzacw2TsvwTM7VpoWLUqPEafHiFOjhEmRguRIfnoEKz2ClRrJTo7kJ0cI0iLE/9359r48r25pnG+u1bdWLnbUzL0um3hVfLKQdeOw37UDgXWZfE33taI4zpu7dQzohpxIt9XxezmRrnBzwA23oyrL+/nnVZkRzocL5N/P3u97Wp0Ziph8XTPfcWC2pULTWqFtr5h5kzffXj3dckTXc0nXc0mANyqIpp8qV+KtgEiZ/fmagBsNkQGcPb1fVU02HUkPhDfdzp5rbyyIIZcnubKQgI/bjnOVnreOBr66kTTdXK1urZluKjPsE883F+vaygzkXWwtWWwtMVggDPD9cym5rWK+vVrbVafvOaLvO7o4cGJ56PSfDe/wxdXRC6ujF1ZGzi8NnV0YOKnra9T1Nuh6G/Q9B3RdddrOKn1nlba1dPZNia7/6IPPSoMjI/1i8v9X2UHmn/BXweFThk54UkFwZIqbm7u1mdmuHTvNTPdZmu0zMzPfaWat8BB/XhnzuER5O0t6uyT0VGlqSlSkn39wdEKazNsX2LgZWAcA6zes22hMpDCk8gCqi5DkLITh3ZA0AYYhBpHcEc4iEJGNcRVjnJlICi6/LO1l0827d2vvfl788G7+kzvZLx7mPLmd+PJ+6oNroU9vq768qXr4WdrTexV3b5bfunnk4qVTbIEEhnPB0aQIgpDk5InEM2FwjJsbLSMp+Oq5slcP6/tel69MHFmeOqYbPT7Ueqi/+eytCweKMzNcyTw0lIVDCxAoLoEmQ5F5KCc+is5EMnBEJvLI8dzbn1U/uVv28HrWk1uZD66lPPo8+8Ht/Pt3Cm7fzLl7K/fJF4X3rqc9uV104nBaSKDIiUFGkahYhtCBwIUShSgyD4YmJiXGfvPoxq0Ldfdu1N6/Xn37evnnl/Me3Ej5+vPUJ9eTH1xMfHot7fHlpKdX417cSnh8OfLN7bxnV6vTfSVuMIg7Eny8PLb58ZG7t/Lufl74+fXCL27W3brWIBaw0RgigSaAEHlYV28EjYuiMsgM/OnTpY++qLt3M+fG1YQb15Pvf1H56NGps+eP8MUSFNkZQXSHU3hwCh9OEcLJYgTJA0nyRuKVMIwsLrM6PCmPr4zgKcIFfjFC/1hDXDrXK0IWEC/xU7kJlKcufz4xs/Tlk1elFfW+QWF1hxoGRyeGBscmJ6cnhsd16vmpkbHJgeGx3gH15ORIX9+SRjMzNqaenpibGl9d0MyMD6/oNfq5uSWNZkmj087M/fTxu3eLy/q5ufcLurGeLhnXVc5zO3GgTDc28HZ2xpvNM9+6lQyFYuysIftN0Xb7oRa7bU03O5hvs95rBLPd6WhpYmoC2JltAltscjQHIPsB+13rHHZtM9+8ec/6Dfu3GpkAgOnWdbs2Ao7mZubbTXZtAHZtBGxMAZjtup0bgf2bTfatN7Yy3mi/bR1oB2CzbaPteuBaqry5MjTP3fJmjOtMjV93tqBBAs1hmB+Qwg57wg8rMGVSSK4YFM+xDXO3CXR3DBJglRxckMTZi0uWc4gBUmdvPl7OxfIYUGeSLQ6xGwvfRcLswzjsINjvgJoa2+5YR4JZOdrs3rkJgOzfSrfZ44129IHs9rEHbsRQ2nIlPRnSl6GMxwrMmxiX51GUplRGV6ZLf5aLuoQ/W8CbyWHPFgrfHQqYKPRQlylHkt0ee0M68yVXol2V+F0+rpBAHrkyLSIxiOsjQPvLcF58eE60JEpO9xNgEoPcG0qjM1WicG9acaoyytc5VE7JjpXmJXjmJ8pz4mQZsRIDeZMj+f8B3xSVICVSmBYhTouQJkd4fdJ8k1NC+15dmG89oW8/OPuyaPZ10cehI6134u6dUP5r9Ytn15KyI7A/zD0ojGNePBDZ8fhgUgAhLYTUWOZ/rjYsJZBSlS64cSzmQm1gTZrbysjF9gc5yUqr4a8LNB018y3l+vZygziga62cbz00+erAz7Ofl0QR8iIwbz7PSg+EZgTBjhcKbh8PTVBadT8uWO4/kRsKeXg6+Nux83dPBt1uDCxSoXJCIA05rp83+I6/KNG016nbKqabSv4KX4OTwYDdP2PgDXsWhh2Krmpt1wFt76GF/sbFoZPLw+dWRs6vjl56N3rx3ejF1dFzKyNnl4ZPLQye0PU2aHuO6LrrtV112s7q+fZKwyKGuqlo+lWRAb4hkdF+MYX/q+wg808wyA6fBm4y/wTf8KTwuEQwHLbHdDcUCgVB4NbWtiCL/Ra7d+7YtjtMKb9WrLqTp3hU7n+7JOhCSdSBovSg4HCpMiwkJtkRhQU2GG80MQHWbwTWbyJQmByBguQshBNYcDIXQeU7EN0QDDbC2RXtSgMT7GksyDfPG3/9W/PizOUP6gtvJ45/N3tK11PzN/VZbX/90siR5fGjb8ePvB+rWx2qm+s8sjx5/82z63QaEQTGIPEsAl0MRVLweGycSv7si/rF0ctLQw2L/eXvhovHXsbMtqTMt2fPdxTNtJbpek7Md119fe9ssIcMD6fQKBIYioukSBBOfATd2QFj5yGnN708vTx1W919aLW/Zrm35P1Q+dJA2cJQ1VhLwfupRk1f3erwkaWuqg+DB3X9NbrRU59dzmSykI5oGIrORNJc0RQikWpz8mjMW/XVmc6K1eHq98M1C13l3000Lg0f0g8e1vYeeD96eqG3YbHn8PvxQ7qBcu1gqX70+Gjn1QCZG8TODotBxSb5jE1emxvN0Q/Hvx0vUndXvZ+5f6Y+y9HGjkLmYihSJEUApzqhKQ4XL6Topo/N9SUvj6S+HS/RDVbPDZ0a7bmeGK9EYZBQHBVFF0KofDBNCKYJIVQxjCpDkb0QRC84ThqdURGWnMdRhHOVEaKgeI6PiukRIglK4CnCnXhePM8AJk9Wc/DY6Nj0xOT0/Ly2f7Cvq6dzenqyt6err7d7pK9vbGBgon9gdnhkoq9/ZnhENzU90NOtnZudGB+dn5nWz80tzMwuzannxyfeLupWF7QfVhb16plFzdyKXrOi18xOjE4NDr3XL/ywsvrPv70f6LyLQ2w03wNA7ACz7QAKtBlpv8nOFLDbCyCst9jtASDmm8H7N9nv2YS03mttsgG2fyt4j7H1NsDaZIP5FmPzzSZWO/ZbbrPYZbRn76Z9u4x2bF+3fZfRrl0bTHdt2L8d2LMJ2LB340arjZtsN66z2Q7Y7gBAuzbDt6/PEOLfHIg7F45/mcOer/PpyeKd8nSscLdo9EYekUFqJI4VMki2wDGMvj+CAwt0R8mZeLELiUMhkuBQhJ0NHgqmYuBUNJKAgNLxGAYNj0eDbM237TEGHHZvgppuRVrstt29ed/ujTu3AJY7APstgBLvUO/HKnTe+TzFZTBfPJghmizwalIx7inhj0PQLYnU8QLebAFnOos5m8OaL+APZLrMVXgMF0pXDoUtVfvMlsrf5IhKxQ5hLFCwmFiZEZkW7iV3R0cqGUHeJF8JJsbHOUJGCZIQfPnompzgQ0WRpem+NXkhOXGy+CBWdqy0IMmrIMkrJ072Z88bwUsM5/5vssN/wNeg+apbGiefly131i50VKibivQ9VdrOqvnumtHXpanBDgPPq8dbj907n7gyfmtx5IZ+5OqP2i/fT978fub26vDFjxNX9H2NMy01+p5Do88LrlSz55pLdG1l883Fc68KZl/mr3RVq18Xa1uqZl6W/TRx7lq1KCvQbr6t/uPoGV3nIW1H/YeRk32PMydeFY8/z51t+vNQuIWuan1n1YfhI+8GDy311C711M41l6hbSjVt5bNNxQZXg7qlUNdRaljH+OQC1rYWG8IfNB2Vuq4aTU+9tueIfuDY4uCppZFzK6OXlsaurIxeWh2/uDp6bnnk9OLQSV3/UU3vEU3PwfnuA/OdVfOdVfPtFX8GPrSWa5pKZ16X6vuOf/lZRagq1j+25E+fr6H+6vn9dLCFwXAm9olVhqVHJmRDkI6OUCsHmL09FGruALa0cQBbmjvuM92zbUeAWHC5UPWgPOxesd+tQt/rFRGV6SEhoZGygOjIpBw3oSewYSNgZAwYbQLWG5uag0SyACJDgKXxERQegsqH0bhIhtgBK8RR5TCMs9LbZ2Lwzffajo+T9z+OXP9h9OLbnsb3/afnmg/pek6ou09MdZ2Y6Ti43Fq69Dpf11K/NHDtRG0sFLQDDLPFkHBwHJxERR05lDk5cGuut1HdXqprStW8SNW9rtO8atC8qF9urZ99kaFtS9N2Jo6+iXs7dbT9Wb1cQgGDwQQnPpjABTMEKBcuAoeKCJINtdzSdl+eeV6ue569+Cpl6U2K+mXi1ItkbVvh3JtC9ct87fPCt69KFl7kLLbmjL3M0Y3cunK2FoGmgJEssqsHmkBhuiK++aJivrdW3ZSx0pax8DzxXVOO7mmG9kX2QlPR/LNszbM89dNs3fPc+RcJ800J469U6t7yp7dLnfAgEMgRR6HYE61PnE9d6KtTf530tq1E/6Z67Jv66babPjKGna0FnuGMdXKG4NENxyqHOj+bbD46/6ZU9zJH35Q/+6p8tvVklkpktWsr2BEFRrk6EgUONKGDk8CRwYY4sWAMJorhjqa6IUhucTnlYalFbGU4WxkuCIhleYfz/KJjc2vKj19IzCtPyCySevkVFJaOjYyPjgwN9HQPj/SPjg0OD/VNjAxOjQ1PDQ1M9A/MDA1PDQzODA1Pj46ODQxo1PMzU9MzMzPzc+qlOc3C1Ny3S8urGu2iZvbtolarnni3on27rJmfnfju3cqSRrek0S3NLy3NLnxYWH791X0GEUZFO0hYjDRVSGV2Bh3h4GBqAjXbBN1vBNoDgPcBcEsAbAY47gMc9wDIfbsQu/Y67NhutcnYdrux3Y5NezYCppuB7cbAdmNg1xZg91bAZCOwd5vRDmMjU5NtjjY2ljt22BmvtzECrHet378DMDcGXEH7wlygR8KZn8UTO4tZM5Wy0ULJ16luZ3yQp7zg5/2IdWLHArZdqrtdBMMm3B1NsNwG2WOCsbNDg2AoENLBEgKyAKPAaIgNHAcjoxzxBCzFiUynErAkOBi2b/cuAIDu244B7bOzNrGzNLbZA5gBQJgL9ICSfpRn1ZLg0p8t6EzhdqbxvgwhPYogPokkDufyJrO508kuC9nc6TTWVB5vssZzqFI2XC4fKZKpS+QLdUEnPezD0UY+DOvkUEF8sJTPQPuKyb5ivLcIGSQnRsjJSf5ukd70cDm1OFlxtCymMjuwriDMIDjkJ8qLU5WGsZth4JaiEqSoBP9b5/sfskNiUnDPi3OzTccW2uv1TWX69tKFjjJtV4mms3Rp+MDfF69WZZBvnwr+beXhD9ovlsavLY5d1Q5d+DB78/3YpZWBU6tDJ7Rdh9RtVfPtlXPNJUs91R8G66df5hhW0dSvC/WtZdrmspWu2qXWyvmXRe/7DvbcTXh5OcQQFDnbVDzXXDLzpmi5u1LdVPC2v2ryRYautWChvWihvUjTnKduztN3FM++ydG1F2laivTtpZq24tmm/E85D7qOUnV7seGptrXYEH+ubi/VdFTqemoWeg9q+w/q+o/qB08sjZxbGruwPH51afzq8vjV1fHzK6NnFocadf1H53sOznXVz3XWzHXWqDsq59sr1W3l861lf2bxtFaomyt0vcfv3ygPjoj2iykG5P7Jcv9kg9QgCUqQBCVIguIkQXHioGjPkDiud5BngErg7e8fERcQHkekuGDQRBKBCkEgLe0crO3AVtYgC1NzC3PbreagwMDgK0Uxz4qDnmd5P84LPFeaFB8XxQtOcA5M9YzK9gqJ37HXYh1gZLx+w0bAaP06Y7oz24ktAWPpjngnR7yTHRIPITrbElj2eFcze1BqqurtYucPS28+qB/9oH3yQfPo7dyjv71v+nbp5c/vXv249M0PS4//tnD3J+2F7+cu6idu/PbjSGJSoNEmAIxwgMCsGXTQhRNp+pGrs52HZtvK9T1V2vYSTWvB276i90OVH8aPzXaXz/Rk6gYyZpqS3vWUjn+TtTJw5sln5a5UKApJRGPccQQ+BuUEt7WuL4ie6Dkz1lE931+t7q7Q9dRq26oXu2u+H214N1D9bqB6tafi2+HqmdcJK50Fi821Kx2Nk6/K1L1no/0Fdpb2aBLP0hLsw0XOvDqm7T4501Kl7S5e6s3Vd2V+6C36ebDuh+6qn4fqv+2vedtX93GkYXWo7t1o7cJA8W+Llz8/lbJ3IwCyAKMx7uZQHFvIHHx+WPOmSt12cLqpbv5Njb739LnjiRbmxggogQjBHsn1W+hqVPccHW2q0XUfnmqp639dqx2/lZYoMTYCTM3377GEWEAoDjiWA5bhiKFC8FQIlgJGUSAoZwiSZQ91CUkuCEnNZ/uoXDzDef7xHmHpzkL//MrDU2rd4vJSb0/7q+ePnz6+PzEyODM9OTw83D/SNzo93t0/MDwy2dc7Oj4639c/MjwyMT42NDE6sKCdHhzoHpke0S4vjo1O62cXlqY072a1b9W65VnNik73YXn5w8qifmZqST3zcUH3Qaf5oNN8XFpY0WsWNHOri7qJoaFHt++M9XUvz8+u/eOnpmcPcAgbq32bYPa7bPcZQ222gc03O5hucty32coEcNy32d5sq92+bbZ7d+4zXrdvM7DPGDA3Aax2Aru3AKbbAait9d6tJnu3roPYbEU6GrPoW/Mz0DGB9gyYBXjHLrMtAMgSsNwPEJC7PCjYCDr5i8zIR6k+HVVRN2PZFV6IFHfzLJZ5mRSSxrKOopmH0G3iBGSlExZjYQ7dbw2xgiIgZAtz+EZjc2s7vI0jztYeh4TSINYEIoxOx7gSoGQahu5GdyOgcPt373W0snDYvxu0yxi6EwCtB0JdQA2hzGtBuOZUt85Mbn+OqCne5brA9nO+3ZsA0nS6WJPtMZcu0OaK5/IEmlLpVDF3qkI0VCzqyXKfLxUNZblfUcAi4et96aYyVysxy1ophQd4EP0kpFBPF18uNjPQ5VJ1TENRaH1+WHGy8kRV4uHS6Nr8sJJU/5JU/+JUn6IUZX6iPDtWmh7DT4/hp8dy06J56SpRSqQwKYqVFMVKjuKkRfIyIgTp4fykSEGcSqaKCYqMjVBFhWYkhfa9uTjTcWKqqULbXqHrql7sPajtOrQycGqi+cDwi/qmO3nxCoe2L0tWRq9qes98mLq5MHC281Fh/9eFg88LJ5orPk6d1XTWTjeVrQwc0rVXzb0p1rdWzL8p+tBbN/tN1rvOyuH7CV+fUsw3Fy/31k2/Llzurft29Kiuo1LdUrrQVa3pqBx/mT/5ulDbWWWwhel7Kqaa8v7t2C3RtpcZ7GWzTflzzQXqlkJte4nhdcOH6DurtO1l6tb8he7S+Y4SdVu5tqtO23VI139c23ticfDM0tD5ldFL+oGz7yYvf5y5tjR02mDgXR08vdTXqO8+qumsn++om2+v/CQ1fIpGW+ioWmyvmmsqX+hv/PJ6WagqNiC6GPAKSfYKSfYKTvEKTpGHpMlD0jzDUj3DUoU+0VL/OFlAtKdfpNQnNCQiQSJXUshOVDwR4egIgYFRBALByYXDlym8fL3kvjxv/8TE+EtFEY+KAp+UBN8piyvJSVSEhPL8VEx5qPoqTkcAACAASURBVGdwdHh0IgQC2WpkZGK8YfP69QCwHorABkQmCr2DWVJ/ltTfVaxgy4PY3hEcr2BnrvvxxuofP4z8vNrxw+Lz7xeevZ9/8cNqZ/PzS18/PP3qm/PPH5/6+uGx10+Ovvqy8uWXNc8eN352/ahQwt1vZYkjoJ2dcbXl8e/nX0x0NM53H9X1HZ5rq1J31f9t/trIi+qH5xMeXc/rfHZAPXpktrtU21Goa8pf6qicb6tXD17LTvEmEDFimZLFk8jl3kJ3p/tXamYHzg69KdD3lavbSydeVs40NTy9knL/XNzj6xlPb2TcuxDX/6zk/diRuTf52leV+jfVs63584NHjtfGYpCObjwvocijIsVnoev8ZNMBTc/B0VdZ820F+s6qrns598+k3z9fcP9q9p2L6Z9dzPriSsHdy/n3Lufdv5L+8EZBZqynndlOJAzPdJdz5AFkJ+L1Y4kr3Y2zryt07TXzLZUzbQeGexpDAykYiGVldsJ0yyl918Gp5kJ1R9l0c/lM+6G36tt5aaId2wFb+732EATNXUbn+LhJQ1geQSyZL9vTh+/lx/Pw40mDOeIQF7Z/cFyOb2SaQBkl8o11EQSxxSFCzzA3jsftOw8WdPq5qfH56fEVzdzs6PDsyKh+avqntyvLs9M/LS0tTcwujc29n136+e1H/dT01FD/9Ejf2HDXyopmcmpkcnJ8dfXd28V3erXu3eLqgk6/qF9YfbcyOT2xuKxbWV1YWdUvLWp06hn9/OziklarVy++XVpcXvjh44ffvvt+ST370/u3i+pJfy/J7q2A6fYNO4yBvVsAR4vttnuMbXYaWZgAFpsBa5N19ns2wvdv3wUAFBsLMQXMQuynOezGWZugrNabbwFQ1hY227dbbgGENEclDy6k7vBjbwlw3+tkswe3zxxvawoyW4/BmFiYAhTIPm8y8mpG5MUo+alQ1yI+WA7ZEIDfE4A2CcHvDibtD3NyiOYTg92prnBHKhRhscMMboNCOOL277bbv9sKbAeFOcARYJSjFRwJIiLtMGgQjggnkBBEPAJPQBJYDBeUg6OZySarrevRZluQ2wEZxqwxSnjBn/A4yqk9S/QgmHjVA3zbC3GWZf6VH6EzxmUklT+RzpvK5E3n8jUlkpki/kQhfyCHO5DFHk9ndcY4NWVIzoQ4K8j7vN0dPbigYAXRm4/25uND5K7BElpOGOtEYXB+nPj8odTjFXEHCsIPlUSVpvvV5oeVZfgXJisKkxX/HrgJ0qIFqVHcFBUvLVKYHCFIVLklqtySVOzUCG56OD8tjJf8f9h666c28C3uPyv1bt1xKO7uLsGTECHuISEQ3IO7Q4EWWorUqFF3o7i7S9zx2u7e3bt7+/zA3vvMV2bOfObzF7zmzJlzXm+Kbzg1eAe+ZCohJpI40nF1ue+SeLxqpTub05MjGizbXGgafMJuLUNcYPvXZQc/bYqqZgfeqibJplu3V+5yhy7F4vSuFAXVZnu31SLFkxfnuvIlk7VLPUXLvcUrPQXCobLlrpzZd2zpaPn6dE1Tjkd86JnN2TrBQJFsrEIyUjb/IYPXVyAZKVnpzhYN5Av786TDBdzujOWPKTsnxaKBbGF/jrA/538+M0FfpqA/nd/HFvZncbvZ3G42vzeD35slGyn8R9rbmyEZyuf1ZwsHCyWjldLRWuFo7epsk3y6STZ1VTHbsrl0Uzp5WTZ1ZXW2cXXminTionS0VjxSJRgs5/UVcHvz/6sGzub3/mOKEPRkiftzJX25nM4syXjd/4UvCBMOwkSAMBEgdFQwJioYHROMjgtGx0GwcQFQRnAoAxiEQaBpRArT0cndxsreWFff3tIaDIOSIli4iARieAqVHkMg0DFhzHAm+UoGoT0HfyubcoHNwjOYvpjwYDTDH4yHhhLDmdFmpsa7fgD89CPgxx8BgB9/Oqminl5YlZxXFZddkZBzIT6rKi6zPCq9KC4jJy0rdWzk/b+/LX4S93yV9fyqGNxWjK/M97i4WJw+c+ycyikNLdXz2iqammc01Y9raZzU0dVU0dDUMTT39A0MRSEu1RWJOZ38qXtry7fFkw3CsQbJTIt4+mZpeqiXvZbR+dNqSkc8nA0aL8UsjTbIRqvEvXnirpylD5mSmcb3L8pgIZ4MJj09L52dmZiXHdv7ppEzVrPSl87rSRL1ZEsGG97dzDXV2qehvFdJ9Zfz2sfNTE5D/fVftsVLR2uFXcWizuzl3mjpXPH9GwluzgahBHJ0TNzza3mS4cszH/I5A8X8kULJcMXCu3KCv/G504c0DLU0TJRVDU6oGZ7W0lc6r6t+XkvV1FhdS/2ohtoxV1drDBFLZUUmF+axEpnxjMCpt5Vbk3ULbxO4/dmLAzkrE0UPrtHKM0ImOmrlMw3zHUmKEbZ8OHPqbfLq4s3yfJzSaYCRsZqLp2twKJEclclILo3LqYvJqIhmF8Vm7gTXFydklEelloXH5qNJ8RBEuE8AHkdOSkwupzPSwxkpNFJ0Y0MLd2FlZW6OvzAn46xMDw5Jl1bWF5db8rIrI5krb17/ubDyxxJn5tnrG/kl23OLv4p4gpkxKWdmfqx/jb+0JeBvikUyDleyyOFMzir4ok2JXCoUrMmkIu6yQsCTclc2xSL5ysqWSCTn8VfFYrlYtKGQc+YXFXyReHnly+ra5GAf2Nfb0crI1c7MzlQHGeyteebQmQM/6isdO/oT4NgPgFM/A3SO7zI+uU9j1w8IO7PaZHKw2RmErSbMTpMaYKy1H6C290etAwfOH/oB7mpADDALsTuZS7GNhxhZHNmttWuP8VkltRNHdM7/Yqh/xN/dwsVAq5hGuBoXlg23ZjgrIUxOQPSOhZqegugdI7saRgS7EXxc/aytbA1NDTUMTv5yzkjHSkdV/+SBEwYq541V1I2UlY3V1M6f0zLSsdBR09VR07U0sjQ3MDfSNbQwNrc0sXC0trUxMdI5e1ztl59UdgNMjwFyQl3TnVVL3VTK3VTzbE/eCjXvTQA9wFg3eCo/x1oNR3vOpQTOxHkvpQKFWcHirIDlVJ9ldsBMnPdEuP1HvNUIG309LDDUVp0YbIcONPd3OY8HOeCDXVBBzrggZyLIsjQ5lBJilRMHbb0QV5yKrsgiFySjc+KRmTHwjGhYRjSMzQpJDg+OZ/jH0f1iw3yjqb478I2kuv0/4EsERpKBYVQQiY4j0Sk78B3ubFoebFjsLRGPVAhHKzbmr67NNSfgjW5W47eXHzxpiR1+VX61FNtaSVzqvSiZaOWPXM6KsMuOdWhvoj67GXGtBtVSHXrrEu5aNbImx+9aNbK+MLgoyaUkxa3nccrtOmxWpFUCQa+7PT4rzKS5ILClMCiNqN1WDqlNcxh7niAbKeZ0ZS5/TON2Z0gGcoS9mcsdiTuish0Pg6AnQ9DLFvVniPozhH3p/J408UCmZCBHMpCz0pHG787kdWVJBwuFgwWCgQLhYKF8rJo/VCGfapBMNKzOtiimWzfmb8qnm7aXb+3s8K7OXBaN1ohHKkTD5cLBYn5/Ibc3l9OTs7MUvMP6/9khxP3Zkv5sbneWZLzuyc0cApWBomUAwFgGGMsEY5lgDAuMjQNjk8DYJAg6ORgZGwAJByHCgyFkKj0GicIbG5nb2jghYAQSJRrHiAKTwn0JsT7IGH8QLQRKAyGIFCLqSg7lUQWzISs8MZIegGF4YGI9Q+hAEDkQTiUy4o0sHQE/7AH8vAuwbz9gz74ffzlKjk7G0OOD0YwgJBOMYUEJ0VBieAAcERZOnBh98+v65GdJ76/y4S3R8J+/igb7OrR0dTR0jAwsnYysXE1t3AzMHc2t3c1svHSMXTX0nSwd/J3cAnz9gR3v2r+tjohm7olnrm9w7suX2uUrL2rKoo4fAew7sF9D28zI2kVJXcvYULn9Ws7aXKuwp0gxWCEfrp7vL54Za4LD3MxtzMjhJN9gj+hIzFBHM2+0UjyUuTGczX+XIe5vbipOPHPykJahiZqJtbaVo7aJoabWyYo84trcHe77EnlfIac/XjiVf/9GnIWZkqsvEAoDvbmdJx6q5o2UzPdkTnYk8IfLZl9f8DDV+OWosqqxm6a5nZa5hY6Vra6pg66J+3k9TwMjb0NjD0MLJxtXL/dAMBCBAZPCQ8lhfj7u1dl0SX/dyns2bzR/vp+9MpSx3J+x2JUpGS2f7WQrxvMlPXGCzmTx+MXLFfTTJwFGJlqmVmZmts7+CGogKhKIjAQTEsDEGDA+AoKnQ/B0EC4MQogMxkcFoiLBKGYAmOIPIsfEFkxO8KXizz0fx8aGZyZGZ/hcAX+Fw19a4i0uipeW1wTCkVevY4KAF6j4lACf71sbPfV1kS4u8d7AAgxWPty/vjD5WbwchYE1p7O/r61XxsS0VVZ+//Pf33//45NcIVxckon4Yj7nt69b6zKRVMBRCLirfK6Cx1GIBULu8uzM1KpCtr26viaUbMhkaxKJiLvc1/lhcrBvfnxkQ8xra2rQUzl9ev/Pmid/OXfg5zN7AMr7ftQ4BFDfC1D9CWBxYl9JBMRZ9QeY9RmCx/nYUAtrZYDKLoDSjwDtQwAc0IIBtsJ5a11OB+eHuekfBhidOuNo7IICU9BoNB6Hsre0tdQ0IvpACyn0q2mk1BDLOH9zkq0G1UmL5Hie6WdH9/cIsrN1MrbytPPRUjY6d1rPWN/u3Knzpw6dNdEyNFTW0D+rrHtGRVtVW11FR1dTT0dD19zQ1MzAxNzIwtTAzEDP2MrU2sXOwdHU3EJLVf3gLtWfAGhr7SgbtQwH9WJvvUsg80cM3zas/W2cXRvSvCVE7x3TeYwd2BftMpnguZzmK0j3n49zX07xm43zHiU7jDB8P7AQjxPpRXQsm47NjiFGE0AlKQwa3DfYzRob7E6Du8QQvKOJ7gyUQ0UmoTqHXJFNLGZjcuIRWbGw9CgImwVOYYISwgL+O/P1ZpF9oknAHfhGUt0iKR7RJJ8Yok8MERhO9t2BL5lBJYWRo1mk0a5rnJGmlcFq3nCVcKxGOnlZPtOcQDR5eyfl+7+GvwlfxuAsJjuqS5L9LuWE1OdC+x5lXC2EJZKMblShS1M9r1WjmytQEWidggS3khSvS/khaQyb8jTfslTghSxQOtPhdVtSCsUqP8oplWx2tQBSHOt4IcXtZRO1+04EpyeP35O70pmxIxuT9GdKB7KEPWzFcK50IEfSny3pz/xfiQcyJYNZor4s6WDuSkeauD9XMlAg6suTDRbzunPk45WCwdLVqdodxc/aTMv6/DXFdKt0omlz4ZZs6qps6uraTs87dkE0XC4aKhEOFgoG8vn9eTvd7s68eAfx4oHM/33EA5mcrkzxRM2TmzkEKh0dlg6AYOghmH/gC8JGg7EJYGwCBJMUjIqGhLJACAYsNIxIZbm4eplb2ISEoIn0NDQt1RdFcgnBOSNZbtBYT396QADNH4ynkIm1WfSbpdH5CXQSBhcIDfOGRnlDWQHoWH9UFJQSr2fjCdh1CPDzfsDPewE/7dp1+GgIioAiMoLgRGAw3ieY5AMigtBENz+f6Ngwwcrgr2vjn0U9X8S9q9yev3+TVJblA3768azqeX0LR11TB3N7L2tnfyNLbzObQHMnsINHqFcQ3tbRJz4hWiGa3hD2fBa92xI8W+c8+yzvff+86cypfSdPnzK0c9Oy9DBxBbkFIQzNTdOTKfzx658WrsmH6uVjV0Sz9Zz5tjA6SkNTJwAC8QZ6FGbHcCYe8MeqeL1pisEMcVf+1uyjFHrooUMHDa1dLD3BDgFwc3snIND5fmsuf6h15X2ltL+K25+9PFzeeIF17tR+YwvrYBBw4HkJry9vtjNZMJ4725Ugn666W0nQPgxQPaVhaQ60tfa0t/VwcfRysgM628PsrdF21mR3jygnL4aNF8EpkOIJZzlBolyDI/wDSd6OTp13ixRjl2Y600XjRUtdydKhLEFPsrCPze/PW3zPFnxMXx+tvVYbpa1+8MTJw9oGJlpGli7+SGd/jA+c6YNguYGoXjCqdwgZCCV4Q3AeYJwXhOQJp3iEkIGhdCCUEgynQUMp9fU3Pm3/vr31TSiQcoWiFb5AJBHz+fyF+VkJjydaXOCPDoo6X9UxcDUUzPdtRUtcZAEM3JGfxzC3Ena8/bo892+FsDEzLdrWYfvh84Azpyfv3FmdGH/U0iKZn/nr69avW7Lfv66tLIz/8WXt+x+fv61L/vPrp//8/vnb9vr373/+5/sfUomAuzS/KZdL+Xwxl7spl39aW/u6tf5te0Mh4LpaW544sFtH6bTSob1Kh/YeBgBO7wZon9ytf2qvyh6A2i5ANMw2DmFO8tIMsTsehzF31t997mfAud0Alf0AP1sNuLtOqLdGfrx3FMnaXP8YAYViMQvS01rKy+6FwqJ1VBxM1FygLrhoGP1KelwJDVQbDq0iB7EhdklgRwbQDmxp6mtu62rqZGfqpqNlo6ZioXXe5sgxDaVzeppqBhpndbSUdDTPaWup6549paJzXl9L9byxnomxnomBromhnqmJsbWZsY2Vha2tubW7tbWTsYGNhrKjyvEoV+MSsNNFlHu+l2Gus3qpu0aZh1qFp3KNn+pDqnVPsk9HpNNArMtkgudiEnAq0mUm3nMq2qOPYD8eDX0ajl6+1fK4piaJSr2QnXL7YtmLaw2XctnJYQQk0DUS40cG2yXTg6KJnuFo54pMUgkbnx0Hz4lHxNN8M2OgGdEhqRHBCWF+O/D9p+0leLMI3jtjBybJjUXwisJ7RRF8w8m+NCqYSCcQw8OIYVQWizLac5Mzdl0wWi8er5fNNEqnmn+XPW0sQUXjjN/dZT9oZLEwxi+vxbFQundrSS+vRfY/SWNAlKpTPbfmWkpjnOvSgBeSvaqTPKtTgclEk7J4z3Sq1dVCeFmiVwbdLpFgdquKSAlSzaLbZobZ9LSnFETZNeb6S0ar37ZSpl6ncLuzpMNFO5u5Kx+SeZ1pqyMFS+8SxX1Z/C42rzNN1Ju543PgdqUI+9LF/dmCnixOV/pSB5vTmcXpzBIPFEsGykTD5cLBKsl4nWzi8vp8i2zqqmyyeX3uxtrsdflUy+r0VfFYnWysTjRcKR4pk46WCwcLRAP5O8ONf6TsfenCvnRRf7qwjy3qTxf1pwt62f+Fb7p4oubJraz/whfJhCCZYBQTjGL+s2qGiQRhWSH4qBAM0w9KgGPDsJQIE0t7T58AWngcjBgDwtDRYWQSKxxMYQYgI+CIOBQiPhBKI4UxC7Kii7NZ4WEkdCiRQowPD2OHM5Kio1PDIxNj4tPIFAYIBIHBQpAwCA4Zgg+FxDHpsRERUZHRDEYchR6PIUUDQ5Du/n7llXmf1hc+SQe2BB++ij/+rhj4tjZxqSrdx8cBT0CFR4RFRkXEJ0RHR7Oi4hIjo5Mi4tIDIDgff6iHj9+rl0++bnI3xL3f5L1fJB+2RZ2f12fQyIB9B/ZrG1mZu/o6BqDtA9G+SJqjVwCTSVTwX2+u3JeN3VydviPlXOOtPExNjdXUNPICBgcG+LXUl/ImHoomLkrHi6VjRdLRWtHobT8H3dMn95lYmtq4OvkG+2Ox4Cs1bM5Ym3ikUTxYu9JZwh0qly7cYZHBymdOW9g6R0QQVoYv8fvYi71s4Vj+8gBbNlE2+CippQjVVEa/V596vyGlvSG5/UrCnYaEtsasm00VDfUXiVSWoy/YG0nwRuOcoCgPFN0LERkMS/DzCY0Pg3NHmlb6C2bfJ0mHipfep0kG2IKeZH5P7lJH0cbU9QeNybqahw8e2mdgbqtv7uIFxnsGE/1Rkd6wcKcAoj8i0gdK9YXSAuHUQDh1J5TEGxHmAafa+6Od/FCO3iBnd//goJD2ew+kEtHS0gKXzxNKJUKpZIXLEXCW5FyOYnnh+7++bQx3BWudawgnfP8k67tcSTDRpRvot1DD/lyY+bIyJ1uY/DIzGWdqk6RvepNO/b3zQ6aHVy0CVxIM+/Ku8zuHV4nFhdvbl2OxzVFRG+/f919seF1aLnr99k5ObldTy3ex9LNMsi4TK0SiVbFYwuOtisUygUAuFIJ9ffYAAEf37NoHABzbBTh/+qj2qaNn9/+kfmyPxtGflfcC1PYC8EDdC2mQsCBtZx1AYaxHoMOxowDAub2A03sAlucPu5md9nVQoZMdUlIQ7KzYqDg2lpQTDMpITbqBgWVbGsBNNP0xoPgofEphHDufQSunEy7H0jKwfhQfG7SrjZ+ZJdDGzdvW1+i8vbam7XktSzUNs6Mn1dW0TM4q6SmdMzivZa2lbqmnZ6WhZmBibK2jZWSsa25taq+pZmBj4aajY2Fr7elo72VpbGttZO5hYxfo5GStfJrpY8NyMSDoHc/xNCrzNW4INm9FWLaTHOqCNO5SLN7Eur6KcuyKdRuK9xqL8x6KdJtj+32k2vbQXDsZ4JHiLOnzV88uX4/C0XJjYppLCh9evPCk/tKL1qacKEYSOTQaG5ATg82Lx1JhjjFEYAoTVJxGyE9C5SehsmJhmTHQtEhQIt0/Nsw/huYXQ/OLpfhF4r3+f+HLpPjRqGBCOJEYQd+B73BPG3eyTTZ7XTbdtDp3fX3hlmD8qnzu1uPmqBsXSBPvSoZe5LaUwl+00jfmr67O1HN689+0kLvvsNbGLq50FN4qBr+8TOJ8LGqvRLYVhzysxb66SvtwnfX8MrXnTvzbFmZLPujFFVrP3aS7Vdj3NyI+3Ix42oBb+JDdXgsZex4nHy1ZeJ/K68mWjRQrRkokAwXcj1mK4VLpYL6wN1vYmykdzJUO5gp7M/m9WaKB3J0kt42ZC9LR8h0b5HJ3vnTsgmS8Zn3uqmyqYW2u+Qv3ztpc69rs9U/Ld7aXb0kmGsRjdYrJOuFQGb+/UDZWKujLFfbnifry/muEyNwZbgh62cI+tqA3baft3YGvqC/rn873VhaBSkfR2AA4OgaOjoFioqCYqBB8ZAg+MoQYHkIM90cR/ZAEXzgGw4giRsQa2zgHh+IpzBgCjRaXyLxwIbrhYkJaBpNKJePgZEggMQhFh1IjYjMTGAnMIAwWiY9MiMgsT8m/khl3LSfyCpvemM5szIy8nMZozopozYq8UxDdksW8khFRmx5Vk5een54WH5eMJtCCkHggJORqc+2GfGaD/+GL4PU27+kn/vNf5Z1yznvh8geZoF/A6ZHyBxTi/jXxkEw4tr3BHRnpCqOTPb3d0BjEwtzQp7XlDdHAlrhvW9L7STYy0PvM2Ej36CllMztPzyCUk3+oO5QUhGPZe0Nj4+O+bU8IZ++szr9Y57wQcq6LJM8SElnKanqeXr6gAN+Xdxq/CXvk863iqSrFfJ1svnFl9EZLTdzFyribzfltrYUv2y9MdrUqpu9Lxxv4fcXi0cKV/jzRdH3n0wo7Y30tdX1jK4fktHDxTAOvN40/WDDfmS8cKuP2FUlHqj8vNqxNl65NFG9MVa6PlyvGsiVjGcLJTOFi7ejwFQo90C3QxR8D9UaGeKNC/fEELxjFOzg6GBzu6+1yoz5WNlHG60wW9JQIe0uF/amCnsTld+xvi3cet2YZ6Z44fPSghp6JqR3Q2RvpFoT3gVLdQGQPCBWMi/KBUIBQij+UGoSgByHoQBjNG07zgtNdQyiUxLyS+psVl5quXb/dfuf2eH/vhpQvFXBEQq5QyF9cXFxZmJfzuVt8zvrMVFdL03eZaO5mK93a5GvX2yoioimCKmxpjbG25Xx4uylYXJof+74mvYIlYI+e/D7Rx/awT9E15udVFhpZ1zh7PSMz8q0dVpuv38GRQvYc+HqnHXfqXCsG34on53oBr9MjPvf1/7Wm4CzMrMnE63KJkMtZk0nFXK5wZeXBrRvNl+oK2KkFaSlMAkrlyP7jPwNO7AKoH9ujtB+gsu/HMz8AXLT3pBIcElEWwdYHk0kWEaEWKnsBxwGAM7sB9npnfKy1Al2NEqPwJcV5BSV1gSFMVy8qApEezagJxxebnPexMQtEY+NRmLiCnCvJEXmUQCwTEkpHQjHBvkAnNy87L1cbP2fLAHMjz/Nq1ob6NhrqeqfPqGho6mpqGujqWpqbeejrOVjb+ujr2djbe9tae6grGzjZ+WioGbs6BZmauNjZ+jnYA50cgBbGVo4Wtp629i6GulAbnYQA20gnnXygRbGHXq2PwSOC0yOifRvKuJ1s2R5m8Tjc+jnT/kO0a2ekS2+U63CKzxOCaU+U30AqWfHw3tyDl0+u3s+Kzc2NTa5OTqtPS2/MyHrR2PyqpaWlOLcskZnKQKaFo5JoUEqIWyw5oDCZGEMGJtIDUyOCU5hBSYyAOCqQRfaJJHkzCZ5MrDsT6xGB8wgnOYeTnBkElwicRyTWIxLnQyf6UMhgHB1PCGfg6WGRLNpw323+9B3BZIti9hp/5PInzr2NxTbZdOtSXy1vuGF7+ZZgpE42eUk6VrXQmbHwMXXmXfzIswhOT/bsu1TpaOlyV5ZwsJjbm789f0k4WCweKFaMVow8ipl9nTr9MnnpQya3K1cyUCYeKl/pKpx9myEbrZKNlc1/YK90Z3F7c5Y6Utcmyqdexs++ThX0Fiy+y+J1Fc29Tl/5kMHtzOR2Z3C60jld6dzujJXurKXODN5A/nxHZt8D1sy7jIWuAsX0JdFoDW+wUjRWJ5++LB6vX51tGnqRzRmsXZ+/Nvwiu+Nu3OrMlZW+Mtl4tXCwUDhYIB3OW/6YJuzNFvbm/le7niHoyeD3pPF70naYu9MFC3oydjTBO/B9fDMTT6WiwlIBIYjoEEQ0BBkRgooAYehgXFgQgRJEoATi8b5odAAaB6fSQViylpkNkhwRm8rOy09quZx6p5lyow7VVBdeVxKfGsHEI8mB2HAXFBEWx/QkoayCYEFoJgXNyqUw7iTBX6cFPE8Nep4KeZmFfMZGPEmCPUmCPUqGtSeHPsgkNyYSq1PDUyOpEXQqBIHygYT6w0PvPbiuEI/xZp9srDze+27HeAAAIABJREFUWr7zTfBwi/Pwm/TtN0XnZ0XXl9Xu39d7Pkte/7nZpeC8/P7b3LsXTUAvS3tbg7S0KM7y2PbGklzQvy0b2pIM/evTytUrFfv379UxtnX0CHHzgQWEkIOw0Z4hdFd/YmXt5c3VUTnvxTrng4Lzcm2tfXXrNYkWqqKq5eLmjEOGzPW82F7+KJm9tsm/LphvkC5fl6083BC8Xee/Wuc9X19+uDp76+vi3U/TzZL+ws2pYsFIytpSmXC+AQMxUT52XEfT3MrF7fLVIvFMvWw0VzhQye+rU4xekY1c4nYWcjvzJf2FK+9yhR8viDsuCDpyuJ1piz0JnImyJ+25Nra61k4e3kFETxDNHxHj7h8eAE32DIwPCIl09XJJjPFfnSrhfYgR91dyukqXe5JFAylrA0UfmmPcbFR+2g3QNjXRs3a28QjxBlN9oGE+0H/Cn7xDKN5gcgCM5g+hBEJpATAaMITqDad5wsJcQCQwOebjyIJi49eNtc1PMum2kLfBX1rlLcuEXDGfo5CIt2Vy8czMNw7nL+4Kw8U1Kyj4blRMjI313z1dTAezZ5kpW3fbQ5XVR589komWhqZ6//NtvbO4KMPe7j8z3aFGSpfR8IWq6lsk/P1IeqyNWXdJ7vdt+W9db8JtTbj3rxPM9L4vjC88uo0w13tWU/K3hLsuWF6VCOQSvoi/vCYTKyRChUgk4nC+rCm+baxtS8X/+fo5Nzn26M+AE7sAJ3cDlPb/pHP8F51D+zV2A/T2A1ggw/JIH7q/JtL5SCrJWe/oD0o/AzR++Vn/5H5L9aP4IO+C1IzM5BISMTeCVefpRfEHhmEg8VGUHHN9N0cHf0JkIhBGT8i8npB4jR1b5+0IjWDGlVbUBIOxbi5QJ4cQY30vKxNfHQ1rU31LdSW1c6dOqp47a2Fs7mzr7ukaZG7i6uYK0j5v5eIc4OMVcnDvaUdbX001M2eHIBNTTy9vlC8w1MMt2Ejfws3ezcve2c/W0ttEFe+onQGyi7NWL3HXuwWzf0ZwbkdadkR7vWK53KOaPwq3eRpp/y7W7WOU+0AS8HWE7etIx7cRXoKGXNmzx4O3n95tuJ8RW1CWlt9SWN5WVP60pv5qVn5rYcnLpssP66seNVZfzEvOi6XgAp0oMPcYUmBOPKoolbBzYZEaEZzECIgN842ieEcQvSJwHmFIFzrKJQxrT8PZ09AOdJQLA+nCQHlQcZ4EfCCGhsUz6Hh6GCsqbHTgnnjuIW/06trs9bX5m5LJ5s/c+201xAy6dU2G74MG0qflVsVMnWCocG26VD6ZLxpkXy2wHX3J2l6p4wzmSCZLZBMln5Zq397A9T8K5/Vnz3ekZIapXsl1uJhh3VTg/Leokd+btdyR8Wn24tb0BclgkXgwb22iVDFWuDpeJB4p4PbmLH5MDwv6pSrR7stiS22qWxRMSdCbpxgrXR0vkwwVioeLVicrFBMVwsFC4VDJ+MukBIJ6YYxVZZrzu9uRW0utvwpuf1q5vrHQ/Il765vw7q0L2KW+6r/kT2/X4KLRGutzjUs9RcKhEn5/Hq8/k9ebJuxLF/Zmi3py/9FB9GQI/1/w/a8XWNyfLe7P5XZli8arHt9M/we+EFQMBBUTgoyBouKhqHgoMgmMSgGj0oKQKSGYtKDQOCwpGYNj4jHUgvSsq5U5T1oTHzdR7jTh7lzBPGvEPK0j3yiIKE9OYlCzghAZfqgMIDrFBxPlgQq3RkYByclERnxeYsL1vNj2LHJ7CvRJGvRVLuJVHqw9za+NDb6aQ7lSys7OzKKHRSGhaAQM5RUMIoThh7ruKWafKKZbN2eb16ea18aufZ66tzpyWzB8iz9xXzT7SDr9dHPi1dbEW/7ow9/Wpi8UsU11z9uaWxblZW+uclcl4+vSvlVB16Zw4NfVpfTE6D0//ezg7OHsFegHwfuBKR5AKhId6wsMfPLoxpeN2XVR1yfJ223JKwX/pULYi4D6q6mpuQA9mDHkxaW3n9c65UvtW0v3vvDuby7d5o03iuaurXNurS82bSxc2p6v+7R4RTZ1ZZPzcJX7bEvxemnuERLhfu7U8TOnzjvaesOCvD+8uMCfq15dLJRPFXyarZUM1a1PNW8vN67OXtiavbwxfXl16qJsulYyV8OfqxYu1sv4d+svxKqdOeRkB/TxpgZAYoHwOCcoxT2UDCHSfIP8YiKh4x8buINVnO4C4VDFcneucJTNHWBLJi/i/c2P7zploO2pamzlDAlxD8F6gok7QZb+ofSd+AkfKMULjPdHUL0hhIBQGggT7genBCLDwAgqHIQLx0V0vvz4afUzlyfg8YUCzop8QzGxxR+UL3IlHOHC3MbMwr+4os9cPqe7pygUHuvj1vvy7vc/vw5V1GeYeYSrm7/OLvvMWeAtT0yOf/z3Kr+RGFbsB/kul7empkXrmD7BMYt9/BVt916zYpM09LZqr97wDI45qfr3/Sdxxmbfx8d6b7cMPL6Dc3de7vrw709rYt7iukIsE/MkAu6GQirgrKzLZSIeVyESSQVcFoV8fN/eo7t2ndq759yBvecPH9Q7clB9D8Dg2F7tA4AAC2WokwrY4aSTPgDhqWSj8/OZ3YCze38wV9GJJcbnJ9aQsdmsiOowWhGZlO3iigkCMbyBRAw2xd4ebmQYEB1VCQPHJ8bWZSQ3xrEqGNQMMxN7FWVNU2M7Z0c/O2tfawugpZn3eQ0bI30nlXPGKkr6GmrGNpZe3h5QSDDJSN/JyTZI/7yDlZl7KJR6ZP8ZI21rAx1rD2eIs12grYVvABAPD6Hr6tjZ2viAQBhHSxcXXVOIqRnRwbwc53eZ6nWd7nw3wu4u0+o+0+pJlMNDpuNtrNUzqnNfpH83zXMkMvA5wukJyX+iLn/56b0PN673P3l9u6qpkJnaml1xv7yuMSe3MS+nMS/vXsWFD5dv9F9/2HnrXsed+72PHt6tu4D18/Sy0EP7O5NDPMJCvehITwbWK5LoS0O5RhJ96DgPFskvlhYUQw2MDvOOonlFhwHjqH5xZL9YckAUPYhEDA5j0YjhDCyZzGLR5kYeS+cfyRbvi6avyeduKebbtpbu3agk1KQHFbBco5E6tam+eQzL101h9Wke7VXwjmu0Upbl8OPk+nTv1sKgvvtxDZneV3P9IiCnIkNOjz9n/8a5kUbULY2xbSuDPb6IbytDXCuEDLcnlUbaFIabv7pCvpTqerc8pC7NuSnPpzrJcfhxsnz8UgJaF+V6aOZ1GStEOwVnNtdRXpXi1ZAT9OZ6VGNuYDrFuK0cVZcGbMoDz78viULqDD/PfXiVGR6qfaOWmEizutcc1d4Sd7kMPz/YWJrm1/8y7/6VsKwoG2aoinSqbnkgTzRexBvMWOxJEI6yhcNpgv70/2te72XvkJffk7Zz1iEeyOT3pPF7UsUDGcI+9kpnqnii+lFbBp5KhtMSASA8CYSngHE0MJYRgmGGoFkh6OgQdDSKGA8JpYBgoQQSIiEOU1ZAul4ffv8q7Vkj5mUj8skl6KMa8Mta6JuLmBfVlHsVrMosZkwkCY2DgeAQEBwKCkWD0WFwUjSIyMSGMVKTWJfyEu7lsJ6k0Z4k4u7Hhd5Jxd0pZJUnh7GoOA117RAM2ROGAZPD3EHgqOjwyd528VibcLBGOlItnahdnb76ZfH278Knf2y82lY8Ucjuf9t8+Z+Nt/9RfPz+bfbz+lwYAX7u5FErS9PqivxV+biQ+1aw0P5V/uGLfEC41BsK9VVSUbZx9vQOwXiFYEDYyGBUtF8wCQoPmZ/p3l4b2xB9/CLr2BS++2N7dGLomZmRoaamgbmjU25JjkI2Iee+3eC+/F34em32/hfOi++fh/+10Suauy+fvyOfaf7Gvb0xd21z8b5w+v6H57V52QRT87MHDu7W1ja2sfJ3cwqiEbGTA3dWea3ryzWKmRrRSP3q1IOVgbaup0WjHVVD70pH3pX2vSnpfVvS876w813+h/eF3V21BLzrOaVfLG0c3YGhAQimG5gYQGZ6IEKdfdwZYaE9r69Ip29z+st5vUWy8RpuX8F8V9xST/L6wtXGYqbeGS0jPVcnP4gzGOYJJ3nDaTuZp/9NAPq/YZeBSIY/Isw1AOUJwgUiw3wC0T5ugUH+0AAE8nlH55eNT59WJL8vCn6f4f65zP+yxFlXiLe3Vjc4nI3FpS0ef0ss/LwpVKyufP59VSBc+iaTbiwu84bGv/LEktlZ3uTE7OTA8txE3/tXH9++lG3KxDL+i7aWqvjoZ/W1v3EX/9wSXcxLZXq6pPv5loIgSzdupICD/5qdrcQSUtyBqf7gjcHRr3zelli4JuDLuRzJCmdNKJLy+XKhcE0ikQuFCdGRuwCAvQDAL7t+PLzrpxO7f1I+8LP6wV0quwHnf9ml/DPARu2wvdYBa/WfHHR3uxgeMFH7UefU7mM/AYxVdAuSymoKbni7Ugi43OSkhuCgSA9Pgo8vyceXFBTMNLcIdvcg0aj5oYgUKjGvrvoZyJ+ZFFf2+mWXj3fAvj3HlM/pebnDXJ0gxgau+jqOetp2SmcM1VQMdbUtnez9gV5wUCDBxNDFSNfZQNvRQMcWCaMd2n9W+YyuraWXuxPY1QliY+EX6EtCwSNNjNyNDJ0xaIa7I9DZyMrHyNhfXzMKaJMDsy2AGBWBdatgeq0Umxai1VWM+W2C7ZMw1zd0jw8099ckzzuhHq8T6Jz21tH7bT0PHg296ChLyGxIL37beONGfklFbMzlrMwXTY0fbrS9abjWe+Ph4KNng09fdD9on+v8MNf9Po6I0Dj8k7naUWud4wZKe00095tqHTDR3G+otsdIfbel7mHL84ctdI5YGR50MD/mZnvG30kT5KoDdjcCAc28PM1RRBSVFUmi01ks2uzwI8ncw/X527LJZtFo41JPzW+CR6+vx8bjjKpSfSfflsSg9a+X4zIZ9o8uM6+VYatS/atS/XMjnWPQhmlUSxzwVFMRvONOUgbD8kYlaq6zTDJxpTLFJwqpkx/ldKMCU5Me8LCBzqZYZ9Bs69ID8yIcI+Ea5Ynu1ysQEKddN6vQ4rFG4cjl+pyQaLRhBsO5IQ9ZHOdXnRoUjTTKi3RLxFvkR7plM5zeXEssiwfigSpTb6uTiLYjL8onP9axsOal7JCMCO+6bEz7xfjnzaklsUFVyZCreZh0ot3bpthUnPHmRCPvY/HSuyxuR6agK1vUlb7yPlXQ8096Jq87h9eT/Y+FpztL0Jcr6Mvl9WRyuzP4vVnC/hx+b9bixwzReNWjtgw8lQqnJgP8cFh/LN4fQw5C0YJQ4WAkCxLKCgllhSAZIXAsnUHOz41obYx99TDxzQPa63uk+034J83U55fJLy9Rnl+iPrlIu1dHvttAvdvMaLxIy8xEU+khCFQIMhQbERYZF8MGY5neobQAbBgjIq44KakpPfluZvKtrKQqdkIUlZyVmW5lbf/T7gNYWpQ/OcoFgQbCPAsKKJyRJv5A2XJPBm8ghz9SLhi9XJ4Cjca7UXHuFLIPlREUEQFlEoIYmAAGDUahIoxN9HT1tMzNDCvLM9blvWLOww3hXenijTXec9HiBw83K2V1LQcg2BmEc0OQ3GHkQEyUmy88N48t4Q99kg9uCzs+id5t8N79a3Pq9eMbSmdVTcyc7T38rt+5+WVz6bO4f5P7fnv53RduxzavOzcJn59BWRX1b4q6V5efbS4/Vkzf/5es++Yl9qkjgD0HAMpayromdtq6Lu4e+ABfXEpilELYK5xvFs/Ub3Hvfua+/SyaKGbHnTn587kzB1TPnVY7p6p6Vl35lLryWXWls6pnziqdU1I5o6KloWvt6Ibz8I30haTAcPn2vrQAGIVECh3tuiWdvcsbqBUNVm1M18++y5NPXRSMFqwMZIvH6ua7r1GgMH1tqyAk3gOO9UHQfEOZvqFMbxjdC0b1htOAoXRfJGNHDukLp/mH0oPQTD9EGIwUG59TeaH55sMPne8mxjgKhUwgUnB4m6uy7a3VVRlfKlrhCxZHh7r5U+OfRfxNqejzlvzrtkzMmV0Tcv7921fBqmxOyJesrUnFMtH8onx6QTIyIZma4ywuLK9weXzh0sry2ufVtU+Sv/76IuLNrcm4X39d427x5H+t87b5Iuny0vDAd5n81xXes6aW2eGhf3/9vC2VCecW1oWiDZF4XSTdEMvkQrGEJ5AJBCIOZ2V+5uPbVw21VeFUoou9pebZY6pH92oe3XP+6H7dE7+oH9xlePqQ4Zl92sd+MFHdo3/mZ+XDAAOVE6f27zfWME5iZuYmX4QERbm5kpKTLiHgCZ7eeC8fgosbKhgUYW0DMzUDBQdF43FZFEJ2VVk7EZN69Jfz7NT8vNxiCzPH40fVtNQtrS2Apkbu/4OvprqJkYGdhyvYxxMW4IuxMPVQUzY10nc6e1obCiGcPql1cN85dxeQm3OImwvMyMDD1SkUg4z3cENoqlvjcdGgAJS1gZmttraflSkj0B1rrxNqfDLSVTPWRS03yLAGbV+DsLqMtLtFcL6Dc35MdmlFOD5JZI40Xh65e/tj293eJy+aKy6WJaS/bWl7UX/5QlxMYxb7VWN9b/ud/vYHnbfae+486b3/aLaja/zN68FnT2e73q3OTxQlRhidO2StfdLZWMVa56iRyj8INtbYp3vmJxO1g8aqB3RVf9BWBmidBWif+uH8cYDWMYCW0l6lM/s8fL2IDCaRSo8Mp86NPJbPPRAPXpYO1MpH6+Wj9evTV64VgyPgyss9FdvLN1LIZp3taRUpAfX5qKKEwNIUcE1WaArNMZVqP/iskB1mnx3hNPW+Iofl2JAfMvWhdG3+Rjhcs4rtyx2qr8+DZEXYX6/Ax6JN8lmeT65E1aaDC+PcOu6lPGpkkIOVUmkWs50Vk+9Li+I8i+I8WUjDuhxENNq0MjU4N8K9+35OWxUtwOrAkyuxDTnIWLQ5xlv1fVsWMVD3SVPKjQsRlemIklR4cyXzxY2sokRIXTamMg1eHBdQlhBQEOXVVoYPC1Beelci6a8R91aIe0oFnQWCjiz5YDG/K4/Xncftyt0pTmfOzu7EysfMlY+ZnM4sXnfOjr6H05W50JEuHKt+eCsdT6UiaCkAED4Wgo+F4OJDsIkwTCIMkwzDpMAwyTB0AgzFIofHpqWzC4uSK0tjq4up5cWUsuq4yprUi2Vx9cWJFfnxxQUJmbkRGXl0dhY2p4AZkxKBpYcHY+koUmRGakpZbh41LBGBTQiGx4Ug4yiU6IS4xMy05LS0FHx4BC4ynhKXekRJA7BnPy08DoWPg4ZS4Aiflvp40Xgjp7uA15PNHyjiDtUPvWmwUD9x6Mcf9+85dOSE2v7T6vuOqB/ap6J8UvfgkeP7jh1V1tK3d/GwtbeprsySCd8JF25KF64olpoVy/cFc6/wWNCpcyoeYBwQHeGDY/nionygYdBQ8tvX7RuioW+ynrXFp58E779KejakI7Es0okTp0ws7QMR8HddL377siBffvtN2PmroOtXyfDyyEvlk7uOHAQkxpHWxJOrKx1ry28Uc8/Xl99vSQfjY3DHVY4ZOTjbeiBcfShwVAIMSrpcX7om6RQvXt/k3drkPJEvfBAujBEw6AOHDymf11HXN9MytDuv76yl66at76Fj6KplaKdpaKVhYmPu7Ofkh3YNIIXg4r3B1EAEGYvHdb1qXlt4IJu4vDpZvzF9WTp6aWvxtnymWT5TJxor5/SXyydvP2yusrOw8AgM9kOTfZBhPqHhQET4DoJ3Pn7ICCCM5h/KCEQxA5Dh/qEM7xAKOTr73tsB3udfN/76i6+QC/mCVb7g+5fPYx/fTwx2fvpN8fffn2MwCLi9jWx2clvC2xTxxEPDeWB4tLE9TsXwCjNpk8tbX1+VySQiiVCsEI2ND63xuQsjIxNToyKJeHFi9pt4fYvDWZ2bXV9a+Esu25ie+8oXrK9Jl4VLm982v26t/ymRf1ngfBJKvmxsfPv2RSDgCfhcqVCgkIjlYpGAw5UIhEIub12u4C4tftnalAl5nzdWv//1G3dxOiMp5vj+n04fAJzeB1A5+LPqwb1K+3apHNijcnDX2b2AswcASr/8eHQPQPnYkaN7Dvu4BNFwiQFeFAa1yM2VBIMnMMKLfP0pPr4kWzsYEpXs4oozNgbBoIlQSBIMHJuaeAmHTAIAjltZOCNDcbraZmoqhqeO69jbBBjoOmlr2hroOqgqmeictzA1dvRyD/F0g3h7wG0sfZTPGhgbOO7fe8oPCNfTtf7xh6MO9gEebggDPTdjA28PVywOnRgCZqgomUGCSVRilKm+sbOlRTQJf62yuD4rMQUZFOlrBzM8S7FSzw62zfY3y/E1vIx1vQS3bUBaX2eEfKi/9Lblzru2R6Ovu+42tGaz4l9cu/GqpaU2OeFCQszbposTT9v7H9x9f/1G7/1HAw+fL3f1Tb1+P/2+Y76ze/zNy9FXzzlD3Sw0VOv4bqvzpw2VDpiqHTbWOKCvskdPebeh8r6d0lf5yUD1ZyP1vWZqv5ip/WKmekRP7ZDK2UO+gQHhUXHksPCoiLDl8eer8w+lIw0bE/XSwXL5cKVitKzrFrW1yGviZfzix4wrOe4vm8kr3aV1bO/WQvjwo+wCpmPf/ZTmAlBrEWT6Td7FdM/mgsCBR/HlCXZTb9gz7zJaivza6xDikYrpt+m3KiBX8/wH2hObcoNGHqcOP0opi7VrK4e2Fge+v8m4lOm21JW31JVXn+X+oonUdZf1vJHcWgQafcauSfW8X4MtYjkURjvGYfRr0vzr0gMv58Ee1DNuVZNuVhEfXmZKJlpf3Uq800AXzl270xyen+o50ll6pQLx/FbU5VJQVbr75SK/iXfpMx3spe4sbn82pzdzqSNZNPBPjPH/N+2Y18Xeua3YObLYefm9OcKxygc32f90voHwuEBEbDA8OhjBAocywaHMICQzEBUJIcZDyEkB2Bg4NRlNS8aQE0j0RDiGbgf09wSBfP28/Ly9fP0C8LQIfEQsnMxEEMJwlFgoOgGCTkbT2HHJGRdKky+UJSIxxJBQFhyWgIQlwlCRoSQmnBEGo9OgOHpcWpFHIByw96CutTWVFYdFR8OCCGQU7MWtSulIG6+jgtdVwO0t4462Pr1ZonXm2Hk1bTNbVzMXoK6Tu4Gjh4W9u72zr7mjt4mDr4l9gJMn3NsXlJ+fvjz7XLxwW77QKBi9sLbY9qu0p7okVVnprLNXoB+c4g4hBiDD/YPwF8prxSuDn4SditlH34RvRNOPv62O9Hbc0VQ/rqGlbmVvjQuHj8+9/LI5IFt69Lv0w+bKq3/Jxx60VmlpnFDXOGtprdff92xN0CdbePnHap9w6sEX+cDI0GNfqKeJi3MAMhwbloUkxIJhoW9eNW9I38hWbqwu3xBM3Pws6puf+ODoaH7k9BFTeztLNx87d7CdG9TOBeHkhnJyD7XzCLb2CLD1DnYORrpDSBB8dBCCFgwn4Mmk50+ur6+8WZ269nmpaWvuqnyqZWPpoWzhMX/ylnimRTBWuzpZz+2vWxq6HROOsHawAsLQQWgmEBHuA2cEoFmBmCjfUKYfIjwQFQnGRQFhtABkeCCKuVM+EEownFZQUjMyPLGyxPlzfeuPeU45DBelaRpxVnckq+TzvaeYkyqFINifYu4fcvF3vgBvbpMdCP4+Ovut9VG6hfvdgqLv3z4LubM9na9Wlkb//KbgzA59/izt5w5NCGe+yKVbi8vfpKJ/f1q7UlFUU5L79/fft7Zkv8vlqxPTzXnFS30D63LZ5vaGQiJeVcgWuUsCmUgg5X/6srm0PCcQcuQyiVwmUUjEWwrFl801OZ8rWV4ULc5fuVDuYG60FwA4e3j3qf2AE3sBp/YCTu7+4fTeXWf27j27f9fpvT+d3AtQOrJf+fih478cPnbwVEp8UWZqvb01AhQcA4UmOjqhsTg2BB7l7k20cYBjCZmubgRDwyA4PNXVleLjTQsKjAgOYDjYBZmZ2Ds7eWhrmdhYeZgauWqoWuppO5gZe+jr2Kspm+rrWpubOnt7QF0cA50dguysfZVO6xno2O766aidjZedrTcAcEjrvA3QF6eqamNuHuDugoKFMCmEJDNjN2d7Xyqe4WHvUJWf+/BGS01edklSTHVy3O3S3Nu5qSQHQ7q9fqSjQYK7STnSIzfYrgrj+b4671Vr2/MbL17dfv6k5X5JYmZLaVXXg/Z7NZVFUeH3K4t72lpH2u+OP330pqX1w+27Iy9eDz9/Nfvuo2BgePrN+7nOjyMvXyz1fuy4e9PdVNtM9YS7uaaDgZK5xlFb3dM2+qestU9aa5+0On/CXPuAufYBU61fzNQOmyofMjp3yETzlJrSMW8/fyItIhSDp1Nxs4MPeSPXVvorpGNV/P78pc4MQV+2eDBHPpYrHsgQ9KZtjBesDubI+rLXhvJXBwsqIwyb2Y6inlxpf8H2ZIWkL3d9rGhzouS/JxJpgu7UtdG89bH8hTexvM4UcV+GYjh/dbhIMVSsGCqUDxZI+rO3JkvlQzlro/lb4wXCrhReR+LqULZiMEs+kCnsSvkyWy4ZzBL253xZrrtdGXi3BlTLduxoY3xdaVmfu7wxf/Wb4Nb6wtXfRLdl0/XfBDd+Fd6UzVwQT1auL9ZJpytX5yrFo4XisfzVqRLxUKZwIH2lM57bnSjsTRL3p4h64oVdCYLOZMHHFEFnsqAzmf8x6X8l6k6V9LJF3cm8jnheR7ywK0nYlbT8IVk8XvHgJhtLJsMoSQAINgqKZUFx4TBcGAxHhuKJEAIxmEj2wRAh9Dh/UjSImgqhZSJoucToyhBsoqq2qaWltbW5ibmRvo25NT0sKiY+PxQbh8On43EZKGQKBZ+YGpdaV5R8u5p+uSyMEEkBUaJgKBYSFQVHhkNRNCQpjExjsmPTUUGow/uPAH7cZe7pGZGZG4Sih6IJUeGBA28LpaOlvJ4kTm/UfE9uByZhAAAgAElEQVQCd+bSxYowtbMHzM0tnYBBziCUMwLthcL6hYR6+EHcgzD+oUyPYEYQLAoUQmKE0Uf7H4rn2yVTl9dmr8jG6jfn25eHHqREYn08bBFwCBqLgoVAGy9Uy+ZGZFNPFVO3fxM8kc3cXee+3ZSNkgmBR47tcXR2cPF0ik8nCGUdEsHjbfGzz4Knwom7f25MVeTHnz13zM3b3cXTKScncVM+Jlt6tcV5vs17Jl989Nun0QtXsnygfqGkCBQxnkSPj2AxxsbuS3jt4vmWTU7b6vz9f6/29by+4myrYmOniSVCCDQSmcakUiKopEgGhUkjh5PIYURaBIYWCyPEgzCJMEwyAhuJDMU9f3JnXTgon23/XfBwc6lZMFr/x3r//MgjEsb90Z2y39e7eKNXtuebuL1l0ukrL9rz3D2s3HwDILiIAGSEfygzCM0KxkTutLrBmMjA0HAQOhKCYwWjmWBsJATH8oPTAqBEH++glPjk6dHx719+fRCfxdQx/77MFd+5xzazni+qKHT3eZNb8F3E/b4m77x6NUhf/3fB4n++Kb5+k2woOH9LBNJXb1OsnWJMLLCWxluDH8euXCryBla5+TQGI4XX75WhcU3JCd+5C20pKflQxFBjU/eVxu88/t9CQVVi0urU1N9iiWxqcnVlUSbjCb9K5b+vKRS8TRHn+79+3Rby/rW2+vuq4vsff0x1ddUXFckXFr5//lxfVHR63+7DPwAO/wA4secHteN7VI/tVj68+9wve1QO7VM9fFD16D7Vo/vOHdmtcebwuWOHjx48YmflUV1+q6SgjYwrcHTEubqSgL5hQN8wEDTKw4dk64gkUfOCwLH6RiAEIi0oKBYUHAUNicUgEymkJCqZ5ezk4eEWQMRHGhs421r5aahaGuo5a2taqymbGurb7sDX0c7PxtLHzhJ4+vh5bVWzfbtO6GpZuLoEAgCHDx9S9/FCG+q7mxj62FsHIyAMFiPdwdLTzsw5kRnX3tz4qLn+enV5aXJ8XkxkMgFzLT+7q7mhjIaG66sm+jvkI4B0R5M0sNfz8uzXly89vf7g9f0PDxrvNxfWFbGSuu8+eNp0tT4/uz4v/Wnjxf67t2ZfPJt58ay77Vb/0ycT794PPXshHZ2cfPV2qbNnoatn7mPX8IvnC91dFWkJ5qpnfG2MXIw0HQyUPC3Pu5qq2eudcTZSdjY652BywtH0pKPpWWcjZSd9JUddZQudczpqp30DA4i0cDQGF8kgLI49EUzcEI3VrfQXCYdKJKPlm/O1opFibm+OoC9XMpQv6MkS9mRIB3IE3Wlro/nibvbqYN7qaLF8uHhHQSn/P6y9VVTb69a3zVqrsipQ6kBxiru7W3FPSCCeoAnuCQnB3d3dpdQND+5W3JLgUG+preY9YO/u/b7P8519Y1wnmeM/cniNOeZ93/M3Er3aFUofJNMGIuiD5L3RGGo/ab0HTxuIfDebttlH3h6KpQ3F0IZiVrvwO8Mx20PRm32kw4n41a5Q2kDEZl/49iDpeDJu+VXAqZGpA+GbQxHU0RjaZDxtImmmC0+bTH+zWrw9k7c9X0CfK3izXnW4Ur49X/B+q2Z7Jm97MuvNVPb7ycyjkSR6b9TBYMy78aSdnvDtbsI+hbjTg387FPVmMPKgN/yIQno3FHXUH7kzGL09FPtvoumDUadsD0XvDMecXi7eHYneG42hD5LXekm0yfTmqjAQDGYD92cyBXuYg9wtnNyswWhrMMoGjLB0Qlk4oc2cXayRPlYIbyuYtyXUC4gMQHmTXDyClBQUtdWUtNSU1ZWVlORk3VDu/t5EewcPB3CwPdgPgsD6eLqmkDC1qR4NqaiSRA83Lw97jLctzBWMxCHcgzxwBC+fcG+vIFMDoysXLly8cP7aLXYnlBfYNdgU7GENBkVGABdGYteH/DcG3FeHXGf7PNfms308DTk5WFQ1DPUt4abOfmbIABNnHBDq4wzzsYN52kC9bJz9wMhQgJOXI9C5oTp9abR6dThjeyz5YDxjbyT7aK56Z6qhtRyfE+9WlOJDeVjwfqnr7cz9k6Wad7MFhzOFO9PVH/dG6qvS2e+w8gsJausbGZsYpWeHHh5RaGtN20t1+yutbzdeHm4M+rhB2Dhu6xjes3JwQGMg4/33fxyMbc/Uv11u+Ux9erz1fHn9uRPS2tTKwcMz3NXDPyTEZ3H+wfH2o4Plug+rTbtTtUfzzXvzTStjVavzTa+nGxbm6hbn6hZnKpdnKtZmy5dmSudmq+aXH1Q1ZVsALUEYjAMEBobYNjakHO082V6ufLPavDVZtrtYcbj5YHdr0AXt8OcZJijc9GiHQn9dtzeTvzuRtDEeszqVG+jvrKWnbwVEnsaUnL6gsXH2soHgrJ2xtk5YAMzHytHd1gkLhHvbgN0h6ICwiOS6tgcjY6M7m5uM43f5GCzZypbx8+3adI+nlX4dITAZBHjX183YW2e83XuYl2WlofTu2x7tzdrJAZXx9vDb5irO2jwWBWPsbL9ycmlUNuoDocK4BPeKSwMkZDxu8w174yMExEexftMBBATTpSY961B24XZvf8b4ZBoEfvjgWbqBdaqepauUQk1oGONgb+XZkyxP90QoZKy8gnH0lrG8+jAxdaKuuSAoDKKp83Vl7dPq6tb42MvmBn8MUllK9C779dvMf3FeOcfBfIbt0l9sF/68w3yGnfkPDhYmjqt/ct+6xHKeie3GTT+v8Lio0pCgoihyg5WVr4ystbGZi6aus7GZi5Gpq5Ia0NUjydYhSEzS2tY2yNExzEAfhUCE21p5JCeWxUQnX750NS4mHQTEiAiqSIppC/Aqykrp3+VT4OWSkRRXlZZU19WyUpI3kJbQVpYzus3Kz3NLlOX87dusvDpa5hfPs509c0tOxkhV0VxUUEtTxRLi4OECxWkpaMPswfX5Bc8ri4tJobnhQbnhIWnB/qFwp4poYntabFW4XxTIwk1DGqYoGo8AVxAJj3Nyn5XVtJU11+fVteXV3E8vqYhMHGpqa8nPiw/yq85Jb8rPHmxpXu3sHKpv6KupGX/2cKbjxYvq2pH2x/TRyZXegYXO3sWuvtHHTxd6+joaa81VFYVvMCvwcaiLc8vwXhe/c0lJ8KY0N4sU1yVJnrOSfOdl+C7L819T4LuuwHtTUZRLlJ/DxMIcjnEDgZ1dUY5T/XUrw0UrAynrA4mzL0k99T69zf69TcGUtrCxJ9F9beF9beHdbfj+RxEvmvy67gcPvQjvbAsYeEx61RTc3YYfexn3qimwsyW4tx3f/4jY1RrW94D4siG49z6xp430qjGsoym8qyX8ZVPI4NOovoekrjZ8R0so5VFER0to931C3wNiZ0todxu+tz28535Yz/2wl3V+Aw/CO1oDB55G9D4mDr2M62gn9TyKG+zK6H6aPNyd1/s8ve9Fxlhf4UBH5kBH5khX5sjL9KH2mOknScOt5ImHsSP3SQPN+P6mkLEHpMHWEEpT4FArvqcuYKAZP9QaPtoe0d9KoLQS+tr+Q28rvrc1tLc1tLs5uKspqK8tbPAhceBBeF9b2NDj8KmOGNpUTlNlKBACsYT4MN0D+ZuA/M1A/paO/paO/tZAfxtAgA0gwM4Zb2LrbQXwc4QGQFD+KIyvu4d3oH+QmqqinJyMlLKSko6erIIqDObu6x8JxYTYuOAtMN4IP7ewCHRRpntbsV9Nim9BTBg5kBTgT3YNDEIGBCB9Qp3Q/poG9hyC4kxXz13gvsJ05ayErHJoYDIUFOqECHUAoXNSiRvjDYuvEjd7I7eGyfN95JXpcltzBV5OLkMjx3u2npbwEGvXQBOIGxDqAgQjgEg3W5ibA9zP2hEHhnvZ2tqHBSJWxmupkzkLnYTdoZjDsSQqJf5wOn9/ruj9as2XreZPyw27g/nvxws+zaa+mYo/nsv+tvu041GOsCAbBye7pJyKgZGtI8ipuSlvf7ubttr6lvZwd7Hl7Ubn2kynppKMhIy8FQCKdvdGIuHVRYlftoePXrd93Xz0Zql5Z6H5/duhvIIocwtbDDoAhcAW5KZtU3s2FhqOlpuPZhs/L7V/Wrx//Lr6+87DvZW6g/Xm/fX6/dWag+XSN6vF79YKDlcL9jaqD3Zf5ORH6RkZwlx87AHIivLiw+3xg822w9WqvYWGw+XWneX69wfdBLw7M+sFdl42NS3px+3Zb7YeH87mvV9IWe4P2H6d9bA1Q19f19gaZOXkCYT72jnjbJ2wjgg/R4SfnTPOwRlrB/YAQHBOSD9zOxQY4Vta83h+Zffj159v37/bo9P+OTxce/LUXVG52sM9wkA/xdriQ3tbmILS21fPv3yk7h2tHc9NWguINASFM5ZpK09fdldWv372Am6gX5WewDh5O5aZHmuoH2lt/DwjjvGelp+Ex/o6MRhHo3nJ5XBgjheE7OHIYOxRHlW76aj0pySHa+sdPn5sJyPWmh4/WVkG5xf81fIoUlwhU8+sDe3pyiuyX9X0yDcMdVcyzhpgySUQDYIzaLtfV9Z+7e8xvn5mnHzofNpuqKV0/QITF+t5LpbzXCzn2S/9yXXlDDsz0x1WJq6bf965ceY26zkZCcmivNq4yHIyqS4hth2DSbC08pKSs1DRABqaoI1MXVU0wRiPRCcoSVDEzNTUy9MzBQwKNTHBhIZm1VQ9ExOT01DXrShr1FQ3uXVd6C6fkqiQupS4jvBdZQFeeUlxVXFRZQ1VU1kpbXERdWU5ozvXBHmuC7Ocv3357E0dDbObV/nP/nmd+46M2T2ImKCGkqyhtTEY7oiC2jkVZWRSHtzPDfEpJwa2pyeUkwmpfl6BjrZF4YGN8cQXmbHJSHvtmxcMOG+0pyZP3X/cVd3SnFtVk1PeWlz/qqQ5PyCCUlY32nS/OCGmOie9tiivoTCvr6F5vOXB07z8V6WlPY3V06+ePi4p2R6d2J2YWaMMrfYNbg6Oznf19Le1z3V1thcX6EqJKAlwKgqyyQvckuW7JsPNqiBwVY6PWYr3rAT3XxJcf0vduSzDwSzFcUWci5WHjUXfUM8JBgc4ApFQ2/Hu8rWhIupwxkZv4qMCdEmUbWEkoDQeVpbklkqEpJPhuUmeaQmucVHQ9Az3xCREZAwgNQ0VFwNNSUCnJqKT4hBJcYisNPf4aFhKAjo2EpaW6JGa4J4S75GagE2Kdc9M9kuJ90xPdYuLgaanuqUkYZITXBJiUamJromxqNhIWGaqZ1qCa2wENCUOk5nskRSDSItDZSaiksiQzERMIhmekYzNzwpKTvJOSwnKTA8tyItMTQ5OSwkpyCamJwWmxHmnJXhnpPjERqHTkj2T4l2jo6HJyS5Jyei4eHh8IjIxGZ2U4hIdC0vNxMUluUTHYxITXTLi0NmxqH+DyIqBn5ITh8yMhmXHwnLjEWlkcBoZXF/oP/QihTpd1FQZ6uDkZOHszWQOcjcH/WfwZw7ysHDEmgM9zYHuFo4ep50RAOYFQvoiPEK9gsj69yzV1DTkpWX0NDRkJSWsbRyCySm2MB9ntxCEi3tQgFNVrntDDrg9C/Io26s8NtANjbK0dbKwBurpmkhLyvFx8l9lZuFgYxcQEGDjYL/Ozo5y80S5ekDgGAgEg3SyaysJpg9nb3Ylb7xIWX6ctNlRNtRUYKooJ35XwsjYyQ4SZIfA28GCHeB+TigfB6SnJQZn7RlghfGxgLpB3XEQJNTMXCM5zn12tHhzrnBxMHJ5gLw5HLs9lLrenbhDyd7pzdzpTT2cSKZPRG1MkdYXEvb2GhvvR/OJ3LrJzSUornzPDGxpZefj7dH9so620EUbeno09XJjpIn2+klvZ42MrKikjLY9OMDVMxbjGhAQ5D432fZ+99H+fPnxbOXxdMPO7OPNyX6YORxu7RnoFnq/oYK6/mxpoXRjqYy2WEmdqdibb9ydqVofLqZOVW5P1dDHq2jD1bsjjfTBBvpIzSqlfHW0bXmkA4twV5XSsjCyLM5K3F55Rpst35rI2p/Pp8/l0+dLf+y/rM4KvH35nAi/lLS8pbyydUho+Nby4O5s+SYlitobs/A0fm/iaaSvh4aKqp0j1AHiBkD62CED7TGhljBfG4SvLQpnj3C3g7uA0B4AlLsN1BXhHRaVUVjR3j40PbW2tHiwsv7P8fFCR3ca0rUI6/dxfn5vbJQMgR2NjH7d3DxeXGC8+zjd+gCmoh5nDYiU0crSMGd0DrwgkHHScg8Cgp14+MaT0wstgK/8CYytrQgIKNPHi7G/XeTtUonDlMOhKRYWjMX5qfy8SF3DscTUVGubjy9fuKrIMI6pjDerWB15Sqg/hvnyS5xnT2BgnrERXlI8RFby44uHjE/7wTCHMBz65GjvaH1tbXziQVlFOM5LR0lBgP02x+UL7BfPcl76g5f1D+4rTOwXmdgvM/FcPXOH9SLXtVs3Lt9Gw/yz0xtiIitiY+vx+DIgGG9nF2hi6i4tZampBrIywxoaoFGoOKx3poIKREvP1czSF42ORcKIUaRCf8+IK3+zVheVxxBjuG/x6aqbSAgqiwqpykjqidxVF+JXPZ3/KsjqiYuoigoryMuoc97ivc3KdoOF7cJfV7g5hYXuyp75k5X5ApuxgZWqrIaKpKKt/j2EpXVtRvqDwvz6tMRIT1RdRmw+KaSQHJYR6EuAORXjg5pjo/AAS2XWS1Zid+VZWYLAoKG2Bw/Lq+tyS++XNj6rfVSfXVaRnDN4/9nz0qqapNS+2vr65KQHuTldNbXdtXUteQXPKqsHHjzqb3/Y3dS4NzuzOz270j+4NTqxOz1HG58aevC4s75xb3aG6O4iyX5NkY9NU5RbnveqLPcVGZ4rMnws0gKXJAUuSvIyS3FfkeK+IsV9VZCL9Q7bFW0DHRAM5ggGYpB2U71la8O5S70k6kg0fTj6cCrlw+ucrf7oN9Mp+2OxBxMxu6Pko4mY7UHS24m43YGo3YGo47GEd1Nx+8OE4wni2yni0Vjo+2nih0ni+3HSmxHih4noo5HI3f7wDzMxe0P4o3H8m0nSwRDx/WT8+7HY92PxH0YTP4wmHlMiv00nH1GIXyZi3wyR9vsI7yfj3k8kHo7EvRtLfTua8mE089141seZ4q9LlSdLVZ+Wqr+s1H5aqfq8Wv15pfzTQsnHhfwPc7nvptOPJ1LejMf/5ngs7jeHIzGnHI3GnnJa3x+L3RuN+TdxvzmcSDwYT9gbjdkfiz2cjD2aitsdJW/2E+nTaW1VoTZAB2uIF9NpMPhpQu2/sHUxtnU5zS02s8dYAt1snTzsIVgntL+bTzjSFSciLKGnqaupoCwtLmJgYITxCnbxiwAhfb38g1ISvBqKvduK4O150OZkVFMW3lBP8zYHDy+fIA8XP9cdbkkRCZG7gpwcd9jYOC4ws9oAQEFEMsIF6+LhD4a4uKAdh7ojN6eJG2PhezNxe5MpH1drO5ujxfn+lpYWvmflYOmEtYYHg90iAcgwB0gAGBkMcMVbQgOBGBIISbIB+iKQwTAo2t7CMC4CPfAylTafT59NWhkKpY6Fbo4Ebw2FrPUGbg2G70xE782mH61Vvh4tjY/04OG8ffO2gJiErpyyBRjqAQI7BAQ4Ly+0HlFbjtcqP29V7y7l//z4rKrCl5//nLauFhzp5YEjhIXH+vq6PmjN+XhI2V1pOtl+/HX34Rta06+PA6WZkdZ62h4I8MzI43fHL97sNR7Tq77sNX3ZafpCa/hCr/2x3/DtqP7tZsnbtZIPq+V7MwVv5kuOFnK3pzM/0RuWRkuN1PgVRNjy00Opy0+2V6voy1nf9ksPV9I/0ErfbdU/qiGKsJ8T4ryjKKttaOZkYg12hNq+eJr7bqt2bybucJ60M4PfmieN9EY72ulYmtlCoW4wpL+9s7ctxN8BEeqIJtjD/B3gAU6oIBAiyBbiD0QQrKGhOqYoo3v2MZEJ6wvrx3tvVjc3Tr59/fbp/a9vX/bf7H7+/vFwh/puh/7meJ+6tbY2N//93dudrZW6wuzBlmbG7s7J3tbnnY1HRbmhcKfqvNR/3u0WkQh91ZW/6LSYIN+iooxPB1vVAX5tOO8GV0/wDc4aZ4zHXamWEOJ6QxtBVY9a12IiIfRhc+54fhggK7JYUewtKdXq4fkqOKwB6/mMSPDSUFxsqmHsbpCQzuFYzMeD7TeHOwWFOTdvX2P6g+nieSbmc0ycVy5wMp/juvwn52WmO6ewMHGynrl58RzblRv8HMKE4JSUhGpiWFFgYEFISLGtQ5CuHgIEDlFWcuDl0jA2QKmpgszMcFjvTGv7UAcQAQAKcwAE2lh6WpggJe6qIp1Qz9ueWt2zkhdXSo7NFuaVExJQUpQzFuRTEeRTERJQkRDVkpfRFb6ryMstLi+tyXWb78bl29cus108c+36VW6uO6IXzt/8+8x1eRl1gCVIVkjCQFEli0xuzstuy8uqTIiOckM0psVn44NqU+KLSPgwCCgnxC/b38tGWkj9FovxXW6NO7dkr1+tT017WlF9v6iyPq+stbCmLruwv/XJ6ONnD/NLmjOznhQUtWSkt2Vlvqyo7Kmrv19Y3FHXOPz46Yva+umXHbsz09SxifWhka3RCerY5PbkzEIPZbD94dDDB8+qyvWkhGW5bqgLcyrfvSnHwyrDc0Wal1mS74IY73lRzgui7BdF2C6IsF0SuMPCfotZU0/LEQoFODqg4DYT3SXLA1nrg9HrA8StAfJKN365i0AdjF7rDd8aIG9RiCudIavdwXujMaudIdS+iMOxJHp/zHoXid4fQ++P3h+Jo/YQtimk7d6IrU4itTNiqyNq41Xkxqvo5Rfh653kw7Gk5Zchaz3BW/34rb6wzV7CTn/EZhdhbzByqxu/3hm40RW0PUjc7A1b6gig9pOXuwjUgTjqQBx9MIU2nLo7nn26+3xnunBvtnhnOn9nOn9n6jRgOIk2kkgdiNmgkDd6if9KjO/B/zenxdMHxKdRQ/8Pm33hv686nO73+f1Xp4+MN/pCV7pDaVOprZUh1gB7Syfs/y3ff8Vl/ke+Jg4YM6CrDdjd1skDhPRFY0PdvAM1NPW0VDVVZeTVlBQ1NDQwWD8/Qowz2juEgC8rINcW4KrTHVpzwU1p8KbcYCjYSlJaSk1DXUZKWuiuoKSomIiQKDcXPwc3n52jsx8+Au7u44T2BCM87UAYPDG4syNtiBI93BNJeRHe2R421p2enuhyl/+SjJKEBRDkgPEDuOIdXSJsIaH20FAohgRGBTjC/cHIUCgm0tGZ5OhEQKEjrCyh+no6IHvd/Ewvyou4+cH4vYWMzUny4WLS172S7bm0haGU/qfxadEu97Tkbl+7xcMpLSl9T9cQaW6DAUHcnGGAhCT/13OtcxPFU4PJr8fSZobTNxYbQwJtBe+y2thYubp6+/pHkEhJbu6eaWlxSwvdi7MPl+aaF6erpiYLVhbbnj2odLazD8R6j/f1LM+8XJt5sDHVtjRcvzHWvDnesjRauzxeNT9eNjOUMz+S+XoweaIrdo6SMN1LmugizAzG1Ze4yggzeWEMRijls2OVY4Npk4PxE/2Rs4MpY935T+oyVcSEOVjYlOWMdHQB1iA3ENLdGmgVSfYe66ue7M4behk32R/X0xU4MpIaFoK6Z6APBDjBUVgnBM4JGeDkGgxCB0EwIY5wfzA8CIomOKPxYES4I4rkjCRkp1X1PBlYfb25s328sr2zTKOuray+2907oG6+2dz8sLD6a2P7+PXq0cLql629vYW1Izr154+Tr4yT9e01+vbGh7cH394d/vrx6f0/77cONz/u7bxbXTuh72wtvJ5ZmF7cWJgapyyMU1aG+2c6XlWkpXTUNTCOP9D7RynVDYvPO+vT07/RaauU7hRPD8bqxkJOWZaxfZEltC86mTG9UIXDeSurpdk7Gly6VhdIZOy+eb+y/npoKDMuxlRFhfvMXwLnz/Eyn+NmPcvJ8gf7ZSYOZiYuViZOViYO5jOc167euHjd3NAhProkNCgHH1rq5ZPrH1iEdo2Xk7e1tsEBAH4SokbyMhZiovfMLbBunsn3zL31jF0N77nq6kHVVW1uXROVElZtrmnxc/MRExAjBUf6eARJCCoK31WUl9EX5FcWEVQTFVIVEVSRklATEVLg5BCWFlflYRe8dvE260W2S2ev/33m2jUWziuX2M8xXea7I+hkA1KXlveGwZvychszUwfaGlL9vPLCgp7k5eSGhT7KzyuPiwpDOBcQgxNxGLCGrL4Amw73TXPxu2KX/tYVEOhvau2ua7pfVF4Yl9SQkzfy6OnL2pr7+fkvK8pbsjIbU1NqExO6a+teVdbUpGX0tdzvaW7vamqhT0xRx8eW+vo3hkfpE9NboxM7U7PUscnJF887G+rXhvoC4CA57psqd9nleK4q8F2X47sqy39FWuCSBP8Fce5L4ncui3FcEuNg5mO/fPvGJQ1dTSAE8lu+qwPZ85142hCZNkTeoIRTByNXuvH04dilTjx9OPbNbDp9OHbqsd9qN2n+ecjrF/jlTtLr5+EbvbGbvZGT7b5blEj6YMzySzy1N4bWl0jvSz0cyz0eLzyeyNvoTljuIK92kxZ7g1YGghd6Alf6Ccu9YasU4nofcbWHsNlPXO4KWeoJ3hgkrfaTtkbilvsiqCPJm2NptMls2lTu9kz+znzJ9lwxba5oZ6GUNptPn86jTmVujaZtjCRsDsVvDESvUcjrAxFr/eG/WaUQTlnuDVvuDVvpw6/04X8X1/sIG5Tw/5J1+Fo34TebfaR/qbn/1L/4DUo4fSqjtTLMysHOAuzJZGANN7CGG1gh/guUgRXK0BppaI00sIYb2SJNHFCmALSVkzsI5e0ZgEegPWUkFdTk1XTV1WWkJS3tALggvIt3kKe3V1ZqWFNZaHMB4mEJqr3QpTzVAwgwEJMQVlJRlJSUlJORFROR5OTi47srbmEPDiHHQz39ndx8nTDeThhfCMbPGenl5u4FdHA00NfVVHnMPGEAACAASURBVFVSU5TVUFEUEhQQFZNSNzAxBcLtUH4OLiH2qCBHdJiTG94egnVEuMBcPRyRnmBUANyTbA0OBCAJEDeiJdBFVeeejJy0vr6qvaWWr7t9WgyW4AcM8rb1drdysFaTl+HjvnOLg4OTk09QVk1fx8JB3xZkj3BFYL1QnjgPL29PT3dnR6Cpoa6emoqakrKGmra4qIKMtCYQ7O7iTggjZYaEZ/iFxHsHkl2x3nZgOxVtSVVdMW1jaSUNKf17Ztp6NnBkcBg+xdcnyN7aytRIU0tZ2khTxURbS1ddXVdTS1tLw1DfQE9LW0NJTU9VTVNRXlVWSl9dxUBDVVVGXl5K0dbc0ReHR8I8wECoibG5sqKStpqWgaaBlJAsN6eYooqxqr6VpTPGwdUd6oWDubs5OkOgULiVqbWKvKqSgqqsvJyckqK+gZG8spoVEOTs6gl08XRwwTm4eNkhPIBoHATj44jwcEJiwSgPK0eYD5787FX/x8OvjO+M97sf9rb293YO9zaob1Y2GNsH6086A41tfLXvBd6zejf9mvHpE311+YC6ebJ7sLu4sn2ws3O4e7C5cbS+vr21vr65MrexsLA095G2c7SwujQ7T9uivjk4pK+v0zZWt9eWj1bXPtLovz5/+XR49H6d/mFr92hv//j4+Hh39+3hwfrm2trayoednZ97BzujUxuU4c9ra4zDg6+bq8/KilozM16VVUw+ef5xk/ph/4Dxz08G4/vS3JSPK1yQjfUO8xlOlr84rzDdYWG6w8LExcp058pfty+f47nBxnLuerBfLJlYhPVMCg+vCgorJ0U1QOAkbR2ohibI0tJDXcVOVEhfQuKetg7M1SNBXQcurWArLW8tp2AhKqx59s+bPu6hRdnFojwiOBevoqxyJRkNHjYRORktdRUTUSFVMWE1cRFVQX55obtyEmIqvNziInfluDlEr1/mZD53i/ncrbN/XLlw9jrrxRt//3GBjeWWlb6xnaFhQ15OZUpiR3X5o6LsImLYg8ys7pKKMnJUR3llRXx0hDuqLJaU6u9mryKhycVqKsYFUBDzsTJ1kJcLBjkNN99/3dNdGBvTUV/Xf7/tSWlxe0FeV011S1ZmTVJiPpHU29jYkJ5VHJsw/vTF4/Ka6Vc9tPHJxV7K1ItXK/2D1LGJrdFx2vjk+tDIYl/v6JPHky8ev6gpN5QVkee5pXKXXYH3pjQ3iyT3JTHucyLcZ4U5zgvf/lvo1nmhWxd4bl+8ee2Cmra6g5OTA9D+VL5rgzkrFPLuWMw6JYw2TNoeiVrpxlNHopd7SOWxJlmhWpNPwnfGs/en8rbHsmJw0pEeYp/WCpb7wukTUYfzibSxiK1h0mpvyHof8XAqpbMSlRqomBqgXJ9uvTEYRx2No43Frg4TtibI1Mmo5QHSCiVieyJprT/mdSdxYyiaPp6w3Eda7ovYGIrZGk6ij6XSxrOokzn02aLtueKd+ZLdxbLt1yX02aKd+RL6dB5tImdrPJ06kro5FL85GLfVH73ZH/k79uI/yRf/g98fUAcjfq9L36IQf3e+p1D7yf+65/s/5Gtpb2/m6MmkZwnVs4TqWcD+C4SeBULfEq5vCdezhOpbwYxs4cZ2CFMA2trZDebu5xNMsrFyVlfUlpOQUVFSVtfVhrq54wIIbu44UqhnXQGhtcS7NhPSXISpLfSzt9OVkJVUVFbgFxAUEhSTklTUMzTHuAcEhMcisUFWEDe4VygQ5Q1x9Ye5ByLdCbYAfx19tJi46R1OFS4uRSFhdX4RFW1jeyNrZyDKG+IZAnYLtEd62yO94dgQV1882isY4eGP8glx9giEeuGdcHgwjuDgFgz1IZqA3LTMQdIqxvzCajy8Cpwc0hzs4rwCEpx8wrfv3OXmF5dQ1JLTMFQ1MlcxtTRyBtth3W1cXIEeXlBssDMmCODkq28AV1YBSklZC4oaCYoaSCua3bNCOGMC3P1JgeQ0P2JqeEJBEDkLAPMxtobJqBnIqOtKaWgIKSiKqevr2SIcXEIALkE2cFc5LS1heWERGQFZFVlpeSVRGTUpeSNBSR0+YU1hKR0xaT0JBV0hKXVeURUeEVVOQSVRWQN1PXsDM4ilg9s9K6SShq2AqLaAhCavsCq/gCKvgJySgbGSqYkeBODg4+kc6AfyxKF8giAuOC1DC0kFLUFJNQ4+BQ5BdT5xA0FJA11zuDXExw4dZOcSCMCGAdxDgG4hALQv3D0EjMSBEZ5IV5wTHIXGYdMzsupKal61PZ8anVxfXdvdoe/RtzYXZhjfTl6VFttJS/dWla/1dEx0P+3tfPDm2/7y5tzO3Nwv2t73re0vVDrjy6fdjdX9A/q7tweM718Z376uzc4c722/eXf8+fPHlLiEJ80tR5ubS5Pjm4uvF0ZH9+eW9mYXaWtry6/ntxZXtlc3FpeXVlZWthZX9tep2zT6Jp228+EN7c3e3j79eI/+bp/26+Q9g/H946e3xx+ONqlb46NjLx49y0pJ8fX0tDA3vnzhz9vMf7FfYuJg/pd8OS4zsbGcZb/CzH2DU0VOJzezIYJU6u+f4x9YjPPLDyfXOYBDzMw95BWs1dWBWuqAu3wa0tJmUtIWYChe/56LmrazgoqdvKK5lISuqJByNDHZWNtUQ069re4B2tmdh12Q746ooryurLSmlLiGIL/8XX4ZYUF5Ph4JCTFlQQGZu7xS3Byit1l5L5+9yXL+9uVz187/cYn5HAvr+cs3L7KoiImlR0S0FOZWJMcNtjY0pCc8zs/uLC9/XlDclJreW1NXER+d6Iutiiel+rmo3LlkLs6hycmM0pYvDQ+KRSPRRvfywohzr14UxkR2N9UPP2p/XlH2qLjwWXl5c3Z2VVJSTnj4i4rqtKDQppz8sSfPX1Y3LvYMrvQPLvX1L/T0rQ4MbY2Ob09O783ObI2Nrg8PTL963ttST5sYxrvCZThvGsmJKvHflue7Ls3LLM5zXpTnnDDHecGb5wSunxG4fo6X7dKt6xdP5WsPsEPCrMe7ilcHsreGE1Z7CKfyXe4No4/FTj4L3J3MCoQJmSn8SR0pXOnLobQSjhYqy5LtAfp/rwwnTXUSpzvDpjvDRp74LlHIc12EnenM51WuSPPrD0vQOcR7Nhp/jT8jjT7Hz3ZFbI4njD7xH30SuDOVTR3LpLQGrlGS3y2UTTwJm31J2p1IpY8mrfREr1MS9scytwbS6JP5u7Ol+3Nl+3NlB/Ole7PFO1N5ezMF22NZ9JEM6lASrT+BSomm9kVt9ZK3eslUCvF0P84pm72EU35XfgfL0/pJtP9oN/y/xw6bfaT/XjL5r91mlLDVHgJ9KqO1kmBpBzAD4pgMLKAGFlADc5ihBfxUuPqWSH1L5GkXfCpfQzu4oR3c2AFpDsaYAOEoXDAOS7CxcFaRV1NSUpFXVdYxNfMMwAeGkAJ8cMkRPvcrSW2lfrWFboWZOAeQmYKqhv49MxNzOwAI6eYR7B0Y5ekXCXYJArkEgT2CwW6BQIyXFQila2ZvDUIaWYJMbSFm9hATWydjG7ChlaOOmY2Muq6uua0ZwNnUwckOikZ4BoBQWFN7qK4pyAbkY2ThbgX2uWfnqm+HNHNyM3SE6Tk4a9k4grFB9hhvC7CHKdBV1cBRXd9RVtWcS1SRT0pZWFZdRvWeuoGdlinYGuJlhw6wRvmBvMOd/UhAjxBHjyAoNhSE9LVxdNMydtS3ABlaA+zhcCuoE9AF5RocEBAd7U+ODiDH+RIiA8KjvYKJGPcAKNLLxg5p64h2Rns7Ir2gnnjX4FQcKc81NAXmG+6MdXdyQwAQTpYAkLUd2gHoY+/oC3T2sbJ3dERAzRxtbJEIgLu3FdLHAu5tjfSxgKEw/gFILywIhbaDwMwBjhYgB30LSxsHhBPcX88eaYrwBvhFOHhFQr3iIWgyGIqHQALBcKwNGGFiD9CxtNGzsNO556CuAzCz8jAwRVqBfexRQbaoQBt4IAIX4+wW6YyKcEYQYSgiwoWAdA1zhOMsbJwhEAwEikLjsN2jgwfvjhZW57cPN75+2n9UkIlUU8n1cB0vLNhvafOXU1opqSQZmD6PTYoys4/TNfeSVS0nk37uUhnHhyMl5Vn2kNHMIsa7t+tjI8tPO6jPe6qIsaMPHv/48X5mbXxobuD48x6dvrxLX/n85c2b93tvv7zZ2adSt9Z+ffrIeP/+69HR2trK3PLrNdrGly+fDrc2jldW3q0v01/PLi9Mbe9SV6mbG5vUjLg0VVF5dQl5YTaec0xMt68w37n69x3mM3eYmThZ/uBg+ZP98hl2lotc125d/JMZ5x6Wk9Ho65OGcUuAYRKsgHg7JxLSNc7I2EVVDaClBdbWAHHfURESNJCUMre28zO1wqnrQPSNkVo6QE11awtTJwtjB142gSRyYmluhRi/pIWxHRrqISmuoiCnLSutKXRXjodLXEJMRVBARlRYQeiutNBdWW4OkdvX+ZnP32T5+8bVCzeY/7rEcvbirYuXLzAxIW1tBx+3lyfFN2end1WVd1SUviguHmxqfJCT97CgsLu2pjI2KjfUvyGJnOIJM+C9dk/gug4HM1pHIdcfl+aDi3JxSw0Irk1NrUhIeFFZ2d/S0pKT01lb+7KypjYlPTcisiAqpiknn+zp1Vnf9LSieqj96XwnZfL5y2XKwMbw6DJlYLmfQh0f25ud2p2ZXB2kLFF6xp89nO9+2dNSa6okrSUmoC7MrS56R1nkppwQi6wwi4wAqzQPqyQXixT3VWGea5zsrFr62kAIxAFofyrflf6slZ7o5Q78zmj0Wi9+cyhiYyBqsTuCsXef5K4WhlIbfZwejNCICzDPINo9qvZVFmbCOsmkEgC1We4gI04nkztBaKX14dJP649dbcTQFuJ7c+2LlKqOhuiWggBjpUswC54AqEScj4aHPX97EbYmFelmI+wDkixPdApDyXracz8sRFKH09f64ukjaYcTuUfThYfTpUfzVUfzFYdz5cdzpYczxfuTuXsTObsjqduDSbT+GHp/DI0SRe2LpPdFbFPI2xTSb+h9xN9Qewin0HrDab3hv+u/p8D/Ld8tSgRtIJLaTz5920YfIm0PR1AHCGu94fSprNYK4r/kq2MC1jEB69xz0jVxPkXbFKptCtUxg+iYQTRNwZqmYF0r51MM7eDGYISlsysY4uPlSXQCoRWV1ETlZEUVFZV1zdxxoSRCVESwX1kWvq4wuKIQW1wQ4hvkjcIGYv3Dcf5kTy+SG46MwZIcUcEAVJCja5g92t8WjsP4E4pqWqua24uqaisaa5Jz0uGerrbOEFsIzA6KTMotLqtvK6ltqqhvLSyrwUfEAqEuKA+/5NyykpoHZbXPisofldc8K6t5WFLVVl7XXljVWN/+rKCyCYzCAhGeIBQOiPCwcUJbQzCuAYT0orLcsurcsurUnKJAQjQE7WXl6Ap1xyNwURbO/o6uBIQXydkjEBscnpidVdXcVNvaXtXUklqYig3xwPijcWH+vsTYIFKqPyGJEJUUkxhdXZfbWJ/RUJXUVJXeUpHVXJZXW5STGBseEhLkHxQTFpHvHZrtHZzsG4pPyUwqK8+srcxrrCyrLiyoyE2vzMuoKcyuKsqPigz3DQpz8SK7+Wdh/HIQ2GRsYLSnT1BgUEhKfHJuRk5BVk5OZkJsVJiHp4szAoPxiwRjo2EBaXDvZE+f2Ky08sKswtyU9JzsTKyXJwAC8ArEJWXEJScSi1Jj8uPCC9LJpfmJSSkkvxAvCAoGgKCcEN5OsBA4JhKGjrYBB9vDwyDYKDiOaOmIRHn4Pezs3tzeW329vL+xub+1zvjwtiu/wIqTL8XJudrFkzE8P+QR5n7pzlpkxk5BmeWFy4v5BaNpaTAJ0ZWaqoHERB8RidnQmEgJ5d7ElL60DGd2/o4AUg0CO5tbsvPooZeWGk5TtRDnxthYfpSWEAV2xFmaJMSE7tAXfh1uD7Q0JIUGjg93v/v57vDk8Gif+qyl4XB98eRoZ3t1dn9nbWd/c2FraZa+Pr65Pr6xgfILvHlXWEJNk1dC4gbb7dusFzmZz3Ewn+FgPsPBfPYOy99sLMy3mK+JC8ilJ1WkJlf7+KYhXGI9fbNA6Gh7CBGCjDQ399I3QKqrgZTkrXm51Lg41fn4dY1M3Czt/DV0YYYmLobGUCMDkLmJ800WblVZreLMEhsTe1E+iZS4LBc4lptTVFlRT0JMWUlBV1BARkpCVVRYQURI/i6/pLCgDBe78M2rPFcv3WS5wHrl7yvXLzJfv3jp1sWLMvw83a3NnU11zdmZbTnZnZUVTwsKXpaVDt1vrc9Kf1hU8KqqrDI2spAQ8CAlOgZio33zvL3IHc3rZ120lLL9sQV4fJyXb2tOUWVCcnteIaWxpaumvjYlY6Cl/VllTWVyWmoIviQusTA6LtbHv7uxpTW/aOLZy6kXHYPtD+e7epYofTMdr+a7u9aGBjdHh7anxteHKWtDfYt9nUMPW1cGepKD/dSF+DRE+NREOBSFrssKMsuJXJETvCbLd02G96oc/02Ju7d5uW7oGuk5QqEOQHsE1Gqss2iZkrnWF08fjKEPR79+GbAxSFqjkAfbA7dG8uP9TAKhWhhrxVhfwHhHsZn67QSClQtIsjYvyNlCpq2MCDIRaSoIdDIRhFuKHS4+dTQUDEQafKZS4gIAKDvZigxvC222tvLQltLAYIy2gz5PGsEJbS+fH+/6sIpkpnHTByaPcxIvTQHuzhXTJrNpk9m08aztydzdmZKDucqD2bLdqeKD6YLdiVzacOrWYCJ1IG6jL3K9L2KDQj5Njz89T/uvNjb8NLj+/+uo7XTg8HvmsEUh/n5kvEWJ2Oglnh64bfaFnwbHbVLCVrrxtMnMlvJwSzugGdCbSc/MWc/MWc8Uom8GPUXXHK5rDtc1h+pZwLTMnLTNnfWsIafo28F1bJ2tYFgbANYFHebnR8Ti/IxtrGXUNYVk1KQVDQ10zW3umcQRPJrKI2rKQ/LzQrF+Pm6+ETCXILhrGMYjwgkWYgcOgLhGgDB4sDsB4BIEcg2ISMl5943x/tvPT9/++foP4+3Hn2l5lZYOGADMxy8sZX717ZcfjPefGJ9PGF+/Mtranhub23p4B77eoJ8wGB+/nXz8+unbjy//MH5++vThx49/vn75cfLpn3dvfni4BQFBbs5QHADimpxVNPp6ef/DyacfjM9fGe8/f/3y9eTDp7cLS3NhxHCgMxwMx7p6RcDdwzBYoiPcMzEt5+3nj9/++fX+3a/v3xjb+wf+IQHYgKAgQmJQaGEEqSEyogYfkpKfnbAy/3B5quR4vWZ9NGt/ppQ+kbM3W7wyltX5JD4jOSgmmhQXnxwRSU5NDxsfraGut67PlW1MFtGnCw4Xs3dn0vZmC+mzZVPDOaXFgX7BqPAoUlBEZHBEOIHsWVUdOTxQsjhZTZ1rob9uWBrPWprK6etOiUlwwfgjPcJDXQnBaD9MZDx6balhfb5wf7NhmFLo420DQ5ilpROnJh7vrD57t1BB6495v1pEm81ZnMiYmyhuaIzEeQORGGe0Ow7pFoRwJ8K9o0GeZHNUoCXCzz8scXaG+v79P5/2vjB2PjM2jt+vbjHefSwJjyAhUMfrCyfHdMa3T5lhQeK3rn5+PbtQXR5kqstg7DG+U9MRwEKIY7ydGVxc4ElQQLSOLlFLK8sBkA2F/uij4DX1pmKS4yUVagzMaImp0SKSS76EdhP7dCVtakaeCzvPUVndfHRKGL9Mpa691y2hmdzSX8OTEfpmZAPzKBv7qfp6Bp36bmbq/cLrt0ur77f3P7z9Qjt6f/DtV0xmvqSChoKsmiAH/7XzZ9kunWW/fOb2xT/ZLp29w3zxxsVLl/644OUSmJZYHhlZ6BuY6YwgufqkgTFRYEyUozPJ0ZGgowvXUHfSUHXk59G6dVORh1dbWMzMwtbPxBKrY4AwNkHa27rdM3S8wcwViAsL9Q7juMYThY/PSikQF5RVlNeSlVYTFJAxNrSVllQTF1USFZYTEZLl4xHj5xXn4hC8znrnxpVbzH+zXDzz922WKxysV279fT43Lnq641V7ccGL8rK2nNz27Nyn+SUPC4o7m+rKUhJaCrOfVxbXJkSV4P3akyIC7mnqXz+LlBMyZr8MVZLK8sMVkYhJwaHFcckPC0vrUzIHmh68qqhvzSkavv+kLb+0Na8kOzyqOCYpwS8kJYjworquo65x/Onz8afPp192LPX1L1H6Xvd0b42N7s5M0yfHDuZndqbH5rtfzne/PPXv+LOHNhrKKne5VIXZFQSvydy9LCPELCPAKsV95bTzFRe4xcN5XdtAB+DsbGtvA3O2GHlVsNSXudobR6VEr/YQaUNRy72Ez6uFRDepSA81L0f5SA/rCKx9INzseWOKjixrMskBbidaXxzkAlbIjUdAbYR7H8UZKF3QV/ybOlufnwBVEmYaeJpaX+CjIMz0pDHMSOPC7FBhQYqrpY6AN8Ig0NVcX5krL9nn9WiLjtL12DDrp83E1irc+kz+wmjaxmTW4UrJ7lzB3lzZ4UL1/lzJznTh7nQefSJ7fThxZSBmfTB6tZ+8QiGu9pPWBgmrA/jVAfzaIGF9gPi/Hrid8ru+PkBcH/j3FPg/miau94Sf8u/JA3GLQjyV70Zf6Eo3njqR8R/5aps6/6/omEH+tyJM3wx+zxpjCkBagJH2KBcozgfjF+LqiwfAscYWTmoa97Q09ZxBtgnRvkV5YWmpoUicryMmyAHlA0D6OCK9HJFeQJS3PRxrg/CyQXjZITwsnVCEqIQv3/85+fbl5NuXtx+//GAwyqrrjM2tdA2NcgoKP3/5+unzycfPn758Pfn2/WdefqG6th4UiZmcW/jy8+eX79++fP3889c/DAaD8Yvx6yfjF4Pxg8H4cPLdyNLaHAA0tweUVld//fbj27cfP7//+PH9688fJ4wfX39+Pfn+7eTXL8bu3rGHV7AlAAF1CwC5BtjDsSAU9v7Tju8MxrtPJx++//xw8v3nP1/T0lIgUKRvcJQPPsWPlI6PTQ7B+9RWktanymhTuZvDWQfztccrDTurObTFhI2x8I+rBVPPEsm+YHwEIYwUmpXiuTlTsTJVuDaRdzBf/H6xbHcybW8u7XA9fW6IsLOUszJeHhfqE+weFOZHJoaEUCilM1M51IWcg4Wct/P5P9byPi3gD2aDdpayJoeKI0OwLjCXoMAodzefiuKEtcnGrZHst8s1dRVkgKPpPUvTkpKM48WW3ZHMrcHUw/li+lzB9kwhfTxve6To01r7/UoSBGHkgACC3XwdEKF2oFCEW7Q92t8W5YklRiYVFGdXVpXU1jx41D7c07m3NMM4pJeE+FlwsbvLSXeSI4aS4iP1dGowmMR7JgsZaZZn/hrG44fIJIgI72J9abyNaZyu9j+Vdb3uuO4YUrILqC6TxKDNJRkb9Pj6QbnYSzHQ5jBfH13lOnJQsIPJ04JUxskhHmJbRQ4GygotN1UxVl5TaypX83NKAPaYO2zHtdUptpZoeelPM1Pft6k7y8uvZ2ZrG1rzy+qSckrDYjOdccHi6vcEFPUFZTVvXGe/+Mc51jPnbpw5f/PPc5x/X736x2W+W8LJ8RWhYQWhpAp/fDnCNQGCjDS1wDrYB8CgEShYpLU5TkneVk/PWUbG9MKlu/wC2rduyxsYoiwssYZGSDMLF6N7EHUtGwMjh+jIFBlJJVkJubbG+442jrzsfOqK2nJSGpwcIuxsYgryhvIyhsJ3FYV5ZSTuygvzSHDdEbrGeof1ys2rl69d/ZuZ/xbbFSYmhIXlbOfLJ6XFlMaGV5UVzelprZkZT4sK27Nzn5fXVsSnNuXlP68oq4mPqCT4t5MDwXfZLG7+7STGqcN+EaolXxwdVpMcnxrgX52Y1F5QUJoQP3T//qPi4o6q2p66xmelFW05+eWxCRnBYeFo18aM7Ob8vI6G+pnuzr621smXL2Y7upb6+l93960NjmwMj9EnJ6jjY+vDlPVhyiKlY4nS1dVYszLQ35idK3LtpgI/r5r4XVmhGxJ8l2QEr8rwskpzs8jyXJcQuMHLeV3HQB/gBLW1t4M7W490FC72pq/3xNF6Irf7omg95J3B2L3hhO5KdJSLRBhMZOQhaa4zxQ8ug7YXqM13rcxF+qNkalOhPg4iOeE2ke5mCT7u/Bf+zI6A0CfL14fyEv0MQqGyRJRKSqBxT2MI3Pzqkwq3tnwsyuKuF1yWHGRSlONray5nZaTo5mRmqXU3zEW3tyVobzZ7Yyx+Zy5zez6PPpe/P1e0O51/MF20O5FPHczcGc1d706k9qesdEZu9Udv9kcsd4Vs9hNPL2ZQB6P/u3s9XZTzu4f93f/+jxtm/2+b/L82yxu9hJXucOpEVnMZwcIWYArwYtI1h/6vnI4d/gcwI0uUsRX6nj3SHIS0hrnYId0dMTgnV38UFo8LiPYLifXyDfHwcAsJ8khODsjNT4R7+gJQQfYIXwDSD4jAOSK9AEgfe7gXwCUQ4BLogPKyhbmRYpM/f/t58u3rpy+f3306OfnJGBgZ1zMy0dLWffjoybfvP3/8/PXuw/uPnz+dfP2elp4pIiFt7+g0s7D85efPNx/e//jne0dXZ3V1dXvbg9bmtsamtpb2RyWVNfLqmlIqqiERkV//Ybz/8OXnz1/fTr6vrCw9eHC/t6frYG+fwWB8/vL9J4PxsndMz9TBHuoBdvFzdvHBBZGm5le+/cP4cvLjy/d/vpz8+PnP1ydPHllZ28Mwvr6E1PDEIj98JJEc9OR+Kv11zfp4Hn2qhNKeUJPj314VsT5ZSx0r3Bktpo025EYH+fiHBRMiakriVyaaZkcqaEuPW8ojgMZScBs1JzO5xgL85njz0nANbfZ5MtHfydo8KTK0r6t6ba1ibS1vaTpzui/7SWl0Y2ro5OPso/mGtYk8+lLTiwdlECAQhw3w8/GvLY/fmKqjjmW9PDAvaAAAIABJREFUWayNDYeqKIla2Vu0NZfQJyu3R7J2posfVvnV5GOf1ofvTFdvDRfRJysXR2qC8WgDKxMnV3+YRwQIFuyMDIHhwsBu/vZwL2uwCxDm4eCMdnCEUHr7327vnGxvH07PDNbVD1dVjlVXv8rO3unsPJmbqSWEF3t4esgpZsORLkpKT7PTGUd76w/ag3X0Q+TUQlW09ro6QqHAopTIrxuL7soqH1oeZOqbVFgDpmISWj0895uaUwEOPWmpjG1qoIlRd14WUEJourqMsUs7evJo72FbtIlhoKzUAy/PRGvzFAjocHjwZGNjeWLicHvf3x8vKq6sqm0mr2rCI6IsJm8gpmwsKK0uLi5/9TIry1/nb52/yMr0F9v5K6x/MdubQSMIOTGxNQkpD7C+eXbAMGdYBAAYiEFHeXmkBPvnOgFDdDSdVVRs1dUdrl4V5+XVuH5DRkLSTEUVaG3jra4JsLJx0zMAYXEkKNjtBgtHSmwqMZgkLSgFMAeqK+oqyGjz88jw8yqKimlJS+rf5VOQFlET4ZMV5JFkv81/9QrHlcvXr1++fvPy1UtMf2hJSY88eUppa+6oqZp8/KinrrYiJromIf5laXlHefXj4sqCiNjm/ILHJUWVMeF15JBiD5gD51V7zis2vNcMOFlh2grZ+ICiSGJeOOF5WXlxdHRjTvZwe/uj4uKXFdVdNfWvKmsa0jKLI2Mi3TwTfQOaMnNaCvIHHrSPPHsy9uzpTGfHXGf3Yi9ltqN7qW9gbXBke2pyZ3pqe2p0ZaBn6tXjua4XMx3POurrVvoHA6AIWR4uOQFOKYGrkvyXZQSvSvNckeS8LMXJKs5/nZfzura+ngMY8lu+C33pq5ToDQpps5+42hO22BGy2R+5PZq6NZR+vwDzsNSbNlW7NlE32VP4oDYC7iifHgU4fJ23MxG/2k/+SmtGmYvZaHJQJ7PpM4mve8P3JpPX+6OWOvE7E/G0UfLGWPjqMGFlKJo6lb4wHj8znJpABgvz/sXHxkQKtL2ncuNpNWFvumZjoHRnvG17rHVvvvF4qXZ/pvhwpuBgJnN7Iok2ErdGiaT2J6z3xGz2RtMHo1a7g6iDIVsDwdQBAm0gcqXj/zo0O9XuaSf7/7t8zYDeTP/d4f63Z/8fC//7J9zQAmlgjjCwhpsC0OZglDkYY+nsagvztgJjAVB/R4QfCIZzhGGgSISbFzoQH+yI9rGFBthAve2gPg5QHADmZQ/3sYHgrGDeNghfS2d3CxAmPDr5/advJ1+/Hx+/nZyd+8FgbNJ3rewAGpraQ8Ojv379Wl1d3dnd//Dx89dvPxISk2/f4Ta3tptbWvv8/Z+fDMYWjWpmYX7u3LmrV65dYWa9zHz178tXbrBzcQuJqhkYvqIMfDj5/uHjya9fjGfPXkhJy589d5HlynV/v+At6s7yyubL7oGc4loNAysLIAoAx9qA0HGpuV++/frnF4NO35menj0+fPPj+5edbRoUgrQDoryDE/2J6YGEyMjo0M5nuduLTdSZiuXhUoS9Ahszk+Cdq+QANH2mlTpacTh/v6U0wczc0icgsK0+eX/t8dhwKXXzxf+h7D2jmszaN95MdRwLNqT3Ii1AgJBAaAlJSEJCCmn03qsgCFJUQAUsSO+9iIqiIr333jtJCBCqvXfN+cC8Ht+Zef9nnbXuDzs798qnvX65nmtfez8hATSRo7+B1JQUxIWuRPo+XuqY6i7bYbUlRHmg9WWzk3znxnPHhs6vctJG+pO8HOFKIsdBEkquZMux5qrVyaKF4YyZ0XseLgxbG6vQkz5d9dlPWXc2xrLWxvKcGAZyMkfs7El9HZVrw4WbI9mLI4VQzf0H/wBICQKun7N/sli9NJS9yalLTovVMTImW3tZO4c4uQZb2frYugfR7AOsHELoNifpNgF0W9/8ourN7TebG083V7fe7Dz/8OQF/9Wrt1tbH589eba+9pi38n5nOzvyXDDViv/x0+uN9Y/Pnrzf2Hi3yPkwy5p/0Mhp6/78+HFj9Z2J4f7tpcX7mTnvpuZe9g8ku7n6wBE1CYlvR0dTvL278/L5a7wgnDnr7v2ma0l2ahrBcISN/ImF4rLh6ykBYO2xzLR8P6+661c/c5ffrK1tclY2eNszUxwa1dnElGJoYonA2oCg5gpAhIYuBgjSl5JWEPjz4L6f9xz8+fcjvx0UExBztwt0sg8PP5Pt7p2EJ4XiLE4SiSdxZu508kkSPsDU2FlNCautSYCCScaGtEOHlAQFNcTEwKKiujraFHOcFwbrZop0xOCc7GxOHj4gjjQwz7qai9Qzwxhgki+mYUyIGqoGKicMlBQNFJWMVVQQCor6GmrwE3I6ilIagkckhI+IH9p3+NCe/cIHDksdOnozM3OkrqHlRllHRfnw/Xt9t26WXLxQeulic0FRc0HJg+zC9MiY6ty8h3k5JReiqhPOnSciycIH7BVFsMJ/YmUEXdGw66cD06PCyxIv996+mxgUVFtU2HvnTn1hYUtpRVt5ZffNqur0rJTwyDAH5+LLV0uvJtUUFow1NfbXPJjpaJ9qbZlubZ/v7J5sbpvr6F7q6V8fH9uamtycHFke7Jlub5horlvq7ei6UzXZ3FpbWAJRkNOUEVWXOwxSPPRd+X6H767ytaRRnezIw225833X57vOLvWEc/ujVgbOsbqj5tsiOQMJ21PZORfJRmoATUkAXOuwnDDg8B7AHz8DrAmqO7M5ow/8dqaSOm4Gqx0DJJ9hvuaWjTWGzrefX2w5t9ASsd4fu9wVvtgazO45w+mLmemKm+3JaL6ZDFY4vg8ACHA3W5jMaa+LOPwzoKni/OO5m5sTBZtTmTuzWbzJ1I2JzI2xnI3hrJW+q1uj15d7Y7l9Fzkdcas9icsdcUstu+GwKF7P+dWuGG77RV53Irfz/H+kbvSP8P3XoxZ/A+4/D2X82L/cGbHUHskbT/vB8/2vkJkDguCwm3n4X4rY1NwRgXMwJTpgqK44phuO4YG38rKw8SdY+xFtThKYvgSmN8XWk2zjSnd0dvINItn5E6xOEqz9SDYBZGsfio0v2dbfwsrH3NqP5BBkzvTE0V2j4q69ef/ty1f++vpmUdmNL3z+6zfvAk8GYzA4LneVz+dXVVXNzs6/e/fh6zd+QuKVY8Ji5kTKzCLn3edvj549//j50/TM3ODg8NjIZH/v0PjE7OTMYsS5OGklVTydydnY/viN//rNhxXuOt6c/Oue/WogiJyiqpTsCT19Y2Vl0M97DgD2HAaCTQzNLElMF5qt+8PG9m98/tfPX7ra2oP8AxZn5/jfPvM/f7pwMdEESfQIPB8UkRhyJuripfCx3jLOWCl3onyiswiH0NBQlTY2Brs6my+OFS30J23OFo51ZMMROq5ujL7GpOXRdPZMxtJMVmwU1tlO298Hl5V2crw7iTudzV0omZsoolsoY4xER9qSN2aLOTPJa+wibw8jYaFfQJpqELCuHkT1ZsmFzdlCzmjK8ly1jxcFidA9G+7DGq1k9ac/mi0YbryMhauoKokE+DHnRu9ujpVsT5S01qeqqgiqqMppqMq6WRmvTVfN96ftrNTn5Sdp65uYU5wpVj7uXoG2Du5Ue2+6/UkK09/eOcLaMTTwdOLq9gcO7/nE/OrULJvNWl1b2VjlLD/Z3mGxFtc3ees7G9vbm7N9gxM9fdtPd7jbvLUt3g6P93Hz0duVjU/PXrx++nRtffXly+dvXjx/wlt/ylvf4nLWN7iv3z19/+HFixfba9yl5bnp9aWF9bnZmZ6e7ZnZz5sbnTcqq1KSZxrqv64u87fW69Ou+ZujrgR4bUwMbywtTAwNjU/MjE0uLG88r3rQoWdMhKOtIcYUIBinAsaq6qBOgGAaugbiErJ79+w/su/In4C9EA2jEL+YoKArvgHXtHStZBRwiso4MVF9UUHtQ3uVDuxVO3xA8/hRLcEjQFFhdeUTBqLCQCFBVVFhdXERHWlpfX19OpHka4ZxJZK9dXXwxwVkLpy57ER1O/Lb8ZSLaedCLmgoQiBaaHVVE1lp6AllE2VlU1U1uLIiTOWEvqwkUExQSuyY+LGDR0QFBA/+/GuAg+NMV1dTeVlDUUFHRfngnaqBqtvZkdHXg0PuZWS3lVbez8jNORt3Py+3Lj+7PCH6bnyUj5468fg+N6A0XuyAuZxQABmdHHYyL+7c/ezs5uKypNOn2yoq2ioqGouL2ytutpbd6Ky83VRcFufjH+HsVp2dmx17oeP2rYnmpuH6utnOjvGmxqmWtoWunpm2zoWu3sXuPt7Y6ObkBG9skDvUu9jbNtlSP9XaMNfZ0VBS1nrjFlJLU1teAqR4TFvpiLqcAEjmsJbMYU3JIz/Cl0qnOdtTRtrzlvqSF3vOc3ojlrsjV3rPrfXHrPTELnWeXeqIfTqfP1IfkxZDCfeGx51m+DpiDv0ByLt28slc/mRDyKulnAhXdaT63qmWdPbAVc7ApSeTORt911e7L7BaT6/1n1ntC2d1RCx1xaxPpeVftZUUACiL/Fxz4yx7qvAR9wYCAjDT2781W70+dZc7UrYxlfN4oWhnqnJztIw7mPRoKmVrPGltOH6hM2ptJHahM5jdG8LtDdscOb/QfJrXF7fUfGa9N2Y3zPC3xNjfbId/6tn/heC/Mfq78v0v+JrgbX8sOMHux/r7V3h7U3N7tIULmuyCJrtgLN1wNA8s3QtD8zSz9CJYBeCZ/jiGN57hhaW5mVk64JmeWKYPhuqLY3jjGT4EmieR4W1h5WNO98QyfUgOQXgrLyTJ/sy5K28/8D9/4c/OzoeEhq3xNvh8/tWrSW5ubq9evfr69WtMTExPT9+nT1++8fnxCVeFRKUIJNrELOvDV/7bj58+fPr4jc/f9Xz5X/nf+PyPX/jpOQXSSqoeJ4Ofvv3w8t2nb3z++Nj0CUU1UQl5QzjO3cv/5Klwdy9/J1cvJ3df/5AoEywFhiLiafa+wRHrW8/evvn4+eOnorx8JVn5nrYO/rfP3z597O0bQqDJTKfAgNMxgaeCr10+w564tTSY/4j1oPFuioqimC5Um0BFBIZSZyeyNxbzeeM5nfevwo2Ani6kxZ7sJ1OZWzMpK+OJz1jZL7n5T5bzN1nZj5dz2FNpTzYfxJylKsoCvJ1M5nvzF/tyHy3erquK19dTUFRVQODwdFtrO2eLB1XxG1M5vPE0zuItZxdTE2Pg5biT3NHyuY5rz9i37pdGQjQldLXlE+Lcl6eqeMP5T+fvpqacEpU+AgLrYDHoU16W7JFK9lj+BrsmMyteVVsXiWeQmG52jm5MG0eyjYeVWwjZ1p9k44djeNh5nwk+f8UtKCIg7LyDq3d6Ru4Gb3tjdY3H4a6vcDfXVlfXOGvLrHdPnj5aX2fvrLEe8RaWl7bX1p6v8HaWOFwuZ5HLYq2wl5fZSxOTGyw2e2F+eZm9vcWbm51cmJ+dnppYmJmen56aHh+bm5rkLrNZrMVF1hx3fXnj+eb2q52BucFF7uzbJzz+u5efXj56vM3r6Gq3cnbCM2wYrr4MlwBr91AM1VUXbqmLYhoRHIFGJEl1IwVtIyDERFFFW0hISuDPw78C9kC0EYmX8qKjc0LDc+yc4gjkUEMTJyiEYWZqD4NQ1FXM5eVMpSWgYiIakmLqKiegosKK+/eKigmrSotri4tqSYiCkSgnFNqZTPEHqppiTGhnAs4J7RMhmpJLM8v11I0UJNSM9M01gQgRIaCUDFRNDQlUNz0hr6esqCd+XF74sIjIwWOyQmKHf95DMDYebmjqununp6qq/UZ5V+WNjrLS9tKS9LAzSUGn7mfmtJVWVqdlF11IvJudVZuXVZl4rjg8wEZZkiS030lJwlLmOEZW8BQdf+10QPnVy80l5dVp2SXxCT23breUldUXFrZX3GwpragvLm0oKQtxcIpw88iOvZAde2Go9uFYY8NIfd1kS/NEQ8N0U+tSZ89Ceze7u5/d3b8xOro9MbE5NrQy0MPqaZttbZxsrJ1qappqbKnOzsPpgrXkxEGKx0CKh1Sl92tKH9KUEtCQOKwic0RK7IixKWJX+f4Hvqmcnri13vOrXee5HWd5nTEb3XGbPXEbfRcWW85weuJec4q3poueLz8gm0qrSvy8PHF7aSB+ey6RMxKHhgBOe+g8YVcuT1wabQ26mcpgd13iDUav9J3k9ruxu93ZvSFbk5ml1wOP/w4wAf3R13CJNZa5s1Sdcylc6FdAZb7bNrdgsjd9e/HBzlI1Z6To0ULlm9UbL5ZTHi8ksAZiZzrPcoYubM8nbM6Hzfa7bs2fXh46tTOduNITyxu4sNoXvtLnsT7ks9Ib9j0u9t8U/pecw39HHf7Lhfjetjvg9Z1b7YnmdJ39L/ga4ax/LGNzm936G3n/4i/eHo63R5Fc0WQ3JNEFRXLFWHpgLD1QJFck2RVt6Y4kuyLJrhiaJ47hbUb1QJE9UFQvNMXbjOqBpXriLF3xNHdzuifG0g1F9cAyfXAMD0MsIyTy4tsP/I+fvk1OThMIxLa2Dj6fX1/fWFFW/uHd+y+fPjNo9La2jq9f+V+/8S9cTDwuImluYTk2vfjhK//dp69fvvKfPX+5usp78uj565fvHj95+fjZ67iEJEkFVc+gU8/ff3r3mf/u/ZeZ6QVtLaiYpJyrV8DGzpMvu6z+xv/M5794/9U94JQxjoQkUC9eTf/E57//8OXp4yfe7m57fvqlrKDgw5uXH96/fffpq4O7P9yc4eEf6unlUp4fv7N0nzWYu714L/1yoIK8NIlq6eJBT00LYU3dWJ+u3JqselAUD1KR9Xe3WRuq2B7M5Q1k74wVPpkq3h5L5w5fXB25OtuR3lqVEnHKVVVZXEVJ5JQ//Qm7gTtY9GjhYUnGOTVVZS0oku4Q6OEfFhDoPdZ168lMGafv+txMKZ6kqgdTzEw6szl7c30s79nK/ayrfopyx4wNgDdKInnzN5b7c59zGqMj3QTFBBBmcBIJnZ96Zmu+ZmEgc5v9IDUlSlJeWs8EQ2a40azcqNbuJFtfC3t/sr0/wdqbYOdNdPA1JjFNLBhoMsOcRG9r73m28/zF1qNnvK3Pz5+vzs5uL7Ofra/xFuY2VznLPPbq9gpvffnJ+uoma/HJKpe3vry2sczb5G6scR5xOU9Wueur7KXFWdbSHGt+jjU7z55bWF1gzQyPLU5ML05MTw8Nz42OzYwM8ViLI/3d02NDXPbs/Mz4wuzE/NzM7PzMPIfD3trxCYtWhBipGqDltE3AKKqyHlYfZw1G08FouhaGrmKIlwPDZYB6ajrGCie0BQ4I//HrkeNH5UOCEwICrwSdzgwIySTRw4iUYALeRw9MAoPwRjCmlpYFUBUO0cWANAyAqrqHDwrt/f2wmJCCuLCyvCzk0EFFTS0szJBuauZsbMzwcAk6IaUmfFAkOynHjmwDAULNjPFQHVOwFkpSHCQopKaugVRRNVRTNlCQ0RQSEBcREJI6KnTo199VRCWq8/PHG5s7q252Vd7oq7o9UHW7s7ysrbi0JD6hJP5yY0FpbU7h/dTc8sSke1kZNTnpt6/GXnO3pUgL0sQPM6WO0eVF8IpiQXTza6dP3kpPaau8dTc9+25ael/Vnbay8vr8grbyyvaKm/XFpTX5hT4Mpg+DGe7idiM5dayxYbShfujBg7G6uvH6+on6prnWjpnm9sWOnqXO3vWRke2Jie2JkZ3JUXZv+3x782xr41hd3WxLe3V2HloLpCkjClI8pqkgoCq9HyRzWF3igLr4IWXpw5Kih40Q8F3Pd9d2WOxNWe6KXek8t94Vs91zcaMzltcazWuN5HVErnWFr/efn2oMnWw+3/fwouBvgGh/WndNdlai3e0C76iTcD3gb5lXfG/khE0Ppp101dRT+HWyMXO5P3l1KI49cHJ1JGKpJ7Gx5JzUPoCK0KGemszF/sK5noz+musKB/baYREfnnTZ0qSUZAD19+LmxrMfrVYuT+dWZDhXF/qcdADFBOK3Zmom23NLkt3yrzGmuuPvF3mGuegkR9DHHqau9RXM1p9/MnVhpS9opSfifynf//NWh3+Jpv3Ys9Z7dqU7it0Z/d+2w+4Jt/+UKdFht/5d+RLsjPF2JgR7uIUTguiMJLqhSO67B5HRFGc0xRlDdUVTnHfdYTTZDWPpBSe5mRLdkGRnFMkZZeGAITtjqK4oshOK5oagOOOYbgYYakjkxQ+f+d/4fA6HC9XVy8nK5X/9trO1zVtd+/zx09bGpqa6Rnd379ev/E+f+RcvXTl8TARjThmfWXr/hf/hC//5i1cxsZeYDFsHWxdXJ09HR09HF28DuJmciiaaSH31kf/8zYdvfP7iwjLcBH30mIi3X9Cr12+/8fkfP3969OTxszdvPvD59p7eahAYmsxo6h74wOd/+sZfW1uLCj9DwOCrb95+8fzpu3fvPvD5qXmlYATO2dvPx8ehrip5eaRgdTjn8VL1mUCGqqoygUzx9aLXVCZuTj/gDd98Nl2XFecrK7M/LtbjMadqqSfl2VL9rfQzYY7o1cFy3nTWs6XygXtpWLC6pKCwgrwyzAiSGB+8MlO1NlGytXA/PfHUseOCZkRr71PRrp4+hTmXFnrLn4yXPp4paW25AgQf1NKRulN+/QXnwfJA5uZidYg/RUZSiExEtNVf3VgoXRku2Ji672CHkZY/TqKibG3Mmu9c35q+y+rLfsy+fzqUKSZzFIYyI9LdmfanGA6nSI6BGGtPvJWXhbU31soTTnYkOnpb2HpgLW1PR8evrGw/f/J2eX55rGdkoLXzzc7TR6tr6yw2b3Hh0drK+gpni7eys8p9tb21vcx5usHb2V5ns+Z5XPYGh7WxuLixuLjKWeIuszlc9uz8HIfDmZubGx8dW15iTYyMcmbmubNzrJFx1vDIysjYxuQUb2h0fWSEOzw60jdQW9fc3TfcMzzN2nxSeq/RxMIKhqWb4G2NzW30kHQNfTzM3BqMoupiGdooSxWYuZymiSYUBQQZKsqDZCWBe38XcXEKD4vMdHCNMyOdNEF7WtlHU2nBujp41RMmKipIZWVTaSmQjBQQqKalpQkWOnL8F8Cvf+45eOywuJiwsoyktogISE/PEgKjk8juVIrDwb2HUEaoQK9ARXF5CoZ8JiTyhLwGVBcJVDMQFQMqK+mrqUDVFMCy4kqih8QUxaTkjgkd+/3361Fnu+7dvZ2R3lFZMfawpquifPBO1eTDuoHbd6pS0ssSrzYWlDbklzxIz6lIuFqTm/0gI6XqWlw0HY8TPmArJ0wTP2wpc5yuqRBqTcy/eK62KL+xtKImK782t6D/VlVzcUlDQWFLRWVjaXnzjcrq3Dx3iiUNjgh1dmksrxhvahx8WDPy8OF4ff3Iw4ejD+unm1onG1p27/NdGxraHBvbnhh5Pj+9Mtg939682Nk63dzcc/vug7xCpKaGpoyottJxDfmDqtL7teWO7m64/Q2+jrak4bbcxd7r3IELnI4z3K7o9d649a7Y9a6Y7d7YjZ6zvN6o1b7z8+1nX7JvxIVYHPkFANdWUhI7KiP4G0xT8o+fAHqaJwzB2gd+BVy56A8FirhSKJ6WlPO+5MWe9KWB+PmexMWecmPVQ4qigJrKwB3WrY3p8m+PGryoCgiNXzdmH+YmxR7a8zMGDtFRl8ahNFoeFprBgJIHftFVkDj6EyDjYujCYJ0tCSp9DCCyHxDmYQfXVDJRkzsKANzLOvdoqmq+PWmx8wKnJ2alN+ZvLwT6j/Mb8U/n4Z+bbD96vv+64fZ/2Q7/y3/4XgiiownB3oTgiCA6m1q4mpg7IXB2KAsHJMHW0MzSGEtDEnaDww5IvIsx1tkE72yCd0YQHREEB4S5NZJgiyI7ISzsERRnfZw1muoERZJOhp17/e7z5y/f1tbWtDRBQYEnv335+vnjp1cvXn778rWxvkHw6LGhoZEvX759/sJPSEw6cEgQjSVNzXHffuJ/+MJfXVsHaen++ssfPwF++wnw208/7QUA9vz25yElDTAUjp6Y57x89+nd+y/v3n6OOx9/5KggkUQpLi68ffvm9Mz4+4/vXn948/zDewKDKX5C2crV8+03/uPX716///Tx05d3b95+/vjl49t379+/ff32zbtv/NnlDX0zAoHG8Pa06m8pWBnOezZfvjiQjzM5ISUlZWZmlhDjzh0t3x4pX+/J3xou86AB5VUBaYUeHFby/FjC47XmEC/LI78B8pNCdnjVU4MpzxcfXg1zU1eWQ5khzS3Rl68Fr7PvzvenPV2uvVV0QQeibohB2nrahkU7D3YnP2MVs1suv5itvHCJLqn8E8HCoL2+bHO6cnOyZHH0BpWoJysj7ubC6GpLWpstWJ+smO4qU1c+Lq8oDEepx5x3WZ2+tzJU+mj65kJfgRlSRlzmAIpogSY6WjmEk6xDMDa+ODtfgrWPBd0HQ3PHW3kjKE4oijOcYBMYdiGn4FZsbFKAfyiJQI+OPL++tsXlcleWuc93dl5t72yw2M95G2+2H/EWlx6v8XZ4vI3VlR0eb3NlZWuZu8HmbHC5rPk5HoezNrewMbvAGp/mTs8vTkzPjE2wFxZHh0cGhvrnF+cmpkfGp4YX2dMz82N9A63claV7d2sI5nQy2cbvZNSZmKsXruWjifY6hhbGaCuoMUXPhGKKs9VFkGBmNBDcQhdN00JQFLRMFYGGispQXR24vLTGsaMKYWHXPf3jjVFuJuY+viEZnv7XSNSTvr5xLk7hGIyjiQkToosWE1EUE5X69eff9v72q9DRY/v3HDiy/7iosKKUuIaIqIacnKGuviUSbSMqLLf/T4EAb38FafmjBwSuxV/xcfcFqmhDwCZQCEpRQVtSTE1VWVdG7ITkcRnJo2JK4tICgJ9tzPGTre31pSWD9+83lRT1Vd0err7bU3ljsOpuz42b9zKySxOu1OUW1ecV30/LLo6LryvIu5ty7daV86fwJsgjexz5M8mbAAAgAElEQVQUxejSxywkjzjBNCPs6dVZKR23bz3IK6zJym8uLuutvFWbm9dYWNRUVlGVkdVYXlGVle1sQURraV8+HdZz7/54U2Pvverp5ubJxsbhmppd+E43te0q31347kyO7kyOrgx2z7U1LXW1jdbWjtc1VmfnmWqoa8mJaysdV5PZpyK1T1vuqJrYPnXxQ3+zHZzsyCPteQv9yUt9Z5d6wlYGzq31x3G6zq71xG32x7HbIzhdURujV5eHkzMv2kgfASiKHDKFGgj8vjczKY5C0P/1J8CfewC//Aww1Addu3ZKTvIPkJzsYQAgxN1sm1Ux3R+1PJEU6Ys5BABEBhlP9F5tuRN6M9W78FKAJwl6NQJblOohdeRPH2c33sq8mpqsiQEMb2YqLfrrZH8VSl8Jb6L0hNfg7qCsIAe4c/NMbISryP5fjEDKIJnDrgzgWEfs/FDEwkAwZzSM3R+20hv9t6jZLn//P09Y/PdRt7/L3u+2w/pE+t3iaCKViWcGAuAEu13N+xdb/1v//vjVX8r3H3Hg3eMY38e7AYn/NzuBtzbBW+/+8o8JNlO8HcrCDom3giHwQeFnP37jv//6lbe1rayqYmFh8ebNu2/f+K9fv+Xz+QkJl/fvPzg4OPz1K//bV35iwjWBg0fRKNzszOLnT/w3Hz7uPH126fI1urWdu0+Ad0Cwf2i4Z2Cwd1CIPgKlo2eQmpnz4cvnN+/efvz4/unTxznZmcFBgf6+fmGhp5uaWl6+fP3m7cdvfD4KixcUEc/OKfj8hf/h4+c3b9/z+Xz+12/8r1/5Hz/yv/I/fuB/+cJ//+FrYFCAgYFmoD9tbOgGe+bO5tK9yd78UE9TdwY0Nc5loit9Y75iZihzm/3wfkWagrAAAqzQfPfaBqeAM3t1fjTFx15HRhDgTEPMTtxiz97kTFTMj9wj4OBYnIVvYPDp0JPTQ3eWhotWR7NWRrKLkj0jfM2LkwPHm7PWh7KX+1OfrNa01mdC1BXUJIT9mIY7k6W88fgddkZ3R6oORFwNKBV12mNusGJzrnx1Nne4/bK9pbanvWnSJZex/vy5iYKlmbJl1t3crNNion9oaWni8ExLpj/Z5hTZNoxgG463PoVjeOLorliaG4bqakZxRZNdMCQXLNlVz4Sib0xB461B2iZJyflPnrzb2X72+uW7xfmFuanJHR5ve23tCW99dWHxyRrvyRpvi72yzVnd5q5tLa+usjjryytcFpu7yOLMz7OnZ1hT03OjY4vT06zZ2fHB4dnxyfnpmZmJycnxqZmp2Y6OromJqaUlNmdlq6FjFEt1V9ZBa8IIGvp4sAkFZETUN2PqmlIhSJoumg4xY+ii6bsDiBlDB2mpZUxU1jWTVTHUhJrLKMEM4Aw7pzNHBdV9fBMvJ97090uysorw9LwSdqbI1TWeTAk0RVrZufo6evroGCKOS8gBfv31yFHB33/Zv/+X44J/yO8BCAn/KSO6Xw4CRONN7Q/uE4fpYxh0119+PoRBU89GXZaRUtMGGemADIxgaJAqWEJIRkZcTklORfiwiJKU/P6fAfJCh1tulsx3NI1U31yof9BdkttRmNV3o2Tg9o2W0oLGwoLW8vKyy0m3UzIa8ktqMrIqE+PvpyffT7384FpMJMmUILSPKX3UXlnMTORPe0P1K0Fud3OSG8sKH2ZmtxWWNRQUNheXNJeU1+YV1ZeW38stupdfWp6SZW9ONlTRzIq7ONveNVJfN9PSMt/WNFrzcPRe7cSDptmGpqW21oW21vnWNnZnH29gdGd86tHk6MpQ+0JX7XTrg/H62pnmzge55XZYczUJYe0TQlonjqpK/wlWPAwU/0NDcr+avICU+AG4qRHT1oZBp7rZkcba8lg9KdzeRE5n2HKf/8bImeXua+zORNaQ//yg+9pUXF9drIWBuvAf+wR++unK+QgsSs3ZHlVTXXrs4MEDvx2ROC4pfOTnxEuuBfkeRwQAh/cDQCd+uVEQMthyfWmsoOfhdem9P4n89iscqgzRkoIbgrAofbgR+FSgnxkC8wvgN3GhY9mplywtoAS0ips9UlEC0FBzkjufLbwHcCszubY8Q/B3QGnm2S8vFlwYxgcBAIjSXl8bzZXRdHZ/3Grf2d3XGm32nuP94Of+09LdneT1nfte/6v5x5ndtyL9B76pd0siiVQGnukP+M7Zv9WP2N3Vwrte8C5YjbA2hhhrQ4y1gZnVbu1+3J3/PmlgZmWIZRhiGQYYpgGGuduz24AwtzVE05B4K31TfODpsy/ef3366i1v65GWNlhNTX1+fvHt2/fPnr14/fotk2m9f//BwYHRL5/57999vnTx8nFBURQSOzw0/uUz/+nzZ5+/fnn2/OWTp8/ffPzy4u2Hp6/ePXv9/uXHLw4e3rowIzgaOz498/7zl4+fvnz8+JnP//r82ZOdre0vnz6/efPu1as33/j8qel5EBgqr6Q6MDj69Nmr9x8+vXn7vrGxubr6fmNDXd3D2qnp+VevP6xvP/7G59fVVysrCkaeZswMFLHH8pf6Utl9aauD2SsDeTvTZdzpzPnRlJXF8om+UjhUWUHsMAGlPjlUNDIYx1vO6ayLR+lKGairujLIN0rieJw7U0OXVxcKY2Md4KbqHl62ocGud0pi3q7XrY4nbc8ncyYSWRPXViYzOEMpW2MZT+crxwYq8ThDWQl5lJ7pOV8nbl/lQve1rbmS2+WxaieOaavJp1+K5A1Xr/UVcHvTlnuSd6aLF7tTlkczVyby5ocynq/Xtzema6sLy8qKQvWMzMkOFGs/om0Awc4PZ+eDtfHAW3tgaS5mli678EUSnUwtnJFEFyLDG0d2wZGdjJCUorJq3tar2ob2+IRrDKZtTk7e+7cflhc5K2zO57fvv7x+t85aXmctP17bWGctc+cWd3gbPA53cXZueWGJu7jImZldmJpamJpaXmKNDQ0vzi8ssznT07NjYxOzc0uDQ2NMG0cXd5/UjNyuvvHWvlkr11BduOXun70hxhqMsNQ3Y0JRdCjqL+DqoulgFO0/CKZrIchqelg5DWM1CFYFhFQFmUnKwgyNmRculjGtTru7x9vZnbe2PncqONfD/RoOF+jhecnFO5Lp6GftEESydFVX09NS1YbrwMT3CoCEJf0s6TiQityfv0nuOQCV11CRUrCl2cpJyu/7TSAs5Jy6ClRTDaapBgMBDXQ0jVUUdRRkgcpyQEkRaQlhySN79+trKN/OSWEPdI7X3R+vuTffWM9qbZ6ufzhYfbe1vLymsKC+tGykrvFGclrqmXMtxRV12bk3Ei7VZKbeT71878q5YDN9/PE/rWSO0aWPWUgftTNUTwrzrinMqCnIfpiZ3V5U3lCQ31pa9jAvr7Go9E527o3U9NqSipSzsQwkxkAZmH4+Zrq1fbypfuThg4n6mqWOzsWWztn69sn6uummutmWhpmmxpmm1rmW9vWh4UeTI9zBloWuhzNtNaO1NZMNbVUp+UF2znonFDTkBDXkjwBl94NkD6hL7FMT26siKyAhus8EYcywsaVTaa625JGW3KXu5NmWyNWec2s9cdzO2OXeGN5w7FSH7zN2WlVWsOLRn03UpfXUxHSBhzKvB8uJ7y3OidcCHkIYyCuIHyWboZSlBIO8rP2cLQ7+AnCh4YjGWjA1wZwrXluLt1Iv0EX2AHxtoRmJ1onnCLmpbk334xem7no6mf0OAOz7BSDwx89//ARQVRAioPQVxETU5cVmR+5AgQc05Y4ON90jmABtSdDVuaZQb5LALwCMvtT9kvObszdZfVfn2iNW+iK5nWGbfVFbfWd5/4Dpv2ref8L3n17wP5UvuzN6F77/udvhf9sOf+PvLnx/ZCsMzfyRszA088fSRzH0kHQDDNMQa2WAYeqj6TA0c5fOMDTTCGcNRVLh5gwtfVRA2PkPfP7Hb/xHT19pQ/RFxSQam1q+fuN/4/M3tx6DtHT3/LGfs7z2jc//8pV/Kf7qgYNHMViLuXn25y98Pp//4cOHb9++ff3Kf//5y2c+//0X/ic+/+M3vounL1BLVxOshyGQa5vaPvH57z9/+/jxM//bX7mIDx+/Pn32qqi4HKpnuOdPAStbpy98/scv/G98fm/fkJS0/HEhMSEJsSPCwigLwtqjJx/5/Def3r14tcGgmVyJdf74qPPx4o2XSxVvFks+sSs/sm48nSva5uRur5e3Nl4hYjUkRQXUVWROBTJWl2uXl4tePW9orE7TlJWBqunjEYTYc3681YYNbvGz7VujQ/lWTAM6A+vpahPiZVOeHrE2WfqUU/x4LXObm/ZktfDNxt3N8fKG8gvm5hpCkgdVNDVhMFhpTsL7nT7eVMHHRzWXYqxVFf/AGJ6oLUv8xH34fqHk5UzWJ3beu4Wsr9ziL2vlr1jlO4uVD8pjCCjNY4f/BGnpGqMsSVbeFIdAooMvwdEd7+xo7mBPtPHA09z/yrFQPVEkVwTR2ZTkYoyzRRAcMGRHQzTNwSPI3T8cZ2kLNcZq6OiHhp9bYq08fvLyzeuPt25WZ6bnbK7vrHM3VtlrmyvrG1wed5GzsrS8vMjhLi0vzc1yWUvLSyzW/ML46ARrkd3U3J6cktHdNzy/xJ3j8KpqGsFGKLARCmxkhiHZeJ6KM8bZ6hiT9ZB0XVOqHpoBRdHBCEtdU+pugRGW2qaWWgiKtqmlDpIKRdEgSKoOnAzUw8prwFW10aogMwFBoK1juJm5pwncMSqq2NExzsP9WmhIviUl2s7xcvDpfBfvOEf3aHefhKCTyaG+F067hfiSiOE07MMrwXWXvUrCzaMsVSMtDRlayrrSggiQyn4AgGiKomLJh38/RkAz6RYuSgr6YC0zdVUDWWl1gf2C0pJyxwSOiggcTIuNrM5KyYwOr7x2tbW0rKW4oqGkfKS+reVmdcvtmt661va7dV3366+Fn3OzoNblFtXlFZZeuliTmXovJbHqUrS7vgZBaJ+tvBBR5ABVUcQZAc46d6q+NO9udkZddm5nyY3a3JyGgvya3Nw76ek30zNqi0tKkpJjA4MI+gZobXDRlctTrS1TrU3z7a3zbY3jtQ+XOrpnm9on6msm6h9MNT6caqydrG+Yamjm9HY/mh5dGWpl9dbPtj8YeXhvvK6pLDH9athZvB5MVeqouuwRDfkjQIkDmlICKiJ7laUFJEQOGMNN6NZ2VCrd2YY80pK71JWy1puw0XdxvuHsRn/Ccv/pxe6w5wsV8YHUYwCAOxk/3/cQpr7fzQEYddrs2AGAnrqwqy30aqyjyAFAcVosGa5zAAAQAADE9/1yJzdZ8BcAWGH/SGveylS5h5WSojBgtDXhObfs9Uo5/0PrY3Z5oKum1FGAHRmmJH4QpiWDNlK2pRpejPaJDg7Y/xMApikpexwAUREhwdUP/QzAG0sRUbKyQoADAEB8uPXzlcaJtuvz3RfZvWdX+iJ4fWfWeyLWuyPX/vd+2j+jDv/E7r8G0Xbb/rPhlnKnOOIv+P6odv+625fkaEp0+NH53SWvEc7aEGulj2J8r3+l7e787lgPSTdA0Y3MmLvw1UcxDDHWBlhrPTRjl8hIC2sInODiE9o1NNvSPXrzTh1I1+CYkHhoePTA8ETvwOiVpDRhMWlxKfmbVTXdfaNdvSPefqf2HRQ0NDG7c6++f2C0ta2jtra2p6evq6unsamto7O3pb2nvau/pqENa0GVVAAaoQhKGhA1bZhvSOTl6xkdnb2N9U3tbd1Vt+9duHiZRKb/uufggUNCwmKyZ6LihkZn2joHHta3hEee/+33fcJi0nJKakJSstLK6plF5QNT003dXW3dLX5+TsEnrQfaSu+XxbTdTmy5FfegILy2OLqlKj4n3c/P20xHR1RI8A8gEKijoxsVFdzbc+/m7Yt3qq4GBzrJS8riMQxrupu3r0flzcyaB2mV5RcrK6/b2hEtSEQXZ29Xe1+aOf2ku/P1C8H3KuMaH8TfLI5MuuDtziRoqygIix6QV1dAk8h0W9vi4vS+joqm+4n19y7S6BA1dWFLknF5Tnx/fUZX9aWGytONN8OaykJayiMayqOyL3sGupvraksfPvKnqqY2DGWBobpSnIOorqfITv4kJy+KkyvFwY1g5WFB9zKne5vTvXE0L4ylB4rsgSS5I4jOCKKzKckRbmEPJ9gA9czAcAKGYm+Co1rauLN5T4cmWdExV9E4GhZP6+kZ295+sbqyzVrgxl+4Ul5aucpdX5xZmp9amJycPn06/EbFbe4yb3Rseom1EpeQpAUxJFs7xSfnDE6zCyof6CAIEBTJCM8AGeO1TUi6plQYxsoQZwNB0iBIGgxjBUHS9M2Y30sPzdA3Y/6nh6pvxtA3Y0BRNFmgsbwGXF3XXEUTY2hqo6lDdveKD48stLKKcnFODPDPOB1a5O6V4uWX4h6YcCoi08cvNcgnLe5k0gX30BRv577UsP4kx9sB2r2J6OHr1AenaRkuFsGWBsDjv0rsAQTY0iUFjogJiPi5hpAwDpKiIIg2Tk5aW1YSKCokue/3P/f+8ouvk113deW99Gu3riV2lJU+zC3Mjkl0pdhTkJYhXqcDXE9Fnzp7PuR83KloB3M6BqR3Lz2voaC45OKFe5mpd64nVl6MtNVUIIgctJUTthA9QJQ77oU1KIqPrC3OqcpMq80taCksrcnOuZ+ZUZObW371avr5mHt5+WkxMeEeHuZ6enQksujK5a47VeNNtSMP743U3GV3t8+1tM82t822NMw010031U411k43N8+2ts62Nm9PDq4MtbD6aifbqgce3hmtbyyMv16QkOJIIJ8QOaSlKKylIAiUOAiSOqwqsk9Z+rCEyEEjBJxuY0+jMVxsKaNthayerJXOlI3exJXeUyv9wayeMO5AxgUve4lffo1wJ7/gdhZeDz7yK+BOyam2h2ctscfjI4gbc7VOJF2ExuGNqYd3cs5kxDq7WWp4MYGLg1klKfa3cjw2ZsuWhovQkEO6JwDPOY3v1jpnWnMLr7giQXv0VAF9dSl5V0PhWhJTveVzwwUTvUmPOJXs0YoznsgLwaiu+xeIxpJmUBE3hpah5u9BHvrF6T7SRwCpsQ4L/XnD9ReWhy6zeqLZXSEr3ac3+qN5XRH/R5LhX/n7f5P6O3x3X678Hb4ECg1H9wV8twJ2TYPd2h1/N3a/y9Vdqn6vXbxCTWlQU5o+igFBUCEI6i5/v89D4RQYkgZDM3eb9VEMPTQDgqSBERQwgqKPpoLhRG0Dc4gJUQGoLyShLCiuKC0P1NA2UNWASsioCIsrHBOWkTuhqaFtpKYJk5QFCorIS8ioqWsZgvWQquoQSRklYRHJY0LiuyUoLHFESEJQVFpMVkVEWklWVUdF28DQjHwCBDsurXZYRF5YTFZIWEJQWEpYTHbvgeN7Dxw/LCyrCIRInwBBjDAauibqYGMJGZUjx6WExRVAYCMNbSN9I6wBykJVx1BWAyKprCEkqyitpALWgxoYQrVAarJSwqKiR5SUpCWlhOTkpRTlFQSPCiucUNQB62npGltQ7O0cA/AW1qZmaFWgkqycJBAINEWbW9m6Obj7Wlha6RubKqoAVTXVgFrqpuYEO1d/F6+z1vbhBkYMkCZCRUlVVUlOTVlWQV5aSlpeVl4TqmdugmCgiJ4OHtFunqeJFnRDmJGiotIJTYiKjgmW5OzsEkK2sILpGpxQUpGVlZWTklSQklI9oSgrK31MVFhUXk4FqgdBmyPpjhaO/nT3EIZrCNXpFN0+mG5/km4XaEH3IVv5k5h+eKqXGdUDS/cyo3ogya6mFDc4yUUPa2WAt0WSnQxx1qZkeyO8lT6aakq0C4pIxJAdNfXRBmiKJtQ0LDrx0cvPAyPzTq5+YCgcBkPdu9e0ufGUtbQWHhmrBTYwJzKjYy6z1h41tA/CkASIMU4VYqqLsHD0jyA7+ILgJD0sE4JlqMJwelgrCJKmA6fAMFb6ZkwtY5IOnLIreL+XDpyyq4WhKLoemg7DMMEIigHWShNGUNJGyWuYqmrj5NVMdWFMF484N88EX99rQUEZfn6pbm4J1naR3v4JvqcSgsJSTp/OjTiZEeYcfsXDv+NqZPtZ20pn9XvuypXOEj3Rpnd8MClMkyQ3PF1XiqQth1CWFfwJwMSS7GiuChJactJgCVENgX3iRw+ICfwhcHyfQFSQ/1hrXceNkrH7d7pvlNXlFd5Kziy+nJkQFm9LdETC8FgExQJtSTC1sEST0GBDoxMaRRcSm4vLyhPi76Yn37p6qSLuDFVFEi98gC59jCJ5GC16wBdvXJIYfScn9VZmak12Xm1Wfl1efnV6xt2MjKq0tDPubslRkXmJ8d5MupGaipslOeVsRPq5qK47t6aaGgbvVc23tozXNkzWN0011k41PhxveDBW92C8vn68vn6ioY430rM83DLfUzPecqe/pmq4tr4oIbXkcnqwvdsJ4cNgZQmQ/DENqUOakoeAYgeUpQ9LigoYmyIYtg50OtPVznKsvYjdm81qvczrieX0uS90e+5MZ18NsRIEAKI8rNnjuVtLpWaQ4/rKB+b7sthjybP90Y9YWRvjFTjtoy7mCi8W77D6kh/N5bL6Lsx3R872nOKMRG/MJk60Ra+M5571RSgdB2TGeiaf83Ww0LdEnihODVwcLuO/m7bH6zJMVZ+w7j2az1sePcvuD11oj9weuvJsMun5VMZYw6WZzozx9sujbZdYI+k7ixVQRYAVWuwlu5rdnzLfdX518DyrJ3Rn7PxSW8j/kr1/y5n9f8ref91w+xfliyA47O6SfT/btjvzI3m/O7k/MvS7wv1e3yn8fayHpOsjaDBT+i649dCM7wVBUqEomgGGaWxuo4ewPKEJl1U1EJEFyQH1gBC4jhFGRcdIRhUiKKUqowrR1Edr6KEUNGDCMpoisiAlkAlIH6sBNdOAICUVQUKSSgeOSR6XOCGrrC0qo3pUVF5IUumoqLy8iq6KjpGuCV7LCG+Ct1aDotWhSCkFkJiUirD4CVlFkJgMUFpRCwhGKGka6ptSdAzxJzQMFID6EgpaR0RPaOoiQBAUAkM3QdNRFnYwpKUKFCUF1BdVAssAYZoGOC0YTkvPXEZJX1bdQEHbREwVKq6sr6CMBKrj9IzIEGM8ju5KsQuwtD5FogVBjSlaULQaSAeBwZjTqFQHF2v3ILKdnxHOWgOCBEKg+qYmKDKB4ebO8Aqx8T1HcQrFU71MkCQdHQMQGKoJ1dc0NIUTrPBEZ3vH09Zu4W5BsU7e4XRbbySGqmuA0zC2MCI6Ud3C7bzOEyy99OB0FQOcIsRMDWqhpWepCEIpaaPAKKo+jmFItMLauFFc/ZmeITY+YTbuYUyXcCvHSCv7CLpNmKVNEM0uiGwbSGD64hje5kwfHMMTRXExo7ph6R67ynf3wQhhYa+HohnhrNEUZzU9LBhBMSHYGeKs9VCWFHvfa5kV1i5BGhCkIYoCNcITLJ0aWgauXM8D6aGhJgSIMR5siIuOTws5e1nTAAczoxmZ22ibkNSNCOpGBAiGaUCwUzcmGhDsDPC2UAxT29QSimEaYK31zZgGWOtdEP+/9cNzGARJM8TZaJuQYBimHpoOMrKQ14DLa8BVtMxUtXF4irerZ6yTW4y3T4Kf/1V3jwtOTuF+AXE+gRfdvS8EBCSH+iVGuPs9vB43mHaqwkUvn6T40EW3JdAox1IhDiUbg9dMdsNf8aR4YiHyewGS+/bYWVgePyhy7ICEqLDi3t+OSYmcEBEQFtt/OC4oaGW4r7msoLWsqDY353Zyyu3r6dVZRXezyu7k3ki9kBITGudu42VHc3SkO2BgSF0FoLakXHxASGvZjdvJKVWpSRUJsaXnw8iKErjj+yjih2gyx5HCB7zMTQoTom9mXL+ZnvYgK/d+WnZ9flFVSnpVakZ1Rnb8qZCsuAvJZ6McLfCGqsreTHr6+XORHu7ZceeHHtxjd3WO1jycaW6fa+2cb29e6Gxe7GpZ6mpb7Oyca+0Yb6pfHupeGW2f76kdb7k7+LC6//7DwviUwktpsf4hmlLCOopiWrJHNSUPqYsfVBc/+CN8qTSGkx1lpD2f1Z/O7rm40hu90B20M3u9PMlT4g9AkLMJb7ZycTS17e6ZYz8BUiNt18bTptpCuINRvOHYodpTJH1ArLfWy4Wi+bbohfbItYHordEYVnf4UlfYytB5Vk/0Yl8Mbzyl4UZw1iWb4vSApvuJnOmS7eWbOys3n67U4GEyFwIYvLHSxe5Ly70n2Z3eG92RT3ourjVFceqiNgeTlzoTVkcub00lz7RHLw9cayk/qS0GuBJiOt+RuDJ4ca4tlNsfxeo8vdJ9ltcX9zep+89bJf91S+2f/f+38v0Lvt8Ja4yz/Z5V+C57f9xY+2txI6h/UfU/y/370t/l8u7MdxVshLbSR9D+UsRmf/FX34xpiLPZlcDaJmQ9JF0Xbrl72bkqFKNpZA5BUrVNSDpwsqYhQdOQANTHQVE0LWOirilVy5ikCsVqm5AhSJo6DA8ysgAZWWjAsEA9MxDMTBUMV9OB6yOIajpwbRhGC4aDIS310XSIqaWWMQkMJ+saEsAwrK4hQQUEV4dgwEZEkIGFHpIONqHsWtggAwsokqoBMwcbEaFwirGZNQJnB0FS4Rb2WkiSugnehOSga0rVNiKhCM5GaDs41hFFcdOCU6FYKxOis4m5E8HSzxhnj6N5UZyDSI6BZPuTZNtAS/sgDMkFTbKl2LoT7V3obr62/mfo7iFkJ3+ijQeF6cqwcSdbudp5hTgER1sHRtkEnaG5+Fo5utvbu9s4utPsPLE2XlS3EAf3MDu3IOeQCJewCFsff0efABtXH6qDG8nZnezqyfT2d/QLdvMNtXL2ITi6YuyccdYeRFtfsn2AhY0v3sqbbB/AcAm2dg918Al39D3j6HvGzivc1iPcxj3SyiWS5hBm7Xyabn+SZONHsvEj2flb2PjirbxwDA8cwwNt6eqKiv0AACAASURBVIIiOyFJjmiiI8rCAYW3x5FdDMys4Hh7uIWDIc4GimHCyU4gOBkEJ4NRNFWYOZLsbGBmpYugQOEUNMEBaW4HMrAwtXA0xFjrIelqECzUlLa7BozMbbVNyDBzGxOSI9CQoIOkQswYYBQNBCfroul6WCsdJFULQdFF03f7d9MOu//xu4ttd2WCEZYwjJWuKVXfjKlvxtA1tVSHmSvromXVjU5owvXgVLpNgJ1zmKNzuJ3daV+vOG+PGG+POB+fq/7+KW5ul11tg4Mc6Xev+nZecax007/B1KugwyrsDMo9EDnu8ACETJiF7jkrjLmquMTPALCspLKoxME/9sNhKDVlLRkxhRMSCsd++xOpCRq+f6+/srzy8qUHOTmFCZdvp2fdScu5m557L6O4Ijmn6Epm4pm4/OvZId6BMHWwroo6UltP+sBhZ3NyS2nFg6zsWynXii5E50cGkxTEsUIHKeJHSJJHsVJHHRGQrJjTtzKTy64n3U3PupOSWZ2Wfft6+q3k9DtpWaVJ18uTUyK9va0xGIyujo8Vo+Ta1YsnA8NcnK+FhnZU3Jhtbhu6Xz9W2zzZWD9eXzNeXzPV1DDZ3DrR1DLV2rLU17461jHfUzvRcn+4rqa18k7m2SuFl9JSImKNgIpAqWNgheMaEgJAsQPq4geVpA5KiBwwRpow7OyodNpuznehP3Wu8xy7J25nJne04bK6CIBiIs6ZyhnvjV+fu+lMUlEWBAzWxPGG4tf7z7Nbzm72X+IORvXfd59qitwYTmG1R3O7Ipfag1a7I1a7Y3m9CTONoRtDsSvDkWsjsY/msp8uVuwslD3hVLxYK16duf6YU7A+U6wl8fO1UPvHM7fZPfGs3kBWp/dW39nVprNrzXEvBlNW2s7uDF1a7gqbbz7J7gpjd0ZvDKf03Q497w7KiDTl9sWxuqNWB89yeqOWOs+u9MQud/91nuKfx4X/fx0v/huI13rP/ifn+9/w3dW237Ni35m7C9y/2QvfV/nuWBduCTah6BiTf1S+UFOajjFZx5gMQVANUUywIUlDH69tRNp9WtSBk3VNLXVNqUB9810XzwhrpwungU2oWoZkDWMi0JCgbmQBxTChGKYWggJGMnRM6VAzay04VdOYAjKxBCMZuiimNoIBRlppmFA14TRdFBNkRAYjKPpougbUDKiLgsJJ8kADbWMCxJQM1MdBkFQ9NANqStNFkPQQZEM0Q9uAADWl6cIttU0sIUiGNoIGRjKgKKamIUnTkKSHtoIgqPooBgRtZWBub0i008dbQ8yphkQrHTQJhqWjifaGCJopxhaHd0IT7MyItli6A4pijaVaYy3tiLYB5owAM6Y3ztbb0t0PZ+NsbutqbuVOtPa1sPLbvdGN6OJL9wyiOgfYu4VZ0vytrcIdHGKZ9ucYnjGWnhEM/1Cmh6+bd6CLk6+jfbCb10VbnytMzyv2HvF2HjFW/mfxroGOQedcT8Y4e0U6epxx9I+w8Tpl6+bv5HYywD/SwyvM0S/Uzvck08PVys3J2dff0SvQ1TvM0++cq8cZb9/zrl6RLp4Rjl5h9h6hNl6htt6n6Z6hli5BNp7hJBs/c7on2daf5nSSZOuLt/Yg2Hji6K5mlk4EuhuG7Ghm4YglOcPRVmYWjqbm9gZmVgiiI4LouKtP9XDWYDRd18wKhrcHIxlgJAOMoBnjHbSNKPooKyjSGmZmp21M00fbGmDstYyoUBQThrHRMqZom1jqoRl/URVFh6LomoYWEDPGLn93WQxG0cAISyiKvms1fF+K30sPydRDMndtYiiGoW1KARnjlXRNFUDG6voYKSU9WWWYJgRrirZycglzcjjt6RTj45Lo7nLNzzfL3yfD2/l0oAMhJ4J4I8TkKkGqiKqfTzJKJuheJGhcc9X3w8kjxX85iYMFW2Lk9/4sK7BXTvDYwT/+JONJKkpACSExBVFJsT/+tDNF9FeWt2WlP7h+rfRq0q3M3NsZueVXUu6k5TzMLqpMzr6Rkp19MfFcYHBq3KXTnj7KohKKx0WO/74XqaHTWFRam5tXef1a/vmonPBA4gkJc5FDVGlBrNB+C3lhGkQtKdz/ZlZybsKlm9fTbl/PrLiccjc1pyTh6oPs/JJr16+diYzw8qKYmMCUlUNcXP4fzt4yuq0E3RZMd3V3dUFSYSYHHDNKspiZmSVLMjPbsi3ZlpmZmWJmSMzMFCdxyDHFDhV09333znvrztyZ994PVeemq7r7zsxa3/I6ls85y15L2t5nf/vb3/28/OTA4ET/wHCFKtU/qDO/ZLnnweOhiWfj448eDi71dC339m4MjT4Zm3wyNvFsanR/derZzMDGWM/yg76BmsassPj69JLKpCwqxOHepRNgs0vWV47bXDtuc+345+DLE3BVCubqZNnLxYLt+cznk2lHGw0hzvBbp48Nd8TtPSvfeVy28LD45vFjQQqLtxv5L0cN28MJByNp+2PJHx4lvd1Ierta9GY2b3/OcDgfebgYeDQX/GYy7s1E8sFM/OF87OFq9P5i7NFy8Z8et/7bTtsPWxUH6xnvnmS/fVL44/NmiMlXVYmBB8u1r+aSdlaDXi96vpz0O5iNPZpLfPkgYm9c+34u6mgm5HA6+HA+4mBG93o89sNS/pvZrM3+6L35pO3pmO2ZqN05w8upuN3ZZCP4/mJiYncq6h+tMf67qTqfTvsciP8arPOz5vs3ssMn8cF4gKBIjE22n3tlRKHRrgCnyx0wfAcUG0oSG/seSJrc+JlBM5QANBuM5wPQbDRdTuK5ICgiRwSFJXHxi0wi81VYtsIBzcCxVSAcD0oS49hqHFuNYTo74XhwshiIZJHYagJP5ewXJXQNAmBZYCIPxZDao+iWECKcIrFDMGBkMZImAxOExqdLMEEIpshABDGSqYQRxUAMC0OVqDwi1J5aLEUSpstkiT3AGC5D6o1hOgOJYiBeZAVjYlkaEE4IxAqgJCmYIIaSpHCKHEKUQIgSOEUOI8uAWAEIJ0QzVHCyEk5TwahqCFmBYrogqDIsS0USaOBUEZzM5yi8pB6BWJaYIXEjcBRIqpgudmdKPRkSD6bUkyJwIfHUZL6GInARagJZMi//qFTXwBiGxIOv8pd5hPGc/cSuwUyxRqT2EWt8JS5+Ss9QtU+EzDVE7R2p9tOrfHUa/xi3IINbcILMM9I9JFHtG+Phpw8KTUpMKU5JL9O4B3v5RfoF6bz9I30DdYGhcflFjakZlW6ekd5+cX4BiX7Byd5haZ5hqSq/OLW/wdk31kebofDWu4ckO/vq3UMSnX31Kr8YtX+s3CvKJdCg8YsVuQSpvLTJOdXB0elCZ3+Fexhb4i11CRWpgrgyX6bEhyH2JrA1RI4LXeRjXLSKpikQZOknKxiSIsMynI3uw79jgyFLPn8AMh6ACcJPrTMj7IIJwk8K1d8oDJ9d8nfr008/gbgTXgDE8u454u7ZYcwckOa2CBMzh6s3Le9ZOELARLgTDWJPsTbHwp0YHLJESuM641ADWbp2rSSNYWYgXs6T2icKAYkqItn+Bgl4D3Dnwo3jv4GbXzE7/eXF3x7D21pYX7t25cS5a+ev37505+aZq3e/PZnp4bxemTUQrhiJUk6n+rSEyu+HqZu0Pq3x0QN5OUOlZbUJSR35edHuLnwMwhAcwCORrpw+d/f63dsXr5cnpow3NDblF1SmJeVoAxVoB/iZY8zrX9Mv/ZF26aTM0T7Dx/9+Zm59dm5LQXZ9TlpxSmJdQX59fn5dXl5tbl5+fEKISsNDY1GWVuEal5b8wtL4xJyoSIOvT4SzIsbdNU8XPdRQv9jbvzUx9WRi/PXS3JuNpZfzE68WR7eXxl4vj2/NDG2OPng0MtxZUl4Uk9yUXVGXWSCjEMwufwc0u2hz/Tvb6ydsb3xnduPE9avfIfFonkzB5vNUSu7KZM32fPHWiP7HteKFluQ7Xx8LUd/+6aD08ULqZF+yAAs4e+zYRFP2n5+0702lvx6O+sty6lZfcG0Ks7NcVZZEXhkMfbOeerCc8GbZsDMXc7CYdLCQtr+cc7ReePio5MeXtT+9vt9f75saifx+u+GnndbDzer3z6p+fF4HNjn2oDz43VrB6+nElyPJB9MZbxcN75diXw4FHM3rD+djd2ei3y4n7s/F7s8ZDhcTtyd1+3MG47Ex+vLjRuL2VPjBQuThUsybhYSdKcPejOFgLmF3JvbtcvKLsYjDxfjtSe3hYtybRf3OjPZwKWZvLupgQXewoPsn48W/yHk4mNV/Yr4/g+8nSfdzEy6MKDY+qoOwXDCeDyUKIQSBE47nhOPZwukQotAvKt0rPNkMgEfT5TZQMpTIhxB4ZgAsie2MpUntoZSIuJze0cWbFiCBwrO5e6SufXDpyU5kUt4dOziCIgKgmdYQij2CsfDkUOYRYeNEhOK4TkimlSOOIXGb29xJKai5ZQOFEDhYpjSztKmhe9wzNB6EZVtDSEAMyxZGQ1AkQAyHwFED8DwwQWCHYKApUic0ywZIKKvpnFt5CUbSpxef5Ze13jKH9E8+8gpLumwBQdJkMLLYDk53RLEQFIkDkglAsxEUiT2CYfzr7BEMOFkMxvMRFIkdnO6E5cMpUie8CEaW2CGYOJYCQuBBiVxHFM3ZN6x/alnq6m8LwaGpwrj0Yv+IZCiOSxe7U4WuMJLAJUBfdr+/um3IJyIJx1JQBC4uAfr2h/PBMZkEjjPP2Y/AcY5MyGkfnCysampof5BTUs8QqGQu/krPUL7SW6QKcPPXi9WBAqWfylcn99TyVYEK9wiZW5BHgG5+/WX/6AKJLXHxDVN6BAZGxrsHaDU+oePzm/VtD9liNxfvKBdvndozSuaudQ9KUHpHuQfHq3x1POcAj5AEtZ/eKyxJ7Bqq8dfJPcNdAvQq3yiBOkDqHsqWunuFxI7OPy5r6Ibi2XL3YKbIXaIJovHdOFIfutiTLvZkSnxIXFcCW0MVeOBZ6k86FZIiM6ItkiL7u11ZMO5nNDS6xIzPPcb61Dr71D0zQqfx9c+NZf+8Pt328wuBWJ41hHLPDnPHBmppj7IFoW0dkTb2UAcHuJUZ6NqFu7/77clvvjx37uSFc199Y3Hmm5Jwt1QZMhR1I0cCNDBtPZGmrnig7eVzZ37/O9Mrly6d+Pbsl7+BWd27cfI40s4WD4Vd/O7slfNXLUxMv/viC9uLJzvTI6oDePUeqMfZLhspsgqeZQrpTiYb1BLh2Rmv68nNq0rIrM0pM4TEYYAYh7u2eCDc5soNq/OXLh37bZhMOnm/6X5BXoEhNlcXJkMBQCeP0a5+Tbn8R+KF41wrc61U3pCe3VFaXpedXpuVVpSUVJycUpOTe7+ouCIjM0sfE6LSMKBwlKV1cnBoV2l5XUZWW1FhdVpqdqQ2LTRE5+GeHBRYlZI229n9am725ezM9vzUs+mR7YXx3eWJ3eWJramHqw961x4+6CgurUvPbcuvacordRdxza6etL9z1t7ktP3Nk5ZXvjG/+d31q9+hCBi+XMnm85wVnNWJ6lfz+c8nI396WtCQ7Hn1i2NtFdL3u/m5yWQF9+7FL4+RgDc2JzKnOwOfjcZ8WE77cSVhf0rvw7+eFUlqyJa05Etez6ctdAW+GI/bGIhc6g5/NZX+dCx9qiXq8VjWm7WaN5v1NTlKf6XlhxeNL+ZLHk/mbE2nrQzGlBoE4/Vh2zOJr2fi3y5mvRqNfTUWvjMR9qdHybuTEW8XDcYH/6OFuJ3J6L1p/dFC/M5k9Ju5uBcj4UZC+mo85HBBtz8beTAXvTcdezSf9G4p+WDWYDx5b1r/eiLqaCFudyrqYFa/MxlpRFLjxPA/D/P9R7LDz+D7aWjiF401JFUKJQrBeD6MJDKSXzCeDyEInDAMGIGz/uJodP7xLSswjiGBEVhwIhtN5tmBcRUNXXlljVZAJIUrE6u9r9yxLqluKqttOX3lDo2vcEJRLRwQQBSNJlCDsUwEiceVeoCQNGsgGoKhS5x9HMB4SyAqNq2gsLrl2j17Ck9hA8am5lduvDy0dsLZQYlAFA1FEZA4ChswHk7kNvWMRSXn37VHwAgcEktO5Sos7REUhmR8ev3iVbOKmvaSqtYrJtbugToLANoWRkLRRGSu0hFBwdBEQBQNx5AgyXwAkoqmCiE4FpzIRVEEthACGMuE4FgElgxDE9k4EWF4HomjoPJVEBwDiKLQBM5IMnd0dkPuGnDxpiWeLiKx5K+P/qWu9YGZHQJHl5E5KipPgyQJ73eNT6+8umMNJ7KUMtcQOwg5MDL1weQGS+zBlnhKNEEcifv20U8B4TF0nuzDn/9HTFIOU+AsVfso3QLkrgF8uYdPSIyLT7hUE+DsEeoTEucZqPcI1dEl6sK61pqOAVs4NtSQogkIa+h5UNvZDyMzS+93Fta1UkUq9xCdylfrFWYIiExy9grzCNK7B+o8gvShMenugVEq71D3wCgXvwjv0BifsFilZ5Crf4RveKxXiM49QCt18Y3PKKxt7UOTeW5+WqlroMQlQKT2k7kF8VX+DIkHXezJkHjRRB4UgRuF707muRE5LgS2xtit/ZQQ/etJHBjxb9ir0R9mrE+M1Qidv+a/n+ofcd5PZbztpzONVwExHGsIxdwBY26HtnRE2gIxQAgeiiAiETgkHANHYB0dnExu3DK7fu3u2a+JFleV0Fsa0DWlwwW5w1WG9c0bX35x8je/u3726rWL123NbL/64vc4KMLqtqnJxSs0IvXOjdvXL1+5e+3KnfPfoO+d6Uj1LPVAFonuTGsxW3H4gxTWtD+0hHqzUYNuC3FuNUQ2p+cUJORmxxezSfKrx2/e+PqM/amzqItnCNfOyeBO9zNT63KysqIjM7ShLmQM8NRvqDdOoM7+Dn/pJN3S1JVEKY5P7K2urc3MqEpLLU5OKUlJL0xMKUlJb8jNz481+EnlXBQGamqWE61/Nb8w09U9VN841dYx1dbRWVLWmJmZExGR6ONfnZT6eGj0aGX9cGVptb/76diD13Njb1anXs+NrfR3rg/2t+YWtOeVdxbVN2SXBLuobG6dt7l5xvH2WQeTU1ZXvzWCLxKP5suVPAFfJeesjFc9m8vdXoz/8LhE60y7e+LY2kTW4cuqcD/8tdPHTM//ob8xpTKPV5KGTQkCL3VqV7oCdiaTiuNYGsat9iL35jzntGBkoZ5UFkdN8AIl+yOLY7jxPtgAkb3WFTXRlpQVLUgIoiQFk9tKfF2Zd9NCSUmBMCXldHUKJ0+L3hqP3BoL352OezOfuD8b9WZetz8deTgXszut3Z3WHs7HGqHzaCHu9UTU28WE7fEIIyC+mYs5XND/vNp9Nupg7j91g73p6NcTWiPIHs7HvhoL35/R7U5F/doF8V9qvp9lO3wGvr/op/2nXfevUoOR8xopMJzAd8LQRCqv2ta+sfkNgdLjthUwvaCytW+0rXe4rLZlcmGjf2RG5RGQkV+eWVCBJrHmVzab2nu9/SOa2vr9w2IBMII+Oae6uSclp1zhFljZ0MmTurJ48vqm7oyc0sTUPHM7aGHF/fyyhpMXTFhC1S1zx9jk3Mb2wdsWgMi49IGRhbyShraeMbVHCEugfvLybUvvCILIUroFpOWWF5ffl6t83LxCJ2bWL1691zs4lZ5dBkVSWntGcFS+QOmRU1qXX1bX1DkoVLhJVJ6ZBRXFVfed3f39QnWDY3NZhZU9DyeDIw2WDlC/UF1JdVN+WR1f4aryCsworMgrr3PzD4NgKUA4Uar2Wd7cvnbHhkgXY8l8pWvw4Ojy0MQaW+gKRNEYIheGyAWEpqcV1NS2Pbh4y4av9CawZFS+iiPz6Bqa8w2Pt4eRJC4BOJpwYn49RBvjHRC2uvkcjiElpGaPTCx29Aw3NPf4B0cXVTZV1HfEpeT5hujrWvoq6juKqhskGo/Gzr6Gjl6lh+/4wqrWkDy5tD63viVWe1Y0tveNzlTe7+ofm3f2DIpKyByZXu0bnh2aXPQOimzqHKxv7a2ob/MP03f0j1bUt0XGJfePTBlSs119gqoa2xrbe7sfTIRExWcVVs6vbWWX1PaNzgmUHp5BUa39457BOqbUXeoebFRRWDIvptSbKnSnCjzIPDcCW4NnqY1J0J/WUH0Ovj+/u/6qLRgR9pOq8AkrP/FiY/0Cgv9L5P10/qdbGdEcQhAAMRw7CNnMHn3HCmJmh3CEEJBYBgpFcQIhkUgiFkOCOEFJKAQJYidA2RPvnaGZncbe/JJicQ5w7bsrX//29qWLpjdvnT15Cg1H3Lp63fqeOQGFOX/yNAwIgdg53r502fzCmStfHINf/G0SH1CpBI6GYZ+nsBb9Qav+wCdh8Fex1NkA9HgIvT9M3qL1rojUJvuF0MGY61+dgFy77EtFRjCAOi5UgwVGKCUFcbrE4GCtu6s3h+Fw+kv42T9ir3yLvHgcd8dEQ6ZkaKOKE5IyIiNLE5MyomNKkjPLUzKKE1Lqc/LSwrUaFkeAxQNumoSq1Jtj4+OtbWMtbWMtbRVJqV2lFfOdnVPNbV1FpXlaXUde8c70wvePNndmpjcGe15ODh0sTu0vTK/0d64N9LXk5vaX13YU15cl5Ub7esFs7lrfOGtvctbm6gnbGyfNb3537coJFB4tkjvzhQIj+D6fK9xZznm/WZfoqzp37FhTYdz2Si8WeOebY8fK06O35tpk7ItLI9FxvhCdKyjZHzlcHZTkj4/1RA7Vh+g9QL3l7k05smCZeWYovjpVkqNlFsWK6zLc+2t0ES7o1HD24/HSMDU8SAZICST1VvhmhmHqM7k7c6kvJmMfPQw4XInfnYnem43ZmYx8u5hwMBv7Zi7+3aJhfzr6/VL8x5XEN7P6/elo4x74d4uG50PB368mHczotsdCD2aijub1h3O6D8txb2ajDud0R/P6gxnd/nS0cYH83qRuf0p/MB1zNPe36+U/kx3+7hqLfyY7/NK181dWAsRywQQBhCh0wvNBOB6EKAQTBE44DhBFySyqDo1O6Bocr2nqOn72anZR1eTCRmJGgdjZo6K2KTEt556VQ3i0YWn9qYmpVVvnQE5+2bVbZhOzy4kZBd5Bkd0Pptgidc/DSY5YNb+2JdN4azz8sgvKfPxDXr4+tHKEZRZUlVS3XL1tTWZJrBwRodFJkwublg5wpsD5p3/7fyhsaVJm4cDo7A1Tm9GZFa9A7R1Lx8fP9sKjEkoqGgeHZ9h8xeTs2uXr99q7h4rLG+6Y2a8/3lZqfLKLqrKLqiJ08aubzwEQ1NrjF+HRhuKKuumFNZ5YefjhT0KZOiE1u6P3IZpAW918zuJL80uq8kuq2roH9fGpOYXlsytPHKFYWxA6Njl3eGrltgUATeRiSLzK+i6/kNixmY2EtCJLIIbIluMYEhiBU1zbUdf+0NQOzpa6G3k0hef8YGpNl5xvAUDzFF44mnDzxW5ja+fA8Pjo1Jy5DSA0Mvbo458DQqO0+oSh8dmC0ur0nKKZ+Y2E5Bx9XFpcQuajJy/INHZpRe3kzGJaZkFsfBqexBwcmqyuazOzBJRV3h+bXEJiqBuPtzOySzx9Qt+8/yk6LtmQnNnWPdje8wAIRS9vbGXkFlfW3R+dmgPBUKubW94BIeU1DT2DQxoP793D93AMIbOgbGB0GkVkrj19nVfeQGJLGjofSl39CSwZX+nNlv9cRgpMF3lRBR5GIcIIwcZU/k/N27/xzPxV8/0EqcZ33ecSxCfm+3fR9hfU+Ne09/OrPkG5cTTDHsGwABHN7NHmDhgrAMYGgHWC0uAIFhxGw6AYFCIDB0XAbc01TBzb6Tbe7DTD9hz6zrdws5NY+xtWt0+bm5y9fPIPSIAlAmB56eQ3IhbD0cLy9sWrNjdu2V67Brh4jmByTmZxKRJhUsa27VQCn8YItlMUDzSgBtqVcY31SgD4WTRxJZw0FcYc0yvv+0siqEDE2WNumHvRYnAQ09Sffs+T6iBC2AUrxKEaVaBSGaKUYe9cBp76PeTs7+AXv4WbXBTjkJEeHknBoena8ExtZK7ekB6hL4hLzIuJL0lMTg2L8BaL2Uik/bWrJEeHIkN8pjYyyt3TjcPD2znE+fp/v/V0pLFpY3BovLGlLCZpuWvw3dLa9vjks+EHr8aHd+fGDxZnVvo7l3u7WwpyB6rrGrLKc6KT44KDyDBHs6sn7W6cs7zyrc3178xMTl29fAKJxRh9vi5y7tp45au5os3x+KONkuH7cU4mX13/6pj1ha+uHT8moVrnGZzzE0UZOlx2LDLU7ebGSPTrhbwXk3nBUovqFMG/v+lszBLFetkmBYDai+Q5WnyQzCI9hJQSTMrX8YrixVlR7Lw4QUIgUecGL4zm5kRQFntissLRJQbCznx8od5psdvrzbJhZ0a7Px/9YS3l6VDYh+W01xO63Sndu6X458Mhe9PR75cTXk9oD+dj3y4ajN8+Hw7ZmYw8Woh/MRL+cTXlaCHu5VjI3oz27VLs3kzk7lTU92vJRwvxu1O6N3PxH1ZSD+cNnxbCf0LVfzJk8evx4r9xO3wOvp+eAaEkMYQohJJERsyFkcUIqhRMEDgg6SSWtKnzoYe/tq6lb/XJzvW7tlK1V0f/qKmF47Evvi0oqdXqkk6cueTi6d/ZN3Tq/NXktNwwbeyJM5caW7vD9UkZ+eVltS3fnL5sDYBfNjGvbe6k8yRYEi0sKiY5PWt6bvmWuX1cSl5Oce2VW1Z0nsLcDhqTlNPaM3LD1IYpUEzMr5+8cEMgd23qHLxyy6Ln4SSDK0YTaNv77/yCtb6BkUKpC57MG5lYPnvx9v3WgZSMwmsmFs0dfWQGz8XTv3tgJDYxXShTkxm8tccvgiP0crWH0sULhaf2DI7eMbeVOrvVNLYJpKq1xy8uXrt94eotnlj+aOtlhC5e5eajcQ9wguHtAKiY+Ky+oTkrByQITpap/crr2j38tZMLm209Yw5QggOUhKdLHGHknJLG2pbBO1YQKy5BbAAAIABJREFUCIYJx3MoHCWKxB+d3Yw0ZJvbI4VKHySePTqz5B8Scer85dmlta7+YRZfuvLo2aXrd4gU9vNXB8lpuXJn95BwvVThGpeQbjCkzc4twWHovNzi9+9+3Fh/hkISCTjm/OxGbnaZ6R3bjrbB8tIGs3u283NrsTHJNBrv0ZNXECQehac+fr6j8fAztwEMjU9X1Tdl5BbWN7c7guFj0/NytWtkjKFncCghNSMqNgEAQdQ0tpRW1ZmY2UwtrkclpAORJAJTRGRKnL3CXPwihZpAY4ldQzkKP7bMjyH2pgk9qQIPowpB4roasfjzlSg/C1w0OYIqM3p1P69f/O//R922zyWLv1sIquzzmTcoSexElIAIYhhZAiYIgRiOHZxuDSKYO2DM7BBmNkhbABmDFaExAiiYiIERiDAUAewgI8HFWGuS5RmKzSn0rT9wwJfRZiesLx0Dm54wu/CF463TFJjNzTNfU5BQDoFw5+JF0zPnrM+do1uYDaTqJ1PCB0NkEyH8Ro5tBdm0Q4VeM6gng6jF+HP9ynurgU4bIdDVQNh6GG4hhDQeSiuXApI598KoN7zJF8NFlloJ3IMKVlEwnnyev1werJCz7Cwt/3AMev4PiKvHoTfP8FDgYJU81s8vPTwsOTA4KyomLVxXkpicH2soSkjQurtzUDCo2R2tm3qgrspfKvGTiJODQ/ylsoSAoFxdzEBt3U8vtxd6+mdau0fr2gbLG/amF35Yf/xybPTF6NCrqeGjlfm1od7Zrvbmwty2ovI8fVpicExieDiXjLp17lu7Wxdsrn9ndfW4mcmpK5eOIzDoT0MW6xNVrxfzXy8bdleijx4lrz+MTg4gBIoBg7VB6yPxk51+e+upj8YiBuqFq8Mu20vBL6a1LyZjn43GL3dFbE8lvV3JmW712hyK2llMfTqeMNOp3RhKOVyvPlyv3Vks/36reXupdKghdGs842ChYKBCM9ce/Hw8cW1AuzkUuNTjuTWq3V9I3JnR7s3qPqymH8ymvJlPfr+ScbSU9HE9/d1K0vZklHG5xvPR8N0Z/auJyP252KOlpLfLyT9t5vz4KPv1ZMzebNzerO7Nov5wMW5vNmZvNmZ7Urc3Y/i4lrE3Y3g2rD1cTNybjTuYjzlaMrxZ1B8s6P6/Buv8DfgaecQvGiAgHB9GFjvh+UAs1zgNAcLxgFguGM9NL6zNLq77/fGLHInr/rv/5hcSGxBmWNrY5kld71qBmtoGO3pGrexguriMlY0Xl66ZDg5NVtY0XTOxmF9+kpJdHB2fPrmwwZNqNF5BfJnLwvpTN9/gpvbumcVVmbPm4OgjEE4srmypa+6/aerA4DnfMgOk5ZavPtkBIUgipeeLvfd4Gk8bmzKz/PiyifnY7GpyRg4SR9p89to/JNIBgiExhW6+4U+3316/azs+t1HX0nPtjtXTl3sKjSdbINl89qq4og5HZqIJtCcvdn0CwwEQFFsgU7p4HX74ExiB0+oTRqcW8BTW3tH3vkERNLYwLCpuaf2pq2cQCIpz8QgGw0kgOFnpGjiztHXjrj2OJqxu6o1Ly//i23MyV5/v//U/1N4hCrfAxMwSGxCmuql3cvHJbUtQcFRSfHoREEHGUPgPJ1cCtQmXTKz4cg8qT/5i731SZj6Oyj78/i9pucUcsfLt93/BkZnOrt5L60/jkzIJZJZQomrvGlxafaJ29ZlfXmPzRbUNLTPzazn5ZU+f7zur/R4MzQ08mKHSxQ1N3WOTS2gc/fXeh/SsQpnS7eNP/93NK9jdO2Rqbj2/pEqscHl98D4wLNqQnDmzuC6Sq7Ze7aZm5Tm7eq4/eV7T2OIXGEZn8ds6+zq6B3hi5e6bH2KTs2lceffDGb+weIGzj9QlWOEVqfCKZCv8GFJvriLAaIFgiL3pIi+j/muMQ8Oz1J9y7P7Tv/jrEYnPAPdzrmrsmP2C5P6CIP+6flbJjJlnBDEAJwTghEZvohNRAiGKjM23u/aYe3YoawDeFkS2BxAQKCYRzyKi8VQUgoUE8ZF2QpgZ2eI00/YM3+E8y/oU/tYf6NanQBeP2Vz8jc2Vr8lgSyeLWzZ3b3IoJJi9g9X16zbnTzOsbidKqZWe3AZ3UpcnfiqCWSe0iQWebpBCJiK5tRLbMo5Jo/DuYhByIxCxFYxZcgHOaoArIcR6iU0O3yyUfMULf9mbaCqD3aE6mIqwCDWD6S8UKtBQyIXjxLunwZe+dLz0NR8NDHdRBDvLQpSKrNAIvZdPrHdAri4mKSg4PTws0l2j83KpSI1/t7X24flGf31FV2XpZGfr1sxUV2VlmIuLEI/vLK/8/tmLF1MLGw8nn43ObfQP/bD5dGdmdmtkeGv84eHq/Npw33hbY0dFYVNBUUFMVmp4YlaMwV0muHPhO/vbl21vnLa5fsr85qmrF4/D0SihTGlkvhsTVTuL+XsLup3ZoP0l7du1xD89Lf2fR11PhwxdhbKFTr+Xk/ofn2b95UXO0Vrc+0eGH7dSD+Zjxmpc9iZTP6xkf1jJ/ulpwZ+3Sn7aKn6/Xvh/v+v+H/udBytlU23RM50xAzWB68Mp//P7gX95Uf1hI/v/Oqz88UnO948Kf9gseLee9KdnWYdLWe/XCo6Wkp48DG1KY611R/xps3ilM6inRLDaF/jxUdbRSurObNzHR5k/PMk8XEn801be7pzh+Xh0RwGnp0Q0UqfenU3+fjP346PMD4/SDhYTDxaTjlZS+8uljwa1HzfyxhpcKuKxh8vJ29Mx+4ux+4ux+0u6gwXdm0X9/49gnZ9TzX7NNYyfAThF4oTnO+H5cIoEQhQCMBwEVcqUejd2jUTF54DRDJbItXd4IbOwLjA8vqVrRCj3vGvp5BUQ3T047R8W6xuib+0cYnIVJRWNWXnleDKnur49JbsYhCC09o02dj6ISkiXaLxKqhsDI/S+QWH1ze0+gSHtPQNegVEZeVVlNe12IKwTgkJhyTLyK3uHZvgyN1efsOauIb7MTZeQUdvcbeeEMqTmPhybYvJEQeG6xpbekuomn2Cdb4i+o3+cJVTlFNem5pQR6MKewVE370D/kIiJ2eWYhLT55ScBITpv/4j6pu6isnpv/wi1m39X36hI5hoVk9LSMQgAY/SG9OHxhcLSOgZH6uET2to5VF7d6uYTAYKT0UQ+isCbW3kpVfmT2bK+kfkQXYIjHOfqF9w7Mh0Zn5FVVJueXwXHsyobu2tb+slsWagupalr+LsLt4KjkqaWnoLRNAiGTuUq1N4hQ5OLSZn5+WU1ZbVNd60cfEMiB4YnJUpXJI7iHxLZ93C8rXvQzTPAkJjR2Nyli00eGJvwC4vIKSkvr2sGowidA2MRMam+IfqH48th0SlVjV2FFff5Mpfeoam4lCyvwPDB4Zng8FgGRxqqNVTXt1fVteUX1yCxNC//0J7B0bLqxp7B0bTswtjE9InZ5YLS6uGx6bbOvoLiqua2XoXau6tvNC4lz8UrrGdoVuUZxlf4uvnrxa6hUvdwuVeU1EMrVIfwlIFcRQDfOYirCGCIvakCD5rQ8+d9JWwNnqU2asE/CxF0BYquQNLkn5eRrv7d+kcNt1+//nMRBBCCwMh8jZzXiSiBkGUOGD4A97OhDYBmG8UHC0fsPVuoNQBpD4DZ2diD7G1QDlYkoDkXZu3FAIucbnGszwlsL4psz6vAN3jmZ+j3ziJunUJZ3iRD7ekYxM3Ll+EgMMIJcuPMGevLZ0y/Pmb95TFX0Lkqd1S5zLZUeKvZ2bqSZ5aOvpRJM6l3gfYE01pcEW3OToMK4LwGsumOXHUGL2ngM37Efh9CkQwURrrth79DtziFt7hCdbBBW1lzwDCi+W2rr4+Z/v6Y3alj9hf+CDW94sFn6Lzcol3U+VFRmeGRka5e5ckpTfkF3ZWlneXF013N24tTW7PDy0M9K8O9R09WB+qrBxvqpro6Jjs7s/R6FgpdEBe/Pb/2YmpprW98e3Lh7fLGD5uPX01OPB4Z2F6YXBzoHGquHWyq6amta8qrLU7ML0vP0gX5WN24YGty0erqd3Y3z1iYnL568TgSjRJKFT9nO4xX7i4Uvp6Je7uYsDsZ+3rc8HI47qf1kqJgcroHyqACpnlBH/dFzzb6vxpOff4g4XF/2KvR6JpY/JPe6J2J+Fejse9XMtZ7Qt8sZ9WmsKpTeEerFX9+2Roit8uLYjbnuhbHcfaXCuc7/Q6W4lYHPJd6PLenElZ6QrZnouY63J8OGRbaw19MxOzNJ3hSz/qzr/75cUmUwsSN/u3HRzlPR7SPh8L/tJW30Om90uu/+TB0ts1jezr2yXCEO+N4YzojLwJeosfuzKTMtnk/HdE+HtI+HYnan08tj8Ot9IQdLGQURMJdqccPl1N2ZuP2Fw07c7q9xeg3i/o3i/pfaw6/ToT4pPn+Dfj+Xa3tc2XNOIdmbH3AKVIkVeqAZAIxDDRdDMTSbGEkEJ5lA6NZgikQogSIl4AIUjs0G4DnWUBJ9ii6E4FrC6MBMRwIQWADpdpAqfZQCoYquWMNt4dSIDiWPYxkA8Lh6RIQkgZE0bBsiRWCYIUg2WFojjg2jCYGEwSWYDIAw3HC821hFCCGBSWxraE4WzjeFk5A0UQQAg+AZqJoEhRNduWekx2Eag0iIUlCRzjNHkKEYln2UBwAQewbntYlZNwwtZqYXy2sqr9mag1CEdEUroklEEZgmQMxICwTTORYgHFAItsSTjT+AtetIBZOJARNDCbybtsi7BE0OJlvAyW6+EW09o8zRCokmWMFQpk7wpEkJghDMgMiADiqJRQDo3KciAxLKAaIo0PJHHMnNF3q0j48I/UMumnjRBIoAVgGWagG47lADIvIVd20gsLJQobEwx5Bg5EERK4KSRVjmXI8W2kLo6BoEorABULgYGh8IkeEpQswNAGFIyex5CyhO4Eu54q8mTx3Jt+VJXDjit0FMi8qWy5R+9PF7gSuRukTLfWIELuHqPyjERQRXezu4hcpcwviyj25ck8kkdc5OJNZWENhyRpb+nv6JuBoukLtx5d6ipX+ZJazTBMqUYXgaUpPP4PKLdLVPVrjGqlUhWlcI5WuoVLnYLlGy5P5c53dWEoXljqAIvUmy7yIEk+CIADL9sZy1VSxC5ouxzLUCIozRegFJQvgVBGW6eqEk8DofCRLAiGpYRQXMIUHo/MdMHwYVW2P5kFJYgReCMdy4VguhiSCoplIPBeJ50LRTBiGhcRzkXg+migEI5koggCG5sGwfCCODaEIgTg2lCyAEHggLBtO5CLJfCSRB0LS4AQ+nMBHkoT2UIo5EGcFJFo6kk0tMddvg745fvnE8XO3rl6/c/6M9aWTTMA9Kcyceu+U0OEyH3iRaXsacfu3KNM/spFmWHsTm+un3PgMmLXFrTPnHc0tbp2/aHH1yo1vfnf12DG5w9UHBs10rPy+3DHY7Asfm1N6zL0smmUV3/GBL2nAk9iuRrY7I0Z8iWM+6HEP8IQP5KEXpNsbXeOGvh+hmKrLGaotbMtPrU2NyY8KTAlwM3g5B4qZYQpeTYq+ozC1OSdhuL5w/UHL+oOm1YGm6aaK+ba6le6W1Z7Wpe62xa7Whc7Whc7W1f7eZ+OjzycmNh48eLO0Whob35Cefbj6+NXcckVKrpzMiXIPGm7pWxmefjQ283pp5WB9eW9l9vH4wPbM0Gpf+3ht+Upn62Jzy1R921BVY0thVkWangQ0t792Gmhy3vrKKdPLJy6c/haKxAhlaqFI5uIsXJ+q3VkqejWlP1zQ7c5GflhLeTkd88OTwvYiSYIfIM4HkBGOiXJ1CFVa1aQKi2LopQZGe6GmQE/rKvUIU9nrPMDlqdLcGHZODDdEAwp3gzyeKvyP70dLk8X+couyFMFgnX9hLLU2g9+cJwpT3QhTmZQaGCFy03g/i7RQe63aMjcStz4U9v2z3PRQqAjzx+FGtxDF7Xg/9HCDLkTpGOoMyNcz83QMZ9rFuixpUhBc62r7eDxV7wUaaQqZ7431FpgmBCD8JHdydPj7ubKCGEp7sTo9DD1c75sVgUwPAkeqb3/YyNxbiHs9G7m/pNtbjHizGPWJ+f5d2eHzHW4Hs/rdmdiPG0XdNXomR0gTBfxD8P27HQ8oQWQOxFkCcPYIijkQYwsn2CMoADTdFkazR7KgJKk9gmcLZzmiOXYIhg2cZIekgYk8ayjVCcezApMdkEwIQQBAs80AeGOWAgzPs4OQnTAMUzv4TQvQXXuEFZRkCSM7YDkgogBJkzvhBXYI9l0HgiOaZ4/kOGH5tlC6DZQKxvMdUQwIgXfLCnTTAmDuiLptDTGxgNhDKWrvSCRJCEDQwRg2AE6BYlkAOMkOjIuIS0vNK/cPjQuNSr521+7GPQcbEA4Ap2BpUhCKaQenQwgCKwjVAcV2QLFBOL41gmEJo8HIMjhFfg9AsoYywDgBjCgGYbkwksgByaSLPWl8l5vmYKbYVeOrxTOl1k44KJELQNPBeK4RQx2QdCccxx5Bs0fQhJpAnnPAhduOTjgehqHAsZyRVKmNE9kaRLpnh8FQZbYwmh2cbtzhhGerCBw1kioFYbkEjpop9UZQJAyJF5opIfCURL6apfCmS7xYcl8cUyXShHLk/jShp0gTyhB7S11C+Qp/EtuZK/PmKn1dAvRcmbeLb7TUNZDEUUhdA/21iT5hsW4BkUrPYJV3qNortLV3rKCiKSo+K6OgmsAQ45lirxC90jPUMzhG4RWh8o1SeEVo/HXOnpFq72iPgHhnjyiVR5TGI0quCdS4hbIFniqPCIHKla1wYcq9BJoQmsSVIfPEMdwZokACS4YgsMlsBYWtwjBkACwLy3LGsdVQkpTIc0XQ+AAcFUzkGdUtRzQHSVU54SQIqgxEFFrj+SC22o4qsaNKgCy5FZFnTxPb08QOdIklgWuG5djTpA50hSVBaEeVAelKME3ugBNAqVJbFAtGlmBZKlsYzeiVxDAUDii2UfRA0RU2SOZ1S/g9B/xdK+Rda+ila2YXL127dunima9/f/mr39w79QXXyVQKM+U6XOECLooRN1mgCxirUxCzs84srMOdKyg7Sz6ZfP30+Ssnz96+cOXm6VO3vvsKeOmbcDYsiQdu8SI/zfbodEEmo6/nEO/qbb/KR11o5NytZ92t45pXMe+2ii0faByn3O0X/cDD7g4PvGAtHqiZnOCd0bano72bD3u2RgceD/VuPux5Pj60MdjzeKj37ercD0+Wvn+8+NPW0uHKxOORjvXB1tmWmrnW+rn2xoXOpuWe9pXejpXezuWejtX+3o0HA3sLC6v9/XvzS0+Gx3IidT1lNa8WVhb6h4caO4sM6VHuQa1F1U8m55/NzL3dfPRqbvL14tTu3PhKb9tYbeVKZ+tKR9dkY+twbeNAXXlrWSYXDbj93e9g965aX/nu5tk/nvnuD2A4QiBVCkUSjZK3Nln1erFwZzbuaDHm9XTE3mzM65nY//aytLNEFqq821vpsrecH+cDeFjvE+fl2JQj6SlXR2qs8nU0f7F5lBu4s9RHQb1RniL/+Kw9K4rdXRn8L7v9//5uJDGImBiAbityz9PTiuI4Iw2RfkIrgw+0r9LP4IWL98F2l3k8qPVngI63FXi/WS17NpVRm6aI98G4sW42ZCkLdOwIFSjGAzFQFZLohwmS2pQYuGNNEUkBaFfmjZmO6FCl9ePR9MlWrVZjH+8Lq0jm5EYTSwys9iKXlEBkRig2NQhh8AYtdoVHKO++Xcl5ORm7v5Cwv2h4s6g/XPpnCWe/AGJjtsP7jfyu2mgGV0AR+/0z8P1rAo7A2ER2wgsAKA5F4JJZ1FjXPphZXCtx8QWhqWSunMBUOOF4WIYzBC9GUeVIqhSApiflV/RPLd+0gZH4rlCikMx3NcIKgiIhcNRgPBdK5GOoEgRRgKVJ9clFRdWdyTm1KLocSZPj2C5gghiI5jthhWiamsjxgJMUKKoKgpfCSQo8XY2hKJFECZ6hTMuvKKhsSMsvS80rzytvSM+vml5+Xlzdbg+loMgiOIGPIovQFDEMz4PheSAUE0OW2oOpAeGp5XX92tg8NEkCwfCRRAmOpoTjRQS2K5ahdsIKkRQFnuVG4nqC8VIwXkpgu+OYrlCCDIQRkbjuYJwIShBZAElwvAiC4Wt8dE9e/6T00AqUAeMLL+gCdyiOj6XJMRQ5iiTF0ZQEhorGc3dCca0AFKbQB0NRgtECEssViOC6+cZU33+YnFUTHV9YWtObkF6JIIoITGcC0xlDlTGl3nxVIEvmQxG40UQedIkXSeROkXmRJV5M5wAky1nmq+OqQ7nqUJF7JEsZxFYFSrwiuZogX11GdcdwdduQV5BO4xmaml0uUnglZRb3Ds1kFVa3dA/XtfUzRSr/iDiv4OhQfeKjl/uR8Wk0gZIld+M4e/tExrsERXmExSh9wzQBEc6+od4RcT5ag7NPhMIrTOweovDRKryjXHz1Kjetp5e+tLz7fstwak4ZR+Qi10SxhYF0ngtP6ssRBCqd9bGG4tKydpnUG4lmqHz8olKy4CQJhq6BkyRouhSIJvqEa9lyMYbORJGkeJoHjqZBk2VQPBNB4iDIciRZDcZJ4CQFhq6B4KUIshxKkMCIPx9ACRIYUY5jukJwcgBaDCJIbdF8OE0JoyocUFwjvtsjWXCKFIjlORElAJzQBsUDEqUgstwSzjQHEU0dkFYgtKktyMTU/MqVKyeP//HKya8v/OEY0uyKFG0vRliJsdZCtCXF6QYRaGJ28RsJFUdFOJmcOc0lUxzNrM4fP2165ca1M6fP/v4Y2uyqDxXiBrmpI5kVi0DNGsxwML/Pg1zHsSkn3yoiXikkXasU2RSyTAuYd0qZJuWMS50Kix4X4KAfoVqDXiqKW++sn25pnGtvXh/oWenpXu3teTL0cK2v99noyIvxsVdTYy8nRx8P9c+0No43Vi12Na/0dix1ty10ti51t6/2d68P9q4P9q8N9D0dHZ1qaXk+PrUzu7DY23+wsjbc0JQXHbM0OLw+MvV0auHZ9EpBbKoIR28rqXj7+OnzmenDR6tPJ4ferMwt9rQ9qCpb6midbmyZb+sdqWsea63vbyiWkqGmZ34PuXv57pkvr3z3xanjv4Mg4EKZUiASGhdobi/k7c7FHy3GHMzH7M7ot6djDpfT7mcxfHgXno4bDtfy9R7WHcXyyWYfvZt5TgSkr0xVkyZK8ENmaWnN+W4N2S4GX8xAXURlmnNaOG17sfKHZy1BctucSPIPWw3DDUHhKtuSOH6Olh6ush9pDGvMco31RNakiUvjOXp3eIDY5tlk9qPhFK0amB/NSg8l5EVTg6UW9enSGHdwTYqkJkWmoV4v0vGyw+juzFtuDJOmbKW/0DQ5AJYdgWvJl+TrcFnh6KnWkMwwTIIvuDKelejtVBhFinG1zw1Du1HPvZpM3p5KOlpI352OP5hL2J8zGBcb/7+0mu1Mx7x9lNtRq6XxeWSJz38Bvp/GNI2LW+zg9Kzi+5WNvSYWjg+nlkvrWi7dsgQiSSAkDY7nOEKpQDgTjuPZOuGBCDKVJ+Ur3K+ZA60hJHsE7Z4jxgZKhhB49giaFZgIIfAcUQwghuWE49hAyQJ1wJs//YezT+TVuyBHOMMSQAAgmDC8wMweW1Y3kFHQdM8W64TiWgPJGIrc0pEIRvNsnah8mc/Q9BKBwe4dmqiob/EK1OYUV9e29sWlFpy/aeGEYaApYic0C4BmO6JYADQbiGRBcfzbFnB9YvGHP/8vltDd1BrhCKUC4XRbENEeTLYCEu0gVDhBCEAwrYFkS0cigiy1BlPvOeCtwVRHJBtJkZkDCfYIhhOagyCK7KEUSwAOSRI2dIxKXYKtQQSZa4iFI9bcAQNEMoxRmQiiqGd4ReoSetcGRWA62ziRYTghDCfEUhUkpsrKAbv14n1RafOdeyBdfG5j29AlExsyW4Ei8ZFEnrkjKjwuM7O0EYxnw0g8BEWAYckhJD6Bp6KIXEF4DowixLDkOI4Sy1YwZJ4UkYat9BK5BVLFLoOzG+OLj21B6PDI+Pff/yubJ/fxj5icWRVKXeQqL4nKnSNWbjx77R0UgaGyXr/93tnTj8AWyr2C3UJiPEL1LoFat8Bwn/CoxOzcYF2MytPHzTfYPSA0MDI+MCrBI0iv8tUq3YMUGveOrs5YQwyRgu0f7o6KjcTgGUGhel1MtKu7C4nITE0uKMgr9nR1q68pR6PBbX3NUlcXSwcCieFB5aiJLDEUT1x6ul7akG8FskbhxUiMyhHMdELQnFAYFIVqjyLbouiOeKYFjGCLJjvgaPZYKpDItEERbVBEGxTJFk22RZMtYDhHPBNC4oPxXBRZ4gCjOsCoUDzbBow3mv9swHgnNAuIY6PoChhN5ogVgCkKB4zwLpBwyxZl6oC+Zw+7ae5w7vLN706cuXbh0qXjxy0vXcDYWNBA9kRHK4jZTbtbF/BONmDLu/a3b2n4PKtrN82umZARuNvXTK6eOX/93Hm7Wzfsrp8FXz3Btr4kND+tsjjh73AxCn6vmI/s9mIloU2yaOZa+OUQ+LU4pnWGEJDOtc7imhUIrPIE9qkcx1g2fLWh7OmDvqWu7pWe/s0Hw6u9Ays9/UudfWN1TdNN7bMtnSs9/RsDD5e6umdaWmdaWhc6Oh89HFwb6Fvp61np61nq71vs613q71vq71vo6VvqG5hsbX86Prk9t/hqdmFzZLwxO+9+fuHa8PirhZWR5s7NsfmKlFwuAttWXHr0aPP14sLB6sKT8aGN4QdtRYX5UVGtuYUjta0Pa5vG2hsftFTJaEibqyctLx2/eeK3l07+5uzJ38MxCLFSKRDxVQrmykTpy7mc3bn4venoNwuG/TnDm4WED6vpW6PRc+0+r6bidmYTFrsD5jv9DpZSx++7LXT7NmYy9Z72T8czNoaSR++HfNyq3xhJXR9K21sun+6MfjqZ9fFp9eoDw8ZQ7NuNou251PGxvFNPAAAgAElEQVRmn9EGl525xLXB4OcTMa9nE8YaXRe6fZd6/V9Ox4w2qncX4p9NRC10+2w8DN2ZNyz3Bcx3+n14VDDT5v9k2JAeiCjVM/24tyvieIsd+sVO3VxbxExr0FJ3+Epf6OFK+pORqLkO33frOQsdQaN17s9G41d7tS/GE1d6Ikar3acafA5m0/amUw7mknamDAcz8QezBuNi4/9ygeZn4JvdWRdBE3JJUq9/pvn+GnxtYbTuh3MTc5vmdmCuRC12drNzQhWU11fUdQaEGawdMQFhCUUVrSnZpVSOJCO/NCImkSZwbuwayS5tbOgcTs6tdICTqXxVdmljxf3e4toOgbOPcaKMwJLtfvg3CI7FEDq39o3mVzTWtfUHRSUgiKzhmdXlJ69VXsFIErvqfk9uaUNaXjWWKnJC0WkcBY7KvXD11tD4bFp24S1zWzCKUFBePzg2V9fWn1va4AAnIki8yPi8gsp2/4hkBFFAYskBcIpE7fv41Vs7CFbo7FnX1puWX3a/azA6MaO46n5jez+WwnN2D2zpGimpaq1rHYhNyS+sbG7tHePKXK2ASM+gqNK6NkNGIRTPoPIVmcU1eZX1w3Mrcg8/94Dw3LJaBwgmONJQXHW/rqWPxpW7+YZ/+PO/VzZ0EhkimdqvqWMoq6CGxlHYgbBUjuzGbavphbXImEQ7ICwyJpHC5JdUN/qGRLr7hXT0D3Okzk3dA1u7hxqfwNyy6ozCCpHSvaV7OCA8jitx6egfrW/tbe0Zkmm8Dam5TZ2DUYY0tsiZJ9WQWaL4tLwnz/chcExlVf1Pf/rXpOQMDl9S19hKprEbmtrjU7IidPEf//LfO/qHlW4+E/OrVY1t7X0jBVXNSvcQr+BoN6/g8OiYrp7u8sqytvYmbUSIv5/P2NjY9NT8w5HpxOR8nkjj6RPo4SMfn26qa05i8KzbezM0HpSgELf6xuKEFPeZhQaRENNQn1tWnODnwx3sz4qJVXgFya+Z3maw1RyeN40lwxDpco2qprlyZqUfRXBCohkMhlticlFOfombhwaBhmj1kZW1dV5+vuFRkblFeQKpMCUzOSo2ksVnVNSWpeeklVaVOLsqtfqI3KIcfXwMEATl8SVJyRmZWfle3v5FxeXJKRl4AjUxLSsmPsMeikGTeWAsE4rjQ4lCBFluA2PetSfdssXec8DftcdcMrH59sSV745fvnnxtrWJtaOpLeCOzd1L1yxv3L579QbE1k5Ipd4+d46Nx1MQmOO//QPQwu7ujdsn/vj1V8d+c+PcGZMzX5ue/pJseUXsaCK0vKi2uaK6fVJx+csQu3OKy8ciIefDYZcisLcCkNdjmBaJbMsiJbBcBa5wQeup1uE08Fpz9URjw4PahpGG1vGmjsmWrvmugem2vv7Kxo6iqubc0pa8sp6yuoGqhoe1TQPVdR3FZc0FhS2FRa1Fxc0FhQ1ZObXpmfWZ2fdz8uoyslvyiyqSUlsLircmpncXVzZHxida2osTE6c6u7emZ2d7How1dx2uP69Jz+Ei0QO1dfurK28fr6887F/o663PzglVaTIjYkri0tuKKrtrK4ba671k7Hvnv71z+g+3T/3+6pnfXTz7FQqPFiuVxmCdlYnil/NZB0upuzP6NwuG3Rn96yn99qTuYC7h/Ura3ozhcCHpYC7hh42sV1P6g8XEd2tprfms/ir1x62yd5slPz6v+uFF1Z9f1xm//vSy6vtn5R+fFr7bzDlcTX02EbW3aDhaTXq3HLc7GfEvTzIPZnT709qDmah3i7HfrybsT2v/vJmyPRZyMBP140b8/kz4xxXD0aL+3aphbyFmZy7maCV1qtmjt0TeXSTdmUn7uFH0ajLxcCnjw0bmx0eZr6YjX06FHyzFfFhP2J7UHi7Gv11O3J3Rf1hLMSY87Ezqf3qU9Wos6mgh8Yf1DOPw8dvFhF+s2vx85/Gn4zdzcYfzhoPZWCPzNYIvWeb9XzPfz9tuADQbRxFsbu3/H//n/2ps7XZwguUVl5fX3JervJZXX0Tp0kbGljk85+Gx+ZLymqAw7ev9w8sm5qMza5UNnQK5+9z6cwyVNzyz6hOqj0st6BuZtwKgIBg6GEsncWQvD39iilRgFOHpy53giGhXL79HL14BEai61vbOwYfX7pq19PTnl9XctrAbnVtNzim+fNuKypMD4UQ7J8zM8uO80to7lo4mZnZVjR1dg+OOcNzq1mu2RKNLyu58MEnlyV/s/6B0D7pnCwUhKW7+EctPXqPIDDCG+Ob7Hz0CgkKi9bvvPmBJ1Nau3vySCgtbx+39d/r4VO+AkPc//gWFJ7f3DGQWlqDJtEcvtgkMdu/w2P3OnoyC4oKKagsAaGHzCe9/M3bX0W1ca6PwfQophBMnhiS2Y2bJkmzJFuPMiJlsMaNRbMvMHMd2HHKYoWFowLFDTduUMUzt6XnXee9d3/fdP+6hfn9Mo/qkPb13rd/yevazn9nami3PGieaGY1OVKm5efczNJ40vm2H2miZnN41Ob2rlED78PNvdVY3kcF+f/a2zuoe3bT93JXrJCaPyZUiMLj3zlw4cuLMvsPH9x95LyO38NrNO90DIxVk+uff3CPSWNH27rPvX03NzPVHmt+/MleCKT946PjQ8EZMacW9+4937trn8NRsmd518MgJuUr71bcPmlo6qQyOWFYlUxq+f/DcF2xq6eju6h2avXHH6anr7BnMLUB+8NFnew8dE0iVX997YrC60TjS1/eejIxvsTjqPvjsvkrnMli8Lnft0aOHpyZGczPXHNg5eWTPlFUjHehpZjNpFBKZCwmNRme1t8Fms3m95jsfnbv/8OaRY1NFRRl7pw9uHJ7Izlr5/sV9UxPDIIM52NvT0xkdH2scG4vIlDydySwUa7l8DZ+v5PJEE5vGlJXCS1eP+IMuNBo9vnHzhpFxk1F/7tzhQL3t+K6tcgbt7J4dzR7HxYO7uHjMaIv//P5thWuWXz6ya89Yb7ff3VJt2T7YbhKzLxzarRLxNwz2dbU2uW2mPTu3DvZ1nj51LCM9ZdPmSR5fiMBUUJnCMhKHCqqxZDGJpSFCuhKiLKsEyEaBhVhOdjF99ZriJUvXF+TgMAWEwvWIwrTirDXZmPzS9HWZKYlrVTwevqgwNzlJBgCZickJCxevT0xKWLI0K21d1rrkdSsWpS19q2jVQik6n5u7tpaK7hMShrkl49zCCW7eEJReg3gnREwKUtY0VMT7KpZ1MFb3c9Zt12MbWeleSvaxvvDe/r7tvUM7B8Z2DowdGNt6evrAiS37D23ccWRi187+yS2do9t7Nu4anDi4cdt7W/ac3LbvvW07T07vPrt7/9nd+09s3Xl007bjm6fP7Nh7fs++fRs2TnV2b+7q2TUw/MmFSy8++fzb2RsXD+w7MDFx9+L7387dvnLw2OeXrz+4/fHW7gG7VHbt6LH7t299cXVm7sSJiN3tUFVFbDUhS+1wpGtDe8vh7RMhl3HdojdyVy9av2zBupVvJa5aBD+9WCwV6TX8D69Ofndz6PvZtnszkSc32x/faHt+q/PpjfYXt7ueXG97NNvy5w97H8xEv74QeHy9/f5M85PbXY9v9/zlq43PPhl5/unYj19M/OXrqb98PfU/708/vTv6w+dj9z/o/v5G273r0cd3Wp980PzoRvjpzaYfb3e/mOt6cqXjx+t9P93ufDHX/mK258HFlsdXG5/NNj+daf3xRs+z2ebHVxtfzLU/vtby7Fb08/Oe53dafviw49H1pgezTU9vdTy63vr4Rtv9a9EnN1sfzkXvXQu8+LD1p0/a7s/6Hs2FfrjT8vx29NFc6KePO+7PBB7NhR/Ohl7cav3hdtvT61H4mrcHV0NPr0d/+rDzt0de+FHzrxx8n1xveTQbvX8t+uzu8NGdAa5CAlX94T87/M5Vm0wZT6IrQFToTc4vvn5w+PjJ46fOHj95LtzU0djYtXHjjg8++Mrvb2lt7a3SGAxG863bd5bGJ7535n1ntS8zD3H6wlWOUB5p7hke27r70El7dQB+zA8Kz+DJdd88/okGiZCl+H0Hj4mkqgoi7fbHn6KwFWObtoxOTC1cFv/dw6dChSYhJXvjlt2n37+RkonkiHQVNEF+CfXEhZtDE7uLysjZCNzuQ+8NjW+JX5u6//hJo9OzYfO2E+evOGsDvSMTRAa3nM4rwQNWb+j6x19DYlV6AfLslRksmcqXSq/fuZOcsr5vaHTvgaMZ2QW3b3/K48lodPDrb+4nJqV0dvU3NnfU+yMfffJldV2ge2DEWx+YufEBVyRLSkk/dupcpd5MogNHT57FUxgiuTrc3H7u0syeg0ezC0o+/vxbPIXFl6j+8j/+V62/cWBkyu725Rdj6YAwD4m7eO2Dtt7RCirU0jGYkYM8ePRsa+dQRjbig4++IpMhv79levrgqlWpNTXhEyfeX7N2/eiGyaHhjalpWR9+9KlGa1yyYtWxE2cvXp5tbO7aMDFNpHIpDIHRWkdjSt+/+uHVW3fqI018ifzB0xc79h6s1JvL8OQTZy9Obd9VQaZ/fe+JSmumMblffvOwUmvhCJSzH37Jk+sUOqPV6Th96tihfVvoxKL9O4ZOHpoM1+oP753cv3vzoYN7tFqtzeU1m93VrtD1K7dN+kqDVvHBjdnB7jEBy8QiKtuiTbdvzDBpEAeQM6liX11kYtNgV0+kb6B3ctNWlVqrUFYBLK5OZ9izZ3N9ve3w4Z1nzx4pLky7MXdOoxLmZa3lQriBvkhPf0tKxlpMBZIrBk9fPFaIytbbFJt3jqZkreoeippdlcnrl5fgci3uqo7+yN6DmytVvPeO7DRqJUV5KaXoHFxp4aUrp7zVDn8kkLQujcERUUAJniHDs9RosgJLrySCWhxdkY8FM5DUbDQ9G0VLy8MlphQjEcTCXGxacnbe+uL8rMKC7KLkpJSVS5dRsaViJnnd0kXlBbn0UkzSwnfTVq/KSEpMSVqFKcxLWPLO2sXvJrwWV7xiacnSxTlxceLMVc1sXCuE3FRFO+lT+srXKdMXePFpfmp6C5TfDmU0MlNa+AUGXLIclzYccI1EG4ejHaMtXYONHWNtfVv7x7f0ju8e3TY9OLVjaPP04NSW3vFN3aNTPRumhzbtGdu2Y3h858jEvrGp/Rs37xmd3DE4tnNow76xyYMbpw6MbRqLtvfUB6NO99aevtsnz7z45LPHdz96/+D+W6dO371w5d7ND2+8d+6LS7NP7nw60tgUdbo+n5n58trczbPnFCwuoQjjrbLXVLobdN6w293f0mhWCNYuXpAVvyh1yYKU1QuTE5ZRGPR5B9+pb68PP7jd++B668O5lnszTQ+vNT+abXl2vf3+5cbnNzq+OF3/aKblh1vdj2c7nt/s+fHDge9n2n/6bPzRB8PP7o7/9dvpZ3fHn90d/+Hzyb98veWnLya/u9755IPexx90fjsT/u5a6N41/+Mb0Qcz0YczHU/nBl7cHPz+cuThTMujmd5HM70/3un67lLw8WzX/csdD681P55rfnq94/Fs26PZlofXmuCDIHxPHPjmDF9fqP+vuz3fXPQ/mGl8PNf88FrTd5eCT663PL0evXc58OBq6IfbbY9nGx/OhB9cDcFXGH9zof7Frdb7V4KPr0V/uNXxdK7lu4uB2KH20Wz04bWmGPjgGzsKwwffe1ejLz4ePrYjxJPL2JX/+T/cYtfFx2IcU04ClFdufKJQmxLXpG3asuP0+fdHNk4Oj4wnJqaVlZGam3tvzN0tLECXIMs4HF5NTc0XX3yxZMWq96/MjW/alp6Vf/HyrFCidHgbzl+eM9m9BcgyPBlkgKJSAoMtUj3/r/+XzVegcaSzF2aMFjebJ/30i2/LCdTxzdv3H3kvJSNv9tbHoZaetRlFJy/MtfVMpGahmWxNOU2CxHFmP/huw9TBzEJsWh7q6OlL2/YcSsnOPXrmnMnuGp2YOnfp6qLl8RVkGleiqqAJCjBMqzfy6Mf/j8aRZhSi7z39c0k5QWe2ffLlN7kFyKmtO7ds2V1QUPrpp9+r1dZKtfGbrx9mZRb29oxMTk5rtdYvvriHQGCzckt4QtW16x+3tA+kZxXP3rhrsHhBrmxm7g6Vwfn23nOnx9/aMXj0vQtrU3PvP/qzQmURiDRff/u8ggCuTcmXyo0UGp/KFKZmlVz74Mtox0hmfhmRyitGkY4evzQ4vLUcx/rwzrdUMq+tZejCuRu52Ri7uf7jD7/FYEibtuzatGVXbgHqs6/v1/ob07IKjp48v/vQyZXJmTRQKlE5QL6WxdGxePqe4Z3/z99/ZglFeCbr5qef3fj403xUKZ3DP37u4o69hwGu+OvvHrur/SxIeP/RDw2BFmWVbfaTbzhKvd7pMjutvQOtF98/vHlT652bR48dGFKIyn11OrkUuHz19I690zqLJRxtbm6JfPLxjESC5XALT57cPNDbIuJKTh07vXf/sEyJl8iZVRpFc1vk0LEdTG7+qQvbuFz21i27q6s9VCpZpVCPDo9EItW5eWvkYsH97z6XSUgn35vcMBxFI9ebtfxjh7YfPrAbUVQsEQvdLseVyxeoFEJzNLRn9/Y1a1YeP77f7/euXRvf3d187txxNpu2c+eUSsHZvnVkZKQDgcjQG2VUOq5vsO2jz+4w2GA+pozGlSEJXCxLhWPpKzi2MpYeQxWT2Moyhigfx8xCk3LQ5FwUIasAi0RWFOWj01Ozc9JzM9PWr0lIXL8+NTdzPSI7VcGmoTNTE995A8LjCtYlr1u5PHXVyqTlS5a++XrysiX5a9ekLny3aNUqzOrV6W+8kRgXl/p6HHb1UmbqahkivXBBXN4bcaUr32GkxZtIxW4Wwg0izSCahkjLS0+UCrhGpcpZqa8x2D1aS73JE3LUR1z+4ea+sfahrQOTW/onNrQNbmgbnOzeMNk9Ot45vGN4cvvg+PbB8emhiR2DY1t7h7f0DG3vH90zvHHvyPj+DZMjkRa/0WzkC6srNYcmJr+4dvWruWt3zp756PzFLy/PPbr96fWjp+6eu/zN3PVGu2Pfxo3fXL+5b3KzR2spTM1WghKX0mUSGQJ2V53Ngi/OTV22cM27r2euXJSWsGRtUjyNBSiq9GKpxKARfXRl6uvZwe+utd+bbX58owX+k/zBlciza61PrjY/udr8Pz4eejTT8uhq25O57m8vRp/d7Puvzyae3N7w1693/Y/v9/74+bY/f7H9v7/b8+zu1JOPJh/fGX30wfC9ue4H1zseXG97crP98VzTvSvBx7ejj241fzcTvTfb/PBW4N51//251u+vNX97rfbR7eA3V0OPbrbfvxH4brbu3lzo8Y2WJ3PtL270PLza/Gim5fG16ONrUfjs9cWt1vuXw89vtD2aaXl4tfnFjZ6HV9qfzXW9mOv48Ubn89m2x1eiT2danlxt/vFm+8PL4RfXWx9fbXxxs/PpXNvjay1PZlsfzbQ8u97xytlu7BA8PwPXPLzW9P2VpucfDR2dDvLkMkjtjvvldtcvlTGVr4h1YehyLE269+jF85duh5p69x8+R2WKuMKquVtfbN91bGBkK57M2b7r2HunZzZtPWBzBQKR7stznxBZgsNnrnQNb9JaqmdufWIwewLh9tu3Pz9+/P1PPrmnMXgQKCqRKa72d9369JG/ZUBUabl08xO3v1ljq/ngiwc8hUFt9l778Ct7XVRh8Ow4eH5gfM+xc7eziskIHIRnyIqwdIXBc/H6p9sPnObKjSgCuO+9S1v3nWQJq87P3q2NdJNA6fnZu9sPnB6fPgyKtcUVLCxd0Niz8ZN7P+ocPp7CdPfrZ2Z3qCbYOXP7K45It33PyV17TwslxtkbX3pqmrXW2pt3v2OLNVM7j+w9er4ATdq+78SR01c37zpqdgfEasuFax9t2Lz3/MyHXUNTFk9w5ubnar1714HTk9sO9o5uvfbBlySWZNOOo6cufwCKtZ3DW87OfLR598mGpgEkgY0hchU69/krH+0/+j6RLkKXMXF4trcuOnvz86EN2z/+7IG3pkkk0d/64OvxyT1MQPLe6asT2/YeOXPp4MkLHGnlpRt3W3o3ZCFwCoPz7Mydrfvem9hxSKg245h8ntpUAQh1bt/+E++vLyhlCdXDU7uDbQOpeWiT23fw5Pt7j51jCZTvXZjdc/SsqyFy7c5n0c5BZ33jpZufR7rHeAqD0VVncHkAHk9j0p04fdTuMmp0Ul/ASaZitu7YsHv/lMNtuHT5uFhA2LO959C+/oN7+w4fGiASUvoHPJ9/cXrTtuZLM3u7B2vFCsq+Y5OQkERgoiZ3DG/cOtgx0EznUFg8lqPadeHq5Y6+Liyx3Owynbtydniyr8qsuHT9wpZdm8OtIa6Ic/TIoRPHDrZE61hM9MREdMuW9p07+k+d2CWXsKe3bJrYMEolEswG9bkzBxrqdefP7XZ5dBZb1ZWZMxObBjs6mzIyU+SV0oPHDq3Lziin0kkQhwDwKiBhOSAuA0SlTDGGKoKvpMdQRYU4Vm4JJaeEmIfA55fgU9MLUlIzM9Znr01Ykxy/Oi0hkUNjFmbn4lBlLCqw+O0l69dmFOch18SvWbsyce3K1Wnx8WkrF69f9nby23Fr34rLX/UaKmVBwZo/ZSfGZayMy1oZlxP/etaSuPXvxmUtjEt9My5v6WtFq94pSVqKTFqes3Rh2uJ3suPji1IySjILyotKSKgyEgpDLcXyabQqoVAvFtvVap/V0VLb0O1v7As1DzV1jrX1TA+M7BkdOzK15eT0zrO79853bs++s7v3ntm15/Cmzf3BsF2mULHAkM2ya2To0oH9Vw4euHXyxJeXLn185syVffs+v3zpva1bNra1ndm/b7y3ty0YgOh0HKqMCwkhOo9LBRBpOalLVicsWJa0JD5+2fKEpPj45NV0kKNUaSrFEpuK+9H5sW9m+h7MNj+cDc1/6M7jGy1Pbrbem2l6MNv8cLb1wbWWe7Mtj252PP2g99mHw48/3Pj07pYfPt/25y+n//zF1h8+2/z87sanH214dKv/wY3e7661fjvT8v21Ztj9a9EHs5FHc2HYw9kQLNZ8cC14fyZwfybw4Frw0Vz4yfXo/WvhB7NN8LXCD+eiD2ab7l9rvDcTuTcTuX+tcX4edv9aY6websKZmNgmD+eij663PppteXStFfZwpiUm1nx0rfXxbNvj2bYHV5u/v9z+8Oamk9OtlWJILVfE4ZiyV5Sz5PAtHX6niykpZwmQFfRKixdZQc9Gluei8Dgah6fQry/A5KLweWgCU6DE0Thp+WgGX4EiMCk8GQESIcppRJYARwWxeMbp89d8wda1qblXZz/s6B/PyMewhGq+0ojAAyV4JonGI9M45QQmnSUgUbjYciauAoA4SlwFgESR6UypTGHNLyCiMSw6Q06miFlsOcRTlRMhIpWHxQNUpgjkKpEYCpUpojCE5UQIg2OgsXSRzIBAk7PySqmAjMlRsbjqUjxEIPOpDAm6jEmmiYhkPoHEIxK4JCKPQhZQyAIKkU+s4DCZovJyJoEAUihcAgHEYukVFSwOR0EggBkZiLIyGpMp4nAUCASeQABpND6FxMGXs8qxDBZDhMXSKRQuEkEkEtgQR1lBgHLzy/lCHYMlW5+BIlOFNKaUzlNUAEIMlY0gMAmQGENl42hcEijGM/koArMIS8HROFS2BEuBkOW0CjqXLVEXlRGJIB9Hh9BEFp7Jp7AlWCobQWCwFboCHDULhWdJqqh8BQES89QmIluCobKZ4kpQpiVDYipHKtXaRJVmOk8OiivFlUZJlYkrq+IrtEy+TGlwKjQOgK3SGj02W63TVdPS0rZrx87RwYFSVNGe6S2H9k4H6z2ffXTTX+vic1hquUIhM2orvTqt12SsozGEIonO5QlBHAUkVLO4SgZbXmWsk2uqK6hSk6uFJzFpDEY2G2QymVqNUVNl5LDFFDKTz5NoNDoajcFmgwRCBY1GEwhEGRlZeDydzhTRATGmnFiELmHxWBSAgipHlWCxZAabwhBiK6BSHIDEEEGeiEgnF5QUsdi8/CIUDk+h0EEMlsQXKXsGxiUKYx6ygkgX4RkSHEWCY8qxdFUZU13GrMKyNDAMXY3Ai3LRUHYJMx/Jyswj5OUT0teXpK7JT0nMXLU4eflby5Q8EQ6Rm5G0WMgiFKxPXL3o9cTFb6WtWJq+clnywjfSFi/IWv42MnERMn5B0ZI4zKo/VSS/Wb7uLUrmEjBvFSc/gZW1gpj8FnZlHC4+jpgUR133OiXldUrKm+VrXi9YFJf6Wlz6W3FrFrye8MaChDffTHrrrTXvvLXmnbdSF72duXxxUfJqxNpEdGoKLjODmJNHyS9kIdGcUpyOxbXyJHUqXbPVPdgQnmrp2t03cnBk4vjE1pNT0+en956cmj4yNnVi0/ZdvcONJoeNL2p3enb19J/evO36/sMfv3f681Pnvzr7/ufnLn1x/vJUW8+BsU2buwf9Fle7v4mFJ6etS1yxdEHGmiVZSYsT341LW/HOsgVxiaveSE59JzljCREiilVivgjUVUE3ZjZ999H441udz2+2PPtFW8yT623Pb3U+v939/Hb3iw96fvp44K+fbfjrF5v++uXWv36967+/2fnf3+z865db//LZ1I93x198NPb8zuDT2/1Pb3Y/udH15EbH05udz252PL3e8fx67/Pr/S9uDLy4MfD8ev+zub7n1/tjns31wV7W9D272fH8VnvMs5ttL2+O0/L0Ruuzm21wMiaWnF88vyDW+4sbHfM9u94OizWf3+h4cbPzxc3OZ9fb78/1Pb1/ZM/+Hracza1UxmFYwt+FZgrQTMH8TCkgKgNECAqAIDEL8TQUFSTxpBSBHEUFc7GkclCAZ4vwbFFBBTWnjEjiSUsoAIICFJJZ+URGAYlRyuJlYcqxLM7Qlp2hroHqppbu8U0YOpiHI5YCnJxyIpLJRlCAMjpURmbhqFM/I30AACAASURBVGAZmYUspxGY/DIyWFJBR+LoFFCCp/NzEBVEphhL5mLJXDIkw9DZFRwxggIgqWAxmYWkgiU0CEVno+hsBAUoIjGRVLAM4OfgyEUkJg4SlrFFGFCAYnILyawCErOYChaRWAUERhGJhWZwCyvoaCobQ+MUE5g4Jh9NBLBUNpYCofCMMjJYSgKwFIjIEhSVkdEEJoMnxzN48PTKaRwUnoGjsrEkkEDnYUlgOYWNIbJKSQCewaugc4vLqBgCQGKJMASglAzhaFxkBYPMk5cwuXk0IIfCzKMBaI4AK5CUQLwsIjWbREMAHCQTLGFBWK6ghAUV0ZjlXGEhmVlCgwrJTBSTg2ULkXQIA/AIAlkFT1JAYqABPlBpxHLEWI4YrDIV06BynpQqqyKLVUyljiarBNR6slhJlaoZCg1FouJqjRSxHFBp+HozR2MQ6G0io0NocKjsHpXVrXV7WgeGGqJNpWSS0lDlrPcGWiKtfZ01IT8Kj6uymLU2t84T1FU3K+0BkaFGafeZG1rl9rpKT0Bur5NYqlWugNDoFVvqTf4OgbFW5QyzFTZRlVdtCYkqG8RVAa6sjq9ogCRettRD5RrpfD0ktRLBKirXSOeb6QIHAXKUMc1oehVJYCoDFKUsOYIiRFIUCLKqhGIooRhwgB3LMhWTFAiKuJjEyy2nUIUyBIleUEGm8CTbDr3XOjSRgcShKBAekmKYAhRNUArIMCwpBpBjADmarUSwpEiWFAXKSxji3AowHUPJQlOy0YQCNGl9LjI1vSA7p3B9WvbihUuIhAo+hxa/YkFOzho8Hp22bvXCt19PXLksecWy1UsWJi1ZlLpsYVHy6qKkFVmL3spc9Fruwtez34wrXvgWdsUiYuIK+rp46pplpIQFpMTXKWtfo6a8Rkl5jZnxNj1rcVnC6wVL/1ScuLggJTE9OSElYXlKwvLUxGUpCUvXrlq8Jn7R6sULVi9ekLDkrcSlbycseWfVorfi3307/t13lrz+1vIFi1a9uyx56arU+OSs5LSCtGxkVgG1jMChsAzyKq/J0eCo7gy3dDe21dk8Kp6AS6EJqQyHWtMfie6bmDq79/DFg8evHjs72TXSWB3sb+5t8bdG/a117qBFay1OT1/+WtxgqObS7q35S99eGxeXu/TtlEWvrV/1ZlbqShqFWlVpUsr0DrPz/fMHP57b8d1cd+zM9JdvX801PpxrfDDb9Oh6M3wW/PhWx7M73T/e7f/p06GfPhv76bPxnz4b//GTsecfDT29M/Dkds/jW90Pb7Q9uN768mSz8dH1l9+inQvDd919fD0Cn+3OPwuO9caS/+lpmK887Cf25dxX7on+ygPcfvs13t99hlDsdsCvvMr311rvfzh5cFugUopTiElxFLL2j1EpuhgSTUdim7GAnsS3kQV2DEODBfQVbBOeY4aDUqa2HDJSRc4ylq6MpSOzrUSansWy87huJsPMpBmoJA0WJZTw3RpVQ24mubiAxaRpqNRKCDLRGXoGx1IKaCokNqzQjIQ0RLm7GNBUSBxorpEgcyEhHZpjqhA7MVxzCWRAsY0lTG0FaEQTlSTQVE7XUtgWPFNP59nL6dpyupbAMlA5ViJgpHFtFQwdGTKTITOWqcdDZhiZZ6fwHSSujcC2EEEzETSTIAsJspBBCwWyUiArmW1FsbQVQlu5wIqG9Di+BcszoyE9XmRHQ/oSQFsusCKYVRVCGxrSlwusJYAW7kJDegzbgONbMGxDCVuP4hhwIhv8RpCQDs01lgks5WJ7KaDDUjQQ10UHzFSmkco0EqnacqKazXcxmCYmy8xgGqg0LYWqoTP0LMAEgGYItFEpOjZkJ5M0HLaTRjVQKXqAZQUhO4Wq53BdAGhjsiwQ28FgmoWiGg7XxeY4uTw3CNnZHIdYUqtSBkTCaqmkTqUMmEzNCkW9QRsx6ZvMhqhWGzZY2/W29ipTk7O232hvkahqAZ5JYwp567sN1rC8slYkdzPZequr1eHp8tb119T1Ot3t9b4+t7e9pr7L5myqbWj31rZ4a5qD4V67M+Spjro9zQZjg90RMZh99rpGnSugNNdVWoNqS0hlDkt19VJdvUjjkRvrRBoHJDNI9V6myCCodHEkVohv5gnMHL6BCSpArhL+Q4cnNLCgKhJFBrINZKqSQpczACWNKQU5aiaoojIUbI6OBVSW49gcdlVBPqEcx2bQFABTTaPI6FQ5g6mmUOVUqopCU5HoCjxNRqDKKEwVjamsIArRGBaimFKGZpTkE5C5WGQGBpONxuWWotIKESnZAgapApm9etHrNByCiCpcu3xh2srFacsXpS9/J2v521lL30CsehuT8A5yaVzx4rjChXGFy+KKV8YhVsYh4+PK1sRVpP6pIiWuIiUOnxFHyIwj5sZRixdQEQtR618vXPs6Lnc5HrGqvGgltmA5tmB5ad5SVPYiWEnWQnTO4tK8pWX5y1DZi4rWv5W79rWspD/lJL+Tk/xudtI7GasXpK18fd2yONjqd+KSFsUlL45LXfEa3JuxekFh6tKS9KVFKQuRqYsRKYsK17xTnrtaSCyugvAyeqmQhIo49X2h2sGWQG9jQ8BtNSj4iSsWFOckbB1tPrS5b927cSlvx6Uvj1uzJC4t+bW09UspTKpcZ2VLzDyVzRUO2INeR7A2xhmqc4bqnKEGV9hnC9bZQ/WOcIMj3OAI+Z3hgLsx5GlqdDZFXE1NrqYmZ2OjKxJ2hkPOcMAZDjiC9fZAHQweyhWsdQWrHWGnM+KAOcL2GHvIBgexLnvIZg85POFad6jO/cvmv3IGal7hCtb+tuwPwMPOf7+vsAdqYPD8HcFaV6C+OhBy1oZ4Mr1QZY9DM+SvwDAV/xFdXsZU4wENAi9C4EVkjgGBF+EBTSlVgaWriiuEZTQlhiInsfWlVEUJUYKhyDGMSgRZjqTKyoDKUpYSB1ViGNL8CvbaQjyRV0XgV6EYYhykQlJFKLoEzZCWsitzCLwSlgIDqfPJQgRDhmTKi2gSNFhZQJFgoKpCqhQFqAupUhxPj2QqiwAliqsp4VQVMOWFLEUxqMqlSRCQGs3T5lDFCEhdBCizKSIUV5NJEuQzZEWgKpcuLWApcmiSbKoYDvKZ8iJAmc+QISB1IUtRyFIgIHUBU14CqtFgZTFFimaq0EwVkiYvoSuQNDmKoSwFKhFUGZImLwOrSuiKUqASC2kwLHURTYYC1CUsFQpQI5lKJFNZwlIhmcoSliKfLEQBSgykhn8imfIiiqgUqCyhyYvJkgqODs1QouiKIpIQzZCjaTIUVYqmyTB0OYYhhaFpMiy7EkGVYVhqBFWGoMrwPEMJXYGFNFhIU87RYZgqNEOJgzQ4SFMGVOIgDYFvRNLk5RwdgW8kiYw4ThVdaqVJLCSBgaVw0KVmQGnnaTx0iYlb5ZZZfGyNW2CsldkDXJ1X7g4pvRFDoEPb0Kpyh7W1zUZfh9HXYWjoNDR0Kl2Nurr2Kk+r2der9bTovK2m+nZDbauuOqrxNBqqG5XWelNt1FjTpPdGdJ6wytZgqGsUO50Sj5tvd0g9dXybV+Ly8W1egb1aYHdzzHbQaGBoNQytjqExkBSVJKmOINDTxA6KyIRhKkgCHRZUlgGqUpaSJDDhIA2KpiqH9GiGsoQmx4LKEoakiC4soAtQoAwFyjCgBMkQlNB5SBq3lCUsA0QoOq+UJSwFJCV0AZopwrDESIBXAvJLQGEJKMSAIgwoKqIA2VjyelR5WlFpLhqbWVCSkp27dn0mjkAsKESuWpHEYQrS12anJWfmZRYsfXf5isXLE5avXPrWm0lL3k1a9Mb6ZQuK1y4rS1uJTV9etnZhecpCSuZSeuYyUupC4roFFcmvV6yJI6W+Tlr/J0rGm+Ssd2k5K4jZ8ajkZSXrVlOK80m4Qnx5YQWuoBybjy3Nw6CyMajsUnROKTqnDJOLLc0rReegSzJLEOkoZAa6JKuwMK2oKAOByEIgsoqLM4uLMxGILCQyu7AwvagoIydnXXb2WrggPz+tIDc1KyMhdc2ydUlLYDkZiaiCDGTe+uK8DCaFYDVooiF/NByq9biVUlnqupS4P8Vl5GY6PVab1fD2G6+//dpri99Z8O47byyJf3tZUjyOJeJrA2RJA1UdwkkdpQI9kWOhQVYaZKWzbTAax07j2KlsG4wCWclsOwmykdl2CsdBAqxk0EaB7PNYY2iQhQZZ6Gwrg2Ojs610to3KdtHYXhgV8sDmx/+G7WJyXAyOncGxx+bzithsGRw7k+v44+IYuIzBsdO4NhiVY30FhW2BwU0a10bj2HEsA0NczRB7OKqGuCIy7xXFFH4MnCkkcWEIAhdZzsYSBJhyLhrHwRGFOKIQgQHKSSIY3IUsBTHlXBxRiCrnFOO5pUxZEZFbgGcjKbxCAoSgsEtoXAxTgKLz8vHMHBwNSeEV4EE0XYgksCvwAkI5n4QXEsr5eByPTBDhStkUohiLgUh4IawMDRIrBHgcD1vKRpVzymmSUpKgpIJTRhaW0yTIcnYZWYgm8MrIQhSeW4BhEphyNIGHJvBwVHFRGYBnyNAEXjlNgqOKC0tZWIoIQ+RjiHwEDiojC0sqOCUVnFKSAIGDyvB8PEFYhgbhyeBK2SS8EA6IFQIKUYzH8UpRQAWWSyjnl5dxytAgroyLLeUQKoTl2F/K4J/ECgGZIKrAcsvLOHgcp7wMwpexSUQBksAtJvGKiNxiEi8bTUeRBaU0MYLARZI4hRUAfGsIFImLJLDRZB6SyCsm8QoI3GIKH82U5OGhYgofSRPmlAN5eKiELiokQEVENpouRNEEJVR+EZFdQITKQGkZKEVQeSV0AYYlhntJAlURCcRz5XiuHMsUMsQaqkBJ5ym4Yi3IVkA8lUCi40uNAK8S5FfxJAah0iJW23gSE19qlqqdIoVNoXZxxUa+wgpKjTyVTVjl5KlsgkoHR2ESa50yowuS6zhKg6DKwhSo+EojV67nKUwipYsttEMCB19SK5T52PxakFvNFlSTGUa+pIbBNrK4ZoBnY3HsIM9JoGtowkocJCwDBFhQiGHySln8UhYfRefk4MgVHHExmVVCg0po7GIyUERiYVjiIrIMxdLlk+R5eAmKoc7B8ouJ4jKmupgoLiKI8sv5xURxIVGUV8EvIkoRZHkxWYKkyorJkny8oIAgRFCkRSRxNpaTUkTJQjHzyoAcBC2ziBC/pgBdDuDxwPIF7wJYHLmkJHnRotzkhKSFb69ZsiBt5bur347LXr0gN+F15No3KPkr2KhEDioeKFzCynoDzHqTlf4aI/U1IPVNIPVNMPV1TvoCcP0b7PS3gcy3oazFrKwV1LTlQPY6Jb5USicIaAQemcAjEwRUioBK4VBIbDIRIhE4FBKHQoJIBICAAwg4iITjUCq4VDyPRhAwSAIGScgkiwGqjM1QcFligMqnE+UcploAiQGqGKCKWBRGObokO70oPQWRmYItzKaVIniUiko+aJQJ7GqFkg1wSUSzXKYVCnUiUVlOftI778a/GZf4Vtz6ZQuK1savffut5AVvJi2IS1+2IHlxXOrKtyAiuUpkkPLt2kq/RGaUVVnFWrdI64UJNZ5f6asFOi+Mr/XwNG6exs3XevhaTywPd/07F1/rEujcAp1bpHOLdO759bEygc47f3yYUF8t1FcL9R6h3gOPMF9s2Fgs1HtEBu/vFv8WPKxQ73nlRX8zf8/8SfJ1tTxDCNT6GConoHHGDTapXjEUVcfAmYFGJawvquzqVEVbpb0DutYORVunsrVD0d2n6ehWt3Uqe/q1wxssYxOOoVHzhnH7hnH75EbHzo32fWOOfWOO3SPW/RPOPWO2bQP6g5vc+8Ydm7ord41a90+49ow6dg3bdgzYpgdt4wOGzWO2zWO2yRHzlo320T7t9knX5jHbxLBpYti0oV83MWwaG9BvHDRs6NdtHbFu7TNOtVdN9xq3det39pu3dGq39xg2RhVbu3Sb2ip39Jm2devHm5XTvcatXbrNHZqdvZbJ5spNLVWb27RTrZqtHfot7brJ5sqpVs22TsN4s3pzh25zh26ytWpbt3G8XTPQopwcsfZ3qId7tBv6Df0d6rEB41C3pr9DPdStGerWjA+ZNw6a+jvUfe2qzWOODcPm0SFTV7tyZNA4NmLp7aocGzYO92sHe6tGB/Ub+nUb+nWTI8aJYcOGfs2mEeOmfsNUn2GyR7d10Dw9aNk+YN7co58etOwYNu8csewYNO0cMu8ese4YNE0PGPdusO8ac+6d8Owac24bshzaVLN9wHxwk2f/hOvAuGvfmOO9bfWHN3n3jdkPb/Ls3+g4NOneN+44urXm4Cb3oSnPsW21x7fXHd1cfW5P6PCU69zewNk9/hPTtWd21J+erjuzo/7U1prz22pmdgfOba2d2Rt+f3fg2sGms9O+K/ubrhyMnt3pv7Q3MnOw+cSm6gs7Alf2Nl472DR7LHL1sP/GicYLe2tmjoTmjjfOHW+8uK/+yqHAzZPNFw7UXT0WvHI0cOmw7/z+2tM7PMc2205scR/f5N7Vb9zaWbWlXbOlXTPZotjcrtrYJBpvFvb7WJMt0qEAp68emmhRjTRVdfvV/WHtxnbHYMQ0GDENNZn6w/rBRn1/WDvaYuwLVXb5VOMdzqEmU49fO9Jqbq2T9TfqhltMg43asTbzcGPVQEg13Fg13Fg1GFaPRrWDjdq+UOVwVD/SpBtp0m1o0o806QbDVYMh7XBEP9ioH4johiKa4UbtSJNmKFI52lTV0yAZDsq3tGrHavmbG4Tbw/JBB3O8nj/ihQbczOFqcMBF2RzgTfrAzfXgnqjgQLPoQJS/K8rd3MEeaWH2Bch9fvpoBNoQZo8EwbEgtLGJMx7ljjYCoxFotIk9GIQGm7jbe7Vbo+rtkcqtocpt4artjfrpJsN0k3F7o2EqrN3aZNgWNWxt0m9p1GyOVE1FVJvCyu1NVdNRzY5mLWxni25Pu3Ffp/lAt3U6qtnTbtzfZdkSVm0KyKejmu1NVRt98nG/YiKg3NKo2dGm39lu2NWh399r2dWq3dWqnQoqtoRVe9vMW4LqXc2GIQ+328vq8NCbneQWJ73Vw+7zy7pqoFY3uaee1F1LnmxWTXd7NrVWb+32T3Tbp/ocYz32sR5nzMZe11jfL0Z7HKM9jg29zpE+53CvY6jHPtzrGOtzbOx3bux3jvU5NvTaN/TaR/qco/2ukb5fymJG+pwjffaRftNIv2F0wDjSbxjpNwz36Yf79LEg1nzJNNpvG+13jPTZY4Z7bTHz8yN99tF+B1z8Su/vbvKy2Bkzf7bz5jxPr2e8zz/aUbuh2zbRa43z1Tl+y1/vnO/XfJ3DX2OO1NtDtdZQrTVYYwnVWtvC1VG/K+p3NfmczQF3Y4OjPVLTEvS0havbwp7ORk9Xk7sz6u5q9rSG7Z1Rd1ert63J2dro6Gyu7mjydDRWR/2uzqa69lBNT9TX2Vzb3lTdEna3N1V3RGvaGr0tYXdL2N0RrYn4bE0BR3tTdWvE0xxytUY8kZAz0uz1RV11EXuw1etvdtdF7L6oyxd1NTQ5a8O2uoi9NmyrDduqg5ZgqzcQdTdEXL6Qsz5gbwg6AhG3L+SsCdgaIq6GiKs2aG+IuOpCjvqw09/kqQ87g2F3OOhqCrgiPkej3xnxOUL1tojPEfE5mkOeRr+zJewN1dvCDfZo0N3eVOuvMYcCzqDf0RTx+uqtjUF3yOeIRtyNIWdL2B3x2VrCzo6oNxq0N/qtrWFnS9gZbfREGt2NTZ6mqDcScjaGXc1N3qaIO9rkCodsjSF7c6Orpcnd1uxtb6lubnS1N1VHg87WiKe9qbq3vb4j6m1vdHdGvZ1Rd2fU3R319LXW9DR7u5rcva3enhZPX3ttV7Ont626u8XT21bd1ezua6/pafUOddX2tLgGOqr7272jvQ29re6+Nk9fh7ejzdXV5e0baGjrcLd2Vbd2VXcO+lp6apq6vd2jwa6RQKTT3Tsa6h0NtfV4B4b8vZ3u4e6avg7v2GBgw4B/oKtm42B4fCgy3Ocf6Q+M9AcGuuuHBgK93XV9PbVdXd62Lk9LpzcUtYejHl/IHmry+kLOhqCtIWSp9evrAvpav67Gp/OFzfVBc029vqZW52+whAL2+lqzv8FeW21qqLP6G2wNdab6Or3fZ/D7TH6fyVdvbaiz+OptgQaLr84UCdqCPnNDdVWwXh+s1Ybr9cFabbBWG6jTNQbMgQZDQ6020GDy1+hDteZwjTlcZ4nUW4N1Zn+NsaHG7K+zNoacDbXGoM/sqzM0VFe1NTn9tZpw0BSKWOoD+uoGbShq9/oN9RFrfaOjvtFRE7IGW701AVt1vbkh6KhrsNbVW3x+e73PVtdgq6tzBuprQr6GYHWd31MTqa2L1FY31ruDddZQvSUStAUaTLV1+kDY5vFpvEFddcjgCejcPr3bp3cHzd6w1ek3ugImR0Bv9+ucQZ07bHCH9a6QzhXQuYN6T8jgDuqdfq3Dp4HZG6pcAZ2tvtJap/aEDNURk9Ovdfh0zqChpsnhiZhtPq0zqHOF9DZfpd1fZfdVesJ6T0BbEzZ4/VqPT+PxaeuDRp/fHApaI1FPpKmmPlgbaPTX+13hJnckagiFdHXVWn+tq8FbU+d219ZaajxVPo8+5DGEPIaw1xj0GkPVpnCNOVxjDnqNAY/BX60L1OgDNXqfV9vg0fi8Wp9X66/WwQEcB2r0oTpjsMYUqDb6a4y+agPMX2P015iD1dZgtT1U4whW24PV9oDXFvDagtV2n9vi91j9HiucecnirzEGag0wf43eX6P3Vet81boGr9ZXrYMzMbEyuAYuiMXzky/rTYFqY6Da/LuCNZZXBKrN9S5toEbT5Ff5qjlxoNIGKu2AwgbIXaDCDSmr2So3W+2EVHZIZQVVBlBlgNRmttrGVtsglZ2ttLCVFlBpg1R2ttoJqRyA3MGU2tgqL6hws2R2lswOyB2A3MGS2QGpDZA4ALGdJbKxRDZAbAclDkDiACQOUOqEZC5I5mKJ7XSxjSGxM6UOQOICxS62yMMRezliL1fk5Qg9bIEb4ru4Ii9X5OWJvDyRlyv0vOTiSVw8iYMrtv8WR2T7N2ILW2TmSC1/AJJZ2HIrjKOw/a6XBWaOwgJjy81suRmSmSCZBVBYAYUNksOsoMwCyk2g3ASXQTIDJDNwZDquXM+R6TgyA6QwgzILIDUDUjMos8AxS2JiSE1Mmfk3LKDMCkhtLImVJbEypTam1MaQWBkSK7zDY81fklIbKLGwxRZIZIaxxRa22MKRWDkSKxzP7wWFplgAi20FCk2AwAgIjLEkIDCy+CaWyMYSOuZjimxMkY0lsTJEZppATxcamGITILUwpGaWxMwSWSCRlS22cSR2tszFlrk4cvevlC6O0sVVObkqJ1fl4Koc8MPq5/tP6wIDlXYYoLDNF8vDIJUDUjkglZ2jsnJUZrbSBIvFkMIIKYyxPNzFUVnZMhtH7uQqXBy5ky1zQFI7W+ZgyxxwBu7iKd0wrsL1yuvGXjo2pZczcUAqB6j85fdr3iuauWoLV23hqIy/Uhs4agNbpecoDRyFiSe3xPAVVr7CKlDaYHyFdX4vT27hKq3zP7QchYWrtPJUtvk4KusvlHZIbuUoHTy1i6tywp9ntsLGUztBuYmttMAzhCfJURnZSgP8Ew64ahNXbYIzkEIPi/VyVEZ4l3KU9l/WWuXgqhwcpf0PwI8NhP32s/Fb/5fFsbLfFv9uhq92Cipdwiq7QK0VqKu4Kh1XaQaVNlDhBpRuQOFlV1azZE5OpYsjt/MVdonazRNbBXIH9+UbYStscXSQQwe5dJBLB/l0QEgHhAxQxABFAFvEBAVMUACwJSBHCkByFihjgQomJGWAEgYoZYBSBiBnAHI6S0ZjShlsJR1S0EA5DZTTQCkNlNIgCQOUglwlyFYBkBJkq0C2CuKoQY4aYKvoLBkLUgJsFQzkqFlcNYOrIPOEZIGAIhRSRSKaUEQTiqgCIVUgpPAFFL6AxvstEYzOF8diKldI54vnZ+CYzpUxoCoWqIMxAW0Mg6VhsDTzMy9r9ExAPz//7zUaGBOoYgJVTLAS4MgBjhTgyAGOHGTDFAAkh0A5BMpBQAGDQCUEKkFAAfey2HIWWw5wFLBYzOQomBwFgy2PYXJUTI6KwVa+gsVV/7aLzlGSeUoiX0ngKQg8BZGvJPKVJIGKJFDBcQxcQOYo6JxfJhObA8hVglwlE5LBi86EZLFJMiEZ8+UkmRwFi6uMAfhKFk/B5MoZHBmMzpYyISkLEoOgGASlACBhAlImIGWwJAzWyxj+XIESBihhQmImJGUBKgCsimEBlX/sl4UAqphAFYNVGTO/Cff+snZQFROsZIKVDEANB7FmTCzJgtR0lgzeCfBU6YAkFtABCY0ljmUYoJTOktHBSjpYRQMqX0FlqaksNRzTwaqYlx+tqlfNm9tLKiZYSWco6QwVnaFiMNUMpprJqmQBVQCogQMYAGpASAuxdRBbF8u8gkZX0ui/DvXL5iwtjaGhM/R0pjYG/k2hM9Xz58aCqlhQFQNQ01kqWGzXwcn/sD+rYkEMnImN8woGU8VkqWEMpur/6P+++Jcy4Pf9h/koGICQAQjpgJAOSKiAjAYqYRSWmMISAxwpiy0B2CKQIwZBIciR0tgyKkcBi4vPzl6dm5uQV5CQV5CUW5SUi0jOQ67JQyXloFZnIhIzUWtyStfm4pKyShPSMYkZpQmZmJjVGeiETExSdllyDjYhC5WYjU7MLknIQq7OLFqVUbg6q3B1ZlF8WmF8WvHK1KL4tGLYirSiFWlFy1MLV64vjk9HxKcjlq8vhq1IRaxMQ8anlsy3MgW5MgWZkIpanVICS0hFvYRZvRaTsA6bmIJLSi1PTMElpuBWry1bvbYsYR0WDuD4l4K00lUZxSszC2JWZOTD5idhqzILVmUWrMwsXJlZuCKjYEXGBD+jLgAAIABJREFUr8W/bpKVF5+dH7M6q3BVZsHqjMLE9OLE9OLE9cjE9cjE9ajENPQvs00pTUgtgyeTlIJPSi2PTy2NT0WvTEOvTEPHr8esSi+Fxa/HxK/HrJhneRp6eRp6RXrJygzUygzUivQS2MoMVHwm+hVwzcoMVPz6f7MqHf2HUMszipZnFizPLFiRVbgiq3BldtHK7KL4nOKV2UUrsgpjeThemp63PPvfrMjJX5mdvzI7f9n63OXpefBeis/Ih3dmQmZhUnZhclZBYlZRYlZRUjYiKRuRnI1ak4NOzi1Nzi1NysEk5WCSclAvIZNyEUm5Ra9IzCn8bRKWnIdMzoO3+kViTvFvwV3Jecjk3JKkHGRiNiIxG5GUg4TBzfliXatzShJyUa9IzEMn5WNikgtKkwtKk/IxSfmohFxEQl7R6tzC+RLyiuAPzKqcglU5Bb925RQn5aDgPZCYXfJ7fjOxrJJXJGejkrNRCRmImMRMZMyqjMLVmUWrM4sSsophcHNtPnpNHmpNHiq2QxKyihOykGvzS9fklSXnlq7JK1ubj11XgFubX7omD5OYXQIv0K/7JxeRmFOcnFsCg0eLjfmf9mdiTuErqwlnkvOK/8CafAQcvFz0P6qE/fGAscpXVgq2KqcgqQARk5hfDEvIRSbm4hJzCIk5hIRsfFJ2eVJ2eXJ2WXJ2GbyCqzIKE7KKV+chVuUWr8otXpFVuDoPuToXtSqnZFVOSVxzSNUaqWyNqFojqraQsi2kbA9XdjbquiK6zpCuM2ToChu7wsbOkKErqO0MaLqCmu6Qties6wnresKa/ib9cKt5rNM+3mOdGnDu2ODZO1l3YEvtkWnf8V3+k/v8Zw41nD1Se/ZI7bmjdTC4eeZI7ZkjtacP15w6VH3yoPfUoerTh2vOHq6/cDB48UD4wv7Qhf2h8/uC5/cFL+wJxJzf7T+/239h10u76y7sdlzYY7m413pxr/XiHvuF3bbzu6znd1nPTJtObzee2mY4tc1wapvp9HbzmWnL6Wn70R2uIzu8R3Z4D097Dm13H9ruPrjNdXCb6+AWZ8yBzY55XAc2u/ZPOeex79tk2z9l3z9lP7DZcXCL8+BW+6FtDtjR7bZj0/b5jk+7jk+7Tuz0xJzcVX1qdw3sxL55DtSePFh36lD9qUP1cHDiUP3Jww3/5kjdqaP1sJNH6uDmmeM+2Nn3/Gff858/7j93zHfumO/ckYbzhxsuvvT+ER/s0lF/TCz5/hHfhSPBs0cip49E5ztztPnM0eazx1rOHG2enz91uOnkocjJI+GTR4KnDodPH4mcOhw+dTh85lDjmUONZw40nt4fOb238cSu0Hvb/Ue31B/aVHdwsnbHBtf2EcfmAdtEj2lDh2GoWTsY1Qw0aXvCmp6wpjuk7Qpq5qnsDEk6Q6L5OoLCP9AdEneHxF1BUUxnQPhbvxaEpZ0hSUdQDJsfz9cZknSGJJ1BWXtI3hFSdYRU7UHlfK1++e8ISNvDkvawKKYjIoa1hYSw+b3tYUl7SNYeksM6woqOsKIzouyMKDvC8le0h2TtIVln8BcdASkMbvZElDHdYQWsKyTviEg7ItLORllno6yrSd7ZKOuOyLojst95syEJPFS7X9rmk7T5JPD47X5Jm+/Xmle2avOJY9r9ElibTxyb3quCwo6g8Lfr2+bn/yftAQHsD2p+W/x/rP+lbN4adUTE7WERvEwtAX5LgN8aFLQGBW0hIRy0BqQtQUNbwNIWMHX6dR3+qk5fZWeDsrNB2eWv6glqW3yqjpCmvVHXGtZ0tRs7olXdQUVfQN7rl/X6ZXFntzrObbef2245u11/Zpvm9Db1mW2as9v156ZNF3bYzm23nt5iPL1Vf25ad26H5sxW1flt6ovbKi9Nay7v0F7dpZ3bZ7xzxPrJCddX57z3Ljf8cDP033db/9fXHX+71/vz48Gfn438/Gzk5+ejP7/Y8POPG3/+87/7ceznP4/9/OOGX/y08ef/Gvvnnwf/8VP/b/39h17Y3170zDPwj2dj/3g6+fcnE39/MvH3J5N/ezwB++fTLX9/PPW3R5v+98PJl6b+9/2Jf93f+PO90X99P/LP74b/8e3Q374e+PtXA3/7sv+f3wzB/vH14D+/mm/4n18N/+PLoX98OfSPLwf+/kV/zD++HPjHlwP//GrwX98M/Or7kX99P/LzveGf7w3/fG/w5/tD/3rY/6+H/f980PPPBz3/fNjx/7P33lFtXNvbcNZ6//i+tW56bNNBEgJRJYTovYkONh1cMNi44EZ1pYO7MbaxTbUT56bHuMS+SVxTbu7NL2/Kvek27hV3A5Kml/P9cWAsVEYjbOd9//hmPUtrdPTMnr2ffc6eM6PRiL26AVzbAK5vBNc2gGsbmRvbmOvbIdgbHeDmDnBrJ7i9CwztAkO7wJ1OcHf3E9zpBEOd4M7uJwLC9ftd4N5ecL8L3OsC97vB/W5wrwvc3Qvu7QUPOsGDTvBw9xM82vMEsOVBJ3t/F3t/F7i3C9zdDu7oYah9DLe3gVtbx3B724S3HG5sA9e3gmvt4Oo2cLUDXG4Hg1vpPzZSv2zAfmrRfFf/6Nu6m1+vvvrlqvOnqn85vvyHQ4u+/WDhN+/O/+c78794s/Ts/pLT+0tP7y89ta9kDP3zTvUvONW36HT/4tP9i0/1LeJwsnehSZzpW3Kmb8np3nIOp3oWn+pZrP9W/9PT+xae6l9wsq/sZF/Zqf4FEPCtQePpfQtP71twcl/Jyf3FJ/bN4fB5/+zP+2efenPuqTfnnn6r5PRbJXD91JtzT+0vPdm/4GT/Ih6c2rdY/+2JvoUcOIIelpzat+Rkf/nJ/vITfYtP9C3mmJBwen/56f3lZ95com9fH5/vL/t8f9nJfRNwav+Ck33zIU70zjvZw2H+6X0Lofin+xef2Vd+Zl/5mf2LTu9bCHXT1wq+hRxIPrt/ydn9S2CLucRx7QYpHtuXKUCznGXYIpzMzzTOy4m+hZ/3LoAtUF59fLZv/mf7Sk/sm3Ni36xT+4tO7S861T/zVP+sz7tnf7F/0el9C8/uX/JZf9nRrjmfvzX/xJulp9+cd+bNebCfvzCwt/RQV8mh3tmH+goP9+cf7s8f6M8f6Jt5uL/0SP/Cg30LP+ye/2H33I/7ij/aV/hhb/7B3oJDvTOP9M36ZN+c42/O+fzvpV9+uOCbgfL/Obrkx08r/jhbc/nfdTd/bLz7S9vjP9pGz28evbhTc2m37spe5GoXeq2bA3K9R3etG7neA1c0V/ZqruzVXu1Cb3dDILe60JtdyI29yI29uut74Ap2fS96bc8TXO/EbuzCbuxAr3cg17aPYwdybYfmcvvopW2jl7aPXtquudyhvbJDe3mX7vIu/OoO4soO4soO/HIHBHGpg7jUgQ5uQwe34eefgDi/jTi/DT+/HT+/HTvXDoH+uQ39cwsH7NxW/Pw24sJWCOxCh+7cbu25Lt0gxB7kwl7k4i7k4i7ixh78+m78xg7i5k7y1g7y1g7yVgdxswO7sRu7vhcChone7MJudUPgt3vw2z1QDd3NvbobXciNLigaB/xGL3GzD4Mr18eAX+uBBx7k6m4ITjSuBbm6W3elU3t5l/byLs2lnaMXd2gubtdd3IRc3Aihu7BBO7geQnO+bfRc68ifLcN/ND/+venRb40Pf214+Gvjg18aHvzcBHH/v833/tN078fGuz803Pm+8db/1N36V93Nb9bd+HrdtS/XXDmzcvBEzffHlv3P0WXfDJR/+cGik+/O/+xA2advzf/Hm2Wf9M/7pH/e0b7SI70lh59g3uHessM9C4/0LoI43LMQ4lD3ApMwR+NaDHCkb/7h3nmHekoP9ZQe7p0Hob/O4Ujf/CN984/0lR7uLTnUM9cAA93FA93F+usD3cWHekqP9M0/3Ft2uLfsUM/8ge55xjBo/7h7rml0lXL4aG8JxId7JrTr42D3vIPd8wZ65nOALR/1lHA42FNysKdkoLd0oLeUC3ygu+RQV8nA3rkH9xQf3FP80Z45H+8tPtg1d6C7BAKKA3XjMgUDP9xbMtBdcrBrLuRDVeFWBmLCjw71zDfIL5e7g3vnm8RAV9lAVxnM6UBXGdfCz+fn6NOMewi3L2Mc7Co91DP3UO/sQ70zD/UVDvTmDvTmHezJP9g9+2BX6UDXgoO7FxzpXnS8d+Gx3tLj/bMO9c78uH/eB/sWvt+/4P3+BS98tqfg8735n/Vkf96b9Vl/5j96Mo/smX6wI/vNtsy+hpyuhrzuhsKupvzd9TM661P3NKbvaZy+tzG7qymnqymntyVv3/rCtzYV/X3r7A875gx0lh7vmX/yzfKv3l/+74PVPx5Z+d/jtT+fqvjlzPJfz6747YsKiF+/rPztq6qfz674+eyKX76o+PXLyl++qvz5y4qfv6z47auaP05X/Xmy5vypWg7nTtb8eaIa4vznTzB4ombwRNWFUxUXTi2/cGr54MllgydXnD+x/PyJivMnKgZPVg6erBw8UTV4ourCyVqIcydrfjtb+/OZml/P1PxyuvqX09U/n6r65WTVLyer/jxdy+HcKX2sOndq1Z8nV0L8caL2jxPVEH+erPnzZM0T5unqc6er/vii8o8vVkzAVxV/fFXx+5crfvti+W9fLP/9yxW/fjWGX75c/ttXVRC/fln5yxcVv4zr8+vXTwD1+e8XK/5zdvnPXyz779mlEL+eXfbr2WW/nVn225llv55e+uvppb+fXvr76aV/nFr6+8klv59c8vvn5X8cLz9nhD+PLebwxyeLfj+68PejC387suCXw0t+PFz5w+FVHL4/tPL7Qyv/90AtfP3uYM23H1X9+8PKb95f8c37K/753vIv313+1XsrvnpvxZfvLv/y3eVfvLPsy7eXf3Fg2dm3lp7eX36yv/zz3kWfdi84tmfekV1zD+6Yc3BXyQc7i99tn31gc+G+9fm9LXndTTldDbl7GnJ212fvrs/prMvurMvqrMvqbMjubJixqyFtV0OqPnbWp/BgV0MyxM76JH0YN8KWzsYU/XbjDTnmrobkzsb03fUzOuuyd63L6qzL7qzL3l2fA7GnIXdvY15XU35XU/7exjyIrqa8zsY0uAvOAYOVzsYUfexqTt7VnLyzKWlnU9LOphQD7GpON8DOprSdTWn66zub0nY0pu5oTOXeci0dDSkdjak7mtIg9LfqbEzrbEzb3ZC2uyFtT2P6nsb0vY3pexvToVe7m1J3N6XuaU7jwAmlLywXJhfX7qZUA4WNtE21FtDVzkbDjvE0ZI7WWZ9qElAZTpw9jel7mzK6GjM7187Yuzarsz5jd0P6zqaUnU1pO5oydzRm72me1VlXtLehaF9z0QdbCo51Fh3fk/VpV86nvYXHemYd65n1SffMFz7sXfFh3/L3+xa/37fw773z+ncV79g8e3NTSePqslXLF1YvW7a2ZvWa2pWVy5YuW1ZWVb2kqqZyRXVVZXVVZXVVVU11dW3NypU1q1evXLO6Zu2a2ro1VXVrqurXrWioq2iur2xurG5uWtfcUt/S2sChta2xbX3T+o0t6ze2bNjUunnrhm3bN2/fsXXX7o69Pbt63+7se6dz//t7D3zU8/eDfe8e2vfe4f3vHd7/weE3Pzj85odH3vrwyFsfHT3w0dEDH3/y9sefvH3w2N8PHvv7wPF3Bo6/c/CTdz4++vePjrz94eED7w8ceO/gW+9+fODvH7554L0333xnX/+B3t639u7u7+js27aje3P7ng1bdrRsbG/cuLV+/eZ1retXP0HrqidYv7albQ1Ec+vq5tbVTS2rmlpWNbeubGlb1dK2itsKvm1pWdnSsrKlZXVLy9qWlrUtzXXNLfUtLU1tbW1tbRta2za1tm1ubdvc2rq1pWVbc/PmtrYNbW1tra2tLS0tTXBpaW5ubWlpa21d3wbRvL6tqa21qa21ubWpubWhuaWuuWldS3Nda0t9W2vD+pb69S31G5rr1zfVbWys29hYt6Fh3YaGdevr17Y2rGtpaGxqaG5ubGlubGlqaG5qaG6sb2qsb9Jfb6xvaqhrbKhrbKirb6hf01C/uqF+dWPD2EpD/er6ulXr1tbqo27dyrp1K+vrVq2rW7mubmVd/aq6+lXr6lauXVe7dl3tmrU1q9ZWr1pbvWpNzao1NStXV9euqoJYtbpi5aoVtSsrampXVNdWVNWsqKqprKqprK6tqqqprKitXFFTsaKmoqK2sqJ2ReXKihW1lQZYXlPBg4qVVSaZJrddUVtdUVNdUVO7oroGQn9dvxGisnZlVU11ZXVVRVUl7P81K2sh4FiA69W1NXC9dtXKytWVHKrWVFWvra5ZV1Ozrqa2rra2rnZl/cpVDatWN65+gua61c11q5sbVjc3rGlphFjb2rSurbVufVv9hvX1G9Y3bNjUuHEzRPPmrS1btrVt275h+46NHTs37+zcsmv3ll27t3bu2dq5p31P1/a93R1dPTu6eyHau3q2d/d29PTt6O3f2dO/o7uvo6t3+96erTt2b96+a+OWjpb1W5qaN6yra169pmHlqnXVq1ZXraytqKmuqKmuHEtbzfKqJ6JBZfTUq1peVbm8qnJFdRXcCrasqK4yjbFcTwDsAybBZROuLKtewd8fzHUbk90D7r2yuqKyuqKiakVF1Qq4XlVTCd/ClqqaypqV1bWralatWlW3trGhrrmxsb6xraF5c0Pz1pbm7etbtm9p2dbeurV9+472zRvq1zeVd2wo69leMrCv/FBv2ZGeeUd65h3uLn3h893zj+8pPtJd8HFfcf/uBVs2LKtbu66gaGG0Os/bX+0qj3H3T3ZTZXiG59jJY6WhqVJVorsq0V2VKAtI0oebv9rNXy1VJkC4+sW7+sVLFHGuCrWrQi2RJ0jkCSJFgkiRIPZLkiiTXVXprqoMaeB0WUiuLKzQI7zIO6rYN7bMV71UnlSpTFkZkL5Glbk2YPq6wBkNgTMaArOaA7OaA3JaAnJaVDmtAbltEMH5GyCC8taH5K4PzmkLym4JzGpWZdapMusC0tep0tYqU1Yqkmp81VW+CSu8o+d5R831jJgtC5spDc4TB2SL/TNFygwXRQqEyC8VQqxIFyvSXRTJEM7yJH1w7SK/FH2IFSkiebIxXHyTXHyTTLQrTEN/F8Y+mNyE80Gf7KAYg6NfspMyxUmZ4uyf6uyf6qJKc1GlwXV9iPwTDSBWJYlVSS5KtUlI/FM4uKpSXVWpcF2sTNaHyC9J5JckViZDa2JVkiQgWRLw5K0ZQJvp+pD4p/FAIG0S5LFN/JMMEZDsGpDsFpjuFpjuHpThHpThFpzhHpLpHpLpHjLDLXi6W9AM98BsWVCOR1COR1COZ1C+Z1C+V3CRV3CRd8gs75BZXiGzvEJmeYbO8giZ6R42RxZeDOERMcczstgzstgraq48bj6EIr5MEV/ml7DAL2GBUr1QlbhIlbgoIGlxYHJ5UMqS4NSlwSnLg1OWh6ZVhKZVhKZVhaVX6yMqozYyvSYyoyoqszoqszIyoyI8bVlIcnlQ0oLAxDKlukQRX+wTU+QVVeARkecZlusWPN0tMFMakCENyJD6p7sq01yVaRK/VKl/utQ/3U2ZZoDJySs8v881xa6qdC5GI6S7KtOl/hlS/ww3VaYscIZHUJYsOMszLNcnplARWyCPyfWMyglILfVLXeChnu+bVuGZtNQ3sSwme/Hc8uqWlqb1jZXbWxa9171kYN/igX2LP+wpe+HI9rmf9ZQd21dyYFfh1g2zVtbOTUpOl3qFOUgCnd3DHTzCp7mFTZFGTnGPmuYTO9Ur0kYWZTsOO49oi7D3jLLziLT11INXlJ13tI1PrI13vK1PgoMi1VGZ7qyaIQrMdQ3Jk0TkSaPy3ONmeiTM9lTP8VTPkannytRzPZLmeyTN90wu80wuk6Us8EhdCOGZvICDR1KZLHG+TF3qnlDiEV8si5vjHjvbLWaWNKpAEpEnCstxCc11Dsp2Dsx1Vs1wVGbaK1JtfZNtfRJsfRJsveJsPGMhbD1i7TzjIGw9ojnYyKI46LfbecYYQP9T/W2N2y0SzBk0CX2mvrecZZMe6hMsxmgUcpytRyzEuGKxth6xNrIYk5jqFQ0xzTtmmveTt294RBpjqixymkeUQSDT3COnuUcaNBr7bI5gks9jxwDTZOEQNh4RNh4Rtp6RNp7RELZeMbZeMXbesTY+sba+cWP9Sh5vK4+3k8fbyeMdfNWO8kRH3yRH3yQnebKzIsVZkeasSHPyy3Tyy3RUZjoqM538Mp2V0yFc/Ge4+M8QqbLEAdlwHb6FLeKAbHFArktQnnNgnktQvktQvjikkIMkdBaEa9hs19DiJwieKQkqkgQVSIIKXEMKXEMKxEE5LgFZosAZLgHTnVRpDsoUO0WSja96qnfcNK+4qV7RTwI07jOyKFtZlI17JISt9bkwziZ/fq1NMT/ZxL48IqbJwmG7KUTbyGJgV7f3irf3Vtv5Jr8ui7OXJ9nLEz0j8xyUKQ6q6aLwotfkM5zCZjsG5jr6pbgqIuOT01evqmpeu/DNXYs+6l040L/ow+75L3zeVX6sa+Hh/vn7dhZvaC0tmpXpKPIWe8a4yhPecAkWKRKcfRPsvdUOPokOyuTX3CJtfRLsvdXGsPNK0AdsdPBJtJPH2/rGjSPGTh5rp0iwUyQ4KJMd/VMcVGnOQTNEIdmSsHxp5CxZzFxv9RIf9XJFcqUytVqZWuOfVuuXXuuXXqtMX61MX63MXKfMXKfQg1IPfhlrFelr5Cm18pRaeVKlb2KFj3qFV/wyz5hyWdQit4gF0oh5LmEFzqG5ziFZDoGZDqo0O2WKgzLZQZlsr0iwk8c7+Mbb+8Q5eMc5eMc5+qgdfdQOvmON5gAJHBx9xgCNGIMjQI5wy8ZuGBMMmV6xDt5xjsLhleDoleDopTaAk3eiOej3AQefRAefRJP9gesStj5jsPNNtPNNNHhrDEd5ggHGdDZqh3BSqJ0UapMfPcnRRL5JskWpHeUJ9vJEeErh6Jc8doahTHH0T3X0T3VSpTkHpDsHpDsEpXBwDExxDExxCUx3CUwXBWWKgjJdgqeLQma4hGaLwnJEYTni0BxxaI5rSI40NBfCLSzPPTzfPTxfFlEgiyjwiCyE8Iwq8owqkkXPksUUu8fOdY8pdY8plcXO84ibL4udB1f0sEAWWwbhHjvXLaZYGj3HLabYPXqOe/Qct+iZrpGF4tAcUUi2S/B0p8AM54B0R/9UB2WyvV+SjU80hK1vDISDb6yDb6yjPM5RHje2ro9xqflzwZNN/vwaZFk4U2CXsFfE2cljJyJeH/aKBO480tE/1VGV7RiY4xpe4Bqe56BM8Y2bIw7Nk4QWeSUskEaUyGLmuoUVeIRmuPiGxaRkbtzcsHvr/Hf3lH7cu+CjnrIXjuws+6Sr/PD+8va2wurKgrikeDuRys0v004WJ1amuSiTpnnEOCtSbD3VUzxiRAEZYv90sX+m2D9TopouUU2H62L/TBe/dBe/dHgkd1akufili5QZYv9MeDLrpBqDc0Aa7HzOQZnOQZni0BxpRKEsepZXbImPer5fyiJF+hJl5jLVjBWB2ZWBuTVBebVBebXB+SuDclcF560OzNfH2sD8tUEF64IK1sH1gLxVqtyVATnVquyqgKwq1YxK/+nL/TKWKlIX+yYv9E6c76WeB2fEbtEzJREF4tAsl+Dp4uBMcXCmKDBVrEoR+SeL/JLEihSxIkXil+qqTBMrU4WAO3MxRxD5peiTrbJp0bgBmduj/k65FuN2fQsipSHE/uli/3TjdgiJf7pYmQYh8U+H4FoMIPFPF/mnivxTxao0DrDFRZliEiaV5MHkmCbFMXlmCgVxUWWKAqaLA2eIA2dIgrJcg7Phq2tInjQ03y2swC2swD28UBpR6BqZL4kag2tkoTSqyC2yyC2yyD1qpnvUTPfoObKYYlncXI/4EgjPuCfwii/1ii/1TpjnnTDPRz3fRz3fN3HBBKgX+aYu8UlZagDv5CUGb72Tl3gllXsllXslLfBMLPNQz/dQz/dSz/NSz/OKL/WMK/GImS2LnuUeVSiNyJeG5rqG5LgGz5AETRcFpooCU10CUjjAYeKiTDIAvLJkUmGrEiGcz0+bXH9wViVDOPkn6YO7Lgev14kC0sWBGeLg6Q4B2bKYuaKwPM/YOT5xM538M+TxxbKIWW5hRZKgAo+IOZLgfJ+YIlFgqr1vxMLKii1tc9/eVXywb+HBvoUvfNK58MieRYf2L9vWNntFxRyfgGBbaYSTT8YUmdpFlQ5PN6a6RTl4q11V6TaymBcdVS85BejjRUcVbIQrf3Pw/5uD/3hj0IvOQS86Bb/oHPSic9BLLsEvuQS/LAp5WRTyiijsVXH4q9LoqZ4Jtt4pDvJ0F/9sSVCBJGKOOKrENWaeW1yZe/wC9/gFbvGL3BMWu8UvgisGcI0vh5DELZbGLZTElEmiSyXRpaLIuS4RxS6hM52CC+0D8mz9c2z8ptvIM6f6pkzzTn7DI/4199hXXCNeloS/Ig59RRz6snPgy86BLzsFvOSoesVB9YqD6jWHgNccAl52soxXnAM5vOoYAAGNGID7lINwy8KZHPmlicmCSTEHyPmbk9IYLzr7Qxg0vgThqIR42ckfgmvRh/5HHJNredHBzyReclRBjIXjqHrJUfWig785cBx+mgHTgAx3ZwKOQa+4hL7iHP6Kc/irLhGviSJfE0W+Lo56QxI9xS1+ilv8VPeEaTK1jUeirWeSrWfSNM8UG5+0qT7pEDbe6Tbe6bbe6bbe6Xbe0+19Ztj5zrCXZ9n5ZdsrcyBsVVlP4J9j659jp8q1U+XaBxQYochBVeQYkO+oytOHg3+uvTLHwT8XApq188u285thq5g+TZExVZ4+xTftDZ/UKT7Jb3gnTfVKmuKZOMUjfopH/FT3uDekMa9JIl4Vh78qCnvFJfTPzQbqAAAgAElEQVQVl5BXXEJedg5+2Tn4Jaegl5yCXnQMfNEx8CWHMbxoH6APfSWtyteTHit4E/2WZ9UfXnRSvuik1C9lXDV70VH1omMgFOFl5+BXXEJeFoW85hb1ukfMS65hL0vD3SNyZZF54qAscVCOW0i+Z8RscUCuR/gseBIjDpsxffa8jc0lb++Ye6S//Eh/+Qun96041Dn/g+6FOzfPX712qatPoKOX2lme7RqS95pbpINfrEgZa+cV5RaQNk0SJvVLDIX/5KbOCUvMNQb8KCQhOyQhO1SdE6rOC1MXhKmLwtQF4YmFEBFJRRCRyTOjU4vjMkrVMxYm55Sn5a3IKFyVXtyaPndLRsnWzNJtGSVbOWSWbjOJtJJtaSXb0kq3ppVuTZ+7Ja14c+qcDalzNiQVtSQWNiflNyTm1SfkronPWR2btTIuqzo6Y3FMellUaklkytyIlNnhybMikgvDkwoiEwsi1PkR6vzwhLyI+LyI+LzIhPzIhHzYyIPIxIIJSMgf2zA+zwCwPUpdACHEvr5lq9yAjaHqvNDE/OCkCQhKzDOJ8U9zDBCclKsP/cbQpNywxOyIxOxwdVZEYjaHcHWWMSJMMbnGyKQcE0jMi0zMi0wsiEoqhOCiM5R9HNHJRQZkc+BoBmT41rTOCQXRSTOjk2ZHJs+OSpkDEZ1aEp1aEp9ZFp9ZFj99Qfz0BQkzFibMWKjOKldnLY3PWRaXvSw+a1l81jL1jGXqGcsSs5YnZi1PzKpIyq5Myq5MzqlKzK1KyqtOzKtOzKuOL6iIL6iIL6iMy6+IL6iML6iML6iOL6hWF9Wqi2oTi1ZDqAtXqQvXJBWuSi6sTs6v1EdSXgWHxLxliXnL1LlL1blLE3KWJOQsic9dHJezKC5nUWz2wtjshTFZC2JnLIidsSA2szQmoyQ6fW5UWnFUyiw4QsMTC8PUBQaISCiISCiISiziEKkujFQXRkEYKWkxEQa5EE7Wb3lW/SEiuRAWBEOMly+uiEUmz4xMnhmZUhCZOjMhd35MTpkoMFkWmesWnuMdPdMneo5nWKFUNcMrNF8SNN0lMONlWWReWfmGprlPiu8nu0uP9y7+sGdBW13+shWlnsoIF3majWfG616J03xiXQLjbL2CJP5xNpIgW9fgzTve/vPy7fOXrw9euWGA85evczh36RqH85dvctDnn7tw9c/BK+cuXB+8dHPw0u0Ll4cuXr53+frDwWtDgzfuXLh598LNu4M37py/PmSAwRt3JrTfvMMBtp+7fvPc9ZsXbtwavH7z4rWbF67euHDt2hiu3rhw5c6FK/cGL989f+nOuGPQ7Wt6uG4SE+N60j5BikvXIc5fvKYPrv3C5RscBi+Z3pFJy+ZajMn63v5x+Qn+vHKdw7mrNyD0G/+8cv3Pyzf1ce7KLQiDdg5CHBMSl762xjBIwZ8Xr1pkCrfJn1wDb89dMoMrQ+euDJ2/escA567cPXfl7uDlJ7hw6e6FS3cvXr538fK9C1fuXbx6H2LwGsTQ4LWhwWt3OQuw/fyV++ev3B+8+mDw6oPBq4/OX3l4/srDc5cfwM48ZvnKPe7thSt3Lly5M3h5aPDy0PlLt89fug39/PPybejquStD+pnVTzTsLb9fuvr7pasTx++tJ7h0c/DSzfMXbxiAJ2sCcyGcbJE5uf5g8tM/L17nAJU8f/nm4KXrgxeuXLl687dLN3+99mBT30dTvWPEoVmuITniwBluAVk+EfnOPkmuqlTf6Ly/iQLnLF7W1jDnQEfx4b7Fh3oXvXB8d8mnvYs+7FmwuXlWRVWZm2/I6+IYR3mujSLFKSDxDc8AsSrS2Sd0qrOicWPvQw0gGUCzDANYCBYASyBZQAJAAUABQBqBAoACLM3QJMtQgGFZmgGM3vYMADQA9LgBmpkAimagEwwEy9IMoGhA0YAiAUUCmgA0AWgS0CRgSMBSepZZFpAMSzAszrA4AwgGEAzAWIBDn8dBQTCANAb3qQGEk00yeSwLBDRCswQzDi6icSlNgrGYTgOMZ2lCTxjPCWsKNANoFjAcjFsmwnR0VukwCXnN8fV7r34/gRx6AmBoBAsIFhAMi7MMzjI4YAlDABJyAEsAgAAWASwCGB1gUMCgHAcA2IGpMSEZGjA0yz7B2BgwNeLYcTdoBoedgUv6eGgG4RAUIKixwCdkBOhhbL964KR7yg5sVX6t5cNNzPQH0gjmrDEAUIAhAEtpMRwD4BYKVm7d/6pntINfmntYnliZ5h6Q6aZMcfVXS1WJdj6R04tmrl8768C22QPdiwe6F79wfM+cY90lH3QVt7fNrlhR7iGPsnOLdPJNtPeNsvcOF8tjHaXBzjK/jt3ddx4OUzSrRXQIgqAoimEYhmEoisJ1dHxBjBaOg2EYPr4Y8FGjRd8+v1loEBtfLJKNOdzuuIXzU98NY4PGcRm4bTEuiwu/DgY0ISLoky3Ka9EBkwJOwqw5skFGjHdhYFBIIizaNCcXjuMEQZjsQsjEfs7jp0ln9N/yOGxgVkiKBabDpGIYhvGExhMdJ5dFvrX51ecL9EHIwDRwgEcufZs4TuIEhaAkiuI4Tmp1+KiO2LK9y9U7RCyPEinV0qBMO99EkTJDqpoxzT0mt7B0/do5B7bNPtRTfqin/IVju2cf6y55f+8crvjau0c5y5NsvSMkqvipkkAPv/iDx86M6giCAQRJw90TZhY9t3CD4CGBHF/M0TimgVlj6fVtUhTFreu7YZLMcYw/1V84JmfQ2AHjuExKwROXOeYkdDBOBI/DQsjmmOa0Ncm0yixPig0UNqctP83alPEYF5gLczbN6WByE3OKGSdXP7rJ8QWKwB+gSSZPaBbzayCCwBQTwvoD5POPd2z80EtOXCiaHdXoaJqmaRpFcRaAOw817xz8zDM4wVkRKwlIdVAkiZRpIr/U1yXh2flz4cx3QvF9r2vO1tZZFSuWeMpjHWTRLork192CJKp4W7eQwMgZV24P0wA81mg1Oi3nAWW0GCuoL4FJsrGgYyHxMvXJFEXByC0ahx9xTI5AmlosOqC/rTkd+JkGezTpjBA3zPnw9N7yODw5sxZ1sOiDyejMMQU68KzkJYz6OWm0PCsdzMVlrQ4GfH0mt86vmECFzSkg0PLkQhNOtkgzyK9+GQEAEASm02kwDEMxgmDB0DCujE618wpzUaqd/JOc/ZKdfBNfFQVnF8yZWHz3FH/SM+/97pKtrXMqVizx8I2BM19HRYxEFW8jDY5JnjV47T7FAg2KUQytX3xNZs6k30J6jznVhHQd4+LL7wC/vtaSTfYb0priyxOaRTeehjkJsxa1fVZmCcH9wSrFeJgCfTDHJHiLr3AdzEVnQBYol8VcCAlNuLdW6SA8F/oWhOtg0rLF6Pjza2CTYSiSxFFkFABqdHQYxTGUYq/ceRwQlzbVLcDJL9bZL8HRJ97ZN+ENSXB23swJxff43rnHeue/312yra14RcUSmXys+E7zDBMpY192kEeqC6/ceMACMDw6guOo6bk3r8cGKhswzZ1TGCSM51RFXzJz+TAQjsdVc5aFMM11HZ64zDHN8TnRTMZl7DCPaCbNmjxlE5hfc3KZM2tSK5Nki0NoEokQMiyFRMfP5OGb1IHH4Un4wK+DVdFZZVa4DsJzoW/neQxMfgdMXiEhSZJhKATRYqgGsCSGISwAOA2u3x0JjEubIlU5K2IdfGPtPGNEisQpriFZuUUTZ77dJZ/0lb3XU7pl/VjxhV+42XlFuAWqHdxDYpNnXr/9mCBZHYqQpAkP+MMzFtdchCZtWhxspN7Ml9uQMOrExj4YmDXQVLjD+hz9kxGT9o0N8i8CddB3gJPCItli1sw5LNwsYbTw62DRLLeYc5X/ApTJuKzVgZp48DaXL4s+8OjA8S06bM5bg2tx1kb39KLxk/kVE062GJS5/mCgtjHZ2LJpT0icoUmWIUaGHzA0iWHYiA4beoQExKZOkapEyng772hbj2iJMvl1cVBmVv6E4vtJV+knfQvf7Z63pW2u/szX0Tfa0SfiDWe/sNicy9fv4wTDsixJYIRRITOXZn59DdJmTBZu1tw1X5PimjNr7CGtt5i0aewDj8OT8NYqHeiJixDFJievOR0M9m6tWYEOGx/eJh2aRZvm+NYmgsdb4ToIMWuVYvy6kRMHpjmb/GaFp9iq0AwsWxWXcB/4HeD4DEWjOgRQJEPgBI5qNBoagBv3tAEx6VMlKpFSbe8V6+AVK/VLfs1JNT27YOOaicX3aO+Cd7vnbW4tXrFimUwe4yCLdVEk23uHSwPi33D2i04svH1/hAUAx1GSwEgSNxaCYRgh4RmnwdwBU3j3hXs3dsBgE8pM9+Voxh4K6bvGabYqwRbNCu+Uk2Oay5qxCDz55TEr3FseH4zltWiZh2ZANrl3nhmf/sjkmXIau2FuXmZRXnNkczRrc0GZ6eqcwybNCpHXYOFnCkmccLPkZPuDudAMdvpEB4IELNA8fsQQOGABhhEEDW7e16mi06aI/V38Ehy845y81VK/1FccVNl5sycU3yO9JUf7yz7aW9LeWrysaqmbMtbePUrsm+ToHSVWxr7qGhCmLrh9exjQgCRpgjLx7adJjwWe2pBPMfM1mQwDgpDzICFnTCYtW6WDxbiekw5WnYtNQgfhuRAYl0AdeE4zjc1ae05qUQeTrv41OpikPVcdeBy26MbT6yBQW2t1MGmZxwFzOhAUSdIUSeIkiRM4SlEUQbJD97VBMam2boEu8lhH31hH7xiRImGqJDArr7BlVeGBbbOP9C091FP+wuGeuUf65n+4Z+62ljlLK5dI/WLs3aNEPokOXpEiv5hXXQNCE/Jv3XoMKEAQFEGZOAxyE0+DFOovtKmFn6Zv1pxli2aN02CSaVJWi95apYO5uP4aHQyY5hyYtA6TYD5zHYTL9fQ6mKT9NToID+2Z6MDvML/Zp9HhKc0+vQ4WQ4OWSZqiGJqiCIoiSAKjaZqkwJ0HusDoFBtpgLNvjINPjINXtIs8foo4ICuvsHV10dvtc470LT3cu2Rs5vtxV2l7a/Hy6mXu/nEOsmixb5KTT7RYGfuaNJCb+VIUQ9KGvnKLRdUskvUFNSbzpMGAbDETQsawSbI5N4TowMP8y3SwKmvW6iAktL9AB4vMZ6WDMfN562Axv89PB6sUeyY6mIvrL9DBKm8phqZZhqIImiZh8aVocPchAme+IkWc/sw3O78IFt+j/csO9y554Whf6Sf7FnzcVbq9bS5XfCXyZCefaIl/3GvSwPDEwqGhEcBMKL7G4Rn7+pSzToE55rEs0AeTZx/8ZnnSbM4Hi3E9Jx1MTs1M9rCn0WESzKfUwdysk8fsM9TBpKt/jQ4CfXhWOvA7rG/qKXvO0/dzq3QwaVk4k7NsbuYbFJNq5x6kX3ynuQYZFl/+yw6vSFQGlx2E1FNKQA82mTOBli0ySeu/cBPY143dEKiDQOYz10F4XM9PB2vjEsI3dvWv1MGY9rx14I/rueog3FuB/OfXz4XrQJk6WvAUX3NxGRRfiqJg8Q2ISja+7DAjt2DCZQdri69xYPxTenMqmCTrf/qXzXwpSx1dYGhCTm2M4/prdDBgmnNg0jpMgvnMdRAu19PrYJL21+ggPLRnogO/w/xmn0aHpzT79DpYDM3czJeizV7znZFbMOELN2vvdjBXzjjnSFOLELI5lc2ZNUc254A+k8dbY7P6jvGb5bHMw/zLdLAqa9bqYJXZZ67DJBR7Sh2Mmc9bB4v5fX46WKXYM9FBeGjPXAdziTDpLSy+JIlTFAHvdiApYPFuh8O9S0zf7WDnFmlu5ovr3YdjECTnH2Fq0SfzMI214/g8ZAPLJh0w6YNwpsDQeKIzF9dfqYNwm9bqMDnmM9TBmCk8Zf9Hes7T6GAxtOehg0mzQsiT04EntOeqA7+3xg7DW80IAiMIDMcQkiQJkr19TyNo5nuou/hw77wPdhdvbZ69tHIJnPm6eKu5W81C4vNu3nwEiy9GmP3RvbXJ4D4S+GwHfrJVA4PfVWJi5gSSrRpCJjl/gQ76cVmrg0XLJuuIPl+/xVzR4YIyeISIAZnSu8/XOPxJj0xjvnCmcYwCFx7FzOk2idA4gsXHd/BbfvrxzuODsc1Jj3eLOhjzrRoUnFmMIkmawkmMIDAMQwiKxCj25n1NYHTKNFcVnPnaeUW5yOPfkAROzy5oXV10YFvx2MzXXPG194zgKb7mYptEMnh6g/C+LlDfSTOtzbEx32Jcf40OJr3l18Fg0fdW/2kjkyt8BpaNiy8xcWBwRvjNPn2KzT2QSKBi5vo5t/DoQD6H4muQOHN8c5YtmrVWXn4HrCJPTodn4i012eJ7qKd8oHvxC4d75sLiCy87uClj7dwiBRZf4/HG47SQwUnqLQIlM7bMo5rwTFiVDCE6mDP7vHXgmTgI72qksMFpHJrF6DgOKaz4CpTXODSLEyhyYqE0Z5lHLmN5KaMZOr9ZIfIK6efGZP5ECOy9Qvo5xxdINqeD8NCelQ7CR4S+Ta74kiTOFd9bD7Tmim/LqkLD4std8+UvvvCar8nArMqcSSH0up/VkhmTjY0L8ZbHAXNxWWXZJO256mCRbDE6/U14zAqxadKyyXxxTH3j5hTTt2ny6x2LOghMhP43PEK0NeezOWF53BCSXwObAlNskfwMzQoRbRLyPo0O5hwQaBYWX4LCSRLHcdTq4st94QbvdjAuvvALN5KkcdKEB+a+SeSRzKRq5iSbHPlpfBBu0yodeMw+Px2ER2dsk7Q0KvSvzBrbJEwt5sxSen8ExW1LjT8d1FhMc2bNfb1uzgdz38Xzi0yaX4SkmEcH40hNmjVIh7EDFnUwZ9acZe7TpxnvJoXld+A56WCwcGT+uIx1MCi+JE3xF98J13wtFt+xux3oCcXXwAMht56YS5uQHPOb5ekQAn2wyBToAA/fYlzPSQdzHd1aHfgD5JiU0WLspMm4qPF6zbltlbzG3pqU15wOJvnmjAtMhDkdzAlizuakHTCpmLUlVaBZi94KdHgS5Mnp8Ey8pWkapymKofWLL04DocX3SG/JpIuvxTGp77QxmSc2IVoYC0E/h/t8hSRDiA7mzP6VOliVNY4JbyZnWdb45wA0TZs0a3IX+m/N+WBcfPV9MP558aRDs0g2TgHngFX9weRezKXMpM/C88tDFthzzIlmlbykmfEuxAfhzGeug8C4DGxyxZeiCK743n6oe/bFV8iPLIRkzpxqk5ZsEmSBTJ64rNKBh/nX6GDSJr9ZWq/y8pAt5td4qmVOB+Pia+C8/lt+B/i9FaitMd+qzsDD59HB5GJVaAKjs9ayOW8nbZbH8tN7OznLPHGZ9AEWX5ImBBbfCdd89X/hpv9UM3O/cNPfPTNxMdeNzJGNOtiTqIzNmiOb9EEI2VqmtT4Y8CdhVojD+v3AmEnTNIqiAAAEQUiSpGmSpkmCwFiWxjAEAIZlaYLAKIrCcRwaxHEcAKDVaqEFgiCgQYZhSJKkaZplWYqiyPHKSJA0TlAkSTMMgLNjwNI4hlAkTuAoAADSaJrGSYKmaZYFFEFTBMlQNE1SDEWzDEVTBHyFPlMMTdIU/JAFgCBpDMNYlmVZFsMwABhEpyFwFLATptUsACRJ4zhKkThN0wRBwE1wgmIBYFigQzCSJOGxhKIoAkdpiuAiYlmWIAiapse8xXGGYbiDAcuy49vSGIawLA0AgxE4zTI0yxAUCQF/70QQGAAMAR+zQpIkSeM4SRAUVBLekA8B80VRFFxBURSjaJSkCIqEIZA4AWgKUCSgKUBTDEUzFE0xNMXQOM2QvM+6eoYjSHg/t8osz7h4em8n7YPFgalvk4BPNWNImiZJEqcYmmDA0CMkKCbVRhog9ot38Imx944W+6lfFwdwD9aZ8EjJpy++PB5TenMoISroG7cohLFlcw5Ypa8QB6zSwZxZa3UwPrybJHOfsiyLIAgAADZiGEaSOE2T8F9XYcWBJRKuUxQFybAkwRVYVeFO4QpkkiRJ0yyOkwAAcny6CgBgGAYa4WiwuDMMQ5MUfPj/GBiWJimWHvN5rKbTFKxl8N+yWZaFNqFBAID+W+6woS8FdBjaxHEcQRAuEIIgUBSF9RSaYlkWRVEYOIZh9PgRC94SCwNhGGZcBwrHUYZhoGIkSWIEPPpQLABcxWcYhiAw6CfDAOgV9BboLTAj0Dgs+gxgKYbWoQi8OIujGEszFEHCA5V+8SVpijTqO+YGhcARxN97n3K8C/FBOFPIeLdKh8mNd/3iSxDYMyi+Ip9Ew+JLTSi+xn4Id9qAxn+mYGzTZN3hF9fAB35XDcwKJFvVz8zFJUQHc6dX1HiPN7DMFU24wDFP0zQAAFZGeMcCjuPchnC2S43PWGmahiWV2wW3O4qi4GwUwzDIgZNHiqJ0Oh23R7gXmqZRFCUwnCYpwAKKGKvIKIrSepWXoiiCInGSgMUX1jJYvmF0cBYPt4XXQ5jxySxXTOnxIw0s1gzDQAdgsFzh02q13IGHG8mwgEKvaJrmIiL1LsXAkwNok2VZWKbhcQ5+CiVlGIYY/xMT6Aas8iiKEgSh0WigM1BDmBR44OGiYFkWQ1AoF01O6BICi69BfzB35La27ggnGzP/gvFuUQdjvpC4jHWAxRdeduCK7+2HOuPi+5pIZaL4Humbzz1Yx90/ztw/WXDXfAVKZu3FGnP5MGaam/fpk42Nm/PWolmr4jLHt9asEB2Mu4XxXABOe1mW1el0LAtGR7VwrkoQFEUxcPJHjddQhmFYZux8nGXGShKsfbC6wb3AeRjNAIpiEEQLAENRBMOMTZNpBpAUA8/0URQnSZqCZZEFFEECwMC/YeWmtBhOwmsL8CSapLmLvzhNk/T4w6K42SLDAhYAimZJiqFpGkVRaIqmCIaiEQylGcBNlgmCoEgcxxAcQ2BEMBYURcfsUBQAQKPRwEkxrJUYhkFNoDgURcGSSlEUywIUxRkGAADgnJQiSJZm4BGFJinAsAwDKIqhaZaiGJahAEsjOg1F4nDv4zN3eJwAGEYwgGUBwElChyLwmgaKojqdDmaTSxZFMfSE4ysB/1BR4GGbMjOILI4Lq/q5cLP848La8W6tDtTE4xD81Hj4WIxL/5ovQWDcNV/94mvnFaVffJ88WMf4CzeevxH6v+puB3NuCGHymH16B4T0HnMJtlYHY6ZBD4N9Ynh4GEVReEkSx2jAApoCDA0wjEBRHEEQDMNGR4d1Og2G6jBUp9WM4BiCoTqddhTHcTi31el0OgRDUFyrQxEURzECQRAcR7WaxyPDj3AMwQgcJwmNFsFwclSDIiip1aE4Tup0OgxBRx4PI1rd8PAjFNUxDIUgiA5FaAYgBKnFcIwav4hJMfAfsWiKoCmCoUmWoXTaUe2oRovooHEExSmaRTECH6tKBMtQFInjKEZQJEkxKEZgGAHn0PDPvWERp0hcp9HiJDGq0UE78Je+cBYD58UIMnbK//jxY61WS5KkTqdDEISiKBTFdQiGEwxBUDhOkjhBkxSqGQUUiWpGMa2GIkgMQbVahCAohgUUxWi1owBQOIbotKM4iuk0Wo1GNzqqxTFap8VRjCApBl61YABL0hTDUBiG0DSp1WpHRkbgjmAdhwWdplkaXrshcYLA+LsZ/3ATPi6E93OOb5UDTzPchJgVUnYm54DJux1uPdAGxaROc1VxxVekSDBRfI3v8+V5nq9VP7IwqYVBbJO4j1ogWX8Ti0yrbJoLTXg/M+fA07hB6vX4CZZJhCARABiGGTsrx3ESTrsYZuziLAAMSeIAUABQLEMAlmJoErA0y1AAMPrXRsev0wIWABoAmgEAUACQAFAsQ7GAYQEgWUABQLKABgDDaRbugQWAogGcStIYSRPQAkpSOAMoAFCKxSgWo2icoAgCo0icIlGGGAMADGABA1iSYmgAMIpFSQYhaJJiwPj/akO3WQBQkqEZwLKAogiaImgcYUkMUDiJalmGYmmGZhm4dxgOOf67OHidlxm/r4672juuGw5g1ADQDMCJsW8gcQyhKQIABgA4Mx2TiGIBTjAsQwCWACwJxQTsuBosYGhAM4BhAfzSEqcpnCRwQsfQOE2T4xeIWJxgGBaQFCApAEswPDhR5JN/EzfuZuZKibn7nc11y0n0c2u7ujnyUw4Kfh3MkS0ONAMd+H9kYVx8zT5Skiu+3FPNnhRf8v//efH/FT8vNimFgX09DkaQOpwYHbzwe2tb467O7fX19V988QVJ0jodiiDwC3fq2PFD29o3duzYtHFDc/u2jbt3tO/avrVj66a9ezqPHjnU0dGxffv2jo6O9vb29u072rfv2Ny+Y2vHri3bd27ctOXN/T2o9uGn/ziyeVPbxs0btrV3dHZ1b9rW0b5jz9btnZu3bL986TqGEWdOnd2xrX37lq1btm7o3N2xtX3Lhk0bd3Xv/fbHH3U0+xjFEZJBSAYhSBQjxu5YwBES1bIk9vj+na++PNvc2NS5Z/e29o7+t/4+rEV1OEUwAMNJDCOGhx/hGEKi2m///U1Tc+uGLe0///IbTbMIoiUJjMYRXDdKoloK09EUcef20N7uro2btmzY0n7s+OdaRAcAGB4exjDshx9+2L59++bNm1taWi5cuHD27Nn29vb29vaOjo7Ozs7169d37t67Y09PfduWb777ASFonKZwHGdZ+uKF81u3bNrR0d7S1vrZ5ydRmh5BiBGc0qAEANTxox/t3L65Y+umTRvXb9m0devW9u3tuzq27z735yUWAK0OH9bqcJohWYZmGQzXnj1zYn1by+5dnU0tzbs69zx6rHn4aBQnGJxgcIIiCIogMJLASAKhSJwgsMl1SP4RRBqV6Wdilr/fWss0R35WA1OIWf6fF4sUcc+4+PJ7LDwZ5vR95sl4mhzzxGWVDsJzLFAHg8du6W+o9ymK4SMI+rh03kxnF3upm8jBwa62tpYc//4KQbQazUhObqa9w1SRxMbd3cvy26MAACAASURBVNnJ0UbkaCcVOTnb26j8/UpLiiUSiY2Njaurq1gsFkukYonUSSx1lrg5ilxt7e1qKpeOPhwKC/O3t5vq5eNp7+DkIBY7iFydJO5TbBz9AoJvXB8iSXrenNI3XnnVQ+oqcnFwdrF3ETt6envZODkEhUe9f/gowgANyWhxWoPjOgTDMIQkMArX4sjIzm2bgpRylb/cxclZ6u4mEru5efmmZ+VdvXVXg5AaFCNJmmEowDI/ff/vjJTk16fZyJVB/zhxEgCg0YxQGApYgkRGGVzH4AhNYVcvX0nPzHB0Er861XZ2yfyRUa1OpwMAfP311yEhIY6Ojra2ttu2bRsZGVm4cOHrr7/u5eVlY2MjFoslEomzi3iqk0gk8z31z3/RADwcGcYIXKfTlJXNs7e3lUolr77+2rq6BpSmR1FyhKR1BK1Dhovyp9tOfdld4iJ1Fbu5uru6unnIfOxsnYODIj76+DBJgVEExWnm9r27u/d2RkaEeMukMneJnY2tzNPD00vu4aNoat2kw2gdRsPLKVAfhkQYAjVZfJ/5CHom4/3ZDkyL3k7OMk9cJn3QL77GD9axUHwNHikJH6ZusvjiOCnkqWaTToZJvawlP9ccm3NDINNcXFbpAC8j4IQOJ3Q4iUEQFE7SBEag8EYomqRoktIOj2iHH7OUbn9Pp6eLU6ifMiAwWOzpvbqlFSEZZFRDDmsBQ3599lRAaKBCKffy8AwPDIwODggLUoVERHspg+csXFq6sFzu66mOCokLVyq8pEFBQR7efn7BsSERSUFBMUpFwDf//Oqn7/7pI7UJC/aTKcN8w5ODI+KUSqU6MUbq5tK0ecMoojv3n/8d4uutVPgHBUcoVf4hQcGhcv8gb1VkVNwb9qKskvnXHoziOKAxlsAZnCQeE6Mj+COW0ly9+HN0bICD47Qgv7BQRbCfr7PCTxIWmfjaNM++A0dHdBgL7t649r+7O3Zta+vw81fI/ZXObt4liyruDT/SEKM6coRkdCiOkCSp1WoJAsNI7bDmQWNbk0gq81VExCak/PTrFwR9/cbg90WZ6SJnTzeP4M07ekd0yNDl38MVrmEKX5Wv0tc/JDwmPiTUMyzc203uW7y4/Nb9azQ7iuvuAUL7/oEDzvZ2qkC/wIhAJ3e3da0bUAogKI7ijwA1/NMXp8Pk/oqgGDf/cEVoSECwPCLI3dt1Wmh4kK2L26zy2oc4eIzRf166NLt0pqu7k8zNztdLHBqiCosIlXnLZT7+rh7ytfUbCBrQFNBodPDmPALDcYIiSJr/EZEW+7nAEfSsxrvF4WPOh0l4+zRDXvh4h9fr4YUg7mHqQ/efFF9772h7zyiRIuF1F3/4TxZvbZ010L34YNeiJ8WXe6oZ9zxfF0X0y2J/+FQzlhgrvkIecmrw6FIesjHNmGnSsjmySQdM+iCcaTJh1uogMC4BOjy5RV+/+GIECg+/NE3Cq5AkigCa+M9P30VHBPu5uyncPaOiY+0l0pqGRgoAAkGxR48BS+7t3O4idXZ1kyxbWv7g9p1Hd2/fHbozeOn6/VFiaFh3+/6jodvXCc3DQ+/vCw2QOzs7q5Mz/vXDbw+G8Xt3H9+7c5eldOubV4tsXg2QyyvWtFy5q7k2NDQ8/Oj20PW7d4dGUJQFoHv3Zj9PVy9PRWpG/u2hu4hO8+M336bEqP0UARKZ94LK2tuPtRQJMA1BEixBkcO4lgQEhY9+feazeWVFx44fInS49v6jt/d3+vq6uXv6STyCet78GKNoFLvTsW3d//vCC2IHF1VggLuXt4u7X2fvOxjDDKPDWnyUYjGCwnU6HUWQGKrTah7RFPrhR++6u3vI5WFKZejJLz95PHqluCBD5uLk462qXdWKA8ACMPB+n4fz60pP9+wZOUMPRq/eunv3/tUHj27cfvzo9uNHBEBQ9D6gR//8zw8Bcrmfj69/gNLNWyby9GjYsJkEQKtDtdo7gBnub9/k4SS2lfgUltdcvD00qrn/+w9n1OEKHz+lo7uidHmdlgIaLVJbU2FrP1Xu5106b/ZPP3539/6dW7fvfPXv76bnFvooAn748ReSpM//OfjBO39/s6/36NGjCILpcALFKDgkjfuMuarH38/NjYtnNd6FDGGryDwOWEU254DF8Q7vieT+yYIgCJxg4D9ZcDNfWHzfEKmy8gpbVxe9tXWW2aea8X/hRlg6Xhl7b5JvwNTflseyRTJHM/aB36aBZf7ouF0I10Eg06IOxNhVP4IgCJwkcJIgKJygcIohURyhGZykUBQZBYDSjT4cfXyvqDBX7OSYFBVbWV7p7OLqIvOq37hJSxCoRksMj2CaxwW50z183SUy8ZHDHwOKZEkKMIAEQEsChAYoyTAECkjdxqbVCh+Zm8x9efWq+xqEoAGK6gCF3L7x2/SUSF9XqafU+/RX3+IADOseodgoywKKBCM6RIuMzCvJ8pQ5iMXe+98aIBiWZvA716+XzJwtErtKPX363n1fRwMMZ3SjOI7ROEEhBP545BGBjrIEokNHKRoj0GFAE1+fOREXE+vh7e+hCP7XD7/QAAwP337nrT2tdVUNa2p95L4e3v6qsITv/jtIAqDBdSQgUFyLYCiGESROUQSJI48BwH/973ehgQGBfsHeHor23e0NrXUSsaO7xLVuXRNFg8c63YjmUfmimW7iqQof2Z49XTgDEBKQJA4Ao6UYhGUQ/BFJPdIO3yqYnu4llcZGRi0qXyjz9XT19l3V2IIzQKNFUPS+9tHVsvyMMKW/s1fI3g8+JQAgsRHdnXMFGfHOrjKPgLi+d48SBDhxeCBM4eknV3j6+v372+8omqUBoACgAdDqiGPHP716+Qpgmea6NbZvvPL6y3+rqanSYriOZjUkjeEkf/GlJnWWadB1hfdzi+PduKtb9IFnUPCExmPZnLc8X82Zi0t/5kvgKGk089UvvtzdDod6yvnudjD3IwsDX41vPTH225hs8ltFbnPaaBFONukAj8NCmDzRCdeBJy6rdCAIiiRpiPFfteLwsgPFkCSF6pARAMiR4fuAJXbvaJdKJVKJ20cH3ht475CLyM3bL6i2sYkG4PH9e4CmvvvmbGio0lMuU4Wp+vd1Hz185OOPBw4f+ccHhz+7eOM+BcDIiAaw5JU//pOdkSR1dfGQy4+d+YIAQINiiOYRoEdOHjvg7+USKA9KV+ft2tP71nvvHPn0g398fvjgwNH7d7UMC377/T8BwVIfuTgkLPHUmR9u37t/fvD3Vaur5XK5h5dn/sw5V24O4RTQYTQLAGCBZhRlAMuyLIbqUERL0hSKaRDtEGC06xubfTz9bB0ktfVNwxihwwnA0hSqAWD0H0ffcxa5ePkGFc1deneYQClWi6EUIFEcQXQESwEcJQBF0tgoALr7Ny8WzsjwlbgH+wXLVUEefv5OYsnqNeu0WoQgCB0ycu36oFIpCw72DQz237Bp48Annx48/Om77338ybHPL98YIgCjQx+w9HBnxwYfqcRL6v72vgN9+/rdvD1dvX1r65swEmi1WsCOfvvV0ehAT5mryDM08ftL968M3bt28Vx9ZZmX2N7NJyhrzvKb93WAAW93bAqUOASrAoLDYsMi45rbNr/34ZGffj43PKJj4c3RLHX35tWZORlSF7tkdcyXX39BAfAII7QUixCkyRmZxW/5hY81q/q5xRE0OR+sGu/6vlkkWzuKDZjm/jqeZ+Zr/RduvDNf48AmPfOlzCz6fB6yPscqB57JzJdHByFxCdOBNll8URwhaYKiMZJCcUzD0NgP330TFKh0cnKaPatk5N5I5/Y9IpGH1FNRua6OBoBAdIAiO7a0+frIfFTeIk/pq6+/MnWqzVQ7+xf+1/8TFBl//uptLUaOPB4GLH7q+KG4yGCpVBKdlDp44w4GgA5FaPwRpbm5qmqOVDRVpYh0dw16Y4rdy6/+bYr9yy/8rxeysgtuXL0LWHrnzo0S2Rs+/u7+gVEzps+ZkZWjToyVyFylHrK0jPTffv8TsADHaJwGwyM6FKNwlMIQFNchNElRFPV4eJQgEQCGjw0ciAwOd3ZwT83I/ePy1RECR0kC1WEsgY4+HJw3d4ajs5O7R8CuvQcIBmAUO4rocBJhAEvgDE0AEmdonMC1jwAxTOnub2pcK5oyJTokWhUWZyP2WlS58u7DYR0yQuFawCId29Z7eEv9AhV2Lg5OYtGrU96YZuPw6qv23t6B//lt8LFmFAD0n18djw7xk7tLC7JyMATf09M9zdHe1du3oXUjyQAEQQAzum3DSh8PJx8fL//opKScuWnTsxNioiV2UzzdpCnZs36+MEQwgEW1Zz7c7+c8Rewo8g+M8vRSuMt8bOzFcmVI1co1ly5f1Wg0LIl9feZEUkyYj0y8qGzujRvXKAB0NEBZgBOUyZ5jrug8k5nvJMY7JXgIW0W2OIRNVlKDA5VJsgHBnA4WZ77G13wt/MhC/w80Bf51PI/fPGRjmjHTpGVzZJMOmPRBONMgf/obCtdBYFwWdYA/lBjbauwZCGMzXxRHAKDgjaIP7g8V5Wd5yFzDIyMuXb4OGNC+qcPB2VXm49favo0CLI2iuvv3ls4vcZOK3HzcwuJjwqKi4xJTEtMyfQKC27bvwAHASQKwFI082tS42k3i5Oom3dCxe5gED1EcwXQAaO9d+yUqxCNAJVeqYvxUCQnxycnJifHJsaqQgA8/OsgQpPbhrYIstZdc5Cn3cHP3dnaUeXv7SqSuYfExjZvWX7lxkyRpwALtKEowACFoimZJnAI4BXCKYajHI8M0AASJ7O9vjwmTS50lyeoZg5euEwCggKUBQLQ6Ehm9duHHmAg/H19FnDrzl18ukhTASYKgUIJCaZbBcJqmAIbSDMVSuBbXPQBAe/ofAz4SUVhgqIPUd17l2isPRjUkzTAIOXqXGrlfnJ/j5u6lCA7zjwyNSYoJjwpOVMcHBES0te148FjLAjA8fLMoL8Vb6his8L1y/hJgwaZt7U6urmJP7/qWDTQDaJK6d/OPgly1q7tTQFiIjZPT69PsZDJPT5lPXHxyx66+Gw80BACIbgRgIyM3L+xa3xgcGOLu5i0WufnJlaqAkMCgsJffsFlYvgKjaIZhhoZu/fc/35/7/b8P794GgNEhmBYjyfHia7IuCBlu5vqkVYNicuTnN94nQTbngIEnxmSLM18LxZd7toPxZYfXpIHhiYVDQyOAARTFUAzN7ZsxWsx5b5JvwNTflseyRTJHM/aB36aBZf7ouF0I10Eg06IOMM1jyaYJkn5yzZcBNEFgo6PDNEXU16319fRQyH2y8/M+/ezE8U/+UbGkUualcJF6VNfXUYBlMOy7L86G+ft5erhHJSUcO3P2p5//+PpfP3zzw0/f//7HtfsPcJbFCJRCNfevn585PcXXy83HVzHw2ZejLEBYgGAorRk68s5eucxJLpfHJOec/Po/3/77+//+9J9vv//hux9/un1nCNDIf7/5NNRP7OMrCwwNqa6smVM4Ozg41MPHNykn59zNmzQAGEIiw1rAAIyidSSJEThLUgDDdQ8eMixBA+b85cF1davELm9InaaWFRdfGrxGA3DnsW4YI+49ekxTGKDRA30dbmJbqbvb8hU1OMEiOgInERaQDCAxAkcxmqYBgjAMDRgWx3QPADNy5sSRED9fuY8iIDLxX79e1ALwENHQ5GOAP7zw3b9CfOS+vqHeqqi3Dw5899/vfv35Xz//8O/vvv3h1o1HWpRCMLS5ufb/I+69w6Ostr7h93lOsSC9E9KTmUxmJpOeEHoTUFEQEJFeFUQpIpAQWqiiIooFe5eDeizHcjx67Ir9WLBSpJM+M3fZvazvjw35YiYJ6PN873dfXFwpK2v2vfdav7322qv4vXGFIe+cKde8/c+3ntvzwtz5CwK5uUkZmSvK13EBoOH1l54oKcxMC/myS/qUly6bcfWEotzCjIzcQZdNOWmBq8BBruYRUBZIzJD99ddfb7/t9vIVy8ZcOjInOyuUnevPzrt03FV1LsECBIAGYIyAlloqUKAUUNJioaVYjfi9ct66/rYk52fV91hRP+sYWlGKlj69dc4tjbahaLU6Z30XSkqtTL1AU05PSKiqQ40z3Hr5BiRnD+8cW9vhpQdmNims0yS9uMHyFSb1vjn4j32r37sTtiQWza5usxPdmKyB4e/dt8/KufFf/a55OOt7nes8SGL+SUWbgK/UwnVtAPXvN9/KCWWH/IFApt8XDHTt3i05McWXlpGVW5Ca4V++frUEAEHv3LI5z+9LS01eePOyGhebTDMC4IBytcKSY2IB4H+9+MyAvGBaUvzlV4z7/miNBWALoJQqp3LlgunelIS0dN/StVsJgBQAGoQGAYCpA8reuXVZIKlDVnZwwqQpAOr9t//tTc8MZhf0ysi4/cEHEZOSA2AhMWegXMWZoIJgcByQggu856U9wy+5OCGx15CBxY/uusuN1IGGsIUZgMWkAGDUwXb1DfOm+D1JwVDWo489pQEIYRoYFw6TiAkqNLgEhAaEOeWIC8d1q+68c0umJ9Xr9c1ZdPNxm9UqcDTH0RPAo0/cvjUnyZPmKRh7zXwCIICDCgM4WoIUoAFeeeXlrFByXnZyXiAt5E3v0albWnKG1x/wBkLJvkDZ2k1SACh5y/plQX9CXKZ39qJFwMKv7X7Ek5IayO7X0z94+6MvEwAAUnvyp5/2fcIk4iYRUHBgdv2JQ4MH9MnOzkoLZC1bXYEA6og6UlNXHbbq6iMmtVhzYVIJWxebWEn7w1bnOcp5S+oWq0FnkfNWiZt9qZY2oWbpm+XcygBamoeWLN+G2g69g4PjMgcmZw/vkpw/buI1BnxfenBh81XNGsC3SUlJ0Wrx0NgRx65Es5T/K+Db0hhiJ7cVto1RUjSqU9Nk8RrIGjg37JnNfnrr4NvsnzQh/u2rnS6w0jAYIZiUnBCEsSulPHjw4NixYz0eT15eQW5uflZuTm5ubkl+Yd/cglAwKzU9bVlZGddw9OCRCVeMC2QG0z0ZTz3/gkOFYxOChSNZtR3hwEBQbkdByG3rKzxp3uR0z8p1FfXUdTnmCiOrqv7IT4OL81I8vuJ+Az9643mwK2tqT0Wo+v5kfYSD5pZTfXji+CvSfMFuvqKNdz+pAepPHr9y1LC+edne1KSJEyfW1Ea4gohLiJBMcEocUFQzBzT+6ZtPy5bfkBPMTEn2Lliw/NMvvqMCMBGW5biuzTECQXG4jrvuV599np+fn5iaNmTEJV/98HMEy8owZhpszDAXGkAqioktONKKMupqxU6eODbxqvEpScmZGb5HH31Ua42QIyVnHNlOeMzYSwNBb6bfc/fdd7muGwk74XrHivDqSptgfeL40TFXXJKXm5XhTQ2FgkVFRdnZ2X369M3Ozs3JyUtJSauo2MgE/+XA/gkTx6d6/Enpxc+9+BbFNXWV3465pMTnSU735V9y5fQ6TAWIPbt3jRpacM/t23789oewLaqj9Nipymef39NvQF9PRnphcdH3P/5gu85Djzx8+Zgrrr5m0j9efUUoiQnTAFKBVBCrZU1EKFbdYoWtsZjFSm8TmpbkvAnDs+pFA3Hjv2qWXsY8sfreBEZEc5jT+jBkq+AbOxjDuQn4SilbAd8rJxjwnf6bqmax0Q4mzrfJhRsTrfm/G37eSiSHjNmszj1ApBXiZjk3eZosdhO2jddP/hZ8W2fb8CetIC9vbttsoGn8Uk1u55rQ8zOhZr/9fGrw19Tn3bFjR3Z2du/evW+99fZPPvnsw0/2fvHFF998/uXS+Quzs0KhnOxlZWUS4J1/vT1swJDMDP/FI0Z9+cP3VGslgRJpEURAUY4ocUCJkwcOTp80KeQPFPQpeev99xHICLIcHAHALz3zUFGWb9DwkSUDBk8bf8kNMyfMnjN9xoKFo6fMfmTP30Ggz99/Y9jgfsHcQn/fkd/8WkuZAskf3XWXJyFu+OABRUVFu//2POFgYcY1aAAlKUVRUOSrz94bNbxfZnpiv+KCkqIB06deN2/ejbPnzJ87b8H48Ve98cbroNVnH3547bTp0ydNmnL1pKKiosKSvgOHjZg0c864q6e89d5epgFzRaUprsYocwG4Y9dzhqQgn326t3+/Ep/PN3r06P/850sAhZBDCALgn3/x8bDhAwuLcnLzsqZPnzplypSZM+bOnTN/wvgpd+98EDTcftu2gN/To3vnO7Zv+/zzTz/99NPPPvts795Ply1bnp2dW1BQdMMNixTot999p6RfH18we+jFE7757lelkKCVFWsXZ2am5BaU5PYZ+u7eL6Ous2DBtIS4i0L+lNGXXTJ73qJJU6+78qqJmQFfj17d8wvznnz6KQ1QW1935fhxnbt2ycnLffmVfwglNQBlwnaQkLpBzNiZcEbZgrnXmKxZ6f2fiHqDhDe5W24suo3VrUHmm1A2aFwrA2hW38/l2jx2ALEA1dIMtMS29Qs343Yw4Ns5Ke/KCdeYThbnFO1gqpr9rlCz1uerlWWOXbPWBaJ1trHMm6WM5dyS6DRZrSaiI5oTymbZtk7WyhjOUJpQh8bP6bxyIdjOnTsTExPbtWt39dVX19dHAODMeVYtu/7Gdhe1bdeh/cxr53KtFi24sXvHrp07dllw/Q1VVtRhjDHBCI8gRwAg5IDgoPhTDz0Q171bh3btBw0b+vOvvyKtiBKEOtSpn37V6C5tz+vRO7FnfFK3tn/u1eG89h3a/Pd5F3ZKTN/z8qugyfIb5sX16nr+Re1nLiqro4AQAS1++ubzUKYnvme3Tp06XXnVxGOVNRKAcYkQYsiWzCV23ZSJY9td8CdPakJKQnx87+SOHXp06NitXfsu//2nv6Smpn/11Reas+uvndfmL3/p3LZt144deveK69aje8/ExP+6oE2KN/PtD/ZyDS4VlDNMCaEOZS5niGAbNMfIWrlyeZs2F/Ts2XPhwoWMESk5JjbjiHF39ZqVHTq26da9ozcjtV27iy666MIePXr99a/nX3hBuzt33Pvcsy8mJvRue9H510yaWFNdCaBMBRzG2LJly9u0aduhQ4f58+dLrZYuu6ldh7adOnddUV5hIyk4BYU/3ftmdranU7euF7TrNGnqvCPHq2bNnJKS1CUlqWP37u3Pu7DzRe3iescnZmZmzJ07+8033zDFjJ588skePXp06tRp3rx5pkAoQoRzqbWps9M0jEHGPI3FrFnz5VyQt7E0qjM1nVuSXtmc+fL7Rb3FAZwjOIg/hCRnHW1jnsbyNQYQo1gIwQU0G+fbKTF37PhJZwdfc+H2G5/vH43zbXbKmp2IZufrDxM3/pNzZ9sS81iyxoLeQNwglOeybM0OsskARAxYm+qCvx0JoRRj7NbX1+7YsWPx4sUrVqz46quvKOWEMJch245Ga2qefujh5ctuvnHxosd3P02l2HX3PctuXLxk0dJ/v/0uBu0wZlkOdonJmXMcS3PGkP3qi8/feMP1S5cufXr3MxbCREguBSEoWl91++Y1K2+6YenyFaVl5WU3L9q8tnTN2rLFy5dv3L6jJmIrhR68b/uSxQsXLl7y2jufRBlEozYI7kZqn378kYXXz19Vvmbtho2//HpUAtgOklKCZFrgaO3JNauWl61Yuqps+aIbF5auKL95aWlp2ZrVayqWLl/xyKOPW47NKbvj1m3LFy9ev2p16c3Ly1aW3nTzsmUrS69fsuT+Rx63MBMAREgNwASnFAMozhCjLqMYI2fnzp0LFy4sLy//97//DSBcFCXU5gJxge5/4O4bF81fvWblTcsWLbt5cXl52YoVK5YvX15RsfHbb364995dSxYtvmnp4m++/gq0dByLUowxjkQid9999+LFixcsWLBnzx5E8K2337bkpsU33bzsgw8/1gDIZRhjQqN33Ll54aLrVqws27hxe2WldfjwoX+99dKGzTctX3nDunVbFy9avWPHXfv2fRsO1wGocDiMMX7ppZdmzZpVWlr6/PPPm+JqhDBTi5k1ijNrIk7NCnkrB8dY5W1in56L4jTwlL8TfFvRi1YozwoO5zjsVsbQLOfGlI3dDg3g22K0wzmCb4PbwaQXN6ntEBvd0mTBmjxNZqQl4tj3jBWF1g8XLY2h2dHyFk4rsWxjh92QMSwaIWZjmG59Bs5lHmLphRDcXLE1Slk24KuUYIxUVVW5rhuNRjnnGFPGBJGUUqwIiVZWYeRErLBFEBHcqg9T27UiUSa4IwWWEmPKETPVY6VgBLsYWbZVb9vRaDRKGDWnXYQIIYghu676BLYjtuu4iJhsOsuKWLYbQYhxSYlNnUg0UhuJRGzECQeCsCAYFKXEiUTqLdutjkSiiDKlMSVScupagjrUibjRekFwfX0tQsSxXIqFi4iLSF004hDsIJcxFqkPE8eltutGLeS4mJKIY1sE2ZgIAMt2MTk9k4QgxoiSHLm22aXC4XB9fX3UtpjglLlcYKkoZS6hdlX18ahVZ9n11TUnAUQkUl9fX2s6YiBEwuEoclwrElVCIsdVSlFKKcWEIMexEHLM/wpkxAo7yEUEI4QYE5hI2yGEuZZbG45UW5ZVW2MTBBqAK0xl2CVh5HIrwinlxg2ilHBdl1JqWZZ75jECZuqCEsIcB7WUuX5WMWtVxn4j563kIsdybjIew7DJRzdO7TUEzSLv/0TfY1+wJV1rop4tvVdLbI3boSG9mHPOuG4xvfgcwbchyaJZ8I2diFZG3OwyxxL/LtE5K9tY5s1S8ub8CY0HE/srSqnRxmbnoRWB4DFPwzgb5LsRpDb/h5Saf41FnHJOtZZaS/NDpZTpQoYxRRwTgkAI6biCUy6ZyzFVTFIGQoEGFyOLEyw5Y0xRSTFTQmupBKeMu1wgDUIobkCEUcWoEowzipWkUhDKmVSglMDYFSZcQXFCECa2khRAUUyUUhhTwTh2keAYI0eBJJQLAKaBKa1AM0YYsjmxJXEJtgXjTHCEiBKSuogxvn+GkgAAIABJREFUppRyCHYpUaBNGx6KiWJcMU4IQQi5lFApJIBLiXGMmt4cpjMbQVgwLkyrUCUVaJOVzwU2oSMauONGhCRaS8uKKCVc16aUSilNeXXTc0hypSUIxhmhjDHXdRFyGCNKMxdFGSNCMEyR1IJLgTGWgnHKEONYyrBrC5BSMEEoKOBUESGJYg53bGIRRIFrUJpRTAnCyNFSUUwYoaZGO2g4862kmIEGJXSD/DTej0Vz9l2DgDUhbiLAsZLPYuBSnuklGCvk5wK+sXoRC3yx/GNV+Kzg0Mp7xRKfOyU/Z/BtCDX7HeDbxOf7x4qpx75Ys5QtvVXrZ5BzHEMTylaONqw58GUxsNvwNP6tiHHVs5YrmDQ7Ua2Db+PHNJX5rUBQ09cgHK6TUhq8AADHQUIIAZIyV2IMhBLsEoYt4jDNFaPEspDjIoIZANUSISQwV0RIzLGLlORcYcxsB0UpP41iBjIoJpwyylyMXSEYIcRxMePSdPblDClJhWAIOa5jcUYYchXjyHEF40oJIZjLEBEyirFDOGKcMUYJAi04skALzgghzHGxBlBCguCGG1OSSsGUpJwBAHaRAV8tlRBCasW1crHjYkcDCCURQhhjJaRrO6b/sWlIgQgWSjoEmwYwGLuml3MDrJg1Mmhr1shcxDMmKGaOhZXQoMFxHKWUhtNhEowjA+KUE0Tc0+jPuJYKcddVlIDCXCCHAlPEsjgjiGMM2mJCAijJBXYcO2oaM1OCXNuhmJgadaZrBsVECQkaKGYUn25kwc4NfBtTEkIaoySLsQzYb23eWF1uSUSNarQk7c3Sx356LH1jbs3qexMt481hTkvT0pj4HCkbODe5cBNCtFLboRnwbVzVrKGkZCtVzZrMSOxMtVQ0KHayWlnjVji3IhC8ZdhqoGyJrflh46/ZmSgIFgOmjYW4McOGL5rQN0H/hmU2TDDGplWP+aKVCWkMvobeYIfxbCqlTC9Ly7IMmYVtpRlzLRAMI4cJykDYxJGUgFKSC6lVhCIGCmOsqQSmNJWCUMYIopYELoAzQYUQVsQWWHIkKGacCkRcLs0oiEOokBoRrCQ3EV1KCUKIlFwQLKgDnHDKGKEmJA5xzJSmWksAKgUhRCvGsQOcGFSilDOuCZWKcWRFtRJCcSI4UaIuGuFSIIQ4ZYpx4rimKaftWoRh04fIlHkzHlItgVNh+vFQSjHGXAoXI9M5ggkKoADA9IJDCFmWw5hAiAihECKMCcdBZ662pJagBLg2YoRTSm3bNsh7OvJaYMpc8+lcCqVAU8kQJhpXo9oIoy5TioC0uUQRUBgrHKYsQoEDcOyAIiAoRo7gVArGCOWUmYZB2EWm6zMjVEswxi9BtLG0xMp/s6rU2ICIFV3eyNQwvaPMOaNhZzJz2JKWNRwKY4dEW3j4b61O80VjFYt9x1h9j8Wc2Ndvou/NAlRLGNIS23OvamZ8vutunvjotqkv3L+gxapmDeDbxO3wP7R8Gz+tCMr/InGT+ZVcaM5AAxHSZZI01EYwnbsIZ4SC0pphEBwxihhlgjJGlFIIEUaV6xhpkaY3GuNIaaaU6c6rtQKKiWBcKWXbtokEdDEy7XjNDkkp5gJzgTlDUnLMGddgimZIQQh2KUFKgZAac0WEphI0AKWYYFszrCmVHMJI2FwJYYGysCBEAmZaMwDOwcWYaaaBcsSYJSkyNpoQyrTeYVxqDUoJwSm2I5ozhByMqUsF0+BKzZSWGINURFKmpKYUqDA+iqhQtjQN4LjthAVIpjSVYKpMaBBMYCEJxi4hxPg9MKZKCSk5JhYXmDAstRJKEnbae2NU2tzjs9OtIqWx+ATj/EzvzoY2ycaN0PBz8xN2psewqXLLhRJSu4hIBQhTxqUQwmxsUkqMsVKKMYYx1QoYVQaXNXDj/OXctDrmlEgpwIyQUEcIxqWQChiXhJ7emwWnZtUEp6bnMQC4rmu6GnOhXESUBspOt3A2Azb7rnkvI1Jm5ERoxqWUUklOnKikyHUsLZVQkjJBhCZCY8IAgFEMiiPkmHOP41iGIT3TiNoUiWfs9O2cEMoAo5kKo7nGuscYGz+V8TKf8VlhzrlxpJh+cVIrB7mnrzE5M98ictrlrbWkFHPJXIywlEaqBeNSMMG46ZTKGFNKEWybXpNESNNFiQuF8Gk1FJyCloxiRnFDI2p6uvY/4s09zcJiLDqd1Z49K47F4t5ZLd/ffeHWLPg27mQRO5pYfGwWK5u80rnsV7y5LetciGMHYPRZME4pJ5RzrTBnhGGzwYIG4riSMiU5Y8RybA1AmEspdl2XUi44MGokWJh2k5S5SjPbjiqlGBMYcWNAGR1TSplLEtu2McaO4xgBlYoaQwlj18ZIA1iObfyDUjBjbhgN5xpcyswVkwaO7YimFFsIa7CYoDRK3FoOAjEpAbBLtG2DFDbiFpO2G8HEEhwzYoxrygVIBVHLIYQh5GglpGCUIKWU1sCFshB1OY+6SBHCXZdygikCKYBw6iKMqSs1UcqOWsxxNCiXEsali5jxokasMKYIY1drCQCWZRkdtqwIQg4YaOPExcjFSAMY8TXQYzSfMUYIoZgYzwZB2LhczWZmoFMIYcwxy7KMTUQpNZ0uCSENmmx6cZ4O3nAx5/+vo9z4iM2Hci6lAAOIUlEXRS27njGCMZZSI5cJDowx13U1cMYIYdSyXcPNNNa0bdtgnIFUzrkZsNkPTA64iwgmp62naDTquq4RD4N6UkpzZBFCRV0UtRwpJaMYJBPENX5zJjjj0qVCAHChLMsSnAqCKcWMMcdxzCuYPcxIoGjkOTFDajgVGThDCEkpTS9nrbUxFwy9AWiMsbn6O61EUnApMCXGY04YVaBNHybGGGMEY9eAEWKcUE4501pj5HDKMMaW5RiTFmNXSk4EdylBmCJMzXQZaDYbKqXU3Bsb35FRqIYW2k0gshWVPxdKdg6WbyzgGM5NLF8ec+HWAL5/5MKtSRuhJp/dihe18RO7CzWZjljiVmb5HDnzGOvbgC9IJThVSnApEKMOoYxLzojmjCEsuRBCUSYkGIMOm+7onEuEiBRgAi21lkIwAGECRaXUAMDo6XaTDTcSxi2olNJamoCE0x3RJT/ddF1J23XMIE/fI1EKAIRRJjimBBFsPJiMMSUkCEEclwhNlBKSMO4yJZnSjktBARCkXCQVYKYlgNRG1rHRKANeRsTNFw3fGuDDlCBGmeCgABS4DCmQSkhNOSjNKSOScikkF8A15cwhGBMmFWBKuBSmH6VRRUKQaathOksyil0nQrA5klPCqNSnuwUbJGJnTGDGmDlcu7YDShuobQxtjW78qVKKn/G5G81kjDW0fDfcDI0BZcfFprO96QHqIiIFCHF6gRw3wgVWqkGEpJKAXCbOtOk0ZmCDjJmVJYREo1FKqdlsWCMXk6E0remNiBqIbBBO8xaNiKVJDEEEU0yUpAzZlCBz/agBiNCESqEkIxRAKEYxdhtjlpEiceb8bra00ycw123QCHN6ML8y2wA/vRVxxphlWQa+XdeVWtmuY9a3YRUQQtFo1HyLEOJS2K5jTnjIrCwnJgJaCMGYUAoEpwCKcx6JRIiQDqGUM6GkWSx2xq1hDjdGHcyfN8wYIaQVZGgWcGIBqhX632sjm6chzrfB8m0pzreZJIvWW8fHlpSMfauWUnubHWsrcxHL+X+L+Df0XIEGLTDDFuLY5RwpcKkAxZkVAaUE5lGHcgVMScaIkBhAEOxilzgO4kwb76HjWMbtEI2GFUgXEcelLmKUCaGksX9NBJg5RmHkSMFM13QzXZQzKaXr2loJzjmllAjpUmZsCnOXZfrdEkYxYZgrxqViVHNGKWVcEkYxJVEXCakppaCBIRu04pwjTKlUFsLG5DKIb25yzL0NF4oygQlj/LTZpRVTkirNKKXYZRgJqYXxyYACkAoEJyTCmetYLmjAXBAhKScNOqY1hMPR+khYA2DsIuQACORGlaTItUErUBpjbIwjFyODDmavMsaX4ziu65orJtMsRwhhfmUwxeC1AQ5jMjvOaU+QwWijwIahQefTzlxMEaYGcB0Xc6EYl2bL5FQIThnFprMypdi2bcaE61CtgDPgQhFmnMjCdErWShDsmiAwQrnZdVxEhNRC6oZWxxQTgm1zhejYUYMgxmBvbEyZ84GUkgtFJURdwoWSXBBsg2QAilNGObMdRCUQKjWAkhxZYWk6JLnYGPsYn3bkNkyscfgoyV3HMrIktbIdZDvIHPPNUM1Gcvr8B2A2S+TaSkjCqNmoCOVGTkzqh0FMy7K01pbtGhrKBAMgjCpJADjBrm27EoBxrRgWxHUdSwMwgHpENQBCDqNYK0EJ4owYy6PhyOK4mDIhpDY7R4Nz6VxgoQEZ/lh6cUs4Fot7LaUXNxvt0Dz4NlQ1a7Gwzm+TLGJRtfUdozFxE7JmjfnYpzF9SxDc7GT99lGcS5Dq6P7v7ti6rnTVyrKKjd/88quFOXUiwNETD+wqL1u9eMXaZ/7+GubMcSMAfO/H75eV3ryqtOzuu+6pr41+9tkXZWXla9eu3rJl07qK1Zu3btq8dcst27YvWbr8tdffwoQZXeWcM0akYI4d/ufr/1h+85J1a1dtqFi3oWLdpi2bN2zauGXrtiVLlvz43bfffPnF6vKylaWr1m3ctGbD5nUbN6woXf7U049x5v70/ddbNlcsX758ZfnaW7bf/fOBI4JT0BzbkUcffuSmFWUrV637et+PUkopGLLCpqrZtlu2lJaWLitdveHW7dVhi0qBkCMpAuCH9/+0bfOGZUtv2rzlll+PnaQKmAKuFRdYcUdz6603Xl67pnzZsvJ7dj2uQbnYkQow4pKLQz9/f9vmsg3lyxYvWvbGGx9gARHHlZK7jvX888+vXFF+87LSnXftOlVZrUArJRhHUrqcuYoj0Orn775/7613t27dumbd2tVr12y5Zesrr7zy7bff2raNEProo49Wr15dVla2efPmzRs3rSotu2XL1rWr16xevfqNN97Yu3fv8uXLt2zZsnbt2lWrVq1bt279+vUVFRWbNm3avHnzxo0bN2zYUFFRsWXLlvXr1qxZvaq8vHz9+vUbN27cvHnzmjVrSktLH3jw4XDE2vPs88tuXlFaVv73F16ScNoPq5XgDFHiHD/2a8X6tStXLt+4cXPF+s3r121eVb5+0+Zby1atvu/+XYi4dfVV9917181Lbly/bs3WLZsqKipWrVq1es26V159/dDRExIAYSpVoxA37GpOmBu9587tG9aWb7tly7q1q8vLyzds2FCxYdO69Rs2bNhgXuSXX3758Yd9a9asubm0fMPmWy2ElVKMYknRgf0/r15Vvmp1+R077jpVUy8V7Nu3b8uGitVlN9+yqWLr1m1r121ct35T+er1a9dV3LfrAa01P3OCpgQBKIJtACE4/vyzT577+/Pbbr19fcXGslWrb71t+9vvvHfixAkpJWMsEokAqKrKk++/987Ou3ZUrF+7fv360rLyR598Zt/3P1ImzA4HoGprqj7Z+9GDD+wy4795+cqXXn7lwOFjVILFhOXYAPjQj/9Zs3pV+boN5eu3rFm/efP61VvXr1pVtnzXQw//cOQUOo3RtPL4ke3btqwuL9uyeeOGDRu2bt26bv2GDRs3r92weePWW2vrwlJBIx9R0/y9ljAnFit/Fzq1RBmLey1Zvg21HZqkFzet7dCksE6cd2AznSzO1PNtaQc4l43lHHetlogb058LcbPgS5lSjH/6zquh9LiOndp26Z34xsdfIAkg0Ncf/Nub2LtXz4TzOsZdu2SVBGDUCdeemjThyvjePTp16FhetooRvmHDpnbtOvTq1aNt2zbnXfDXCy9q07Z9uwvbtP/LBRfde/8jAoApbc5ojCOMLCtcPXPapK4d26UkxLW58PyLLmzTpu1F7Tt0+j9/Pi8uLv7LTz68bsbUCy84LzEppVP3Xh17xv2lTZsL2l24bm0ZaHLX9k1dOl6UkpLUs3dyp7iU19/+UGsJipw4/MvAviXnt+2cHij84cf9gnGMoow6GtSOu+5IS4rv2b1Hp+7xwcKBv56qEgBSUYYtUOi5Jx7u0bl9lw4dh4+67OdDxzGAw4EpiYnNca0m9XOmjuvZtUub9r2WlW1mmhPmIq4sl4GG/fu+6hOMT+x6QfduvSdPv77e5aYn0N+ffTozw9e+badMX87fdr+IiSSUM4E1EMojoFzshB+6995xo8ZmpmZedFG7C9pc2KlL5+49e6SlpU2ZMmXfvn0AsHjx4k6dOvXs2bNjx46dOnQ87y9/bXdR2wvPv6BDhw733nvvjBkz/vznP3fq1Klz587du3dPTEzs2rVrmzZt/vKXv7Rv3/7888+/4IIL2rVrd/7557e58PzkpIT43r26dunUvn37Cy+8sHPnzn/6059Wla+pqq4t7tO3bbsOPeOTHntqN9fguJhgFwRVkoBmjz7yQLeunXv06Na1a/d2bTu1ubBD+/bdzzu/7X//6bzFS5dQxd789z/TU+KTe/fo0aVj2wvOv/DC87t27Z6QkpruC8ydv/C7H3/hpqYEE1woIQQlCDh+5flnurRvc9F5f76ozXldOnVOSknu3qNXp85d/3reBT16xv3pz38NBoOVlZW3btvarl27C9p2mDV3QV3UMpdwnJE7tt/Wvm27jp07TZ4yrbqmDgAeeGBXr25d43p07tapY9t2HS5s26ld+y5t23X+r//+603LVpqLNZNOApoz6gLwn378duumdQP69+kdn/h//nxem4vade7SLSU1PZiVXVpa2hBy8Oye3bNmTi8syOvRvev5f/6vdm3b9IpLTEj2jBw1+osvvwEApdRHH76/eNENxUUFnTt1aNOmTdu27XvFxWf4gqPHTNj380GLSUwJaOfxu2/t1LFtUmrGny7qfEG7Lh0u+FNil3bJCT0TUtJnLlp5LMpcjAD43vffTk3o1aNLx/iePS644LyOHTv/5YIL23bs8n/++y+zr11QF3WYOn0j16Da56jvseh0LsRnxZAmuBdr+Qr5m8I6DeDbfGGdWPBNDo5oqOfbBHybfLY+8zSueBT7NCZudjpiiRs/ZyWO5dzsxHEuEVWg9EevPzcoNz0vPzRw1KW/VEUIAK6vmnbFyFB6at+Sgak5A7Y/tJswCpo8/sh92cGM7IBv9vQZdtTCLrnssstzcvJKSoqnTLlm5uwZ10yZPOe6aydOnrZkWenRE9VUgkMoE+byBylJf/7hmz6FObmhzFHDh0yfds28OXOnzZh+7XULx4yfeNtt26uOHFq1ZNHIEcOHDhsZKirpM3jYuMlTZ8yZvX//d9iuXnjd1GBGyuDBA/sNHBaXHrrzgScpcxWLvvb8k/mhgD9UUrZuuwbAtiOZDUDf3/tBUb/inCzvoH59swr69x8x9nB1rQBgAgtqubUnVi29Pj2+V7/iPg899iTRYHEIEykAOHMBnCM/fzFyQG6Wz1M84JJPvzkkQCJiRwjj5hzN7NIFEwbnp+Xn9ek/dGx1FFOp3nn7jZKCHK8nbfjQke++/SmnoBRIBYjYlEcwra2tPrT8phu9yanJ3ROzfTnXXbdgyrSpV4wdU9SnuGPHjrNnzz516tSRI0cuvvjiUCg0YMCAcePGTZ50zfxrr5sza/ZV4yesXLly3759y5YtGz9+/LXXXnv55ZcXFRXl5+cPHDhw9uzZ06dPnzVr1qxZs2bPnj1v3ryZM2deNWFc/34lJX2KCgvyrpk0ccb0qfPmzZs8efKhX4+8+94H/lBuIDtv7ISrLUTroo4GAFDEiXJiC+rctPRGf2ZGQUHBmCvGT50ya/I1s2644eZrJs+YPnveR59+IkFtvWVjbiijMOQbPXLYdXNmzp41Y8iQYZlZoVBeYecevZeuWOVSgZiUCgjlQghGMWj69EP3XDvjmllTJ82ces3Ii0fk5uflFxRdetnlM2fNmTlrzrhxE3bvfppRfOXll2YFgtkFxf965wOmIBKxGCNWNDx92hSfN6O4pM9TT+/WANGovWLFzRlpyYU5wfFXXDZ9xpxJU2ZPmT5nxuzrpk6b9f0Pv5gQbwCllLCidZyhn77/evzYy5Liu3Xt0mHYxcPnXHf9tdffePElo32ZgR4942655RYpZV1d3W233Rbw+5IS4xN6db90xLAb5s+bPnVaXlFJQnLG4OEjjx47hRB6/NHH+vXt06tb16TecRPHXTlv3rzLLx9T3KevNyPYtVfCtNnzo0xrgPCxH5fMviotKX7gsJFXTJo1be71M68eNzg/MLCkMJCd1ytQ/OH3v0oAFK3ZUlEeSE8cWFI4YezlUyZPmjlz9pzr5s+ce90lV4x77+PPBJwusY/w6ciQWBCUZ1KZm8WQJgDVLDrJMwXVzopjsbgntVKgG+r5KqWkOl3Pt5mSkldN/oPg27ikZOxLNsHHs+5CjQCxeUv23Nk2yznW88A551waI+6Fx3YOyE7N9KVdOmHiwRoHaXjm4XuDid2G9+3jywwlBkvufuJFAfrwwR/Gj70kmJmeHfC9/a83QcNrr7xeUFCUnJw6ZMig77775sixw8dOHD968sSRE5URmzhYMA2YCwkghMDEBskee3hXelLvnEDGhDGjTxw/XHny1K+Hjx47Xnn0VI1lOUDcyMnju+7emZLqTQ2Gxk6eevBUZVV9NQD9zydvDyzO8qclhEKhvOIB3ZIC1y1dZTlRALxy8dy03r28wT67X3hHcGDIFThaXX102pwZ8SkJ+TmZfQpykzNyCwaPPhFxkFY2CgPgg/s+H1IcyslIHdi35L0PP40yiDCgAC7njl0PYD33xM5gctecgG/cpGurbTCWLwPAAhBCIOyHb19e5O2e7vFnFQw/Uhn5/D/fFuSHsnzpuVmhF/a8ZGJgIxGiNEjNXFwL4Dx4/20JcV2y0j1zJ8/++uP/HDp0uKqm+sChg0/vfmbo0KH33XcfALzwwgtZWVler3fYsGG//PLL0cNHjh89duzI0WNHjppAkVOnTlVVVUWj0YqKCp/Pl5qaOmfOnAMHDtTW1h47dqympubkyZPHjh2zItG/7X7S703zetKuHHvFN19/FQnXHT58uKqqinFZvnptQkq6P5S7YtUaxCQHsBCVgjBsaYEPH/xp0MC+Xk9abm7uv9967/ixquPHag4frjx6rLKqLuJScrLm1Jy50zNS4/My05975rGjh/bX1VZ/+OHHQy4ekZ1f5A1klwwcevDIcaYgajkaQAghKdEkQupO1Z44WF914tivB4YMGuzzZwaCofsffqw2Yh89duLXX48AqFdfeblfcUGGx9tv8LDvfjpAJdTVhaXkH3/0QTCQ6fdlDhoy+Jtv9wmpP//8y379SrypSYP7Fb//73+dOFl95HjN4WOVvx49VVdvMa5N3Ttz4SkFwciaO2tqfK+uBbn+rVs2fLvvu8PHT/188PA33/+0vmLjkKHDP//8c0LImjVrEhMTQ1mB/Lycu7bfeuCn76tOHK2pqn7znfeHjBh904oyDfDEE08EMv1pSYmD+/fbdffOAz/9GK6r/+677ydcdXVmMDeUX1zYf+iXP+xXoH/47K2Rxf4sv6fPgCHP/+uDqgiJnDq8tWyJNyXBn52fM/SKT/efYoKHK49eM+5Sf0p8cV7wwfvutqLhAwcOHa+sOnaq+lhlLZHgUoG54kLpMzeTsQf/ZvHhdwHUHwYcdaaYekuWb0rOsNbAt3G0g2kd35Bk8ZsMN/l/yecbC5pNeJ6jz7eBjDWqgMMEDdOoAL7r/p052YU9k4tnzS+vrT1ef2LfiMJAjifFkxdIzMvJLC5+5rkXQcG2jdvTfMFeKWll69Y5yAYQq8tX+DLSfBmeNevWSgUcQAAIDRJASKACKEAESyldUBHNTlJ04popYxPSUjzBvCeffVXK0xXHAZQAjagFOkKiR5bdMNfnzeiV4d92/0NYUoyiIOjj9+3yJCWVFOReMXJA/z6F6aG+A0aOr6z+df9Pe4cOKvJ4MkZdMflUNeVRCphyF99x+/ZeCYn5eaE1S2ZeNbJ/QrKnz/Cxv9TZBECTCIjwQzvW5QVS0nyhq2bMPxGpRYApIMoERgASpHXghnmXpaamB7L63rbtDhCcUYcL5EiCQdrUVZq9+cqeAfn+4hxfVqa3YsutE6bN7Zmcll3Q5/Fn9gipCUGCOgCOYvVa1DBcWVd1cMylw33eDG9acOni1XZUgTbXNQIAvv3mh+PHTyJSd/OKBaFsf6+eCTt2PiQBBLgEogxOt2+glLsYAajqquMzpl6VnZ2Rlp74zIvPI9Cu1MhEPhDEkCuJW1G6NCMhPujNuW3bLqmBKEV1VEDdwUNfDR88wJMQLAgOf+XlTwRAHYu44EoA10YAkd1P3FEUCmYmZUy9ejoASBAcJFWgNTBCQdH3Xn1qYGEwPSNUPGj0978c1CDC0WMA1hNP3uP1JGf6g/37j3jng/8wBVSAkNpGdQCcEgAF2K0EqHv3/T0Zofhkf+bAUVceOB4WAkAxwHUg69euXBzIDCamZpVuucsFQBIBYKXQ5o2b0tNyPd6+1127gmEF2n7yoVv8GV19vsQFi26yKTAAxJUEkACWYyulzM0qo65pYv3aqy/l54XycrMyfd6/PbvH1UAAKIAAcLH19dcfMlL13O6HAt60HH8oN5jz3J5nAYQE5TJl5v/g/kOnju//8bu9AwYGU709s0tyt++6nwJwDtylwMVju+4tyMnyBjzZfQr3fvefKKN337vT7w8mpnhvWr4aEwFagXA2rFyaFcyN94QmXbvMFgDa/uSdFwN+b1qGf9zEayIObujZzDWYiDpCOSHMZPdpLhQ7S3RTK27JVoj5/wfRDqaTRUOomfH5mlCzJ26f8cL9C/++6/rfB75nDTU7lxH/T8D33EPNWgJfJF0J7t23VhTlFHToXbhwxe2gnc2l12VneArzi4aNGpISTE/NyXn7o8+PHTg2ov8WdSCnAAAgAElEQVTw5PSMoZeO/vybbxTo4ycOjxo5LCkxriA/9+prJq1eU7Fh663LV60tX7fh3Q/3Kg0O4RYFqkAyW7qVIGt++Pr9/IJgVn5+qLDftLk3VFRs27xp26rSspUrl/9w4BcJQsvIT99+3K8g5E33hEoGvfbhXg5CcWRVn1o879r47t3HXjbq8QfvGDP64mRfflqgaN+PX7/y8tPpniRvRqB803amAKQGjD5+/528vJyuPXusXVN66NuPR/bNS0r35w66dH+9E5VSk4h7/JfrplzuTerhzy7csuM+ChAlEQ6UcckJaArff/nPPnnxwUBOIKv/h+/vBa0cu15pShSjWrocU+ZWH/v5qsuGBtLjcrJ8uUUlSb6stEDWfQ89ShU4LsaUgOaU2AAYWacA3E8+/lcwMzU/Lyc/tyAvt+SKy6+q2Ljh3l33HD95TANgxAHg4K/7Rl7SPyUlqbCgZPr0+WvXbVy9YcXqDSuWrih75/3PXWRCO1zB0auvvFCUl5uUlHTxiFFHK08SgFrLshAlhAlCQZNvvvzwkqH9M9PSCnL7vvnmXsIBcxHBp5isfuzxO5MTehZm9R87asap45QJcDRmwG1MBOOUnJw3+8pgRnpmun/SxCmbt9yycvWKFatLy9dveeaZFyhmGjvb16/0xHeLT8lYumrjqbo6zGyhorZz8vV/7klPS/QHsvr1u/i7H48JAMsVmDChCSYWo4oRSpxKJU4tXjo12dszJZB1w4oNFMBxFHWi0q468O3H40cPTUtJzfDnXj1r4cr1W0vXlJWWLikrXTZqxMjk1OxAaNCjj78gBdTV/Lrw2vF5wfgsf8r48VNWrb21fP2m0jXrS1eveepve6RWruu6rg1aUuIIjqUgD9x/Tygrs6gwt6RPUSAQmDp79vJVa5978Y0TJ+q4ZBrIgQNfX3XV5X5fINObfeeOe5UEwtza+poIQhai0WgUtLDqjy1bPCeQmeDxJs5bdKMrAUlgXNdXVgIjTz/2kCc91RcK9Rt2cVW4prr21JzZ01JTkjKzcjZu2X7g8LEfv/9hw6qVA4sKeiel5vUbvu9ItYU5s05sLluYnpaUnV80fNRlq9ZWrNu4adXadUtuXv7Ms8/VRS3bQZQJIZSJEJWUnTv4/gGAOheyWLb/f4Lv75qIWDxtJXq5FfA9F+Im4HvmVxTRes3DO9YszvN62ycW3vu3d/Z9/VFeZlxSUsa6jbcvvHF2z7h2g0eP3rf/yJ1bb0mP653uyXzg0ScxV0KI55/b40tPyc8L5eVmJ6Uk945P7JmQ3K5zt6S09Ndef0ODclxMODCuQTFuVwKqfujebalpidkFxelZeV0T0rv3SkxL83Ts2H7IkEFf//Bt2KlXyrlzW0V2hseXljlh2lwMEHYiSpIfvvpiYGFRz+49FsyfW1/5y+wZE9Mzs+JSMvfs2X3jDfO9/kxvIHv3S68hJokbqT62f/qMq7v37FJQkv/zT9999dFbJbmh+OTA8HEzfqwMEwDQ6NuP3uqXm5HpTSkaMOxfH33uaE40YQIjRCgGkHD37WXpSW2DwYKrJy+0LWZHHSUpgKizwwwUVQwjS5P6G+dMTonr2KcwxxPK6u3x7nzowbBr25iYxgqMcCW55kRgWzOn8sSBkcMHpCT3DmUFgsFgIBhK8aZ6g/6CPsWPPvmU7RAF+qFHdqZ54nJzc7NDBUmJ6fHxib0Tu/WI6+TxBj744EvGNReY0BpOazdtXBvwZycm+pctr6i3og51Xc4lgOtK10YAzt933+fPSM7M8E2bNu/kyYgAcAh2eR1XdQuun+pLT8nKyF08f5XigBBESRQrhBDSSnz84av9SoJZQX8okJeUnN4rIbFb7149U5I7dInfsm0naDi8/6cJl43IDWZm+LOf2POiw4jQJBw9Rlnthg0rPN7knNzCMeOmhG2NOThYKQ1MYMaRUsKxwwBW1cnvBw7K9mamZvcZ8OI/P7IIRKOS21FQ7t+fvD+UkVBSUpydX5SQHuzSPSHdk5yS2CMtuXdmZmZmVlHfoZfv/fpnDvD22y/3L/JlZfTql5+TlJienp7ToWvPxDRvp27dd963S58OWTtd9si26rVi/3z9H5m+9O7dOhUXFeTmhPx+f2pqelaw4PLR4/Z++okG8dwLT3t9Ho8na+iQMV9/d0ACRKywBiGVyXwLg7S++ezdkjx/tj+juLjkxVffcCTUI0Ik1cIGFll8wzyPx5MaKBg/ebYU5NP3/5kXSMnLysjNz+k7cEi//oOLi/qF/IFePeIGXDzqnx98akmQAFUH/zOqb1ZKcnx2flG6L9A9LiEuMSk53XP+RW03bNlqIYwwpUwwJhihjFDFOIhmvAHngpLnTnyO4NvAOTbD7azg+/ht01+4f+Hz952D26F46AQT52vAl/02daQl8D0rSrYCvk2IY3melW0D5rImlTsYctxT0jlxy03XBXr3Tg31ffjFtxYtW9w7rvvwkWN/OXhy7tzJXTr9dfKMKS+88NKIgf0Tu3abNm1GVXUYE0YQXrpkUdDnyc0JFRYWDhk2dPioS/oNHjZg6MXXLby+urZGASeEMAXIZaCpsKpw9ZG5Uyb4fL7MUF5ev6H9hl82YMjQ4cOHFvfJv337LXV2VIB2UWTilZcHUj2+NP+tdz1gC7CwrSR5+vHHPCmpHk/G7bdtBYiU3jQ3I+DPCOZMmjR58JCLU3yhi6+4qjJiMUElD2/ftiYhuUd2QdaTzzwqFfn843cL8vKTffl5gy//ubKOAUhU/8Q9t4c8yaGswPhpMw7Xh2ucKNOUUqyl4kxLSq6+ckhOMDklLXvT1ge1BuwShBzKCQftMOZQVwoCLPLgXbf0yc3wZ6anBgMbd+ywBUWCYc4sG3MBtkVAAyMcWVFJkWT2l599cNVVl+dk+3vHdUtOiQ/kBdKzfMkeX1Ze4ceffe5iZ978GcGsjJycvKLCfkMGjxg+fMTAQX0HDuq7ZPFyK0odwjGxlDhVV7lvwvgxaWlZHl+/5198j2tggiJGXSJtpDGmJHpo9YrpHl9Sstd72533IQ5EaNu1qAwfPPR1cXEg6PNkerPef/sLgsC1FQfBBLadMGh2//23p6fHZfqDRcX9h468tHjAgMEjRvQZMGTC1TN/+ukogHr95RdKcrPTE5OHjrzsi30/cpCY2TaqcVDNFWNGZmR4ElM9O3Y+RATUhTlmwKhCyKHEpsyyrJMA0df/8UxuyJOR6Rt26YTDpzCWoBQI2wEU2bhqaUZaXGbA26f/gH6Dhl48/JJhA/uNHj6kpDCvsLAwwRuYMn9RLZMYYMddWzwp3XP9yUNKiocMvHjgwFEjLrmisO+AMeMnhG2HCW5ZFoByHQu5UdCcEodg+8knHhlx8ZDUlKTUxIRARnpJfmFGeqB3z5RpM6bX1tcsXbksxZvpDfaZt7A86gIVYBOHCRyNRjFylAgz5+TTD9+VkdgrmOYbe/nEoyctR0KEMKpI1DpaeeKHQYMKA8FQXHrOrkeeBeTcvXlVZlqPonx/Smp8anpaclK6PzM7GCzYtPWOX07UEIAwcQm2Pnj92VByjyGDBway84ZcPGrAkOFDR4wcOHTYsJGjvvn+BwlggpcRIgRhU8dDx9haZwWcZsG3Cdq0Ar6xmHNW8DXpxf9r4Hv8eH1DkkXsIJrdVVoZ9B8DXxbznAtbSn9TeYQSm9Nqt/bgillTg3FxBX37TF+0yJtfkpiRs/uZ54njDhs+0OtNvHz0yBlTJvt9mX5f4LXX36REAsDxo8cG9i0OZKQHA5m7d++uqauti1phBx+rrAnblgKJsMUFdhGhlCpkgxs+8J9P++VmezMyc4oH/Pvjz6uiTl004tjh+vqTgiMXI0zJu+++XVJYUBAI5Qbzvvj65wiWTNOqymMLrpvfu1d8yYDBb739BkDkwXs2+TPTs7Nz01IzsrIKe3pCi8o3CgBCo6+/ujs7K8Wf4y3uX7RixaJ77rp98aLri4r79faEii++4nB9GAlSe+LXuRPHpyUkeLz+bffchwAwSNt1OCbMQbYV+fKzDwpy0gvzAkme3A8/PcAVMCY4p5QTiyCbUg4iEq4B7T5x/46szOQMX9qwMWNORCxHEiwIpsS4EbQC7DJT9Au5UcWRFm6k7uQXn77/4K6d69et8uf6c0qKsgv6BnOL33r3nUOH9w8YXJzuSQ74s9/459sY07q6usqq4+FwGLmcMyBCOk4t6Np3//lUYW4oLsE7ZNSUffvrlAaCXUSwZWOXgtb60HfvXDLEn5SemFVc8o+33hMAEStKmauU8+ij92RlpWUFfQMHDK2ptjAG2+ZMcMaRZK4TrZ4166rMoCcx1VOx5faT4fo62653nNo6KxJhxBXIjWzZuNqbnJqZEVy4+KbqSEQARKw6CfTOu27L8Kdl54aK+g08dKzKJspyBZNg2y5oSdwIpjWU1VK3auVNN2SkpaanZS5esZ5qqK6njk1Bqv1ffzXh8pH+jNRUr+fZl15ykFtTXYnqa6sP/3rZiGHedE96MPTgM3+zlDhaU3nN5HEBb3Ju0Ltj2zYrjCyLVdZEaiJ2xHFtTOrC9YwxxgiAosRh1AUQjLqMuvV1Ve+8/daD9907e/oUT1LKwP5D/BmhCROv2n/wl8uuvLx3clpies4tdzxKONRHGVOSMOy6GDSAtiPVh1Yumpfn84Y8/hsW3FQbEbaAKOWnak8CRHfcviY/PzPD5y8ZNuZ4pRM+cXzGlaNSE7vk5HhLy5dsu3VzTig7N1SckBR45vk3CEAtcuusGo7rSxfO8cX1SE9NW3TT8tqIXRO26i27NhKtjURdyjAXmDCEKSGnq3VIyjhumuR27jDSOn1j8P1dONZSG6H/ffBtUs+3JfD9Ayj5fwF8KaWEOkKG608dnHXF2FBiSm5xZtaAvDbx3nHTb3AsXHv8yLDBJTlZ3n5FOfnZofgUz7LStQjTcF295uTF5/6WG/Rl+TzDhw2qq6uTCjBX7MwVgRBCSML56SAziSIg6UN33u6JT/B4A+Mnz46cvhvBShIArKjLGdEaNm/emOnzhjy+SeMmuky5UiNqffPtF/36DYjrnTxx2pyjJ0+ArN377t8L8wKBTH/fouKsrEJvwaB/vPeZAnng56/HXDbYmxaflZuT4fN7UxJSenVPSUnKLSxK8of6jLhk/6kTDkP7933VNyfbl5bZd8DwvT/+WCdZBDmSC1DAog4AvfuuzT5PfFpq8rR5S+pdwExzzrnAGgTmTAIgRgWnmljTJozJy8pI86SWbtyKABxGHGQjgikToAEjrhRQSqOR+nffebPq5K+gCUgCWoBkjOJV60ozsgLp3rxLR09igj7796e8GSmBQOaYKyZWV0VNJTYNQJmKWlhI4KBdFAFRf+vam7IDvvgUz5I1W05GmG27Vn2dlkpI7UjBBX7juV2Fvp6J6alXz73+4PFqCeC6NqMOSHTd3Gmpab3T0pM2b7vF1MGQABoAuTYI++N3Xi0pyvb7fcHc4i/3/WLW1GStIZuBgqOHvp0wdrg3NS0UyHvtX29yDfVWVIF+661/FRUV+IOB+OSU3c+/aBK3qAKugXPOGQKFKa+TKlJb+euoQYP9nkx/Rs7rb70vAOj/w957h8dVXO/jon0pSWgGY2zLTbYlrcqquYGt3m3TQgjpCaQS0ivJJ4B7t3EwNSEGU03AEEoIhmB6x7Z6cVeXtt42feb8/hhpWWu1q5Ut8Sm/3Oc+elbSu+ee887c986dckYpx7FAsheffCIv3ZWR6rrii18+1NktQTBsAkFv/2v3nPQM1+zkhYVFre1tCNib77218PK5rlkzFs2fU7dvvwDQW8oTCQKgf7dQISjFjm0C8NqaT/bt/VBLMABnFANIjJ3q6urZs9ImTZy6Zevmzp5j8y7LnrdgblJS2q1/2uD1M80M5cRBrGZ/w+t7XnGC3hu/fp1rxtTUpFm//MXvTAQGA1sAB/XcM48tmpvuSp42bdq0B3c+ywHe3/NmRtL0dHdK6ZKidz94rbPtwDevuzYnJSs5dW7lVV870uf1oCCA7e87srS4MCc5LTMz6/mXdgsAIoAp0EVjE2oijAmjetMsQikmHJNQn29scYgmvnGqUzQdGxL8P0J8oz0uYqhktNhGUXxpWGIzQggiDpbW0UPN15dUzpkxO3Nu8oy8FPfC4hd2v68UtNTVlS/Myk6eND8nZ2Zy5tySJe83HGKCS+Yoav3qpz9MSUp0u2b//ne/8vl8bV3dfgt3+Y1ub9BvOo6D9QJiDspyTGDI6u2+/oqlqUnJqem5W+/dgQG8NtLzbYGZ0jF93b09Xb1f/vKXstxpmSkp2zbf0e3xm4RgYm7/230zZ6XOTs1Zc8c9NhWc9HYf3X/t0oqM5OTL8uampGbmllzV4cig4V3xX7+cPePSBXPysnPmFRVWFs6dV5m/KDc3NyM3d2ZW5rySoiPeTsSde7duSLp0QlbG/O/f9JvWvl4vR31BP0fM29bHAhbFfV/92uIMV5LLlb7l3oe8NnR7A/6gzzB9Xn9vwDIdymwHc0xaavZW5i+ck505ddqMF9/8sBcpi1JMkQKwkeP1BfSaUanoRx+/vXDRnOuvv+qpvz/m6e7oamsP9gaf3/XCkqWVSTNnJ8/Oe/yxFxSwn/zsu7OTp8+cOXPDum2WITy+vq6ezh6vr6PbywEsIjy2QZljtB258eorU2fNmJ3ueuiF5wJSgQRpU4qJ5ZhBbnn87St+8T33lEtSMrLX3/OgwaVpORgZxPIdqN9bcNnczIwUd3bma2+/bjB8qKuzy+vtC5iGYYC07964YuH8OUkzkr/xnZsOdXi7g56j3Ud9voDhNQO9PpBsz+7HczImutNcVy299qN9tSairYePrF6zLjs7d9q0GdNmJm+8404MEMDUjxGW0iK2lNw2vCAchHsJ8b747FPu2anpyZlXLvliW3efSVDA9hESpKZ33W23zrh08rTE2VvufrDHIEEctGwvcHLbr3+fmjg9JzXzj7f8gTAqgK/fsDrTlTpr8tRf/eznHe09vYZ1zOPr9AW6vQHDQT7DdDDCuD/Di+D4we1/mT1r+q9++dMP3n/b5+1xbLOrq2Pdlk2ZeXmzXJmXLyxsPdR4tK2pvGLBjBkTF8y7LDdrwV/u3xEMOB6f94MPP16z8c+Z2Zc9+8xLxMI///EPZ02bOC/PnZubff+OR/wObzjYcee2+xbNWzA/MyNpysTly/6EhAjaeO2K9enJmbNzsq698et9ZieAffeGdamTk7IyL5+VNm/3u287gAjve+bvD6ZMnZGdmrf0imsaWg529fl6fUFPINjW1R20Hd3y1WsrKOU60ZIgNLLPN7b4noCSxNCxYcU3lFgnhvje/psvDy++oeXFJy++NCILfezYhuQifqUO/y89PqukTbADbO/+T64vKFswKzljUda4tMRf3/JfnAKSsH9/7bzZ48vyZi6Yd1licu6ybTuCAIZjUxToPNa8pLLAnTYjx52yaOH8ufPnXV5QfHlhaeacy6/58jeOtHcBgGPZyLEMbFnEBIHf+ffuORlpC/Lmp2XO+6j2IALwWI5UhNgeIIHDdfuuv/KauVl5uXNyMjJT89zpJYsWlVRUHu5o8wd6b7zhm5dOnDJnXsmLr73HAQTqo8FjN9/4TXfyrJz09JTUjN+s+rMB8Mbrr2TOmpw8beLXv/y1tjZvb5cR7OgRweDf//509mULkjJTsi7Pbe08ZNqBr117RU5Kak7mwjkLytLyF2YXL8wvLS64LH9R9uUtn9Q01L09Z+7MLLcrK3tOXn6Fe0Hx/Pz8iqrSTHfqt2/8ujcYIEIGgiZI9ddtW7OTZyUnzfjil7/a46igAhMznQgGU6JAOti2bL8CvO3uDdNmXDJ9+iWpKUnF+QVlheWX5+anJLlmTE+cPXv2lo0PgIRP9n5QXrnIlTYrN3dO/sKKBfML514+r7CsIG/Bwq9+63udvqDFpckJgHz3+ZeKMnNSZk0rvaLso2MNBrCg3wACDGHDChJAB4/WXl0wJztxct78oqd3v4UkUMod0weKPLb9vvTkpJzcjNTMlPlFC3Pz588pXFhYVTkzNX3Tho2AfDd/68tJUybluOfmzS+Zs7B0YVnhouKFCxYsKMsva/6khvr7Nq7+edrsC+dkZczJWTB/YUF+cVlKuvvSiVNSkjNyc+bf/8AOJsHi0qCcAjBQJjYcZAAQZPVh7FHK/vlNN2Unu2clpqy8da3fNIjESPgJ8R5p3nt1RVlOStbcnMIXXv0AAxjcMuxe09e3uKAkLyV9Tor7ycceBZBHjrb+8Ac3Jk+fPi97Tv6CRZddXpBbUJBbVJSeN7e4orqx9YBDGRNcCBEI+BjFwYDnhu98I2nGlOTZM7Kz0i9bMOeyBfMW5i+6eNrkibNn5y4q+Ocrr1FhIdx7+20/mTLx3Pk5Oe4Ud3Z6brY7r6ioKM2d9fnzL11UtDQYkIrDC88+kzRlwpw5aanpSclZ7tyFRVnziqZPz3AluWZPmrpp1XJOLMTtrr7eL1379enT02bkzf3zo9spIOz0NL3/VtWChbnuRZOmur510/e9uJeynt/84vtuV9ac7IL0jJyyqiVzFixcsKgwv7hk/sJFb777ngBwKNPdDoT0ZwiVlHFMot3v/7vE9+l7fzxYfCMT64TvZBG5gSY/0S0/I/tWopmNMf4YzWyoSNhA4medFdSyLOQYiptv7XkhIyMpccqESYkTFuRf1tzaRCnmAr/0z+cSLx2fnpY6bty4q67+0qG2LkSVP+gD4Nu2/XnWrKRJky6dNm3KpEmTpkyZkpiYOH78+AsvvOiWW/6oM/wG/BangmCH2Ibg+Kc/+dGEiRePnzDumzd+o8fXbRHTb/lsZBBqU+ZsWL96/IXnJV46fnby1EmTxyfNnHLRRRd+5zvfEkK8885706cnXXTR+O9850adOyoQ9EhFV62+ddxF506dPmVW8uzXXt/T1NKc4kq9YNyF7uysN99+S2ef8gX8EtSjjz82c/asCRMvTUtLO3r4yN4PP0qcNHnGtOmzkmdPnpI4aeqUSVOnTJ429XPnnXvNtV/0+Xxr1qyZMP6SxEsnulJSk2ZOnTDxkulJ08ZdNP7zXzhv7bpNDiL+gBEw/AHDf8VVixOnTh4/4eJNm+/AhFkmdhwHO4hgh2AHIxMjEyODYPPOP2+aNzc7JTlp9qzp4y8eN3XK5JkzkvJycq+99tqXXnpJp7vdsmXLJZdcMm3atJkzZ06YMGHGjBmXXnppYmLi2WefffvttzPGAn4vxzZzzN//7leTJ0668KJxv/7NLZ6gZVPpMGXYNGDZhDBK8d1/3jppwrhpkydd/aXrjrb3CADTtG3bJLb1leuunjDuvFnTJqckTbtk/IVTJifOmJk07qIJF09MfPHlV997/0OXyzVp0qSZM2dOmzZtypQpEydOTExMPPfcc6+++mpKaUtLy/z58ydNmpScnDx9etL06UmTJk6dPTtlwYLLf/CDH7311js6c5jOfIixoxPbY+xgYmFkc0Zq9+7LysqaOnXqpYmT//3G6zZydCJK7KCnntg5ddLk888//9prrz107CjlzBfwK6WefPLJ6dOnX3LJJQsXLuzs7CSEvPrqq0lJSVOmTJk+ffr06dMnTZo0YcKEGTNmXjx+wje/daPPH0SYOo5lmkHKHEJtr6f7e9/9dnZWZrY7a9IlE2ZNm5k0Zeb0qTMXFZbd9JNf7q2tE0J5PL2gZGfboV/c/EO3a7Zr1ozk2TMuunDc9KQZ2Tlzy6qXPrrzKcIc0/JjYm3evDktLS0lOX3qlKTEyTOmJCbNm7vwuuuu/+c//2WaQcYIodYLLz47OXHCpEmXLlp0eVNTg95dxTAC3//+dxMTJyUnz0pMnPTWW290dLSlpiZPnz512rQp06dPT0xMTExMnDZt2jnnnFNZWXnw4EHOueM4g3YV4GEDYsPOsDoZgRoWyeOYajbc1vERU83+L4kvH8hQxznXqRoBQHAKyjl6qH7bto0rVt624Y6NL778L6VXYgrc0ly/Yc3KDWtWr127+vU33uIAiEkFwDl9/vl/LF9++/r16zdv3rxhw4b169evW7du69atd91113vvvaczSOmtLZXkABIj++9PPrF85bLblt26+9WXFUgFElMkFNeJFl94/h9//MPv79p2x4aNqzduWrN6zbI1a1Z98MF7GOM33njrttuWbdiw6d//3qOjINQG4J/sfXf9hlWr165av3EDpuTZ5/7xp9tu3bL1jqef2dW/HZngCkCCevvdd1auXrV85YotW7YEg8G6mtplt92+euWqFatWrt+4Yf3GDWvWrb3zrm233n7b+x9+AAAPPPDAbX+69Y7NW26/9bY161au37hu4+YNGzZuvvue+5pbDikABxEF0uPru/veO5evXLZl6+bmlgMKgDMQQighleRKciWpklRJoiThzOnsOLLziUeWL/vTpo3rV69asWXT5qaGxmAwqOkihLzyyivLly/fuHGjpvSOO+5Yu3bt1q1bt23bVl9fDwCcMiVp0Nu746Hty267fePmTe+8+74AoBI4AJUgFUgJtm2++MJzv/75T5Yvu+35F/6JudJLM5QStmXcf/edG9euWn7rHzeuXXXHlk1bNm1etWb1ipWr/7bjUYT5x3s/WbZs2erVq9evX79+/foNGzZs3bp106ZNK1aseOWVVwCgublZ/7py5crNmzevXbt+9eq1O3f+/dChI3QgOadOwBi28FToDKJKck5Zc33DihUrVqxYse3eezp7exSATrMruXjztT3L/nTrsmXL/vWvf9kEI4L1ZjF79uzROYN27twphACA9957b9myZVu2bNmyZcumTZvWrVu3cePGzZs333b78n+9/IreyVhn7+xPak4xgNy/75PNGzetXrnqjs1bV962YvsDDx452qF7dYVQSglQAjgBxd99c+f6aowAACAASURBVM+qZbeuX7fmjs1b7rxr2779tYhJqYBLJiTB2AGA2traLVu2btxwx9o1G7fdeW9tTSPGOskkVUowjt5+5/Xly29fsWLZ448/qsf9pOQA8q233rj99lvXrFm1bt2aTz756PDhg1u2bFq7dvVtt/1p7dq1q1at2rJly9atW9evX797925CiFIqWks22v3+P1l8h8pqdvPT9/54mJSSkYl1ogkfDzuG1dMhWQu3MKTl+M3ygdT3+ltagnt6enq6OzvbDnl62h07aFlWn9/X5w909XQfPXr06LGDXk83RQZ1TMP0WY7d4/W1dfW2d3T5fAGPx2fbSCd41mkPLcuyLMvn83V3d3d2tre1HfV4ent6ujy9fX09vZ2dnb29vYwx0zT7vJ4Dhw52dHV29XSHlsMGAgEzaBDs9Hm6bCdgmL7e3u5g0N/R0eHzBRgThmH5fIGOjo7u7u6e3o72jiMeb5dlBxxsm7bV0dUZMIKYEq/f1+f19Hk9vZ6+o23HOro6u3t7vH4fIti0rd7e3s7OzvZjbYZhMMYcx7Ft27Qty7Ft5BiW6fP52trafD6flDLoDzBCA0GP41jBoN/r9Xs8voDf6u7ubW/vbGs72tHRZlp+0wx6vX09PX1Hjhzr7OjtbO/o6ujs7uro7uro6mzv6mzv6jzW3dXW1Xmss+Nod1eHbhQH/F4jEOzp6u7p6Tl27NixY8e8Xq/f79eZcPUeE7ZtG4bh9Xp7e3tN02xvb+/u7OruavP3dfu8fdhBlmMHgma3x9/W1dt6+FhbV29Pr+fYsfaeni7kWNQxOSP+gNHe3dfe0dXR0dXd3dnb0+Xp7mDI4th2DL9tGY5l6/SMAQsdOdpho/7UtLpAg8Egxtjr9SKEent7e3p6/H6/Tl9pWZZhGLZtWpbR19fT2dne3d2tlzV3Dhxd/UdP/9nR3d3Z5evtcxzHcRxvMHC47Vivp6+9vb2rq6uvp9fT3aMYdxzH6/V29HT3evraOzs8Ho/H4zFNMxAImKbZ3d195MgR0zT9fj8hxDRNnUtef0aI+HyBnp6evr6+o0ePHj58uK+vp6+vp7en6/ChA92dXch29FQty7ANwzpytOPg0fa29s6Ojq62tqOdHW09HcfaDh8IeHqQGeCMBP0Bj8/r8fo17GjbkaDhPXLkUGdnp9fr7e31ECxMAzk27ersO3asvbOzu7OzvbOzvae3w+PtphT7fB6Pp9fv9x45cqit7Whvb3dPT5cQLBDwBQI+j6e3t7fb7/fatomxwznXmeBN0zRN0+PxhLL8sIEXfx42D0Hf5kOmE4hTSeJpxkXT30hk7K3jY4jvrvtuHkFWs/DcDiEPBi2d5lEOcXy6nGjg8KjiXJEdaTmcODGQvrq7u/uGG26YP3fetV+8cmlVZUVFWWVldWllVX5xWWFRyZIlSyoqysrLiirLCstL8ktKCwoKFhWUFC9eckVl1dKy0qrCwuKysoqiopL8/MKysrKSkpKSkpKioqLFi6uWLl1cUVFWUVFWWVVaXFxYXl5eUlJWXb2kvLyytLS8srK6vLxy8eKl+tfy8srq6iVLllxRXb2ksrI6Pz+/oqKsoPDywsL8ysryioqK4uLixYuXLlyYX1ZWUVpaXl1dXVFRUVlZXllZXli0sKKibFHBwqKS4uoliwuKCi9ftLBqcXVRSXFFVWVRSXFpedkVV11ZVlG+MH9RSVlpaXlZRVVlVVVVVVVVRUVFfn5+eXl5fn5+cXFxWVlZUVFReXl5dXV1VVVVZWVlcXFxcXFxUVFRcUl+UVFBeXlpdfWSkpKyosKysrKK6uol11xzVXl5aVl5UXFx4eLFVTq0yoolFWXlleUVlRVlg87qqoqrrlxaXFRQUlxYVlpcVJhfVVFZWlxSWVlZWlpaWVlZXV1dWVlZXl5eUlKivSooKFi8eHF5eXlRUVFVVVVpaWl5efni6srKirKK8tKKsvLi0pKi4tKi4tLKqsVXX3NteUVVUXFpeXllaWlxSXFhaUlRUUFheWVFZdXiquolZWUVV165tKS4sKS4sKK8tLiooLyspLyspGBRflFJ8aL8wiVLryyvqCosLCwvL9cX1fyXl5cvWrSoqqpKf66qqsrPzy8sLKysrCwqKiopLaiqLisvLy0pKaqsLK+oKCsrK9PFVFFRUVlZ/elZsaSyfHFleUVxfkFpaWlxcXFxeVlhaUlFVaUGl5WUVpdXVJSU6uIoKiutqKqsrK4qLy9fvHhxRUVFSUmJdqm6urq4uFhTV1BQUFJSUlZWVlpaWlRUpL9bWFi4ePHikpKSqqqqq666qrCwsLS45MqlV1RVVBYXFhUXFhUVFBYsyi8uLKqorK6orK6sWlxeXllWVnLlFUuuvuqKyoqy0pKi/sIqKS0uLSmvqKqsWlxeUVVVVVFaWqyrfFVVVWVl9aJFBeXllfqOWLx4aVlZRWlpcXV1ZXl5aUVFmaZF/6yurtS3RllZSXFxYUHBotLS4sWLq4qKCkpLi4uKCgoKFhUVFekoiouLly5dOn/+/Keeekrq/Pdhw0VD3uyxZWekAiXCsprFg4yd2yFat8NAboef7Lrv5oRn7//OsIl1urqCIIdIrBPJQgyVHJa1SOWNwdqwhaGbvZxzvbHK4cOHv/jFL85Kmpmbk+XOyJw9e/bs5NT0rNyM7LyMzKzMzMzsbLc705WZNjszbXZGekpubnbe3DmZ7mx3Vl5mRo7LlZ6R4c7Ozs3OznW73SkpKbm5uS6Xy+VKSU93pae7srIyM92unJysvLw8lys9KyvH5UqfPTvF7c5OTU3LzMzS301Ly8jMzEpLy0hJcWVmZrnd2VlZmZmZ6enpLrc7Iy0tLSMjIyMjIycnx+12p6am5uXlZWRkuFwpubnZGRlpGRlpWVlZGRkZmZmZeXl58+fPT0pKys7OTktLy8nJycrKcrvd2dnZWVlZmZmZ2m5KSkpWVpbL5Zo1a1ZeXl5mZmZGRobb7U5PT8/NzU1JSUlPT9e/agvZORmpqcnp6S7tZ0Z6dm7uHLc7W3uY6XbpDy5Xek5Ontud7c7IdGemZ2W6B51pqa50V1q2OysnKzs1OcWVkpqT7U5zpeirh9xLT0/PGqAgJSVFe+JyuXJycvLy8lwuV2ZGWpY7QyPdbndWVlZO7pyMzKy09MxUV7rL5crLy5szZ056ero7Mz3bnZXhzkxLz8zKytIG09PTL1swz5WanOZK0VfX9Kanp7vSMtIz3Hl5edp4Wlqadiw7OzsjIyM9PV2D09LSsrOzNclutzs9IyXVNSstLdXtztAFp7+emZnpdrvd7my3OzsrK8ftznZn5mZl5ma7s3Iy3bpAU9LT0rPcrvQ0zXZmesbcnNy05BS3PnJzsnKy0zMzXC6Xdj41NVX7oEs2MzMzKysrOztbXys9PT07OzszPSMvJzfbneVKSdXMZ6SlZ7uzcnNz09LSUlNTc3NzdV3VdcOVlpGVnau/7na7XS5XSvKsLHdGljtj/rw5moesrKzU1NRUV7o7Kyc1NTkvLyc3NzcjI0Mbyc2dk5qalp2d63Zn69LMzs5OT09PTU3OzEzXGJfLpd3WkeoaO2fOnNTUVA0OBRVeH/Ly8qZNm7Zz506dNz2yDSsjjpG2zOIRqHAhGlbKQuIrBAuJb7SsZuHi+8z9Pxkmq9lIW74jEt/RpWwQmDGms0ozxhBCjuO0trbW1NQ0NtQ1NTQePHyoselATWNLXeOBj/fXNDQ01dfXNtbWHDvccrilsWb/x82NTXUN9bV1DQ0NTS0tB5qbWxsbm+vr62tqampra1tbW+vq6ho/PepbW5vr62tbW1sbmhobm1qam1tbWw82NjY3NDQ1N7Y01jft31tzsPVQS8sBba219WBTc2tDY3N9fX1DQ0NjY2Nzc3N9fX1LS8vevXubmpoOHjy4b9++urq6Q4cONTU11dbWNjU1NTY21tbWtrS01NTU7Nu3r7a2Vl/+wIEDGlBfX9/U1NTQ0FBTU9PU1NTU1NTQ1FjXUH/o0KHGxsaamprGxsbG+oaDrQdamppbmprDQmjcX1tTX1/f0FjT0tzY1Fhfu7+utflAS9PBpobm+tqG5qaGxoa61paGpsb65qaGlqbW2v11NftqG+sbGuprG+rqG+sbGusbmhoaG+ubGuubWpsPNNQ1NtTV19fWNdY3tDa3aAu1tbXNzc0NDQ3Nzc0tLS2NjY2tra2agZaWlvr6+rq6Og3Qn/fv36+Rzc3NjY2N+/bt04HU1tYeOHCgoaFh7969+/btq6+v199qaGg4fPhwQ0NDCKD/q0lraWlpaWnRvDU0NDQ1NTU3N2uXNMm1tbX6ui0tLdpafX19a2trfX39Rx99dPDgwdbW5paWppaWptra/fv27WtpaTl48GBNTU1D2NHY2KyLvrG+qamhsaGmtv9obKhvbqpvbNAltX/vvub6hsOtB7RLH+/f19za0tTS3NLSostde1VXV1dXV9fU1LR//35dpjrYurq6+vr6hvrafXs/bmpobKirb21uqauprdlX29p8oL6+8cCBQ9qyZqOxsb6xsb65uVmz19jYqGtLiHZ9Cc2/5rympqa+vr62traurk4Xk678GqlLJESa/oqmUWP00djYWFdXF6q3usJr2nURaJJ1sB999JHf75dhu0OJgR25IvUhmjIMqSTDgodV3iFlJ3ZWsxji29/tMOyAW+ROFoMiFNF7SYYEi7HpqQkH664ivZuLEP1bRel8WkpyobjOSaYndfdvuUKJYhho/+Y9em8YpZSUXA+haFxolzYYOPRuNFKCUiCUVABMcCmlHjICBZIL/ZMgrC1LUHpXLqVAyn6zelRwwBsZ+sx5vzXGROhfITDnPORVyMPQ1/U8MB2IEEJHpb3ilCkhlZA6UiY4ADDev+sap2KAgv40bEpyAC4FE5yCPO5fINVxYAVKhP0qleRCD0WGeAtPn6o/h/6oY2SMhbOhfw0PU38xrBREqGjC/x469PNYXzHcbAgcunqIVW2Nf7orj1QKGBOhwgnldT3+UvLTM7SxHYAAIIILFfoyABeK9ReuANBbAmtX9aXDq0HIn08/Mw4gQQoAqYRkhA6Urwh5JITqH4gDyQQNsRqiXRsMv5DWoNAfQ18JbY4XyS30byVFw50P/WtQ4YYHEk6+vpyGhQvCiGRkkJicgJKEC1Gcfb6MkfA+33hmO+y67+aEXfd+a9d9Nwy5yELvXjxoD7do893CHY09My4cPOy83WiWhwXrbntKqd7RizHmOA6l2DR8gmMbWZQJi9KAjalUgaBpGgGQgloWMW1QYBmIcbBsSghC2OScEoJs2yQE6W1r9U5/hmExJhAijAnOACNuE2wTTHn/lmLYQdRBHBPqIIawnjhuWKYEhRi1HBthijFFiNg2Eno+HEJ63pIeVKGU6kvYNmJMIIT0Pr6UUtu2bdvmnGtnQvubaYosy3Icx0RO/zA6xoQQZDuCUL1SUxAqGEe242AUMIJUCgcjQm3LDBLsYIdwKpBNGeHYIXrWlGMHGcWcEdt0GOGWYROEMbKxgwjCFDOKGUEcOwzZlFNlGTZ2CCMU2Q4lCDmWHl6jlDqOozO0Oo4Tclg7aZomY0z/6iBiWo7ew40xhjFGjoUcy7FN2zIYY3obY0IIoRxjivQu7gM7HGOMbQfrDcEoE3pgR+j9pB2LUay3/NGU6pKlA3t66kG20C6feuwHY6p3sNYbptk2sixL044x1lPN+iecUbt/JzTKdLFaeot5jPrrj64SmPSXO6OYkoGFEv0+aJb01DTdmNB72ZmmSQihmCDHEMSxgwFiO4Jxx0KWgThVlEiMuBDKshxMkeWYNjIYR4Qgywz275eKkG3bCFO9lsx2sI5XX5cShB1dCfvfHfUNhZCtd5IPBv26HDUDofoZqo3aT+02xhgNHHrjKMZY6D7SMepC19b0ockP6d0gSR2pkkQih5WyQcoTCY62wi1yA029dfztv/ny9vXfePreH49+Sskh/R6EDOGjIflotHyjgYd9B+FRXkPiAcfAiyjHIN5GhI8ER0YXzezo8hAbOdK4RoQfMq7I0EaXhxNj7OR5OPnX7RPmYUiz8YDj50EO9EZGqmToRh6SrniUJBoyhI8MJxoy3CwRnEtBOdGLCpjgRECHx5pTUDVh1pwpGYWT0gsnphVMzSy5cHqeXl68ff03htg6Ppb4hmU1G/IhEHKORhyDkCF8NOQg8EjNjhTMjn+sRcJilFlkMQ9bbDEciN+N+MGxGRgtHkbF1RPgIdKHIbVmjHgYBBtTHuIkYdR5iPQ2Ti2Lkwd+vBbzsBVS8ZAWSVc0fDTkICrCoxgWzDnHnDHBCcOUYowdyhnmqr3PjCG+n+5efGK5HSLDi3Q3fF1vJBFDBhbNbJxEDIuMx+zJOBADH81sbB9Oxo34GRsVHuK5JcaOh0GwEd1vI+JhWLNjx0P85TvqPESzOYo8hFNBo4tvtIIIV5tIn2N7Gw6OExmyjBilnIWLL2JSi+8lM/PGRHxjFMYgv4esDUOWx5D8RqMjttkhS25YB4YNLR5wbIdHZHZI/Ih8OGHkiBwea3qH5SF2ZTgZxmI4PEZmo4HjL9+x4CEGclTqAzteUiNhI/KBhR2jWxaRSN3y1d0OoZav7naIFN+rvnj9f8T3RFp8Iy222A7HY3ZI/LAOh/DxIEeRh7Gjd1geImHR6tjJ8xDD7FjzEH/5jjoP0WzGsHxiPEQLbUizo1sf4nE4EhlbfKdmFg0S3+W/+8r/f7sdhqw0g95ZYiDjdDhOHwY5EKcbJwYeUx5GFNpo8TCkD9GqzVjwEO1Vdyx4iJOEUechMrRh6/lIQ4v0OZ7QBvnwP7Pb4WTF9//kgNuw3sZZbNG8jcRHMxvbh3jciEZaPMhR5CEeEsaOh2gkjDoPMcyONQ/Dlu/Y8RDN5ujyEBrKiwQPGdcJhBaDtHgKIpKKaANuefmVWnwnZxRNSi88OfH9vzLVbKTIIevQsGYj8TGQnxkPJ8NYDB5GpSBOhodw30aXsRgOj5HZaOD4y/ezqTmjWx/48dNAR4teHlGBI5GDGI4R15BuRJtqNkh8p7lLhxHf0Aq3GIssooUX6W7kg2JIZLQn1bA1Mh4folEWw+yIHIifh2HNjgoP4UfI7GfAQwwHRmo2Th4GwdhQdWyQ2VHhIf5qNhY8RDrw38VDJCz2/X7CPMTpw0h5GNLyCdzv4X2+WnwH9fkeJ77XfnnZb69/cMPXn7n/x1HFN87lxSMqNnH8EQnmYUdsZDxmI40PiYzmw7DIkfIQw+yo8BCOPwHGRoWH2HGNKQ/xF8TJ8yAimmZ8oMpFM3vyPIzI7GfAw4mZjZ+HUTF7Yg4PiwwHx15kESm+y3/3lYc2fuOZ+3+8676bhkiso8U3WmKdIVmItpBmEPiEl9yI46tmbPCQyNg+DIuMBI+Uh2HjGhUeBsFiVJox5WGkRXYCPEQLLRwzdjycDGMnw0OkD2PNw2jd7yfMw7DgE+NhSMsncL9r8WWCck4pxVp8O712pPiOmzHn6i9dP4z4xp9SUsS33HAQMrxnJza5sat7NLNxgkeKjNPhaOCTNDusw+H4MWVsWHC4P6NObzSH4y+I0eLhM6Z3RGZHnYf/pfSemMPDIsPBVAqhZEh8uRRUQqfXnltYHUN8n/3LzcOLb7SUkqNSGPHENrqFcTLIkyzjkzQbTz0T/xHf/23qED8PIzI76jz8L6X3xBweFinGTnyH3UZokB/iP90OcfAwbFz/6XYYEQ//6XaIHdpo8fCfbofYPETrdgiJr57nO3S3w3/jBpqDwEOyPCQyHrORxodERvNhWORIeYhhdlR4CMefAGOjwkPsuMaUh/gL4uR50OBBsNhmT56HEZn9DHg4MbPx8zAqZk/M4WGR4eBoA26DxHdqZokWXz3bYZipZrHFN9KPSHf/M9UsPMBhzf5nqtmIePjPVLMhYZ8ZD5Gw/0w1GzTVbFBWs2HEN3yRRUh8Yy8vjlZpYiwLGQQ7gTWacVqO5kNsVwfV+DjB8fAQI66x4yHaStnR5SF2KYxoufCIeBjS1Xiq2UnyEBs5FjzEtvwZ8DCk2XjAJ8PDCd/vw/IQiY8nrkgedDJ1SjGlmGCHMUaZ6uw1I5Opj5uWe811X1n+u68ML77xJNYZlcKIURviNBtPYcT2YVjkSMs4Ej9sXGPEQzxmR4uHE3b15HkYtiBGl4fRYmykPJyw6JwkD8OaHTsehgWfGA+j4i0fufjG1fI94axm0ZyOBMeILR4uIonQ+BisxV8SIyqMeHiIZvaz5CESOYo8xFkZxoiHaCSMOg8xzI41D/HX81HnIZrNseMh/tBGi4c44xpkMyS+jJGQ+A65jVC4+D5974+euueHIxNfnVhnyMBGVHJDEsHCjpFSFgmONB6PtzEciBbXiCwPCRtTHuJEnjwP8TgwRjyMqCBOngcecc+zsL7UMeIhHrNjxMMomo2fh3iQo8JDjIKIx2z8e7gNavnGK77hWc0iPYi/Az42a9EoOzHwyfgQv80R8RDD7NjxMGxoo8LDiEIbFR4GYUKw2ONXo8tDNB/GgoeR+jBaPESGdjL3+wmENqJ6Hj8Pg44QOHZckTwMEl/OeWzxHVmf75BZzQZ5EOcw5ZDFFk8ZxzYbo0LE6cOwyDgdiIEfNq4x4mGkt9DJ8DAqo9snxsOwBTG6PIwWYyPlYVgfxoiHYc2OHQ/Dgk+Mh1HxVoRtHR8S3/Ct48dQfEXYMazTkeAYscXDRSQRImIC5pD8jshsPIURDw/RzH6WPEQiR5GHOCvDGPEQjYRR5yGG2bHmIf56Puo8RLM5djzEH9po8RBnXINshsSXcxoS326PPToDbuHiO2iRxZD8xlNy0Vg7YcpOABwnMkZcI+IhBvIz4+FkGDuB8h0pYyfMQ7hvo8tYDIfHyGw0cPzl+9nUnLGuDyfv7YlZjhHXkD5o8eWcjkh8+wfchsztMGRWMy2+4Zcfcp31oABigHnEEbKgMUpIJaTkQnIhGBcDrPaPMEohlMTUBuBKCUoxAFBKlQIpgRDGuUQIAQDnVAjGOFJCAgFgABSAKcQollQC4xgBooAY5swA7gNsAALuAEXABQgJQgIXinHFeL8nlHHKwqPTH0CqkLfa8/5fB+IFAMKoAiCScqEYA05AUgKKgO0FRgFxyQABmBJsYI6wJdggCXYIKJCUSIokJYrRgZP3O8kFMKWoHDhBUeAEOFWKSsW4kIQLTCRmgjJBJSibMSEBuAKTAGVgYymYRXFAYQSCAQdKATOgAgSnillAbaBYcs41D5JRxbkU0mHEC4BAUJNJEABBAA8Al5iYjgxyYIhJSoEL4FQBE8AZBm4BpsAQdzDGIAEQFRYCCRKUwRwCRBAMlAshMBccAAsgSnGhpGASY0WRogikoJRSkEQpoWR4ibDjR18BAGMspdQ/GWNSMAApBZOCUYIAjl+0yiUXigulq4CUIOVxFTJUExhj4dVAKdXvgJIOJYRRLgXnHGNMMRGME4RBAaeMYiKUlKD610pRCgps22aMMS4VgEMZlQpzIQAwYQoAYwwA2EFKSM4lYwIxjhi3JcOSEyWEkowxUMCQA5wBSM4pFoQJSnm/n9qIEEJToT9LKZVSWmWUUoNuTK1H+l/hf9Hc8rA+00G3vBhYDh6uaOH3O0Io5INSihASKjsAcBwn5NuQgjNITAbJyCB8NNkZVseGlDIuhVBSCCYE44wIIbiAHq8zt7D6kpl507NKJqUXTnIVTM8qC3U7nEhKydjiG8NjjY+fhZDxkPKGiy9jjDBKGNVrSxRwQm3OqVJC32aEMEKYlIAQ0Teb41iUYgBOqC2AE4kD2GuB5QezD4IIKBMUkABbMQpIggFgKZAMgIJAjGOiT0YoI1TfbOEPg3C3dcXS1TF8r6p+zykXEvRPxLjgABQUAotZhjQCzMuAYikdIg2iqAQFDLgD3BQcYeAIAAuiJxVyTsO5FccdinPJuURCBEEGQVDOADFACDAGxpSQnHOlgFMlGFCmDMp7gfVJzKkACiBACBU0Df20EEJwKagURHCdXEnHjrlwACxKgTFwLOEEsEBBgA4FHQBeACQYAMfSChpeQBQ4CA5cgIMIl4IDYMktZnHJAMAybP1so5QSRrHCQlEluaQEAASAzZhFOBKCcUmwowgBxYlpcowAADEuALTGReqFFj59G4cYAwDBqeAUI1vqm4dThFCoV5Tqx9TAqVN0DBLf/vP4hAOh5oVQUijJpRBCYIxBAShghCohGaH99CrJBCeCE0aFEMh2dDPCdjChHDFOhCRCcgAFwHj/JXRVZEwwJjBnmDMsOZZclxEAOJYNSoLgCNmUYqoYl0zfwlrUdEXVqqf/qKPWNVZ/CAlleJtJCKGr9KcaNKDCIanVGq3lkjEW/nUW1vWsiwYAlFKUUqWUZVn6V8uytEFCCABIKUPFF012I5VkpOIbj9lo4ssoHrH4PnP/jVp8b/7Fj6OKLz9OfCP9iN/pQbAYbwqDlDckvpgSTAlilDDKBGYcAUjGiG3boWpEKTUMwzAMKSXGDsaOEAxjR4IihIBkQJDAlkI2DviUicDk0lIYgy3BBLAlcKqAAAy0vgfdbDFeSUJhUs4oZ7r1RJlgXGIiGAfKFOPgUCE48AClARzEQQucIA4gbArEgABzOLUJtwzgFIgDyAYFmAvEuEOZTahDGWLUoQRzRgRHjOoPVAoiKRYEcewwpBc+SkoUIYowxTjnkgtFJFCmJFJAAAgIRzKsgIIIEPATsKW0OChAXBlS2gqIUpxLRaUiIowBgRlgxAFhIA6TNhNYOQQYYINbQWr5AoxiG1CQmcpBzG9Syk1CCIAtlOHYlFKMKecSU2TaFpUiaDtEUgYcEazrgGJcCIEQIoILAExJfzOTC93kxxgTQqgUhFHd8g3VovAGV0gI+tuVjCGEwlu+Wi/CRaHfjgSp+s/wSntc6Q88j8NPTplt21oo7UcDXQAAIABJREFUlZC6nWublmAcFEguMMaccxM5/QXHKOPSMCzOJSFMt5cxJQ5GlDNEsIORjRwA3QYHIRQjlDFGOSOCY8mRYJgzwijGDqMYlBQEA0gpOabIRhZhFCGkvaKU6mZvqGmpqQsXUC3BhJDQ33nY80zLaEisediyb358kyucq/A5DIRRRLACsJFDOVMAutmLMRZCgAJkOwRhTabknz5Zh9SZITRkOOWNvG2HRYab1eKrux1C4tvtsU9KfGPkdhgU3pDuDqlKkeBI2HERRjQx+EDLNyS+oF/IsQNKAEhCkGEYnHPHcfSLlW3blDPCqI0cLsAX4JYDDgW/RX0OcZjEhDGHKocpiyqHSEqYRESZCPxEBbkkIuxxHWrMDim+QvR3vTPB9UUJo4hxzAVikkpwqMBccQGUAaGKccCSGwJ14UAQqEWx5AqwULagTAQp8nPbBmpRhxAmBSCHU6YcKmxC9Wlh4lCilRdzRiTVJxYEcYdjGywbbMQFtoEbwC2QmCtMhMGZKXiQEh9GxxyrByE7gKgPYyK4AEmAWRw4SAGOBEcC4yAYSCIkEZwKxgSlVGAODgAHB7gXHC+gAFiBoAdsBoaEHgxIEkI8xPAKwy8CRNmAbUWIBdLPCHaQtCm2uacv6GCbKtJjGh7HxpIaVpAQJjkIJgmiAFIIRjmynKDP5yGEOI7j8fiMgC0Y2DaSEhRIwnDojTi81LTyGobRf0sDhN5zHcexbds0zVCDV7fpBk2ECtmMLPf+I+KtSJ+ggNgOdRBwgWyn/y8IO44DAFwKCUqCYoLbBCOCg4alFBDChFCYEsuxHYwUAJdCAQxM6eeMCUIYxv1XZIIzwftbvpIyQYVgoCR1bNvv5wwZQa+DTcsx/X5vSN10aLpRqduYOnwdJsZYP+TYQBM4/A4NCTTGWD/8NBghxAbauSFruiE/SHz7bxmQDLgAiQXREkwICQQCGGNKKUGYUwZMccQUlcAUH+qILSNDyg4/vtkXktSR6lh4ny+jmA/0+c4trB6flBuX+MaT1Sx8D7dIP4Z0d5AwxVDeIYkb1LMWEl+ta5jrdygqBQMltNyZRgBA+nwen8+DkO0L+L1+n2k5XCipgHMJTIEEkyMTmAncBwiDZMAV42BTMClYBAgWwrQgYIKBJKLHH5ERfeqwlJxTxvrXAWpN1P1xDmVESIQ5ZUoKoEQKBthBkllMGD5mmAB9SviVsqVghIIQwBlRzK94H0g/gB/AizlmQLEgiFLM9MkI/fRu51SfnBHOkKQIkKGoYysUUNSQEnGQRAnELOpwoMBsBU43mH3AbGAYRA81vBz5MFIARsAGBoAUcFAUGFWUKcyVfgZTSjliypbcFkyBpUgf+ANgGBAMqoAFOEgRwpxiYSMLS4tBUOJuaD8C3T2IOAQAKAamGAalQAHDzMAACMAghgLJODAKXAAmDEA6yJDSAWAAjFIsJYACBaAUMKoIYcixCHaEOK4WDbrhdT+m1+v1+XxafSDsCGkrQmjIikopZQMdL4MPPQagX3D4QKucC+ogfTKElZC2aTmWDQowxkoprfi6BQoAluXYDvb6DMoEF0pXKowdxghCdjDo93g8lFIFQCjHRDCqGGOcMv2OhSWlijHgUnLBKXVsRREoLgVh1FHAmdCPMWEYBgDon8FgkHOuVVI3L3TIIfENv9lDn8NvAX58z68c6JzlA8+wQdIWrr+UE9M2MEUShALJRH83iC4F23RAAaeCIAoKKGaRxMdWkvhlJ04dG2RzyNkOoalmWnwnpuaHxHfZb6+PV3xPZgPNaKoajowUteMsDxrdov3Pq/6qxhkTXAqmGAUlbMtg1FGSOsjYcseGjIy0oqKChqZGd3bW/AWXb39wh0MF7e7u3fVE65rberas61yzqmfV2s71Wxs3/5l/uBccTDGziEIUGAFOgDIgArhQ+n7TF/30DHs5DXdbCal7LSnVDRSOOUOM2gRTzvT6bME4Qxi4gPbOw/ff17h6zf677gt+UscZCdqWtAzo7vM9tKtn0/bmTQ8Zr+0DBFRBEEvEgWBBEB0QX0Ix0eIboogRygaEmTLHFJYjbEwJtRlzhMIgmOQMEebz7H23Y/NWvO7PR1etb1y2um3N5p6/PAxtHcCJAOLDAQEchAITg0ElUZQpS3BHD3gSSggiCCsB4EggAIQDsXve3NOy9a76LdsCBxsBOJgUHEWwQ4O90N7wwZaVdy1Y+NrPfg1B/7/37P7ND2+4b936P/5xzbJVm2tr37/zzjXrNm0M2Nim1patmzduvae28RiiSkhAxDGCHgD0xmsvbt68evOmDavXrLvrrgeWrdy0Z88HCsAybCkYKKmffJFFo+9njLHH4/ne977ncrl++tOfSinffue9tes2rN+wad/+Wt0GHCKjAiOhp1qoApDjF0AdJ76UCa2OhFIH6Z4rZDvYQboO04HhKZBKN4QJwtiy16/dkJmZlV9QcvjIMcoEQogQQghSShw7duQHP/ie2+2+5ZZbgoZFmVAAUgJBmGAHYwcRx2EIcUw54ZyCYhzbdsD7+I7ta1cuu/PPmzdvWb9+47o1a1Z98MEHmg3OOUKID4ytibAuBTbwBhAasQg1dUPDGOHPpPCxDf0s0WoeLsHht3yIZACugAnBKMWEINs2H3nkkXXr1q1fv37v3r1SAqUcY0oIY1QJDvEo70glNRwcG8YidC/2IouQ+A6a7RBXPt9PxZf9NywvPm40uX94gTEWep2nlDMlOccIBBXEIdgyDZ8C1tRc9/nPn5OQkPDOe+9+5atfTzjl1Jt++guugDW3fPjV6x498/TXx1386qlfeDPhwtfOmnLPOZMablkJ/oBJUKdi3QAOBYEAbAAH9GiGVk/d46ZPByPd+RgeBaeMEc4R67+dMMYYI+Lok1JMmSOIw4nFrSAwDHU1L1w274Ezz75r3NQ93/oxHD0GxAR/F9n19FPT857+Qurdn0s5+Ps7oMfiQSSCNhBBCULEcbCNiIMI1iemRHPSf1KOCcOE2QQHhekIhxEqLSEtJbBCjFrUB+A9/ORfn5ua+sYp41859cLXzrjkk7Onvvn5WS/NzO9efQ/4exzus8DptnoBO4ApYwwJZkqKGAWEAWFELIvYNqHIpmAT8JvQ3bPn17dsO2/GHV+Y2vbADvAbEKSAlElsYvfA0f1v3PSdv108+ensy6Gn++09L19Xdvml55yZmZO/bP2d992zfsqEc05NOGXnE7vefef108449ZxxE7fvfNERYGGGsAlAQBg3fv2aM05NOP20hISE088464KEM877/X+tYRL8PlMxbPo9jOJw8Q3d55ZlOY6DEPL5fMXFxQkJCdXV1UqpZctXJpxy2imnnn7ntrulAkyYYRhKKdu2HcdBjoWRTXB/1w6jOKS8uu8LD3RE6SoqCNXKyxDW53dvuHHK5MQbbrghEAgghEzT5JwbhuE4jm1ayHawZWPDAspBwPe//d1TTzvzc+eOa2vvlAocxyGEIMdg1Dl65MDCyxckJCR8//vfp0yYFg7aGGGOHUQdW49qOAw5DBHmUObYVkAx3H74wMJ5eaclJJx9xqmnnpaQcErCmWeeMWHChJ/97GeUUp/PhxDSwWrF1LEghPrf+gnRf9etYD6o0UopIQRjjBDSz4nwv4S6iXUpaJvhQ9CMMcG4ZfpBUM4QcgxQ4vU9/3a5XAkJCQkJCTfddJNpObaD9RiJhRnjQKMIY+xmXAyBikTG1rFB4NjLi0dffGN7HL/40ogjtvgOvM33V3qHEkyJ7uekjsmQBcAxMh0UlIp87/vfOeOM0+69/559+2sTTj+joKTcQlw0H3z72mv+Pu78f06beqSqGt34oyNfv+Htb99g/OMZsPoQ8dnUYowAI8AIFQ6SCEtKBNc9qohRNCBwiGA9Nh3eXhCMSyKASkWlJP0vcYRhygllDmWO4Egyh6OgsPzAbfHJW7sWJD96wWl/Pf+8ba50643dYHVAoPmtW3961znnPXvRjM3nT9m/YgMwOyhMEFghiwmMJHI4dji2GTKJbRJkEoQEQ4JhKYlSWEokhMOkyZmHGwGFESjCgVKgRCHHsoxOhg4ceebeJ2dPf/G8896dm+b95rWepdWvfG7CewkznjrL9cqfbmXc0wY93RBUQDi2kUSmxJagjFCwMVjIppaf2wYoD6WO4tQxgVlHn3/67dt+/+qfft21/00FVhAhkwlbEqn81L//9dt+9OjnL2jIXwotTcr2NL3zUsqki29fs9Xg8OADm1Omnv+9r3+rLL/8m1+77trrvpiYnH33I//AAJ6ghbHDcBB44OEHtt7wresuGndewilnXHjxlK9+++Ynd+1mUncoYRBE8E9HezjnWkpCA0pSyr6+voqKilNPPfVLX/qSEOKVV1+7+Sc/+9Wvf/vW2+9iwgjlcmAimpRSSa7H4vo7czjVsz7CX4b00T8iRJmekigpk5hKyi5fcNkZZ5xx1VVX2bYtQRFGHYwkKD2ZRzAOQgETdq8PiPjNzb845+xzL7pk8uEj7VIBxlgIZpl+Rp1DB5sXV5effvqpP/nJT0zL4QIIByGBYiII1q+9urufcsQ4ItgS2O5uO1I4f+6ZpyckTrz4ui9f/a1vf+3ss89MSEg4++yzt27dyjnXE8sopbrbV993Wnl1p60egdTSyQam0+nZYDRsehljTMuu/ovueWdhEyci9YHpDhPHBMWxFXQMPyh56x9uOSUh4bRTTk04JWHm7FkHjx4jQhoOsQlnABZmkeIbQ0aG1Kho+GF1bEgpCxff+BPrfCq+u+674fE7v6kXWczMKgzP53vejNz+xDoMCGH6OR8ZYaSv4Y+4IcMbhIzG3ZCWw5H90kwdRh1CDUINQi1C7Y8++uCMM85cdHm+EbDzFyy69KIJ773xBhw58vKVV65PnLj9Z9/D7a1gmxBEEAQRVCY1lTLtA411zz6197nHP3phl6/5CFgSB3zg0L7d++sffrnxlddlX8fhd1/d98oLfb3dSimjp/3D1557ffeDr76wvX3/hxC0wOtpeGX3J489/u6jDwa6mpTTBd3Hup9/6fBDTxze+Q+r8QAQZArLsD0QCMLej5+9LH3HWQnPnfK5R84a/+HPfgvtHbD71ZeTZjx97lkPn3vO+nGXtG66B/wYHAXBINTUHnrqudZHn2l//Hloarc5dEjwKIZxwPP+my07tvc89jh64cXuZ3fWPf3I4X0fCiMAXr//9Q+PPr770N+eaXv0kcDruyFomv4AosGmF/++0+2664LP771jFfS2gnEQXn/m1dyMB0496/5pc9hDb0AbBN7q+uCBXZ2vvw8B1PL6u4effh4OdkJ3ALoCDc+9/MmTz37y9K62D9+nKKAAAzfMjgM1/37h0Ftv8g4vmASMLjjW0rHzmc7tO8W//1l3y88fPv/sNxYWwIFO5ojD9R+6Zlzyh5WrKcATD90z/vOnvvPBh6nZeRdOGP/h/r3nXpz4t0efIRK8pmkJ6ggbYw8jXiPod6WknZKQsLCwpMMRfYQA7mr+6JUNGza8/t4+h/NXX331ie07Pnz9I4uAhUBhHwhPW3vdQ4/85cknn3jvnQ+XVF95SsLpV1/9RQB5qLlhz79fe+Zfe9q9FiVIULuto33HY4/f97f7n3jq6Xf21VAFgZ6jzzy2/cEdD7Uc62jz+h9++pm77t3u8VsOABLsk4/ff/Cvf3nk8ad6vD4A+0DTx/fd95cndu5q7zj83tt7clLT/98pZ+UtKr37wZ0P73i2pzNIbGv3S8899Ld7Hn/4wYf/9ujeTxoIgNc0FUW/v+mmcad/Ljlx1rG+3t3vvnvPQw//++0Pe/02KDhWt/+a4uKEhDN/dPNvOnrbH3nsob9sf6K+6SgiWFD7YM2+Rx/acdfjOz851qaUAGxLShzD393RULQg86yEhJL5C48ebaOc3P+XO089IyHhtDOWXv91B5F//vOf995/3/sff0IV+8fzu9555xXKbEfC0R7Ps7ueeeiBvz38yBOtLUdACuDkwzd2/+Wv9zz2yuv13iACB2Rg74u7nrn3jl3P7vCTAKXgGPDCM88/9MDfHtr+4FvvfuQAIAWSmMCMfTV7H9355PaHdzz06BP7W9uRBOwQxbhNKJeC2B4QlqerrbysJCHh9IsuvvT0U08747TTdz33osXAJyAgAQtEmc3Y4LHuIQUntpKEGumRAhVNeaPpHmGUchZKKUkpJVR29pp5+ZUXz8iZ5i6emFZwacqiae7SC6fmXH3tV5b99vrt67/x9L0/fuqeKC3fGOIbGVi0p0o08Y3W7I1hNhqeMdbfF6dnQDCbUEuLL2Pkt7/97be+8W1G+Kv/evmK6qr333odjh394Jrr/vqFC55etADds1Xu2O79+85PXnsFYx+YDS333PZ2StqrCQk1CWe9knDqjksuatu2lqAjIHuf/NJVm085890JM+zia54+f9aWc2fA+3Xw1D/evuyyV88//4Ozzn7/cxc+fk5iww9+CQf3te984LFxiTu/MGP7dd+B+lZ4bOfKcy7+6/muF6q+RtvqLegNcg9lDmAONfU7L3PvOCvhrQsn/P3/feH+5JlQvw+WL99x9uf+ffGFL44fd+f4Kfv+ayUYAfD21m/e/MDMtH8kfGHf6Ze8mnD2i1My/E++BN0B6Gj7ZP3yR6ZO+Ofpp76XcMrehLM+Pmv8XxPOPPLrP0BTjX/bH+6Zeubzp5/9VsJZexISdp53xss3XC/r3gPceXTXw49Pn7Fj0ozdq9cHPH0e5Afi8a765SPnn/rEFz539JvfhO6DL/3q+3dc8Ln30nMOlH7prxNn/znPBW8+Bbvuf/LyrEfPPOv5hHP+nnDWw+Mnv/2bn8PRBjDa3vyvX95+4QUbpsy0nvsXdHbCvx57rCDroQsueP6Mc19MSNh3wQUvn3H6G/klcKSXOGr/e6+Nv/DM39++ggA88sCdZyYkNDY2PvTYk1vv/nPLoYMJp571l+1PMADEJPv/WHvP+KqK7v17Tk8nQABBBFGxgnpbsSEqIBaUYqGogIIVsYuIXezYsKA06T1AEkhCJzRpUhNCOunttN2mz17Pix3y5wZEvH/P+ZwX4WTOsPdkz3evWXvWdQGjwiQ8gnG4tqK0+2WXuZDvptvuKmkMM4BITf6zQx6I8QfO79T1jrv7er3+GIRikPfnaYuJALDpmmVzOnZs5fIg5EIuhJKTWgR8MQ89NIAxMeXbr+NiYpErdlXWZgD11aSP2p/fAbk8yIUQ8voTW69Iy9yxISvOhVwuz/U9bj//kovdMTHI5bug08Vb9+6hUrwwZrQXodZtO2/dsQcAT/3p6/j4xLbtOq7fkDnyycf8CHmQF8W0Ru4krzdh354Dk7/8wu9GPjcKeJAHIZ83dsy4N8qq6sAWrz3zTLIr5sK2ne9+4H4UE4PcXuTyPTHqOUJYdX5u/zt7ulyxb7/76Z4Du6/5TzeEAk899XwkEgLgzz35hAehVpdcnnMkjzEiTU0QbHNSW36kzx3XxSDU88ZbIxGNcVlQmOvxuZE/tt/Dj9ZW111zVTeEvDff1rNX7z4ej2vIow8SM/LNDz+16XChC7kDHq/H40lJSfnhmy+BWrOm/uj1upEv/ptZ88NErz1+rN/117VG6K67btSoduRw4U3X9vQgd6ukFi6EAnEtXnjz3QbdAm5O/vTdxMR45PG6vR63P9af3H5VVo6UNjYtzIVQkhgNymzMSl/RoX075PK9O/HD7ld1cyE04plniQ21JtcV6ESjzDg7fE8nyblg5Fzg+3eAOgW+nHMHvs2Rb4er7myOfB34zv7mqbPB9xzTDqfw9O8O+pSW5552OIfFgpQcBLMFk4JxZ2nPuOXUIAAAKBublmIYgHMrAsfzdz3cNyclcY8HHULoIPKnepJeTGkH2zbZC376upV7ZkLs1osvr3rgof3XXL8+PmlWQmLBlMlQVbJ9zKhFnbqudLfdfv51O/o9tvep0bA6O/3G6z9tF79nwmjIz65b+MOGq7svatO5YtZ0qC4V455b5fdP9yYGBw071u3yBW7fsusfhJ1lAKJOasTCYFlgBdWBral33fwTQkb//mU33zQjDuGxozbddGt6x64w5LGtHTv+2Or84198C3r1/l+/mtr5wimdOjduXAUl+46NHTm1ddLv3S6DnI3qy4/ntm+5JODe26VLaMDQvB73rUu5/Bd3yvEPP4e8Qwc/eP2Hq7vmPvpU/cCnam/tuSq+xZdxbXa9PhEaqyPLlm68+JoVMZ3yJ/wIFZYZsQBrbPvqLy5qu6xVm8I+98LxfQdefWKl37Mz7rzsi25bfceA4olvwaq5aVdfMtvv3dq+k9nz/lD3Hmt9LWcldtw98jmoPHZ4ylffd7ho5kU3QMYWKGnI+c+tq3yJK2OSj11zU+SO2/7q0HZ1jH/DbXfC8aDiUFaYO+KJR2fMX2gpyNm4esjA+/bt3W0DUG4dPHzgkUcf37hpG+FgmJRzXUrdoLqQxKgp/c+llyAUuKbHXY0GNqyo0VD04lODPAglJrbp1OXKO3ve075VQrwHde12w5H8iuPHjl7Uro3f5/H4vPc/cM+dd97Yrl0LF0L9HxwECmZM/TkhJuAOJG7evidn44Z2LRJ9Pt9tt945bNgTw4eNbNW28/ffTy06cOC8hASfOz42ofUNt9x4+5094gP+pLj4hwc/Ulff+Nl7HwaQv13bS44cKQNB5sz4FSFfm/MuWLcxc9q0HxJ8KCk2MalN1x53DRj8yJDCgvwXxoy+5MIuQx4ZPOrJYTddf3UgEPAktJn8w3RqRN96bnQLd2ycJ+6CS7ve3q9v16uuQp4Ylz9u6q/T9drKfrffjlDsmLFv2yCee/4ZF/J2u+La4uJiQw9f0qkTQu5HnnkxYoOuR0FSQ4+ColWlB++6+So/Qjdde0P+scJQODphwnifz4c8gZfGvWGEIrdcfyNCPl9Mi0su69arV6/UhbOXz5+T3LI1csdecVm3fn3v63715S438iI0f9as8uJj119/PXLHj3ntfQGwKXvdpe06xSGUlrakuq68XduOCf7k8a+/HQ2GFi9e3DKlPfLGTZ89P33Zgo6tYl0udPc9fYYMG/rAw4PaX3TVzPkrhFBmVAtpuoktoFFQ5mfvv+tBqOMFXQ4czO1/3/2JsXEXX3ZlaXWjZoMmIWKGlU3/Dr7/SJJzB9Q/tjy58dnF1E/N+T46zIHvit/Hpv720jnDV/xDzvfvDvqMLc+I1DOS958aS8lBMpBcCSY5b6r+YoyEw2EhhKHpnBHFMDaCxKiDktxDwx7JaNMq56JOBXf1OnDfgK3Dnpn37Dg4XFD24KBVSe2nXdaDr8oBi9t79q2+4cafXYG1/YfBvvxtTw7/uHXK1IuvhqJK4GHgtZEfv5jTsd2qa6+hU77Tt6yJLp1b3Oue9KT2216aCOXVUHso47n+y1Lit8YG1vnQiisvL127RSNgUQAC0AigA+jlULBt+Z23f++NNV94Ft58aVkSymif+FtC+313DoBvv1vTsdMXLTsXffwN5O5YNPDuOf64vF599fQldPtaNvmrHxMSv2rdAqZ8E3zthQ/caP71t/AZS6FGgw27517X84OElENffA615VBdZhQeJcdKYMdemPZH2nW3fRLfed0zb0JlSf6yuanXXj01kJz//ldQHQE9AlbI2LV50lXdf48//1DPh+B40b7XX5zRos22XgNgTyEYAMFI/oR3f2jd/ts2naPzV0BdGEoK1t/Xb0ogKeOG22Db5ropP32Dkpa17A6r1qtZ81NbdlqYfP62iR8ADSmSt+KzMT+lxG/oeTccDxqaVJIqm5rSthRwZoIiNidSMKmIshkAKAGcAyOSWUEAbDCLEAtXFd7ctYvL0+KqG+6xGDe1BhapfGXME16Ebr6xV0OQEixfe3GkH6F2nbsUl9eOH/daDEKx/sQfp/wKQC1cd9/9t7sQGjRwqKAwb9r0gMvl8Sfu3Z83d8aMFj6vC6FXXn790IHc3EOFhcV1hiZ3r9t8XmxSrKfFzz9NB+DYaHio7z1+hBISEhrrgxNffTsOxbU/7/KDB0qAk9nTp7rcgQ4XXLQmO02IyL29engQGjryjTAGoTghkXBDfW1FTU1F5eH9e2f8/kOL5HiEkid+8D3Y4q3nRie4Aue3vaCqocECuXPP7kBMHHJ5xzzzbLSm6uE+fd3+loOHjRaKzpv9e8vEJA/ybt+6bdeuXTEBnzcmdsaydM2GqB5xduNJgWuKD95zS/d4v7tly9a33nbHbbf3cns9CLm7XHTZsaNF1QVFfW+704Vinhw1VgBIaYPEQx/s60Hogg5djhwsAAX5Bfs6Xdja7UL9+t4HIMaPH49QfI/b7q+qik7+8tdEX8olHS+rqiydNm1KQlxiYkzStF+n/rljZ0ZGxt197kee2Hfe/3j6z98luJELobfefmfPnj2VtQ1/5R+vCmELU8G4BLAsQ+GgVlv6YJ87vQiNGjmGM/v3X36N9fmRy7tizXoLIMxAKC44duB7CnDOkSTnHh3y015/1/LfPXD7P8L3lBP7xz10zY3/h32+Z98jIoQQQjXDV/KmPbbOSBHCLIuADboWsfQQtYIAhn1o34EHh/0Wd+Hix0ZDYR1QkBIkADQ2bOnT61dfzPy7HoVyLIKGOJ6/c+ygDwNozV2PwOpd+c8+9nFLNPPmyyFvvx2sg1D94QlvLWrfbm1CzE7k/wu12OVquyoxadplF6W9/Q7U1AO14NjhP7pemJrYYnHiBSXjPgSdWIJJLQIaBgy2DqAMa+/mJb36TGndcc9TwyFz2eorL5ieGPt1y0vg69kwd8G09hd8fkG3iq9/gwM7l/a5bZE7Zrc3cYcbbUFooyt5bcvLs2+4j3/x69FRL7wVSF42YATkV0BDJTucs7TXte/60ZEvP4GKAtiyavPgexdcdNkCT9JahP70JixALXcPfBKqykLXVF6GAAAgAElEQVRLZqd1vWR2cvvdEyZBca1dH4VI1J7+y9x2KUu8KRWPjITG4szxY37s1G7HkOFQUm5WVEB96YYXn/q2U7vvr7za2HEAoiZU5+bN+PiVFujnmy7Q1s0o/+2rP2LbLD7/YrJz4dbfXp3RteXUVq0hezcc1yA37+Bbr/7RMjmzx+1QERQUNEOnijVGDSLBsHRsaTazrGjQsKKEmcTQJRGcAdjAccjmmsmxZRlGef4tl16EUHz3G3qHNF0ynYTKX31muB+577z93vLKiBTw6gsj4jzowsuvzCs8/vLoF5JcMUnxrUJhPRKtKy450LvPzS6EBg8aojj88s3k1nHx3kDS+k079PqG++7s6UEoxh/vQl4XCjz3wlvVleE967d0TengQbG/TJmOraikkfGvjPUjlJSUVFtd8+Okb2JQoE2ri48cKhPYmDdrGkKBtu0vzFizirHIvb1uCnjcffuPKKtjES3IeTR7dVq/3n3iAzEehGL9KC7ej1Dy+He/sRl+4/nRyb7Etskd9ufnGpJU11ZdfPHFXl9g6NDhNBy8/67eCCU9/+pEJnB9TUmvm24IIDRu7Muvv/6m2x+46MruRysbIxyE4pYZYQJLgRvLDvW99WrkQsgbiE1q6YtLatW2/V139/1r3yEQqvzQoT633OZyxT/94niNQDRiRiuL+t7Y3Y/Qg/f2DzZY0YgZ1Soffayfy+2/9NKrQ5FgevqqFomt/ChhTcaWh/o/iVCb5559U9dCr7z0dFJMjB954/y+2EAMQigxuU3y+V2ef/m10ryDj99/twshnz8GIeTyxYweN74yaDEutUiUCB6NhsE2t69b1aldy1if95lnxmzZvP23n39p36YtQt6nn3u5gYAmgTBMidFcVX92Vv4PgBL/XTj3jy1P2ed7LpKSzTnfs8H3H92LTzmCc6Dk/1LhdpZRO9FQKWErAc629qY6E845lwBAcFPdASgqaIQYtVB04NCIR6d2OG/2U09HDpWADjQKMhSFUN3me26eGueZ27Mv7C8A04BQ1Zbh937sRmm9h8O2sj1PPPnZea2n97gD9h2DRgxHysrf+fDH5JSl114lJn8GqStgY2Zkwx+HMn4/nLOOVYchyKqmzMq+oMt6FNgRc+mB24ZDfh2EDGCSCDusIMKENGuhYN/Se3pPDMRtfHoEFOQVT3jzx6v/81vfRyCvAlakfXdB5wntLyv8/Bc4eGDW7bfMRIG/rusBq1NhQ6ZIXwtpm7Qf/4CV2SXDn/zM41l2+z2wZz+QhtC+jXN69pjoTyr9bDrsLFpxxZWzW8etuOEaWDgL5v+0+ZarP4pNXDN8NFQWly5fMK979586dNn54+9AFAPgJfmHBt23Mi5mbquOkc+/hUhZ5icvf5Mcu/3Bh1TuMTBNMOu2vzx6ccu2C1tdCOv3QIRCuGHXG2N/iItdc2V3SF1KJk9ZhM5flnQxrFtcPe+rpRe2nZ7U1ly4AaIAjeGNH0yY2jJ50x13wfE6rFEdE2pLCaBjwgAIoyApcCwUZYIyywQFBEslwRYmwyHKLQABWsMtV13pccfd2XeAxW0AETx++K3nnojz+m+68Y7S8joAePWFUX6E2nS8pKQ8+M4rr8cg5PcGDh46AiAwDj/0UG+vBz380GBQMOvXnxP8fpc3flPOLjMcPrzrz+8mf/vo4CF97unbIqG1y5v40ouvlxw40Ck52YMC036fA6DAZqOGDI13+2JjA6UlRZ+8Mz4O+c4776Lc3GKw+eJ5fyAUOO/8S9ZkZQpu3X3b9XF+X9+HhoYp2AB5uQd8buRBqHevO3bv2Dr1528vuOACFNNywvtfglIvjxrV0tfignZddEoFqILC3A7t27hcnhFPjtTqa+/peTdCyS+88WE42ghS//iNV5Pd7g7nnd+yzXnI437xzbctgBAGBZxxPWpFlCTB0kP9br0GudGl1/5n2tz56Vnrl2VkSgDTxECxWVHa+6YbkTtx6Jg3NAFcgIrWDuh5XRxCN1x9naYJG0A3qnv2vM7vT76pR5+IZRzNP3R/r55xyH3/vQMuuPAa5O+wev1eW+AJrzzrRyglKennH77P2bwla2325q1//j5/aXrWeq2moib/4KSPPnzyyRE9e/b0xsSj2Fbj3vlYKpCSK7BNKwo08vl7ryd4kBchhNwedyDW4/Mi5PbEtGjdMb+8ETuXhy2l5P9IkpNhcu4x3+ko+7tuT+7zX0lKngrfc6lwO1lY5+9O7O/4e3LLM5ZOn528f9dz8ydK2ErYTfuBnP0+nHMuGRNKgmDSMkxLC9vCpGY9VB7a+fTdX3VAC0c/wgtylaHblMtgEEIN1ntvTEcoM6WzPvJlWJoaeu+jzE5XTXalZLzyLpSFCsZ99Fmg84oeQ+BQrQprwCxYkf5j604/temyf/S4SEZGdNMamT1vzaujtv36OwRNWJ0xvWPbBS535RVX7wkkpsWl7Bn1OjRI4NBAVBQAAwGjGnJ3LHvgzveTAgdeHQdFpXC05OC8xUUb1oEWgvlzZ1151eRLuhd8/h0UF2c+O+ZXX0zmFf8p/HVe+aYdwW2bj82bvuLll2BtVumEVz6LR6u7dGAvPgsLF9S8+V56h2umoU7a27/A0h1zkrssaH/R9hFjIDMTfvlm2a03fZpyyYZn3oLqqvDKpRuuvCojqU3x0y+rmYth2Yq9zz03p127b7xxix8ZBXnHoaJs+8S3FnbuuH/wEFVca2g2aFbD739MRwnZCR0Ln3oe5i6GKT+nX3PzFHReTq8nIP94wZRpX6VcOv3SHmpdDmRkrYxtsymm3eH7hsPMZdaMuSvv7bekTZtNt/eEsioQIAHCpsklo5w1WlgAYC0EklLFIpYFoCxNlxxMg9oguLAArJJjh1Pnzbnywi5+V6BbtxsWpq0prapgobLXn37U53L36zegNhQSgr3+4nPxbt9l3e/IL6yf/duvcQjFBDzDnhienp4+a8bM8zuc5/d5HnvsMQA1b/rv8b5AID5l74Fjs6dNG/X4oxlp6YcP586aMTMhPhm5Ai+Pe6Po4L728TE+j3/0mBfT0ld/9dU3bZJTvMjT4/bbCDUmvjkuBqHklm0mvPtB6pJZgx/uGwi0OK/DpZlZa5WkA/r18btRx0svn7UkNXVF+kcffOj3oA7tkl99+dmd2zb9MPnbSy6+HLljJ331vbCsd8a+muhJ6tLpihlzZ2duzLz//rsDXuTz+WbNmKk1Nt7b535PwgVDx7yhW2EA4+iOTZe1a+dDXuTyJXfsmLZ5q6EgbAHlFlemKUywWbj00AO3XuuOdd/cp09NWCM2EACdK12LgKLBgsP33nKTP67NiLHvRRSEDQK08dNXR8UhFO8LvPH2h2uyN38yaXyLFgGEkkc/9y4B2wbzvXFjWiKUEIiPS+541e0PFtTqYPOspXNax3ni/Z6nRz25bt26HX/uTF+z7pmxb0yfNW/mlO8e6dMzY+WKvLz8H7//IbllG+Rv8eKb72PCOKeaoQOIUHXhoD63x7nQNVdc8dCDD9/fr/+gBx+69YabAjGJsYltp81fYUiQUmJdOxf4/s+AOiN/m79yxm7/rrz4nNIOf6dq1gzfU1TNzni4fyeXczp8/1FY5+Q+z0Wvp0l85//B1yl9tRlVlslBgRI22CIaqgEw7cO7c+7t/UdK+2m9HoS/yqCaqBosOOihWly0afmTPZe1cG9G6K8YtAGhlSj+z3sGGjlboLEy7eG+XycGvu/YDnZth1CZ0iqhPDf/rbELW8Zt8PtykDsHebJdvjnxCUfHvwGZqdmdE5ckom+6XAzZWRWjH/o1gH6NScl9YQJUVxpWrWFW4XAlhKL8z53f3XzJO4low4CH4HAJNFiAGVNh0MtgzrSf2rT9OLntrjfegZpK+HP73t53rUauHIT+dKEsP5rpQVNaXwpTsyBz/+zLblof581BKNOPspLQjvNaTvOj8g+egt3zV/e76uc4lBHXYqc7eTdCezwxv/uTFve9F8r2Vs36bEU82uVBqR7PYuTdGZuYhTxz/HEb+g+mW3ZDvQZ5edtGDpvVypV9y3Vqx2GIAFRFoLDgyOtPz2jjXu5FO+O9W71osRfNv/4WfckqCFVt/XD8t8i7MKULWZ4BVTVlA/tkutE6L8p0oc0t3GlelBHwZFx9DRzJZwYxCCdKGZZOGDUUmEwqagIzdIoJAMWEWdiWoBuWQbCBI5KHX372CS9CXuT2IzdCXuRPem3ie7Sx6NlH+noQ6nbNTWXV5QD8hVEj/MiX2OrSfQcqIrVVd93c3eVCyIUQcruQ14XcXren1123A/Cfvvs6zh9AKHbbnwcXzZsb73E2+LtdLoSQ+6prb/hr/+FDO7e08CKv24OQz3n73PEd2nVav2UDk9bm7BUpiQHkQsiFYryoVZIPIV98fLsF85eCDe++/qoXIeT1IF8AId/c2Qtu+E83D0In3l63KxZ5vC+99hooNXrIEzEo0YPikRshN4r1o4AbDXx4gBbRj+cf63Hj7Qi1fuL5ty2sAQmC1jD4rrs8yO3yJ1x1y631VEUpmBQMK8qVaQpDKStUcvDWbl2QD13QvVteWblG7Qi3o5Qrm4EyGwv+urX7Zcgd+/CoVzSAqEXBrGk89ufQ/nd5EULeROSJ9XiQC6HefYb+dbgmzLENxrb0uR1jkN+FkDv25U9/bFQgiQZG3aSJb8Z6XS6EPM53XD7kS/j0829mTvkuCSEvQi7kdiHk8cZc1O3GvXmlEgBjkwjOmTVv+g9xCMUiNOmDD5y1rE353h1/en1xCMVed3tfjQMhBGwlBDvHsOz0gO9kUp9OEvk30eEpXzmFe2fRdjiDsM6jwz4ZP9SB74rfx54NvqdISgqhmqvaT0Hk/6BqdsaWp3f7j0JwYIOzWd1RPGKCY8lNEDpQHXhEGpo0iTIo0yTToTFk/rrw8Mvv582ZB0atBUYDRENgaqABmNBYWzB30c53P895+d3tb36YP2MWFB0DoYEy1i+d+/NHE+Z+/yUYDWBrwIIgItBQGcnKPPz1d/ve+mDvuAm5Ez6p/WU65B2tWbUi9b13Fr39eu26LNA1OHY07bvJUyeMT/35B1xZBgIDs8CmYHMVCWf/PmvmW+/vXZ4GhANjoGnAOOgWPlKQ/tWP8979pGJtDugUMNeKSo6tWrX/w4lH3npj5zvvbPpkUklGFlTWgh7mhw/nvzvpyOiXyz/5IPj1F4v/c+MEb0Lou5+hug4O7N/30UdbX39rzzvvhWbMLZs6bdFLL5UsWgDBRpq9dv8nk3a/+vbBNyccfG383rfe3jnp84Ppq1VQB5ODKcEUxzLWz/3kix0Ll0E0AgQDN8GMgh4pXr06+/OvVo1/P3Pih7u/mwJ/7oFgGKJaaPPmJe+/t+KTj6GoEKJROFpw5LcZmW9NzJn46bHvf2uYuWDLm28fmPIjWEFqBU2gUYBaTsO2HQYISxnhmDAKjAHjwLnNmVOr7eze55z//vvvAwcOHDBgwAMPPDBkyJAhQ4YsWLBA1/Vp06b17t174sSJelQjFp45fcbD/R8a88zo8rLjFJMjhw6//NLYQQMGDhsy9MvPv/j0408GDRj4yUcfKyHTV2cMHT5s4OABfx3YV1tX+cfs6QMGPvjY44MGDX5o3Csv7t67ywZYv3FDq9ZtvDHxQ54Y8cobb/cf+MjwESPXbtyEqWViQyo6f8HsAQ8/MOTxwTNnTJs/d96jAweNGPbUn1t3gYCyktL33p04bMjQAQ89/MSw4fW1dRvXbxg1YuQjgwaPePKpKT/8+NYbb953b795c+aCDVN++HHAoIFDhg194aXnBz866MGH+n/59VflFVU2QGVF7Ucffvbo4Md+mPwtKGzziCK133/zkdcXcHkTP/5qcpRyXQqNE9PGBtWFTQS3qquOv/XauMGDBkx45+3K6iobgDEmhHCkJBoaGt56660HH3xw6tSpzaVoSqmKioqffvrp8ccff+SRR4YNG/bhhx+WlJQAQCgUAoDa2tr333//vvvuGz58+J49e5x6CqeeLTU19fnnn3/88ccfe+yxJ598ctKkSUePHj1+/PiUKVOGDRs2YMCAgQMHvv/++7t375ZSOqJXznfnzJnTv3//IUOG7N69WwhhmqazdWzcuHEDBgx4/PHHHf0jfpJMhFL/JV/3jyT5R+yce0v5P6uaPTrsk/FD50weca7COidHvidLipzxiM9IXnHWu9AZz+3cSe1UGckT8tWc86ZSUMU4CC6JYlhZOmDLDjaUbdtas2lTzbq1Jesyi9euqcrMrk/PCi1b07goPbgyS1+zkWRvwRkbYNueSFpmaOPG8IbNlX8slytz5MocnrYVr94SzdpyPC3reNb6Y2np1Zs2R7Zt13O265u2hjLXN2Rmm1u21meuqclIb1ydpa3dEFqTXbt0ZXBlJlu3lWXlRFKzRNZ2fcX64OKs8NK15qrNeOVGWLfZWpURyciIZGXWrEmrWZNWtya9bkUqXbdeT13FM7Jg7UYtLb0+NbUxe01049pIdkYoe3Vo48Zg1mbI3mev2lkzJ2Pvp98bc5fBmmy5JXvXBxN/73rd1Lbdjr/xJZ+XEUpfbe3YFsxep63dYOXsCG/cUrc1p2T92rIN6+o2bY5u2GRlb8SZWUbGai0r09i4MbplU3XG6uNLltcvT9PT1uDV2WZmlpGV1ZiZXp2+ojZzZdXKJfUrFtPVabBuHV+1Em/I1resjeasLVu1+Pia5XUbV5dmLg/v3FC2ellJ2uLa7FXRTVnhrHRz7Rq1dZOds0nPyqjNTq88sNMmEV0LAbcBA4QFaKJJ555IsLAihEiKJXUuOafqzLZtXdej0Wg0GtU0LRQKBYNBR+xV07T6+nqnhtjRKnN+e/L1GQqFdF13JJ5ramoikYjTMhwO19ZUOVJEAMI0IsHG2oaaSrCFrQQ2rYP7D5zfvqMb+ebPWywVVNc3aBaWADaoiBZ2xCY1LRIMNkjBbKka6xsioSgoAEeC14ZoOKJFopFQmFMGNuhRLdjQyAgFGyKhcDgYIhYGGyzDDIfDuq5TTqJ6pDHU4EiaWZhzZusaqamqtblQ3DCj1QDa8KH9fb5ASkrHI8eKBUCUM1NxTRgcmAImuAU2t7RwQ31tJByUtmpW48QYG4YhpTRNMxwOm6YphHC0x5yCY0ppKBQKhULRaNTRu3D0Wp3RcwbQkYhzPpdSNmubmabZ0NAQDoed9g6ddV2PRCKRSIRz7ihLOOR1Zno4HI5EIo4AbHNNM2MsEok0Njbqut4sUngKSZpRcI5IPQugziWIPL3bs8D3DKpmp8D3Hx+4nUva4fTDPfesyr/K+YpTlgxKOjKmTEnhvE9UNzpXuTItEYxANAqE1+/9a8rAh7+PRZtaebckube40BGXuwh58hE6hnzbEdqA0Do3Wo/QVhfa5UEH4rw7ETqMvPuRaw/y7ESuPR7/BoQ2I7QDubYitAmhtQitc6EtAff2WO92ryvHhTa60NYA2hnn2h6DclxoM0JbEMpBaE/As92FtiC0AaEdbrQVoS0nftjl9mxGKAuhdS603o3WIrTF48pBaLfL85cvsAOhtQitR2iTz53j82z3oG0I5SDXeuTagryb3f6sGF8GQvlxvsJ438E23vUutBuhPQht8/lyYmPXu9E2v3uby7XH68tBaD1CO2MDW/3edQhtc7l2ILQDob0IHfB59nhd21xonQtlIrQBoa0IbUVoF3Lv9vlzENroRlkIZSC03o1yXGiX2/UnQjsR2uxGm/3ezX6vc/w5Mf4NHtcmn2dLwJeJ0HqEtvp9mz3uzR73Frd7NfKv8l/4s+/iP255GA6WQ6Nlh6mhEwxQoWgp0HLAtUDDQKLC0gXFknMpmsUP+QlVb8Mw+AmbA2eKNrMDAJoFPx22OtOYEGIYhlMj6zQDAMMwBONgA4ACUGY0wixTEBMEBSmprlPdBAWb1qxrHdfCj9zffvGNDWBSJgHqQ0EdW0xJExtRPeLockkpGWO2bQOAEjY2iWVZnHNHvcyREHOOTUqpaRql1JnwhBCHgM4FbFkGxqZQ3AagnHEBggPYzpZKjo0w2Nb2LasT41wIoQEDH7O4ipgkTEyNE+44g1CDEkNSC2whOFWSU864FOqEeqSjq8lPFBCzE5JvzaPnQNAZVSewdfZanRx1Ol+3LKt5J5Zzj3Tw6mhTOIPvfCiEMAzD+X+dV3Mld/O5ixNFz07/AKDrOj+pZPzswDkXkjR3fi4PpU7Bzikd/q8539M83M4uKfk/73ZoHrizN/67UTtjt00fSsFBcBBMNV0KnDLBpBK2EhKkEgQDoTIcBs2AsHZ87YbqRYtDCxaGFy8NL11Wt3hx9eJFNUuXVKUurVy1vGTpwtIlC8LpaQ0LF0XmL47OmR+eu7B+ydLalavKV64oXbG8ePnS2pWrIktTw3MWRecsCs1eGF68NLo8NbRkqbZwKZu/zJizKLx4af2SJXWLF9csXFizcGHtokU1SxbXLFl8fP68uuXLqlKX1qxcXr96xfFlC4qXzqtctrR+eVrl/NSaJWkNadlVqRkli1dULEurWpZetWhl1YIVVXOX18xfUb98dcOKzMqlaUWLlhUtW1aSmlqeurJiUWrNgmXhBcu1WQvxl7/k3/Fo6U0DjvQafHDQSHPyVLZ01fHlq4pXpdWkry6eM69u+Yr6xctrFy6NpKZVz19cs2BJaFlqaFlq48Il9fMX1S1cVL1gQcWC+ZVLFlcsTa1flVmzLK1qQWrdkrSaBanlc5c2pK4uW7i8dtWaitSMqtSM6hWrq5ekVc5PjS7PaliYUT93Vf2claEFGaF56Q2zV4bnpEXmpjfMTLUWZ0cWrK6dubxhXlpwQUbd/LTw/DQ6e5W1ID28+U9oiODGCAiQHMIRkwKYttIVIZICE0AlEKmIoJg4U8KZ/81BlqOS40xjZ1Y7K1NHY0iBbWLLmRg2AKbEuTcTRjElTHBHI0mBzTk1DM00dUcwn1JMiMUYsUxdSW5zATb89efugQ/073vH3csWLKGcOdrnjvy5SYkCmzDKpXDkPpy7RTOCnRuAA6NQKMRPSNw6jHP0EBw2OSdomlgI5QSVlBOL4KiuSQWc2djitgROGQgKCs+a9v29vW+75eYe69Zu4nbTjhGT0yjWbVA2cAABghNDJxZmhDpiFI6MmcNQ567mHE/zD85gOrpCnHMn6hQnJHIccwrnBB0oN0O8+c8RDocppY4VRfNN0YmdnbC6OcRuhmnz6Z8c9jqCElJKxwysWYlNnCnVcEY+nAtJTqfZP3Z7OnzPstvhjBVu/xq+//9KSp5lFM44vn/XrSOgJ0+I/3LKCGGmRTAXRClLMAnAOcW6BrYAR3NbgQ3AATTBCQABoADcmSk2cC4FgABgAAxAKaXAtkASgKikHGxQNkgAqcBWDBQGGVSWZhMJSoEtAagEImxwOlTQtPzkAE6/3AbMgYimf0ousAGKgy2kIGA7c4Y6n4ASoATYQlKLMwuUcvphNmAbbC5AKpDMMiM19ccbtdpGvaFBa2A2t8BuBAgBGAACgAhJKOdCOatgUGBTR8Padhx6TnjPKMEtyXSQGGwKkoHioDhIBsBBEqmocxpKUpBMMWwrJ1nAweYgKSgOkgMjTacgKUgCwJVNCTckcAxWHUSqgJYDawSJhQ2GhKiCoAmmBCpBsyBsgiGAKm4Jwbg6IcvNOXcUsxwE8BNb35tltBwQNyt/c84Nw2jWDucnRMEdgjtRpw1C2oyDwIIQSali1JYasagUmmUGwyEHHA119Q01taZuOK4/mqE7zgu6aXApdNNQYOum0bw0dq7PZl1gTdMc3jUv253V+snz2QnSlbA5FU4saRgapZhL4ahHEiywxTmXlqlTokeC1Q21FQ31tRQz3bAI5SFDY6AsjjG1HJ0XmzNBMNhAKXUE8CyCHR1hZ8Sc4XIiXHFCBM5BnkM9B7uOPpEDR+ccnVNzRIuabydOkoGfkKN0omxnnJVSzY0ddbfmv6ODXScEdm5a6oSVnINscVI8fi4YOR2U5974HFuKk9KeZ5GUPBm+zdoOs795auW0l/4Zvv/3CrezN/4/V7g1yU0pxhXjNlO2BKWAKduylWmrOjNaa0Q0iTFwk+OwqUcIs7gtKEhLUSwoFqZFLIswg0jMuSW0qGVQaRKpa0SYAjhIAzMLN3nnYCIsApgJi2DdwNRiNicgHExiSoyw7nigCVOQKBGmUI5guiW5wSkWgtlN0Q3l0ahOsOBUCSwlUYraAktqMGow59iwyYjFOVVOG06VQXgY0zAl3AbABEzMDINgU4HknBLDtClXJrHqQxAmEOUQYUBBYKkEgAKhExExQCNABRDOTUwMk3OuhAQslMkUEYpKECAwNyMGtxgIEBYzwibRKaeKESlPWLFhIgyCHd8ai2BnXe9MIQd8TpgZNQ0dW0QJSqnQosC4LmhEKd22DSolUZIIi+AINSLSMoDpNo8IFhJCt20iZHOQJU8sdR1OnaylIk5oeIOyHbceJaTzJJZYmFhYcoFNixEqGCcW5pQpIbFpEaybRoQyUypKJDWZZQmGJTcYo3aTqaWTd7aVYBRrWsS5I2uaJps8GoRjGMh5E3NPaHpRpYSu68663mGQE80ppZwluQMsR9ERAAhhkiuKBacMlE0pFoIxwQ0TS2mDDZzZjAlGqK0YAGdYw7omucAYCyV1bHFbUc4ccjU5MFHGCMUYE0YV2JgSh4DN+dNmzjoQdF7NyRDHc0g0W/mdZOAmTvJec6ank7dtTi/wE/F1M3/VCT+hZpc259la8z3ASYk4F5KD+JNx79wAxH9nDM6dJGek0xkBdTpz/67l2SvczghfJ+f7t/A9WVjn/67tcPpBn7Hxyad67kMmbdEUZ1DmGI0wJkyLECGpbVMABmDZQseWZkSVEpRbklpKj0I0ClRnOGKSoA2WYlGFwyCxLUwhMXAMugmcCxyVUgfbUpn+2KIAACAASURBVDgszCA1GyWLCqExHLK5BsICqtuRoAo32kYELA24YVthaQSVGVI4qnCU4QghEcZ1k0cpWBSoBroFNASGBcJUnAhbN4imY0qkZTLLZGA3GQ5hYVtMYq64AEYVMyzAGLQwaA1AIzqua5TB4xCsBLMeLAMIsykD2gBaCDQAA0jYZhZlpqHMOquxngUtsLCMKjANUk8gqoPRCJEQaFFbs4RGmWkRTJlyPIqc0Ny0iK6bSgEokFwxJiJRXbNwlGGLUcYYx6RZ0J0R6lDSWYUoIRmhWDdASFAgDQxUgoBGyzQADGFTooACmAJsYILqyjKBYZA6l7pU2IaIYToa582z2lnSOheAZVmOXCR3DNmExKYFNoCyiWE2KdYrG2ywueCYSMpASEmZpKzJjlgKkBw4BUyoaYCQUtqEMMoEZcLJGDvgVoyCrRyfTdYkJK8kV9GwRjFTwnasFiwDO04i2DI4I45RpqMx4oipU0wcSzfn3uAIVTtHLpiURHBLcMoYoU4OhHNOKXd8i8EGSiSnzFaCUZNRk5oaSOEATseWxagCuynQFlIx7niS2rZNGI1oUQVNdwJd151HXk7u28kqOBkAdkL+uDme5Zw7lOScNzPayT84awtxwpTT4Tg7kUF2+nTgaxiG09hJEIkTNiLOMTRHzU7k66SVmnvQdcf5D06mRzMf/g4O5wiof9vy5MbN2g4nS0qeLKxzepHFf6Udzi4p2QzfM6qa/Q/w/Vfn9o/wdTwihXLSDgprVk1VbeGxooLC4qP5BUXFpbm5R8vLy0HZIBSxaESpkJAmkxaTmuAaqCjwiGXYBgGTV+QVjxw+YsQLLy7NzmYAIR2bTAoJ1GBS59wSYIMm7aCUjUpp0sbMFhRsBkoCtkFTKgwsAjQKXFNMV8wxNGSMEYtKzIHbPGLVl9bUFFQUHzgWrQ1alsUE5ZJRigk2OSOMEYxNIimRlNrcCcc4p1JyxhimxFSyEZgOkpkUKICmWCNnBtSVRWtza6tzq44WlB4qKdpXlHu0uLA0t6TkUFlVZaMpmjbYO15KkiupwLSbrJotbnPTBgJS2hbBJiWOEadh6ZhaAGrliqVPDXv81bEvVFaU2sCJxFESsaSFsckIdaIhJw2qEctgxGAkrGtFZaX5+fl1NbVEM6hugkmjZbVlucWFZRVBwgwqBQezPlJ+tDj/yOH6+trGaENJSVH5sSLSYAAGW5ecNmnyOgv2zz//fOjQoT///HNzLtLhQtNsd+wkTrhNgw3hhsbyktLyklItFAapJGVYNxTjejhyvLikpqS0obAoUlQcLC6Jlldp1bVgUptKZhAratpMcYsRHYO0cSjaUF5RUVAYaai1tLDNGQhpRjVuMZtBTXltVVl1XWW9GTGA285iX3BsK1FVWV5dWVVZXoFNy5aKEWpouhIyGo6UlZQ6+xyUkGCDqRtggyRCYMkpw6Zl25IQi1IqhAqGIscKSvJyC6IRU3LBCOXMYpZuc8axRbBJiOXYVhkmBgDJFTOpY6jBCDUMgwkubWUR3JxddcJJJxLnTUX5pJmtzVK8TqTswJT9t82d04mT0rEsy0nyNqv6OhR2shbOX6p57eKwuKysLD8/Pz8/v7CwsLCwsKyszFlPONh1vt6s7O6sG5pp2wyKfwXfM9KJnWZ9co4oOxm+ZxTWOVXP91weuHW+qk+HK27vfM2dp0hK/quc7xmP9SxjceJ79LTybeXYNTLGmnRzuMW4xQXmnBLBOefAOFgGUN0KVve+7up4hNwuhBDyuz0e5E5q1Wbyjz83BsMSIMRYkGIqTNMMWsTknFsGFhZTOgYujm7MTkTI3+qi8V9OwzYYelhQzdSCFjGl5AyHJNOxlJqFJdMFjmJKdNMARfTGyinffjH8yWG/LV5QHjWilqBEaVjnIHQiMBGSRW0ePnJw9+BHHgwkIuRGschzfkrHoSNf3HmkuCbKIhQiWFpURQwTY8o5NfRoszGd4JRgE1sGMSNSkSBu1IROJBWE2hYGgrHRMHxofy9CcS4Ug5AXIeRCyONCLoSQ7+77R2gUDD0qecgSIV0aGGyTMk7CnIdDLGKAMCnTTSMqQhYNgWUCtw1CwwRHDAwKxo99NYBQm/Na7Ny7ndncwtw0qGUyC1PKGWGYcYuxkLSjGMIWN3CU0wb2n65dPQi1ufjSYw1BE8yq2uKbbrzW4/K363BVasZmCoSwxpGD709wo/hW5x0uqXzl5XEBhGIRysnKrq+t++jTr4eOfOPXGYuZCDO9jAaP973tTuRu17f/yIZIHVMRU5imRcBSSqdRS8OSW6ZUEiKWAbiBrPx15XUd0wMow+dfc/WVJV98DjoBAlBYljfu9VnIu8uftAOh3Qj9iVBqXOKKR56EogoINUA0CBq2LapbDdBQUv3lx1u6XflnbPxWFLOyxfn7R74kD/4FVhSi4fpFS3L73bc5NmZbvCcjPm75dXeFF2RDGGNhWpG8/D8+T+3Yfl1sy/mxLfKfHwcNjSJqKk1Addnu8f0+7ILyf0mDOjAtFuZhG0xKdIvbBpUmCRLSyC2N6xGwjcqSQ/3v6xXr8yOU8Ozo16PRKMamZWBMhC5oI9Y1oXTCDapbWAMbLE3HRgNIQwhGsDAIxlw16lKzIGISwjAmmpDExBbljGBNUE0xTLDJOSXEcuJx08SYMJNTjVhBPSoAImaUKuaYAwhJKDOVEroepRQzRizLwBhTCSYlBgtFrFqLRhRITASh3MJRxnXLjBBsUtOiptZQm3vJRa2RCyFfrCfGjdwopeMVm3cVGDZonFFFDDNimczCPGI1Bs16DrZBOGGUEGIRjCnBvMnowNld6ljbNAGHcZsLx/f6f8j5/h3HTufev835Tnp76Oyvnlwx9aUVU/9e2+F0+J6cdjj9aP7xxnLKy/mcnvRqxutpqnGSMXGiMaYUU2Y6/KWcOAlHYExZusBRI1jlwDc+zt+pU6fO53dsndTKE4hDvpiPPv4UE2YyaTFKqA5Alc0IsQAA6waOmoDZse0bW7nd8SkXfzZlHrdBcQtsBiCipmFiCxSmVhQLWwDYwgSbGpbJBOdWpLzw8OCH+iE3GvbC0yEhJIAtwMI0GA4xAIuYkocy0xcmxMci5EZe1KFz+ysvuaR1YkvkCrz89vtYQUinRIJUYDtushRzRpqMmZse2wHFBEBgojMQGreilgY20EiURcJ6pO69Ca927pBycft2HZJbJMXEIRdKSknp3KXTee07DR/1GlfgZBGoDFMgVAEXYGoNANRQFgVwLO7DNKoTTVkGDoYiZpiBMpkFNvz67Q9+hDpfcmHh8VKLUQtTTIkCm0olACSAZkQJiTARDZrVRFo4ykGH4f0f9CPkb9lm074Dhoju27c1Id7v88QEYs/7cvJUDiy/YG/f268PINTjrr4VIePbbyZ373rxlRd2ydv3V311zaVdr0IoYeToV2wQtoziUM3Dfe9FKPHRoaMbgzUAmAEQCcwU3OAKOCaaLTA01IIerPz68zmtW64JxB7scOn+thdluGPmt2pz7IMPoKEOqov3jH3613h/ZnJKTsuuO9t2/7PztSu63rzxlc9kUZgxViutSlBBFgWj4tDEcctj4/bGd9gU32Vbq25bE86fiQLp9/WHI0egtnx5/wcWJyXvS2n7V7uEPa1brHUlzo3vGJ45Hyor4bcfV3dsv+jK6/CbHx299bZprVL+/Ox7qA+DUQeHtv18QbvMe/pBDW2MQjW1azk1ZcTAoYhJohZj0qA0yMwoDjcCGJvWrfR7kN8b8HpaXt39tkOHc21Q0ajOuDSoqVOT28BtsIELRS2TAYBtYyEM0zQdm1HKhFSgacwxQlZ200QDACmIU6cEdlMGQI8agknn0WxIi0oAbivMmQ3KWQZZltG8LQRjE0A5CW4hhI6JBKAKS+BEWjoxnK3KCqTj3RkNR5hlAvDK8twH7rujQ4cOLpfH5UExCfF33vPQlp25rOmRLiXEIliADQKYxY0wpgKAUE5Ik3WW4y/TbDHjuMw0AYc2PQc6l3U5++84+izNTufe6Xq+p0S+p+x2+Gf4nkXP9/R7xTluS/i7GPk0Op858m3+LeeUC9z0lowoQYRTTmFIpuvh6ntuuCYeoVt63FBfX491Y+7MOf5APHJ5e/S4NRKKmroBoEDx4qL83LyDpcdLSkqKAEApAM7ztm5o5UHumJTvf18ANhTmHc49ckAzdCJBx0zZjFIcsujeg7n5Rw9VlBUSRnXTAG6WHN3fu9fNyI0GjnpsZ97ho3nVNAqcAcaUSiEVKS3Ze+Wl5we88YkJHcZ/MKmmMRyNhNZnZXbrfs2L417TdNMw8dGjR0tKSnKPHCo4djQaCQEoKRhnpLq6eu/evY2NjbZURYVHjxw5dLy+xrSVjollYFAKCFWSEqwTMwKK//jF58lxcW5/7E+/TReK67pZF7TqGs0jh/eXl+YTrgW10LGCIl03QbKy4vy8wqPHikvyjhytqw0RAIsrYBwYYWAeKjmw98iu+obqLz74OBbFpLTrlFtQxpTNBOUKFxbnHz6at/9w3vGqWhtA2QyAR0XI4qYwbGAw/asvkn0Ief2//DGbiei8P352IRQbk4hQ4tAnxliAM7KWdOva2YfQ+5O+rtPw8dKy6uKSowcPc5MeObD/iq6XBvzxgwcPP1x0PK+wNNxQO/iB+xDyjhrxtCRa0bEjew7nVTSaRIAUwBmRAmMZBVwPuX9mDxs07YLzZ1/WDTLWQs7O9T1vn9YmedbN10HuHijes+3dF972o7S+vWDPLsCmpVWbWDMMAAyy2oKg5DpARIfDG2c+dM1XbdGaB2+xDx+C0vJ9Q4YsbNd+apsusHwNhCs3f/fh3m8/gfoiqNlxZNKzi9skzmvZasWYp6ChlLw+albHFls+/gqqGmDWt593Tvr+8cegohKO/7XxhRHTW14Jk5cCFkFQIQkUQAvXCxw1LR7RCeMWwxFBDUkMxaIT3n7FhVAgJsHrb4VcCVNn/MHBDuuGiS3MdABeVlZ29OjRY0W5ZeXFEZ1EDWpijXKrvi6Ul1tQXJRfVlpgRIKK0ZqamiNH8goKi3XdtCxD1yIH9x8oLiyJRkJKyKKCwvy8Y1HNwkRUVTfkHysGgGCw4cCBv8rKSoqKCioqjjs755yEA9ighCwvO37saH5RQWFtdY1QsrCo5GBuXmFpmQAbC2JxnFdQeLSgtLisTtMJIYxxy7JCjGmCGvP+mOFFyOtDkz7/zKLAFWDCjhUWHDjwF2OMU3U0t+Dwkf2hSFCjtsGBUM4Ya0LeCSNdcuLnJtow/v/8vP9pn1kzoP5tjHzKVrNzUTUb9OiwZviu/G3sv3YvPiXqln+j2NB89Kc0PstYnPgeO007wxZCNf9WCCYkaXorbtmCKGEroagphGFGa3vfeG0CQrfecqNzcdRX1V108WXemPi77ron0hgEQsNVlT99983V3a9ITIqNT4y5qtul334/uTYYVRJyd2xp6UbJyR1eHPvOmBHPxLs9Ka1av/DyqyVVDRa3Q6HQsmXLet3bPzapVXKL+Latk95+Z3x+wbFoY/UjD/T2uZDXh1As8rdKSmnddcfGPMXAlqAZYQBz9syv/Qh53cmPPfZqBANWwBgB4MfyDu7I2WRp4Y/ffzc+4PW5UEzA165tysgRT27fluPUdA4aNMjv9z/51MgPPvig8/kdYvyBBwY/drSsyqJKCCUsyz6xdNBCQVBi6ndftUyIRcj328x5JrYoJpSJefMWuF3ohmu7z5o1o3fv3jExMVu3bFu2dHGrpBYulyvgi0mMT378safmLcs0KQjLYnpw0uQPL7n2Il8S6ta9a987erUKtOlwfvc9fxVLgKLS/E8/n5iYHHD7fQj5rrvx1nXrt1gW0fUoAUYV47oCQx3cmNW5VRxyoWfHjpVMf27kEBdCMYFEN4q77da7o1yb+sfPibF+n8c/e1EqA/jy8y/ifYH/dLvueFF53169EryugBvFxiSihPadruyxe9fOkUMHexDq36/P1x9O6NyuTWKr83o9OGT7oQIGgHXNppQp2zY0PWfV9z27T2qXcuTdjyBoQq2R9+o7v7ToMLXzFTA/FfILct+d8JHbs67XnWT5Er5/b7ggF4QCE1ijBGqDKTQLwFBwcNeqh3suaO/OvunS8MqlUFB89PU333MnrrzjMdh+DPSwZtRYtgozS7ODjfuy53a7/I/zOmWOGQvV9cE3XvwupcWxr6dBbiX7btK3l7b5ot+dUFGipy989uIOv4x8AkqKIO8APfBXZOc+qA4BYaCAMtu0OMaYGNH/j7q3DpCrSvd2V2m7xN3dQ0iwuJAQLMFJGCC4u8/AHAYZYICBGSQQYEhwDxIYnBAkJIR4S9pdS/bey/W9f1TICTrMOfN99979V6d7pWrXru5nv7XWep+fZGlworFuz4FTJubl5c1feNRhsxaheOEZ51+UIEyBIwzjILny7389cvGi/LycaBbq0avrrXfe09Ca5Fa/uvaNJUtPys8pLsyL9yzKuvS803Gi5Y+/vyk3p3DA4DFlZbXg9POrnyrIKx4xfPxHH30kuVhy5LEhFDv+pOV33/9Q7z4DDztkZqKj87yzVmRHI0V5uSGEBvYfcNVVV5WXl2e2edTV1d15550HTJqcFYuHEDpg0uSnVz9xyimnIJS9YMHRW3fuUqA//PyDMZMmIJT3l/ufTKSUsSANFdLHQQqs/fCt17IQyopHb7v9TmdBCf3dpq+nTp4QDkevu/am8869qFeP3j26FF900SXtnvIlUGkym6n3xejtn6f3g5ItY335N/vWfp1jP+Xej5osjDG/3mTxM/DNuB0uveqSXxTr/LDJ4v9c5bsXrz84rNb2p5WvNlwZiY2kWlqjMvDF6Zb5UyflIjRt6uQtW7Zs/nrjzTf8IZKVi0LRCy68GBywzvZLzzozHo6EQqGRI4dPGD86FEKxWOScS68xANu+3NAlFIqEs/PyeowZPnrk4KGRUDgUjl9y5fXawZo1axBCKJQ1aPjoCeNHdyvOQyE0//AFe3ZvvfOP1xfkIBRGsR65I6dOHT9u5p4dbVYBI9SACIKW669ZUZgV6pI/eNWq96iBxgQ2TmKvFSwBRZJtTV3ys0cMGbhgzsxDDzmoT++ekUhkzJgxpaWlQRDMnDkzY3vp1avXmBFDs2JxFMpZeuo5TANlApxUbG+WuJYKFH/wnj8V52WhcPzBlU9zoYRglHiPrXwoHI2EQpFQKDJ54gFzZkz/4rP1xx69ZFDfwQvmzF08//D+vfuEQ1mFPUZs21kvMb7zjzeiLIRiqP+I7occNqFXYVEcZQ0aMGXnrua2ROeS4xejMJq/YNY1N1x/0aVXhaJ5WVlF73/wqQPwDWNGGWohkLy5cvqkYSiE5i1cjFNtB44fmZeTP+WAg/NiRf37DiqtK7vlrj8iFO4/YOh3JeVEmt/fdEMUoezs4oo99acsOaZnQXY2Qt179Ok/YebcY8/YunnTGSccE0GoW1H+kN7dJo0agUJxFM5fcPzpngRGKFABSQNpnl73zJpFkx7umf3F8cfCrlJIE+/hlXf06HfbsHFk1XPwXWnJuRc/iaJfFXbbUdT7y+L+G6cuKLvqv6C+0wYets0NqqnGQtKBa24jz67eOHrExwh9ltWNLl725YSDVo2enFj3GQTct7hDY1+B30IgidOrn/9Hcf81hYOrb34QKlL2kuvWdO/7+ZU3QFsC7r/7kd5dH19yNJSVf3TKsttHj2r48A35xT9Ljzr2vcJ+L/Qat375Faa8gfiCM6MkCKE0Zwx3gKPvvvt6YWF+bl7BylVPX3zVDSiUNWrSlE1bd0iQVPjXXnlZTiQSQmjQwP5Tpo3t079HKJ6z/qtvV7/wHAqFEcoa2G/otCkTRg/plRtFG9e/d+sfbgihWGGXwTt314HEzz3xaAhlDRgwZu0765wzC+csiKAYCuV07Td04gGHLD/19PKdO+MITRk//sgFCw49+JDePXtFo/GlS49PeySR9BcuPCIez0YoPHbs+Anjxudkxwf37/Pe22/lZhXm5xQ/+thK4+RNf7oexUJdew75ZP02qUFIR3lAaJpgH5T64LXnshHKiufdevvdSnIrSPXu78YPHxKJZodjuf37Dxw5dFgWQlko6+rrbxMARBqulf6+ozWzC9AY80Pe/Awr/y06/dLI3175/pLb4Y7rl635yxn/Dd8fiXX6jZo9ePzC/uNm/Uisk4HvL90BfsuN5T9S+Sol9q98M9sJwGgnqdNkH3zz8rP6Dx40fOgwhMLRnPyjTjipqq7eKP3ZujeH9+2NUPSscy/avnNHedmupYvn58ZjOV367yxt2PnNxm6xaDyac+WVN3a0p9a9/e6h06ZGw5EpBx7c1Ng2e/oh2dFI30HDPln/VW1V2V/vuTMnLzcUCf/9/rsSzdVzZhyIQujk88/ZVF5dWtbOMTDClaQAivgdF5+zLAuhIf0nv7V2owBIc6U0BYODZKsmKUm8F9Y81VBTWVlW+sUXn19zzTXRaHTYsGGvvvZGR2dyyZIlsVhs7ty527d9V7Z729jRY6K5PQcMn0qVY4IaQwAU1y6gmUZ7tfJvdxbmhkKx7FX/eDHgWlujZXLlw/eG4zn9Bo5a+fBTzXUt9ZWVmrN31r1XWlJRW7pn+9cb/3LXbeFIDGV1X/XUa1Vluwf16o7C4WmzZ324/r1Eou7qC8/vmlUwoO+4mpqOF15cEwqhwoLsTz/9mDD69eZvZ89bHIsVXX759dJAgmMGxkkArkGnLjxzKYpGRo2ftP6j97vmZg8dMvLBB1ZOHD4+Oxx/8oWnTjn3dBTLOWrJqaU19RrgDzdcnx3J6jdgTH19Z3XJrglDB0YQOmn5ipJWXJsgXnPtifOnR1B00sSpWzdvrCjZMXHsmFisYNC46Z4EggVYDYwBSUH5528eecDbRWhj9yJv+e/g6ht3zZ7+j749/mvE8Pbnn4HKnRuuvuCREb2+PGzCtklDPu/d5fXcvD9n52+4+y4gHU7VU1Lne1QRsIRCQ/UnRy94sTB7w+ABb+XnvtOl8N3DptW9+QJoDNJTfoKl24EFsH3zW3NnP5nXdd3k6faDL6G+Fd5+/ZHRw1ZOPLDzqpu3TjzoqcLu+KXX4NMv/1rUu+yY5bCn/rXDF79QkB0ccUT5ohP/mDvg3QtugIY0UGM0cKatFFanFev4/e+vjkRCU6cd2pnCL69dm1vUFUWyVz3xtHZ0y3dfFRQURSM5kyYeuGHDhtrGkrfWvXzjzX94+70P5sybHY5Gxo2Z+vpr69paG7/++uMLzjt117Yvb7vlhux4Tu8Bk7fvrgOHX12zMoLy+vQbu+7D94XEcw+Znh/LHzH5oI++2Vpd1xwk/URr0z/XvtbR3LBt06bP13+65Jil8aycceMn19S3/OX+v8dzC6LZeccdf+KeiqqmpqYnn3j8xmuurC0rmTJxQm48duVVl2rDlp+5DEXCJ592ZmsnURYCLLhkzkoAC4p/9PozBWGEQrn/9ecHAbSVqZJvP584aghCseVnnlddW/XlZx8PLC7OQ9lHHvM7DoCFyayzyf3gq/clnf+gZjPa/gcq319C2S9Vvr8k1uk+ZOrxJy2/84bla/5yxtrHLv1F+A6ZsCgD3y7Dp/0Ivj96bvf98SOBxY+O/Qf/7OXYb6yyVtsfHGCM+37w3mkHY4WxwhglrTHGgDEgqJOYpfdOOxQW5Y6ZMB4hlJ2T13/kqM2lpdhoAHj87/fFEcoq7P72RxuUBtD6laefyEZhhLq+8OqnDWXVhQgV5nf5+yNPYm0NwDWXXxJHaMrESR++98/Rg/rGEbr4kiscABjWWlcxfOQIFEIrTjtJk8RJxx+FopFzrv99jac0AA6UsRxA+EGSBf7VF57fLSsvL9p91cqXJECHlxDCUzQNloNTgvibvtpwz91/njxx0qAhgwuLuiAULiru+uZb73ChZs6cGQqFLrroIt9LOU2OWLgIocIxk+d1+NyAFSppLGXacZOZiRMPP3BzUR4KxbIfefKFQEIq8AHwE4/fj+I5g0dO3bK5zAlQNADQ32zZ9sCDjyyYPqNfl6I+PYtCERQt6Lnm2bUlW77LQiga73bPA09oqwDYQ/fcmo1Q9y59GxvaLr/87LwclBuNF+YUZ2XF8gsLEIqhUO7ChUuFBd9qbI3g1lEBsnP1qvvC2fHsoh4rfnd6FKEDphxcVVl/1qmnxxA6+uRjRx88BYVzrrv5z52YGYAbrrk6gqLR3N41dcn2+poZUyYjFLvgit8nAdp8D5I1p82bHkL551x0UxoH4OjSxXNzIlljJs6rbbZEWqYpAZ/QRqBt3uqV60YMeR9FP0VoO8quDOdujBW8MmSMXf0SJNpqP3hzx7rnbPU3UP5+3d1Xbx4+8rPuw1cfeqT6ZgewDqlTQAn4BGr2fH75hf/o1nPPMcfC2hd33HTZm2MHPhxBq0dNhPe+gJYAEh60V0P15q9PW/z0kB739uqVfOhJaPMg5QFra1z92GeHLPqk55T1Q6cnL74RSnY8u+KU6wYNhdfeYS+8eEavbg+fvBiayuCrD+4+5OAnDpgJm/YAlUIozrQREsBvqN160EETI2E0f8ERJaUVb7339oRJExGKrjjjLCFS//jHo7kF3RHKf/aFtVwbKjup7HCg1q59vUf34ux41h233a8lBAQ7ECm/hZC2P9xweRSF8ruN/HJjKfCWF1f9BaG8Hr3HrH33LQf86Dlz4ih6xqVXtGsgQjulhZf6dN3bt9x43diRI4YOHlJY0BWFoqPHTW5o7bz4imtiuYVdevYtr6pmShtnrTbAKOtsv+2mK6MILV44c927aw+cNhWFwg89vjIVYKa04EZJxynjJA3af/uFR/PCCIWLbrrtb9xQLdpLt6w/YPQwFMr6++NrtBVee+PE/v2LQ9nLf3dJWoIvDVEiU/waZ40xGezunWTQxurvomulHAAAIABJREFUMeqscT8G1M/SKTP+t3Dsp9wzzlpwJuOzVcJaayy0Jeg++PafMHcffE84+bR98H3z8cv+Dfj+Z5WS+370k48JKlP57jfYGeO+H7l32mFv5aulcdYoDVI5Ehjuk+TeBbcpUydt3r71qquuQigc69Ll4htvbPU9bsRjD92fG4+gvKKX3/nYAIC1rzzxWM/cwkh2/xdf/rRsy+7iULQwv8vd9z/EAajWV15yYTZCB06Y8OG6dYdMGJWF0NVXX8u5BEVaavcMHT4sEoues2IZGHz04nkoHD7lomvqCTADQmrjfGVShARO2mcfX5WNwtmo4JQTz+RWGhC+3w5OVZbv+ubLz99d93ZhQR5CaPHio26+9U/LzzgrFMvu3rvf62+8mfaCI444IhQKrTjz9M7WJrBkzuyZKFw8bsqCQNmA+1InjcPcANMQBAEAe/RvtxQXIBSKPvT4874CYUGJ9jVrHkGhrEEjD/rwn99IbBUNvvpy/dhJUxCKTT9gygN33HrRRaeHsxDKyn/2hbU7Nn5dEIrFo33v++uz1oHT5IHbbyhAqF/Pvu2tHZdfenp2FGWjrBuvvOX222+//c7b/vLXv9159wNPP/0y05A0MnDGWDBMgGjfuW19fo+uKJzVs3uvCAovOvI45+Cum2+NIxQtyor37IZihWtefo9aEFLfctONkVA8u3BgYytuKC89ePxYhPJPP/86D0C4ALyqMxdMR6jbouMuru9ody447vBD8xAaNOhQIoE7CDhWylM8IAEFAw3bv9zw9H27Hv0TrFv97anz/9o7f+XB06GmExoSgK21gAGSkAbZtPvYY14q6HfvlIV4S41RuqSyrGlPGXgtqfdX/35o/uNdi8gtt4MfAAtaHrvjqdEDV3UbnrzracBaOgWV29adteShLqHXpo4s+8dKIExrYAokJQA4mSirqtxYX1MGPJV+5f5rh+Y/d9EVUN3evuqR83t0XXXyJbCjCT7/cNX8Q58cMxE++ho8D2NsNGjOwCXWf/JKKITisUiPnn0nH3Dg8JFDiorzIuGsfj37lu/+5pmnH4sX9EKx3q+8/QlVNhAdmDUDqPfeXtu9S34EoScef84Z8AimihCHA5G6+vJzsiLRol5jSyrbwSXefv7hEMrr03/Sq+++rm1w7Lx5cRQ9evnplUk/4Eox/tC9d2cjFENoxe9Ou/P2Ow5feCQKRUeNn1zV2H7+ZdegWHaXPv0bWjukg4BRcMCTCQjS33z2Ru9uqH/v/EMOnlJYWDhw0JCtu7YIy4zTjAklATQw3AGQ/vzd52MIoVi3m+97ghoiRUvlts/HD+uPQll/vOuvmKVbasvG9+5VhKLHLPkdB/CEwpLvg6+19r/X1tR/17/GmP0r318H1E/p9OscM79ZKTn0gAW/Bt/9dztccuXFIw6Ym2my6Dtmxg/cDub/0pyv+uVNwfsf+3aqKc0AdIBTjAfOyva2ptnTD8mKhGcddihY19bSPnP6nKx4XjyWd9uf7gEH77/1aq/uBSgeWXH++SVbtjWWlBxzxLzs7FwU61td41Vu+qhnHGUX97vxjocVD15Z89jQ4cOiWYVHHnl8KuFPPXBiPIKGDR61/pMvq2sr7vvrPbkF3cPh3NvvvBVALJg7IxqOzVq09NNvdn/6zc6a5mSaZPbEEOtERcXOUaMGoRDq1r3o6muv2rFrZ3sy9corrx04aeL9d9x52QUXxBDq0aXrV59vkFys/sfTkWi8/4BBL7/+pk/FvEVHoWj28rPPa25PANhFCxeEQmjcpMlJjKmFFGcagBmhDA9oCkDf/9d78vPzUQitfHI1thBw63Dy+ccejMfjA0ZO+OdX2z0JIIOV9/wxC6Hc3NxHn32VAXz47tqu2fHcSI/VT71ZUrIrvyCGEJo3f9a2HV82t1asOOs0hKID+42vrmxfufKRaAzFs0J33nVHklEB0JxM//HPdz/5zDMaIOBYKE55oA1XKsC4c9qUMRGEsiIoGkHX3HKzsPLNF1Z1jaLs7DjK6dpr+NSvvqsAISFI3/On/0KheKjLwJKGzpbm+tmHTEEhdPjRx2/aXbFp6466su2nLjkSRXOWLDs77QWgyEmHH5QbQ/0OmF2SBuWAUowB0hJAQ/PGbcG3W6GzA5rqvvnz3WvGzb27cMTmG++AhA8bvn75kkurXn4eSrbBV18FDz3w8ej+L/Xq+uyRZ8C2Fv3y2qdmLHpz1tnw8Kfwxmf3dR/wXo8B22bNtR++Ajs/23XDhc+OGf5E1z7w6NPQ1snWf/rWUYtW9u7ywvgh4rH7oK68rba8pbWWcgYUAIOjIBhIsEBa3lg44akxfeGrUmjRjc+uOadPz4eWnAEVTbDxrQenj3z2oBnw4SbwAxp0UpayjmGWvv6mqyNRlJMd7d+vT7eiwv59+xUUFOTk5qNw+KkXX9pSsjsvN7sgJ/vgaQd99PH6xtaOdR98cu2Nf3j9jTdnzJoZjYQOmDzu3bdfr64qKy3ZccaK07Zv+/aP118TD6Oc7sUrVz+VaNhz27XXIFTYd9CBb36wXii5YPqUOEInnnVtdQKY5txrmXfwtLxQeMyYUbt37wSlr73kUhQOTTx4anVb061/viM3lpMdyTrr4ou2lpW2NLW+/OyLF11woRSssalq6XFHIRTNyemGUOGKs69IY5bZD66V0FIZQRVv62ytfPHpJ2MojmJ5N/7XnYlEggep8m1fTxw1CEXRbXffrYxub24aN3hgPkKnnnK6c8D4XlzI7zsjzPeNG78+OfsrdFL/F3c73H7dqavvOX3tY5f+eKvZv4Tv/yZA8z8C35/+x0x0kDGKMYIDL/DTMw89JDcem37wQYm2dnCw8atv+vQeEAlndSnu+dorrysaXHjuWSgSDmflThwx9sBRY3KiKBqNX3jFbYLDjs/f7hFDodxuRf1GHXTgxOEDusWy4pF4wfPPv+4MPPXkylgYhVB0YL+hU6ZOys3PQSg2deqM8ooSwYOzzlgWQiinuPfgMVN6Dxm9YeO3CsA4SynmLJACv//Pt4uL8sIhhEJoxMjRUw85tE/f/rFQ+IF77nn4wQciCEXDkfFjx00YN76ooBCh8MBBQ95Y+04qjY84egkKx5adcXZbIq0knztnViiExkyYmCLEEwobTbX0WWCclIo4UPfdf3dubi4Khx57ak0nddIBCP+Jv90diUQGjpiwbsO3gQQw5NWnHi7OCUWj0aHjp42YOC03hnIQyg4XPrP6dYz9U5cdF46g3Lz4kGE9x44fEgqjwoKuvXoMK93dkEqlDl84NxYPoRCacMCUkeMmDh09GoXDJ5xyqgFIeel9tYDgmFH/nBWnZcdQbla4a9fitz/60AB898U/xw/qGY2GUShn/tIVFQ1pYByIf8NVVyEUi3UbuKcl3dbaeN6K5bFYViy3ePiEqZMPPGTz5x+edeoJKJR1/Gnnep4Hmi6dPS0/Guoz7tCSDk2ZsNLjtF34tUCr21/82z8njvxu+JAto0e+UJi3skvXDctPgR0boa0G3nv78W7dXy4qqJ48pWHUlI3F3Vch9ODAaNv7b0C6jTz2p3uL0V9iuebeB6Bq8xPLZj/YLfRm16ytowZVTBr9bkH0iTh6Z8F02PARNFW/P2/Oc/HYunD4wy75JQdM+u7Aae9NnfHUMUs7P/gQghTQBASNtq0MUnWNqx/7S89eG393NrQmgPiw8b1/zJ20skdW+7Jjq06Ye1MEfXjuZdDkAyVGBlIFjKeb2+q79SxCITR/3qzNmzaW7Nhesmv3yy+/PGTo8EhOzqIlxyWC4OqrLosgFI9Fhg4bMenAg7r07NutV99PP/v8iaeejMciIYQG9O0xberkiRPGReORTz7+8ON/vhNBCEXRwOFDJ48amItQPN41r8uQ1979OOGlD58xLT8ruuj4cytaBRZEseT5py0riEQLCvIOO+yQ4f36F8biKISGjB31+ZZv2lKJubPnhVA4nJc7dNzYAw+Y2rO4e8/uPRjFUnv33ndHKBzNzi5G4aIXXlpnAKQW2ipOWaZX20vULTlq9pD+fSKheCie37XXgDnz5m7Z9GVN2bZhA3ujSPiu+x4gjLY1NY7s3zcXoZNOXM45UCb2SXbUD5sMfp2S/xZ8f2nYTx/2/034/saT/iWe/sru5d9S+UopAYBSrrXmnCsh08nU3DmzQgjNnjXD91IZW+trr73Wt29fhMJjR4/Z9NWGdCrx4MOP9B04JIrC+ZHoQQdMvOuuexo7lDJQseXzfIS69hk0bOLUbt3yoggNGzH8qdXPYyKxTxj1337j1SMWLs7PLUJhVNSl8Nob//Dd1p1cMnBy+3ffzJs7O5KVm9e1d0HXHtt3lylnPc+TinIWOMWd4t9u/ub8c8/r3bt3dnYuQtFRo8bceuut9XU1yUTHTTdeH4/GsmLxUaNGXXDBBYWFxd2793z9jTcJ5UcsPgah6GWXX+15AYA96sgjwmF0yIyZnb5PLSgAzJkCLSShzLNGrHzsoaKiomh21mNPrcYGUj4Dw1566nGE0JCR47/4rpRIYH6nSDX/9Z7b+/XrhyJZ+d363HT9VT3zc/Oyuzy28mmtZWnZjhNPWpKbF4tno1lzpp1w4pLCwuJhQyZu+64CABoa6m699dZhw4YhFM7LL8zNzT/jjBXvvPOOMUZlpK7G+mmPYB/APrPm6bzc7GgkNHbs2MrGZmlNuqX67FOXxONxFMq95tZ7mAWBPZD0v/7w+5zcwqL+I7btaQCnNm74dM6cOTn5XVC8cMLkabu//frc004ORXOWn3kexhS0WH7M4XkRNHrqnKYAHABPJ0FpwEkIasg7az4ZMfSzcPb6br2+OnRG24MPQMlOJRKgPKgs7bz//k8OPuSdgl7vx/q9Wzxk62knq7degrY0pCis+tvakQNf7DccHn4KUg226tuy++9466BD3i3suS5etG7C2MpbroMt30BrM3y39d3RB2woHrk5NvirWP8t8QEbUfGn+cMfn7Cg/tX3wW/3RUunrgfogB0bVx93yoOTjoUPShSoRpe0tIO8/8bnsw9YWxh/e8CwT044y99VnQwEY0QLrA0zlj+95slYVji/MO+uu+4EsNYoqw1jbNny36FIJL9H9293bGPUW7Xy77NnHRaORkKxeGG3nldee0NnIsUEf/21V445+oguBbmxaDiE0Lnnn1dXV+cn2q679spYYUF2YeHyE4668w83hUM5g4dPXvvex0rbpUcdHkFo2TlXdDAIOHaaNFSUL1m4KBaLIIRmHnzoqSeeFIlFD5px2JaSnUzJ6urq+/5yb++BA6PZOQiFRw8f8djKRyhJA5Cvv/lk3ITxCMUmTp5RVdvGlKacSK2UMuBAM1VXvfuACcOL8rOKCoqzC7pEsvP79eu3ZdOXNZU7D5w8BoXQAw8+rK1pbKgbP3xIFkJnrTjfOWD7wVd/v88h852fdkz8D+rZ3wjffY/80w63/yR8D5l/0j6fb6aB5LfA918i9Vfg+6PBPx2536ExYVK5jHDEaqOlqq6qqNhTVltTpSQ3WgpOtZZlZSWNzU1lZWXNTQ3gQBuorWuuq6mvq6quq6gABxKASaCd9VU7v9nTUF/d2l5bW1ZTubOlrZVrZx0YpaUgoEVHe2tNVXVpeUlTS3PC860DyokUBEB1tjbtqawoq6wqrdhDOcM0MEbhwLNGCU6d1ZkW/srK6srK6tqaxsbGZs65MQrAJhIdZWVl1dXVmQ730tLS2tpazqWUurm5tbq6trGxmREqBaupriwp2VVVXUu1TmEmjHUATFAArRXlLEilO2pra7ft2pnwcGcghAbDcbKtqaysrLy6PoFlQBWA0iRlBSkvL69uaKlpbE0nWuuryveUVaRTmAsMoBLJ5sqq3RWVuxLJVs9LlZaW19e1cGak2KtGbGtrq9xTUVNVXV5aFnh+JtIpI1gwyoID7BOKGSO8vHRPVVVNadkeDRAw6pSfaKvNnE+rJz2qnZIgWUtDfVl5VWVDmy9cRrCZSnbu2F5SXt1YXdMIiiebG8rLK+obWhOJFFhbX76rpnR3VWM7NuD7GARAJwCHlIYmwVqCluqOPbvaytpZAhRAGmQKDAUQAEyZjjbS3trs+1UdnZozUEA9SLUD9tob63e3tje1p3wMwByABp3wE00NqWRba9BEgKfAdBqmQCYSDcmWmmRdOavdA/V7oK5M1JY3Nje0adkJptWqACBNBCedqdba1vpm0MBFoJUADEABGuuhslRX1gEGMGAsCIIl87ViAU7Vt9Q1tTeWlO1Op5OMMS+V9lJpY0xbe2fJnord1VWpwJfSB0NbW+r3VJZX1FRX1tcn/cDzsQMwSicTHRWlJXU1tU0NzcmU5xw4zRj1y2tqyiqrQDGQvLSssrK2rSONlbYNtRUVe0pqW1IJapjgimGwJtHWXl1ZVVlZ6aXSSqmSstLq+rqEl5ZaCSWttXVNjbtLS6praxrrG5yVDKes8z777J0u3YpD4fitt9/nE425EEY7AKOBMyOYBsOb6iv2VJSUlpbvLquqrm6uqavFJO377Q31VeV7KlvbEoQwKVh1VVll2e7mpnbOjBA/EDvsg+/P9qH9EnzlT3pufwm+P/uYvw7fH7UX/2/h29iY3F8p+bMw/dHt4ldO+n8G3x+2IO8bbLQBB8CFwUQoZYKAZJpxrVEANpVKYOwrIx1Yobhze7snAcBZ0FqDA7CKeH4nZhpABglwQgNQZ8EpcJopmcZEGR34aSkY8dIAyhrhAIwFKgWXwgEwiqmfAqukoplcGSYo59QYpSTnjAjGKSZ+2gMHUmoAyOTbp7wkpoEFQxh2YKXeK0XNaAmdsfvEK2Cd1UYKAmAdWAeQaeU0FjDGKpOCY7iVTGnmAITRwoKwIJUTHDvFAcB8/x1GfdBCCpLx+TrI2ImVs5IxYq0m1CM0nVHxAlhj9poSjXGMicBnAMAItdoYIcGBpExS5pTmlDlj/XQguRJCZbZpOwcZtziVShkNVgAozrmxwA0YABx4kgYAVmqlAQKuGA9wkLKSgQMNoCyANWBVRlArlbEWwGnQwjqgTHEphPQtNEHbd99cef4zfQd+NWhMyaBxJYPH7Og9cEdRr68Liz8b2H1tn7z1w3ttHNF3+7D+m/v23dx3xLcDRn3Vu/umvj22dO+/rfuAnV26V/QfWDpg6MZefdb37/ZJn4KtQ3vvGTywpueQyq5Dt/cb+m333rsLiiu79dxU1HXL4MHvD+ry9YQBGwcXbx7YdcuQXpsH9Sgd2WdHz6Kywp7VxYO25Pfb2mfgpkFdN40q/mRY3oZ+2bu6ZVcWFW8v7LOl97ANIwZ/NHrg24N6bBg9+LOu+V9NP0Rt+kozbI3gAjuwPguoYg6stiaVSmlpjLKMSwPAjCGCS+lr4WtFpRZcq4wv2gFQzozSRktwFhwoof2AMJZprNdcO20AnHKaOQCunXKgNABYKZgGIEpZcFrLjNKIEWqMcQBEcMJopkeZCR4I5lNinFVKOQCllBSEkzQXHbfcchUKoaLi7u99sN4AcG18SpjgRgNnzmlgQVor6kBl+piVBOOstsIAk4oAgNOghNZSGRBSUWtBS7ev2XXfnK/W+qdF2b9b8+0P33+LY/9SKfkfg+8+q9mvvLCfVqn/Efj+wmNaxqV1oDQoDVJKY8y+bALGSOa+KLWgnHzvM6XWaiUkxYQb4QVpFvhgnQZIBb7mDCeTGhyWkpBACKEcGADKA0Z9KZhT0phACkwolwo0GMIwzeCA+eCkNiztJ6QWQnEv8DMev33xS/trqo3TmU55KXkQeNZqz0sJwYxRhAT7rIkZQ6P83iNFiUewTxh2AExpQiUXSkvlrJY0AM3BSClIpu2SSpUKMKEZXYbIuLSlMsY4rSU4I7nw055SxvMCrYRWwljOBWZMGGOExMZSzvfKc50zlHlCEkq5ks7zUgA6o/6hmGQKXoqJElIJue9PwhjjeZ4xxvd9rbUfEKUt55RSnPkbpkxIZTKWACm5ECzTPOpAKUmN5pRSIm2aiCAIjKCgOQ48ImSacMoEwT5OJyQNHIAykps2SNU1PPT41uVX7D7hij0nXL7n1Iu/O+600nPP+eZ3x3+x7KjqC8+oOWFpy5ITq445oWXFRTtXXPzFiaftOefM3accV3Hy8duPXVp5znmbTj7tm9NW7Drv/M3Ljqs877Tdy4779tijq04/t37F1TXLrq085fLa351bdfLplUvPqTzhopLTLtxy/OnVp11QccLZJSeeX3ryObtOOrn8lNP2LLuwfNml1eddvu3k08pPOr1u+Tk7TlxesuysPWddvG35OSXnX7rx1DO+PfXM7aefW3b+pd+dfeEnZ5z95S1/ouUVIGWQSlKKCcPSKQPg4wBTIoSwFoRQmDBj9/KRkrTigZKUcsaUTmFGpQkwFUoaLQXHkgaCUy2VcVYoqTTD2NcGfI8JwYzmhHsWDONSSOuc45wyTZjAlDNCGOYCEwYWtDQBoxIslyLzOxwQnPEwYOzjwONGMEE5I6D4d999Pm7ckOzs+DFHH1dT34aZTgU+VUwZyYUS3DKqpCDWMaowVQx7PEgLByAsT/KUAS2YdhwCjzLGqPal40ZZ0JDZ8r8/fNXPVb4/i53fSKdf4tjPDv7/BHx/6XbxK/D9pdf2L6/F/lUw14YpLaTmQmW0oUIwSrHWklKslJCSE0YDgqV1qcAPONZWaE4Y9QUILAKnpAgCrLBwigTUSQgIJpQ7AEJlKqDCaMzSnPngDPW9IGhRKlAaKLUeTVtQXuAbZa2iVlHrBJckk6uojOZSKAdESGEsUzqT+uXjlDJcO854wAWmJMiYSrSWjBFCAucMYyQji5KSZ3DMBDVGSUWV5NoqQjnjUipnLRiljeCS+IZjK5kUhEvhEcyU1lZprYngAaZcCmutklwJyaXItMkrIY2WTu11M3p+J4BmVIMDIQkX2DlHSUYeqC0EmHZYa7UC62R7RzNhWKi9vfZCcQdWGamMzLyWTBEtJXfOZN6Ove+ptlwoa62UUhvOeKCtEoozQZmgmKQJ9b6PYwg4p9yAL40B0FpaESgeBMpgA8Q4qZXjabCcKZligighnWIUK0Ik8VXggaDglBZpkD5IDBxDog1EWgBrg2QHJDFgHzwJjEDKAOEikIJQkcYy7ZuUb9OB8wSwtPUI84EA+BoLPyHbmPMD6ftgOpRMMekz6TsuQSmeAsvBgZaK0k6lUswEhFGnwTBIpTylhGIYLDPOJyrFLAsyoSoKwABN+5oLpZQX+J3pFFGCShEwqq0JAiKldgBpL/AY83HAqO8nO5TklAkNQJXDXGnjAoKlYJz5RhJnJaPYOI1pIBQVivsetQaEkph6FghlKWOcFE5pK7UgrNMBt+CosNxarg3zqZOWOusr6QBIgBmhymgOOhGkKAlAKywI05xiAkoF6ZbK8h1bt25pa00YAGlAOmVAC0UJo9YAo4qzgLIUtgRLmglIoZxRQwkwrLDkBhQYbpngvvZ8HZAAOwla/jcKMqCQUmbkkz9SdP1G+P5o5K9w7F/Cd59Y538L333txf97+Mr9PiD8lqvwK9diX+YV+/7g2hAhhZJcCmt1KpWQkmeW2gkJMjWmkJpQToSU1jDNMUlrgTlJ+xqnWVoxajmnCgccM6qwx6WUmBLOjFQgLTDNmfQISSghqe8BYEo7GdfWQsB9bYXSlgQUnJbMp8wTijqwAcFUCipVmnAsdJpSqjXTPOCYGyosS9NOrrCQJPDT4AxnZO/MBgk4p5xTa7UykjBMGGaCKiM5p0ISSgIuGeOSMsGoIoQZITkOwCpQTBBfSWqczcCXcpKpiahUlDPGCKO+VkIqw7iWUhulnZLU9xihWmsHnFAPB4ISwwUWkmBMOdMAkPY6uWoHwOl0WmsrFeUiwIIQwakURPDMq6OcKCMpD7QVSjPKfC4CyjwuAsYDrYTvY8qEA/BxwDkFUJT5TFCmpNSCUiwk5gJn1IVSYC4wMc5TxudcSm6kJwX2hEpJSEmNOQPta9KRCnwKkJYqLQUDleYJUB6ItCCdlPmdlFEDjAAJINDgG8cyNkWeAJICX+t2DgIIFplfFUwDKTVLaSAAFEQrV4wygdPUJ1aktZ8UrWm6R6gmP9EG2EHKQSATuq3ZNAjpK4YD7idEioDfoduTkAxkoNoYJLTTxCftkgslJGHtFghjTGHlAgY+0WkM0nBMpJRCSWE0UUI5q8EpozGm1oKQmnEpnJNaCU7BaME445oIHXAtDCht1d7+L6Z4IHggBRGKEoapwspISmTgc6FkQFNUdkrtWWtxIIjQDqzWaSmTQijCTYoJn3MnrWASG80AtNZmb9CG8DTFhoOzzPO4EUxJo7Tl0mkCmR4oYZUFzDQ3Ik1SynBlNA64Mc5oxnga20CB5oGwzHEpiBW+I8QKzawJrBUu7XsCBHFUMO64U+LHuMhEDf3Uj/j/A/j+VrHO/xWZulbCSWolYxqoAWFAKWUls5Jp4/yAgDOGY4MTYJg2ThggkiqQFJQGMNyZQIMDLrBQac6ToAIaJCUICkY7YAQks+DAKt8CSRtKAZQDThXINLC0kcAlYHApy6y1mimtrbFAlVUAwoLQQKXSWgeBJzjWAoNVSgljgUrFtGNgO/2kVb6TNMCUMwPOGhIohq217T4WFpxjiqYBtFICQEuBlWVUMYy1VgCgCE1LgABzYBSMwk4E4LC2UhkatHPSif1Aa8sNNaANABc2wFQIYS1VkmaC2ojQTFlfaiqVFQFIH0AJIbgBbvZGyFBhPQ5YgwbgAQMhDWM0nQawXIrAqU7FfW2EtCANUCkkEWA6ZIDBSgaaGO24xwJswJMQWOrzpBCek0wK4vtp4qivKBaOUg4qCS5lwSkAYayUXCsGVnCStIYLiaUWAcdUCsqZ1poyX0vFmRZCceFJ7TEeGA2EOyYhLTA11OeYcSm5UYSBSoNOA6hMemYmzjKzDSjjM5V1AAAgAElEQVRTeieTnVoxZ6UURCumFctYSYmkDmxmlklSppkCDSJgoIFiQjHJZGtqMBqAA1ALSlKtmAanHBjL06l2yrwUCTxjiLMB7tQyCcC048pZohQRXDnLBCUko9xVSu6VhSqlKBNKW6asBsBcKaVACytoIIFokFICJ4YmQTEqFdcGdGAVJtZQAEoxOEtIwKUQxlKtiaRcMq6wVERJAqClokIIIiTjkkuBSZrLlFTEWgAH2prMLJnUyjoIMJeGakcJCcA6zQk4YAKwBE8obpg2CadSAqdJQJWFBOGeZBoUZ37m3i8pYWzvTD0VlmtnMsHOWrIgDc4yijmXjEulIbNklwFCRpa2L6+TEJL5UUamnqFqZtlJCKWlyZgNhVAZdyDmjMpMTqgAZxSjTkn9w6W1n6WT/F/I1Nn3n/mk5JxTqRXXrqnzBz7fPmNnDZ60oEsGvjcu/63R8f9SKan/owGaRksnqVOcm73w1Vo7xa1klAnrgJLACqKDzs6mmuaWttbOVDLV3tHZUtte73PqJ3CqNd3Q2OpTIiznInCaGUnq2+qbO1sbm9oENe1NnYnWzra2mobmiha/s6Kppbk9cBpkutlvrWltaGvtwDWdTQ3J5saGOuYRIXUaM4+K5o5kZV1je9LzCLUWtJbO6mSira622vNSyWTaABChiVUKtGJJ0BwA2lqT7c1NQUdbsr1FSikBfCZ9vz3d0dTe1tTQUFdXW5lMtWPqKWfb2jsbG5ubm2rTXicxoAHAis6G6vKG+qQ2KUKEYAAMQDgDzU3tbcnWuub61s5EZsmCMaI1Tqfam5vaW1vTTDosNBaGUA6aWpKsr9mTSHS0Jb22pNfR0dHZ2dmZDpiFJAOfOme18JIgMfOT7c0t9Q0tLZ7PANr8lDFKeEmRSra2Nte2tdYmk9iBVYCTvh8kuRHMAlbAQGlHnRWKBuA0gPW4F2ghMjOGHdWvPvvYy6+8tqe6RRoQQinJjaBWUWuENlxqwZQkghOGOafGCkZxZlmSC2ysALBKGZ8KzJXHiASd8NLGWcE4WAWWplprGxvr2zsSXuBnrklGJpvy0pnaJLMfXGfCJa22RhmnlZHaGqGkMcY5p4TMBExwyqRg1iijOcHp3bu2vvTKi+9+sr7Nw0Zz30tU1ze0dCQzIk0ALa0JLGBtAZRkyfr6PR2J1lSAhQUqlUdoQLC2RggWBJ6SnFGstRSCZTImCOVSGcqEUkrgNKNYAiSoMcaA5mAYaJ7ZVSpJqqWxpr61taqplUtBsJ8Jj0j6HtdKOsUEdaCkIlIQgn0hmBDKAFAmGGPOSi5TzS11r732xltvvtfS0iIlZ4IKJZ0FrUAbwnhaCoLTXkdLY3NjS3snJwokgLAckyYADE6BA6FBABCrhOWCB6CYogEYnehsb2ltb+1MMQ1cOy4MpVQJqRiWlEjBtDSEcmP3xk5nkqI8z8sgeF/A6L5Q+gx8lVLGWa015zyTAwsWrAUAYEpKazKCWakFJQEYbaXYX/jwS3RSP1xw+40oy3CPZ5IstFBKZNJOhYFfge9tNyz7+SSLH835ZmTqP5tevP/T/2gzx8+e9y8N/vEYLUGxDHyZBWn3wtcpnrF2ScGsII8/eM+CmQcvOHzR/AULj1w0b9GCmbPmzPz7Q488vnLV3FmHz5xz+JdbtlELAaPWiJIdW49csnjOvNkrH/r77m+3H3n40UfMX7z4yAWz5x06a/Hhi447Yc6CJX6K2nTLifOnH7XgqAXzj5qxcNaCxfOOXjD3mosu3rx5iwFobO047qRTp8+YtWTp8VVVVZmbcGNj48knnzxnzpyTTj512/adxoI2zmPEggEdJFobX3rplSOPWjpv1swjD593/HHH3P2Xe3ZVVren/BuuvWzGtEnHLF541JFHHHnUwjlzZ+yprvF8/LvTTz3u2MWzDjv46iuvCiQQoZtqdt5w5fkHzV741yeek04ZQ6RM19fseWLV00uXnLhg8eHTDjvo+JNP+dvfV27a9C2ArakpPe/cM2fPWXDjjbc2d6SYdtKBVMZxf/0/31w0f86iRYtmL1g0/4ijFiyYN3Pm9PMvvqi2tZ0BeFQACFAp7jeuWfXg/Fnz5s89+qKrb2pKYwk67bWBI/94+O+zZ8+de8TSc668vimNSUDBSKeZlLwjjYkECZpxXzIftCRekpKAakm1xkSC1Fs/f78AoXAk+657VzIJjGqwwAIMRrKMnDtTuzHx/WwvloKkkp2ffvzJ2jfe2fD511KZgGANSjqlAdKYOQAhmHWstqrk8Uf/dtwxRx91zNEz584759zzX3/jzfqGpgDTjCQeU5Ly0t+DWKnvY9v3fiGFMjqNA4/gTJYzl8wYZZ1kQdpLtoATf/r91TmxcN9Bw778dkdlRfmSY4+eNW/+rXfchbG/47stL774/Fvvvt/Q6SWpsEasefLRGdMPnjVr1rr3P+DaSQsaAFOCKaEUS8mV5BkHOec0o4vKnIN14HmekhwAOgKKFWhrNCegOQ9SGXP5F5++f+pJSw9ffOSCxUdv27XbAWBKuBTKSCaojz0mKGU+gKYUO2f2hgNZI4TAfiApAeDPPft0JJyVn9ftjTfezKSxaW2NBMmNNdxa7BR/8L57j160YMZhM6+8+o8pAknKmaYAeMs3n6x95cVPPlrf2oFTVHtSMM05CyTxwamWhtrrr7vm0MNmnH3+RaWVtQZAKucAnLFSECtZ4KfB7V1Z0VrvHwGnlMqkt2VqzH358/umFHwcZJaglZCVpRXvvfXuiy++3NjYbAB8yqiWTEltlbPaSmalMD9WJP7rXrhfQfBPR2YiVjMZ6vvg25wg+0877A/fH8QI/Xaf7/7txf8WfH86+Gcr5R/Bd//K1ymujWNcWqMMx5ede3pOGEVjWeFIrCCOehRmRyKRa669/tUXX+rTqy8KZV12w60JrgNltBKrHn0IhVEohN5b++In77wVRbEQiqEwKupegLKisYLiop6DmxvbEpW7+sRQHEURinbrWZSdjbrEURZCI4aP+WzDJqbs9df9PhKJhFHohOOO11JZB4+ufByFoigSX7b8DMqUsSCkpooxHqTb6lacelIoFAlHsovzC7oU5IcQCkXCp5x1jkfF4oWzC7NQFKEQQtnZ8eKuXb7YuFlb069flyhCUYSKC7ut/McLCmDX9s/mz56KwsUXXvEnP0g6ldq8ecOC+XOjsVwUiucU5Od3KUAoilB07tz56VRi27avRgwfFI5kLVh0bF1zuwTwmRJSg6Zvvrg6ghBCKJKdn5VfXFiYn5OTNeWgadvK9hAHVEvOk2CTTjTcdvPlURRGKD+W1+eJ517lIFJeQ1vD7kMmjY2EsxEqHDNtbquvjFEk3c5JGsBKC1TYgHGtpeEYJAOnNGfSAuGmsyMNxu7+6tPu8UjXrv0ffPQFaYFS0AqU0EpycIZL4QU+lcoPiAVHMUmnOsDp5obqQ6cdFA7lXHDeldICVSwRtCnLMBFSOMG4s3Lnzq8XLJgRjcYRisXiuQWFxQiFEQo/+dTTDqCjMxlg6gCUtn5AtHGZf2Y2qzEmwAHjUkitAFKEdGAPGymc8lng+Z0ACqQPzLvn5mtzEJp68IzN20p2bN86btTI3MIuRy85EQfeg/fdixDqN3DY+k3bBQCAvffPt/Xt0ys3N/+ZZ5+3DlJpHGCeTHlKZ3YUcM9LWauVEpllSc6pUoIQEgTB3nh5oaQDDSCMVUpIgQGE00wL/Pvrrsq8lQhFb/7THT4VmAsA0IYz6ktBrBFcMm2VMjoTcQ8AhASBn7ZSGcEBxAvPPJ0Vzx81YvKba9dlnlFraxUoqhX3wAadjXUjB/bPjYVCCHXrMeTrLeVY22SQAMCXXXRGFKHxYyftqWqWANhozJmzEowERVrqq49bejQKoYlTpm3ZUaIBfCqsAyWkFEQx7KzmjGQIq79PRN03XZv5/AEA7e3t+vtMz0zavM3EuIJNJZJg3TNPrYmhaDSS/eknGzLwDQTLrOtYq5Uk4PRP/LT/B+ErJf8RfDNWsz5jZw2ZfPiP4PvG4xf/olin39iZP1JK7i/W2XcG/2Oxzs+OtEZl4Cvs3srXGJOBrwPgQlmjFPWvv+z8/BgaMnT4Y4+t+uCtN95+6YXVTz+3p6KG4dThC+ZEsvOHTziosimpAdKpjiMXzs/OyZsxYwZI7/3XX+ya1zUnXnDFtZe/9tYrr65949U33nnzg/WCG69q14F9uxXl5P0/1L13lFTF1jZep+P05GHIcchJEBGMoIAEyUkUEUEUFEEEBESvonK9ejHdawCRnHOOkoOCCgIiWRCQDJO6T6pctb8/CuZFDNf3Xb9vvd+vF2tW073nTFWdqmfvs6v28zRr1mLzlrWrls3u3blNyeRkhEIDh4wgQmOMWzzQNGKh1KTo1zu/yi+wa9VtiELJDe968NQvFzWA4xqPTUDxT9/7ewyhpKTk3k8+vWLZ8sWLFsycOb1N+3Yj3njLk/rAnq/HvjysWvmyYSvw9DPPrVq/6fzlK4yRxnfWTAuhUmnpIRS++4GW5/NyTx7/pnnTRihSZuRr//Ls3GsXDjdqdBtCAcuKPfpon0XLli5bvXzylBlN7m+Wk1Pl2NEfT5482PDOuuFIcqt2Xc5dy8cabMwopaDoxuULIxYqXbLUsFGvLlm5dtGiBevXr924dUu+hx2tGQCmecw7p8jpcWOHpoWimallUSC9a69+l/IvAnifvPd6ZjSQkV48kFSycfOOl+JUSAKaYrsgkZ+XcGyPMkxMpsQDRezCKwX5uYQDFQAahOMe370zy7JSU0v/e8I8AYAx2Anfc/y8a7lKSCEUAGDCMGGe54HSAIL7zvnTxzu2aROyUgc+N6rQxlhypglXmHOuqGS+k3vpbIsW9yALpaWVeLRn/2XLV2/dtuPdf76XXbzkC0OGKg0aABOWm1dQGLfjCcegsOthDeC6vu8T1/YwYRogN5FgAAzAlcxlvkNcAO47BSRxFagza/yHSQjVqttgz4Ej1HO3bdr45YYtB388BhrGf/xJUiSaU7nG1/uOFthcCXnpl9PrV6/ZunnbxYuXAcBxPCPQG4/bly9fNcrrnudJwQCU6yTsRGGRnE9BQZxrsDE3h2QcSgVoLjBIH5h99sTBZk3utRAqlpkVTUpu3KTFpUJXAjiOw3zHLcwlbsKIThXGbZ9JCcAE11pS4oKgftx28gtBs21bNyMUrVi+9vIVazWAjyklUisACcQrAJ5YPGdaWtBKCqKkSDQ1o/Tb749nAFfyL2uwRw4bUCIj47baDQ4fPVfgyThhLsGCUz9RAJrmXf7lke6dQ5HwHY3v2XPgkMOVS4WDCQBg4khBBMeUuBh7BhnN+UsDu0qpvLw813WNEzI5X9d1zeF327ZtO+7YcaNI/dm/Pi1TvHQsmrpzx25MRNzFDJTPKJEYEweAS+rfwk/719HprxgrpQz4muM9jBGhJFNwucD/FZl63QeLwPfvox//r5zvysn9Vk7pv/jzfh+93XfISy/UvPOhm1nNfgu+RS0r+vN/xNj2u239c8Y2JTkIAoIyDUQD16CUAkFBUC6Uj6mJfF97aXAEodvq3X78xM/AmEn9CA6gvGEvPh0MRVAgZdtX3wsJxw4fyEiOIBTu2+cZAG/Z3Ckp4VgAReYvm0c0vp4WBJAAuT/ubVgqPYhQz959TQnUj9/sKJtVzArFnh0y6lpuIcVk67rVKRYKI/TQg83+Me4DZMWs5OwPxk9jAIU2ZkyABkl9UPyRds2Lx8IBK7Js2Tqz6pjgCYx/OHnGpQKEv3XlwgrZWSGE/v3pFAEgQeTlnWtYt3KqhcqmZCZZSVYs5aMvPo0XnGvxwP0IZQ8b8S6A99G7I8NhFArHunbvm3A0EdLURxw8eGjixIknfzp64sS+u+6+HVmhdl0fuxS3XaWxlBh7QO11i+eGECpftsKk6bOva3YDCAAM4CiwOePSBp4LkPvumBejCEWsKLKiGaXKbtq5qaDgUseWTVMQslAolJTVoGmrax6Vkq9ZvqTvYz0e7979kUe7P9rribfeHnfq518AuG9ffWvMy4906z7u/c83bdnTr98zrwx78advvioeCqeklBj38TQG8OmEqU/17f9g02afT/jMjid83582bcZjPXs/0LRFu3btXhj4/MljR4GyV4cPLZ9d0kLhevXufqz30x179Dxx5iTTlBIHBAHAq5ctsBBCKHBvs3a2D+YgFGhYOH/BypUr4/E453zevHl9+jzVo8djXbt2Hzhw0IEDBwGAcblu/YYePR579NGea9d9+fY/3m3fuUv7zl127NpNhBRKaq2XLl3c94leXTo+/NYro558tEsIodr1G/5w5AR27Ldef23As4O279j99Vc77qxXL2gFUlKzWnV4tHP33gvnzjt2YN8LA59/bsDAo0cOScEYY6tXrx44cGDXrl2f6N2nT99+GzZsAgAt1Y8/HOz/VL92rdssX7xozozpvXo+3rnLIxOmzqYATGkJIACIUlwyz84H7a5dMrtEVmaxzOxG9eunxFIDKcW+2nc0QblS6sypY490bDPgyV6zp02eNGnK4737dejaY9b8xT6TnueBJHt3fzWw/4CuHbo8O6Df8KHDYrHskiWqrtuwHTPtEk6Z5gw0Ay0cAPeJR9plRKy6NXLq1KqNAikPtu4SJ4xpOn/BpFrVyoQQKp5Vtl2Hnt179V/x5SaXUMkFCAnSu3b+ZKf2rQMBdPf9TQ6fOIU1OEQwAMdzOafXrl4c/8mHXTu1bdO6xcNtWo0b9+6VK1cwxq7rzpw587HHHnvyySc7d+7cu3fv8ePHx+Nxoy1/+PDhV155pUePHk/0evSR7l1nTZv61dadze9/MCMpw0LhZg+2eqxX3zfe/qevVYFrS1BKM8Ydzryb+Wl/F3NuBqi/TilZhHvMsJopbkoKpFZcw+WCX1FK3gy+v9pw+23ka9IOf06m/tum/Lfcxe8a3wy+VF0HXymlAV+lgXHJKPYT+aNffC49aqWlZ95734NdO3fr0r5bx859li9fD9rZuHp2ieIZybH0t978p1vozZ7yWUoIZWeXmzdvGQBeuXRWdnJGUjBWq0H1Do+0bdfu4dZt2o/9+LM82/Z+PlQ3Mxa0Aj2e7KuB5109+/7Yv2UmJ6NgbOy4T33MietpP9H3kS6pISuIUCSWjpKyHur42OUEz3MkFaCEZL6H7UKQfPSgp1MQSk/NqlKlTrv2HYcPH75kxfIC1/UACl0MEq+dN7162dIRFHr9jY/yXWGTa5hcurt+zQwU7NGy3TO9+qKQ1aZbh/37vnuoeWsULPni8LdAuz3a3hsKomAwZdOWPUIBlpJrJQCUAi0VAD98+Ns7G9dBVqB1x+6nrlzxNAgAwTFwd/2SeWGEglakboO7ejz+dIf2XTp17PbZF1Pzfe4DFBDqU5t6V4Vzbtybw9JCqEyJYrc1bICCgdFjXlu6eEnJ1LTaFSpXr1otGIs1eOCBq57HGCtfsrThG0QBhALIiqT26ffsz6eOKW7feWddhAJZJSpboWzLCjZp1PDM3j3pyEpLKzFl7rLvD53ILF4KIfTgA00O7N/jufZLLw1LTU1PSU1v3apdrVp1Ila4dYvmh/bsa9+sZRQFwsEIQiFkxZAV27prr1ASu7kg4zRxafjAZywUKF684kcTZrocbNtVjPp2ArTi2Acpnh3wTCwpYiFkIRRAVgBZ1atXX7VqFQCMH/85QoFYcmokGkMogFAoHIpVr1rr7OnznuMvnL+oVImSQSsQDCALoXAogBCqUrPuoWM/nTp+JDMlyQqE3v3nB7OnT4sFg7Ek08IUhGJvvvb6ghnTYuFI0AqsWL4YgH/y8YcVK5RDCAWDQTNY5cvlvDHm76Bh3ZoN2enFgihQIuN60gmhgJVSfNmXO6gUeQW5GMAW3GcUgIOyX3txgIVQyxatZk75onrVaiiY+rdxn9hUA8Cu7ZujCKUEUEogiFAABWLIimaWKLd15y4p5e4dm2pVrRREKCkSM8IoCKUUL1l96ZrNDMAhnEnAWPsuBe1cu3C0SrmsKEJDB/X/8P0PQtHM8lXrbf92D9P0pREDQgjFgsGQlYysNBRI/+Czzz0qKGYsYQP38i+d7t6lPUKo3p137jtyjAAkqIj7PuXs8uWLXTq3DwdQ5YplWrdqVrpUNkLo8ccfd113z549KSkpCCHLskxKJT09vXfv3oSQEydONGjQwHxo7mNKNDKw/4DK5SqFUCgWSUMojFD4oYc7FBLsMsJACEU9vwCA/3cj379CPil/HflKrX4b+f6KUvK2ZpUbtCpWudGtke8fnXYoAt/f3XDjf+G0wx+djPut5X9dk9M/2nCjTDAuKfFBkNEvPhdBKBwxCz8ctFIRKjZx4iwQBbjwVNN7GgZR4L7GTYjtP9/30QhCt99+74UrjpDessWzYsFwEAVQBKEwCodQMBS5v11HT8nEiQN1MpICoWBW+YrtO7Vp16ZZZko4Egje1bTV4ZMXNYAfj4PAx77/tnx2eiRgoWBSNLPMqq17fIBcVzIJSimQAjjWfuLUgW8aVK9soVAgkIxQKJacWqxkqSYtW2/bs58DgMSr50ytWaZkBAXeGDvek8AgP27/1Kh2zTQUGtV/0P5d31opwaTstKFDXuzWuSeyskaM/jvQvLbNbrcQKlmmypETF20fhr/8atuOndp36PRQ85aDnx906fzpgwd33Va/KgqF23R65PS1a56GBPYocYElVs6ZEkYoFk1FKIZQCkLhYCDp6eeGxCkUCigkUoMQJF/Yl/799ugoQrfXrfLev8YlZ6aXKFP+nsZNklDoX2PHtW3zMAqg+9q2uJjItxP+iBdGrFm26vjhQ98f3DPi1VHIiianFV+zdrlSbsvW96OAVbJ8nUlTl6xbv+HQ3m9/3vtdOrKKlyo/9JU323XrgazAPffdffjID0rSlSuWpaenBoPhk6dOg4bCwkTtarVi4ci4N//x4zcH7ql/l4VQp25d12z5euvug1cKqZAAOi68c8w5/2jHhy0UzcqusmrjNxTAdV3gBAQlTlwSb9XSRcmRcDQY6N6507ZNG6dPnVauTNlQIHjPXXd7jjt9+vRQJIwsNGjwkLVr1/d+4qnUaFoQhVYuWhm/Gq9WoZqFQnVr1581a87GjZsff7I3sgLVbrv9h8PHLl84U7taTiAUHPfeB7mXL7zwXH8LoTJlK/5rwrSVa7deOHtm8eyZyZFoWkrqV9s3FeZdrFC+lIXQHQ3rrVmzZtWa1ffe1wShUNkyFffv+3Hvd/vrVK8bDSR1bNN+7fLV773zj/SMbBRI6fv8Sz6jQvE4Ja7SLiOceRdP7O3w4F3BAHqiV18vP7fpvfehSEaNu5sniBJCHNr7bXZSKC2Euj7cdvXqtUOGjU4rXh4Fkt98+12txAP33plkoay09A/e+3Dj5g2vj3kToZRSZWsvWb2JaMj3CFUgNFAisXd1wazPUsIohtDWDau/2rETWcmRtFKvjn1bgvj554PdO7dOCoSqVa4zZ97qFet2njx/iUpQQgMmoPHls0c7d2gTCKBG992378gxH8Bm0qFUKPnOO28HLFQ1pxzx4gD8yMH9JUsWz8jIWLx48alTp8aMGbNx48Z9+/YdPHiwR48eCKFixYqdP3/+nXfeCQQC2dnZb7899uRPRzetX/PqqJe2b9z8z7HvFEvJtlD48wnT1m3YuveHw75WHLQviE8cAEqJc3PO93cx55Zk7n80vgX3/ui0wy3gW+WO1gZ8f7XhtnxivxWTBywc3++DsX1uKbKofEfzzKoN72tddNSMUU7+Y4r6d9v9u8a/NZNcKEY1Z0Z2lClNpeCSMYEpswGo78UFxwOfH4xQuFylWv98/7Pt23euWbV649Ytl/OuuCwuZeLlEf1jQVQsLbZo4bIKlW9DkeK9+j2vAQDcpfOmpMSSUTD27PARm3bv/HLz0h3bVhz+YRfQ+OWjX9epkIaCCMXCKIhQIIACKQ+06HTsp6uOB5QzrbHrXVQy92+vDA5YKBAIPf74M1JDwgHGzammfACXiALK4yCcnw8dHD3khSe7PZqVkoFQCIUiKBRq2qHNufzLSrMFM6bWK1cqgtDIdz+OA1CcC97FexpUDyLU+6lnCOV9undMRqhC+bLFy1RCgcyhI14HUti5Sf0QQtmlyn5/6Py5q7RO3XoIIRSKIhSrVLn+yeNnDh/ceecd1RHKbNNxwLlc26OEMx8kBlK4buk8y7KS07OGDnnxu11fr165at26L0+cvUSE5sRRuFAqykkCnEsfvjE8HECVatdZ+d13zXr2QqGohcI169bZteub9i07RFFykwdb5hbGlWaJvKvb1m0Y8uyQzp271qrbAKGU9PTSixbOBcAtHrofWah7r/4OAw0AihzYviHDsiJJJbJLVo+Eg8WLZc9dvAkLkFwNfOrJtAiKhSPNW3Z/qFW3hx64r2RGLBhJadGqg8CJ9i0eslCxIYPHCgAO3MGMYgHUB3yJuvuffLyJhUJZxWvOWrEhrgBTopXwXOraHmg6+oVBERTISC2xbc8PFAAg/6Vhz6BQ8RJVGh8+emjx/DkIpadnVt++8yBoWD13Stm0KAqkr1y7Y/+uzSkIpQWyXx/9gQTQQMd/+GYUoZp1bj/w47ELJ4/WqlAmgCJ/+9vfmaYTJn+GAuEKler+dOIqKAB6Zd60j0ORYsgqtnf/N8sWTymeilJDgU8/mcUkAMCCBTOQhQKh4KdTZu8/eqJSTrGkMJr4xVKp4OKFM1VzSgWsaP+nh2LOXOowQRkjBNtaeKuWzS2dnWmh6KrlG6Vmr70+MimIwqHY9oO/2AoOf7MjO4SSUku99+kcrWHvzl31cyokIfTxZ5NPnblUsUzJCEJPPz2IChAqvmnLKgull6vQcMm67Y6CBBdcgPRAxjHovB5dmoaDodq176RaE0bvvfu+aDi5TYfOeQlPaxbov1sAACAASURBVBg9ckzISm5w+90Xr+VLAFDAPSwVJdgGUuBcOt25QxtkBerd02T3kVMuQIILwrDibpM7b0u1UOnM9IdbtG5yf/MmTVqGgkkIBUaNGg0Ap06dXrhw8YABz7Vp07ZcuQqxWIplBS9evDx+/OeWFUxKSr7vnvuf7t371VEvX7yUqwEWzJiaU7qEhUL79h2TGpQAL+4D10SCx5QGzrlzc+T7RwD12yDyT3DsFij7XfC9lO81euDh0tUb59zewqQdKtV/KCvnzs7dHnv7lV4zP+iz7Ivn/wP45jRo9kfg+9t2/BV38buWvwqQGVeMKsYlF0IYpSBlOiYVwX6CEwckGzFiBEKhCjk1jxz52TBpmeynz10pnU3rFxdPC4YQqlWrTjBaLCmz3ILla5ngoJz1y+ZmxGIIhT+ZPMPTCsCTvIAzHxTPO3OgQpaFAqhpm9ZL1yy9rX5tKxAtW7bG6rU7pYZ4wsF+wvOvgCpcv3aBhVAoFHn55be4BMqBUMUEl8r3Sa5QCde9dvn8TyC5dOyrp8+dPHZ8ypRpxcqWR6Fw8Zzya7duYgIvXTC3SnZmBKGX3v7oF5uCdGnu6XrVyqUnRx/r2RsAdm5YUyo1YiFkRVJRNHvg0NEg3Rf7dE0JIYRC730ylQLs3v3tgvlzm7dqbYVSGjVqdvHs5aM/bG9YvwpC6Q+17Xvs9AWmZLwwn7px7eWtXDA7GIqkZhSfNWM2SAUatAZPgEMEKOrFr7m+A8BFwS8fjBmWFESlKlXec+bsF8tWIitkocDwEcMYoU0aNwmjyN33NIknnB8Pft+4Qb3iKekhFKpRq2a1WnURSknLLLNi+WJOEs2a34ss1OWxflfjzHYdRZ3j32zPRFY4mo1QqoVQRlr6qFfeS7ighO7zeI8khLLTi9Wue0/lqg3q167+wL2NW7ft9P77nyauXWjd5P6UcHb/Z0bECY9T4kvwsdCK+vFzoH5567UBCKForMQLo8cQgGu5+a7tMS49z4vnXh4y4OnMaGpacvb5vIQjKPbPTZ38EQoWK1bh9u/27Fq8YDZCGbGUnC83fsMIXzJ1QqlYBAXTV63b8f1Xm9MQKptRadL4hQmMMXPe//voJIRq12vw/YHDF04erV2xbABFXnvtbZc6/3jvbWSFypSvvnfPcewxYLkzJr6PUIoVyt6zb/e8OeOzYiiC0Nr1X1/N465r79mzMxhC0aTkd/41Yde+HypUyAoiNO69aZTB6Z+PV8kpbqHI4OdHuoS61CMMC0mwnwBNRg57LoRQVnqZxg2bdujUvsEdtWMhlBxLf2bE310JB7/emoVQNKX4Pz6YQqjavn7jPfVqxxD6+JPPjxw9WT2nQkrQGvvWu0qD611eunR2AKXlVG48d/kGAuAqbTtYYwCX/PLTt7VrZCMUSCtWunW79m3btqlUrnwQBcpXqbJ5xy4hYcigERaKNm7UZP/R4y4VdkGhIFSBlIqAsK+c/LFHlw7RpOTb7rpnz7Gf8wm7mnBsN+E7Bfc3qh9DqEx29n2N769T+4769e95qEWbLl26rV27ftu2HfXrN4hEkiKRpLp165UrVwGhQHp65qFDRwhhY8a8GQ5HLRQIWygUCNZr0PibvfuXLpiTHgsjFNq2c2/ClcQH5lFFpcfA55pJH4AWRb43wxH7dTHtzdHhX4+R/2fg+/fRj894/8mlEwcunTjwD8H3BrdDw3tb9bgZfP8omXBL3/6kJqTI/ncq3BgXnCpmjBWVyhSbC06lwNSNK+pJzxn2wpAwitSoXvfHg8cY4QBgGB4ESDuR5yUu3d+oTuh6iihWuc6dVxK+S7CkBSsXTisei4ZQYNrMRQJAgqOUywWAgoun9lUqnYRCoe5P9hXgr1gxJyUcjoVSata8c9+BkxrA9xwhbMkSSxfNDFgoEk4eM+afrg8eBsYAEwYgKLO5tDEubP9w85cGDTx7/CgwCRpc17/z/qYoHKnT+I7d3+9hAm/buL5GuTIhhN56fzwB0MwleWebNqoXQqhjpy5KAUvkvfR8/3AwhMIpKJIxcPgrCheunjc1KzkUtAJZJSouWLKWMaGVGDFqJEKhhg2b/Hz89C8nvr+nYQ2EUh55bOClqwUaQGsNgoOmqxYtQFYoJbPkpElTDLOaBrA5GPJGyTzb92ynANxL/x47MohQ2ZycnYePfn/y9CM9HmvVvMWu3TsEp03uui+Mwk2aPphfWPDGayMjCJUslr1g3mIqxeIVq5GVnJRSbM3q5QzHW7S4LxgMdu7e59I1z/M8oM6hnZtSECpWrPyYsR8+9thjFkIpGeVWrNrGqXju6b6ZKdHUpNjS5ZswBtcpdBN5a9Zvnjd3cf75X7q2bhFCgaf7PZ/n8EuF5HLcS1DuE4eQAsFy9+/ZmpwcsCyrdPlKq9ZulgBCAvZ5q4dafzFxwgfvvJMRTouFUibPWuBrwdmlbl0eQii1ToNm58/9PGPqxEAgPZZaYd2XXwsml8+YXDEzwwqnz1+85ofvdmQGUQhFB/YfQbXWIMa9+XIUoVq33b7/xyNXTp+qWb6shQJvvPk2VeRfn32ErFDFynU2b/6WYgH4ypwpH4eimeFYiW07Nn+7e2PZrKQIQgMHvSwAOKfjxr1lIZQUS5kxf/neQ0crVcoOWWj8Z3N8D346cbhC2SyEQgOfHY658iihnDhuoVL+qRM/tmh6b1IgYKGohaKhSNBCKGIhCwXKVL39Uh458f3udITS00t/+O/poGHjipX1q1RJsQLvv/fvC+ev3latSgShZk1bYp8DeIvmz0gKp1esUG/R6s2uhFzHY1wzhwGhS+d/Houah78kFLAshKKWFQuGkYWGj3rFc+nQQcODKFqzVr2jp39hAPm5cYpFoeN62AUWzz97rEvb5gih+o0aHTnzCwVgAFILAHHvXXckhwPFi2Uf/OEIxuA48tz5yzNnzt6165vXX3/DqCB//fVuQtjrr79hWcFIJOn06bOrV6/dsmXbhQuXvt393SujRwWDQWSFP/tiyrrVy8qWKhaOJC1fs1EAnD17TXLlOT7RwABsHKfM5pz+CTT9FqD+3Pi3UHYL+DLBTdrhd8G3S/eefyny/XPw/W07/rvdu7lw5b/KsSn7NfgCF8AEF5yCoMCJ8h3tuSNffDElHMvKKN6iWavOHTt169at5cPt3//XJy6hGHsAePSwgbGIlZGRgULRpwe/FGficm4eAN6wfF5WAKWiUKM772/fqXvnrq27de/4xJODcq/i3As/VSiVYsVSu/TqLbUt2dUPx76WgkIIJXXq0vvipWvEx4y62M1fvWJxMIAsFB458g0JEHeE1kCZEoIx7lNmS+nVu61mJIDKFM/q3L5D2zYPN2p8dyASRcHgiFdHFzr2m2+OqV29WomUWBhZde64u/OjvX85ddy5dv7BuxsFEerbtx9oAI737dpZsWJ5K5KMwilDXn6NURdo4rmnekWDAWQF0ouVaPVQ607t2pcuWwJZqN5tDX8+dvKnH76+p0H1WFJ6TpX6LVu1ad++fduOnR59tOe2zes3rlsbiqWlFCtbq3a9Tp26dO7ctX2HLs+/9OovVwo4p1KQBMZcMpY4N+71F0MIVa9dZ9u+/QmhPMd1ruUy6l67evGeho0iVrh1m7a5+ddGDn0+FkDpybEWLVq2at+2fLUaVjg9M7P0ksXzgXsPNbvXQqhrj6cKHUUI0cQ+tmtHiXA4GkpbuGTtt3u+y8rKCgbTHmz68JVLlw//sK90iUwLoeLZ5dq169ate6cHmzeJxNJfHDJCe84TnR6OWCgzPaPlw4+0eLjnpl37MYAriUsdqWginjtmzPBgEIXDwbT07NbtO3fv2btChUpBKzDuvQ+uXr5Wo1KNIAqVLFepTce2TZrWS0tBCMW6desDms+eNtGyUlIyyq3fuAM0LJkypWQ02QqnL1q23s2/2KB6pSiKJidlt+3W9Z6m92anhlKCqH7DO/ce+PHc8WO3Va4UDUdef2NM3Cucu2geCiaFopn169/V5L77p48ft3LBdCuUFkgqvm3HZlBe83vviiAUiRVr0rzNg83uL5aVaiHUuNG9BZ7csHXnbbVzQgh9/PFUreD8uZ9zKpQMhSIDnxsqAfLijlCcC19rvGj+jKhlRa3wi4Nf2rJxx5JlizdsXNul/cPJSSnBWIkNm745/N2uMilJycnF//ne56Bg+7r1d9apG0Jo3LvvgYY2DzaNISsaTm5yX9OuHVqXK5kZROGK5WsvW7uFASSowEQwj9JEYeeOzZKSUTSr2PQFS+cumrd5w5rpn4+vX70GCqBWbdtJqce9/V40nJycklH/rnvr33XvjOlzCgscAWD7nvbz7YunOj/cIhpExYpnN2vZqlW7jg936Ni8Vctly5YsXDg/Iy09HA6XL5fTofOjjzzS+977mpQoUWLGjBmvvvqqZVmpqaktW7bs2rVryZIlg8FgLBa7evXqm2++mZSU1KlTp/79+7dv2y4SjaFgZOna9Vu3fFm6RCayAjXq3tGuc4/+/V8gPuZUOFzZTLrUAeC3gO+fANRfwbHf4p4B39+WFxvwrVS/eRH4Fqvc6L8BvpVuf/D/CfDlUjDuJeLAKVCfJ+KDBwwIoUDQCgVQMBqOWJaFrHDvfs9duJpHKWfY3rh2eVZ6DAUQCkUWrd2AARzsK+4umPp5OkJpVhChMLJCyEIIoRKlqp386crZ40dKZqWgcFKrzl2ZSCieJxK5vbt1twJRhGKP9+pjxxOJeJ4WePH8OQELhUOxoUNH+xQuX3MwkVIBY4xz6rmFAHz0yy/Vqlk1GgkFrQCyUCgczSxe4pXXx1wryD999kyLFs1SopFIACVFosgKoVB0755vQbJK5UonR6KdOnVihDLP1gy//PLL4VgqCoQHvTTKw65jF/gFuR/+8x8ly5VCViBohYIokJGVWqJU8Z6PP3n1wpXj+79uULMiQigQTo7FYgghZIWSUzKmTf3iy/VrkRUNxLIQCiVFYrFYDKFQzQaN9xw85vsu9t18x6GcEfvS2NFDggiVK1/xy692YQ3c86Rjc+4Uxq81rH+7hQL1G95x5pfTibxLt1evmhwJIxQIJUeyy5cLJWVlZJSaP2+WwIm2rR+0EGrf+YmLVz1MGCi2f9vGVITSU7Peevt9n9Exb74RDsSCKPzM0095bnz7tk3333ePhUJJ0VQUQMFYNKtE6XH//BAwmTN5QnZGKDkWtoKZ0eQK27/bTwHi1CWCO5gRwijP/+DDN4pnplkojKwossJpKal169T6cvM2DfDlqnWN6jdEViicEkUBFIugvn2eTRRggZ1P//0+QuG0rLKLli0n2Fsw8YvSqZnBpPR/T5zM/PyNyxcWz8xAKIQCoeJly1YoXTyEUIXKOd//cPDc8RM1ypa1EPrb66OZJj+dOXnP/S0QikWTUi2E3hw1eNXCWQjFUDhrzbrVSpKTPx7q07M3skJWNGoFkIVQ0/sf+OHAEaxg6aq1VXPKhBB6/71PBIMjhw9UKl8CIdTvqWd9CnGHccl8nCgouPD8s/1CKFCrcu2tm3eABi6FUmrtymVBKxCIpg1+Yfjx/d8nIZSSkj32Hx8Jn2xdu+62WrUtFBg75g3F+A97v72tVk0LhSwUCCFUt1rFWCipeFbpWfOXUoBCFzuuz7H/7fYtNaqVDobQA23bx7nmIAC4m3fthf5PoyCKpEQXL158/PCR2jXrhCNJ0YwsFAhN/HwKJTLuEdv3QNNfjh9s91DTsIVSU2LJycmRaCwplhKKhEe+PEpKOWnSpNJlyiEUiiSnIRQKhiJly5bdsGHDd999V7Vq1WAwGA6HQ6FQyZIlMzIykpKSjhw5MnXq1KSkJMuyotEoQigtPfP1d96PE56I5/bo1jGakhyIpqBgrEOHR+x4QgntS/AlCMUpcf9fA9+xL/ec/l7v/0nagYn/u5SSv0o7cLgJfCWA0pRiu0D57jdfbZ89fcasWbNmz549ffrUGbNmTp4xZ/eeQw5RRvZVYGfR/BkTJ42fvmheLsaFnPuCgSQXTx2bP2XS9Amfz5k7f/7SpdOmTZk1a9bseYsLC1yWcBfNnPXFzNnrtm9j0sduPhDnypmzi5esmDF7wYTPJ5/5+TSA8u3CX34+NWPa9EmTJn3z7fdEaCquswmbOnTBMcGOkIQLvGrNyk/Hf7J46ZKJk7746eTPSgMACCHWr18/YcKEuXNmTZgwYebsWbNmz83Nv4axt3LlyokTJ+7Yth00+HZCEHzx4sUlS5dPmTHzq2/3+lwpDRp70rMdkpgxd+bUSTPnTJ83b/H83Hge5koJHb98dtOqxVOnT5k0bfrsmbNmTJs+c96iL6bMPHL4x4vnL/zrs0nTZi2ePmPWjGnTZ0ybPnXajGVrN13IK9TAAQQHbWMHe1cPHfh6ysTxs+csuJBvCwAad0AIQh3bK9iyZcvkyVOXrltr+x5wL3753LwZM6ZOnrJu0/rL+flTZyycPGnWLz//BBKvW71k0sQv1m3cnfAg7nogiXPlwryJny+au/DosVNU60vXcpfMXzzh35+sXLEsv+AqgPA9Z8uGjZ/8+9Ops2dOnTf34rV8IUEwDlocPfr9vz56b9asJYsXfZlb4HiUEEkd7HMBnMv8wgtSJrBjz5wxd9bC5RMmT9+1cwvHro2ZxwCw0D6dv2DRlFnTJs8cv/ubHdjlIAAEPf3TsWnTZ0+fNf/c5fMA4sKhEwsmz/l8yoyfzl3gfhyoffbUicnTp30+c9bOPd9fPn926sTxC5cvLbAdnBdfMWfe7FlTd3+3EwsPc+b4ctrMBdNnzJo65fPTh/deOfPTtJkLJs1ceP7yJa0EMMVdvmnHji+mT54xe8r6dau0BMdmDOBaQeG8WdMnf/rxieOnOYNEPHfxgpmTJ3+x6+vvMAXbBSaoVH5BwbmN61dNnTB13bINTsIlPrYdjzGWiBfMnzfns4mTl69YVXDpwoLpM2bNXfT9gaOg1IXTp+fOnT/xi6lHDv4gsMsZOXfu3Nx5C76YNGX3V1sTeVe+GP/ZkkVLT5+/XOgynyvOucDO2RMH165csHDR3Eu2XWCkgrEDnOddurRo+eK1G9cdO3YMhMy9em3z1i0LV61cs2XztSu5jHAipEuw58a9eN7RHw+sXbls5Yplq1YuX7ly5YoVK5YsXX7m7Dnb8TyfAMCaNevWrFmzatWqLVu2mPo6xtjFixc3b968fPnyU6dO5efnL1myZMOGDZTSeDzuOM769etXr169dev202fO57rUV+B7cU4S27/+av6SFavWb9p/4DBIRV3iMSAShGAc3wq+fzE0/CPj30LZn6QdSlVrdAv4dn3k8f8R+Irr4FvUMvO3/y9uuHGgEqgAxjXnklLKGRHUBWFo7ZVRJVEgNQCRQCW4BAgB4nogKOeO0IQCxAUrMNIRioJkZq+JgXAEFmYbm/tSMKAAvnKYQ0EIIzOhFfX8hOdLAAVaciE4pZ4rKdFKAACXwsFEAAipGZeMMdBAsANaGE5IIrgEML/OuGRMuLZDfGyqJ4WSGkCCwpxRLW0fMwPPAIxQLZURsBCEci41gEOEgxl1HJDUF7YEZbhFiGIu8wWAFKCxK/24BiVAc0ZAg8+1BDCngTkAB1AKQCvQwhRZuFQKjn0v4TPqM0pYIQAVQmgNFMCnoDwGBANwG8dNjzwNRCmQVHsOUAYahOLKaFUoACUUToAiAEAEuAwcwZWmmtjACGjl+YQCJLAHSoEUvpeQirp+gjMfpDSSTq7STIOPOZXK9T0FUmsNGiQD4mNleI05pZxhSihzCXU4I1oD1iABgLvAPSy0S7X2ufZ8DYCBe8KVoKgvqSMBlBBMm/pdYEpS4AAcbCZdKTTzgSQkcyQIWyhmVECEIEpwDeBx8JmUnkfyqcISIOGaghclhAsSCzsuNDAArhWnjLtCeFKAcrnDpKuV8B1mJp0EU5gjAMDzsBQYgAuJpdSEAeVAOcMkrpQNwIEDCJBcccooE5RyxgiA0gCUMxDUxCmYaT9RAFoIAGbmpKKUEyI4llICEOwRNwEgKDUswEAlUExAuoe+3znixYFDhgzuM3BQlyf69uzTp3v37r0efey5Z/oPHj5k0LAXnh044PGej/Z7qs/zzz83eOTwZ18YNLD/gGf6PtWpS+defZ58sm+fJ5544vmBzw4bOmTU8BeHD3lh2NAhL48cNXTYS/0HPNfz8Se6de/x1FN9Xhwy+Lln+702euTQYYP79evbq1fPRx99ZMCAZ55//rkhQwYPGjSwf/+nhwwZPHz40F69evbq1fOJJx4fOfKlIUOGvPjCkOcHDunR++mujz7+RM/u/fs+/uzAAcNHvTJk2KgPP/jEj9vANRXgUyA+BiXl/96GmwFfU+FWBL5mw+2v5nyvn3YQwDkvAt9bWvD/9VEzIbmQApgCE1cyLoUQUnJGXUZd1084xLWJm8CO6ycw9W0sXQKYA6XAPCqJR0jcI4VXnHxHSx/A41xSX2OPedTzvAIWJ8ATNnZtjGkB9fNlPgEONiu8iq9hoSkFxiWXgkpVYDuUM9/1OCMgBXETBDsYe4RhCQoLQhg1BVGcMgDlubaU3MMuUaLQcwrsxHXeE8qU0JIISqnrui7BBXYCUzfh2wlGHS59IQoKE46TkFwIxhnhgmBJiSDUc4gAYBKAS+7bWDqFfqHvateWBdilIB3COdOghPRs13ds38MYO46Xl/CoBOy7glOPyIRhsPFsgV3f9VzCXcIl80ASJjjmjAvXdQoI5banHAFcAVAFhBLqUKCYM5uQQs5tzqibAM9Tni8x5ZwSygsLfIaV9BwgjmZuojBu++AKKMSUCcy8QqDYtxOUCVcoBkAThfaVS5z5mLoKpOfawLBbUBBn1NVQ6HlESI9JqoBKFY/bIKQft5lnAyeC+76XYAIThjUoJrjruj7mDlcJ2wUW114eA3A5aJcAl/F4QYEbd5TvC8IwaAqSCym57WPMmUMSjLrgg06oAp/YnAjsCCdPKTfhx+NCeAJ816Oe63HqUaYcCkz5fh4VCSJ928cSID+OCxMFQrjCvgqMuFglCPiMU8yAgfIhjuNYuz6NM4q1AEbAZpJKpTmj8QSnzFDPCOraTr7r+oSBh4EwKrUL4NqF15QPJK5BacEpF8rzieFIyy/MU0pR4jqO4xDhMaW4z5nvcJXr+IS6WmCqmE1InJIE9gjxQXPbvoaJQyT4HHwmseeDdCZ/Mu626pWqV61WqnLV8jXrlqtavUrV6lVyqlaqkFOxWpVylSuVr1iuapWcnEoVcnIqls0pn1O9cqUyZaqUL1+jRo2KVSqXqVCxRs3aZcuXq1ShYpXKFapUrFA5p2L5suUq5VSplFOlcpVqVapUq1y5Uk75MrWq51QqXyqnUrny5ctWqZJTvXrVnJyKlSpVqFq1cqVKFapUyalYsXxOTsXKlStVrlypWrUqpUuXrFKlStXK1cqXq1yxet2qtermVChdrVKZKtUql6mQUymn2gNNmgPhgIXjcK0BpFKEqP+9o2a/C75Fke+trGY3F1n8OasZvyn2/iM8/W2g/h8j3z+6rBDid52VUBKDcpXGApQG6heCKAB+VblXqJvwfOYI7ggMQID6wAB8ACGVEszwVILkWkmpNZXgayAArgRfSa4I5URIqrWrKeYMOICnQQLGEHclYwACmCdM2Ms9ClSBBkaVohIkcA2MSyAaiNZUCiaFUIpK8CUQhaV0BCeUMyZsJggHSbRMSOVqMJKNVAOXUnIfWBx8H7gALSkDpgTjhBAmuFDSgL4hzXZ9z4TS1z0BgNGJMOGzk7AF48THRl5BCaml0lKB0pILTplgnGKipbrllhXV/GithRAYYymlufJ1G0mk5IT4nEtzsEIp0Bq0lpxTyjylhOc5QijGBOcSU18BZ4JqUBhjIQSA0YZRUmrGmNbaKJ8y6oGWQlwncjVzxuRtGGMA4DiO1ppznkgkDA8AIUQwbiTuDJcgv6ExI7Vigru+pwGM8qNHCROcCwUAZrMU+wklCaOeklxraVplsqtcCqGo1MKcGzV0BJQzLoUGMOQ15rIaQEqJMTYjxjk3paiEEKWUaYz50HxiRtUQehm9VOxzM1xCCEqpidANHya7zoV2Y5lwCtRRDHsUXA5UCimw4q4QLMG0D+BJDaCkHwfJfYJdwpUE4nPfJ0IoI0FynU0NtOO5Zni1VKCB+JgRagbQtNPQj5nJwG+oSDDGzCQxXwGA53lCCNNlM1sM46WUsmjasBuyWIYyVCllCBwMmUMRvZnneVJK3ydKAWNCSm0oAYxwImGYCVqknCJNzMLpjfFR/Abw/gme3gJQf9FS/HGRRVHOt1S1RhXrNTPgm3N7y+wqjQ34/j6l5G9ZzUyF26VL8d9lNRO/STv8RXfxu2B9k8v5w5ha3EgW39imI0pSz3OIBFcBASDAGI4DE0CB5es4hUKAs7rwCngF0r+ulymwrX0HmAMiIXxCfBAChKae7zKSEKRQUQzKaF65GvuaKUKUx3zGXaUdgFxK8wX2QLogPEVBK1DKoRiDFEpSKVzNHUEpJsInRo/AZYQJc35ZeCBdUASUUJILhT3CE1RhJTgkXFrgupQJzojJbwjBuBSgALAErBWVACC18gk2OGsU6gyc2a6jAaRWjucKoQhhicI4p0xyoYQkPi5CXiO5xghlhIIGJaQS0nc9AxBmGRhya6MmZ9aY+cSsHHldWe76dAcAjCnG13XGKMWGg5xzaohZhVCUUi6Zh20uGRPUrGEpteHDVgowxr7vG34Z33MEp2YdmmyM4bUSQiQSiXg8bqiwAIAx5rquSeYY4JBcUExMg4vMpJSEUZ9gQ/JrBkoIpRT4vislV5pKRZRmGHuMMaWAM03wdaxnAttuglKMMeace57nE5xwbEyJ1ApTYp79MSWmJdeB7AZflxlYQwhg/lsENEWAJaU0oyel5Jx7nuO6NoAixC/SMCWESufCMwAAIABJREFUcOMKKBeMC+yAFEwDVoApkYIo7ipJKYAjwGWMUgzUAeJJKYUEzqXkyvgVn2AmuFHSU6ClVma5ER8nCuNKSCMbQSk1XS5yG0Uu5PoznOsaijLGWGFhoblHhBBz70xnDVHkzYvdSNL4/nWFQM6567rG0zuO47qu+Vu+71PKXddPJBzGRDzhxBMOpkYbzDYsmkxQo7lliPPN/LwZfP9bAPUfLW82LmI1+y2fb1HOt9xtzX4ffP86t4Mh1vldMC0qiP5tu282vrl0+hbL3/bqT+qsi34FGAPXASqgwAdbShc7rp+P/QRRTi7oQoB8AAqSMgABSgHj2nNBMAChNBMcK4aBYO25ihDOqQCFgUtD1eNhIIYlj0DCBkyF43LPA040wz5xODCiCaGu9nxgwlD7gOCSEqHMewmMa84MeatiFDABKRVIj/mU+EpyLLkwOpKMOoo5oPKAFwL3FOWcggalwJXCV8AZSAZCKCG1h33K2Y3JfV1z0/fd65PY93yCCeVSagAwvOCSCxP2CsbNE64RvDAqDdjzzbdm4hJCDK2UWXIGIHzfLwr6zJo08GEMjACBQRwpZTweNxdJJBJGQJNzjjF2fceIJpj2CyFM7GMA5foFKeaMGLLzopMwxh+Y4KvINxQUFJhFboJoIQQj1HgaLZVprfnKsPcaoQQzPgnH9jEl5HrwxRihzJWKCEkYI0opxoTgoBUAAKWYMg9AKKWk1GZgDYJ7PlEaPOxzKaRWhjbXxIC+75uw1wyXEMK8KYocAcB13UQiYVCVMWbofR0nkUhcZ+81bsz3XYw9z/OEUI7jcaY504JJkIJ6bn7C9Zn0PKwYpX5CK8aULnCwR4WUEjgmTiGlXHDwfcII9V3PtR3OuZQybicKE3Hjy32CFWgz5loq13aK5NGklEawx7zRWvu+b6aEeRIyQ206btyhEMIYGOdnDBzHwRibcNjcDgPBRW8MyY4BdLPbVvQYobU2XKCMSyG1CYFd3+GS3Qy+pl9KgZRa/R7b1y2h3s0A9Scx3+/i3i2sZjdTShaddigCX3PaYeYHff6QWOdmVrOsao3va/XY5csJUL+ilLwFIv8KG4X69etPLG8x/qPLXrc3ezXAXGpLoAJwAbg2CAcAA9gJzBymJQCX4BKgUgMwUIQQThlIpaXiICjIONACoAXA45o5UjCltQRQgKXEUvocaxBCE8B2Yt9B+7uDzs9ngAtfEAqGdFV4ivtacAAspaukp6TLGOaCAPhauVJg0EQpR3BHCgxAAQiAq6lDXOEmgFJ5/twv331z6uA+IB4ooV0CPlNEUAXM7MwIoEwxrhkTWoN5ogcQXGDjTgCUmf0GGgrjbhFKYowNTt2APH5dGuDGyyCCgb/rW4LCYM31xWbMbsxsZd6bEMwsLQDleY7nOQZWbsR/YLDS990iwDI0jwbFtAbzUFnUMBOGM4oBVBGgFy1gADhy5MiePXsOHz5svjJO4nqzb3gUJa4/zxqYNsoIRYNT9NIAjGsuhaHP9YnjYZdLA9ZMSSBYMEIBFPXsIwf379q168qVa0KoM2d+2bX72yNHjzMuCeVGl8EkKG5+fJZSmqyCGTGDO0Z+8OZmmF74/nVi9Rt3UwAIKbnjJEzHTRoENEgBggMnmvgUlEkyiet9l5RgR4NggisJoEFwbPZXGZFKcs2JubIQzGzWFf27TrapNWPMeFMzK9hNNLumU0VPQqZTRZ0tSjIUTZibn5bMILAbshRF+Yoib2rem1eR02WMXLx4/ptvvzp+/Oi13PwfDh7Z+/3+wrjNBLddR4O6KfK9HpaZ264U/A8A6j9a3mxsWM1uIda5lO/d1axdUZHFzeD7K2KdPwffP+Lz/V8BX/OT39AgIIQQwiQHn/HL9KqGuDyx79Tn//557FuHR4w8+M6b7rb1QOMA+LKfIACSmP17AHpdgAQ4KKwAC6DK5FU8JRkAU2A2vnWhAAJaAeaMUJe7eeLwkRWd+k2p1/qb0e9DXIAnBObmqNn1nWhmBHRAM6BECQ5agGQAHBQFwUFxg9YgGSgJQnHNfLATcPbCz//4dHyjFvN6Pg0HjkDcBZcABsAgsORMM0IFk+bkAwAwJozIzeVL58a+9frwYS+8MebV11979Y3Xx7zxxhsjRow6c/aCVCaTSMzwFuUQzETnN9KRJq4xy9vEX+pGVtcsHkO1Z6Izs0I8z2OMSamlAK3MbxGpiBmFb7/d/Y9/vPvyqL+9MnrM66+N3bx568WLFynzpk2f9NKIUePe++jipWv6Bjq7rm/g2yx4rbURoic+xp5fBFJmXRkIeOSRR6pWrdqjRw/XdYvmzA0g8Mzd5dwURjIj2AOgDv34w+BBA18eNeLlUSNeGT1qzOt/G/fuP48eO0mZNmzRHAQWRIJyCZZacS61AsmBYwJK7d6xtXXzB3IqVp45Yy5oeO1vb9aoWfe2enecOXuOcaluMLILqcX1BMJ1N2YG08SA5kYYYBJCEEKWLl06cODAwYMHb9y4UWttnl43b/ly0OBnR44aNmv2NCk5gGKMTZ069bXXxrwy+vWxb72zbu0mSpQUgLHmTI+f8NGIl4aMfvm13GtxSrGS5PDhPWPH/G3YiyM2fbnNw7bSjFLuOb4gHmjyxcRPh7wwcMTIoWPGvPbK314dPuKlGTNnY8K4UNcZrJjwfb9owpibbh56ijpl+mjem9lV5DyuRy6ginImypy34VQpYQStzU8p2KmTJ956483Ro15es2o1aDh39vy3u7/7Yf8BJaTrJJTkjl0w9MVB5cuVHPriC+u/3Fi9Rt1773vgx0PHDA2xSR/dkPq+/hJCmNTK/8/A95ac7y2Ukv9baQdjY4xvEirlggNwAfY1f+n8Hx7qsMnK/gql7rWyN6dmbahR8+jgIfDLORDCVqqAch8LwAAeeEzGlSpQPE6JdD1wib5WCIR7jpufiNuc+ZiCr4CD4OAxle8nfFoA/hX4cf/Mmvd9mlp993OvQh6BvIS0CadCcJCY4oTDqeBUCIf8H+beO7yqomsfntPTCCT03lUUFSxYUBBFxa6Poggi6KNYQJSuFAsgKEWq0iQgUqSFQBKqgDTpRaWFIj2Qes6u0/f6/pic/RySgDy/9/e937evc+U6OWed2TOzZ+5Zs9aaexHdpkwQIbFFrIhpaxbFjFBuWZhpNpiMmSQSieSZxQbTgRbBxXPHBg77MqnmxJb3wa7dQCJcmJISopu2bWNJNcfCIHVCLJtjTC0LKyruPTu3VklJ8nuQDyG/D3kQ8vl8oWDi4iXplDm6broOEDVDioqKFOxSStUWT+31dL1EY1V6WUFBgYIMxlg4HHb3g+pBqPXPNG3LZIIDY0xI4gCOaHmfDe7buHFDj8cX8Cd5UBxCoQb1m0yfPj0cyb/5lsYIeYOhpP0H/sJEGjrOzytWsKtpmqZpCtyJjZXpQDCuNrCRSERtS1VSxQceeMDj8bRp00bFVluWpSoWiURs2yTExtiiFEvBOCOcEXCE4HT5siUBv9eDkA8hH0KKJaD5bS2/+PLrK4VhAaBhw2S2RUnENHTD0jTDNAhwMCMacLF1/dqb69X3IO+E76aCAz3e7enxBkNxSZevFDoAhmlHNMOyiaabyuTi4i8hRNd1tbzpuq6soupzAFi6dGkwGEQItWjR4vTp04TY4XBRy5Z3+v1en8+zbt0azunevbtfeumF6tWrRqkgvVWr1HzxhVcuXspnDphY3NKsdsCHqlWtfemSpmFLAv1l8azEIPIg/5dfjKYgbUEwYSAAhGXreQ890CLgRR4vQgh5fMjr96VWrtru0fa79xxgHEwLK0QzbSsSiRQWFqr0wGrYqKESDoeVqaG4uFhZBtQYA5CGoWlaWL0wtmzbVAcQlAOAUmyaejhcpOsRTQs7kmesWK6IIrt17Y4tMuKrkbfc1OyhBx8+deK0enyXc881bFA7IcG7cMFP47+bjFDo3R49i4oNlfVOGR9cRzG9+sSE/P+Z2eGfKSVLOdyulUaI/y863GKjHdwACSJ4odCBRow1y3+5v9WiCtU3VG/kDPxUfjl0S5tWkyrEf1exRs5nX8P5PKAcHEEptgWLMBoWlgZMB1YMdjGELRkBsEDYwAnoYZBUADtPCi+BlQtUA4hA2IEicM7Chf2zH2o1onadzKEDwCgAHAHBHNsATgjXORBdaBwIABFgm2Dl0cIiXCiACCAYzAgYGDAAdrgpwBZAAJgQemHkDOSdOD/m23F1G09+8H7IORQhF4pAA4HBJIAZcGLYBRERidi2pmPTwpZh25YBUhw5tK9J/doVE4LtHnpgyoRxX381/Isvvhj19ZizFy9zAOkAE5xyVhQuFo5Uvn6V9Uu9V94n5fKO6Jpa01xbQezuUn2uNs7RC6QA25KEEMosCxfOmDXRH0ChUKBt23bDho4cP/aHnh/0T66Q2q1bNwCSlZ2RviIzM3Pj5StFDoDgAM5/fE1KxY5EIoxQ27SwRSgu0c3dvbna/3bo0CEQCDzxxBMKkdU0UDqyEEwqLyUjUjBKbNPQTENjFK9ZnZUQDMQH/C899+yP06d9MWTwbc2aIxSIi6s07MuvC8K6yYiGLZMR4jjMAQfAMilI0AqKgPFdmzbe3rhJwBc3ccI0Spz+/T5LTEqpUrXW32cuMK5SK5Ts3FVtNU1Tdl4WDdJwtfhIJKLmuSILHzJkiKKy/eqrr4RwJk6c7PP5/H5/z54fCMEuX77UqtU9CKH4+FCPHj3S0tJefrljXFwCQt7nnn/5XJ5JAR5p19LnQc2atTx+6oopBQeycMGUyhX98cEKX40cb4IopDrmglMhmaYVnX/+2UeS4r2VUyuMGP7ljFnTO73eBSGvzx9Xr37jvfsOCQk2pkXhYtdupPYcGGM3JsG1DLgGB8MwCCEKZB1HKJuG2ojYtiklNwyNENu2TaUXqyclBbl08ezCBT8vX7ps+9ZtIOGD9z70IG+V1KqRYg1AYls/euSQz4ceffR+yww//cwL1avXX7/hNwfAxlwlTlQ7vFiUdKHj/wCg/lEyVvi/dbjdEJ/v9cG3bD3KVvf/bqhZrLxrdhDYBEuDMyfWdX51dMXkSTVrwE+zoOA46CfgwMYlj7WZlFJvYq0Wcu0eOHj25NCJOz4a9vfKtVCgwZmCI5PSVvYdcnLJcsg/C3bBlW0bNwz+/O9BY3L7fnvxq+/hQA5QnVINLAzF+qVVK7eNHLJ96Ecwb+r6FndMTa64qfe7kH+BrVz7W++h575Lg2MXizKy144c5Rw48Gfa3MyBQ47P/gnyrkD+leMLFy3uO+Dwj3Pg1N9w5Mi6b7/d+MVI2LITduz+dcS364Z9K/f8AbgIrpy+PHjYtKp1595zD+zd7mjnwNEh5+zZGUt/7zNq64Cvc5YuBa0IBBDqGCbRI4Zl6sDJkUP7mjao5Ufoq6GfgqAgHQCQAjSTjh4zoffHfWbMmllYXOQAnDl3dvjIER/3+WTJsqXCkcKRv27a2Kdf3w979ez5Ua8Dhw4KR2KMz58///HHHw8ePPivv/46ffr0kCFDhg8fPnjw4EGDBh0/flyh8Jw5c3r37j1i+OhwsS0F2DZh3NaM3K7d/oW8qFJK0tYtv6t9Z2E+Pnjgrz17dkW0vDVrVw0cNOSnn5aapjh+/OzYMRO6d3vnzz//PH78+NChg/v2/WTPnj2MMUYosbEeMaZO/r5v374jR4787rvvPv/8888+++zAgQOU0rZt2yKEHn/8cbU15pwfPnx4wIABffr06devz8aNG5TbyjJ1wSk4ghIbBM9ckR7woPiA/8uhQxxGQcpd23Y+9PCjCIWSU6r9tn0nB1Ch2WMnTeo36NNBnw4d9fWYgtxCEABcbs7MvL1xEx/yT5wwDRx4r0fvuPjkKlVrnf77PBeQc+LUF18O79O3/5Chn3/22WcbNmxQkMQYmz59eu/evRcsWGDb9pgxY0aNGgUx3ksp5ZEjR26//XaEUN269dev//WB+x/2+4MNGjQqKCiwbXvkyOF+v9frRf369SkoyAOQV65ceeaZZ3w+H0KB+enrNQZt2t0RCqJ6DW85drogTBkDvCL9xyrJXg8KjBw9MQysSFg6IYJxkGa44MzLL7X3IXTHHTedPXPSJpamm59/8VV8QjLy+N/u8UFEMygTEpz9Bw/07du3b9++ffr0+fXXX9V8zMnJGT9+/L///e8DBw7k5OQMGzasZ8+eGzZsUJZf2zaFYGvWZH/ySe/PPx86dOjg/fv3qjyhCog3btwwbNiQPn0+Hjz40/T0ZQQbp04em/bD1MGffnYy58SBfQfvvfv+UCChVo3aPT/oNXTIZwf27/72mxEeD5o7d+qRwwc9Xv+jjz5tWdKypGESLgATRiiP1XyjZgfOoi6N6+BpKYC6QUkXoP7bUDMFvv+QvdgF3/sf63jhQpGK81XqPb3u8WJa5ior7MqXFbtWyZgSFZZoE6yyHWJKsKYBZvDrxp0PPTDDgzI6vACHz4MFTgSgKO/UsEGzKqbOqVbvwpSp8Nu2dfWbra5W71DvnpB7Hnbtm//oS+M9tfc9+y6cugRb9m2pcdtfKOU4qrwTJa0PVFl958Nn05bA5TCE7UOfDlpZr8qWeM92FDwYqL0F1f8lvunOHh/B2ZPmhGFTU+LXVWnyd9PHdyY2XxGoD99N2Pbcc6NRhS2v9YSiMBTnH3qi/Rx/3IwOr0FOYcHMpWPrNJ9TsebWGk13pdbPRikZqQ1m1rsFL18CF44dHfzW8Lrxk+9/ELbtBO3K3yvmzG99y8KKaK0PbUtAaytX2P3Sv+CvoyCg0DI1ziK2DkByDm1uUiMpiIL33PXwsOGfD/1qcP8BH38/dSKh5lNPPYM8wVq1mly4UIQtlpExPzEeBQO+WTNmElHc6+MeoaRU5K+EfHEIBapVazRr5jwqjB1b1yUhVDFQocEd98XXaYQ8qHmThnc1viWIAlOmp2EpI/mnGtWrjIIV7n78ZZ2CaVBDM0FSs+BE107tPQGEAr7nn+vY+8NP92w/RAhoAAZI3bjQvfOzfoTuv/tBy6Qb162vUyUliLyNm95Ts87tCIVCofiUWjX3/XmAkMK888dfeOLJoNeHvAh5UAKKC3kqoMSKs5cvA8k6PPhAwJ/Q7tEngVHA2ndjvqpSOdnj8yKPD3lQpdSUwcNGGTZolm1YugOAbd0RkYylCxK8FeO9VQYPGu44cDGvkANMnDrK40E+5P36i28Fg3VrN7VscX8gUNHjj0deL4pDd7dusTIzHbjYunFL08a3IE9owpQfQOKBH70fFxdXMbX62YuXisNa+yceQwgFAr5Q0BtEqGqVSp98MaqAOMAiD93dHHkT6zZu2aBJU+RBNetXxcJmHEyDCiEIsSnIb74dmexBqT7UsGFjb3wK8iVNTVvEHCgsyHvxuQ4ehOo3uy1z01YKoJsagLFozuTKKQHkQW9+ODBMoH3r5iGE6t50318XnVwKliPXLZnWIBHFITRyxDcWQEQwjXLLJg63i/LPPf/8E8iL6tzc+MCp04WYMi6NS+c7tLoniEKNajc6f+QgkHD/wQOTatRA3oDPFwghVKtScp+BQ5kDm1ZnNqxZDfn8Ves3rFKnHvJ6AyF/nTp1lixZ5kjIyw+/+lqXiimVVOKQUJy3amrtcd/8oIUjtmV89FHP6jUql+Q98XlTUmr+vGDl3l1/1K1QIRGh2T/OHzlibDJClbzI4w0ifxLyBr4YOXr1r+uHjx6hYePIiaNDhg39/fffFaoqS8h1MKdcJPlHgIoFon+EMpfbQS0wsdwOpTRfxe1wo6nj/xF8y63x/0vgSxhV8UkKfNUbqhVD+CL8tvKnZjVHxKGNA96Ds8ekofOCAig4Z0wbN6lC/LRaVTb3exe2rNzQ6vbZNSpv6d8bCq/AH/u/f+753gmpO3r0hpN/569cMqF9yyPf9Dryw6Az3/XLvr3hWA9a8NJLcPTo+WmTxt/WYHoltPWOBmbvdwvefWd5o6ZjK6bs7NsTzv4Fowb8EES/pFTbdlfbvJ4DtRGjIP2n7CdaTw4kH+z4Npy/BGdzjj350FwPmtv2aTiSy+Yvn9q0+fRA4v477iIffnDx9VcXV6s4OzF5z+OdYMtxc8DQsTVqj7yrFfx5ArK2LW/+yMTkW84O+gb+PuFsXPfb7W1/jGtwdPrPtEizMdU5MSxdMu2vPeturpviQ36/P1kNa+RBzZo2OnsqJ2tVZmJiBYQCa1b/Kpj8fEh/H0Kt7rk3UqxNnzEJeVDzO1tt2Lj79N/nx4yd4PdW8HpCf587vn//tjiE/Mhf/abbu/UZMHLUiE2rMzs//68g8j/z4isF4cialQsqJfmQP2n6L9nFFsc2t01LL8oDKJw7a3RCMkJ+5PXEx/sqVkxIadzoli/GjItwbJuX3u36ogd5777rQQGwZs2aRrWqBxFq1OiO998b9OzTL3gQQsFA/2Gf6nr+B+909yFv0B//ULuHv5swpvNzr1SpUBX5E6f/8gtw87F770Io9Ojjz2t5uZuylyUnBlNSKq7IXH3hcv6ixQuDcaHE5OpZa37DXBiWjikx9GIAfVX6Aj8KBVHF/n2GSglhE1MpVmb+ctstDYPBuLfefFcrKHro3oc8KMnjq/Tuh70HDB1QsVoQ+dCdLe69dL5ox+bNNzVogPxxX387DiTr+XbXhISkpIpVLl4pyMsvfrhtmy5duowbN+678WOfe6KNByFUodri1ZtA6I8+cBdC8Qglv9Sx04CBfUaP+5oDi2gGZyAlD0cKbGlrev6zbVslKpNuMLntUy9f0ZhhkrOnTra6+w6vB912d6u/LxcWWbigKB+4tmVdeuMG1b3BQOsnO17R2FPt7gkhVKvxXYcvyssUOEDmommpHhREaNTocQWWrUlpMcm4ZFjXw7lPPNHGF0BNWzTfffhormYUaTqYWs83Xg+gUMgbd3TvjnUZi7xx/oRq1bbtPZCXV7BkzqxKwUBicvVNW/b8sXtng+qpyOdvfNsd733ycY8Pe8bHhzwIPfDAA6ZpDh7WH3mQxxt88cVOI0eOvOuuuzwIxccFt2zN2rZtnd8Xj1D8y690mjV75vCRX9x0y80z5yzYsX1ftbhQEkKzZy/YtnVPu1b3VPSgqlVqftxvaL9Ph27YvNVm1CaWZuuY2qZtKTOICmVTpg83yvg64HvjAPWPkrHC5RLrXMjXS4GvS6zjgu+yae//H4LvtWpctrqu8I0vQbElu/8qbVcdyFHgiylhehhwQdHiH5fe1mhyyLv97W6QcwywTfIuQv6ZgukTJ1SuPK1q9WOD+8GGzF133/5TQsU/PhwCOYWw79Cc5154P7Hqml59QLtAtGNQeAByfsufMg7Gjj366P2z4jzLWreFzNV/fNC9fxyad/etkLkU8k/DsX1zHr5nWKXETe91h3M5MHrI7MbV0p55+PKaxUCLwL4C+9bPbf/AN/GVtnV8E/RCMC6sfeae7ysHf3nmVcgp1uanj7r59hk16sKECaCfg9O7V7z53JAqieOb3gRbfodhw76vXmvKXa3h4En4Ydbc+NTNtW6FTwZf+GZEwfgR++9ssaxa/dkdu0OBRQ1cVFRk26bDtGOHNjauk4SQ9467H+gzeMDHA3v3/vjDiePGFuZeoYbVtGEDP0LvdH/LCEda3n5rQjDw5bCRpkbatWuHEHqk7ePfjJ4wbdqMXr16JyVWCgbjMrLTT5z8q1Iorna1OgNGfhsBKNY1EOLL/gMTkb9SSuWcnGMDer8f9KCEqrXPFNmWBEwYOGCGC0j4b6C5vyxLq9+kngf5/SgQQgEf8nuTKnz86QArfO79bq8i5L/3oSeKLLJx86bbmtRL9KDvxn8PEo798Vf92rWQF7314XuFxXl16tTx+So8+PATufl5BOsbV6yoViEV+SouWbMReOEL7e73oOTH2r9qaVfe7PS0B6GGjW4aN+n7abPSen7Sq2HjRgjFfzF8LAfQTc20LXCYYEWZKxYm+pLjPCkD+g7hAgp1nUqxaUNW4wa1kcc/YMCg3ZvWN0hN9aBKX474IYwZBWvqlM+DXlSpcpOp3y/JOXigSe1qyBsYP/F7IPaQPh8H/PGVq9X9+1yujXlhUdg0zezs7LTZs3q+82ZcKID8FRdm/srNwqfbPYRQYrsnXyvWLQDOgWp2RILDmOACY6KH7WIAe+WCaU2qVfB6UCgpddX6HRRACOf08SO339QggNBtLe4+eOyESYVlGczIO7jz1yb1ayLkffKlrkWm83ibVkGE6t10d84VnmcBlbB68dz6KXE+5B3+9ThTgEaFQQQmAgS29bynnmqHPKjuTY0PHD9hA2DCABufvN0NoUBCfPLh3du6dXwWeVG9m5qNnTx98qRpo4cOrhyKD4Qqjxnzw4lDB5s3rIuQd9IPMwxMTNt4o8tr8QFvSqXkw3/98fAj9/qC6KGH2pw9c0lKvnnzxsYNG3kQ+vTTXrNmTalUsXrAl/L8cy/PmfNT9prVxbpRZIrd+/6qVSk5HqHxE6c5DrzXtUscQk2bNDt+6hIWYGBmYRtji0smQahoHBU3KYSglCrTzQ1C6j8C1HXU3nKLvRb4ujbf2OPFbpzv8ukf/NfgS9g1K/G/AL7uaUhXC2aWDpbhbNywpfWD05Fvz5Ovwf7TYLBiIwz0ysGvh85IbTCnQpPCr6dD9pY1jZrMqlx1/cARkGfAn/sXtn98PKpx9pU+8Odx2LFz24Ptt9W8e2Ow1frAHasr1RqH0LrnOsOG3TlvdB7l8a5/8hX44yzotnHw4Mx7H5hYpc7eHr3h1CUYOWZC9Zpft74/snuP0KgstOHIXwueee4bVHn/C+/C6Qtw7u89L3WYEJ8w67HX4Zh+YXH2V60e/rp6E2vqHCgqgIKL2z/qMa5mlWm3NIRd28Ww/uNTKs68tzXs2GuP/OznSnEHkqr/gVL/9NU9mljvSDBpfZVqGd17wrkioWHLMAlcMhEeAAAgAElEQVS2QJo5f26+pWGKPxDq1e8zwyFUnR/BxCFCGPbA3j1DCN19x23rMrM9CFWtXGNF+uoL5/PvbH53wBeXHF8ptULlpIQKSQmJCYkVKlRMXpq+6K/DB3wIJcQnj5+VZgHkF2tA+fb1G+65tZkPoW9GfvXI/a2CyPvvXv0wQLFNwlqEUi6JBSwfSK4APawVXsnN+37slH91eCrB70f+UMXKqZHc073/3RWhULO7Hy4w6bqNm5o1qhVCaOqEH4DB6b8ON65dE/l9vQb0vZyXm1q5KvJUevvd/gIAHLp28fw6KVWRL2X5+q2Acx+952YPSm37yCuRwnNtH2gWCoWC8amJlav545PiKsTXrF0rMbn6N2OnCgCbWJgSbOsAxsrl8+M88XHeSp8PGS4duFSQJ8GZPmVihVAIBUI/zJyx4qcf6iUlxPlqLl661XTAJPkHd6+MR8jnbzB61MIzhw/dWi8VIf93k6YDxYM+6hkKJoYSUs5fyjdM+v4HPePjE+PiEqpWrpLgRQGfHyXXnL0kExzSvnUr5El++sXuRZqp6UURq5hITBi1bWJjjXHDFJpm5Dr6+TYtmvoRan5nq3xDFJnC1A2j4Mozjz6c4EW33tFy8/ZdAkCLFAM3MhalVaoQ5/UFurzzUUGYtLmvZYWAt06DZnsPXzAlSAcWz52VEufzoMCoMVN0zIsilgCwLExtLVJ44ZkO7TwINbu9+R9HT5wvLLYoK7p45rn2bZE3VK9+47PHDt1/R1N/0OeJT4qvVCMlpWadSpWqJ1ZMSak7dfKcw7t23V6/jgd5J30/3TBtKfnQIYN8CFVNSV6dndmoUQPkQV3f7OQAtvHlCxdy2rfr4EHxXV5/4+L5C6/862UPQl4f8nqR1xd3732PHf07b9uuA7WrpfoR+vLrsQKgd49/V/CjGtXrXC4wizWbcVCkWhhbhqEpqHUD3Tjn6rDG/xx8WUw81Y1I/i+Br+tw+0fwvQ6kljU7XAd8yyK1q+26L5tgbJtUK4Yzx1a99MiUSsF5dW6G2elQoIOtwfFtyx69Z0ag8rxadxnpv8GW31e3vnti7YTFQ3oBvgSH1y/v0GpcKO7wy51g28b0js+NqRCfdnMz2LoN/jh05sO3RiOU0fo5WLdrV/eOQyr6ZtxyB2Rvg2IDjhyb/cB9I2vXWD+gN5w7CRPGT6hZc3b7DvaqzXDagCsA2/YsbN1uZqj63mc6QXE+GLnbnnpoclLi9Ge6QC7PXZw++NZmExo15TNmQmEBnDm26oX7f6gZmt2wMWzeHRn6xei69Se1fhCO/CHGDptcMyXttgcvz1yGC/UrrPBsePuZ02tO/LYZzkXAZJILS4sA2Ef2r7+lYQpC3nd69tElNSVxFOGZAGrgDRlLEj0oKYDaPPhAMJD40ENPOA4cPXK6XZsnfSjQ8YWXzp44ES4qPnfuXH5B0Zp1a3NOHj98+E8PQskVK0+ZnaYLp6jYYBZlkXDnl54NIlS7WqWqSSkBFL9px94imxfqEQdA0wyg9PyJg19+2jMj8xfKbVM3QIBjGve1bIm83qRKKaTo8ofduiJvfMvWj0eYWJmddXODaiGEJoyZCAJO/nGoWcN6yIM+/nRAQVF+SmoV5Et96tkuRVoEgK1furBqQjIKVklbmglO0VOt70Ao5Yknuxjhix0evQsh1OTmFgeO5uSH9Uv5uRFdW5W9ad/B45plW9hkght6sWVcXJu1uEIwOYAq9PtkkANgMvLn0SOPPtQm5A2iUNzGbZt/X7u0ehAFPKlfj/6RAHDHyPhlUkoIBUNNp05ZdXj3jiY1Ery+0Njvvgds9fvgvUoVq1RMrXn2wpW5Py30eP1JSckjRnwNDixfMC8uGELBlHkr1gK32t13r9ef8vjTXYs0k1CTSNtiJqaEc0moQZlu8Ihm5Oq5Rzs8eKfXg1rc2/romSuWAEpsHMkf++XgEEI+f/CzoV8V65ZtWtyOdH/9Za8HIU9g+k8Ldcxfe+G5BC+Kr1BpWeYG7oAU8MPEiSGf3xNMGjX+e8uSjoSIZkkppcCFeWdffr6DD6EmNzXNOXWOAuiGNXn86JpVkpE38MZb70i7+OlH7kMINb31jj+On714udguLLALwmvWbDu4/8Th33+/96bGPuT9ad5CIUHTwp1f7+hHKDWlwoH9e1u2vDMY9D/xZLsreeccCO/bt/WBe1r7UHyv93rmHDl6+VJu1qrMT/r0fP75Z0PBJIQS/91z4K6DR6pUTAwgNH7qTOrAx++9E0KoZq16J89c4QCGSXRdZxSrSLXoOUDs+lrLBZOySHKDyuz/Xc3XdbiVNTvckM23JNpBXAW+14LIspUuF0/L7Yuyau9Vkpy5mq9NsIVt07Y0O6KJQmDnC1dMnHVb9Yykyjur3waffA4Tpxxpd/eCasHva1Xe0edjiOQVbFu38s6G6am+Ve3utEf35+++urVe6rwAOvbas3By+7S2ty0MeXY3bQKLZ+tzJq2//9YfKoSynn4Ftu06Nm7A0HqBxbWray+9DlN+vNTprdW16s2oWOG3D7pB/gk5/otJdVJnPt5G3/wrWBoU58Ofuxa3arnAG9pc/2Zz0riib77MqpbwU5x3VocX4cR5Y+GPk26uObd6qLjLyzBv3qW338+uVH0m8u59423YtSfvswFja9f8pvmd8OcRWL5oTqMG03yVdzz4nDF1pli4AKZN/qVNm1WDR4iLmiKZ0yLFwio6eejX2xumBHzBJ556cUlmxs/LFv28YP7CBUvOnb0isARitW7eNDmEAh6EPAmfDftGx9wkfED/wQEUDPnRW2+8unzpsvXrNvX/bFjVmnV27dr1x/4DcXEJFZJTx06axAF0XWCTg2QzJo2qXtGb4EN+FNfq3sfyNaxxYQuGKWFEAuUXc/5q2+r2YDzq0v2NBT/PT/9lyfvduyYEfSgu/sVOnakW7vFGV58//s5WbcKYrv91XfOmdSv4PFMmT5ccLp8717h+HeRFHw3sU6zlt2vXFqFQSpW6A4cMylix5IV27VLiKniTa/2UngUk79k293o9FVs/9DwxC6ZPHun1II832OaxJzOy1mSvX/3t2DENm9z+3aSZAgBTmzDMmQVOeG3WYj/yV0qo1unVLsvTM6bM+P6uVvcG/QGfJzhg8DDD0otzc1rcVMeDQlWrN5n6Y1ra3Fm3NK0WRKhRowf/PHB518Z1dzat7fEGx4yfDJIP6PlBwB+fWrVObl7xl199jZC3Xr16w4YNy8pc+UbHFwJ+ry+lzs8Z64Bb7R+8H6Gkxzp0MWyu6xEBXLN1QjnBQggmJKFAhbS0SzkdHmzpQajZHXcVmNxgYOgRYYXPHz94W6O6yIPik1M/6T9o3bp1nTq+GO9HyIMebtc+59wFB2B+WloQoVAo0OKuO1csTx87asxNTW5GKFCpdv2Nv+93AGyNcC6xZUtpGeHcji8+nRj0VUmtPGr0uMXpqz74qHdSyONDKLVu/W37DwDTh/X70IMQ8oae7dh5+arV61etGDlkaNXqjefOXXZw27aba1bzI1/nLt2WLF3+6acD4+P8cX7Pww89aBragEG9kAdVTqny0Yd9VmdnvvyvF30Ixfl9SxfPXrZ4XrXKdSZ/N3v7ll2zZ6UlJSUhn7/P4K8OnzxXs0qlOB8aNX4KkTC0f584hOITkgcO+/q7KdPm/LyQMKo4WhkjSuF1QyFV4NO1kLd8JLkB7fBa+FtWMjbaIdbhVi74qmiH/xH4lqrBdQLISgn/T0LNXNaoWPw1iK6JYmxfhCsnC+bOXNvyvoxA8kZv/Drkz0xM+LlR3cX/fh2unOD2Bbhy6lK/vtnJNdaiuJ2o0uHEeutQ8s8oePC1TnBsZ/aw3pk16vyOEjeiCtko+deUmjNRhWU3t4eVe2DLjjUvPvVjAC1FaK2/wpa4Wr+hKis9Nf7q2B2OHKdfDP62WsqIO1rmrl1vWpF8/RIUn9z7Wc/0ytU3+6umo5prg3UOp9aej0Lf3fc0nC2mS37+vmFqZiLa4kHrUNIyVGVxsOnSO58k6zfDicOXB/aeXil1Zp2WsGo3nDp/8esR6xs0WIPQRoR2+PybUdzSSo1++3wcaLw4rIUNHUCCYx/5PbNOEgoirw/FRx1uXo83lL5qAzgAhj7hyyHxXoQQSk6tu33/UU0Qk5u5l/Ne7/hK5RR/wKcSeoSQN65yjXonjuT8ue9QKBDn98V9PXqUA2DqYOkcqP330d0PtKifHEIeFD9q9IxCm9gAEdOQEgQFoFB47vQ7XV+LSwj44kMIeX0IBX0otXJy6yc6nLx0GRvm8+0f9yD/7c1bUums37C6TtUKQYRGjZroSPjz0F/VqlZGPtTl3a4A5s5t6xvWreNFPuRFXh9qUr1ecqgi8icuWrMGmPHwnc0RCj348BPciODiSwP79a5Roxry+Euyk3hQfFLVJctXC4CConzCMCUGyOLFC2b6kd+PEjzIizwIBRHyospVqvXr++mF3AIHABxtVcbPt9xyE0J+5Akgj9/nRzc1afr9pLnAYW36stpVkpHHP3zUt0DtD996IxiMC8Yn5+YXbdn6e83atRBCfr/f7/NUiveEgl7kS5o2fxk45OG7WyKU9PCjHa8URDinEStMHYaJ5AwYE5qmRWzTMMORCydbNqrr9aIqdeofPXfZElBUnGcUXgSm7d2+qcVdLZE3gLwBhLzBAEoI+lq3fWT/n0dsIQzLtMLhXu+8nZIS7/UiP0LxvgBC/ur1moydnmYC6GFb2pJTxqjFmG6Ec9s+eI8fofhAMOBPQIF45PEmJ/rvuPPmpevWGwCWngfSfL3jK9Vq1UW+APL7fAjF+z016960eFn24V27mlSrHArE+YKJ6sRHIOCrU6v2nj17hBBnz+U8+1wHnyfoQSE/8vgQql65Ss/3ejgiPP37cfVqNvCh+KA/3oMQ8qB772v116lz6zZtTwr5/Ah99c13HGDxT2ktbm6EPH7kjUe+4DfjJ2qWaRMLC8IlE460bTt6wLLkKFZZwCkXc2Lxl119ucLlapOxPykFUNcKNVOHLP5vgm/ZON//ySGLa0nycg9ZcBb7UijMGAMhFYUjCICiSzkzv9nX44Wfm9UaU63mn4NHQdgEhwtWDFwH3T46c966/oP2T5kMuRf3L1227P1+eYuywQTQmb5k6f5Peh77tC+dNwt+zVrSd8DOH5bBFQAN4MSJozM/3/JV122jP4LfsvMnTN/bb8TFX7IgYsKuLRkD+++YlAZnLcDAMADYgPPyFqbtGTjwr7E/wMnz5+ZMWTmo37rpy6EYYMXamU0aLayWDEM+uTh5dNbn/XdN/w4uXwACQKFo67r0of2yv5sAFsYOFsDYuVOH58/97YshB4Z++Wef4XzRJog43BQ2dyxHaloYhFV0as9Xvbt3eb7j6y937drtzW7vvtX5zW5d3+6x//ApxgEw/nvfrjc6vvDKK6/0+XR4MYEiZlhgM+CRcEHmqrkfvNfpzTff7Ny1xzsfDcxet50Z7GLOmeeffal797ezs7M5A0NzJANiFAGEu7zcJoRQamq9fX9c1CUUYoOCVFTJ0nZAsCvnTi5avLB3/76vvfb6W926v9nlldlzZhoAGoChmXN+mPXM408N+/RzQsjxw3/16/XO048/um7DTirg/Lncjz766OmXn5+W9gNl+Q7J37Zh7YA+n3R758258376YczUGqn1UGLF+VmZINnIgQOef+7lz78YKXQNmAnSXJ2d8dHHvbu+2b3zG6/36v3RquxNF3LDFmUOSAublBiMXv7zwNbXX37tlec7vf5a525vdX/xtRf7DB6wfc8ew+bgALGpbuU7YPx5ZN+gzwa+2rnra527vfNBr4OHDjsUAIsLOccHfPLRYx2ezVq7AaixcPb0V1999bXO3QrCES6czOxVXbq8/uKLz48Y/vmqpT/3/LDHM53f2rzvT2DmiMEDnnzq1ZFjZho2p5Sa1KBSUAqCAWcAABxACAaczJ084b333hs1cTIGMCQAcOA6OAY4tgCYOW9B/8+G9v/0s759Ptry2yaLc8X+4IAECcDp3t0bhw3pPXzIgI8/+ODbMRPOF+gmgC4BHBA2k4JRYhASIWbByGGDurz80huvdnrtlS5d3+7R+c1u06ZNKNauGAD5hNhGvtDzgLPs1es7v/9Bp7ffevXVZz/u9d6SFdl5hdaezRvvbNjAg7z9Bg4ZMvTL1157/e23ux8/eowLBxMBDlgmnTp5Stc3Ov37rY4f9HhrwZzFzARB6OUL51elL3+ne9fu3V/t1OnFsWPHnj+fjwEO55x5v3vXTi8+v3L1r0wCYHNdxtJXO3d98fXur775VubaDRzAIKZOTA6CyxLNVznZRAzB6fWR5Fro5MqXwrFrCZcq9jqHLMoF32vafMuecIvl81Xg+3+m+bJrmB1YWc1XYC4w5zRarOQMOAPFBssYYdymzCRUI6yI0iLGC87u+PXK7Hna9LScGRPDK+fnzZowpfnNs6rUON7hJZjyPR8z7tSng69MnnJu/pwLyxaFM1flLV58YeGCy0sWX16+9NyiBcfmpR39afaZJQuvrEzPW7Uid8ni3CWLC1ek5y1e/Hda2umf5p5fuCBv+bKilRmFK9KvLF1yZemS/OXLLi9adH7evIvz5xcuW1a4bNmFn38+Mzvt7Ny0Uz/PPDdvhvnzXFj8C/1lQd782aeWpZ1fs+jUL7Py58w89uEnaQ2aT69z84mP+jkZywozFl5eNv/cL3NO/TTj9E8zcpfMi6xcUrx80aX5aafTpp388fuzC2bnr1iUl7k4N2PhuRXzLyxbcGTadDh6BKwiyYvDoiAiIgAEKAEqgIMAwAAWgK0SW1CgWKWlKDmspHhSVIAkj1IQ/OdbAJNQIkuybwhJVGJjYkVA0FPHjzS/rZnP5+v4aqdi3bKYwxzA5KqxK2KOvbt7QxZVHErIwCRIAVKUcDsocoAoYwsDkFzgQ3/s69a9S/aarI3btqSvXtv+2eeRP3TTbS2PnjxnMylKMphwIS0bh20rIrgiiymhGih1TrTcxkbPbqns4iXcmJxTKblLTeCohCKCqZeU3D06waMUMIwxRbulLrdk9S+L8hDF9oOqjOKN++2336ZNm5aWljZ79uz09PT09PRFixbNmTNn5syZM2bMmDlz5qxZs2bOnDlnzpwlS5ZkZGRkZGSsXLnyl19+SUtL+/HHH2fNmjV9+vTp06f/+OOPCxYsWL58uZJZtmzZnDlzZs2aNW/evAMHDig2CRUhoK5S/aCcV5RSdXzJHSFuW9y/mzZtat68eSgUmjVrlouDQgh1Et09heyWzDnHuIRprFTnqJvGdp3bt7HPMRYuyupw/Gqbb7ko+f+e5ks5Y4IzRtTRIM45ZU5uvnFv26eqNb67YYvHajd/pFazNg3ubF+5wd3/elWB7xvlcDv06tPzHyklyy4p5TI2lLpEeVf5YpIISYRg0WId9VKUg5zTGPANA84F49iBwW8vi4v/HYV+9wZXI7Q15D2YmrQvgHYhtM2LdgeC+5BvDwpu88SvRWifL3EvCu5BwQMoYb8/aY8nfjsKbkfBrcj/OwruQIGdyL8bBfej+AMofg8K7EGhXdEP96K4PSi0GwV2If9eFNqJfDuRbz+K/8ObtB/F7UOhvd6E9V7vr37/797gXm/cdk9gncezIuhJj/dleNBm5MlB8WdQ6DjyHEdxe+OSfkWeLci/A/l3ouAeFNqF/DuQZw8KqAJ3q5p4EnZ743d54nZ445YlpvSuXOP4suUQyYvoly0wLSA21qRpCd2ghmVgEmG0iHOdCYIFtwUjJd4JRdOnzuO6c0yx/CnWasMwdNMwCTUJNQm2sB2lR7CJqYGg/T7uHQz6EfLO+3kBF2BSGTZsxv/z6GnM4UNVsircvWwVpI0FwQLbHGOKMXV5XaWUmha2bVNIsmnz+uSKCciD/PEB5PUir7fRzbcuWrLCpo5mEQMTC5sW1jFRL8O2TYwtl/KjlAc89vPYVisiGBd5FSmEelmWoRjaLMtQTBGUYkJs1XsKZVSnKc+PaiwucylODPdfl0lOsaxZlvXhhx8GAgEUvfx+v8fjQeVdPp9PvbmWAELI6/V6vV4loIr1+/2zZ89WZI8uP6SqiaqeaZpqFx97ud1lGIYigbQsS9M0IUR2dnbVqlURQpMmTaKUqk5Q5E3qt26xqu0u+S+NUgPHfqtwObZKqpKx/emuBDyWKefGMOcfuXJKCd+g5H8WVMG5FCVDiGIhBONwucBs9cjT1Zvco8C39q1tG7Z4XIHv8EGv/zSu641SSrZ+otO1KCXLdsS1Kn0jwtHPmIu8ihROga/iKFKThDKTUINQDTPN4JFLxw6fXZRuLF9jbNtyak36idVLwhuz8mfO2t+r34H3++1/r/+5r8bL5WsvZ6/O+21TQeaq8KqV4cxVkazMcHZmcdaqgqyVhdmrwmuzC7JWFqxcUZS5MpKVGc5cpWVlGquzI6uz1CucnVm4KiM/I71wVUZx1qpw5qrCjBWFGSuKV5XIR7IytexsLTPLylprZ63VM7LCK7Mi2Wvy1665nJVZkJllrlqdP2Pezo+H/PbhgEvfp7Hs9YUZqwqz1uStyi7IXB3OWlu0anX+8lVFK7KM7PVa1rrilasLV2YXrsy+nJGZtyo7L3vN5ey1F1ZvgMv5gC2LaGGwCohmEBOkA0Q6RGAuTCl0R9hCcCqASkXfHjuveHl7MXfKWZRZlCnGcUqxEExwTLABwId/9UWXLq/36PF+zolTDoBNHcocyq5SFty7COWcVuxH0SAeWqIngLugMiZcdYYxZtumUj8LC/O/+XZk5y6vvvfBO2/9u/uXw79Yv2EjJkxxUaosBjaxKLclCAmCUG5jSpnj1sQddSUaytVqUYxGg13lV9G+EGITYrvvVQoJlSWBUuz2m9s6F1nKdcjEysfWys3icfDgwfT09KysrDVr1qxZsyY7eq1evVp9snr16uzs7DVr1qxduzY7OzsrK2vt2rXr1q1TX5USy4xeWVlZGzdu3LBhw88//5yfn680UMUS6dbEBcTYmse2DmPsUulzztUB4sOHDw8cOPDNN9/MyspSK5Bbsnru7iOIba+McpC6ncY5V7sBEbM7YVH6Sne9dPcKNwgj5ULk9cG6lKSIua4vKaXkUghHqjwaCny5gCuFlgLfRi3b17m9nQLfKg3vefm1zgp8M2b1WjGz5zXBt/atD5fSfBkT/5XmW1b5L7dVZZR5tcWLLVaBr7poVPm1KDNtjs2ShIkAFASojISSWxZYGAwLbMwIZYJzABMgV9cVMS4H4AAUgAIQcAg4sW84AAOHOVIAYJA0RtJyuF3iXirnxRyp8pw4AFhKGxyiPld5E5h0qAQOAnNuMynBASAANoDpgC4kjgqbVLCSNpUIKPJfIQEoQMTi2GbAC7AR4VgAYIuoVjEHiONgySlnglCJKcUkFnDd8V3uSBVCmASTKCm42kwpZilGMcGWEMJxHN2wwhE9YmLGwfXBlhoSap9bakpTSlW6oKvXVO6CrzI7WJbhshEKbjuSClnC6aPogwlhhGEVycAEJ4LbTNpMUuYoRseye8ZSM9kdYC74uraF2Jf7uasaxxbugpRS1sod8G4/xCqVavvvEhiVe7n77lLWjFgBtyHX+la9V4qkAjsXbWMHQCzulOo9pRSrv27JLMYioWgnFauOoidlUarS2AJLLU7uIHHDxVQ1eJRCqyxQlMUQcTXQl7vs/X+u+V4LfEs03xUz/13W7HAdYp1r9UVsFWOfX7nypSTLbd61OqIEFARmglrAdNviYQ1029F1xzSAWcIKc24YPHIF9HywC8EKU40yCxjGRoRaOrV0Ymq2pWFbx7ZumRHTCJtG2DIjtqURU1MC2IjYlmYaYUMvti2NYINgwzIjhl6sG8WmFbFszbI1G+uEmpgY2IgIXZOaho2IaYQ1o9gww1gPUy3MtYg0dEksh9qCWJJYjm1yQ9ONYtPWbKzrRkmZtqWp22FbZ9Qi2FC3sLFuRsJcN4BJIRyD0mJs65ypvMUqtQHjymrDmeCSEkGwSk5Rrh7hAtNVG3NK3KQy0bwAyplQwmVOCFFqpgOAiSj7+HgM/x4rE6yjkrtEjUj/kVdKltKthGCWZViWITjGtgYOtS3N0HTBuGCSMUEIU8m7KCdYJV3mDuFAGZQCXxfs2DWuWL0h9nPXvMCvntsKLGSUFNzdFF9L8y0L/TRKJe6Csq7rmqapbbhZ5nJ332on7to6XIuBe6kSlLwrqXg4Y239sVV1tVrXAus+KdUQGkPmK6MZK1QaC7eL3N6ITRQUeyMRzd5W9luX+C22V1kZG+51MKRUsTeCJLGPNVbyOuB7rTqUAl/OuQu+rs33mmaHf6SULMXnW7Zh11fpr9UL5QrHfltqyXJ76qpeFg4R0gEADgJLIYEA6I7QOBPCocUmWA5EOGgcbAfrRKUAkAwkA0GBMxBcIRdwVuIF4gwEjTJBq2zgAgQv+dZ9zzhwAVyAYlKXDkgHlCcIOEhR4lYSDAQr0aWBlSQg4AwEA8lBxhTlAAgJlDmclaQqUGkIHFlSN0cCow6nTDCuDlsLACKkaWEunGjqHJAOOI7jCCkFcxgt1dUihgC7/KcmGROUMEwYjup9gnPuqkuEEEU9bmNq2aTss7vWJ7HPlEfzMLpzXkQ34yKah0bxEzJqMWoJjiUXIB1OheOA44DyjAmnJAxG9T/j4Dj/SV5Q6nblXm4FSs1hFx/dElwF06VCj21mqTlc6u6xPeCWJqIE9q6/S8SYR9w5z2J2Faq2LEoq79667K941Msa28mxZoFSc63sxHQh0nWXsWiKk1KLh6v4l9vDpbTgslPe7U9VVRFNqlIKUsstPLa95YLJ/77mywVcLjCVw63BnY9ey+H23yTQFOXw+ZbtBV5mEJfbd+UKl9tCUd76RikvCX4QPCJ0CywMhHNIFfsAACAASURBVEibS4KpqVOdANOIBsClZQDGYNtOJAySCWwAJ8CwysPmUFtg07FNwBZgC4gticVtg9uGUlEdagO2gGJgBIgtLYMbGrf/U4iktiCWIJaktsMwF1hzzGLH0KRhCVO9DGnqjqk5pg3UAhwRuiFNG7AJtiVMwW1macSKcGJIZnFicFuXxHSoJYkJ1AamUi/bwAgwzLjNBHVAck5VZjbHAcYEEZKIEqM8Y4wRyrHNsV1K2+VXmx3K638azUKISwaWFFwKIUGlOVB88EKUZKUs9YjdsV5KtypXi4ytg4wxgyrqbqVwSUGwbTKKwQHTtKUAzqVhlHjAKLOi+WMEY4KScmCUldG+S43JUgOvpBfK44/m0ZRFSsGkUdO2qwPGNs19X6oOri/Lde67eYauVXl3X6KATH0uhFBurlI1VBdEyXbVVy5psltaqQdXCoDcYqPWHu7ue9x6uq1W1gMaTUhMo2YuGbXzxqr8sSZmtwKuCsyjiY3/EQH/EXBuBElihcuF3etLiqjmqyxXKtqBcXCjHUqB70sdO/0X4FsqdbwKNSt3h1VqpF5ruF9fUg0qxq7XfkqpsvpRyiURQCWYhDiO6UiLCskBCEhDUOKYVEa4LJKyCBzdcSzKpATMhcU55oIIibmwKFOpXxSs2IyTkngLiaWk0lFJ4LHKEi4cxqXNeIlXijKLc5XkzRYCS4mlxAIYB7Ad0AUYEixwsEOxYNTh1JG2BGXZxSBtKVVONglUgkWFQTgWQCXYTBIBNpNcgJDAqEOJZNQhlNvS1kiEMktSW8ErI1RKSYRkyiNKmcoDwyhmFLOY/V3s/Iwdi7GPwLIMlZFTCKZ4O1XTuXAoEyXWhmgsQanDRbFgETuByz5ld5TH1seNTyDRpHOcc8Zt5YAlhKl9g8pzrPKoE2xwZgtOGaGMcMnBLbbUMCv7vtQYi+2Nsu1yJV1ocCGjLJTEjtvYYmMfAYsaMVwFVmn9LCZLVixEyhjflFJFpZQulrno5srjq5MHi6gLy62M2yHs6kWx1NyMVXtFNKjWrb9aKV170bUWg9hir57IJLY01RXuGIi1lZXq5HKrWnYoln0c1xEuizb/KMw5Vy7kkmAYbDHGKHMu5en/qPmmz/gQLZ/2ZvqMt91DFk1aPFKz6cOx4FtCrMOAEIbp9foitorldly5vRArdoMl/0eS29gpZE6RyrgjiXCwI4mgmDBGMDNMVmiLYiZNzjkjIAhIcAg3CbOYwMppYzNqM4o5M7BtUMvi2BKWLW0CGIMpwMQyrJN8ChYD26Q6ZgYVFmZhzMIcNMyLBJhMmtKxMTNsbro6ryUsS1i2IFhSLLktmC0YcQSW3OLUZASXBAkytc3HzMDMINykwiLcJNy0uYmFTSQmktqM2pgywh0KnAC1pYq6w9SmzLGIJIJjp5iBRqWwmcTCxsyg3Ka0JJCLlmQmpmqFE8JxpxalVJl3FWmRTTCXAlMiHEk5U3/VVy4iqywYNGrpi90OxzwjLASjzMLEUFmBuWQq3kyxuXMpmOAqj4aiCXXvot6oia1mpopbUqnkFHK5sUqloLzUyHGnPYmeRlV4R6OqK70aRt0BpkpTOBiLoepGyvqp9HTq2mSi6ZqUqsijTjnGmAoJcOsZ0/PU1T3dG8WOcxE1u7nhB5xzpXq7XcFjzLLqJ/RqdHMrr/51u879ObvaNepCv6uTkmhWZnY1na6y/7p1ZjFo7q6ypQLM3efi2pFZ1HZ848AXC/SlAOf6SKLEygWocjEnFnZKFVgyXKPgSyklVF7K0+9p06Fqo7sa3Plordva1rzl4QZ3tk+tf9dLHRW3wxslJ9xKgW9ZzbcU+JZt2LUWlmuBb2yXXat/rzWLyggLzIBx4AwkZZIShxBJGSOS2MAYEA4WFTaxKNOFowEQQai0HaAgLZAWAAPAwA0geollVmJQCY2J5QgKWCfKXMstoAY4pOQ9MJAWcFMIS5bEIhAAAgJz4AKElJRxTASh3GZYt7nNmEW5zRwqQQAIcKiUxJEWODZIC4QJoPJPEqA647Z0aDSKwwZmgsQAHCQR1CTEoIJQh+uShyWzQFm7mQPEBsxAHSkzAWxgRMWxcgU6nHMpQYUcuOCrZrVK8eImA1eTyn2CsZ5oJe8ii5u8Vn0e+wRt2zRN3cY6F1g6lFKsKqPmpFuI0nNZVMNyJ5JyFrnbc4jm7nTl1SBxvUz8as3UHUJugYxdZcIWMVl43fq7mBIL09HQCJVMl9JooLSCQhE9v0AIMU0TxyRwc2vlNlmlm3OXAbe27q1JNGqYRpcNHJMPWK096nOl/LoCanEi0bzuIppU1J2J6odut7sxFapu6r4k6pRTXju3kjSKqm4h7oR1DU3qRm5z3H6glLolx65hLvq71qobQYZyMedayHsjMEJvAHzLVqNkQboafBljCnxdzbfWbW3Lmh2uOuHmRjtc0+zArqKULFWD61e6lOR18LdsseXC+n+EqYNpibuMUyGZ5XBTMotRbFmYUmACGAWMgdqSY5NZYQCT4gLJNEEjjOmM6ZYZFtxm1OTMIli3zDAmupBYOraQWEjsAHOAcYFLgvCJQahpWxolJme2FIQzmxKTEpNRkzGdsQhjEUrDjEWE0KU0hNCl1BxHl1JjrJiQQkIKGSvmXBPCpMQgWKfEwDhsWUWUagCEC5NQDZMIF6YDVEhMmYmJzsC0uWlzjAXBLExYmDKLYsYsKrAEKpVNA2wHLFNaOqOWbZtq8kTnrVABW4yVqH60hBSVC1GiB6kpFGteZIyZpslYiSqqtFFlrCSEKJhmUU2HEEKjNFSE2MqObFmGYWjuo+RRB4tCeaUnqlNSsbis0EFF5vOrrRM0mhLYxWUWoz25aKt+FRurT2PsnqpAFTzgrhw0qsbS6LkAHM0ArUAHotns1Q8ppaZpuj2m2qUURmUzVUELNCa4VUYPvIkoNSKP0TpZVCGlUb3VPR/hNtPtdhKNXVOFq0/cEAUSY7uInV+qTMMwlLmDx5jsWVSHFUKoSGcpuTJGSclj07IxRmzbVEusZRmOU/Lg3E5wi3JXXFVtF3bVc3QfR6nHVxYZykLqjUDkfwVQ/ygZK3x9s8O1TrhdRab+z+DLywHfsnhattLlSpbbcWUbdiPCREguBZdMcMyZ7XBbCJ3xIurkU1mMqYltweyoUsmBc0mlIwAMTAzCOYBJpUklkaBjjgVwAJsDdYADmBSwAxEbNAImB9sBU4BJJYuRMTBYDLAAAUAFEA4mBhMD4SXvdRssCroNNgNlo6YSmANEgEWBSbDIf25NHcACsAAiAQuwnRKt2pIlFTCYbkuLARAJJrOJIzgAkSXxFFSCRUHnzHQMHfJMyGfSJMR25zmNBnupMw6x54s4p5ZlqPxplmGq2FZOGcXEzSUM0pFcqOzCIB2KVbZwDiXHiNXRRK4wN5rN+z9nnwCAESq5SuhOOGWSCxWl4X6OLZtiok72Ehu7UKJQXq0K6g2PboQV/LnpDFzg4NHzsu52mEbtua4mK2NPVzuOC82xWrk7LNXtVAnKheWCowIaZYJQP3E1DFV+bGXckKzY9cC1nOCYQ3Q0qnVClM1AXa4+7i5IKtpMzRcXuWIB3TWe0KjazmMCDFw93S2cRFPBW5ahQLYkM55lRNfpkgPZjiMcR0RTFIvYGrLoqWIRE5nnlq82MaViDGh5NoQbR4brIMkNgm8slJXCtLKSpY4XK/C9zvFiFWp2FbHO4u+7uzbf64NvqYbF9lq5lXaFRcx1LeHYVsVKXluYEom5g7ljCG4LJh0KgknOCHMiRBQTanBmC6pz+yy1t2FrLSVbbXs7pTsp3SnlXiH2GMYWxnYxtouQ3xnbJcQejHcYxhbL3E7wbsoOELpfOPttut0im6ncauONNt7E2HaMd3C+27Z2AOwTYpcjd9jmFuf/ae69w6QqlvfxnrQzOzObyRklmABJghJUFAEFVBDJSFKCiFlERUSMmOPFCJjAAN7LxUDOQTIIksOyeXd2wkmdT/3+6J25KxtYvN7P73ueeXiW3Zo+1dV93q5T3fWW+J2Rg5axxzL2YGsnwbsY3WXLfYLvomSHaWyzzO2c7bblPs72WuZ2y9jC6Q7GdljWFsvcyuhvSlL9a1hbTbzNImUfbO1gsf0ydgT0U7Z2VFq7bfwbJ3uwuTuqbwnrv5vY0iyIcWmCDAPWwNKJwTlV7+/qFd62gVJuWSRx0la5ZupgmaIpUOZVBc8T+KK8KoUvqkFKKWOCUh537gxCLMpMLrA6+Mw5VSm5GGNNMyyLEAsr5CUWVshLMaGYWIap4DjxV4oJI1QBKy0XdMPxPFSlg8KyBA4mdpnUJFFoknDhy7eTePFPPOcJGRU8Lf/eLeMlnJVMIoCuXFpd19VrAWNMufDRaFQBrqp2o9K7E5EH9faQ8FUTvrC60XkLRiKUUd5bVHfE8WRcUW6fKtGjxGk21R2lrXJR/7OnSrFaI1VStXJjy8aRYsaIbQvT1BXOWpaROAyjXmWUmMrAFoIRYkWjYVUrvnyioBJQ70BKzDR1SjGAVF4wjwdVVI9Y1Q6c+PNVDexcLEDxGhyiqNhs4rRDgtuh+tMOiXO+lYNv+Q236kvHV7RCNZB6QatVRN5qrBYXlEQoXjMiJBEUJC07BkYIUHWSVxicH7bY11F2b4Rfq9PGOk4pjXmjht8ggbDmCcUcJvNHTY/J/OGYMxxzcjsNs0BUd3OZVRpNDkX8Jg1q2BMjSGcoaiKLO6j065bXwH7N9GGcHNMQ5W4bkmOmU7c8muWKmU7NQhZzWdyhYWRxh8mQQRyahWImiplIx26LeTHxWjiJED+lAQP7Y4bXwH4m0w3st2gQ81SLpWARxCJoUK9uOAlGVEdmFBEDcYEsgiKaq1TL1Ggbk44BWA70pGQltpCWDpYJjNqMEVXvXT3S0agWjWrK841EIrFYTJmSECsWi5jY0gy9NBI2saWbBqZENw21RRaORlSdeYtg9ad4QS0RD/tyLjChurQJJrphRhWaq513zsA0aIJ+RaGDciFJfBstwT6By9EglLkY8ZAli+/wJLgjEntHLH4IjJTbLFK/icVikUhExVt5uegBq+AKKd2UJjyeFZZAfEV0gOOXSo4wDEMVileupbojAKhwimLVUGlg6k+apqmUsMRvdF2nlFqWFYlEVLpEYtVhjCmXPMGKkDCFei40TYtGo7FYTK1GVrkSOyQe6lUNEkIwNg1DUz6sGnFdjylMVFF9yzI0LappUV2PKYILTYuqr6h/GSOGoSksVoE41Yj6mXOqQFzhr/pBnaNTLRuGloB7yzIS5qV/Trqr4nmv5PRuTeRr4vNVhLKqmi3fZqVHzao653v+htt5xDo1Oedbaceqwt/zTFaVcFXIW1XLCfCl5cBXMpAUBAWGgXMQHAiW2CjldL8NX1EYGSWtLVIPoIktsjhNB8iwZRrYKYx4sYkYcQnmYcQlqRuEF4TXpn6AhkBqgcySJElQBBJRCwF3WlFk42SgKQBZQPwgA5IgSRDIADA/MB/YQQCfzVwcI/URxAEyCSAVIAVYAFgA7DTgyRK7hOUE6gHhB+G3sU+YScz0AA+A8Avs4dgJPAmEVxIfiQVANAbaQJgZYAfATuY8zYamFm0h+XCAFUCPSesYsAKiR20qTdM0TT2x9ZF4xca4LFtUGdyyLEIsAMnBJoILACpF4l8OtgBIfIjgRHAOtrClppuJo4E2MGlTygwhMQAzrRhAGTqUMelYXBGbqWFNBGrLjvTG4308nroqpVQYlHCLEi/O6jdq+0sFWBMHVMvHKBJ9TOTdlt/bUaBfPnUi8Upul+NaUyYqn7yrtGLxd2olyeMHMJRMgssmsbuFy6VUJJQ8T0P1p0TsWDm5LJ7mm5CUcSKxhGuf0ITH9yRFnLpMtaPsrEBWxQ2k5CqbSIV0lc+rsDLxex7fl1M/nKdnYvjUMialVNEJ5TInmlWurrqdbYvyZBosHh0um0LxgeaVXQlAqB58/zJAVYq/ia9U2mxVGW7VhB3OB9/vPhxXFfiel+FWqbqyQq5UVeBblWT19q3UHEqYSiFsKsAQ0pTcliqLTFhEFggoYiLGcBjYOZuuzz53/7rNzTdtD2zYgtZuQjmFDUJasy070cZtaP9hZIlmJbHaOm6QnedbuRbt3Isiep3i0nrbtqCtm9FvO9CGDejgIWRYdQyrTlSrLUUrYrU+dNC96ze0YxvStSYYNzSNxqXhFvv3B9euQxs2oi1b0W870ZnsWsJuX1DY5ODvgQ0b0bp1aNMmtHmza/Mmz7Yt6MyZAKWNMW78++9o00Z07KhDizUkuLmQrc7lBLduQ5u3oDNnkwhtGonVOnwMrfsNnSisfexc/fXb0eotaN02x6pNwTWbG67aeOm+3yeS2CHAAJzYwAyTUgaYEtsW0Wh027Ztq1ev3rRp02+/7Vq9eu2xYyf++OPoli1b9u3bp45q6nqsuLjwp5W/7j/0e05B/tqNG1avX7dq3dqde/esXr9u78EDJiW/H/lj6b/+ufW3HVt/2/HrmtVHjx+zAaJRbc+ePWvXrj167BBlppA4HCnasnX92nUrc/POKtcYWxxbAmw4/MfR7b/tWL9xwx9HjxBGddPYd2D/r6tWbt2+bdWa1Xv374vpWl5B/uq1a9asW5uTl8sYM01z7969W7ZsiUQi6miXbdu5ubk7duzYsGHDjh07FNYYhnHs2LE1a9acOnWKxPMRCCGnTp1au3bt+vXrt2zZsnnz5q1bt544cUKhnvJMT58+vWHDhm3btuXn5yugiUaj69atU5IJH/bQoUM//fTTyZMnE7t8R48e3bhx4/r16zdv3rxx48Zjx44p0IxEIgcOHFi5cmUoFFI32r59+y+//LJ///78/PyNGzdu3rxZKbNx48YjR46cOHFix44d27Zt27hx44YNG7Zs2bJu3brdu3fHYjG1uoj4EbRoNLpr167169fv2rWrtLRUudXqjjt27Fi/fv2BAwd0XVfgWFJSsnPnzlWrVh0+fJgxhjE+fvz42rWrs7PP6Hrs1KkTmzZtWLduzZYtmzZv3hgKFTNGAGQsFjl06OCGDevWrFm1YcO6nTt35uTk7Ny5c/369du3b1+zZs369eu3bdu2ZcuWEydOHDx4cN26dWvWrFm1atXu3bsxxgrT8/NzN23asGHDunPnziZ447Kzz6g7njp1gnNqGNqxY0c2bdqUnZ2tlrHyeSvVIG+lQFmNj1ypcKWNVwM4VeFeNenFf4XVLAG+1VBKngeRNUHJmuBpxWYrgnUFYSYksW3Nti3JhWTAKDAKJgEbQNqEGCXAYqDnLl/0ch0fqtvI17hlutuF5sy8rTj7w9tuQvXrog5d0dG8zgw6lRT0mDIW1a+Pul6Pth4c+O8NPdp2QrXSUKbTk47QZY2cDzxQ92TRtQXGZSfOdHhoOmreKgklu1AtdPt437bdzYjR48i+wbf3QfXroYzkpFSEavlQ31HelfsnHzz4TLtGqBZCdZNQ7QbuQKbfhYJ+B/ro45bh6O1mdFifm1F6E9T1tsDhvFtiWgcw7/h5QdPWLVFmMzT8SfR7yVBsThsxGNW5FK3a9M7Do29uhFAmQk3rJWXWS3X6ktwIDejVt/Rc1DRErpYXA83iBmFmjIYBrMiR37s0uaRxg5bJgboeh9ONUMeO7V97562O3btdckWbg4dPcypA5r8wZ3qtJq3vnfbMns0bm6V5m2SlBTweF0LI4enZ+7YSjYwfOy49PdPhz0Lu1EBq7c5deyz9dU0oqj/zwOTaXvfto8ccLgxRCe+/N79ZizYtr+qw7/ABwkyqEqzNondemXn11ZchpwM5nPUbN3v/08+PHj/SrfPlqR7UpOElXn/WlZ3aR83Igg/eb5xZp17jZuMnTQXOck6dunXg7Y1btl6xZp0Nkhn53yx8v8eNNyclZ7qRM8WXNuze6b9s2hENnX3qkXuTU/2zXnyZqtiIFgabT586qUGd2qmpqQg5kcON3N6HH3+CA1gEm0YUIPrGi081rlW7Ue3GP36/0pZAsPnN4gVZ9QP1Gtd9cc7bIADjkhPHdg7o0yfoSbn3vvvP5BZo3CJcGzd8YJOstIzUugglO92O63pc892P3zOKc44dHdS/vye91ifffgdC37T2l45de7q96d8vWLB3zaqWDerVycxCDrfTH0QONPC2Xk8/M8PtdjuQMyurdla9Wg6vBznc9etfGolwRoBiAbYAMDZsXj54aN+sOinI6fSnNhg97qm9+8+ALN6y/ttRI4f6PUEfQs3rNX78qWePnikSJvyx9Ujvq65unBZsd32nXWf+AIBXZ7/csE6jWTNmAil57/XnMzLr1K7X3IE8HuTt3eOuxV/8HNI0G9jAfjcFHKhRvbqBtMykuk0/+WFFVuMmHgeq63K2rlUvkNYAuTPTA5nznpvTs0ubQMCV2aiJI1CrZfv2JiXMjKz4bknf63t5kNuBUNsO7ee++XYoZoIJyxctvqR1c3+trN4DRggGLHz6icmja6e3+OijfxMBWJhRvZgJbGGBMRC1vc8JE1wxGipYV/nuVUFwNUhyQdipuWR54QSr2XnpxRcA30+mLPt4chmxTg25HSqyml0QIs8TrsZevMKqUgNDlLH9SoFtSZXnyxgwBhxswg1NL6FWAcg8MPcc3/fWrEc712+IXD40Yixaverm/OMvdG+PktzIlYy+Wta+JDJxw/IRreqgJBe6pDXafuiOf63pXrcOykpDU+5r/uqL3Vs0RT43mvVc3Yg2e9KE+hkpqOWVaPZrne8c2dSVjDpdg3ZvH5dz9JXrrkaeJDRyWOcXZ/bu3sGBvOjWYY1PnL1n/nvoo3eCY0ciRzK6vCN6Zk7751/M3Lrr8uKSPjs39G6QgVASSm2MPllcW9d7Q/GolZ/3TnUip9OZlIG+/uEJHF40uC9yJaOlK+5bv6Lnh3NTnn+k9aUNUXptdNfoFs+90Oq7JXfa1kGQBraxCVjaYUaKOOiWFdbPHm+Q5EtPqTN8+L2zZz07++mn3n3/nUNHj/S9tZ/T5f3+x18p5TR6ptPVLZC31huf/nh4/yEfQpc2bTJ58tRnZ8+Z8+IrH372pQC4/dZbAi7U65Z+z8556bY+tzgdqHHry7GAbb/+1KJ+bUcw9d2vlphUdLvueuQMvPTaOxykBGGYzIjoX3/0RtCFmjdrOOfFl9545/0eN/Tu0bvvkWNHF332TrvLmjmQp1fvgfMXfRrVQ2/MneNDCDmcdRs22rl1U1FOXpfuvZyBzOU/r+QCv/bKbLcDuZM8E++d8vrLb9w/9RHkDI6+736OS8aPGoic6MEZMzkA5UzXwszSJ44d7UKoQ4cOc+bMnTnruedfenXFryuJkJQz04gC6DMenBhwOdzIc0f/0ZFSJsG4qXcX5EEIuR9/7BmQAECWfPVJEkLJzuQGDZuuWLkGAxdA7h54UwChzp2umz339TuG3ImcqOUVrYoK84/t29OjSxfk88//ZrFhhG65qSdyeMfdOx0IXvX9Eh9CmekZj8967sGZT8194dll33+xavVPr8175bnZs5o2boIcaOS4cS+++vq7H3xsWpxQqesm53T3nu3Nmtd3elCP669754P3J019GKHg1998X1J4rHWLLORwDh814dVnn+/eoaMzyTt+0v1SwsofV7Wp38CPEPKgZ197wTCMx6c/7vOkT5v0AID+1ivPIoe7fecb5r365gP3P+R1p/l9WZ99saQkEv7l398NGXiLA7nrN2z9yocLfjt65oNPPnn5+dkj+96cilCbTt0fe/aVuc+9vGfzlm+++LBDh8tQUnL33gPf/mC+EOK3jesbZmW4HO7p0x96+eUXa9XKdCZ5X3zxZTDwog8+cHod7tQU5Mz49KOvgBROGHlHclLDN99cwmwQwCRgCUxIEAKoes8WlAkez3qlCbKR6pH3rwFUTZzIis1WA77VEeso8K00vbjplb0vKuxQUd2aR1UuKubLzw++2IoZR3JbciG5LZgs234Xmso6A4gBP8z0H0G8mX3ysX43pfmT0YZdaRSuOXbo7s5XIYcLuZLRzbehoqK3nph0VaYHeTzoys5o1/EBy9d0blQftWyBdhy9q5A+MOPptqkp6Nbb0IoVTyYh1KKpY+XmtproffT4oEF3IpcXPffcqMLTS3t1Qe5ktHrTBAOP/cdHGUlZqFkbRKCfZqbb/OpvF3tTaqORU1AI2huQma+nAfR//8VmtdwoPQMlpaNx0xGmAyE65MePLk/1oZR05PSi3n2ahvO+uHugx5+KlvzYl1kdQLQ38h66viNq3hKt3DRUEwOoPULoy5YseHv8uPt27T4ANgEeMawSACuUc7xxVkajOs327j4GNgBIzJkN8OwTj7kRGnXvtIiBd238pWGtVF+9y/IwbNm8Iy05uVPnaw1F1MmBAhDKx949wI/QO2/MA1ueOLjHi5AvPXPnvoPAyAevvYpczr6Dhz765NOBYHqPG3rnFBQz4AbBjIMZ04bf3js9Cd173zh1vC9q8l82bi4MlYCITRh1lwN5XnvzAwqccf0fr8/LcLkCKUGEnKMGjcBRckOfO5HLs3nrqqL8U82atnAg/zuvvg8CAKTJrB9+Wv71d9/YVJ8wZpgzyTtj9hwipK7rBOtg8/snTUz2uKdMmWLH2UQFQMy0MCWcWSBjr8190udCXuRN8TQ4sOfE74d3+IIIIWdKsNazs+dSSqORklkzn3Ah1LhhE4ScH32+SBeUCTx26MAsn/vRR2ZwgBNnzrq8SQ2bNtmxfWtx9snrOrdHSf5la9Y/PevJlJRA5xtuyS21wOYbf17uQah169YqpcYGBkBs2wJgYNPeN/dCTs8vazZwAA42ExRTgwuMsTl16lS3O6lP3/7Z5/I52BzsDz/7cN/+nbNm3J/kQj37315CbJBi54Z1mVmpvmDgXyvXHDjw+5WN6tf1OdKzghl1s44fP/76q+96zkuGYwAAIABJREFUk+o8PfMlRkKvvToLOdyjJjygYt6vvDzX7w9eclmnI8dzbFH61efv+n1ZV7e/JUYhbHJhS5Dsx08/DCI0btojhqJIxQbI2LhxQ5HD+ciMWQAQDZWMuWuI1+Eaed/4KMcA7OMP3snyB1o1anhyz7a1K77PqpeJknxJzowOV3SORHJGjBzs9zV5553vmQ2btm8YM27YgkWf6gY1DEEUmQEnlDN1oqYc82eVMFJDJGHl8inOg9SqwLcqHLvYmG/inG9NiXX+y9MO7O8m1iknLBUzWRx8heCUCp2KmMljTGCMsSAREH9I/K2FH9y17Y7ubQP1A2jhQhQJdy8980yXK5DHgy5v17J2fbTws4faNkVtm/pT/K4GTdHW/cNWbbilVRPUsjnaeGhMBF6ecF/T9CB6cErnea8M9aag3gOQKfoXFrYAbdL7r7ZBKWjIvZ0OHXjz1htcPi96+aURe7ZPGjsKOVPQ4HHJpbiTbgaNcKMFH6HkALprhPNsUddSvXHUbMnM4UN7odoIPXh/b48fteuC8vMngvbQPz+7xpuEevW5/MYbW/pcaPHCaSOGNHb50JIf+xp6ayvc+MyBod2uRrXqoy+Xdc0p7WTRu8D66eZrOyPk/2HZWuAgTEGwzph2+uSeerUCGcGs3r0GDBs66taBA15+4zXT1Fd+v+TSunWzmjQ7UxxaNP+9oNPR+857IhzW/fqrF6FGjZrcevvgoaPG9r514GdfL+FSjB82MIDQ1CmT9u7dP+ORB31u11WduuSXRADY0d/3te3QHrm9yRm1kCf5q68XAwDlLKYZFpOSi4cnjfYh1KBhnX4D75z8wMMrVq4nADomFJeMuHsAQp6Zz8zNCRVYODJ/3qtZLne/fv26devWrE7tJZ9/M2T0I0mpzffs2Lr0m4Vef0b9Ri3DeflMi/y2a8eRs2f+OJGdl1+Mo/mTxw1FDjTjmdlU2oyxcGkRcDJx7Givy3nJJZeMGDn6ziHDho8Zt+vAAQagWaaFYwCRF2c/7EKoc7tr66Q2fHT6Y9MenJxZO9iwQR2/J/mxGc8IgFMnj3fpeHXz5k3HjBmTnpkxetz4wliU2mzEnX0DTjR23IRdB48+O/cllJTU+sq2hQV5547t73DlpZ70zEH33Fu/Yb0WrVruOX5Ot0EQ85+LF/o8KJAS7Hf3qDtG3jNw8O2LFy/QtOKSwuyivJPdu3ZGyPvDv1dHTDNihDVSjHkpADl8+Pf27TolJ2W8986nUoBmmSWxAguKuV1yTZtWHofz6Tc/CAHYkuYc//22225EbvT6/PePnDrRJCule5tWg26/FSH00ksvvfHah25Pg8cefVHTij/8cB5yegaPmEg4UIoP/bHj8qtaImetFb/soKzw/Xeedzkzr7qqb2kUTIvrWphFij555XkfQsPum3I6hjXMDD0iWMmIEQO9yb5J901jlpl/8lSdYEqdzKyPvvvKAGlZ4RP7d/ds2y4Nob0b/7V6xVeBjJQu3XvdeO0t6UlpH3/27szZT7vc9efN+0oAvPHua04P6tPv5oLCUtsGC1NMCWGYMJrwfNXhYl7ZVQU+/P9/2uFPGW7xGm4XDb6VnvNNqFIN8rLKwufVWKFis1VjuiyLBzEuOFUfKkzKLYOaQgIjwE0syQlhLqV0xoE9g3pf68lIQit+SqOk99lDE7u1R74MNHveoGAWalgHtWnsmvPQWF8SatsZbT9y44q1V11aB9X2of6Drrrtrta1MlG6F/2y7NFHH+yAvKj/kKSwOcDQ2kJk0Jtz6yMf6j3kul3bX+nfy+t2oMxk/xW1nQ2C6Npb0ZaTfYvNxthKt40OC973ZqahYSMyTmffWhptpxlt9+9qf1UDdEObtOOHP+l2A8pqhJb+sx8pefr7T25ye9Dk+4ct/Gh2bT/q3jGz7VUeby30/S93RmMdhdnxxP5RndugOk3Qwh9uiYm7o8Y90eJl40cMzajd/OfVe6UALRwRHAOQs6f3NW2cgZDbiQJJyakur7/fgIH557JpcU7v665BLvfPG7cOGzw0CTkXLlxCidz80w+1XMiNkMvt8/hTkMf3yFOzbIDbb+nhRSiYnlGrYXN3ckqrK9ut2rhdwzwSC0tBPv/sE68viJzekROnmKYeCRdjTKUNJpMYm2cO7775uvZuF0ION/IkJ6fWmvrYE4WhEk5Lh9zZ1+VOfvyp53Sb2EDemP1sAKHZs55d/M0iH0I3XNvxina3I/cVu7f8/t2irxByXtvtmtL8PxYvfLtOnTr1G1/esHGHBx982iaFk8b3R070wCOPc2GDDWYsDJxMnjjOgZDD4UjyJruTg4H0rK+++44DRHTNwhGwi1549iEnCjz1xMvXd+5UNy0YSMscMnzU8CH9/R7HozOeMzis/HWFz4MefvSR/OKS9h2vDqan7diz3wYYOrC3F6GUtNSshk08/vRGzVv/tGotxubpQzv633QdcnmQL9XpdPbq1Ss3RmMCsBXbsPJHB0LI6UIpmSiQhRxo1jNPgrRA6JGiUz2v7Ygc3sXLfo1SouGoyUujRh6AcfTYoXZtOqQk1/1i4VKQgCmJ6oVRkh2Jnex0eWufI3nWWx8VMNCNcKTo1ODBfZAbPfvGK7+fPNYoK7XfdZ137dh8xRWXZWak3XB9H4Sy7p8+G5PoCy/NREm+AXffw2xg3Dp2fGfP67sgd90l368BiMx7ZabHXaf1ZbdEYjYmAutRkNbX777uReiOeyaes2SJbhp6RMjSgQN7uTzuafc/ZBNyfP++uoG0rNTMJSv/FZK6ZYWP79tzc6cuKQjtXLdk67rv3cnBu4ZN3LJme9Dla9K8Xpce3RCq8/rr32Buf/7lp1l1UqZNn1JcEtV1XnPwrR5zagIj5YVrKJloufoabuXBN7Nph/Lge2E+3/8+w6164YpilSJ11cKiDHy5pT6cEcoZoZJwIASIBSAl2LnS/NnU5vy2ZWzPjrUDbvTD8qSI1v7c8THXXo0C6ejfKz/o1eOKNAe6vWurX75+KzUZtb4Kbdw18KdV3S9rjIIIOZzIn4pu6OZe+lWfaMnw115xJXnRgEHp2aW3F8faMXzLKy8kuVLQXaNu3rfj3b49PB4PGjX0pmtbZNRNRhNnOIpgcAlNj0ad0mz78buOQDIaMgLllnaIsboWv/L9d1EdH2pdK/3+e/q0ao6cATTt0ZbCenbRx638tdCEqZ2ixQuHDUz2uZDLi1AAffXzrRrpZBpXnDg4vFNb1PJK9Pm3A/L1gQXhQQC/hoqOn86PFcQkljFul0SjhSBJaf4ftVKd9Rs3ee8fC09nFx49djovt8iIhEDGHr1/LHI577rn3pSUuo3rNj99MhsE3/HT4nSE2l152bpNW0/k5O/949jp/CIm+PDbb0lxo34D7ujWe6DDn9H66i4aBUtCDJtM0BO/7+97c2/kSv508VIARo2wLcDCvDgalcCAG0Wnj/5z6ZK5c+f2uqm3y+uv2/SSlevX2iIy9K7bEPI8+MSzJZYWihV/+vbbfoSmP/BILBbr07NLEkJef+OkQJMdOzZ88fkHweTM+rVbhHND+adPvPjyI207NEee5IkTp9FYeOq4UU6366ln51AmSoqKmaXb1Jp4z6gkp2P06NGHDh85mZ17/My5UsssjEWx5AYOA+TMe/kJhFLffm3Rsq8+yUhGCCXv2H14YN/uAQ+a9cKbhoBnZz/lcKCrrm43YcqUS1o2SfJ5Pln4DaH2yEG3BV3ouuu73XLHIOQIdL9pgE5s2xZnj2y7uXs75PLc0G9Qw/oNgr7kh2Y+GyWcmKE1K751IdSoWdM1vx08nF168kxuqLiEY8OMFkeKTnTv2s6RFPx+xdoY5aYwCeiYl3KIHTl6sH27qx3I8/57nzAKhcVFEiiFqGkVdm/fLuj0P//6B1EOxAyV5B3p2auTI+B665NPfv/jxBUNm3S94oqCwpwZzzzpQMjvS0HuWg8+PocK/bkXnkBO94C7Rmm6CSB3bt9w9dVtEQr++5cNIKPvvDUXoWDHzrcWx3jMtBi3gGr/eGm2D6GBo8fnYtviEAkXA+h3330rcqBHHp2BLS335LErmjWvm5H16eIFMWFIm+zfubPzlZ2CDs+udd+v/3WJN7nOtT0HUQsG9e/v8yGPxxtIbv7GG4uZDaVaybm8k8WhAsrANCUmirOGEEYVhWy5gk8XwJyqkKRSdKoUoCpiblWS1We4VQ2+05Z9NO0CMd+/hduhotLVm6xSQ1TRpmBlnOiWEBpnJqeMUJsQMInERBBicVKE9T3c+Cfw937f+9D1Peom+dEPv6ZrvGfB2VE3XIOS/Wj9plc/+bjvJU3Qsq+a7d3aPzUdXdYWbdjVb9WagS2zUIs66F8bbtxX0OaP3AzduhyX9Pjt115ZPtSkCVq64fIC0efgiZtvHYCSktHr84aHsr+8uStKcqPlS9/a/M+3slwovT5698sepfRK3fJK3HrBfGcggO64y3e28KaQ3rEkdMeAvsjvQBkuZ4YbBT0IudC11zeMFr+75IubkR8Nn9DCiDy14tseTRshtw9566GvVvTTrHactCk8PaFta1S/KfpyWd8S4zbMR3HjhyVfvPvYk3P2HTlnA7FwEWcWSJZ/7LcWDVJT6mT9smmHgLJznNSICpy7/F8LgpnpyJuOXBm33zlGtyRIsXXFd+lO1LFjxzP5IVUJSecSgI+6/foAQq/Ne6koHKtdv5EvkP7QjFkUIC8WsTguPnu617XXIVfg86XLpTSFWYpNZtuAAYojRbMee+DQ9vXALLDl5s2b0zOysuo1XP7Lv4lVdM+owQh5Xn77IwvskBZ+55VXU13J48ZPsgEWL/g0CSGn05+SWfvHFQvz8v+4vOkVSShz5mPzGOEAZ+a+OBb5XNMemglMjhs6DCH3cy+8bANg0+LYAJvfN26MG6EJEyYIAGoDBTBtWaxrHCAcK7Rl9gtzHvK4M5989OXIuZPtWja8umu3Eo30u+HaoAs9/cKr+THctWtXrwu5/T7kQm4vQg40fMxEy7LHDbvTi9DjTz2WG45e2b4HcmdOmPQQgDx2YF2fG65GrqQflq/7+P33A05XUiBt+c8rgYVX/nORG6HL27QtssAEsBhIDrbkzIzopdnXd+uAHJ5vl682JegUR3HEJBGLhqOxoscene5yov79+58+fZYL2wZ44dUX9+ze+dLTM/3Iee21NxaXRIHrv237xZflScoK/uundQd2HbuiTtO2TS/5/eSRvGhhy0sauhFyeFLHTnogqhe+/f5LyJ00euJUAADO5s2d50LeG27u88fxYyCNRZ/O97iDbTv0jDDbAoiaEeDmV++8FkTozjH3FXMoLjWIoQMY94y7Czmdjzz1DJdEj5YMGXBrsgM9MG0SZSYAn/+PT91JWa1btT33x7Z1K75L9je98ZYJusUPHtidluTwI0+yp8nbb3+Hub1jz7YZTz28+NuvQqUaIYAVhyLDhCUoZHG8rkolV6WAU0OAuljJ8sIJbgfGyAUpJe+8a/icJ0YsmHfPso+mLZ1/P1o2/55lH41f/N6Y8hlulYJvpaxmfwF8L6pvFwBfajMCjPwZfAkQAhaTlFuEFzN6HOROoD8e2jdlyn3eBs2RJxUNHIx+XTE499CHXVsjnxf9vHZMyOpzqsBPeOqGdd6AH7Vp69y+/85f1nRvkokubYA27b++GNrHIM1iLhpNY8U9Hp2c5nOjxpeimbPvvfaadske1OtmtHdv/xP7H+vZASUlowVfDjRi05+bFUQ+VKcp2nvoKl1rwrVuC+enBVPQwLsdZ0LXabLLjl09mzVFyelo+aoBZ/LuWbt9gL8pSmuMVv/ywLeLxqMkNOreq4tyB2mhOwYPS0I+hILouxV3msZ1enGb03tHX3MFqlMPLfyma1gfGIuMAW3trdf3QMiz9F9rsQnMAE5t29AjJ/c2y/Qgr+uWYaOemvXSE9OffuuVt84ePWzLwqh2qk3HdsgZQO6sBUtW6hwItXes/cWLUEb9RiMnPzxt5uwpj8z4eOFCbJROuOP62gjNfGQyZ9a///m9AyFfIHPBN8tKKRUAx/ft6ta+A3IH//HN9wDENsPYZKWlpi5FWC9t06pJ/WDShBGDn3ns4T439XIg1H/QoN+PHly04N1mjWsht++KTj1eeO/NCNHfm/dGitM/ZtxkDiJUuGv8yL4IpQf8l//rpw2Msdefn5npQw43urlP92eeGHNtx9bI0/TOIQ9RvWD8iN4OJ+ra/frZzz3/zFNPT5866fjhg9On3OdCqHXr1o89OfPxp2Y98PiMH35aQQEipm7RKED+87OnIRR49KG5IhQyCrIjzMqPxm7uel0QOV94+831e/Yg5O589TXrtm8JmdFvvv08LT2QmtnwzJmiSWOGpnjQ2EljTYDFP65C7lq+YO0FCz4rzdvfs0tL5PQs/GY5MH73rbci5Lns8iu1wpPrln+RhFAwJe2+h5554vl3p01/6otFi0tLQgxrWuhs185XIY/vh5/WmDZETYIlZdLSrVLCIps3r7zssmYOJ2rfvt3cF166rf+dCHmW//OnWH7uFU2auJHnrgF3Pf3IlEuapiMfGjZpPKOwfdXe1llNu1zRfseR/Tqwd954IehEyOF5eObTXEbnzH0CeXzNW1313OxZQ+8cHHRneVDKR5/PZ9JY9u2XN3br5vF4U2rXe3j288cLC4siJcDNL95+3Y/Q0Hum5kSklFCcm//ma89f0qI+SvJc3rHTm++/zYW1Z+umrGSv34lG3D344QcfqtugOXJkvjTvA6ClP3w2Pzm55XXX3xNlApPoMw9OCSCnz9no5ZcXcYB3PnwLOdGdgwcq8DUtYhGMqYUpKSMwZST+uQDyVgO+laITrYx6uCZQVh58a8TnO2TEc48PXzDvnqXz7186//4ySsnF742Z99yomoNvVRBZzSp0wVeASpH3gsJMYCa4qs3DGTDGqDAJ1yyhEWZyYRMdAzGBRL7/5PkGAZSVGkgLelNS0cynbjh77s1+fVCmH23bMD6k3xQi9QjU+3U9uqQh6tUF7d93x6rV117aFHW8Cm1c14Pg3qWh2lSkGSRQotUP6b0fedzZojHK8qJGQTR5ZMq+3U0t65oTJ+/q3w/VSkGLv76xlN54Mr/Ljd1Q7SAaPQadKbglzHq99QGqn46mjr/0dP5N2L5jwYft2jRGQ25D4ZK+Fm1bXNhtyrD0ei40/802q5f3a5iGZkzPKg71i2i3/bz8lq5XoYZBtGpZf8PsRXmvkweH92qPul+Bln9zs2kOKS6926Y/Dep3XVaw1tqVOwjllFsWjklpHjt2oMWlTVLTkv2BpLS0FK/X07JlyzVr1qhks4cffSQ1Pa1l61Znz2WrROTVq1cnJydnZGSkpaWlpaUFg8GbbropHA5PmDDB5/PNnTtXpcNOmHif2+9v1+Xa/X/8QWz72KnTvW7p407yLFu2jFLKCKWmQU0DpLSi0a8+/bj7Ndf4/b7kgL9OvbrjJ044k3320B+Hr+naxeNNqlWndnLA36791VEt9va77wRTU6ZOu1+CLaVcsWJFMBhs1arVqlWrVBbDl19+2a1bN7/fn5ycnJ6ePnLkyOXLl2uaNmHChEAgkJ6e7vf7a9Wq5fF4li5d+uSTT3q93kAg4PP5fD5fSkrK9OnTKaUqVVcIMW/evJSUlDlz5oTDYTXfLMvq27dvenr6W2+9NX/+fL/fP3nyZNu2BePnsk/1vrFnwOte8+tPUyZPTAn6pk6dzBjR9dgTTzzm8SbdNqD/L6tXDR56d0pG+qIvv2CCnzhx4tJLL/V4PHPmzNm8eXNycnIwGPT7/VlZWV6vd+DAgUVFRZzzgoKCG268yRtMW/TNd8S2MWG6qRFiUaLrWikAO7B/94CB/ZKSkvypKamZte8eM/bwsZNc4AN7dg4fdpcvyRtICWbVqvfMc3NLo6YA2LB5R8tWl11zTddjx44ITo1YqFfPbile79OPzyAWfuuNN5N83rSMdF9q0BNIbte547pNG5ktpZR9+vRJCwQDXl96alrt+vU2bt9qckoYfff994LB4MTxE7RoDKR9cP+BNm3apKSk+IIBf2pKq3ZXhbUY2LD6p196dOuZEkh1uX2XXd5mwVdLwjq2uP31tz/Url+vf/9bo7EQCJx37lizRvUz02u/9cZ8W8Jnny7yepOHDh0aiZZgohOqPgahRpyh6XyUqB5wLs6NqxmaVZQsH3ZIgG9V3A6Dhox47vGhC+aNXjr//h/+MbXM8y3P56vAt8Hl3Zu2uz61eQfF52vT/5Cpkyp4hRMqkj9f1QhXFKsoWWnL/7EHtygnZeUjGaFMI6IU81KLY9PilIKgBrH2UPJ1VJt6MrvNudKs7GLPucLMsFZXp55zuej0SRQNeSROAxYgJrI0VJjjKTznozi1NOrKLkGnCpDG3cL2csttxRBniHAU4QiDtxAnHc1zFIbqM3opp6nESikJ1T59LrMgVCcv5IswhCElp6DuybPpR86iMEWlVrLBGpw4688pStGEJ2SiSCzjbLYjaqCIiTSGYgQVRFBOkSM7zxc1Gp7MTi41MqMiKWY7CKSdLUSnTiNdC8Z0ZFgIICsnD53JR3ml7pBVn9qjgG3CpeHc7OKSUIwBjdGQbhYLYQCwUyeP5OSeyc07m5+fG4mU5uXlKT4a0zQxJWfPZZ89l81EGVMMY+zo0aPnzp3Ly8vLzs7Oz89XFBB5eXnnzp3TNE3TNIwx5exU9rljZ84UhyNRwzSxVVBUWFBUGAqFGCvjLaOYmLEoMXSg1GY0Jyfn6PFj4WjEBjCxRRgtLC46l5tz4tTJnLzcgqJCwmhJaaiwuKiwuAjTMjenpKTk7NmziqRG0zTGmK7rOTk5+fn5RUVFUspIJAIABQUFZ8+ezc/PD4VC+fn5+fn5hJCioqLc3Ny8vLxwOJyTk3Pu3LlQKKTSf9VEsizr+PHjpaWlKglbFZ3MyckpKCgwDKO0tDQ7O1vxLTBCY9GQpUVOHj3MsREuLTmXfSYaDRuGZtuCECs3P+/IsaOFoZL84qIjJ46b2LIIxhiHw+GzZ88eOXLENM0zZ84UFBScPn26oKAgNze3qKiIMaY4jPLyC8/k5VncNjk3LcIExdjElkawbpkxAG6aeigUyisqLIlECYBOqWFotqSM4uLCotNnz2Sfy7UBYpplYW6YtKCwuKioREpOiWUa0WikNPfsmYKcXMlFaUno2InjoXBpcbj05NkzFqMmJTFdY4yVlpbm5eSWFhWfOXU6P1QctYyIqdsAUS124sSJSGlYcSFJLnJzc3Nzc8/m5uQWFhzNPm0QrOs62GBoZlFBcV5+cTiicxtiBjWpiBr4XG5OTk62hTVGDcn0nDMnCwtCpSEDW0LXcH5+YXFxMSa6qhJAmVERfM+DiGoApyaYc0EoOw95KgpXRaZeddhh2IJ5o/8TdrjYDbeK8H+xy0XFVav8d6tpuYIwYdLinKqql4IBZ4TKMBFhk1mYSNMEznWA3cR+t5QOiEGrCHXrFEUNJEUQWz6bpzMjKK1MXJoZy0/lRibwDE7djCKMESFuTpIB0nApYiEEpgeKEMQyIJZlhb2SJGOCKEUAyDYRL0Ggu4CmAPYBdXADSQuBQECQjRFQBNTFNRdgHwgXN5AwETAEpOxjWwhYKtWSbIokQQA+K4aolWzpSRS7sYVsGzGKOAmYsSAndbGRFo0hiyMOTtNOKbUu160pgm4h0VLOqQBeYuURCGNeinFE10oBOOMqf98icWpEpuoUyLJNW83QOefRaJTE67Mp3hMRJxiEOJ05jRPdGpZOGKac2CAV1sg4eTbGZVUvGeHYJMSi2CTCljYApgRTouQJo6pMnA3ABI/EojaADWBYJpeCUlq+AAQhRNM0Eif8ZuVYvVXWL4nXklBECgmiGZUlrJJxhRDKwVfN4nIs5kKISCSS6J1qUzG9AYAe0wCkpIQSi2ATQBp6LM4yY+m6Xlb1WXAJtsWosCVhVOX7inLl2hI8yAnl1S8pE5iLiIEjusGFzQQ1DI0SQ3CsymbHYhFKqUmJQSgH0DGRkptG1DR1KSUhxLKItMEwqWFSymwhbMsimhYFkKYR5YyA4DbjjFCQNmG0NBLWscXBNikxCFYGl1JahqmFI6ZuEMFj2KRSWARrhm7btuQCmxbYYGi6MpRJiY4tBrZJiWWYRjSGTcIIV7VldcwU8aBJBRPctm1MdCkIMaMgOGPCloAtbplMkStFYyEhSaJQF2VmPNpbCURUBJyaIElV6FTNaYeqcOwvb7hVB76Nruz5p/TiGp/zrah3ReFKj6Ylvi4qXFULU26bQhLBQFKQBAQBziXjFrWJAIkJi2mlguWA2GcZ30ZiL4XN+xnca9nDTTEmEptK2dMxfZpmTWAwxIJbLRgQJv3CbCCGkTH7bt0eZrK7GR8GMBrYCGDDAI8Qxjim3wviYU0bY7BBAvpj0VPKPmCPATJekrGSjbO0kQCTiTmC4iGG3s8WwwWeLKxpgoyj1kiASSAmMDzK5mOBT+TWRCM8HuTDkdBoYk4F9iTWp2v6CIApGN/L+RRpj7fwSIwncHK/oFOpMZFbE4FPFGKsbY8Px4bp1iTDmkHYBwBbKDtu4mJmS5Nzk1PKTLCpKgCMsUkphrLyNlJKUCSTCv5iepSJMm7vBA8Wi/OKUUpt21Zep+I6UIClMF0xBArBAMqcUJX/Qyk3DKuMxMcGgkVM17gUFsEKhRVUmdiKajHKmW4aEmz1nJctCXGSRoWVClLVz4rdRkqpaRrEC0wkALp8NQfF6KgAN0FqrhaSRD1gWY7QNgGICXxXdZiklBQTQ9PBBsG4Fo0JxmWc/YdzzgQ3LJMJrrjfCCurAJKgSVThGsWORuKU5yLOEG9ZFuaClVViloqz0ZacMyIFA5CKD06CjQkzCKVMEIaFYLoeU5yWnEtNM1SBZ9sGRQxn24JzCiAMsI9fAAAMO0lEQVRNUycWtgxTsTarBS9Rps8G4FIodlCwAZuWbdsmtgSA6lfZ+mdhW8gyimdV/4JgzdB1bFHOAEA5xZwyLmxpA6FSlbsWEiyiyNioaWi2pJapE8IIFopjmpVx9EjOKeNWAnZphZhkzZIAKscoVuGqOZpVlKw+yeKvnHa4WM+3Ysf+sufLq7jKy5cTpkxaXGDOuaBgE5AWMAIUg46JySxumwDElgQoB7Vtb1NsxQg2BQNTJ6ZGORVgg66XcB5jIsK4yQVYJhgmcBt0G4ow0yVECIRM2wLQhK1xKKWg2WAARGwaEZoOYAnQCcQoWAAGlERlSYyBxoAAMUDTpa1xMG3QOIQJ1YSMcWkCGJKZNjVsM8Z1CwgBMAVEMRi21MGMQb4FhVG7gIBlADcIWAZICySxQUgjrAlTgKKK59jmxRY+ClAowTAMywYghCnXiVFMsMnLmKqZEDbGVEqglBqGwQRnghOGuWQKoRLwpGZYgjRL4ZFiQVRjgS1NCsIotiWnxOLsPzXWOOeqmj1lwrSIaTHKbOXi4XKFcBJ0X8pLVQIyToBJytXUSAgbhqFpGo+zm6um1HfPYylT0KlWFLXSlC3a8aoQCXjlcUotiJdPTpCaJxKfpJQgbUVpi80/FS5SE1ItDJiSModIlLHI63qZZ6pMWr7KA4lXe1N/sjAllKs3g7jBy0qoqEKinHOLYMqZtAETpn6vFIi/mkhlA8Moq8hZ5lYrsnPGTd1QlEOKfN3ElnLVMSWJdUjXdWJhbFqqtp6SoeVKh4hy9DeYEgm2HR8aThO16bgQNhe2aREubC7s+DrKCbHAFowohnvOmLBtUFolWIPP22GrHhkqer7nQdN5wlXhb6WYy6rwfCue82VVe75/TrKoQdih0vTiSleAavSuRriiWEXJSlv+jwEkE5IIaUppAic2lYIAI2DbYBBuUI3ZUYsUY6PEJgQokzwMMgxgSB4CyAXIBQhZVhhsYESqZ4ASm1EbgFk0SiTmIIktKFgECgicNuCoBdk60wwqTabqYzAMhskxV8UshGRQTKCES9B0sBjVSYzaTDk1AgCzsjxXTTctgglhYAMlIDhYJtNiFthQ5iZITYCFKcFEcGFTm8RkkQWRmAhRYKYwiMQcKKGcEwABUoDCVlsCJZJSrpKJGcXqBLh6JtVTrdgdbRtUIUthcxOXVWfA8dq3ajjUi7z6l8V5FKGMzlEowmyAMhaxhDfH4rUX1b0o5QruEyAF8QIH6h28HEyU0V0qAR6nSFfAmnB+1bfUpplyS9XcUAhFylXx4XFGRxV/SNyUl6NJFEIk/H0ZZ6dUC0l5p1txiXAuKVXl2bmqycTj/ACsHCUmiVecVLDOOVdrQOKOCSMo9RJ9VLdTeipIVQJKbREvXilE3HUlJGFDbFqcMsHU0ENC87L3jHh0JbEOJRRQ8SWlgFrJRLxkHPz5StgzsYIm1qHEQJSbIWU9SsyHxA/KzjJeAi5hN1GhBPUFwaEmwheLTuWvqoQvLr14yIg/ga8i1knw+SZYzVTYIaNF5263DMvPj4IEziWXInFvWeGqSvtK5c+TLP/dalquxFI2l5JLm9iSgKDAmVQFxjHHXHBgNhBu66qEGnACAqwI2BRASEoMSiyQQAwwNS4oMGxjQxIDGLaFjDCaJ/RiEEwYGlAsicZxWFphEBZwAYQC1sEIS7MYuAFSSgMD0YBEbKvEtkqkEQFiAdGB6EA1aRZLKxfssG3oLBqzzTBIA8wYWAw0AB14tBiEBQaXUWZrGggGFgNVsjOMwbKAYSYwBYgYxCDAJFiM6ySXygjBYHPAFlAKXDLdilAwJVALa5zFC0MwVXpWKM+IMUEIAwDdNChnwuY2yMTzAHG22cT7eAJNVCGGMkeDS8allAr0y0BEoUOZG4jjxzMpFpwmHFsppXrlTzy65eEgFovReMUzHq+jIeIlfNRMUMFrBW2KQ1J9V3m1CW2V5gkEUTelcSZ19dgnqlImnnwVoFA3TYCOMiBnIAUwamNMLUt1E2wbhLBJnCA4oYOIs0GqMIj6pVreErO9jGxelfgllJGyIHvC0+fxsE95XFMOuKK3V4xXtm2DDSomwAgVjBMLgw1KQJWdViYi5Sp3JJAR4qzKan0qW2sJVeGF8iUzAMoCVmo0lWK2kJKXOdoJfl4Zp/1VA63eAOL+NTAmpOQYmzLOYlx+PlS8qgGHSgH3gsLnoVNCgfPQTIgqcU8R66iyIJwRIQQXUBgyKyfWGTLi+RnDF71+z48fP7Dso2mVUEo2bH198zZ9Knq+ilKyUviv2Kuary1VLVaVwm6FwWBcEiGY4AAUVO1IwTjjJhU6B2oJomNGOAgGzAJOABMpACiAwRgHwFLGuEbBsiAWEyEKGgXLsnViMyqBSRAABuExhjHIMCMWQIyATiBqgUmBSEwhRiBqQVQHwwJuAosxSgF0bmMbNCZ1Lk1bql+aNtUFpsAxcAxgCNuwwQSIMm4AtqAkInM128AAugBdggGWAVaMMwKgSdPgBsFCYAk2FtTAJpGC2VBiQwm3MWGUgs5Bw1BCIUYAG8zinKoiaZwy5aMBlFUvVqhBKRe2lGBTTgxLZ/Fqb4m3+LKnOs5+q3AqPh1tQrmQoKJ7mDBpl4FI2dPLCKNY4QGjphSM87JyZIk9vQSmqDFVmJ54aBNemMKs8l4kK1ftGOL84omHP+EbQjxkXD6OkQARdfcE9DPGTNNM1CQW8R081YJCWMGBEqneLaQAxgTGVCVbKrVZPEKiME6ZTk1pUq4CZvklIbFPCCApsUDagvF4YKTs1YFzmQBEwXjZoy4FlTZh8YqfmIAtQXCQQhCsQreUM2FLHRNF9iZsmUBzIYQCaMG4LWRiRIQQFikbZVVMD8oW7DKKd4gXexZCqCp/yt1WYYrEI2zbtuDUltyWnMX3GxgTUgKhnDKhGNZVnCEeKVJeuUyUuaoUQM4Dh6rcXvn/FJ9vNeBb3vOtns+3KpQ8T93zNK5U8r8D3yp1SAxG+WBNpTZlFSLUlQ52pV+sKFlR5q9JViNfaZvlhc+TqVS+qlGr3rYXFK7GYjVstobzoSpbVdNsVcIXVKN8p2pitL88dS9oh6rm+f/ODtUrXF6g+jn2l+1QQx0u1g6VtlxzyUTL54GvEKLSsEN58P3ijbE/fvzAn8IO56UXq3O+5224UX7eftefrvJ4V9VJDlEZONK/ftSsupbPk+dVgG9Vepa/KipT1WBUJX/BSXZRoFOx+7wK8K3KVhVvnbBYxYGo1LbnyVc1ZBVHrZrxrShclXzFOVaNDlVNSP7nKVFNp84zWqXmZRczGy/WDlW1/L+2w9/+vF+UHWr+vP8tdqjJPD+v2RpWL06A75wnhi16/Z5lH00rS7I4b8OtfIbbf2q4/T9WQLOGzVY6z85TVclUf/dKFbgoO1Qj+bfYgdcAfKtR44JtXnCI//Jk+Fvs8BcsVunMqcnAVbQwr+K19KJ0qN4OF9Xs326Hi50M/70d/pZm/1rLF9W1Siklqywdf0HwVZ5voyt7/inm+1fP+VZqskoNUam9/kvh8usbr3CVl6lq8KoahqrW2PMEqnI0zmuz0nW7Uvnqm01YgFV2nqa8ZDVO+gVHrSbClXbzgs1Wqmql8lVZqfppc8FmayhfXrKqu/+9dqiJtv87O1TV5v991/52O/yXvSsfdqjI51sp+H7xxtgLHDVLhB1UenENiXVoFRerAY5UijuJ/1YjfF7Lib9Wo0ANW2Z/jplW1bWKCtdQ7L+3Q6XT4jw7nHddrBFqrvBFde3vtQO9mAlZ0RSVNltRTJTD/apa/l+b97x5/n9gh4tt9m+xQ020/bvsUF7h6geiYrMXRayjzvleGHwTSRaVgu9/M2xV2aJ8t6uXrEmzFRu/oAIX27VKta1KvqJYpSNdlRGqmmrnCVePDjUciKq6VsMhrtip6nWoSr4qU9RQ4YvSoZpRq0r4PLGLMu9fsMNFNft/YIe/1mzN7fC3NPvXFL6gJPsvwPe5x4cufG3M0vn3f//hlD8R6/y9lSwqdqxSyap6Vc3bSg11uKB9Kxq3mtlwwTarl6+hZKW9Ky9f1Wxg8cBrpWIVda7+RewvD0RVvat5szWcD1WZq5pmqxKuRo2Ko1wTo/3lqXtBO1Qctf+1HapXuLxA9c/7X7ZDDXW4WDtU2nLNJRMtX2wli/Lg+/8BU3BLBF2U3m0AAAAASUVORK5CYII=" alt="" /&gt;This Forex robot uses a cool new technology known as Correlated Time and  Price Analysis (RCTPA). What this does is helps the robot make trades in the  present by quickly calculating years of similar looking market conditions in the  past. The Forex market like any other will follow specific patterns and Mega  Droid will use years of back testing to profit from those patterns.&lt;/p&gt; &lt;p&gt;Now the hallmark of Forex Mega Droid and why it is creating such hype is the  fact that the program is the first Forex robot to have artificial intelligence  (AI). What this means is instead of simply taking the same trades over and over,  if one trade is a loser the robot will learn from the experience. It will then  factor in why that trade was a loser and use that valuable information for later  trades.&lt;/p&gt; &lt;p&gt;This is incredibly valuable because the problem with most Forex robots is  they stop working after a certain amount of time. Forex MegaDroid learns from  it's mistakes and is constantly adapting to market conditions.&lt;/p&gt; &lt;p&gt;Forex MegaDroid Results&lt;/p&gt; &lt;p&gt;This Forex MegaDroid review would not be complete without posting some  initial results from our testing of the product. Now keep in mind this product  is still very new, so these numbers COULD change in the future. The initial  results have been pretty staggering. Forex MegaDroid has shown a 95-96% win  percentage on trades and tripled one of our accounts.&lt;/p&gt; &lt;p&gt;The best part is the robot was very good at limiting losses by not riding  costly drawdowns. A high win percentage with minimal losses are the signs of an  EXCELLENT automated software.&lt;/p&gt; &lt;p&gt;Before jumping in I recommend learning a little more about the program. But  there is an awful lot to be excited about with this one.&lt;/p&gt; &lt;p&gt;&lt;b style=""&gt;&lt;span style="background: yellow none repeat scroll 0% 0%; -moz-background-clip: border; -moz-background-origin: padding; -moz-background-inline-policy: continuous;"&gt;As Seen on CNN, CNBC and  FORBES:&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/p&gt; &lt;p&gt;&lt;b style=""&gt;Want to unlock the secret to  automated Forex profits? At &lt;a id="link_87" href="http://incomeforexsecrets.net.ms/" target="_new"&gt;Forex Robots Reviews&lt;/a&gt;, I have cut through the hype to tell you  which robots are real money makers and which are complete scams. Don't spend a  dime until you have gotten the REAL truth about Forex robots.&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/p&gt; &lt;p&gt;&lt;b style=""&gt;&lt;a href="http://36b0ekbkj8kxal0534vmt4erfp.hop.clickbank.net/"&gt;Forex Megadroid  Robot&lt;/a&gt;: Exclusive Bonuses Included From The $25,000 Live Forex Course Held In  Vegas!&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/p&gt; &lt;p&gt;&lt;b style=""&gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/b&gt;&lt;/p&gt; &lt;p&gt;&lt;span style="font-size:100%;"&gt;&lt;b style=""&gt;&lt;span style="color: rgb(31, 73, 125);font-family:'Calibri','sans-serif';" &gt;Will  FAP Turbo Outperform Forex Megadroid?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt; &lt;p style="text-align: center;" align="center"&gt;&lt;span style="font-size:100%;"&gt;&lt;b style=""&gt;&lt;span style=";font-family:'Calibri','sans-serif';" &gt;&lt;v:shape id="Picture_x0020_2" style="visibility: visible; width: 142.5pt; height: 114pt;" spid="_x0000_i1039" type="#_x0000_t75" coordsize="21600,21600"&gt;&lt;v:imagedata title="" src="index_image004.png"&gt;&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;v:shape id="_x0000_i1038" style="visibility: visible; width: 142.5pt; height: 114pt;" type="#_x0000_t75" coordsize="21600,21600"&gt;&lt;v:imagedata title="" src="index_image006.png"&gt;&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;/span&gt;&lt;/b&gt;&lt;b style=""&gt;&lt;span style=";font-family:'Calibri','sans-serif';" &gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt; &lt;p style="text-align: center;" align="center"&gt;&lt;b style=""&gt;&lt;span style=";font-family:'Calibri','sans-serif';font-size:24pt;color:red;"   &gt;&lt;span style="font-size:100%;"&gt;Forex  Megadroid Vs. Fap Turbo!&lt;br /&gt;&lt;a href="http://incomeforexsecrets.net.ms/"&gt;Reviews  and Comparison&lt;/a&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt; &lt;p class="MsoNormal" style="line-height: normal;"&gt;&lt;span style=";font-family:'Times New Roman','serif';font-size:100%;"  &gt;The  evolution of FOREX robots in the market has been highly beneficial to traders.  Individuals and even beginners had their higher chance of increasing their  trading profitability with the help of these machines. Even expert manual  traders have diversified to automated trading. All these robots have high  claims. All seems to give you an almost perfect accuracy rate. But the truth is  none can guarantee a perfect prediction of the movement of the market. None can  give you instant wealth. But having one robot is better than having nothing  especially if you are new to this business. Just don't depend too much on these  machines there are still chances that it may not be able to deliver what you  expect. It should be able to help you with your trading but don't neglect your  responsibility of mastering how the Foreign Exchange Market  work.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt; &lt;p class="MsoNormal" style="line-height: normal;"&gt;&lt;span style=";font-family:'Times New Roman','serif';font-size:100%;"  &gt;However  like any other machines that were invented, these FOREX robots are continuously  evolving. New and better robots are being introduced to the market from time to  time. The better the software is the higher your chance of winning the game. It  will serve as your shield against this money war, but remember that you are  still the one deciding what will be your next move. Two of the popular and  newest machines nowadays are the FAP Turbo and the FOREX Megadroid. All robots  were designed differently. But how does these two differ? Both have good claims  and have consistently performing well. Will FAP turbo outperform FOREX  Megadroid?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt; &lt;p class="MsoNormal" style="line-height: normal;"&gt;&lt;span style=";font-family:'Times New Roman','serif';font-size:100%;"  &gt;FOREX  Megadroid is the first to use an AI technology called the Reverse Correlated  Time and Price Analysis (RCTPA) making it able to work on multi market  conditions. The FAP turbo is built with the High Spread Protection System (HSPS)  and Built in Loss Prevention (BILP) for large investment portfolios and long  term trading.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt; &lt;p class="MsoNormal" style="line-height: normal;"&gt;&lt;span style=";font-family:'Times New Roman','serif';font-size:100%;"  &gt;FOREX  Megadroid is designed to be invisible to brokers. No broker can identify that  you are trading with this machine, while FAP turbo is visible to  them.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt; &lt;p class="MsoNormal" style="line-height: normal;"&gt;&lt;span style=";font-family:'Times New Roman','serif';font-size:100%;"  &gt;FOREX  Megadroid trades only in a one hour time frame and for one currency pair, Euro  and Dollar. This enables the robot to focus on its analysis therefore giving you  a higher accuracy rate. The FAP turbo on the other hand may give you many  profitable trades per day because it trades in every  currency.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt; &lt;p class="MsoNormal" style="line-height: normal;"&gt;&lt;span style=";font-family:'Times New Roman','serif';font-size:100%;"  &gt;A  FOREX Megadroid robot will cost you $97 while FAP turbo is $149 and is priced  with a purpose.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt; &lt;p class="MsoNormal" style="line-height: normal;"&gt;&lt;span style=";font-family:'Times New Roman','serif';font-size:100%;"  &gt;Whether  you choose Megadroid or FAP turbo, the success of your trade still depends on  you. Study how the market works and practice through demo accounts. Use a robot  that will fit your trading style.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt; &lt;p class="MsoNormal" style="text-align: center;" align="center"&gt;&lt;span style="font-size:100%;"&gt;&lt;a href="http://www.megadroid-forex.org/"&gt;&lt;b style=""&gt;&lt;span style="line-height: 115%; text-decoration: none;"&gt;&lt;v:shape id="Picture_x0020_5" style="visibility: visible; width: 150pt; height: 179.25pt;" spid="_x0000_i1037" type="#_x0000_t75" coordsize="21600,21600" href="http://www.megadroid-forex.org/" button="t"&gt;&lt;v:imagedata title="" src="index_image001.png"&gt;&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b style=""&gt;&lt;span style="line-height: 115%;"&gt;&lt;br /&gt;&lt;span style=""&gt;&lt;v:shape id="Picture_x0020_6" style="visibility: visible; width: 108pt; height: 22.5pt;" spid="_x0000_i1036" type="#_x0000_t75" coordsize="21600,21600"&gt;&lt;v:imagedata title="" src="index_image008.png"&gt;&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt; &lt;p class="MsoNormal" style="text-align: center;" align="center"&gt;&lt;span style="font-size:100%;"&gt;&lt;a href="http://36b0ekbkj8kxal0534vmt4erfp.hop.clickbank.net/"&gt;&lt;b style=""&gt;&lt;span style="line-height: 115%;"&gt;Forex Megadroid  Platinum&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt; &lt;p class="MsoNormal" style="line-height: normal; text-align: center;" align="center"&gt;&lt;span style="font-size:100%;"&gt;&lt;a href="http://36b0ekbkj8kxal0534vmt4erfp.hop.clickbank.net/"&gt;&lt;span style=";font-family:'Times New Roman','serif';" &gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/p&gt; &lt;table class="MsoNormalTable" style="" border="0" cellpadding="0" cellspacing="0"&gt; &lt;tbody&gt; &lt;tr style=""&gt; &lt;td style="padding: 0in;" valign="top"&gt; &lt;div id="sig"&gt; &lt;p class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-size:100%;"&gt;&lt;b style=""&gt;&lt;span style=";font-family:'Times New Roman','serif';" &gt;Guaranteed  95.82% Accuracy, TOP &lt;a href="http://incomeforexsecrets.net.ms/" target="_new"&gt;Forex  Automatic Trading Robot&lt;/a&gt;&lt;br /&gt;Forex MegaDroid Indisputably Proves A Robot Can  Trade With 95.82% Accuracy In EVERY SINGLE Market Condition And At Least  Quadruple Every Single Dollar You Deposit. 38 years of combined Forex trading  experience delivers Megadroid RCTPA Technology. This is what will take you from  being an average Forex trader to a top gun pip pulling machine.  &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt; &lt;p class="MsoNormal" style="line-height: normal;"&gt;&lt;span style="font-size:100%;"&gt;&lt;b style=""&gt;&lt;span style=";font-family:'Times New Roman','serif';" &gt;Get  75% Discount and Special Bonuses On &lt;a href="http://36b0ekbkj8kxal0534vmt4erfp.hop.clickbank.net/" target="_new"&gt;Forex Megadroid&lt;/a&gt; ONLY from Here! The TOP Performing Forex Trading  Robot Available (As seen on CNN, CNBC, Forex Traders) See Video, Download  Software HERE.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt; &lt;div style="border-style: none none solid; border-width: medium medium 1pt; padding: 0in 0in 1pt;"&gt; &lt;p style="border: medium none ; padding: 0in; text-align: center;" align="center"&gt;&lt;span style="font-size:100%;"&gt;&lt;b style=""&gt;&lt;span style=";font-family:'Calibri','sans-serif';" &gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;/div&gt; &lt;p class="MsoNormal" style="margin-bottom: 0pt; line-height: normal;"&gt;&lt;span style="font-size:100%;"&gt;&lt;b style=""&gt;&lt;i&gt;&lt;span style=";font-family:'Times New Roman','serif';color:red;"  &gt;AFTER  21 YEARS:&lt;br /&gt;&lt;u&gt;WE FINALLY SETTLED THE SCORE&lt;/u&gt;&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;b style=""&gt;&lt;span style=";font-family:'Times New Roman','serif';color:red;"  &gt;  &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt; &lt;p class="MsoNormal" style="line-height: normal; text-align: center;" align="center"&gt;&lt;span style="font-size:100%;"&gt;&lt;b&gt;&lt;span style=";font-family:'Times New Roman','serif';" &gt;&lt;br /&gt;“&lt;u&gt;Forex  MegaDroid&lt;/u&gt;™ Indisputably Proves A&lt;br /&gt;Robot Can Trade With &lt;u&gt;95.82%&lt;/u&gt;  Accuracy In&lt;br /&gt;EVERY SINGLE Market Condition And &lt;u&gt;At  Least&lt;/u&gt;&lt;br /&gt;&lt;u&gt;Quadruple&lt;/u&gt; Every Single Dollar &lt;u&gt;YOU&lt;/u&gt;  Deposit”&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt; &lt;p class="MsoNormal" style="line-height: normal; text-align: center;" align="center"&gt;&lt;span style="font-size:100%;"&gt;&lt;b&gt;&lt;span style=";font-family:'Times New Roman','serif';" &gt;IMPORTANT:  EVERY SINGLE MARKET CONDITION:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt;&lt;br /&gt;&lt;p class="MsoNormal" style="line-height: normal; text-align: center;" align="center"&gt;&lt;span style="font-size:100%;"&gt;&lt;a href="http://forex-megadroid.com/index.html?p=3"&gt;&lt;b&gt;&lt;span style=";font-family:'Times New Roman','serif';" &gt;NOTE: Click Here For  Trade-By-Trade Results&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style=";font-family:'Times New Roman','serif';font-size:100%;"  &gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="font-size:100%;"&gt;&lt;b&gt;&lt;span style=";font-family:'Times New Roman','serif';" &gt;2009:  1,193.40%&lt;br /&gt;&lt;i&gt;(210 days)&lt;/i&gt;&lt;br /&gt;2008: 623.84%&lt;br /&gt;2007: 612.91%&lt;br /&gt;2006:  333.05%&lt;br /&gt;2005: 810.70%&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style=";font-family:'Times New Roman','serif';font-size:100%;"  &gt;&lt;b&gt;July  30th, 2009 Update: 853.08% NET Profit in the last 122 days!&lt;br /&gt;1,193.40% NET  Profit so far for 2009 (210 days)&lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt; &lt;h1 style="text-align: center;" align="center"&gt;&lt;span style="font-size:100%;"&gt;&lt;strong&gt;&lt;u&gt;&lt;span style="color:red;"&gt;WE SETTLED THE SCORE:&lt;/span&gt;&lt;/u&gt;&lt;/strong&gt;&lt;u&gt;&lt;span style="color:red;"&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/u&gt;&lt;/span&gt;&lt;/h1&gt; &lt;h2 style="text-align: center;" align="center"&gt;&lt;span style="font-size:100%;"&gt;&lt;em&gt;&lt;u&gt;&lt;span style="color:red;"&gt;The  Next Level&lt;/span&gt;&lt;/u&gt;&lt;/em&gt;&lt;strong&gt;&lt;span style="color:red;"&gt; In Automated Forex  Robot Trading: Multi-Market Performance, Turning $1 Into $4 In EVERY Market  Condition&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/h2&gt; &lt;p style="text-align: center;" align="center"&gt;&lt;span style=";font-size:100%;" &gt;&lt;v:shape id="Picture_x0020_23" style="visibility: visible; width: 525.75pt; height: 121.5pt;" spid="_x0000_i1033" type="#_x0000_t75" coordsize="21600,21600" alt="http://forex-megadroid.com/images/flow1.jpg"&gt;&lt;v:imagedata title="flow1" src="index_image015.jpg"&gt;&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;/span&gt;&lt;/p&gt; &lt;p style="text-align: center;" align="center"&gt;&lt;span style=";font-size:100%;" &gt;&lt;v:shape id="Picture_x0020_24" style="visibility: visible; width: 525.75pt; height: 108pt;" spid="_x0000_i1032" type="#_x0000_t75" coordsize="21600,21600" alt="http://forex-megadroid.com/images/flow2.jpg"&gt;&lt;v:imagedata title="flow2" src="index_image016.jpg"&gt;&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;/span&gt;&lt;/p&gt; &lt;div align="center"&gt;&lt;br /&gt;&lt;/div&gt; &lt;p class="MsoNormal" style="line-height: normal; text-align: center;" align="center"&gt;&lt;span style="font-size:100%;"&gt;&lt;b&gt;&lt;span style=";font-family:'Times New Roman','serif';" &gt;“Advanced  Artificial Intelligence: Extreme &lt;u&gt;Performance&lt;/u&gt;, Extreme &lt;u&gt;Accuracy&lt;/u&gt;...  Unheard Of &lt;u&gt;CONSISTENCY&lt;/u&gt;... A New Artificial Intelligence Frontier Has Been  Established...” &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt; &lt;p class="style7"&gt;&lt;span style="font-size:100%;"&gt;&lt;strong&gt;Use the "&lt;a style="color: rgb(51, 51, 255);" href="http://forex-megadroid.com/index.html?p=3"&gt;&lt;span style="font-weight: normal;"&gt;scrollbar&lt;/span&gt;&lt;/a&gt;" to view the list of trades  From Year 2001 to 2009&lt;/strong&gt;&lt;/span&gt;&lt;/p&gt; &lt;p class="MsoNormal" style="text-align: center;" align="center"&gt;&lt;span style="font-size:100%;"&gt;&lt;a href="http://www.megadroid-forex.org/megadroidforex.html"&gt;&lt;b style=""&gt;&lt;span style="line-height: 115%; text-decoration: none;"&gt;&lt;v:shape id="Picture_x0020_1" style="visibility: visible; width: 150pt; height: 179.25pt;" spid="_x0000_i1027" type="#_x0000_t75" coordsize="21600,21600" href="http://www.megadroid-forex.org/megadroidforex.html" button="t"&gt;&lt;v:imagedata title="" src="index_image001.png"&gt;&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;&lt;b style=""&gt;&lt;span style="line-height: 115%;"&gt;&lt;br /&gt;&lt;span style=""&gt;&lt;v:shape id="Picture_x0020_14" style="visibility: visible; width: 108pt; height: 22.5pt;" spid="_x0000_i1026" type="#_x0000_t75" coordsize="21600,21600"&gt;&lt;v:imagedata title="" src="index_image008.png"&gt;&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/p&gt; &lt;p class="MsoNormal" style="text-align: center;" align="center"&gt;&lt;b style=""&gt;&lt;span style="line-height: 115%;font-size:24pt;" &gt;&lt;span style="font-size:130%;"&gt;&lt;a href="http://36b0ekbkj8kxal0534vmt4erfp.hop.clickbank.net/"&gt;Forex Megadroid  Platinum&lt;/a&gt;&lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;  &lt;p class="MsoNormal" style="line-height: normal;"&gt;*** Special Bonuses From The Recent  $25,000 Live Forex Trading Course Held in Vegas!***&lt;span style=""&gt;            &lt;/span&gt;&lt;b style=""&gt;&lt;span style="font-family:'Calibri','sans-serif';"&gt;&lt;/span&gt;&lt;/b&gt;&lt;/p&gt;&lt;center&gt;&lt;b style=""&gt;&lt;a href="http://incomeforexsecrets.net.ms/"&gt; &lt;span style="font-size:85%;"&gt;http://incomeforexsecrets.net.ms&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;  &lt;p&gt;&lt;/p&gt;&lt;p class="MsoNormal"&gt;&lt;span style="line-height: 115%;font-size:20pt;" &gt;&lt;o:p&gt; &lt;/o:p&gt;&lt;/span&gt;&lt;/p&gt;&lt;/center&gt;&lt;/div&gt;&lt;center&gt;&lt;/center&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/809598482715058235-3318254405188006603?l=currencyoptiontrading.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://currencyoptiontrading.blogspot.com/feeds/3318254405188006603/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://currencyoptiontrading.blogspot.com/2010/05/forex-megadroid-review-is-forex.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/809598482715058235/posts/default/3318254405188006603'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/809598482715058235/posts/default/3318254405188006603'/><link rel='alternate' type='text/html' href='http://currencyoptiontrading.blogspot.com/2010/05/forex-megadroid-review-is-forex.html' title='Forex MegaDroid Review - Is Forex MegaDroid For Real Or Simply the Next Big Hype'/><author><name>FOREXFORBEGINNERS</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='http://4.bp.blogspot.com/_1JfR8j-P5ek/SyQhi29S8nI/AAAAAAAAACc/o65GfePf1fo/S220/006-them.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-809598482715058235.post-4263355679904256057</id><published>2010-05-19T04:09:00.000-07:00</published><updated>2011-12-06T02:50:24.194-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='forex rebellion'/><title type='text'>Forex Rebellion-What in the world?</title><content type='html'>&lt;span style="font-weight: bold;font-size:85%;" &gt;&lt;span style="color: rgb(255, 0, 0);"&gt;Why You Should Choose Forex - It Is A Better Investment Area Than Stocks And Commodities It is no doubt that forex is a better way to make money than the stocks and Commodities&lt;/span&gt;.&lt;/span&gt;&lt;span style="font-size:85%;"&gt; There are 7 reasons for this.1. Forex is the worldwide biggest market. Every day, over 2 trillion dollars are traded. Compared to forex, the stocks and commodities are relatively small, which are about 200 billion dollars daily. So the forex market provides greater chance to win big money than the other 2 markets because of stability, fairer price and better trade execution.&lt;br /&gt;2. In the forex market investment leverage can be as high as a 200:1 margin. This means you can control $20,000 with only $100. In the futures market, your average margin is only 4:1. So with the same amount of money you will win more in the forex market.&lt;br /&gt;3. You can open a trading account with only hundreds dollars in the forex market. In the stocks and Commodities, the investors are expected to fund several thousand dollars to open an account.&lt;br /&gt;4. You only pay a spread on the currency pair you are trading when trading forex and the cost is very low. In the stocks and commodities markets, you must pay transaction fees which do not exist in the forex market.&lt;br /&gt;&lt;/span&gt;&lt;a href="http://31476gzhlcnxfl690imzjg6q0c.hop.clickbank.net/"&gt;&lt;img 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Zjxbn86SrIQYYNJDqUFjHH8WvdGN2H2UjYvYXMRFidudeJmB2ZxoEYRNgqYSUqWGBgepnnULOFmB2yUcJMHt3hJi4+w+kiLD7d4CbMXt3hRxoOZfYTZj5l9mNGLGD0o48GMbswkYWYRN4moSUAZHjHySYYpFmY4hOYQI4/QnIFmDaTdQNp/l2/BJAdTLEJzBtIOU2wSySOTgHEbjFtg3GbAzAbM2s0IZoMxM4xaezKCW/4aMGaGMbMBNRlQE4QYIcRoQBkDSl3lXwEhJISQMELCCNEDJIYaMcTcDRy1JIHCpj+WY4gVQ2wYYoUNFIpQqIHEIMKMWmiINCGMmTTiKMEwJgiCEQSxmGkDBGG4AcUxCCYhxGLAHQZUtNoDNpvHzrud3nSrmG4Rsy1CPmVJN7ORcFrJdTfc9drw9xcs/unI8fOdCSBrXSO4igI6Y2osrsUTWjwua1cnfPX/Y/t/UKSuXIm3K5oq69rb73zAiW6SscO4BULMMG5DSQ4mOQPBw6SA0hJhcqAMj5oE3CTiFokwS7hFwoxCUjeYWcSMgoFmEZrDLRJpcWBm0UCwEMkaCNZAcRgjYiYJY0SEEZKMUCJE8hDOQQQH4ZyBYGHKBlMWlLLAlAWjrShjI4x2zGhHSLMhmUuRZoQ0Q1fzLQNOwwTzOxhw2oBTMEHDBI2QTNKAieSRJpgwdWVvmBnGjD056be6GcaMME51X+qPMOCUAacgjIQwEkIJCCVgnIJxCsZoA0b2BIKSCEqiGIViBIaTV0HDBgqGmD8iKcqkLnHUgiFmxGCEIaMRE0nUDsEYhKIwTuAGzAzBvAGyQBBPwgSMGwyUATVRFMFQUHW5mBKAcQyijZQBp3GzDSUJkoRYG+Z0cBzvMHIBwh6xOPItQi5jTLNa0zgxwkkhly8jK69q4E33vv7W6LmL1+87cvH8JZDQgAqujsqpejLR/F8p8teonZDbr47MKK+88orkcKWmZTJmFiXMXXWGWxDCDlMsQthh3IaSNoQ0I4QVJkwGzAxhDISaIIzBKDtpYmmzSFv4JJNGHqPstFnETTxOsyjDEgyHGTmMshtIK0JYIcJiwKwQYUNJFqE5nOYxyo7RVow245Q5yShlQgmjAacpo40wWjHShJBGBGdggoEx2oDTEEZBGGnAuwT3qz4wEsJxA04ZCMJAEBCOGwjCgFMGnE5KGSZMCG6CMWMSBpQxoAyC/AYGlDJgJITjv7naHxjqPgYlkvqDkC6BdgPDaQynUYxCUBxBcRjBYASDEQKBSRRhuoGhxiQQmDZAJGygUITBMVMSBGrCIQqDGIiiIZqAKBqBITcN9St01aahHALZjBQnBI12r10gS0ug6VMHjXi9LCsD8vg4dyDsTfHzHjy/CBoxvP+9d1dnZnnC2SW+jDohWOoIFDtduQ4pygphhvWzzqjdkc7YwxYx6kstzyvrc8vfnnh31KTla3aeONORHCSKq5r+v1Pkrz4SgE4AOmX5sqxcmTB+3JNPPv7EE084nG4Mp2GcQjEawU0oYUVJG4JbYMwIITSEkN2xCcZoGDMiOIMSZpwyGy2CnXfyko8T3Xbebeeddt5pExx2wWEXnYLTI3n8Tk/Q4Q26fSmeYCQYjoaj2dGs/Izcwsycwsycwqzckqzckuzs4ozsooyMgpTUbJ8v1eEOsazLbJMYhsVIC4aZYMyIIIwBZZJx8zfR9tdImvzUaEAZCKG7gNIQSkMYA2FMl5dFme4DeuoShrtKulvdXzFKQ4gRQmkIoSCUhFAaQkkIoyDsN7EbQamks+zhMikUo5J6xQmGII0kZSIpk8lsN1tYi5Wz2QU7K9pZUZTcXrcv4vL5nF4pkm4PpwvhqNvD9ymzTf3o+umftAxqpTLT3P5Iviuck1Usvv+R7+KlG48eue7ll4OpYcHlyeTdfHo+8vyr/IFj90+fdUtuAWqTvGKw2pPZkJJbGUlNz8nJySmutTqiFjFqcWaSbDrJptNcllHMYl35DJtmESJVTQM+/nzi8TPnla6ZoP+5IrVONXEZgLgsn1+5fOamDYunTP7S7RIRFMIImGJIkqYwnEZQCsFNGGmBENKAdj1EFKMRmIQNOGzACdJEUmaTmeU4tygGBMHLC05BdNgFkRWdvMMturxOb8ATSAmGoympmeG0rGhWfl5hWUlFdVV1fWVtQ3VNQ1V1Q1lZXXl5fXl5fVlZXWFJdWZOcSiS4/OlSpKf450ms52kTDhGIygFw7TBwCCYDcFsMGo1IBYDYoFRK4LZENySZBS3I7ilO8lLNicIJQ1o0lnSBpzudpMwZkRwE0qYUcKM4AyK0TBGG3AjhBsNuBHCzQbMDGEmCDVBmAlCjBBqvMpmCDVDiBlCjRDGQLgRwq0QYYMoq4G2wJQFoa0ow5NGibG4zHaPXfAJroDkCUm+sDOQ6gyleUPpvlBmIJwdjOT407MD0ZxAWm4oNT+cWpgSKfCn5PhCmenRnOK8jH5VobwQ6fBLRm9QCmf7/Pbra6FNM/qfXNN/3uTKvn04kwRxQaqqBd22qyoeL+7oqNiz95qKCorlYIcPemSw6/jx/pcvtJ058bdr+0Juj2jjs62OICtSZfn4Gy9e17t3TTA9z5dZ489ttfrLGEcBw+fSXBbNZ7DefMlfYOJSHL6svz/w5NJ1W66Ou+vJKb2ri6r+dO77P6xI/DVqA01TY+1Ak3X1l1j75gunV86f8a+akmhpSXjAtdVPPnNfRpbfyBAmkwVCSJgwQQYCZywwjqEYgaG0AcIogqQI0gDhJiNnsYg87xOkVKvdaxdZVrKxnCCIbl5wiZLHH4gEQ2kuVygazU9Pz4tEsnNzS0tKq0qKK8sraisraisr6srL6srL68vKa4rLqqM5BZl5Jf6UHLcvTRC8ZgtrNhspGjMyFIriFGGHIAaCGQimfsVVP2dATRBCdwkRZiCY6VIkihkwFMFQCMUgBIUQ3IBSMEZDGAWhJIQQEEJAKAlhJJyMyBQJ0RRiZFCzhbDYSDtL23mK5WmbSLOSmXdZHV7enSIF0tyhDE8ky5+a5U/P9aWVeKPlvqxSf05hILcgmFfsjZb7Uqu94RpPuNKVUuAIZfHBDFsw05qSwwSybd4csyPLLGRZ3Dm0Pwvig4wzCzOmWa3Fdq7CJBQZxSw7F+hbnz39415vP+rPTqfskiA4w24RHTlYOr684sqWnEt7y9eua7tnMJ5SCH35bX7nlUagZAE148LFyrkLWmsbocefgPbtbALna+MHM+KHq775OJwfMrtsbp9E3nm9Z874/O0L+z9+b57LZWPcuaS/ns1o8uW1iu4yTsojbUGrO9MspJu5KC/mMrZ0KaN88Ij3tx07FgOKriVArAOoMlBkLRHXr86YxLsWzqiKHtOBrIL4f1y9BmkxBegA6CoAF9ovrDx3eMbSGe89+1CfV1++ddnyL2fMGFNdmRXw2FMCbofLaZckzu012u04Q1AMSZEmmjLjGIIYYJIwWS2ixcrZ7KIkhnkxxIoC7+R4QZIcXp8/LEoelyvk8YRTU3OCwWhKSmZGRkFRYWVRYXlhQVlFeU1VZV15WXV5WU1xUUVFZW1haUVReXU0pyiUmuvxp/OCSxAko5GmGZwgCAQlIciIYHYYMxtwYzIKd4djCGNg3NINA2Y2YGYItUAYQxotlMlMm22MmWWsgskuWVi3jfcLzjDnCvPuiOhNcwbS3aEMXyTTF8kMRHP8GTmBzPwuZBQGMgoDGUX+aKEvvciTWuAK5zmCeaI/R/Bl894s1pNud2WanYWMo5ByZlOudMoVplzptFTA8KUMX8YIxbSQTQjpOJ+GClHMlYu5CihnKSNV0GI5KZXB7iJIzCaFXNZZwtqKzdYSgivB2Gw7n/L3G4p3z+q1e1b5xA9733Rtus8FRQPQtM99nTtzEns86qnUy1dq1u7MmTTTceRMk5YoAp0eILsT8eiZsy0LFqbs2p7WcTJHP5Sm7fBd2eTdOS/3jmZzRRr54sMFK3/oc2BBePfctFEv5aYFSZOYa/I1UY40u9sTTQ+XFOcHonmsL8ckZVuEfFEqZp3FEJuBerOabrpjxqIllzrickcCxBUgK0BXNaArACSuTkvqQFO1uN41qPOfFKkrQFfBxYvndeWMennD5ePTjmz8ZM3cYeeOTj51bOaMKR/171XeXJV5ff+a3n1r+wxsae3Xq7Vfrz79WxqaaqtqKjOyMjMy0v3+oMB7JNHjdEqcYON4URDdNs7DCh4bL5ntvOjySm6fNxARnb6UcDQQTE0JR7Oy8/PzigsKikpLy6urq2tqampqaupqqyvLK6oqqouLyotLKlOjOaFIhtcX4gWJZVmKoijajBJmlGQhlMMYl4G0I7QdM3KkRTSyLovgtTsCrDPoDmV5UrL9qXmhaGEkqyQ9tzwjryozvzqaXR7NqkzPqUnLrk7Lqk3Lqk3Prk/PbQikVvkjlZ5QmStQ4gwUSr580ZvHe/LNjhyzlGcSc41CDsNn01wOxWaTtmyazaXZfJrNZ7gChitiuCIjX2zkiy1SiVmqMPK1NF9PChWkWEpJRZRUQrBVhL2WZOtIrprkSwmhCOdKcL6Y4AppsZxgGwiuheAbUb4O4msJR5WZz8nOrWHtTqPZZXUXm535diFwz815u2aXH5zjOfJz8/pFrZ9/EBr6BLR1pVs5HQYXguCSX4lF4kr2hY48WS9SFB8ATqA4gBqJtxdcOp2dOJdyaS8n7/DHN/piW3xn12bMHhP99qPczXNr9izO3z9LPL4k77vRFRUFRs6aIbKlTpaqLMQH3x96/KGiSLrfnVrhDDeYxVKCSTPask2eEtxZQLlySCntgSde37DzxOU4kAHolJW4HFO1uKrFk4t1usK1rP4364UgHYD2juS89C8HNn+/7PshpzZ90HFg9IVDYy4dnzL/u5GP3Nnw+H11H7/7jxHDH7/73puHDHn89TdeGj7ipdeGv/DW+yPvuPv2x54aPHTYi08/9fzjg59+8aXnnx/65H3333nbHbf2H3hjfVOfkorqjJzczNy8lLT09Kzs1IzMtPSsnNzC3LyC8oqqysrKurq63r1b+/bt3X9A72sH9r3h2j633DjghoHX3Dbo9kG33HHXXXcPGjRo4MABg269cdCgm2+4cVBdY+/mPre0XHNXY/+/VbcOqmq9ubrXDZVNN5TVX1tU3T+/ok9uWVtOaWuSs4pa0vMaw1m1gfRKT7jUFSr2plR6QlWuYKXDXy56y3l3KecqZZ0lor9G8FVznkq7q9zmLLE6is1ioVEsMruqzK5qk7PK6KhkpApGqqCFSlqoxGxlmK0Ms1VgtgrcXonbKwl7DcFWYbYy1FoOm2thcz1iqUFtVRhbjrNVFNtIsc0U20jydQRfifOVGFeDs1WktcgsVOHWJtTWgrH1OFcHWWpJvjSvsGLo0/fdMjCjOI/x+Gw2O+1zEi8+kntiWem5Ffypnzynt0TPHSjZvcHdfjYIOoOg0w86vUqnpMtuXQkmEp6ELABV1DoEcMndcczVcVBq3228vMkY2+C9sFz6ZZXt8ELb8eXZR5blHV4SOjCXPTaXO/hjcPPshluaoaDFUJ8dGnpfxo8TGjct7jvqrSLJRfO+UinSKoZa3YE6zlFsFAtwIRdjs8zuYlugPLf2xnfGTj1wpvOyrOkAXH0jQ9MTmhrTutbCaf+FImOKrAIlrp7XlCOxk8unffbAlLdu2DF7yIWdn105OH7+5Ie//vTGrauHHN37+eQJr99208Ahg598/qlnHn30/ueGPfrxmHcfeeofDz3+0PivJ/z72ynffPPN5o2bfjl38tDhzXsPrN209acfZn7/+fhxr7054pOxYwY/89RjTz7x6vA3Phkz+pMxo8f9a+zM2TPmLfhxwaK5S5ctWLpsweqflq1Zs3jdmnlbNixbt3r55vUb1q7+ae3PP82e/f3777+xcuX8jZvWjvtiYkZOhT+twpVa5YzWCZEaIaVGDNdLkQYp0uBIbXSmNbnSm13pzcldR6TZmdrLmdrLEbWJEcEAACAASURBVGmWwk1SuMmR0ugINUvBJjHQKPgbeV+D3Vdv89bRQiXFV1B8BcmVdxlCBcGXo2w5ylYi9ooeqELZatrRSDsaKamBFOsJvh7n6jC2FmNruwqFXkmfR/D1JF9H8nW4vR5na3G2BuMqEL4MFioMXA3KVlO2ItZRRdtrKa6e4ivMzlrMXmnio/m5jrlTHlw7u/eMsVkjng7f2ZfsUwiNfBA7sTCsbXUntnHyfhGcD+uXg3KnS447tXgQKCGg+IDiAbJPi7mA5u64xCrnhc6DbGyHQ9vulddx8hrxynLXhSXSmSXG4wvos4tcB6ZZz8xnLyzlLi4RTs51HfkxOn2k7euXvGsmVR9dWnF8ddHelRWfvZvrSeFIsRDhK0zuJk+g2Ress7ryKCHd7swzibkGWwbmyKd9hc033rdw1fp4QtFiMbnjctIpJmSgagDo/9VaIahdjqtASWgX4p37T+2efnL96H1zX5j36c2L/nXntvnPxI+Munhg+Ok9Qw5ve+2d125//L6bn37wrlefe+yJx+567PF73nj7pZffeuWaQde+/+n7X04cO/bzT5YsWPjL6ROXLh44e2HX8dN7Fq+cP3HKxCEvD/lm6jdvvPPGsFeGjnx3xNJVS5auWjJn/sz9h3afOH3k4JHdO3dt2r1304lT+48c3X7o4PrDB9YfO7j7yIG9Rw7sP7B3x6YNy0Z99Mb3335x7pfjP6/dWNVwTTCrzpvZzEdqxWiLEGkRIm1iuK0n8+FWLtiLDfXiQ21cqI0LtrLBVjbQwgZabL5mm6/R6m2wehus3iart8niaTS5G+z+XlZfi9nTbHI3mdxNRlcj7agnHHWEow6XanGpFhNrksDFelysh2yVkK3SYK8y2KtgthrhalC+DhPqEKEa5qsQrhZma1B7DcpWY/ZqzF6JszUYV4UL5ahYgjpKUakCFusRoY4UyhipFLbkU2wxbsm0SCWUvcLuyPRI0MQP63bOyz+yOPXA/IrNUyvnfxrc+kNqbENE3c6BfVZwWlBP2/R2CehOAEI6COlKEMgekHCBdhfocOpxb/tZLnaE79jGqhudyiopttAmLxEuLhQuLBXOr7BeWGbqXCFeXGCNL2cvLWIuLDG3r5Lia0IXlgVOLw2dXxNq3+y5tC1wZkfJ1MkVoTSaYAO0GLVI6Ta7GM3ICqbnib5M2pxqEwrNnnJEKiC9xYQzo6yh7+y5i9SYAhJKIiYnF8UmVxXJyn+WJKQAkNBAQokD8MvpPdMOrnn7wuYRl7e8tvaHeya9VbP+x7su7n0xdvTlwxuHDHuofOjDrZ+NvOP78c+NfOWBh/9x61PPD372lSG9rhkweMhTX00eO3Hip9O+/ebA7u0Xfjl04uTuU6ePbtq+edJ3k4a+Meyzf3363ifvvjzipedfGTJ38az1W9esWbf88LHdx07u23946+atqzZtWXn0+M5DR7ecOLX14IF1e3ev37B22ZKFs39auWD/nrWzZo5/9+1hO3as271n35PPv+7PqHFGG8zBKj7aS0hvE9L6SGl9ksyn9hYibVykTUzt3W0LkTY23MqHW9lwbzbc257SZgu12kKttlAva7DZ7G80eusJsQITqzCxCpeqCUcd7qjDHXWYoxp31mCOSlSqQMTynsAclcnyHqhCpQpIKIKEIlgoQ/gynK/E+UqCryT4coQtgfkiWMiDpVxYzDdIJQaxFhLrIKkKEkoM9mwxUG7n0zghB7eUWsUCn9s06pW6/bNLLiwKnV0Uvrg659SKtPbNGfreADgkgPN+cCWQuOgAIAiA/0qCVYFb1TxJBwk6A+Cyr+Mkf+Uwe3GLPbZRBOvc2lJWX2zXlvLtS7hfllhOL6V/WW6Kr2YTK23Kaou23qZu5S/8TMY32/VdLu1AILbPFTskqWci547mTprg9QYgKwu7XURWOlpdBt1/d2ptfWZ6ZkE4tdaApdm81QiXC1nTaHcuafMXlzetXLFOV4Cigksd8U4dtGtq4urK6/+gyLgCEirQgKwrp7SLq87tGnt41UuzRw9YOeXObQsfnjGuadHXrXuX3XPk5ydWfPfgujlDjmwcuXvNO288e/vN1/a68283N7Y1l9TU33jrHaPHfjD5mzH/njR2x5bVly4cOnps2+kzR46cPDTpu69GT/zs9XdeGfnBa6+8+eIb7748Z9H0Qyd2HT6+89CxHTv2rNu9f8PGzcvXrJt/6OiWYye3HTq6YfO2pfMWfvvVpE+HDPnnmM/e2rJx0Ya189547alZs77Zd2DvnIXLw3k1rsxae6SOS2+xh5vtKS1suJWLtCXBhlt7wp7SkjwgCVu4zZrSagm1WELNllCzOdhg8tcx3hqjr5bx1tDeOspTS3nqSXcd6qxDHNVJLcJCmYEvhbgSiCsx8KUGvtjAl0JcEcSVQFwRxBZDbGGX7SwyuIphRykqlWFiBc5X4lwFxlWgYinqKEUdhagzH3YWw44yVKwxSPWQqwHxVjqj5b1a2mrLUgsyJIdD9Hh4hw169eHAwRnZiRXezmWCutEd2+5O7HOD4y79BAdiYZBI0bVIQvPLwK0Dr6yIALj1hCtxUZTPOJQTrgvbzYm9jo4tUvtqe/sSY3whA5bbOxcy7ausl3+2X9kkxDYLHWvM6kY72CkoWy3yXot2lNOOcp0HjPJpVr8g6ZccIJ4qxwuXLg3cezc07Lnc8aN7rV446MCOW7ZueqDfgAy76BE9Re5wo9lRRIjZtDuXkKImKco6M7Pzaleu3iZrXesbY5oiA0X9L1adQ6qSNK4A/Yh65ef189988pasQidUlQb9MG7A2V3PzfmyYeJr+Rc2Dbu444WzW589sfmp5T88+Pf+xc0l+YNu7FdRWdKnzw0tva8b+ebrU74dN2P6uOVL/33mzJYTp7acOrvr5Nk985fOmDx1wtDXnnly6CNvvP3S7AXf79y/cfu+dZu3r9q+++epM7/6duoXBw5vWr9p8dET24+f2bH/8KYp0//11vtDFyz9bvibzzw35IHly6bu2LrirRHPjRz+/M5dm3bt23vbvQ87U0tcGU18WouU1uZI752ElNYmpbWJqa1iaiuX0py0uZRmMbVVSmvjUprN/kZLqMWW2sfobyLdNdZQozlQRzhLGW8l6SojXWWUuxIVSxCxFHdWwVIVJFRgjmpUqMSlatJZSzhqksDEClSoRIXy3zEilkOOUshRAgnFEFdiYCsQexViq0bsVZCtBOJKIEsu5q6E2FKIrcDFesheBXFViJibk5c7asS9c/814LsP898aEnribtOgFmj4/dC5eSGwRgTbJLBHSBywqadZcF4AnS6gBVUQToBQDPgTukfVXECTQFyQL/OJc1z8GBfbwyW28PGN/OWfbB1rrPIak7KGln+i5LVMbLO5c4e9Y5cU2yvJ+0X9IA+OCuAED85x2kVBveJUYw5VtmuKXVckoPgTsbT2S/kH9uRdPtOqXmpT21vPnKpasaY1s5gzOtIZd7aQWuaMltHOVIwPWv05kCVoduYaxayGtts2bj6UiAMloQJdU5UYAMl3joGu6z3f++v5fjOkygAArSN2WtOOJy5ufHBQYW06tGDSEyOeK7v3BurA+sdPb3ly0bjeX72ce2TlfSc3PHhm0z+nf9Z6V5v39ra8d1999KF7BrU19qsqb3roHw9MnPjp9Gljp00dc+L4puMnN586s+34qa2rNyxatWHx/KUzvvnhyyWr5uw6uHHrnp/nLZ02b9F33079Yufen7fuXHXq7J69B9ZPnzXxkzEjf5g9acK3Y157+5nx//7w8y/ffOf9YZs3Llmzcu6zTz7w0IO3z5v3/YHDe8b/+1spJdfuL7cHG2yBBlugyR5sZkO9uJQWLqWFD7fy4VZ7sJkPt4qpvYVIGxvqxYaaxNTezmg/Lq2vNaWVi7SJ0d72YIPRU2HyllsDFXyklnaV2ILV9lAdKpbgjnJUqsAc1ckMEuGrYK4S5ioRvsrAlkG2EoSv6AmYK4e5cgNfDknlkKMcEstgoQJja3GugeAbMaEeFWtIdx0s1cBSHSbV065mxlFLitWEp9lgyxAE7uFbs3fMbt07O/3YyuJ9Swv3Li4/MD8DbI9qGyxgJwtOu8BlAcQ4EBeB4tI0XwIE4iAgA7+u+4Hi0dpZ9bwtdoqNHeHj+wR5O69ukLR1YnydLbbBKm80K5ssyiaLvM2S2GOOH7QljrkSJzz6aS/4xQcu+MAVL4i7dNmtK35V86g6p+tWoAtA9wM5TelMB1oOkNNAPKQnMhJK9bQ5xYGoieSiGJdKOdIEX3ZKZplFSuX8ubQjm3LkY3y2xZmbk9+0c/sRoIHElQ6gyAAouvrnqWTPORtVTnQAoAAQv3hyV0uZNPyZqgkftnw0vPK914o3LHz4jUece+ffvWpi73HDUg8uvv/YyvvXT71u2TfXb174zPoF7wx95OaBzS39m/r279Pr44/fnD598tdfj927d/PJk3tPn9lz8tSuHXvWzl08bfvutdt2rdm686eVa+b9tG7h8tWz5y/+ftO25XsPrD9+auf6TYvHjHt7/qLvvpjw0fD3Xvny23HD3x/2/mevTpryyZp181evnv/Gq0OeeOz+x/7596+/HrNt54aft25pHnCLO63WFe0tRfpK4f5SpK8U6etI7Zc0pEhfMdyHDbTwoTYx3IcPtbGBZi7Yag+0GF31Jl+TPdhs9tYyzjKbv8qV3uDJaCpquK1+wIN1/R/MrR5k9VU709sQtohx1dCOWqOrkZLqcL6adtQzzgbaUUtJNThfiXEVSaBssktebuDLIa4Y4oshthSylyO2WsxWh7H1CFdj4MshocIg1EH2WkxohC1lsCmLEopRsQZiC1lHelO5c93UpmMLU04vc59c5riwIePsulBil6NztyV2zAU6gkCXZNUOdAlobkXxyapP03xA94GER7siqefsyglWPuBQ9ni07R59iwtscIFNDmWrRdlpUXZL2h6vut+vHfZqJyXtnKRf9OiX/aAjFcQzQCILqBkAhAAIAJAGtDDQXUDjgSYCPQDkPBDP09RILOaQVU9MyWhX+r7xjldy4ZyUZ7Gl2e1RzhIJuov9nlJWzCeFXETMgYVsk6fQxKe19Rm0acNeXQGaCpTke6Xab94j+33UBqqWlK2auHzl1I4+1eIHr9S3lkG39MOXzHzw+kaoJR/6ecrNVzY9v+Kr3pNHZO+bO+jEirtOrr39xIaHVn732JC7G+8e2PK3awfUVeQ88OCtY8eNGj9h3PIVi44d23Py+K7TJ3cdPb7zwJFth49uX/HT3CXLZs74cfKiZdPWb16y79DGk2f3LF42be6CKfMWfjvq05HzF/7w7dTxI959bf7y2XuObln+85zVa+eN/fKDF196dtSod55//ok777zh0cH3LVq+YOu+vS+9+THnL2b9tVKkd08ViuE2IaW3kNLqjl4jhtvEcJsjtY+Q0iqGW6RIbz7U4o7250PNrL9eCDVE8vq23fDICyP/9dXUFRO+X/bhuOkffzHnyymrXn5zck75TWZHGWorgEz5iL0MtpVClmLEXpbUH8aXkWI1KVX2ZEKowsQK1FUFOysxRzUu1pNcI8U3kWI94aiBuCJILDMIdTBXb3Q0k9Yii5DOsH5GyqC4CO9ICUjQJ8/ZTy1Nu7RK6twgXtrslQ+EwCk3uOjVLke0RIoGHAlgV3RR092aFgJqCKhekHCrl8XEGZt80iwfsSb2upSdPm27B2x1gq0usFPQD1i0wzZw1ANOhsGZNHAhAtoDIO4BCQ9QA0BNBWqGrmZpWroCghoIAhAFehrQfEB1At0BND+Qs4GcpQF/XBcA8LXHU48eL3vmKagkG6rKd5flCE3lab2rS/vXt+ZFKwOhclrKR8RczFWASrmMmMM6cmrrrt2992SnAlQAZFVRFCW5ku3PFanJAKggFr8CwBn58oq3htbfPYBvyIIeuz3ywI2Omixo6uheKyf8/ZE+2N5lt23+sXXKiLQdU/te2HjDwcUD5356/fD76x6+vuK+G+qv7VtQXZv2zPOPjPnykynfTzh6fOfpk7vOnt5z/MSuzVtXrVu/eMOmZStWzlr989yDRzYfPLL5+KmdP69f8M2UsV98+eH0mZM+Hf32J5+9NX3mNwuXzNqxe8PaDcu/mjz2uaGDPxn9/oiRr475fNSwF569/oYB114/4LsZ09Zu2/3BuG9Tclvc0V5ssIENNXIpTXy4WYj0ElKbxNQWMa2ZDTVy4QY2pd4WrLX4q+2hGj7SKEaarJ4qIVCXktXWeu0jr709cfw3C158fVRr/9uCacVWIcXKp2UXtTw55P1Pvphd2+tvjmANIZTQzmrGVUM7qylHFSlVklIlKZUjbAnCFnUzyhWjXCnMF0NiCSQUw1w5Yq9CbdWorQphSwxCEeouJnwVsFQH2apwSyljy8jMykkJi9EUIT1oj4ZsWT7o+Vuho/Mylc1Z2o5Q5+6QejwsnxbBJTfoSAVKBACPBgQVSBrwAT0VyGEQc4N2QT3Pxk8Z48ex+CE6sdeh7vGre536fgEc5MBxOzhnBxc5cMkDrgRBZwpIhIEaBMAPdKcOXED3AzWgqn5F8yc0v6wHgJ6qaxFdD2rArwG/DHyyHpb1gAz4mG7VgVNTI/LF4o3z3csm+pdNjM6dGJ7374r5U+4cNfLOSNARSi2we4sxRyHhLoNMWYg138gXmvjodbfft/PE4TiQFaB2/zHOn/dsgAYScV3V4gCcSZxfsnfNm1+90zb8n5mP35ZSkw5NHX3Nkkm33lQKPTuI3bvyjsPrbv7xo+zZ76adXNJ6bFH/6SNKxj5XPu6VPmPfuvOxf/TOz3Nfd0u/d0e9M+bLTw4c2nrq5PbjRzYvWzJj1651q3+at2794h07Vx87vv3osW0HDm9K5o5Ll8+a/O/Pp8/8evrMrxcunrl+44q1axd/M+VfI0a+/O57Iz8bM2rS5AmjPvng73ff8dTTjz359ODXR745+YdZo8f/UNfndiGlWow0CJFeQqSXmNoqprZIaa1Seq8kO6O9nRmtQmqTkNrgymyT0pvsoTouVBvKaimrvWX4O5NmzFv/7PNvZ+ZWmKwOCMIQhDGbBQiiUNxOGV33PTz0k89/SM9rMTrKUK4UF8opRxXGd9kYX5aUJuWoSoJ2VtPOatJZnRwVIoQakq+n2EZKqKccFbirGJKyISHXwFUzjmYzW+bx5v/97hu++PSRL0b2nvRO87i3W8a+WTZvdMbZVXVgX5t6sAFc6AvifUC8GnQWAqVYT2Toil9WHDLwKSAC5Ey1PaxcdCrnePUUr5yyJk5S8gmTcsytHQ/op93gnAAuCKCdBwkRyA4g+0AiAFQ/0Py67teATwWSCiSguYHqBZpb090a8KsgpOspup6igaACQjIIxYEvAbwykBTAKRqrKU71si9+LNSxI6RuSr200ntilWvPsswV0/vdd2uEs+NmIcSnVPCRekzI50L1BFtGsSUWqcTqynp02LDLIC7rf5JH9lQndPWfbmJa4pfOE+tnjP3H5jm37lx08wv3SA8MsH7zzo231eJP3WTdOOvOxd/2Hf2ae8+8vvM/iCwflXNi7sBDs9sOzb/m8Op7Z00Y9MjdrUX5WZW1NU+/+MJ7H3285ucVB/av3bl9ybw5U5YvnbV2zYKTx3cdP7rjyNHt+w9sOHV694FDW06c2rN1+08Tvvp0zrwf9h3YumL1oglfjX737RcnTxo98o2XR3/62ejRn7/66uuPDv7nc88//enoj2fO+fFfX00ZcNM9ablNfKAsXNTfHqoTIm1CuI8Q7ieE+wjhPny4lU/pzYdbuVAbH241e+ut/noxtbct0MCGemWU3nTn/S/8a9Lsl1/7KBItomk7YzQTBGGzmxiGMhggo9EIQTBBmqyse9iLb700fLQj0pyM2qRYjdjLULackupQthK2lXejey4HsVfAXCXMVqPWWsxSj1ubcLYWF0oRRx7hL4SEXExqMDl7UaYCi9nd0pgxbfxthxc2nFuRd2xN+bH1DZe39QMn7z2y4foLJ/55pf2FjsQwoD4hX7kF6P3j8eKYkhbXwgktS1ELlUSR3J4tXwgp53z6qZB2ygd+EbXzvHrRq3b41bhTkTldkYDuAsANdA9Q/ED2AdUNdGdC98SBJw5ERReB6gWKHygeoHkA8OogALQgUAMa8CjAm1SkCgQARCA7QdwPOoPKWXf7bqFjgxhb5rzwo3Ryvnv3nIJxI8qzUjCnN5Xgc2lXkSVQYvHmoZawVSi3cNVGW4XRWhBIq5g6c+GV9nj34nNVVZNa7PlnO1DXZ7oGgPzL0T1/v67gy/fqN8y7edaYxgH5UK0PGnZH+tdv9XrkRqJvFRS2Q7M+Sd0zq+G7FzyrPis8s6Tt4Py6XQv7vDckOqhPTl1ZSVlZ2SODH//447GLFi06uH/Drh1LVy6fuf/AplMndh89vO3wwa0H929etnzW6p/m7djx84lTe3ftWrdl2+qdO9dO+W78ex+88f6Hr381YdSELz8eN/qTN14b/tijTz0/9OUpP0xfvGL1t9Nm/f3BwdG8OilU5os2+7J7WwM1UlqrkNIqhvtI4f6OyABH2jWOtGscadc606/jQn08mdc70vqLqb2lSCuf0lTSfM/Tr4yd/MPiAdfdYbY5ScZuMrMYTmMEThqZjJzs1r59Gno1WzkWIWgIJbJzCr/4akZm+Y2Uqw5lyxlnA8pWYlwV42xA7BWUUEuJ1ZRQS4pdSM7l4HwtztXh9kbc3kywvXCuARMrUEchxGVCXAHp6IVaa2l7iV1KY530I/eGjy6tvPiTq2NvpONQUefBa09s+duAZqhvf/S+x6LPvFLy9dfXLF14zflzgzrjfTq1qk6tOi5fk0gMSsTvSLTfJF/pq16s186VK6eztMupSkeqHMtOKNlxLbVTC8VAUAYpsh7StBCQU4AcBIoL6E5F88Z1b1xzqpoLqG6geoDmAKoTaG5N8wHdr+leFTgV4FKAX9E8QBeA7gKdPnDRr570du4TErvExDqxfb5w+UfPyTn+bdNLBt/m9IkQaRSNUi4lpHL+XHeo2CbmUPYCE19Js9UWsdrM5tbUX3/i9MXOWCL5FzqJRKJbnT17NgDIoDOmKAAcPXc6nOGrKnO/9ETN2mm3Lh/f9Pb9gb83kMUe6M7e3IBqqLkQ2jq/75Hl/Y4vHjhpqG3fjLojC/rOHlUw7G7nHb0j1/Uq6dNQ/sgD9772wptTp0zft3/jrj0rjhzdfPL03iNHtx85smP9+uWrVy9ctXzBscN7Tp84uH//9p9XL/rmm7Efvv/aRx+/Menrz36YOn7y5M+HDn386Wce//CjUZOnTF/x09ZpP66864EhOeX90gr7+LN7u6KtYmorG+llj7RyqS1CqMkdaZWCzayvSUzpJ4QHWAN97aH+Uvp19kAbG2oSwo2O1Lqma+77bOLsD8dMzs6vIGiL1SrRJgFGrfnF9U88/8bEafO+m7/iy+lzF6zd9NSrr9kcbowyIgj2/LCR9z/1vpjRz8CWGNgyyF5KO2phWykpVOBsMWYvRKwFiK0QF0phrhTiyjBHNc5W4WwNxjYibDPMNcJ8LSxUIEIJ6aokxWqCbzZYalGhGpEKIGfYmW6c8HHhhZ0Nl46ktp8qBO2PbVz+MGuBrByEMBBhgSQeSvFBc2f2icf+EdcGJfR7v/66bMqU6+fMu2/HjhcP7x2SuPhs58WBiVhjXK6JKY2KNrAz3l8FA+J682W9vBOUxEGRrOXLsUwtlgpUP9D98SsuoEQUOQWAFE3lAOAAYDWVAyCoKD4N+OKaU9acAPh0RQLAD9odoNMLzjvBCUfndkHe6r602vrLfGNise/kNMe+6d7F46N5figzTLqcvJWVPF4/y3o8zhKXt44UCmhvGSyUYFIp4ygkreGHBg+72KGoyX8HBHpnvAMALRaLda/vhfQrClCBDkAcgBMdsj+rwOEOVBeHxrzSsGHqTSsn9Hnv0dSHrw3mOqDmPOiLNxt3LLp77EuejT+0zP8se/YHKUcWDlw0tnjS8PwvXm/+/PXbnrn/msH33/HCU0O++WrSuo2Ldu9fdeT4lqPHd27dvnrLttUbN65ct27ZquUL9u/ZumbV4q8njh314ci3337lm0ljp0+f9O/Jn7/wwpODH//H68Nf+XbqD5u27Zy7cNUTz42sb7sjs/ianPKbUgtv8Gdf484cIEUH8On9+PR+YnpfV1qbK9IsBZu80QHu9GvZYF8p/Xp31k1CuJ8ro78r2upJb7j1vme/mb508LOvOH1hCMZEyW0wUH5/5pNPv/7d9JWvv/PlTfc8U9h0Y3pl35qBd477Ye7t9z8GwTiOk9Fo/uQZazLKbybEUtpZCXPlhKOGEKowrgKxFTOOSpOrmhLL/z+u3vo9qquL298ZOe7njMfddZKxTHySibsLElwTAsE9OAQLECS4S7AESHAolGKFCu0DFVq00OISn/cH+jzv+/1e1/kT7mvtfdZa+/7ACoNEof8y1JHwRikXKeJjRUIckMWIZGaxXCeV6aSsDmZ0EiJE7hSJK30Ar6I8nChHkJUGvj7t1fU2uOOdvuddbcuhwRwHcIYQ46QUxxkCVTBg7Yq4zx/rOrpqOjpnR5qAUg6cXEBoKJGaIB9QTJ08Ht7bN/hTd+WzV/0/fJra2VH36cP07p4pn2xjXnaWfegu7+kr//g+19ad0/PZ9OGVr80WaeuI6Ok0fu4I7epz+9yj+tyl6O6x7+1y6etz7+h16LW59Pa62XrcbV0Oth5X2z8OtqcOvQ/lHfe4zjv2H79WvbnIvjnDvjwu/HXC/rfTLpf2uK6d6VpXHTR+UHBVpa5frl9mkjbYx2DvEMm7RSKO4YD1A0IQZa/j1CHufqY9zafed/R97vkiG+v+V8X4PyJt3X227p7PPR1vurrf22xewbE44aLmNZnRnk0L0m+2Pc6WWAAAIABJREFU5Px0tmz/kpxoV7BpfvrRjQOiPECEPRiQCu6dq9hWZ3+2KfDR+aTf2y2/ncm+ebjfyinZQwuTBg/I37q94avrR+7cO3Pn+0s//+fG/Qe3vr1z6cLF41eunjrVdmDjpvpZs8avWjV/584NqxuWbtu6ccbMyfPqZjU2rj3a2nLjzveHT7ZPmrkgp2RoVFKRLq5IF1fhpc1zDcq2901XeaUovFJlHslfmuGCa5JLUJ7cPZlzTlJ6ZSm9suQeGbSjReaWaO+T7BGSWj25/vCJq/llQzBS4OQqTuAJgioqLG9uPrVp4wGLtdQ/1Co46lBFKOVgRJXh0amDdx44Fx2fAUO4yA4eN2HhzHlbOFWEiAhC5CY73gRIvVQZL1HE2XFmwEZCsihYbhZzBrHMhDvEihV6sUIvUURLFNFShQlR6VBlOKEI51VmjPKTKV3c3dWBvqQllk21iseOROZMBT/ccu/rCeztMts6Zi6ti6cogNMUSrEwTjAESaNg2ED37o6NnZ1LXv5d7+MFJCJAEIAigJwAnmqwf0dq58dFHz+uLiyQuDuBxCh6cIn/3GmJW7aWtZwa+fWN2kePlnx+v+njm6U9nyd2fOjX1ZH//l2azTboU0ehzZbdaTN39mpttrDOTq++Xp+uTlebzbf7k3fvZ5+edy6fn2vePdB8fuDc+ZPjq6+51xeFd5fU7y8oXrTSjw4Rr86r7reTP5zkfz8V8PhkxMPW0HvHdHfbMnevy4k1BchV3nJXPWEfjilDaU04r9YilCfKuIboLL/+8eJD57+ygk+fPthsvf9bowS27o6ejo89tt5PNtv7HpvWmEdzYTwTIKdUOQk+zZuTfjxbvG2WKTcUjC9xCXcEhSZhz9JynTNoXhtxZW/crrmye4cjHrTqn1xKWT/dfkCKMivWt6I4cfXaeacv7P/m9qnLV05eu3bm2jenb946e+ny8U1NSxYsnLRo6dQ16xbt2bepafPamglVCxcvWLhoyZ69B6/duNNy+vKCFevz+w23ZJTHZ/SPSR1gShrgbyz00xd5huW7BOU4BWQ5+GVpfDLU3ukqn3S5d4bMK5P3SOdcrIJbitwjTeGR4uSfoXSLDY3MH1u76MDRi5bkPBhjBZmKohiZTDZs2LCrV240rGrq3290eUVVSb8ac3ypR2AqrYrEZQa5Y9zQUYsa1u2nGZlUgppNyfv2nImMKqT4EFoVKRVMiCpBLI8FfJRYHgsp4kV8lB1jkPCREj4SUFogaIFMCzgj4IxiXivhgyV8sJQLxTgDwQYGBoUsWjj81PGxP9wY8ujHoleP0v9+Hv3po76ry7urM9rWt3RIf08cAwhB4iyLECRHsjQMEqKozo8HOz5tuXNnoUYNKBKlaIyhcVqC+Nij1y5M6v7YZOs5GRIESBgoSAkrAQwEeBao7IFPIBQYjCQnOQ+o8Js/R3/6VPFff028/2DIk6czHj2e9u7T9A8dVR8/D+7sKujtje/pCu/+rLXZono/RHe9jep4pXv3KPjt/dD390JfXnN/f939zUXNy9P801buSQv7/CT3Wwt2vw15clH25xH+nxb7V22aB0edLh0wDOundnTmYcaFdQjnnXSsKpASfBl5IC3zYxUBKOM6dsLsNx96P3X1dnR12my9PT1d/7Wt2YCt953N9vmLR+Bzn21MzUq9eShCGASl2cPdp3+e86kdWT+29h+fJUoNAIOs8lhPMCiJtHiAr7boXpwv2DOdvdwU/OPJ5JPbtGPKpVnReKrZdUhZ1qrlC4+fOHzu4qnvvrv2/d0rV79uO3ioaUn91PqV03buadiwZcnCpdOnzqiZPG3CrLq5h4603rj90+mz1+cuWpdfMTalcJg1f5g1b0Rk6kCjdaA5dVhAZKlXRKFbaK6jf6a9b7rGO1XpYVW4J8ndk9UBhbB9ksI3T+GTLfNIdvTPlLvHKl3Nwfr0eUs37zlwUmeMxwlW4JUiILZXa1asqP/71T+3bt5tO3Vh+7Z9y5ata2jcuX3vqfnL9gREFLLKOEFj8QnIatrWnpFVhsAkLqVrq2asWLbV1z+eV0cg8jBUZYJVZkQdIxIipYro/62uYao4qSJaYh8lsY+BlImwMgFVmVGVCVWZYVUsJE+CBBMp9xgyOu3S1wM+fuz3+U1M3+fwnt7wzt6Ajl6vjk5L96f69CQFS4thhMAoGsJQluBoBPh7Sl48O9LVeerosclqtYgXCAgFFCOlIdjXCf39P8s6Pm98/fqwWgN4xo5FYQ6BlQxJECIAAxEKCF5MUIBmAU2BGdMKzp5Z6uwKHB2BLkJRUhQybUpSw/L044dS370p7/yc3vE2tft9bvf7gR1vKz+8rHj1qOCfB7nPbye+uG56cs7jSTv/7DTzpF3+uF355Jzy6XnVb8fYJy2q582OT5vdHp0MvtuaNGF0oIMHIxa8IXU0rIyQuxoVTv6U4IrznrwmlFeFkLyPxiVkw+b9Xb22ru4vjcleW1/PFyiBzfbeZvvU1Wf72G3r7LPtPnhz0qxmc/J0jXcZgNx83YW6GvM3zYWXt1sO1yfVFjukRYA5I3wPLTf8eDTrP8fS7+yO2TpFcedIamtT2I7lwRvmx9bVWGZP6Ld47uTNW9afu9j+88+3v711Ye26RbNmV6/ftORI67bN21fWTBlRVTti8qxJW3fvvHbrbuuZq/OXbiofWJuWMyw5f3RKcVVCzqiEvNGW/LHmtOERlkH+5lI/Y6lneMGXGunol6HxTtV4JCs901n3DNo9U+Gbx7olyz2TBNdopaspKXPg8jW71jftDQ7Wowgp4+UERvp6ei2YN//mzZubmrYUl1SEhOrkMjXLyRlBERhumjijvmnnOUvqWKWDhVNGFpRO2r73BMUqITtEI9jv3HZw89ZDk2esnDhn7dipqzPLJ0amDHYJTqccIiFZhB2tlfBGWB4NWAOQm4DcLJJFS/ioLx/go4AQA/h4IJhFgr/KSz60xuWH+znvP8T09QW+73D+2OPWYfPvseW9eLIoPBjjaAQnWITAURyhCJZCpa72olvXt9h6r69ZOwLDAU4iUhygOFBQdGSI5uO7HV3dm396sBWnAUnaURhOIRgOIwgm5dU8KWelNCzBAEFLpDBYvXpB+9n9ChUugaQUzeMoxlOIvWBXkM799suAnq6hXe/Hbm/0mDVJvn6V/nzbgB9v1/753dTHt8a+vjPo+VXr08t+f5x1en5Z9/xqzP3zwU++Mby4Ynh+JvyfM4aX56LvHtY2zHYL8LXDBJkdG4poEgEZwjiaVO4RvL0fwnthMr8v/gxBE/jl7P7Xnvq/jIEvRPb2dfyvRu45cqthx+2F629lVDbyLhlOTgZziNuWRTG/nu93cFF4vCfY05DZvKWscUFsbaViUn/s6r70psmam9sjf22JedASfac55cKuotVz8qZNKKpbWN3cumPP3g0r6mdPn1G1a9f67TvXzVs0dcqs8XMXz2naseWb7+6evXpj9qKGrMLhKVlDEtOHJmWPsmSNSiuZGJc9JjJ1WFT6KH3y0NC4Sl9zuWdEkUtIrr1/hto7VeWRKne1ylySBNdkziOT98lh3JMVXlaNn8XZPy6ndFTTjsMN67b6+gVTJMcxPEszKIy4u3pYrSlu7p4IQVOsXAITGE5KUKkIA2JMhPFc+ZCxB45fN8b0Z+R6e7eY1RuboxOzpBLMDogiTTETaqeOrKqtHDGuZkrdhu2HDrZc3LDjWM2MFfqEMlylRVVGyjlBJDNLFNESpVmq1MMKAyxLkMiSgdwKlBbgEAPsDUATJtV4Ewq6cnTIT38W/tOh77YFdNq8P9m03bbK7+/M9nAW0zhCkTxGwDiJUARNoZBaKd6xY2ZH143aSbkECdOMDGcwsQSwEJVrjej4uPv9+/X7D03i5ICkIIqiaJygSQrFIQkukeIoRiOMUizFAMmA0+cO7Ni7SulEwhRMCRyC4hgKkxBITZA/eVz1+XPNi0cLc1NogQYCAzgaKGRAH8iXJrtUFal/aOv/4nbuH1esf90a8eTWxL8fzH7/aO5f90b/89Owv76r+O1a9pVjhpFlINgdOKnlHO9Fywwwb8YUsaQmClWGw4pA0j4M5YIEjR6lvZQOwavX7fjcZeuz2T53fvqfkR/YbB29vd09NtvnXttnm21r87UFGy7Vbbg5d9N3kVlzZfYpLg5+w4sCzu3Kv3e8cKgVGD1BkAsoSuai/IHOFbRtivnpcNbeSdyD/dqHxyOv7zTsrzdOGBS8dP6QJfWTp84ZN2nKqI0bly9YMH36jNrq8aPnLa7b23zw6u077Re/nlq3LCG9zGwtScoZlpI3OiW3Kqt0YnrRpJTCiUl5462FtbFZ1Xrr8HDrsICY/t6mMreIQufgHIeATHvfTI1XutozTeWVpvDJlHmlC+4WtU+iV1jy6NoFO/efqBo/3cHRlSAoQRA4hqUoiudlHCtHUJJkBZwROJmjs4ef1hCpMxscPNQiEohJCS6Tlwyqmrtku4tvktotZmjNokmzVwA7SAJJxRIISKR2UkiCoChJIQTNCipdZNz0ucs37WoZXL1A7ZsA2BCxwiiRR0nkRkgRBinCJbJ4iSxVJE8FygSgCgP2/mKHQETtTqvlShcwaBx49DrsbZdbp83rbUfEh86hF89NdrGHaBxDYAJBxSSFkDiFw4iMl8yZO+if11+XVJgxDEEQBsUhhsbkOFtVmfXpzfZPnzYvXlahUMMSyI5leRwlcBTDaByjUQSBcBKgBKA4oHYEt+4c37pzEcYBhIYRioAwlCAIjsQKsvz/fjHvzauZ1y7PDg0gUQiQFI9gCoxQ0STDwsCRAHfOTHz549gn3408sDbf5AMSI9GKQuelc+P2NOVfbR927nDWn9/3v9Acd6DBOr8qamCu1hjm4+4VQSojKMcY2sWC2xshWSilMsBMEC0PJXmfikHj337s+9DR3Wez/b9E/mtN7ey1fbTZ9rTdmrfxUt2mm4u2/jB23kn30AHOHnFaP/+ltek3D2Rc2KJfO0uXEAyKYoRsLdi9IOB+a+rjk1nbqtDbm4N/PBh/vMFYV+VXWRg0ckhOfkF25dAhW7etb9rSMLdu2qgxw5evbvj2h58vfH23dvqy6KQSU2KJMaHcnFyZkDkyOa8qOa/Kmjs2rXBiSv6ExOzqmPTR5rTReuvwoLiB3qZSL2Opc1ieY0iOvX+G3NOq9k7lXRJUXilKL6vG26rxjItLr1zWsHv3wVPFZYOVKgeWE2QyGUEQJElSNEvRPMMrUYJXOrhl5JcvXNp46PjFQy3nTpy9fLD1WGxaApACCY0zGpcdB0+bEstElHdi3piNu09JMQZIxHZSSIJhQCICdsBOKrETi744UlCC10elNG47Uj1jpYOfBVHppAqTSNCL5RFiuU7MmSEhXswnSHijROYFyzUwzypdIN8QMHAkOHJK8filT4/N73O394euuB7bpK3b+rE0kLEUjhIILEIxCYkzOEoQhGjk6PyffzmZmOJDkDCKohyPozBQUdi6RaM+vNrw9s3aiZPSMALgJIYTDIaQBEZKYUhtr8hKi4/WezgogMABfQT00739e/bVURzAGRTCUJRCCBKmcVFluenvvxo/vF+/pWkgTQGGR6QkA1EqhNFAGEkRQEaCRz+vfXRv0us/FtUM1isJQCKAZQBHAhoGnipQkIj99nX5L+f0j86EfH/A48fWyNatlvWrhmgNYWLaQ+ZmpR0SCGUMq4lGuTCNazTO+kTG5t3/7UX3v/bof3X34H+5Ch09tg822+7Tt+duPD934435Td/OXHM1IrVW6WH18rRkxenaN6fea8naXW/Vu4CSKHrPwuwrO/MXDoYPznM8u8pn73TZ9weSW1YZNszRzx5nqhmRWlFSWD1uYr/+pSNGD5k7b86RltZzl25Mnb3cGJsXYS6MiC7Txw8wW4fFpI+25FZZC2qSC8el5Fen5Y9PzZtgzR6XkDk2Jn1sZOoobcJgv6gKt4hCD32xJjBD6Zeq8UuTeyYpPJMc/KyuflZjbOnsBU17Dp6fv3htUKiJF1QkxZAkyTAMy7I0w9G8XFA5GKOSJkyrazl9ccf+lnGTFuYUjzTE5MYkF5UOGn3s9IW8in4AwwFGjZ+xcOi4OpmLLshc2LT/LKdwAHbATgoBMeQdEFw8oHJMTW1RWT/fgFAgRoAIh3E5I3df2bh38OhZSvcoRBkpVUTDqmhIGQXLYzFFPCrE4jI9Z++ZkBY9tjZ9/9HKXx4NfNuR++aD6WNHQEena58t5N2npE/dU+fPt9IUIHCIIkiSgAkcpimBwFkUk6ZmmK/dOOgbwOGEhCAwFAc0DhQ4OL5rzrsXa/5+vrKoOAQjRQzHQjAuFSM8K3ACHxcX8fbl1z3vz7x9ue3Rb0u//mrCq3/2b91So1LZkRSCkwRGoygOSByMGZ769u+DHR+bBw3QYhhAabGEJCBWISJ5KY5TLOAo8Pzh9se/LHp4b3lqjLuASwhCQpAIg9MsgsphML6f9tOD8X+eD/rjJP/PZacHp3zP7DKPrgx2dFHicl9MaWLsEySMHuUMhNwgpQJoeajSKbT9wu23H/u6vwR62Lr6bF3g3z7Qf4ncd+7buRsv1m26OX/DrYVNN6396xR+GR7+JQEeocsnm3840X/OEI/0MDB/dMD0wV4md+BBgomVoqvNMcvHSB+25fywL+bW7ujLu627VmVNGVMxZNDw0tLSGXNmt7Sd2XfkVMXgCWGmrBBTgY82zz+iONjcX28ZZk4bHZM5Ji57jCV3THJeVUb+uPTcmuScakvWmLjMsea0keGWIYFR/TwNxc5huR4ReY5BqYJbjENAkr8xX59QVjVx8eadLQeaz+YXDyIZFccreUGpVKpplpEp5DTD2Tu7xViS5y1d1Xbh2tqmXaNqJhdWDDPFZju4GRzcYwhZqIN7TMWQ6YdarpIyV4hWxqbm12/YK7iEuoZYN+1pU2pcpVJYJIbD9FH7jrRv2dfasHn/6k0HjrZdnT53pZtnOLBjAKD0xuRtW49ExhTDQhTgEqSyRBEXL+XjYC4aovUEH+Tg6rl4xYi7P0/6++OQjz0Zn3oiPnzystl8ezucbTbDh0/p795PHTY8gKYAjklpiiAJGMcgipThuAzFCG8flyNHt8jkEpyASBJHETFLilwE8Z2LjW+fNvx+f1FKijeEihAUJymeoXgcJSQSyZCh1o9vNvV1zv70cXh316jPnyf09TRu3zRMzgIShSiKIWkMRgCBgSm1xR9en3r59HCwH8XSIgyXwgSCC7wURyFcStHAyR68fHzoxaMtl9vnemlwAScoEicJjIRRBY6rYLBtUfn7n8feawv4odXp3qnQtq0J/TLt3Z1UjMyHUITDCgPrHE1ojJjCQKsiET6EkIdQgv/cRes7emw9XzZ2/yXyv+3y7j7bR5vtyKV78zZemr/p1rz1t+dvuJk2ZIl9aKF78MAg/6TydL8zuwac3lZYGgsqU+1GF6lStHhFinL7SsOtU5kbJysvrA29syv03mHj2a3G2aO9C63hGUkZDWvWb99zaPKsxfqYdK+ghBBTQVhURVhMZYi5Mjx+mCl5THR6VWxWdUJuVXLh+MyS2oz8cel51V+IjM0YE5k6Iix+kH9kuV9kiUNgmtIn3l2brkssHVRd17Ct5fiZW+u3HCguGyxFWJySqTXODCuDYFyuUAkyhcrBsais3/Y9B05fuNq4ZdfM+fXrt+7dtvvg1p2Htu89sWbT4Yz8aveADJWLReMSP3/J3jHjF4tRhXeIce3W/cGRKUHGjO37TmvUznZApLF3aT52dvT4OpV7hMI1wsk/OtSYOXvhxpaT18O0iTAkQBJ2xLAJCxZt5l2sEnkiqrZCQiymiMfkUSivYxRhpOCochKXVlKXr1tfvkn78FHX1eHV+9nJ1uVp69R3fMj/++9p6ekKmgIUiRIYThIwiklxgkVRHidYhmPnz5/BMBBBwggqYViCREGEL/fL7S1vnzZ8d3NWcBBLUChGkQiKkzhBkThFIouXVH76uKSnZ8jnzoyO7rQPn/K7O2dt3dDfUSGlUClBYCSFIhigSTB7+qDP7786377CQYEqWBbHEASDaZYiKBzDpRQJQgOR538eefuiZfmC/nJSwuI0jmI4jkulUgaXBjuj37XN/vt2/0eXjb+c121fbJ9mAC5qhJd7SOggWGEQyyMAG8C5RsLyMCkXSiojJKQvwQdY0vq9+2Tr6Lb19v1bJsF/XUK2Hputw2Y7ceX+wg2XFm66Pbfx1vxNt60Vy53DB7oFl/sHp0brgxsXl17Ym3F6u3n7kujCWDgpRDQsUzUiBZxcGdkyT7d1nPq7w7oLe8IaZmurBuhHVeTXjq2dMHFucnaFT3CcR0CMX3hGWFRJUGSFe2h+YOSA4JhB2oRhhuSR5rTRsVmjLblVKfnVqflVqXnV1tzq+OwxMemjTSnDQ+Mq/c2lAVElDgFJ/qacipHTth5s37T72JiJs4J10Y4uniTFqzXOGM5wvEKQqVhOrnFyzcwt2L2v+UTbuW27D+7Y29x8vG3X/iPjJk6PjEwICNZp9bEDho/ftLNtaNUyV99MuSY+JmHo9t0XXdzDgAhfvnbzsOoppri8/UcuyHglLJY4Ori1nLhUO32ZPr7QMyTJ0TfOzTfBNzhxVPW8nbtOOrsG2dmRrq6+uw+2OwelAV4rUejsuGCpECbhQ0VsKMSHw7JgTuNPC0yCxWHb5ui/Hud0f9D2vHG0vfHq+Svs06vyv5/X+fsBggAEhuMoQZEoTsA4QcEYjVM8BOOpySk4BlE0CqEinucJBKTFujz8ftO7Z2uuXqhVqwCEikSoCMKlFInQtJgXJGvWDevuXv+5Y1RXX06PLe3t59QPH2sWzrFSMGAIOxQHOCFBccALkkULxvR0fLdk/jCBoihEIGAKQ3AcxViaoXGCJUXRkapnj09+eH0lOy2IJyAKwVAEggkElfEoZ5dhUb+4M++Ps5ZfW4OubvcekQV87IFSxWJKN4k6BHWNEdubcGcz4WzC1TpcFUEowhhVBMEH+Idaf/n9TU/f/2wX3cBm67D1ddlstt5eW6fNdubq74vXXV688dvZjTdnrf82Mnuxt35UkHGYT1CmzmAZOiD26uHstqagrAjgRgK9KxiZ7bhoiP/WyRE3m/I3jJHdbtYdaHCdX+NZV2OpHZpTlJXh5hHq6GnyCkoMMuQE6PO8I3L9jMXBMQOCogeExQ82JI+Izqyy5NVYC8enFtemFo9Pya9Oya9Oyh8XnzM2OmO0KWW4NmFwYHS5a2haeEJpZtnofccu5pQOkmuccJqjeYEX5Bwvo2hWkKloRmAFVVm/Qc1HT1y6cvPg4RMtbeePnzpXt2h5nCVFUNgTtIChLAKTME6IMCI82rp53+mc0ikaF4uze9KatcfSM8uAGIlJSGo+3rZk5ZbGTXvtgAhFILEIjo5L3X2w/eip6xu2n9xx4MK0OY2xiSV+gdGr1+6aMLkOAJRXOi5a3WTKGiyx1yMaA6QIx1R6VKlDlAZIGWnHmxC5mRIiBEFwcwDTq8EvNzRdjzRdvzt/+k376Xnlo1/n8QwgcBiFSJrgcQwiSJikCYTACYaHEcJR5YxDGMmgEC7BCYrGRf0LQp/e3/z++fqWQ8NpGkC4FKVxUiAlUiCRAA9v2cHm+b29rd1dKzp6x77rKOroK7PZ5i9bkC8jRRwNoZgIwSUoYafUII0bZ71/f7eowMzgNCRiaJJjSQqDYBonKJTkSNhq9Xz1+vKjR+ddnDCWQnEUIwkMpTAxTUopMH286e3PU19+Ff/8dOAvLSHHVnrPrQ6JMsrsPRixXAC0m0gWhjropfJgVK2F5MEixo9QhElpX6VjxIEjlzu+dMdtff+tkX2dNlt3n83W3WO7fPXJ0oZLSzZ+O3vDnXFLr4RZ5oWapxpjxofp+4eYc6NiA8/uzDmzPmzeMHXDtKjjW0bsWzd8RE5gSRT1bXP52hry7HqfKztDzm7XHductGiyJS/d6Bto9AhMdfZJdPG3ekfk+ujzvXV5/uZiX1NhQGxZRFJlZPrwuOwxlrzqpPxxSflVyYXjrEXjEvPHxeaMicocbUge8YXIwKii8NjCvS1f5ZQOUtg7yxRyikY5nmQ4WqaQC0qVb2DIwCHDj584faLtwvFT59rOXt1z8NjgYWP9gyIoVk6QrKOTm5Ojm697oKuzB0bAuAwDUqBPTNp19GJ4ZAErC66ZsHjJktUIhlIMOX3GrMtX7mblVEAQAgAAQATsIAjj3bxCg0Jj4xJyR46etntva2Z2eWHpoM17mgmFRkTLpi5blz5kikhjEAmRYsYM82Ypr4cVBiAYCNdssTzGjvRQO3DREaB+suTXM6ruHxze3bJ/813Exz9HXDlTTaKAwGgUltGkEscgipGyAg4TUpwhSIohYIpCaZSWIjQMIyRHY1Or01/9ufv9sy2rF2fTFMBoTkoyMEGTJC0TOAQDbh6MMUJTOSC4fpnpRHvah85JHz7Xz5pSgEulJE5hOI0QNEJCKkd4/+HlP/3cFhigIkgEQXGGxRkGIXAYQ1ASYwkcyi/Wvv587diptRgJKAZHMYKkGIpiEASRs+DMoWH/fDf00ZmwP1vVT0+pn53z/qlVd2qbYcW88ORElZe3L6cMFpOerLOOddGjqlBEHkIqtYQ8hFUEzZi79v1nW8+X5KS+TvD/pB/Z+nptV755umzN5aUbv5u76bshs09pE+sM8bODw0cbYqu8jKURkfqdS5K/O5RzuD529hC3rEgQ5gY0MIh0B63rorfNkp1c6fnNLt3Vfdr23ZblczML8ywefiZnH6tbYJqPNsfPUBBoLgmKKvU1FQZElYTElemTK80Zw+KyxyTkVlkLalKKJqQWj08urkksrInNqTKmjw63DguJHRgQWexvyhk6rq5p1xGNsycnlzEcKchInIBc3d28/YPDkq7jAAAgAElEQVRqaqcebWk7e+HK6XOXL35149CRkxWVw108AlFSTvP2rMwxLil95ZrNx1svHjt6ce+e1rScHJhHpTxEqvlJc5aMqpnn5BZpSSrbf+gExbEQIiZpQhcRJXAOIjH85Ueb5JRqRy9W5vglYAGCmKSk7A0bdmdmlzftbKbVzoDgRkyd23/CYkhtknCxEiYB5qKlvBFWmb+8i0VVPs5eikEVvs3rI/88H/3uK893l+T/fGX/9GrY21+qt67JF0iAwgSBKVCEYTlSUBAyDQuRUpRCWJ4jpQxL8BAuRWgYRSg5Da9ZXP7x2d4Pz3bUjjJQOIBxSkLQMM0hKEVRDIJKSAqhKYIigJwHw4faf+5e2tXXVDe7P40TKEQShEAQAkbAameo9fT606e30QzAcAgnCZyAcELCMgSGoAzFY4TdgOFxL95fmzlvpBQBJI3BCIahNIEyDIx5KMCrXxa/ulv8R5vnX22KJ634r0eIn086fnfa8NWJ/MN7q4dW9uc4X0oWgshDKEcdpg6TcP6MfQTE+JFCYG7RmKd/dXT2fDFJd4H/a0/rs3X32b6+9WhJ45UFjbcXbrlbUr1DnzxTlzA1InZySFRNQMzIUEP84nFx13cULBgoFISDQRnSiYOc62uNeTpwskG/dSp/eKHLN7tjTmzUrpqlzUqOcPcMU7vqFG5m10CrV2iGV3iOv6nE11Dkoy/0NRQFRZWGJwwwJg+JzhgZnzPWkjPOkluVlD82vXRCdMZIa+lUc/Y4XeooQ9qooOjiyKTSpl3HBgwZxcrkGgc1w5EytVA9YfzV69+fPP31hUvftp3++ty5q5uatufkFqk1zhQrJ1iFs1dIXFpB/Ya9e1q+GjtzeWLOMGt21bDq+kOnrk9dvFxwcwS41D9Et2d/m9FU6OoZu7bpUJQ1xQ6TQrhUbAdBALOzQ0VSIq9oUHPLpZNnb7S0X92y+0huYX8I5VBEvqJ+x5BBkzdtOOzloxcjVP+h1RNmNrLqWIiJF1FxmCrOjtfBmhhcrbP38C0qiti1LvrB+YQ/2wJen3H70K7+p0329KLm0XXjm9+mzawxcAQgcAjDCIKgCBoJ1QWHm0wox8IkKoUhUsrQqAyhKJhEKZR0kUnbD4x7+7Cx60VzdoKSwwGGSyESQlgKoSiCpBEIJklaijEES+JSUL8os7N3+YfuhslT8xgWx1EMRwkUJmgKU2qgi1f3Tps2kKEAx7A0wZM4gSIQjuMEgdEMjhCgenLeb08vpmUmsCyLYQiGYTjCMgivQOjyFP/XD6Y8uR79pN35r1bhxQnZ7yfVd88EtB2LWbUqLS07xMHFneD8GVWMhDMQGiOpCUeVQbA8gHMwUAqtysnw4/1XX8aJXV1d/75q+HKx7LLZrt39c9G6r+Y13pm38Wb20LWG5GmGxKkGy8ywuKnBCbUR0VmTBkVf2zXg8ubCwyuth9bn7VuXv25O7LhCZs/CwNaVwXvr3C9sNq+frhpeSAZ6CSzvpHEPV7ob3YOt3mGZXuE5/oZiP2NpQGR5oLksLG6AMXlIVPqI+JyxSQU1KYUTU4omJOePthaOScitMmdVGTOqdamjAqP6BZjyo63FJ89di0lIolmGl3EqjTJMF3H33n9Wr9t6+Pi58xdvrVu3pbikn7eXPwzhAq9kOXl0QsrqDTsPnrg0Yc5qnbVM6R3rGJDCOsS7BuYZkis37G8bPXUaxJISmKhf0VRePtnBJWrg6JlTFiwXURiQAEQMI3YoAFKZ0unW3V9n1K3KyBsYn1pQNXnGxW9uRiekAICPHjlryYLNWzYd1UUkACCtqBw+adYaRm2G2GgREw2pjIAPlSjNkCxU7eI1dVL+ib2Z14+E/3k69MVJz0f7udftjg/POPxxPebtw4WDijw5EuC4mGEYGIUIWlI2sMCSmoRQGErBNIOTEMkSPMYwOEtTGOwsB99fqXv3ZN1f93dEBhEcDhgagylYTKBSHEdJBkcJmqQgDEcxiT0LWveP7+td+c+7JcNHxoslgGUIEkVojJKxlFKD3PnhbGaGkaFEJEJQOEcRNM9yCILgOIoSYoqzmzGv8tYPrcEh/jhGkwRGUwSNsYSUsKeohbUZf98f9ce14Cdt6metwpvzHj8e9mzZZhw2yME/hKXVckrhCXPBqBAr5aIIlYnUhBOaUEjmL2X8CZlW6RS5r/mr959sfTZbT0/P/5/IGz88Wdx4ZV7jnVlrv04oWWRKnRGZPCsqZX6EZYbWOtWUWDSwOPjohsLGGbFGdxDoDFQU8HMAoc5gQgV1bF3kukmO1/ZY2zeGNNV5Dy10i4/19/DXarzMLgEW96BU99BMX12hj77YR1/saygKiir/UiO/QJmYW5OYV51ZOiEpf2xKcW1C3oSo7HH61JFaS2Vk6sDKUdM3bz/k6eWnVtsrlUqKZs1RcTe+/e7Gt3fqVyzXGw0sS9M0ybI0z/MpKSmbt+z4/t6DzdsPDRkzNTqpxDPU6hKQJLhGK5yTMHmk0ishOmPA/pNngwxGnOJLy4evWLHf3tkUFpW140gb66ABYoBKEAkQ2QEgkoh372tuO3t1ZePWcZNnFg+oPNJ2Kiu/SCQl4mIzd+9qbW5uDw7WAztQMWzopEUrSVedRGmSqKMhR71IEQproiTySMohinXw8dc6DOznu2uV5e6RpGdtoU9Puvx22uXxN9aXPy5Ki1JxBEBRnKFlCIaSDFiyvLb/4GyMBQgBWFZKIhKSQCQkggkEhgFXB/Di0cbXT9f/8PUGP2cMldiRFA/TLMRwOKeUwATPUQQCKByoOBCoBpcPV/V+XPjq7wWVA4yCQFAkAkMijqVhyM7RhTl74bCbs4JEIRIhcJTAMYhmMBSFKYrAcAgnwYqGyYeONsoVHIZSGA5hOETiFA5Dbg50a/PE3+8WPLjs9vyi46NWxa/HnfbMUcR7ASeGpxgnTB6Mqw1SmQ6Tx8C8CVcaUUUoogxBVaGQEMJoDGLMKy6p/PHzt909fb29vf8PkTZbl8129/7LJeuvzmu8M3XlZVP2nKiMOVGpc2LTFusSZ0ekzIxK6Z+a5LprTeHaWQmhDmDKKFNxukPtkNBBWfyQNHBiQ+LKaseLWyznNutOb4vbtDRr1tQKbWS0W5DFNTDRPSjVKzwnKLLMz1jqoy/0MxYHR5dFWAZ+ObUTcquS8sYn5Y+z5o1Jyh8bnzM2Ib/GmDIyImlwRGL/SGvF2qZD42pn2ju4MgynVtvznEIu00RHxScmJqg1Ml6gNWoZQ+MGvXbZsiX/+c9/Xr1+e++nB+cv3Th5+ut9h8+vWLe/bNBkz+BUhVO83DmB0pgoh9DZ9etqZ9YBEezrr9+z75ynb7yPNnHD7mOu/oEAkkAisRQAGBIBEVBrnAxRCYVlAxevXHe07fSpixc8/f2lCBkWZm5pubB37xE3L18gBiVD+4+evVDiGASECCA3iRQRgA+BFSbAGUWKOCDoUPsAwUFpCKNH5mMty4Tfj7k8PO3x4nrmg0uzYoLlLIGgKIsgHMXQNAsOHVk5q244xQMIAxgBCEKCYlIRDqE8huIgQku9/nvLX4/WnGtd7K4hSBTDMEGEkWKcwikex9ExowqnTsiuyPUw+oCMEPCfc6O7Xk56/WzOkAEmAhXhmJRlCJYhEFTs5qXatHWVTGAYiqYIkiQwQY4zHExSCI6jLMtiuHTj5kVTZwwnSfzLDRWC7RiapAlxaBDz64/Lfr+Vfv+c0x/til+O8I/aPC43BddkeUa6O6s5J0YeSKjNgNFL6EgJY0TlekKtw9RhuEYrZgMplQ5jA4PDU3/948W/RPbaenptff8j8t7vb74QWb2gTZc+MzpjXkza/Ni0pfrEuYa0upiMYZmpodtWlOxampIcCNbO0tWN8di7xLJxaujscvrCxpS149zPbU4+tyXu4Nr4meMSC/KS/MOjHH1jnP0TvhAZYCzxNRT5GooCIktDYyv0SYMi04bEZo9MLKhKLhyfXDjeWlCd039qUkFNfE51bNbYmMxR+oSykoETTl+8FaI1KxUOrs4eAqeQcSqGVCpljiRO8Bzl5ememZGya+f233598M03X69atSq/sEBvMPkHhzk4e+gi40r7Ddu179jC+s3+YZmsfaS9TzLrZCgYOK5x+wGFvatC7bZuw4F4a5lfWOLSxt3eIRFALBHbiRCJncgOIBgshTA7iBBBNLBDCV5FK9Q4IwApWtZv2J79xw8dacVZVoSKRtSOGz51Ee5khGVxuCIZEyyEEEeqomGFSaqJAVwEUBiknJvASCO9wMaJ6JP2gKftnh9vF94+Olnrwgg0geEMDNMUQ1MMuPP9ib0HV6IUwFkpTEAoSUAEAdEEyiAYDkqLg18+X//04apdmyZoeIglKRghpSgGEwiMiDka3L7R+PavzZ+eLLM9XfDm1tgPd4e/vFf8+s8pIyujWAJBEYlMzsKImOEJe1f5jLopNM0yFI+jGEWjQSFufgFONIOIxXYMw6lUih271lmsOgxDSJLEcAjFJAxLkBioLPZ8+3Dho6uJv7e7PW13+LNF/le767P2gMftCU1T3XPMjINAo5QfLMTSqgwpG4spzaS9CZIHI8pQKR9MKiNYtS4yruiPJ6++7Ft8IfLfLLHOPtv9Rx++EDmg9oAubXZ0xoK4jMWxafWm5IXmrMXx2WOsSeEr5+Yd3lDaL8lu2iDHFZNC107ULhjsuKba69yGjIVD1YdXmI826Osn+Rcmu3u5a+zdAgTnCCe/eM/QNE9ttq+u0Edf6G8q8TMWBkeXhVv6GVMGRWcOT8gbk5Q/zlpQk5hXbS2oSciujkobHpc10mgdGJvWf+P2YyvXbHX38HV18RQ4RYh/aGFO8dBBYwdUDJ1UM7Fp/Ya7t27fuf3tzu07ysoqQkLC5AoVx8tIlpOimNrRSYKgglLl5ee/duO2yTPX2HskyF1iSY3eJSB+37GLXn5aCGUmTFowdvwCZ2/z0jW7dTHJQAyJRYBApIMGDWrcuHVFQ1NeyRCvoEgHj1BCcKIEZ1JwzCkYsHrNtuWrNi5v2ADEEKXgps5fmD94GqSMkrIWmEmCqGiEjZRyWjGvtZMZYVU0aW/iFc7REYr6Wv+7h8J/a3F9dtqr+/sB57dWO9NSgachgsAZHiMhmcLu1es7d+4eE8OAl+MYQ4hwDKIYlGKlsAhHwdxZhX89Xffyyfols8tluB1LElIpjBEox1McCTurwK/36v/5c/KLe+WPvrL8/ZX11bXk57cT//ll3MiBJkwqIgkMwWCMQGECcvbWFJbl4xiNQiSGYRguzitMsKbqWR6BETEM4S4ubtt3rnd1V6CYFEEQiiIoGsMJGJeCvWsLPt2v/fOs4dFJ17/Pub087fDrYf7XI4pfjtj/57i+fWvuqH5mDy8twhpRWZIdGY3IzZhKL5UF4ZpwUm3EZGEQ7R+sS3n297svi5L/HyI7em2/PPm0aN1Xc9feyR7SZMqaF5W+0JJVH5e2MiptWUxufXxOjTXNXL+o34GNIyJcgA8PPBngx4MAAZTFiw83pC8c63RsQ9yh1aELxzrkxyl83Xh37xCVh8ktKMk3IstXnx9gKvIzFgdFlfubikJiynVJA0ypg2OyRljyx36pkeklUxJzaxJza5LzqpJyR1uyhkyZvXrPobbE5CxXNw+FQpGdmXXy2KnL567cuHL315/+6Om03f/512WLV8ZEW9QaZ5TgMVLgFA4ytaOjm5eDqwdOM6xMEEnsOIH18gvcue9Mbkmtyj2Bd45xD07ZdvBcsC5WjFAJiTnrNhzw9I+buWBT2aBqOwkulYgC/H1bT12cNKN+4oyVi1ftO3TyzpZ9l9Y0tTTtaNtz8MKmLceKikeuathRVDZUjFB2KL5ozba4gokSZQosT4cFKyzTY2qtWBEkVUZImBiY0DKYkGpW71kRdv+M/tdWp99bFM8v+H66N3jzgnIOASSHi2gIETCYAuHhqg9v77x4dlXgAcNJMBqV4jBCURhKwyJIIOx2b5788snGvx9vrBps4RAgI0gCQXEMYXBERRFJBvvfvpv14FbuTxeDH33l9/dXQb+3eT6/bX5xf2Rpjp/AkCzLSxCckyvEiMRf6+MX7EOTFIlTBEFguHjVmllZeWaWk9AUBklQNxfPeXUzBQEjcBiFEYqicBzHcMhRCR5crP10t9+L8+F/ttr/cVzx+IT6jxbVs7N+D09pfz6ZcOtUeePKkvQsC6kOgAQDoUkUs3pUaSAdjaSDDha0EjqIlIfFJJW8eP2xp6+7t68T/Pu64b9E/vr088K1V2Y33LaWN0TnLYnOWJSUsyo+fVVM+sq4vFVxWTXJabGL55TubhiSFCKaPjSmMFY9Isd9XLFbWiho3162uNrlaGPU6S2RR9dGr55mHVFhDdIa7b2jHH3j3IKSPbXZvvp8D22uhzbX11AQaC7RJlTorQPN6UPjckYl5lUn5Y9LLpiUUjgxKacqOWdsbNrA/PKqA0fPlw8Y4eLh7eTiHBYW8u3tm9/eutN65MSF9q9ajraPHFEVrjWyrEqmdGE4xzBdXPXEuZu2N+8/dnb34VP7jpzasGXXoKGjvLz9UYwgaKFyyITVG4/Ze1lo+yi1t2X+yj1xKfkQzrKCw/7m9mhL6cjqBTPmrgV2GIJK+vevWL5ml+Co4xz1Kvc4t+AsfXxltHV4QuowrTHPxTMyIbF0566THj7hX2Y2y9bv0SaOALIEqcwqFmLEci3sEAqUASKVHldaWFaXk5h4eMPImy0p98+GPDzn86DN/dk145ufx8wYa2VIRELDgIXtKAnOgdIiw4sn5zve3AjyJUgUYChMMTROMBTC0RDqJJeeOlz31+PVj39bVZoVykgBJYVYkuIoEpNIBASrzDU+/L7uz7ulv13RPTjj9uiMy+/tbo9vGB9/PzTd4oihUhghcIpHCRbGCQ9/d4yEMBQWGJYkMIaD7/54LiPHQFKAIhESZ7w9/SrKi0hSSlMYgeE4RkMQwrB4rEF4/cP0v79KeXLa788TqketimftLg+Oed7aF9KyNnLGCLeMZNQnSCxzkUllrrBCL+ZMiCIKEnS4vRFVR0AyLaHQMaqICHPWP+86unu7bLZu0Gfr7u7t+nemaLM9ePxx0bqrtYsuxxYsiy1YFpu1JDF7ZWLWurjM1XF5q5JyJ+dnWNfMLmteWZgRBBaP9lk82mfFON95gxyK9eD4irTVNZ5HVxrPbIg4syFm15KMuROKEqypHiFJLgEWb22Gn6HA31Dsoy8MiioPiioNiSn/cmrHZI1IyBuTmFedmFedUjg5tWhSct44S+aIxLSB85duaj521i8wzNPbixPYBEvMzZvX9+7dP3pkVWJ8iquLF8crMZJDKSFEHzejbsWBY5catx2rnlZfOHB8WuHwgorqqXMadh04vXvfKbW9jxQW3DzD9zRfNCT0pzQm3jlm7NQ1w6qmAykugYnlqzeXDZiQnju8fvUeGJcDAGomjB9Zu1jmHmvHBEllEaxTnJjVkgoTIYughVAXj6i6BRsmTl4IozJghyntPVZv2O8WkoGqzHaMTiwzAEELFFpgbwByrR1v4FTh1ljrxOEZO1alndwVf7U1/uaZuN9v5Dy5N7k4NwQmEMDQgGPscIwT4InVmW+ftr1/2p6f5KvCMRbmUDHNYAIFsQws8nACX12Y+/zZkp/vzY0KF3gCIhAYhRGSwDiKlOPs1DEV758dePrTpN++zn96LfHx+bAHp/0f3Yx7+P3ItCQnikQhGGd4tRShCYYnOQLGxDKWolCIJbHQUM+X//yYmW3ACYChEgwjfHz8YmJNGC6mSARHMQLleFYulYIJo2Jffl/94puE/7S6PDrt8Ptx7v4R+2PL1P0sQOsjExT2qMZJ4uAqUrvDjsGw2iQVzFLBBCsMlJMZ0+gkfCgsaHEhRB+d8+Zjd1dPp83WBfps3X227i/W8m6b7eFfXcs2Xh8x/WRcYX1cYX1c9tKknFVJ2Y3xWWvj81cn50wuz8lYMy23ZXXGjtm+zcvDz22ztK+PPLQk9OB80/HllpVVTmc3JxxdEdIwxaOmn39eht7LP1TpbnTyi/cITvMKz/HVFXpF5H/51w40l2jj+xuSK6Mzh8fnjv5yj0wuqM0smWTNHpNXVjNo+PS2s9+UlA8KCtM6uTh7+3oJct7FzVWtcRBkKo5VOTt7G6OSxkyYvmXPsW0HTk6Z25CUM8QjJFnlFcu7mARno7OvxckzJtyUO3tBU2PTUWe3CAiTT5i6pGrKakf/ZEITmTdw+prNhxiFkx2EDRgyavb89caYgsam4xonPwSBElNSlzQeIBxMsFqP2kcCJlTKRyBcOCGLcPO2TJm5etPmQzSn+ZLpFBBsWL1+n5tvAqEIh/hwTB0lUprtNDEix3igjhYrIu1of5V9gL1S5qgAxjBQlE3OnOB8+Wj6p6crw4MxMQRwOYcIgp0UwRGwakHxq4c7Xj/cM6a/QYlKlISSx+UcISdEuJyE4qOEn3+sf/jnzJu3p7g52uFSKcvIUIyQwhIcRzmSLctNu9C2/M6VeQ+vz3j93fhnV3Nf3c19fCf3l++qM1LcCRImSBolWAhlMJIjWBInIAqHKNiOJSVjRpa9evVDYqI/hgOKRAiCUirVnl4uNAthqIQmKQaT0xijEMRb1vZ7dW/Eo0vhv7Q5PTnr8LRN+fiE27n17kOyYKWMgIRAkcYA7E1AY7BTGgFrkMhiIFkUrDBRTmbcXg/LdZhCRym05oTCd597u3u7bLYu0NPX+YXInp6+LpvtyStb/aYbJaP3xBXWJxSvSMitt+auTs7dYMlpTChoSM6dWFmctX1JcUuj5eQG7eGGgBMbg0+s87uwRX96XfTW6T7zR3KHG02rZ3qP7O9o1Lsond3kTsEKN4N78L8zmwBjyZfuj7+p5H8zm6j0EbFZoy0546wFNRnFEy1Zo7KLxmXkD9u1t21j0z69IcrPP9DDx1vj5KhwcKAFBSNTRZhix9fO2bB5/7G2bxo2HR41cYk1b4S/Psfe16LwtCg8LU6B6SrvJLW3xd4rXuMRo48r3bz7bOnA8QihjIrLaNxx0j00HVPpg8xFW/a0a1z9RTAWm5iyev2eoIjklWsPxlnyMAJ3cHPbd+JrQ2ol4RghlgWgqjDWxaR0i45Lrpy3ePOW7Uc9fYLFEgQAEbCTJKflN6zdpbYPx8hAiApHZLESWbxIiBMpEoAQK5bHimRmXBOJKoNYlaebu6fASMI8wN76+EfXp3gpACYGDGXHkIiCJLxVoiPbyv56MOfl78vq65IZBFAIQhAYjhIyUklKQEaK5rffV/7xpO7SlVqGAjQhg1EZTHAQjeEcjmIEQ+M+nrJQP9oarhie6biqxu3xtcGPvx/++09zMlK9aQahWQqCcZxgCZLDSYKkUAKRcrhYzYuPH1rz4tm16ChnEgc0heI4ieIYK5A0C+GYlMYJBpFRUsTXA7l5afpfN4ofnfV9esHp0Sn++THh+TH1s9NeF3eHFWap5Y6sSO6COMVKBKuYS5fIkgEXI5aZxTIDrNbDSq2E10J8GCIE6mNzPnb19fR1/l8ie7t7+vpsXTbb43/6Fqy5lNZvfXzR8sTSVYn5K5LzGlLyNiblNVoK11hza8qyzXuW5zavjjy6JrRlU+SprZHHGn2bV3mdXGvYNdd/9SSH4xtjd600zZ9qysw2eAQFqz21Gq/o/0PVXf9HdW2Pw99zzpkzbsfHMkkmI3EZd8nElQgR3K1IsSIFCqVIcXeKFbcQDwQKdb291VtFolgFKEVCzvND+v3c+5zX+RPer7X3WnvvtQzpBXGpBfq00kRndYKr1uyoTvWPSA+OcGSP8xVOCpVOHahH5lXNLq6dXVg1tXbU7MMnWs+cuxQK5Vltrli9Ic6cSKq0ptSMYeOn7jly5lT9O5t3Hp/88nJ7sEafkk8bwnRchNBHqLgc2lRAxOXKdJm0KU+uCxKxASouQOjdteNfPXLmMqMxqXUJb9dddeeNlOu8uN73+vpDw8fOAAgv1erYuvtoii3n1aXbho+aATgwwhdMnrts7+lL4+euqJk0f9L81XOWbdtztO34uWuvLllPKaOFYhGCwoADAAeZPHXuq0s24nSGQJbOVXgEdDaXzIbxbITIgfEIhwggqkyA+YDILlA4pVKjjsGmDbV+2zTmzscTN85PXDA5aVSlIc9D+cwCTxy4ejL/509rOr6bdnRfsU4FZGIgkQOxGML4ApwHpk1Iv3V9Y1f36rNnx8uFQMDFRSJaJKeEuJSn4AvlUpFYyuNxxTwEQ2C9FEwtZ7o+m3fzq1k/fv2G36OSybhSmZDP50slmESsEIiEYrFQLhZRMq49lfzp27qbvzRnhWPkUiCW8Hl8IV8skciEfBEkkwvFfJ4CJTA+mpNJ3f155YMvK+5fM3dfwrpbJA/btfebtL9eIL+qS2o8VlJeYVbpo8S0hSsOC/BBQlUxRAyMv/AJtR6+xiFQukWMU8xkBHJr/u5jn7P/EyP7nj0fqEf+2vNk/sqGrOqN4aq1OUM35QzelF+5raByd97g3dnV23MGvTRpmKN+56CGHTmHVjpXzEze8Ybn/L7Ahd32xu3ePfPiNk/VXNyR2bYj88SG8KrFmbVDvIlWV3RSRJ+aF5daEJc+KNFZG++oTXDVmuxV8c6qFN9QR/Y4X+GUQPHUcMnLkbLpBVVTy4dOXbPprbrGq9XVo50OX0qyxeH0xadYZ7yy5OCpxgMnWmYsXJdbPsHqLSd1brX5n7al6vhSylDImErVCeW0sURpLlElFNOmXMoQlke7VAmhRG/pkbqrbn+ORE6/ufXAkMmLFDEeaZSzavS8bftOoiKZMirmyKnGcG711JkrZsxajnAFAEByWjdxxsL9J85t2X9k+fodi1dsysyrijNbUYEc4fIABAAEUD4MYHTughVjprzGp62AcADSD9ERDpUFEREuHuHiQXJFFe4AACAASURBVC7p4Ku9QnWOnMkhFH5KyAwrjLpyNP96e/jGJeudfxX/+cvY299M6vpi2g9tEz4/XfTr1VDXp+Ebn1eePRgKOIBWBZRKoGEAzQMaPnhzQeD+rS2/dW9Z+opbBgOCTyhEpEgoE8oEiAhGRTyRTC4S4XIJg/FxAgUrZvoe3tjU9f2SH79anRIvEAmARMiViYQSvlgikoskYpFELJNIJQIwfrjjXlddx40zxYVGmQSIRAKELxLKMKFMxBUiUplAKhRgfAUuAItecT3uXfLo8/DDa7rfrsp/uyrvalD0tEZ1tJpuXvZ+c6XsyM7SymIPTeol8lQZFYQUXoQOAczNwR0wZYWodJRyoKRVQKaG8oc87Wf72Ocs+wy8YJ8NxMgBkT92PJgy/2ikasOAyNyqzXkVWwsqd+dX7cmu2ZpVOnb+VE/97uxDK7zF6cCoAAkMWPRSVN1uX+M2/9YZmv3zTJd35J583b57kWvtkvyhQ4PJdo8uMTM2Oc+UURpvr052D01wDkl0DU31j0gLjLRFxvgKp4QHzcgsezm7fE5+9ayyYdNXb9nX/t4Xk6fOtlpcblfA5fSPGzf15NnWE3WXx05fag0ONqQXqOOzqZiQypSn0EWwmFwyrgCPLVBE5xH6QspQjMXkK82DJNoQFhvRJBeQxjBuCjIJ4aWbDk6YMlskxYeOn77gzV3yaJc0ypnqKtv51rkYYwJXKNm269D4lxZUDZ2+6LVNIrEC4fIQrpDLlwCIC6E8AHE5qHBgNiiM8BEEgmDA5QMAA8Dhrl5/ML9iOiCtgHIBwgdIP0QGIDwAE2GEDHIZJ1CkwgonIrLhYlvE6T28tfyTxvz/NHl+bs648b77+vvuH991dX0cuX0tr/dK6P77Gdfbzdff9fd8PfL6l7O+/WzR5cYZh3cMWfdK1ryRced3Z3V8OfPml3MnVZFRQkDAABcAMR/IFTBGoBIZJBRxhQKpXEIRMoqQgKM7ht79acVPn8/54V+rMpLEtByVC2BMIhQiqJAvksplfLFIKBSK+GDvthG/dx/+rfd0ZZlJLAQSiYQvkvMlClQsFsnFAiEXk0ownowWgsazw//sGP/0G8/D9+nHn5HPv477+ozmo6OJrfsydi6NW/GKcd50Z3GuV6OOl+DJAsrOkWVwaR9PGeCr/AKNm6e2izRuAWMT0em5g0Y/Y9nn7LN+9un/y2xe9A+I/Knz4chpe7JrNoUGr8kZuim3amNexeb/E5lZPHLD6oK6/eHdS5wpGGAgoITB/LGGuh2ZDZs9O2aqzr9pa96UvXpS0oRB5uyw3ZBk1SV4mThvdGKOIa3YkFGR4Kg1WmuM1qoEV22SZ+jAwu3KneTJnxIueTm/etaCFVvPtl6ZMWehNxDx+8L5uUUb1m9tbLyy4LX1kcIRsSnZMWlFVFwObcjXxg9SmgoZcx6dkEuac0lznjqxRJNUyhiLyNhCMrZQaSrGYnIVMVliXVAam0mac2smLlm5ZjvNaDzZhduP1sdY8kRqW0xiZPu+c5G8IsDlFpfXrN96YPiYucve2M7lSxAEhQHE5UBcDoA4AACAICgAXBjiQwBGYA6MAIGYCzgQX0yv33ranTUOUToRtY9LB1DSK2BcAqWHy2TCqgikCcAatyTKKaHTNBrryCHVhw9OPH2o6Oqx0n+dHfTh6cz3Tll/uGL/pT2poyXxdmv87ebozkbdrdbEzmvu7s8ye74svv/9yLvfjP3z2wm9nw7u+bToxod53Z8NuXq88MibJa9N8pVnUdk+zJIsMsQgDA1kEiAVAakY8AVAKgKt58f0/DT/5jdz//PFCmuiWIYCTIAQQoFMIBLyBVK5jC8R8MR8vV70ybWlPdfXP7h7rKo8Ti4BEolMKCNhoZwrkfGlYj4fxcRigi+2GkU/fjP7j66qp7/ann6vffwtcf1a1NrZ8nA6SDRBUTFiVYxSTGtFqlRU6QCEHabdQqVTxDhRyo0yXlTp4CqtfKUDwdP4RMqAyGfs0xf9T0D//3vV8KKPfcayP/c+HjZ5e17t5lDlm7lDN+VUb8wZvKmwcntR1db8qjXZReV7thSc3+d4+01PlRuK5QGvHtn2qrthZ6Rho3fLNPLM6vgzazLWzUiqytJq1Eo6Kl1j8qlNIWN6kdlSbrRUJjqHxDtqzfaaBFdtim+4PWu8r3BKoPClzEHTBg2dN2Ly4sYrH7+xbqMvmBUMZQ+uGnry5IUzZ1pHjpnpzRwcZQ7FphVEJRdTxnzGVEzGFpNxBbgxm0zIwQyZirgIbcqljLlEbI7KXIJH5zOmUrkulzKXymNzCXORPC7HEhp68mxrrDFeY0jYdex8oHiMTOukdN5Fb+weM3mmQIFTUdF1LZc37Ti8cvU2kVgBcxARKuQCDo/D4Q1sFzkcLiLkoVIYEvK4QgQGgAMQLg+nY7ftaUz3DoUpB8J4UMLDVTj4lAWlbYDwACoAGB8grTCZLKISJJg5Ji7enE74gnhxUFnuE48rFi6fwvuizvRjE3OzQdlxge6oJ7salN0N2q4W3a/tqh/b1TevJdy4mnjzSkLnOwk3Lhk7r6R1XQt2f1j+x79n//nt0kc/rfzz53Xfvbuk/dzMM4fHb3lz0NyXHCMq4wIOQZoJfHal6uaXtbe+HPvV1enuRIjkA0oICCFQYnyJkCMSI3wREMuQ3KzYrh9X3fp2zu9d+2vKjCQGC/kiuYQQ8KVCGQa4iEAiFQn5tEQ0pMT0R+/8Z3+U/nXT3HdL/fhn8rfvLS0HQ0ELTy6T0Do7n3IhqgCsDQLGB5gQqgwheAYXT4MwK0K5UaUDVdnEWpdAaZGqrINqpzztZ/v6n77ofwpesH+x7Av2Ocv2sU9Z9ufex2Om78qtXJtbvTZSvSZSsz5cvjqvbE1J2RtFpS8PrS46t7+4flfipb2u8xs9m2ek7V7obN4burDNcW6Nb9MUqm6jrnl33NvrzavnWcoL3dHRCdo4R5Q5pE8pNGWUmayDzbYqk/2fAlCyd5g1NMaeOS5UODlSOrF8xPS3z7Ts2ns4N6coK1JYUTGysfmDXXvPlNdOtfkqUtxlJluJPqNEm1I4IE9lLqGNRbgpn0gswow5mCGLMuYQcVmkIYc2FRD6fMJYLI8plOrysbhCWUyWXB+JSsrefeB0cXkVRyCeMX/Z8rUHcY0L1/gmzVo//41NAOYCMX/01An/+ub7VxctFfIlMIBQhCfkizgAIBCMoDDgQADiC+WalNTQ9GmLXQ4vDAAPhWIM5p0HGg2WUoHSh1BelHAJabdI5eKrPRylDyj9HGWAp/ajpF1AWCWUQ0im85WJAqVZShqUtEorAbNqZD+3Jv54gXu7XXO9gf6ljbnegt+ux+42YZ0XFT9fUvzSTty4TN26SHa20N2N6p7G2I7W+I5Lls7Lge53su6/l/vbB0X3Pxl8/18j7nw96fb3U+59N+H+N1O7P5r2n5bK3/6d1/GhreODyDetZUvGmcu8pCdRYDELYzRAwAdyGZCIgUwCVizJ6/rmpa5/j3p4Y09NkUkmAoQUY3gSDOYLRHxULoPFCq5IJJeBdSsL+h7OYP/K7P89jv1N9fhX5o9vjXe/iGxbEG/GMaXCjSr8gPQDpQMwDpQM8smQgPQIaDeP9iCEU6jyCFR2hEjhU2l8LLm8dupTlu3rf/rixXPwgn3Ass/Z5yz7jH3Ostd7n46dvjevYm1m6Rt5teszqzdkDl5fULGhsuq10oKyhdOKG/YVXXnL2bDZ1LA+/soeX/tu77mNxqZdtoOLUnfO0TdsNzbuNZ7Y6ti8PGfyqLJQIF9ndOoSM+NSi4yWSrOt2myrMjsGmx0VCa7qJE9time4M2tCIHdcfuWk197cerKueeiQkQV5xeFgwb63Tu9960LVsFn+3FGp7sEGW4kurVCTXKBOyqdNubQpjzbkYzG5VPwghalQps9WJRfp0orxuLA2qQiLjZBxBZS5FNMXy/VFlLmYMOYTcVmahMjCZZsnTZstlOGh3NJDx9rSHYOkhH3wiFcXrd7BIynA53AksMvvTktLE3IFMEAgwIUgRMiXyGQKvlgUbU6w+CPT5608ceaDpubPTp+4IOKhHABijaY9h5tMtjI+5eMSPgRzIZgDxm2AsAHGAam8gHAhlJer8PAJv1iZyVOGAOMHlBem3XyZzpeuPLra03kx8fZFaVcL/Usj+UM78dNF+Z1G2W+N8q4W4lYr3tEq67oo626T9bYq7jbSd+rVHQ2aW0266y26jubo7oaY3gZ9d3N8x6W0G1dt16/Zb12zdL5j/+ODot52T+/VuB+b8RuXzH9+Xnb/05d///fq65+u+KB5buPpKQd3DXl9fqSmRFWcKTq1O7/ni9Lez4rvfrV4WJFKKgQKEVALgFoICYUAlaCIWMqX8aN04NLFKezTCezTwPMH8eyjhCdd8fe+ib/7hfXL+oLJJX6ab+ArnID0AsYOaDuP9PIJP4/y8WgPj/JxSZdI7RVpnDw6TazOkFCWIaPnPGXZPvbJwN2fP1j2Mdv3zzDujt7+8TMO5pSvC5e9EalcHSzZGCzZmle1s7B01rAy75ENg09vyt80S/vp8cgH+9Ivb41rXKe5uCO+aWvG5ln6Y296z2x3bVhgmjPGNrI8nJ+Zn5KaGW32xSRnGdNLTNbB8fYas6Pa7Bgc76xMcFWn+IamekcEi6YPiNx//MKbm3Z4fYH8/MLRoye/896X02evDOePsoWGpPmHpPiGGuwV0WmDlElFlDGXMRdqkwdpk8qVieWymDxdajmhj6CkVZtUgOkCjClXEZOFxeXLYvJkMXm4oQCLy5VHh7Boz8iJCw+dqOdK5AI5tXX3yYraGTIiY8T415av3w0EIiCAAAIgHgwA4ACIj4p4qGjpshXvXvvo2rsfXmhuO9d6cffRC1PmrbZ5q0NZw0+ebJBKpTweNzHNsvNwoyY+j0/4+Vgmn4jwqUyu0g9oB6AtgLFycIeACgrwCCIPc2RBIHcDygrrHKjGIsCFsybFfXra+ctZ1d0GvLeO6WxifmpX/NQu624i7jaoextie+p1d+uZ+41UTxPe3YzfacDvNpI9zcqOZupWK97RouitJ29fUPXUx3Y26a9f1F2/qL3Vquts0d9qMXa3GzouUbcuKW60Ur+26rve8Xa8k9vzSeWtT2t6vh5z+5tJ9757+dHP83o+G/fbl9W91yxd71h6P6/dtjJ1SE10bp7Oli4y6YFcCjA5RyKERUKQlAq67qzoe1b75IHzyZ/BP3p9PT/bbn5t++ljx88f1l44OMVrjReTRpiyAsYKaDtKOVHKDdNeDu3l4C4Is/MZF19p45IpQmWamMwYPm7ef0X2sw9Z9gn7or//Ocv2sb297JRZBzPLV+bWrnIXLAkUb/Hnb86r2BzJHrbkpVD74eoVUxOHhUHD1tDVfYGLW5PbdyRc2p3SsDlt3Uvqc5uzT2/2r5geX5tjTDdG63UpUbEeXUIwNiXXkFFmtlWZ/59Is6PCZK9M8Q3NCIwOF00N5o0vqn7p+IVLY1+a7gsFQ5nh5SvXHjh6Iad4ZLhwXHqgNtk7xGivirFWxlgrtanl/4zxis3DYnLJuCKluURpyqfjIvqUwnRvtSmjVJdUSOgjA13yFfqBAZ15iphMWZTHlzv88KkWOtogp7Uz5y2fNmsFo7ENH7tgycrNAEGBEEUkfABDHA4H5kB8VMBDxbNmz//u25/Wrd9SUlWb4c0yO3OwGKeEsSamF+w/cFoixQAHaGIMOw8369NK+WSIi4dhRZCD+Tm4i0NYESpFSKVgVDqJpSslFpUoQ6ewRePplCyGkqtUCsoezW/d6O+t8/15JuXvs8l/nkq9cz7h12bVL21ETzN9t0F994L+Tl3s/Tr1vQa6swHrasRvN+J3mojeFqqrDe+8JOm+KLnbhN1roO82aHob1Z2tWGcr1tOs7GlSd7aoO9uYXy6IOloUXW1kRzNz+3Jc5yVj19Xk61dSfr2SfutdR+c17533g7evem41J/x2ydDZqLv7oa/z08qfPnv5u88Xf/Dey1ffmXbu5PhtG8onjEwoLZFOmqH4u3/Bi768F0+8n3xgWvwqmPcKPHumZN4cas50/avzCry+ZCEVC9NpQGkFjB2iHAjl5tBeDu1FGT+f8Yo1PpHGKVBmiNUZcqV9wrSl/xXJsi/6+/v6+/tf9LFsH3vv7otpr+wMD1qQWf26vXBxpHx7pGRDKOeVipLBJzZVXj1UGkwCKSpQ7uUvGZ0wpVB0bJW9Yad1z2LVzlmxTZsyW7Z6z6z3L5qY7k1jdFpztCGsS8yKSc03ZJSZbdUmW63JVm10VJqcFUZbRbJ3SLp/lDNzTLhgYvXIOeearw0dOyGnMDe7IGf3W4e37H07v2ycJ2eEM2d8RnhsrLVak1auTi1TpQxiEoqZhGJ1YgltKqDiCsiYHLUhV59SOGzCsk17GuYt2+cID6fjIpQhmzLmk3EFeGweEZdLxGVjMUGNObz9YH24qBxweWU1ozZtO5iYElq+cvfUl1+FhBKAcgEEAAcgCMIBgAMAAFwAeLNnv3rwyKlNuw/aIyVAYUDIVBhLd0dGvPV2nUCsAByIUMdsP9hosJZDlIdD+xE6gFBuLmWVKC0avT0lwRVIdBQa00ckWKclWhdbnCvsrleTEhelmFa6E46WpTzYUPjnKsf9Vc4f5sVfHk23z6C6zmR0NMbebWLuNRJ365k79aqeRqarhe5sJTubiZ5GpqeR6WzGO1plt9pEHS3Cu8343SbsbpP8dpOku0XU0yy7U8/cbVB3NSg7m5jeZs3dlqjbzaqueqKjXtHRhHW2krdaqOsNdM8lXU+b7pez1O3m2Iftpnv16p7zdFeD8vd3Ux98kPfX11UPOir++r3m4b3h/U+mvXg++2n/jN5Hg//qL3jy0ND/2PLF5z5vCFCxACEliliNRKuR0NFyTRKXTgZMBlDagdIBqH9m9XEJD4y5YNzBJe0ImY4QyVwiUYinjZ/62v+IfPFPV4sXbP+LPvbeb89nzt8SKJrhKH7FXbYsNGhDZv7ioK/0tZeHXjs2+sK2rMos4dyJrnwb6owCaThYNjaqeVdgzwL18eUpF7dFLm7PbthevPHVnDE1foc7QMc6o5OyY1LzDRkVRmuVyVZrtFYZ7BVGR/lAjLQHx1gDI7IKJw4d+8qp+su1o8eGcyOR/Oy9B4+s2rgnq3S0K2dUenBUin90om9MtLVGlVLOJBTTCQXqxCJlfAEZlxWdXKIx5SRZSie/vObIyXeKB0+Zu3jL8IlL1cYwGRsm9dmkIU8RnaOIziENeaQ+m46LzFqybfyshVyZwhWKHDxyKjOrbN9bp/2hfBgVQSgP5vEhmAtzEQAABAEY4onFBAA8Uhk74eWFC97cRSWEYcYGYZYkd8XeI3WIQAI4iIKJXrfzdIpvKE8dRFQhiPIAzMIlLFpTODt3xEujZs6sHjUrK2eBI3WJSbvdpDmZFH0imqnTK88asCsZxCcW/tVk8G5AdtKKLqfBnjDoOebqro+728TcbcLuNBC3G6iuFrKjjehoIwYym+5GVUcT1tEqu9Uq62hR3G4h7zaTd1tkvS3i3hbp3WbyfoPmfoP2fktUd73yXlN07wXN7QvKe01Ub4P83iXsZp3g7iWiq0l6q150v52804TdaaRvnpT11jF/Xoq6347/+Y76Ybvp6RcZD34x378V9+S+pf+R569Hzr/7fM/Z0F9Pktl+I/sw8dH9wcuWJclUBJBbYZUX4DYgSeMRdpS0QrQdMB7A+AAVgMgATHq4pAslvTzaw2dcPMbKZ9IFTKqMsb08b83/iOxj2T62n33xjH32rJ+9/2ff7AVbfflT0wtm2EoXufKXBTPHjhvsOr+z9szmkkXj9SPLNRtXFDQerD20wjt3kHDNWOXVPfl7X9E1bLKd2+A+tDyybVHJ4hnlC+dNGjxiuDbRrkvJjEkrMlgGm2y1JlutwfZ/IstTfEOd4XHOzDGZ+eMHD3/52Lm22tFjswpysgtz9x06umbL/uxB43IqZ2SERqeHxhkcw6IzqqPSKrTJJYw5TxWfq0spiE7JM6Tmx6flT5256uS5a65ACaVJGDFuzvK1b5nS85WmMG3MUZmLBurntKGQNhQqdOGSYa9sOXBCplbDAsHx0+fefffzHTsOymQ0yhPz+GLA4QKAcFE+wgUQBBCYDwBXIJRBPAmujV+752yMfRDALZLooN5SePhMK62LBTBKauJWbj4abx/MkboRLMSngzzKByuskDhVIE0h8URGrPLqYmb6LW+6zPvM9Fla3IZw/iWRvItCH4qgj2DwgQh8nqY4ZQCvC8GRMLf3WGpHo6q7leppIW43qHoamc42ecdFaUcL3tHMdDeqe5rUXS1EVxve2cZ0t2k7GlUdjXRHE9bRLO9oIrsaVL0XNHcuaHsvqLrr6DuN6juNyt9aVL+3Mt0X5DfPi3qbidttVEez9Gaj8PZF+Y06QW8Ldbddd6uFuX1N231Vceca9vCDWPa7pGcd+sc9Gva+gX2cyL4ws8/NfQ8T2L8S2efG57fVv31v+KgxkGySyIlkMW1DcTujCilwt0Th4OEeiAgDMhuQ2YAMcxg3TDs5uINLugZiJEqlomSShLLMWrDuSX//8/6/+/r6/hHZx754zj77m31x7+GLOfN2+LKnWwvmpOXM8Oa9lJ+Vt/u1rM9O17w2Ic5jBkWZqDUeTK2Snl7jfW9P3ns7IqcXpx+cH3flLfeuJbFvvGRZMiV/ysjCl1+eVDlytC7Vq0vNjk0vHhBptP9XpME6KMlTbfGNdEXGBrJHl9VOP9t0dcL0mf7MQCQva+O2Xdv3nyqsmurOGpURHJPiH21yDIm1VkenlWkS86NScl05o8bMXP36+iPL1+zfue/88VNteUXVYhkjkjFDRkze8dbpBFue0hAgYkKMsQCLyZVqsxVRuXJtDqnPd2SN3Hn0HK2PQYRoZlbkrf1HbFYvDxEhMJ8DuFxUCAACAAQ4gAMBDoBQRABxUMBBITGzds/5xOAwSOkCWIYmKevwmeb4lAzA4eoTMrbvr49OLJDRWXwigpBBVBkSq8NiVUCKuyRyC02kyrlkrEAckQmWGbQNqeYrCvmnXPQ/Qul3HO6vXMlnEPhXInZMDTYqwPlc0b23429fUN5t1N2tj71/znzvgv52M9XdpuhqIbta6J5muqeZ7GnBelqIziamo0nd2RzV2azpbFF2tii7mjU9jVG9jVG9jZruetWdFnVvE93diPXUy3ob5Pda6NvNVHcD2VGPdzcrbjVJei8pbjVJulvJm03YrYtk9zWq9wPZH18Qz76O6vsx+u8uJfunjn2W+OK+5sUjbf+96AcfKtlPk9jPzeyPNvar9L+uFU3Pi4uX0jqJPobIoESJhDRDLHOiCj+MZwMiByKyYSoE006YcXBpj0DpEyjdPMYqUGbw6RQZY3tl8ab/inzxvI9lX/Sxz//u//spy/7xhJ0xa68nPM+WNd+WOd4fDMydmPn+wcrPj5dOqpRnmMDuLUU7VucG4kB1BvhwT6R9Q/qOyfSlrb7LBzKOb0rcusS/+KXs4uzUGS9PqR0zW5uYrbcUGazlRnt1vGtYvGtYvGuIyTnY6Cg3OyqSvTW2wGh31rhw3rhBNdNO1F0aP+3lzJzszKzIq0tX7j9yIb9skj9nrCt7UmpgjMFWo0sdFJNWQhmDMWk5897Y+dqafSMmvrJs1dbFy9YkplgkCgLDSYmCSM6wv326KVwwVGX0M4YsPCYbjy2gjYMYwyAipgCPzbNFRm3afyzKbOJLeBACIAALeGI+LEAgHsRBOYDLASiHA3MgAHEAAjgwgGAOBME8XG3c8lZjgm8YTDtRpcNkL3j7bHO03gxgflZexRvrDpHRfj7hhwdKcYwPEC4u4RHjPpHcLWMyRbRPqnERirhEnmJidMyh9MQGNfURT/wNR/g14H0mQq8a+fuVYDMOPqohnhyKf3bW8OyU9fHb7s7NSf9Zq7l/Pra7jrzTSN9ppXpahHdbxb2N4rvN5O1G4l6btrNJ1d0adaNB191muFGv6m7R3GnT3KxT9DQruxrxribp7YvSO23y7iZpdwPZ26TsrKO7GunbrcruVvJ6vfhWi7T3MtZ7WX63XfbwA/zhp4on3+F9v+BPbyjYv6JfPNS9+Mv47E8j+yTt7y+MF2vAOyHw70HorUnU7cVRT3ZGPp9duMZnmZ3mG50aDsakxUfbRKQLKAJA4UfIkIgOiQgPl7AhhA2l3P9Xj4TxJD6dwlekLFq+438zm2f97LOn/U+esX3PWfb+Q3bOvLct9ql236T4ROeoKkvj3ppPDg8+sdy+Zp414gEZCWDGKM2sSn1VGnh/b/jEEvWxRab2HeFLb3naj+QfW1+9bt6QWRMHb9ywbszkRbrkfH1GyYBIs3NovGuY2Vk7INJoK0twVaf5RjjCo33ZY4oHT3n7TNvM+UvCmVmZkeyXps87VXeluOKlcMFES3B0mn9UknuY2VmjSymISsr25g1ds+NYTIJHQkYTSp1QKlOqVTKFVCITYxQpkmGrNuyYuXBtVEIYjw7ShnzaWCLV5kpU2ZguT6rJjE0r2H+qPslhgfkchAv4qIALUD7MQyAuBCEcwOUALocDczgA4gA+wuVDCAyAUCh2BQo27qlTJRRwGRdKW2zhyr2HTwkkcsBBJ09bMHryUqnSgVJuhA7A6hBgvEBhgxV2MeGRUAEgc3MIP8DtAll8rJDJEUmWafH3rInvoei3AP2Kw/tEwvs0nbxsl15yiO9MS3u2PqlzCfnNZKqtnL/dCg4Xg19203+0Rt9rVnc3Yt1Nwrstkq6zknsN5J+tqs6zkt5WsqOZutmk6WnTdzapuhrJriasownraCJvNeO3WsQ3GnldrdLeVry3hek4T/XUKe82aW43MF31xO/vaHouyrsuCX97T3L/Kp/9mnn2WEZmWQAAIABJREFUNfH4Oxnbi7F/MuzjWPYvw7PHhmdPEti/09hvnV+VI5dp0CoDrSpwzgx2m8HGFNHydN3cdOvMYN70iprRtRN0Cfmy2EK+OhNl/CLSJcTsPMIuYFwDsyWFKo9Q7eCSKQImVYinLV21578in7NP+9jnT/ufDby7efiQfW3ZqfSM4S5bdlWu5cibwc9ODlo3wRiIBtZYUJQJynNAMBVkJoDXRtKX9wW3z8badgaat+ccXuZ5e3nxvoUjXx83ZFRx/orXlk+ctiA62W8YiJHWKrN9iMkxxOSoMToqjY5yo6P8/0R6s0bnVUze+3bDyvXbI1k52dm5w4dPbGz5uGrYnHDBRItvZJp/VGxaeVRyYXRKHmXwpnpL3th0sGb0LCGmFclxSk0DCDAqUioXyQkco5Q1Iyev3XpMl5hFxkZoQz5jKiXjisi4IlKfzxgLohIip5oupTotPCEMI4DH5XMBiiI8BIIhCOJw4P8VCQPAhxCJAIUgJKeg6sDxK9EpgyDMKlJaqsfOXrd5J8IVyGT0zj0ngzmjBIwDYBkAd8C4g0c4ZKRLQbvEpB1RpEui3FKNnVEmZ6jM40xJ+xyWlrS4KyT6jRD8AIGvIOgTCe/f6fS//doPM4j/ZOu+LyE/zeK/6xE12QXHXeKrE9S9J/Ud9YquFrq3TXOzDu9tVP91yXTvnPLOWfndC5LOBn5nq6irjbxRL+9pwu+3kj3Nks5Gyc1G4lYL1XOZud4k72wlbjVivS2q3nplz3n6foPm7gV15yn8Ybv2wRXqwXvSBx+L/v5K/vg7rO8nDdulY+/h7N9R7IME9vf4/ifGPx6p/3qkZbucN4by3pGBDxTggpDzFinckax7zRtfmaRKpOVaElfTDIZFyUmLAHfAuJVL2nmkG8WcPMLBp1wI4UQIp0DpFqodPDpNpEqXUJYV6w78V+ST/mfP2Rcv+tn+/n62//mzv/oWz9udZvQXusxnNlZ/e7b84wOR0jQwqSRq+9JcXyIYW4ofXV/csrvsnX2F++dHnVpt+vBozturbVvnujfNKtmxYPL6ubNnjhm/Zf22WfPfMFmz/k/kwD7SaK8eEGl2Vca7q9ODoxyR8d6cMdmDJmzYeWzPoZM5uYU52QWDB49saP5o3JTXfdljbOGxaf5RGaHRUcmFZkdFbFq+yujNKRv/9pl31mw5kGp1ykmFHJNIZEKMUPBEYozUmFPcW/acj0nKVZnysOgsWVQWHptH6PPlUZl4dDhcNObQqfOa2Cgun8NFOTAHQREBF0ZgGIb++RAIQgZEIgDmwQiXAwAAKRn+nQeaY1PLREqvVJWxZNWO0ROmIFxBerpn977zccn5CGGDVV5UExIyASHmEspsIoVFQGRI6DSBKFoj1Zaa01cEMndnpO9XkWdI4VVS9CEKPoHBezy4XYa+Y5ReScHro4TnogQHKLBfCbbLwWoZ2BAvPzCI+vmY6Uar5odG/S/NaV+fTv7ueMqNE+buU7rHF2PuNcp7WsW9l+W3r5A3GiR3m/Hf24ieBkFHo/BWM369kexsY240Yd0X6Rv18t4W5n6L6kGb7vcG1cOWqMeXtI+uKB9dw598hv/1pfThD/K+nqi+Lj17P479S/PkF/l3B8GvR0VPvzayD1zs/VT2Bx87z/w+Ca5ioEXL7ItPGkOrzQDIOECkUKAKEhaTArleKE/jKWw80ilQ+gRMiEv4IMwKYRaEcHJJ14BIPpM+IHLtlqP/FfmUZZ+zbN8Lln3ex7541v/g0dIZyyq8zrNrC788VvD5/ux/HRk8t1aZpgTbFuZePjQrFQNvjE3/z/nJdcvSjs/VfXEg+OHbrgu7nduWhlfMK3/15RFLX523fv3GQ0cvTJ65cuC1l9FSbrRWGa01/yfSYC8zOspNzsHpwVH2zHHenHHh4vGLVu86XteWlZ2fk11QVFR1ofG9qXPe9OWNcWSPS/GPSHAPjUkv0yQXqOKzGWNIG5+ZWzb19TUHmtrf92VmimRSWq1SYIRYRqg05kGDJ61cf1yXkKs05RNxuYqYLFyfo4jJJPQRMtr7+pr9U2bNRYQoBwY8HpfHFXJhPhdGYJgDQYADgwGREOBwAEAgHgRgGAIQBEEoNv2V9dnlc7m4PS4td+ehsykWB4zwp0xdMGPOGkIXQHA3B/PBCj9H6oblXp4yxFMG+LSTotIcTMIsq29num0XTR7DZReUxEkKO0USDaSqkVA2MeQZpehtLXwoirtfKd+rU65WC9fGE9tthjdSY6fGR41IAFf3JnzTkvbvttyWg5nLxms2zYj5z5mc3ibX9dPk3VbmeqPiegt5vYW81UTebaZ6Lyg66/h327GOJux6g/xmI3G9Qd59kepuw++1k/daiD/alHfq5b+3Kvo/0Tz5hPjrM+zJV3Tfdd3j21EP72tfPIpn+9LYx3Hs9cSPp4NjLnChENxfH822BdjzEXZG8vs68FGy9O0kZb6Qo0eFGI+WyQ0i3CyiU6VKh4hxC5gASodROpNPZfHwLAQLANrOUVthyoFS7oEzGz6TLlSmSSjLxh0n/38in/T3DxQk2b5n7MPfT65de3r55J9PV/96KryiAuyfnfD+iYkrZjgCMaAsA+SYwaqxxs8OVB6dFf3eJvs3R7M/PRl651Tp4e0jli4cMmvGqKXLFu3Ys/dUQ/vsxTsSbOVG6yCTtcL0PzHSYK8w2MvibIMGRNoi47z5E8LF46cvXHPh4ntZ2fk5OXmZmQXnGt+dtXBjuHiiPWvsQB/yOEe1JrVUGV+gzyjXp5VhmkBCetGaTft2v3VYJMX5InlsbML8hSvXbTy4a39DxZB5dEyEisvB9Tm4Poc25Um0fjw2UDPm1QPHmqP0RoAAlM9FUZSHiGCIjyAIDHM48P+KhDkAAoALAMRFOXyhQBuTvHHnuVTXMBHjKR8x582tB8QKEqfUu/ae8WeNECm9QmVYQIWFdCYX83OJAKrMhEkPH7fo1RnjAoVL3L6dGWnHkhNOJscfSYjfbE5aHZe0Wpf4ulK/hNEsVBHzNJLZKtnLlHayMrZWq8ojpHkYmQ4QLQD2KOTcnrJTeyITR0Q50iCSB7LTBHsXJf/QELrVqu+4qP6lVX/zctqP9eaulvieBu2dJrKnWdbbJutuxu9d0txp13S3UrdapL2XFPevEL9dpv5+N+b5RzFPP2EefSp5/JX0xXXts1/iu/9t/OL92IcP8l/05/7xR8qTB3Fsp/uj0ZKrbtEHQckVN6hLAR97wJNy/SUMXMBAvTVmbpI+U6OLkkTjWLpc5UcwF5BaeJQPKLwA8wHMBxQ+WBGGiSCkdCFqN0K5ebSHRzsH6pF8OkVCWbbtPfc/qzb78Dn7jH3Bsn0s+/w5+9ftj/csv7ZyyHc78j/dmHH2dcOmaZpzm8pfH5e6cYZjVqVkxUuy9rd8Z1enn3498atTkboNiXuWJh9cV7x91agls0evWrJg9/Zth4/sb7x48bVVe8yWkoEGVGZblclWbXLUGO1VBnuZwV5qsJeZXVUZwTHW8Dhv3qRg8cRR05Y0XvloUGV1VnauP5R79HTLojd2+gvH27LHJviGx/tGqlMrtOmDNSkVjKlYpo1EJ1VEmXJnvLJ6/6EzSrVJE5Wwa8+xM+cuz1+4MZQzypBShEdnUnF58uiIUOuXxoQkUe54V9nWt+onTH8VQBBXiArFAhjmwhAfgQUIgkAI4Ayk1gMLN4ABgADgisRyiUycmJqyfe/xIaNfVccVMIbc19Yeyhk0DMC8rNySNzccoqN9MOZCmSAQp6CknUf5UNwHy91cSbrBFKwqGT6xsiqo19nkQi8uS+MLTJBQj+AMEEVDUg0Q40BEAyyKT2r5NA1HSYBSodDyhTQhMvMhjQhTxSaay0vzEkyxYgWtik3FKZOKlFXliN456fn+kv77NuY/lxwfHXedW2388Wxmb3PKvTZtTwt2q150r1l5p1HdcZ76/Yrudjt27xpx7x3y8ceGP9819Fyi2Z+j//5R/uhXKXs//lF34NhuVUUeeHOl/avvqx72ld9/lPDn9+aj+eB4PDiqA6c1nHoNpwkDX6jgT2Tgc7m4XSZt0EfvSU8fYU4x4PFiIizQlgiUPi5h42EBHhHkMi5E6UQYD0L5uUQAwf0o6eczXpRyoLTl/0TuPtjwjGVfsE/7+/vBU/ZRHzvwLpFl+5+zj3reWTx+VYrgraDwSIHg8tyUY5NNi7Pko5LAVC/0/p6Sf9flX9gat38e/eXx7G9PB/cspFbPSdm6oub1V0asXjJ32+rV+3furKs7cenaO/Pf2GKyF5ktJfHWCrOtKt5eY7bXmOxVRts/MdLsqkoLjEwPjnLljPUVjqkaO6e+/cMxEyZm5WSHInm7D5xeueGQM2e4K3dcUmBErL0q2lqlTR9Mx5cMvFsgYwvpmMjqjYemzl7MFZChSPn5+veCWTUxplC0MVsVl0vG5BGxeaqEYlwfwfQ+s7NkzrJt67YeIZgYiQLjC7kcGMAwjMACLiKEYC6EwBwYQBCAIATmDKzaEOCgAOLVjhh96MS5sS8tiU3M5SlsztDogycuiTANBxUuWvrm+JeWiSg7RLgRxofQNoS0ALkVJTxiJswTZ0ikCfFGh1ggl4plMplCKMFQMSPC4mR0iohMEWIGqTJZQGegpBXGUoEsCVZYOYQNUElAbREwIUjuQLWpiMosVCRLcIdYFUJwN4o5CUbvyBCePpD/r/bQhw3WY1ud06rw0nTQsrmgqyV0qzHqZiNx76qh85Lzo/3G1g10Z5v1z0/Nj7+K7f1A8/ArV8NmeuUk8FV77NM7tse/6x/9kfrb7apZ0zA1BdQqNH+Q5MBp78+3y3t+KHstCK1JoramRG8z6g4lms4lmtoS9W16TR1ONFKqE3LRFkq+1GYb4shkMCckdMrVHhFlFWA+LubnkHbAWDiME2X8QjIsJDP5ZIDPeLmknUtl8Jl0PpUmZSz7jjQ9Y9kX7LP+/j7wF/vsOfv8xaOn7HO2j33C/tnZuXLZdoX4AME9pkKPxHDP26hLxcnnSgzbsuTfbCutez15zyzFV8fdP5zy/HjUfmWHY/Nr/ldfKZkyZvCSOXP3bNx6+ujRhqa65muXX9++z+DMM9sHxdurk+y1ibaagT/eXm20DTbYK5J8Q5J8NdasEZ6CsZHyiYU1Lx042fDG6lX+oCc7v2jVhl1rthz154+2R0alBIYZXTW6jDJ1SrE2rVSTVEyb8lTmIn168dvnLrrCOSJCO3zcnL1HWqMTsnTxhWRMjsZUQcYWM3HFREwEj/FGJYdfXrx+1+Ezmuh4BUahfB7Kh4USlC/kIiiXA6EcgCKwCOIIYCBAIB4XIDAAMAAIxCseVHuivt2VVyPVugWMS4hnjH9p+aLXVkMwT44z+49csIeHQpiVrwlBjA9ROrmMk0d7UNLLJwMC0icknELcikjjeXgiVxEvolNRIhWSJ0uVLhHjFFBOBLdycbtI7RNrfDzGDuNWocqDKO08jQfI7LKoLJiyQ3iqiHHCmAXgVg5pRymHhDJEaQU7Now6eXDk6GptolFAiCCdRDShOLV1p6PnqvNmS9T1dtv+9a7iMN9vApcOFP3xTeT3b40Pfsn46qqvLFOoo0BlGfzZFyV3HvjuPw598+PIcA5PSsgVTIKMoaOM0pETLJs2jEhTSfSIwMAVGmAkXSS0i7hDjNGjTbqZ6YmvJht3WuI3JxsWppjnBsKVlkiU2BitsvIliTzcA5GBf64qUz6Y9PAJN59wc3E3l3TxGDuXSuPR6QI6XabMOHSi9Wn/P5ONwYP+vucsy/ax7LMXfewT9u+7P86dd4LRnhCITkLQGT56TsE/IgUn40T1mep/zQ6cGW/+elvuTwf910/4fj4W+OxI4c5VRXNnlY0bWbtk3pL923a3NbS0t7dfeu/DpZv3JvoGGayDTLZqs6063lIVb6lKsFabrFUGy2B9RrnZVWXyDE7NHOrIG+UvHR8um7Rx78m9B96K5AR9ofDSVZs37zodKZ5gj4xK9Q8zu6qi0kuUSflMYh5tysX1EZW5wGAp3nHwVJLdKcCUGd7cEw0fBArGqEw5lD5bYy4VM35dfJEuITfemr903b79xy+4M3PlCkogEEEIB0E5PCGM8mEEhREuD+LwJCKKAwQcIODDQhgABAAeDDAZtXb9niET5yv0HiBPRyknpfOuWnegqLicw4HTLO5NO4/HpBYCzC6MygS0CwygwR0w5uJiXh4R5JMBPh3kKQNc2sPBHSJtSBoV5pIuLu6E5DYu4RlIRWHMA+MOLulAaRtQpHJJO4RZxeowR+4CQotYE4RxK0zZhVEBhPFwcJeQSsNIVXFhMCdioWmJSKGTYslSkZEQoZMGY99drrj3xeA9y+My0gRCCRSrkuU40H9fzn3Qkf+gt3z18qgojUSB6wglt6BS3vxe6P7z2dsPlTJ6jkSbBCTpUrWfp0gQ0+p4i43WWmR4ihSPl+B6gYSRyWiZGJfAIgwVGgT8Gp16nEEzJt70kse/oGa0JSoVk8RJcAtKegEdBEwIMCEOHURJL5908kkHj3TzaJdAZUfpdD6TIaDT5er0t09f+q/I5yzb38+yz1j2Gdv3/DH75P71tcs3YeLDXKhJyG8Ri+t5vDMAnObBRzB4KwUOWfFrYyzfrQidnEQfnxd3ZLln9fzc5YvHjh4zbPGS5VvWbz1/oq69/vLHH367/M0DBktxnLXSaK812WqN1hqTpcZsrTVZauIyquIyKg3OGpN3SGpkjKVggqNkkqd0yqvr9p250JhfmOP0BhYuW7vrQH126SRb5si0wPBEz9A4a6U2rVidUqhKKKBNudrE4gTboO37T/gzc2hNrJzWbd9/YuOu4xZ/qdroVcX5TOn5Vk/ljHnrjp+7un77QWOyDUCoQCjl8QQoivJ4XB6Py+XCMAwjCDpwfs2FBBBAIQAL+QIuAjgA4Jhq285jlmA5IJIBbkUod1R8zq79FwyGZBhBq4eNWfrmLoXOO9BLl0O6uRo/T+3nKX08ysfFvIjCB2M+LuHj4B6U8QPcCRR2Du4agMingyjp5SlDPCaC0pkoHeYpA6IoP0Slw5QVYBaEDCJkCKUzIcLLIawI7QCYAyKDKJUnoiJCWSrOJMmwGBkTL1Q6BUxAps6U4HqLlThzbOrWVcXJeiDFKUQSheF0rBa8Ml3Tc33mtcu1TieglNG40iMlzWJc5AhID5+dWzosE9frAZ4EK8OoOhsQLlSTDsgEDu4QqbJ4uAcSp0koh5xySmQ2pTJA4s4oMu3KqYaP6xujRDKSr0gxW8NZ1TxFAkLYIMYHlCGgDHOYMEKHeKRXSDiFhFOk9IvUPrHWJVBbRGqbSGnBtJbT9e8+Y9kXbF9/f98/d3+ePxmYAtbH3uv6YdfG7anmQzRxSiQ6DHNPo8J6wG/lS4/DnEMiaJMIbFMj+5N4jZX6qwvCH2weeXLpqNfGVQwtLpg3c/a6lWtOHj7ZduHKe1e/Wb7qcIKtMs46OM5ea3AMGXBpslWbbLUGy2CDrcbsrE3wDU+LjLMXTHaXTPOUTp+2ZMuZC00lg4q9wcx5S1bvO9KcVTLREhqeHhxhdtbEpJepU4rVKcUDM78YY150Ys7qDfs2bd2FCqQYrTanWQ4cO3PwZN2sV9+oGDph3mvr3j7V+vap1tKKEQQTg/DEOK0SCWVCoVggEAmFQj5/IMX+ByUMcxGICwEOF0YAABwARCIRTetXrz+Y6C7hKq2oyselPaaM0p1vXVCr9TDCnzZz4csL1ohVDph0DewjAeUDpBcivDDp4xFBHhFEySCfDnJwD8oEIcoDcCdMeiDCDWMeGPPApA9IXRAegvAQTAQ5uIfLOBHaBlN2vsqPkEEOFuQrcxDKL4ryA9zCId0wEYblWRxxmIcFBLgDkqWK1D6ICQGZB2ABaaxPqMTyKgNWeyJOqXl4MpewSCgTzih0UeDQgTEfvL9249ZZR8+1bNjdUlI9R4wbpQRhTE3SJtoRKomvdQPSDaRuWBMBajtH4xDFFgAsKNVmI3K7lAxAAhtX7EaEbjEWZqLC12/9ef1Wj0hOiQg1T6ElYy269ByuygGpvJAqCCnDEBPiUiEe4ecT3oFVG6WcKG2BiCQumYpgSWI6+WTd1f8R+Zxl+1j2Bfvs7372Ocs+ef70X1+y73/w2YixpxPTmlJtb4mJs3zsBIDOo+gJHrKLx98l4B+AwS4YbKShU7np7RNqz0wctX7U8LUzpq5dvHDH9q2n6xrrL360dMXhFEd1nHWw3lE98Mc5qg3OaqO9Os5aabBVmRzVSZ6hGaHR7pxJ/oKpmUUzJkxbdeZC0+DqylBW7sz5rx883pZdOskaGJbqHxbvqo3NqFAlF6uSi9WJRbQpj9TnKuOCo8bOOnO2XirD+WKJDMdINT1qwphte3YdPnFi+5792flFEjkpkeIkpZLLMRjmCgQiPl/IRwUCnpCPClCEx4WRgWIkj8flQACCAYcDYC4kEAgAQApLhq/Zcpw0+AGeBmgXTLos/qF7DzeRpBYAZOb8pSMnLRAp7SjjBZgTVYY4VAgQIQ4WhIkgjwiheABR+GDMw1OGgMIBFFaE8fA1Aa7SC5MugToEkz4ID4g0uTARROkwl/ZxGReHsPJUHiC3ImQQyD1cKoRQXoR2QqQdZfwwEeCR2ZA8gDJBrtILCBegvVBUNlBGABYAtBPSmbjaGJQ0c2QJMOUQan1ClVVAGkilavmKhQ//6nnOPnrIvviDZW/9/mTU5PkKKkFCpAiVboBbuWSqNMrJpT1AYQEqC6y1chgnh7ABoaFi+PxZ87avePPM3AUHYozFQtxN6Dw/9v754fffSTVaIaPee+r8d52/T1m4RqjJ4DJ2hHFxmSBCh7hUCCWDPMKP4j6RKiTRBkQaJ0+ZLlLbBHQ6prU0tX/+PyL/fsT2P2dZtm+A5l/97P9H11tFSXF3+9/VUtpuZa3jPT7TM9PuNm6M4u4OwS1YcHd3dw8SAsECCRCCBUIICQT3cet6LyZPnvzPOe9a+6JWXX/W97d9//n81aGjV0aMeTtrPrN204WC0o102BY5uUUkWCfElkukyxDhQUi0GwC3ioWzUe4MMX+j1bi9os32gb3WjRu2aNr41RvX7zz2zdRZm+JSiiLTSltTieGm8nBTeYS5LMJcFp5REmkqizGXJ9naZ7i72AO9fNn9s/OHdekx6fjJcx27dvEFc/sOGbtt79nc8gFGT8dEe/tkR5eojAplUiGVkK+Mzyf1OWR0riomMGL0rJUrNuCEUo4rRHIxX4LJSImckip1tIyUQggskohxnIQgRCqWCHh8DMNQlIdAKALxYBCDuCjIgUAumwsCAAvAeCCLAwAsAOCCbAiNijUsXLazrPNomDQA0tTWraQmb5fVm47yhAqAA42eNKOi2xcIYUQpB1tu5RIuDu5hyTxsmav1KCKGuzHcyaOcEG5lK4yI0s4lLYDEAMjSAYkBEKYjlB8m/YDIDAgNPKULEKfyVW5U6eJILSDh4KvcBn+fREdnljxDoHayJGkcqQUQmjDcjeJuNm4BCAtAudmaAKCwAqSTF5kHyNIBdTKoSwXEqTw6wJY5YdrLklkQwizCU8ZNXlRV33zlpx9GzRh/9cHNGobZvveUSmNiQdEitdvTZtCyTYe27jszetr67LbDV+w+3WfCfEAYiUeZJ8xYdO/Ry+YWpqaGefOW2Xvwh3hDnjLG9PDlmxu//QIgkCs3931948Ub98WqOFgWixIGhDBDpBMk3RDhBXEPV+Hm4k4Yd2C0vVUjYSKVK00QUsknzt5onYgNhZqBJqa+iWmsD4UaWphQE8PUMczbmvXd+442ms6NHf3bksWXRo24OnpE0+b11/v1mBmtXuNKv9O72zpItJMtXAFwVqDIEj46TwhPEXDX2lN2967YPuWLlUvnbN67b/KMFckZhfGpJXGGcn1GRXRGaYSpTYS5JMJSHGYqjDQXxViKU5xtTe6O7kD3zKzeRYVDO7Ufefbs5W69evuCuT37j9pz+GJ+5SCjp2OSo0OsqV1YahkdV0Dq8/DoHHlkFh6do9YHZ83dMHjgaIFQhvEEJE3BKJdQKRABBKNcgpKLxWIMw3C5AoURDIKFfAGPh/J4KIbxEZgPcVGQg3DZIJfDgiEWwAIgGABYABuCAS5Ch8XPXLBhxISlEpUZps0c2gqpPGy52ZHVa/6ynTAmYYHImC9nl3cdjpImSGEHCQeHsHMJF1vh4MqskNzElaRzBClcUTIqT8cIE8CLg3ATTFu5ciNP6eApXVyZFeBbQLlLGubtPmLe+Lnb6PgARtrYEjNGeLhyc7y14v4r5syPT/kaI1uSgpE2jHSAEhMmNWFyExtPZdFmQG4B5FaMtgGCRBQ3cuVJbELPxeP4uEWg8EHiACjNRKk8hPBCkuQR4+c3Mcz6LetgCVJYWVZVy5z79iapiKPVKVMXrX9R29LMMI0NoaYW5tb9F1XNzOJ1m/gKesjosR+q3716/de+3YeOHf7m9cuqUIhZtnqjNjLmyZ+/3bl7MzJKd+7bb16+eOv15mF8JU8cLVQYeAozSjhhygNRPpD0cgkPl3DBlEugdqG0kYsnYXQ6JE+SqAzfXr73XyLrmdrPzVXNDNMSYpoZhqmqY27+Mt2f8+7w/lsrFzWeP7Wqc/s3xw8+37eduX5lZZus5qPbq9cuniuUroTlazHFap5kGQyuwDgLQGCmGJiRot46tMuaBVM3bt86YtyM5Iz8pNQ2yWmVSemVscZyvak02loSaW0TYSkKNxZEm4tSnJUmTwdnoKsvq2de4aDyysGnz17q1quvL6ug14DRB45/n1cxMMPTPtXZKTq9ItxQrk0uUSUUtUJJxebrEvOXr9xnt2XL8XCxjBZKFXKSIpQqdZguIkZPqrS0UiuVERgqFAqkIoGYh2IQxEVQLoZhMNyKIwxyIAjkcNgAjADi9tatAAAgAElEQVQAG4B4MMBFzM6c5esODh+7lAxzYoQJkBk4tB0QZsCUI6tk8MwFm7gwH2BxB4+eXNJlOEZZOVILTLkg0g6SFkxto/QBvbEow9PWk9ujtMPwbn2nDhi5SBsXZAmTEMIMyU0skYElSkdwh5AKInKrJtF//taTJx+ZBFsBLE/HcHvrEvl0X+XVBy/X7TvFkUUAvGhUns4VJeJae4Q+oI50YnQqpEoH5EaEdhIaa7vOw9duOHzq/K1F63ZZg+Ubt11Yv/EqT+IRUQUA4kLIbEhmnDZ3U3Vd87oNq2E+MnnKtPoaZuv6vbRcN3LkxKfvP7+srt66fcvihYse/vK0poZpDDEr1qyO1Mc8fHT//afnFZVFNKWVSTTduvR/8PD3bbv2WmzWF8///P7i+cnjxn14/X7+rIVSsYYL0mJ5Ml9hxHA7Snpg0gdRPi7tAUk3SDkh0s5XORAqg6NIxOh0UJYoURnOXbnfEGKaQy0tLU1AM1PLMI1MiAm1MPUMwzQ31p27tLpNCfP9t3/sWPN058ZV3Tq+/ProqgF93x07urSilHn88/NVC1ZabXscwUUK3VIhMQ8EV/DBlQgwVwAMU3COjuu3ZPKI5StXDBs7XZ+SmZhSkphcnphaEZ9RGWdqq7dUxJjLI0xtooxt9JaSZFfbDN/fS039pQMLOww+/s2lvgOHOLxZHboPPHLqWkHbgQZnZYavi97YNjylTJNYqkkspWLzZRGZpD4nytBm9sKd2XmdMYEmIjqjon3vEWOmL1+9fevOozv3nNq19/SSZVtHjJpWUdE9KioZhkViiYInwCCEg2AoDKMcFiTgCWEOl8MGYIjFYgMQAoKYwJddtvfola79vxIrbZjcBCmMqNoJyI2g0gtTjryyYTPmbgBYIAAiY6fMy2s7gCtLZ8vtXJkdVJggIhWQRI2ZterXV7Wvq5m31UxtM1PdyNS2MBHxXr7CgCkyOIIUAWHjK+yIxIyIM7hYXHx64Navz3578THdmQML9SAvHhGmiHCDTJVoDxbGZdg4AsKf17W47RBnoGLl+r137r64+fPTQWNno3QST2kX0dYpU5d9/lDLNDFNTU01TQ2/Pnn26SPzw/dPZUS6mHby6VxQkQVKLHMW7/1U3XLp0pVFC5e9ePbm87vq4pziMKXyx2s/vK9pGThyEgfh84Qylyv38eOXLSFm/sIFPXv1aWgJ7dy/F5MqUGEkCwxHBBFKTSrMI2Li0p7/9frxoz/+eva6pioUFp7O5ipJrR0Sp/FpD0R4QdLHpfwQ5eOSDpCwwbQNIe0CtROljSCRDOEpCJ4ipJK/u/rgvxrJMI1MqOnvg8YM01z1vvbrk9MS4o90qrgwtNe3g/o9XbX80swZZ7+acWn2/KOjR99bMX9BYfDDgX3MN99dHzhmvJCaLVPM5UGLuMB8PjA1Wn58woDpw/vOnT9vyOjpsSk5scnFCakVCcZ2caZ2URkVEWml4YaScENJVHqZ3lSebO+Q7utiyuphKejrLB+U1XHIga/P9+432OnLLqroeubirdLOQ02edgZ3xwRLh6i0Sm1SmTaprHXmi9TnaJPy+4+YP232xiWrDmzf+936bV9/+dXagcNnVXYaWdlpdHmHLwYNmzNz3pa1Gw7v2f/NlK8WpxrtmFiMCjGAw+YLRBCIsQC2RCBkAQCLDbA4AMAFbd6cLbvPBIv6ozIjj3CgChtLkgHITYDCyiLsbGl6x95TRo6bD4AoC0InzlycXdYfws0g4WrdjMhTGWEybtrSLb+/qfvrfc3HmqYP1Y3f/3h3265j4XozwKFIrSU6MSfRWBYWkymjTYmGwlRjnjoi+YefH/7x8n2y0QnztYWl/TZv/3bZ6v25xR3vPnp24PgZGR1+/My199XMrbuPP36s//CuvraB+et9TUX3wbAsccykVbXVTN2nqh2bN4wZOXTz1g1vPrxvbGCuXLktxiNBSSwgsXAJLyQ3TZ61sZlhmhuZ5gam6mNDzcfa4QMHVpbkM6GGc5euSugITKrmYrhSnbB379e1NU2zZ8+dv2Dpp+qGL2fOYfEITGaQUE6BPAUVRfHEEYZ0z/sP1deu3rh8+UZNHTNw2HSBPAmWGmQRmYgyANKZHDoIqoIw7YdIJ0JaUcqKkHae0g6TBpBIbs2QS9VpV3968m8imximhWlhGhubm5gWpuY9c/HSbJV6Og9ZSsjWh0deK2t/KK9N87Z9x/oNrTlybG5h3jczpzCPHtzatfv2ik1LM4v/nDH3oN+/Qib5kgNMS9DsHzvgy2F9Z86dM2jol+GxvghDscZQokorUaeXhpkro60d46ydEqxdo5Mr4wxtU8ydM1zdjcHe5vwBtvKhwQ5D9504P2T4aKcvu7C806GTF7sOnGD1d0yyt401tg1PKVPFt6H0hbg+Tx6dI40KyiK9KbaK0k5juvSbXtppjMXbOTIxJyIhnwr3hccVUGEBVVQwMjEn2VhUVDnwqwUb9x8/32PgMJlSzUF4qEDMZkEgCHNYbBjiwjAMwSjEkyxfv6dH/+kSlV2g9HIlNj7lgxR2QG4BlW6QcvIo+8AvFvYZNBHgwAAbnDxnmSOvK6gwsWVOrszOkVpAhQklM2yZnbPbdJ+9cG1dI3P12k2tLkosJmFMZnFkb9l14vubv996+OrA8csTpy+7+uOvG7ceTM1w37r7+OnL9waTQ4prd+8/WdfE9Bkw2uUrqG1kvr9+m1RHnL1wpbax5c+nLyZNnNq2vOPPt+9XNdRt3X+Ajki/ePW3+npm3JiJGMITCEQKilyzaUNtc+PJ8xcQCYlSsQBhBPAMRJU+a8XmxhBz5crVr6YtuHDhetXn+r/+erp//+YW5vPqjWvZPDEmjZIpDRCi3rH9ONPCTJs8c+P6XbUNzJgpcwCUYotSRSqXRGn053XOzOvs8uS/fPXm66+Pt2vf8fdnr/94VevI6YgQ6QjtBJV+Dh1k01lcZebfROIWhDCjlAOjbTBpgKnk1rq2XJvx0/0X/yUy1Pi3QLY0MyGmian7yHz79TSVbIkMWcPnbuCha3niRUJ8h8G2Mt1Zv2nXqUFDqk4cXz961Km1a/dOnfXi8Kkbs+Yye/dtjY2fgnBWOtOOjBswvl+H0WOGd+nSLyrOoU7wKJMz1Wm5GmOROqNYlVpExxVQUfnRiRVxyW1T0zun27sbfb1MOf1sbYb6K4fsPvzN+EnTnL7snOK267cfGjx6hiunS4qtItHaQW9sH5ZSoYpvQ8UX04kFRFwOHhMQaRzK2KBSn0VFB+VhHonGjYdnSdQBRVi2Sl8k0wYkGo8mNpuMcGnjfd7CLis379995Exum3YgJkQxIQRBHA6Hy+UCABuEeL7MkrlLtscaCmG5iSO1IbgPUXhAuYON2ziEnYvbZeG+oaMWVbTrD3AQLsqftWyTObMTSjk4chekcINyByh3sSVmriQVFEQOGTmtqpY5/91ltVqLYkJ/IOf+wz9qm5g3n+uff6iuamGqmkJNIebI8dPRsSk/3X704vWn2ITUHn36N7QwW3fsFYgJmyO7roE5eeaSRE7dvH2nhQmNGjkOAGCIK+natW8z07TvyIFgXuW7j8yde08xPing01J5GBeRFFa0e/7h/fFz51Fci9IJXLWNRZthVeqsFZs/1dRv2LCJwxHowpOu3bhfHwpd/fFCTcObA8f3oxKZmEwUKZIjo20/XHsYamImjJ06sP/IT9Ut57//Kdbg4clTCZ1rztJtb6uZ9ZsOOtzZr169OPvtSZSHLFiy/HMTc+z8rZiMQi5h4lBuNuXj0EGQDkCUDyGcCG5DcAtP6WolElWmopQBxhPl2ow7v775l0bWM/+kJENMI9PwtuWnk/u7B1cmS1bjwHYhsB3mbEH463iKpWLlpoSMlSmm32bOqTnx9ZHp03dNn/724sW3x4827t25Jj52Mp+zJ8d6bGiHWf3Kxg7v2ra8OCJSr4tMDNcbw5PsuhS3OtmnSsmKTGsTZ2oXldgmLrE8Na2D0drF6u5hz+ztKhgYLBuwcv3uBYtXOH2ZZldg8Zqt0+atdeV0SnVUxKSXRxoq1AklRHS+LCpXoc9W6LNk0UFVQj4VkyOP8FP6bFV8Hq3PVcUVKmOL5GG5ivA8PCJfHp4t1flk4T5phEcSZkswF3QZMH7v8e/ad+vHAhGAzRIIBAAAoIiAVEau2XSorMNIPMwjULohwstVeBDCy5HaYMrFUphBhUWmc89btNvtLQZYkFhBLlizI8lZhlIOtswJKdygzI2QuQJ1Aayws7CYEWPnNYeY7y58L5MpZDLFhYuXG1qYqzdute3aPb+8bP2OrTWhhkam6cTXp2JjU+/cefzy5WevL+uHH2/8+expYVEbvkDqcuY11DOXL92Wy1U/3rj+uaomOckOI2qxOM7tK61vbjp36XynLgPqGpl9hy9z0DCYp8eE8XIyNaew25NX709evIbK9VyZgUW5ALmVLUtetvFwfUNo3rwFXK6QUEZ/e+XnD/XMjn17quo/P3v1pz87TyiJFIiip89Y/vlzc31N8+RJ00zptt8e/VnX1Lz7wJHho+fsPfzdi7cf/nrzJjuvJDMr/83rl2dOHxcJ+bFxCfcePHlXw0xbsIVPZ8CEBaScEOWDaT9C+RHai5IuhHBitPPfREKKBLk24+6jt/8isolhGpiWRoZpZlqaG5mWT8yHe48Pzv1tcb/HwwoumcKOKeCdEGsTxF0Bgqskkq8Q3lyldkd2zqS0tBsrlh6dPOH02JGbC7MnydCZYvYP5d5bA8uujOtxdvqwhT3al6Ym2zThqaowvTIyQhcbFpOmS7Ar4zxktCcsIScysSAhpSTN1M7i7OTwd3Xn9g4W95wwbf7eQ8c8wRyT0z9y0swt+066czumudrGmyv1xvYRqZXqhBIyrohKyKcT8+nE/NZ8UKtbScRkK6IyZRGZkrCAKr5UrM2SRxQQscVibVCo8yticiWRfkWEWxPnLWw3YPv+kxanF0QxLgRyuRCHiw4YNG72gm10mJMtSoUUdg7u5uBugSqTLbGiSg9E2lHCqooJ7Dl4OSomHQC42siY+au3h6VmQbgVENtBuYstdgBiLyBywbhDrDQNGzPnY3XLpcvXcJwsK6uoqW38/c8X+sRUgIsAbDAmJfnsxe/qWxpOnPw6Oibh+vW7f/zx6tjx003NoSnTpgIAF8OkOdkVTY3MN2euUVTYlavfV9U16iIMEBYhlKWaHGU1jS3nvvu2W/c+Hz+Hrv70BJNGiYk0SmPnC2JXrNr/+lPD4dMXYameI0nnkD5A7uLK0rfs+jbUxKxbtTot3Txh2tzX1aEf7/1u9QZOnf22vrHhr+evN244sHfftx8+N7z7VB1imAEDh8KQcPCgL16/ft3Q2NzcxNTVMY+e/F7eoR0qoCz23FPfXJw3fzEE81G+orCk06gJ8zr1GidSZsB4BkLaIdINEV6I8MKkr3ViGKUcKG2GiFSETmmdRSTCzfcfv2/6++5cC9DM1Ne31P19iK6FYZrqa9493LJwyLH5PX9fNuiYPexhVuqjnLT9Gu5GGbBKAGySYktgaIlAOJXH3+y0165Z+W7G9Hk6apoEWKsE7/njT4Zh52KIa/aUKznB4wX5m4vaTPH6OiUk+3SRKWHRMdFJ6pg0eVQGrreTcW5dUlacsSjVVmryVtozO/ryOnbrO/TgsZNtO3Wz+7LzyzvuPnquY5+x6e7KWGN5pKFCm1iqjCsmYgsV+mx5TEChz6Jji+jYNnRcARGTTeqzlfF5ZHwuEZcj1PlxfYEsKp+nCQq0meKIXGFYNqbxCZRuicapjfV+MWHu4lWbODCG8jAOB+RwBOs3HihrO0xGWaRaLyA2Qiofps6EcQ9XZgcJBxe3wgqzzd993YbjQoGSw0XSLfYFa3bQcR6ItHPkbh4dAOUuUOkHcBsbT0WIuKFjp9Y2hX68flNB4DNnzQuFmHUb9gKAmCfUCuWRQnnkwqUbmhjm+ImT8Qkp9+4/ev3m4x9/vqhvaBk/YTKfLxeJqGCgJNTCnD59RaFQ37v/65/PX9ERCbAsApSlmL3tmxjm1JkT6Ya0P589/dTU2Hv4cKkqiqBjRw6f9vT396EQc+DIGYE8GpIkw6RfqM3nyy2r1x5imlre/vX7vfs/1zY3v/hcP2nWYp6IzMwsfHDvt/qaUH0tEwox9x49PHLmxJNXL7v3H4TwCYGYys7KXzhv6Y4th8eMnGF3+dmoDBHFiymrLi4AivSgOFpEJGFiPZcXxUajeHg6j7TyKCdGuVuhhEkfSvpg3IXRTkxpgYhUiExq7SGno2wPnnz8L5FNTG0z0xhimKaGENPChFqanr/8rUOFp29R6vbeWQsp1hYJcFAFPAxE/uLXXE6T7JZzNvPYazjAGgE6A4PmyyXzBPxZCHuOANgbxn/uib8iBG6LONdQ9jdC3nEldSAufq/Vuj+YuTkne4bP3zMjI6CPSw2PClOF63RxkdFpscmuJFOWwVFo9pW5MyuKSjsuW7lu3MSpRpsnw+JduX733GXbjZ6KBGtFVFq5NqlMk1hKJ7TB9XnymEw8OlMekSOPyCOi8/HoHHlkUB4ZEIV7JZF+eUyWPDpHFpUriy4gYovlMYXiiHxxRK5Ely0Pz5Rp7Inmgg07jrr8OVwQBVgghyPYsPmIP6srLE7mSjME2gAgt7EIJ1tuF2uDGO1EKauQsvQdMnv8hAUIIuWCqMMbnLVsm1hnZcutbJkLo/yAxA5I7JDKw8ZTufLILybO+NTQfOHK97RGu2HL9vomZsKk+ZhAB/MiMWEMrkydPW99fT1z6NCRmOj42z/f/+PP56PHTPzwsebZs7fFxW3FYrq4uGN9PXPx4g2FQn3j5u0Xrz+Q4QmAQAPKEl25XT83MOe+Ow/D6NatWz/VVX1qrLl68+blKz++f/m5qSpU/blu74HjkFDJJw0I4YQUbkxq2rz1m5YmpqHm8/v3b3+6d2/motVSOgYT6yCYMmZkjh41Y8263aPGTTNY7RK1UhuXhBFaUKiWUrEQhvOFag6XgmEtwJLwZNF83MIn3aDcBuFWtjhNqHQISRsqM/JwI58widUuscYj0mTylUGUDmDKIF8ZxCgvX+Xmq20QkcrFk2AihUelKaPtD558/FcVkWlpvbHENLceomv8WPMpXCmzqyRL85zLJNzdMHAYBU7LgO+0wC82+mm+4XuzbheBrBVyl/LAJSi8XihcDrLncYALidqHsdpbIugmB7jJBm7xoQsI5yyff0ooPCuVfi2VntDSR1NjtzkMG4sCC8tz+3lswbhYQ4Q+Ls4Qn+Y2WPJM9kKfp2DooFHrVm8qyC8xmVzllT127DudXzkg3lIanVGuTS4hYgvVyWW4vkCdWKxOLFbGFSvjiunYIjq2iIrNJ2Jy8eic1qJO66oqUVimWBsUaAM8dQBTeVGlh69yi9Vuicraf/jsmQvXCWUUi4uifNmmHUfSLMU8PF2gdLaWv9ikg0XYYaUTVJgwMiPZWLRi9R673c9iQyw21Hfg6H7DZqG4GSV9PFUWW+FAVZkcIgckMgVqJ49IHDFx3ofa0KVrNxRK5dLVK+sZZs/hU2wEF8kSZIRBG2m9eOWXpnrm+KETqcnpN6///PyvN+lptiVL1tTWhq5evZWUZAwGC0Ih5szp83IZeffOg9evq3GVAZHGI7Iof0G7T43M8VMXeAI6IcF87Oip53+9bmporvtc+8PFH8YMG/PuzftVazdBYhVCJKCkCVaYicigzd81q7Cz1ZkZE2+Uk5EcRMlBw/iyFESSwsPTATSCw9NBIh2A4ACfAqXhgCicK4sTqkywIgXgx2KEiSVMAmUpfKUZJS0o5QCkVpj0wZRHoArw6UyO2C6P8AtUFpQ0kfocoToLVniF6iyBKgBILAjt5ikdmNICkwaENoCKZIHSGJ4Q+PXPz00ME2JaGKYJ+JvFvyOblnqm/lNdnY6m3eG6Te1KZ0HALhA4JQQOsYGzMuAMAZwOAx5n6v/INlxMUm+TIsshYDXIWsoClsLALUvSg0j1DZh7lwX8wgbuQ+xbXNZ1NniDA91mgz+x2d/DwCk+a5eEs07J22bSb8q0ry7Pn1Kc19ntDKakeRKN3gynx+T2OvxbN2wf2G9oRrrV6cxasmrblDlrrcFO4akFkenl6uQyIrZYHl1AxhRIwgKKyNz/bfKIHEpfSMYU4FF5eFRe659WQHF9niwiU6jyYIQlPr14y55zVnceAIt4UnrTruMp5kIhZYIVVoR2C8MzubQLwI2Y1smjLWEJWTMXbJ46fRGHi4AQAnCQxSu3F5QNRRU2jtTBlrlYcjugcHLkWaAiC8EtHFHM8PHzqhuZ76/flpPKfkMGva+ufv2pzpddhvHDFETCwiXbP1UxTAtzeN+R+Nike7cfvnj+Xq83xMUZf/r5cVOIWb1ue1FJh+q60JkzF3FC9evDJ0///BihDwCoXkTGenLLfn9Vs3HHCZSnQ1A1TUa1L+/45diJ7cvaJsUkjR4+5t2b92MnTAMwGsIT+UozqDCyJBkwbkLkCQCqZKMqnjhaIEkQylLFpANWtC5jtrDF8ZA0gStNQPAUhDRgShNf5QAEyUJdEKY8fE0Qo9zSsCwIN4s0Loy2SyPzYNLH1wTZMiefzhWpc0RaN0SkCjRmjixdrM0RqnIRwotRXoT28tQ+jLb/l0h5qkBpjEzK/O1Z9X/2kDcCTIgJ/YfIlpamRqapprElTK1JovD5Jfnb0+OumeN/sSXcS9VcDxdepIHLWuCcCrhAAb+kqR/7Ur9NUG2SspfygLkocMudfF0lv8Zm3wW4DwDkHgu+D/FvQ4JbXN7PAOcmwLrEBU6BwAkecETE2SeCNkjgRaRgvp5eZIlfkmlakGf7sshbEfBlBrL69Oq/etV6nzczPinNn1V86OTFyu4jtImZenNbVXwbXF9ExBbj+gJKX0hE5xPR+WRMwf+wf4PYyqJElynWBkVhAVBhEWsCVHS2mDK37zZ+w86ThDYBEavXbD0WlZyDKEwCpRskHIDECOBGTG0DcUOyo3LouKVLV+0llNEQJgBYXKPVt3rTofj0Yj7pREkfW+bC1AGQdKN0EJS7QGkGJk8eO3nJx2rm22+v4IRKFxZ97drPjY3Mq1c1p05euXnz1/dvGxrqmKqqptNnzoeFxzx48MfDRy8j9el8kaa0ote9By9v3Xk6f9HGn+48mTNvtVSuGz580vCRM4TydD5hkqrTZNpkmSYFkkRB/Oi587f9+MOvY8dM1qi0Chmen1v0+Lenvzx4nGryccV6mDQitBOh3ajSB1MurszAFcfBkgRMkohJklBpKqIw81VuROWCaAdKOcQaD0pYYcICEzZAauTidkzlh3EPgJlQ0kdGFfMot0TrV8flIwozTNj4Si9f5RaofHhEkVAZiLNUrtlzcc6ao0R0QEAHRapsHu3DKDdMeQCpGaVsCGUC8RSITOHKUvh0RkxqzqOnVf8lsvXwe2uXZHNzY3OopaGFiYiI0kkl64b021fo2xAm3aMWXYhT/WaKfedPfuGKvBmNfq8AzkmAkxTnui38RjBhawS0Wgn85NNfJdBbMOcewH0AQPcB+AFHcIuNXGdxrwHADyD3PA8+wmMfFEA7MHCHiL9WIlyIS2Zo8YlRxLgk1RRbzKQCx6zRQydOnFjSpmLsuEkTJk4x2ZxJaaaZi1au3X44xd4mOq1Ek9RGGVciiyxUxBQSsYX/prCVzlZdbP1ohfIfgZSGZQl1fnF4UKj2izU+Me0IT8yeOn/riC8Xa+PsC9ccSnd1RBRmGHcItAGe1otpnZgyIyo9d8m644tW7CM1SWxIAoAoIpBNnrGkU68xUrUDktv4dCYgcSBKH0g5AZFJqAuKNR5UbhgxblF1HfPddzdwPBxDibLSHrd//jPUwtTUMDXVzZ8/NWzdsufJ09fLVm2OiU+fNmfZ2C/nk5okvixKRie6gm0d/orwWLsmyiySx2CicISnYiMaFpoIIPE8Kk2kSYMUCaA4QYwbe/Wf+f4T8/59/bGjJ8+cOfvn05fV1c1fTp0L8lWQLA0inRzcycHdmDoLU2ditFOocvFIM5/IkGnsYqUNkmXAhIWjsMFKN6bycxQOjPLKovIxlZ+LO1GljyN1sER2PKIIlXtYApM9MODQ6cf9hi8VUhYeaeUr7QLaSkRmQlKrWOXNKh/6+B3z9ZXHQrUVUbhEqmyJLpuv9PLUAVTpwWg7QpkgIhUiU0B5Ko9KTzAWtmpkSyuRzUxLc6iFCTFMiAk1tzQ3Nze2MPEJqZRCXpAaO89nXBSnnC3lrpZC67nAQSHnh3j1a7/5s9v4W6LuUpRouwLYqAUu52ovZdG/ZIddw4FfBMB9AHgIsH8F0HsAeBsArnOBKzz2WTG6X8TfpaT3p2Xs8fl35bdZHsidHciZUVQ2sV27EW0rR7VtO7p7t2GD+02cOmnm3AUTvpy+a++h/OLSuJSUdLtzz9HT3QZNDE/MDk8qVSeUySIL6YRSeXQepS/8x1qh/B9E/g8oRWEBMq4Axl0o7pbqAlKtJyolb9yMDfPWHuk8cKZY60ZIO0K4ubgdVto5hMHgKV+y/mB5xyEclOLCOBeRAQCaV9Jxydo9ujifgLaDcgdKBzlyNxd3cgg7V+mAaAdbYgal6V37TPv28oMly3fI5HqlMgMEwygqrVfvcRO+nNWnzxCNRs/migFYAkuUsEQN8CgAU7H4Okgcy1MkcQR6UBQHSxJgSQKXFyVUJCPiGFiSIFa7UcIu0tjY0gQYz0AUJo4gFVfZx05afP3Www9VtS/evP32u6tdegxGhDSHpwOEaQgVQJRBNuHlkD5A4WbJXRDhRQgnSlgxwkRGBTxFgy1ZfVHKwdcEIcKLqbMQKgARXrbcDkgsKOkRKgM80ovI7QLcgUqMZe0n1LcwcxbshQUxEqURkiYg8iRElozKjDKN01fY81hCWlcAACAASURBVOlH5sCZmyiRKtX4UdyLEE4Yd8C4C1LY+SonprQgVBpCG2A8jUelG+xlvz+v/S+RTUxLU2vcHWKYENPU1NLczGSYPQoFYYrUDMzQ7yj1b3anzZLzNlOS9ShnG597SAjfCVP9lRL7KCPiJ4vmm1TBQT3wopPhoZO8JgR+QYA7APCQw3rMQe8AwH0IuIQBZ8Nlx9Nj9jss2zKzZth9fZLNBVGJTp3eHBZvijGkxKXH6dNSUx0Od6bT77V4XcHcwuKyTiPGTFmycq3d69VGRbXr1nP7/pOBwj7KqCx1XKk6oUIRW0AltiHjilrDmn+slc7/UyMlYQGB1sdTezDKi0cV8ZVBttgkUDm0SbmWrJ5UbI40PCjSZCK0F6HdqNqJUGm9hk0ZPmY6JtYAHBEA8ACAp45Mmrdsc0W3kShhEGl9rXPyKB2ESDdEu2Ctj0U5MHWAr/TKNE4qwinGkwBQy0XicdqFCBJBXhTIU0J8kgUr+LIISBoOySIBnoYjjRGq01HCIFJb+ZSFT1m4klRAkIwRJkSWhshSFTqngDSjuIUjSUeIdBA38GmHUOXjK5xC3IpJImOSjC5/ptFu10UmCuU6DqaCJXFcqQUm/TDtZ5MeLu2B1UFUmY3SQRh38GkHihu9Rf0v3/mwcf9VPCLAFmfwlX5U6QMJF6by8pQuCDejuBmSZfAUZrnaKVJk8CVJ/QbNqGtgZs3doCDjRXhsijl3+rzNU+dsDuT1Bfn63JJeL6uZXccuccV6Ae3giq08ys1TujDKLdFl8lVOlDbDpAEiUyCFASUMGa7K35/XNjFMiGlimCagkWlsbr1mwzBMiGmsb2puZLzeAgWuzHfZuxnju+mkG0qCJzuUbs1I2qDF1wmBHSBwFmadh1jfCjg3IhV3DdpfLZFPHTE/awQ/QcB9NvAzC7gPsX7hsm5zWLf54PUY5aV2WYuL3KVJUdbw8DiZOoqIpDUxeES8Up8SlWhOTnUnZwQSXAUpweIUt9ubV+DPLXMFSgrLum/bdXT46HExifHayJg1m3fPWLA1IaNUHVuoSSwXhAWJ+AJ5dN4/ovjvV7sVzX9U82+fMiJTEZUtDQ+KdLmS8CK2zCPR5aKkC1U5+Fo3SNgg0s2WOVE6wMXtIGmJSMtbtm53YoqJA4lARAQAqFiunjxr6YiJC8hIO6RIh0g3W+Fmy72tUzIQ5WErfQDp4SoDXMLDlRtheTokSUZkaXyFXUz5YZkF4CcBghhQHstXGjiSeIRMRag0aYRDpLOjpEmgdIrUXqHKI1C6+bRLpPaL1F6MdGCkjU87IIURxc2QwiDWWVEqjUfZEdwhV2dhUqMQj80v7zhkzOgZCxekmFxshAR5YWIinUfaYIWdKzezFRkcPB2mbTDpA+UuvsrNoy0oYcgs6f/kDbP90BUxZRTgJq4kFSGMYq0dIQ0cSXyGv/3IySvGTl8TLOgeFuMQyfUjx8w9cepqfSPz4nXV7n3Hs/Pb3rr/14da5lM9c+7y4+gEb1Flz+cfGzftO80WRsrD/BJ1QKT2cuVmltgkUPl4SgdKmiAiFSSSIYWBhxssvg7/D5FNTGNz694fhmEYpqGusbmeyc4sCw+P61JaumRQz4Gm+OGWpFUludsKMnf6LCdzLMfSIo6p5PswcB+fe0QMH+axz8mxq4Tge4TzCwI95LLvgqw7XOBnALjDAa5DwJUwxZW2WTOyTM4IMkqnJnAVFZGIRcSJEjPIdFdYujc5PSvDVpISaJeYWW7LK/XkljqCFe5gh8yCrsPHzNq1/6jbHwiPjvFm5u88cL60/aiIlDba5BJlchsyoZCI/fvJ/kcdWw2PyvuvNLbGNJqAUOOVhAWEGq9Ak8NT5UjDS/jqXKEui6/xYxofT+vnqTIRKgCTPphywbRNlxxcsGQ9QapACGNzEACAkwyOzbtOxmVkC5RmjHZyCQ9E+WEqEyR9GOVHlAFInc2mg5A6E1MHeEoHRllBqQEjLChhB4QZfKVfqAuCpAVV2UHSiKkdMG0DSQuXMLPlZoHKh5IuhHBjlBfGXQJVgEf7Wg2j3CjpEuu8lsweM5fuXbnjzKT521DcjOF2RGIXKCzK8Iy7j57VhFpqQi1lbXvwxBFSPFVKZPAV6Tw8XaK1yiKsPFUSQibzaYeAckm0donalGDKHzhi5rsaZsO2Y2J5ohRPHTRiwbKNx/MrB8i1qcMnzfv1r08f6phXn0KvPjTNnL+a1sSd/vZaVW1LXSNTU1u/58Dh1eu2V9cz7Tv3W7Zm1807Lw2mnHZdBrz8VL9h1zGuKEKmdvMIF49yinV+gTaAKj1ClYtHWxAqDaUMKJEuINOdWV2fvm7876sdYppCTEtTc6hVJ0PNTHM9U5TXkSbC+3XqtnHciBV9Ok0tzZnbrnhywNY9ivyqwLGs1LunOPhNm6w9lqS9Cdo9pPiQED4nxK5h6G0QfowKbnHA+yDyC8B+CAD3OMA1DDhNCE7YUtcU+HOjNWEqUhoeJtIn4Gk2MtmV6ChNNZeaHe192X3dOT0DRd28+Z2DRX1zS4d6s3vmFvdetW7X/EUrY+KTKFXE6HGzV288HpdRrE7IV+izpdHZrRr5j0D+Y60C+b81ElO5cX0eT5XFU+VAZBamykFVQZByomovRHkgys/X5vBUmTDl4ikd+vS8pcs3KxQEm80FAC7Ahnv3Hzly4iIiwoGRNpjygKSPQwZA0ge21iRIH4fMhJRZIOmGCQuPtojUVqnaBisMKJnBU1lBwgZSTrbCxVY4QMoJ0S4u4ZJGFbLkTpD0CjTZmDLIowNibQ5G+WXh+ZDC3Zph5uJOiHTDhGXklNW1DPOhibn/rIaO8vBxi0LtF8gycoq7f25g6kOhT3V1le16CcVRAmECoTTbve3adRvRrvsX8SafLaug9xcTIpOy23WduPvwlfHTl9/65fW5y3fefKzduecwD6MDvsq/Xjb8dO9ZZJyx18BRH2qbX3+o+vqb86fPXXzx9nNtEzNsxPjO3Xrv2LO/pqFx1bq1+oTEi1d+fPuh1mT1RMWmp6QFMbGufbcBLz7WLFm3g0/ECgirRB0QKN1CjZejsCG0m0fZUdIE4SkcWQKsMPBwgzun+5+vGppC/yGytRstFGJCIaZ12qalgako6aFVxn45dPT5NStPzZuxcezQtaMGze1R2duVlqWn+viNYz3GkYaYre3yz/XpcLtHx+8zvRcyUs+Eac/K5cch6CwfuchD7qLYA5B7lwtcA4DLEOuIENuTHLM6x9M/6IgOU8q1YaokszzCbLBVGu2dnN6eTm/PrIJBgcI+mSX9A0WD3Ln9AwWDXcFunbqPOnLiQlFJO40mOjHZtn3vmS79J6viAgp9Fp1QpIwrVsW3+d/2vzORrUqpiMkFCQdPlSmNKEaV2YgyiKkD0uhcROXiaf0I5QckDoTyg4QLVJhaiYyMjGaxWADABjjIxGkL23YdycPTUdIFUT6Q9HFIH0j6QNKLEF6U9CFkNkr4MdImUptxnYXQGnUxnlR7m3RPaXRGTlbFF+bcASypA1MGMZW3lU5AYkfpIEL5McoP4y6hMgDKrEKVjyu1iLVZfKVfosvlq7NQVZArN06YvvpDHVPHMC9rQpltevHkqVLSyhMnzV28ubaJaWaYqrr6kpLObA6RkJC1dt3JP180vqkKvfncfPHHm7/88fjnh49SMrIWLttT18K8/FD3+NnH9Zv3vXr9dv36jTGRyccPn3v3pr5nz8HJyabrN24/+u33tu06oBhfgZP9+g/+WF13/+HvPKFszIQvaxtbxk36kg3BW7bubAkxfzx7tXDJWpM1VyAO695v2KdGZv6KjWyBlgjzS9QBsSYgUPkwlV+gDYjUbr7SipAGUJGEEul8Ii1Q2Of5u5bW6UMm9B8imf8Q2djEtDQxnTsMVhNRs0dOur9v//2dm79bt+zr1Qs3Tx81oixrZre2/d3WAg3dPiF6UkXh+OKc+aVFm7p0ODGk3zcDe90c1PPbkuBBc8xWJXJIDJzns84DwA0Yu8ThnOGyj8CcbbRsc5ZrVNCVHBlOa2IMhpyU1KKE5Dbu7H7O/H6uogGBkkFZJUOzykZ5C4e58ga7c/s7A50Xr9i9bMWW8PA4mUzZf/DYpWv2JVnbULE5VHzh/5mMJGMK/nnE/4dMCnV+oS4o1OZgyky+Oluky0WVLg5u4mvdCO2UR+SJNNkY5efRPr7KTUe7V6zZYTE7OByQxeYqSO3K9XvN7gpIloaSHojyQ5S/tUf6byJxLyx1S0h/Radxy9cd3H/ou9Nnr1/98bf7v764++j5tPkrn7xpWb3tvELrQxU2AW0Vqp0CVUCozRVrs7gyq1jjA/jJPNLKEqaguFmodGCkjSO1oKQHxD3iiHxQZhw9aVEjw3yoa/jY2Lx49Q4ZlSynjFGx3ouX7755++n12zfNLUxhfqWSTti04URtHfO+mjn+zYVffnvazDDVDZ9fvXmZkeFZsWp7Y4j58eefgzkluQUVHz59XL165cA+g96//Lxt8x4RXzFy+FimhTl69HjXrl2/+GLk1KnTV61c9/FTbXV1sz7eMHbCV00MM2j4GIFYkZVdcO2Hm+8+1tQ3Mecv3k5J8w8eOfHJq49fzV+FyqMlSqdY5ZeHZ0MKO0i4+JqgWONpJZIrT2wlMrfNgJfvQ83/+JH/EMm0MAzDNDUzjc1Mzx4jI7SJ88dO/fXAwd92b/9px6ZLW9esnzaqh98yoSh3+/Bhc9q3HRTwbJ8x5cDiubN795zcqcP4jpVftMme3b543/Ce34zp9eOobmeKHceNsYfCdPulihMy6UkBepaPHMC4a3DR1oBrSmGBOSwmRpUYHx8wmEodWb0s+b1shf38xUOzy0cGy0bmtB3rzBvsKRjizOxV1n74sa+vuFzZWl2kNjxm3ZYD5V1H6JJbzxcXkDEF//Yg/wHxnwzlv1PlPLUH1xfwVJkiXS5PHUBJl1DjEunsAo0dJswo4UQINyh38ZV+gdojVpoWLd2SX1ACQggLRNLMzjVbDobF+4VKJ0b5YSoTpgOg0g/TXojywKQPI3xiMsiXWKbP2fa5hqlrYFpamFCIef3684s3778YM+FDDbN83UFEEEdp7LjKqFCZWcJUSG6D5Sa2KJUIdw8YvXjVlrO7jvz41cJdiZYSEW1W6nMESjeP9iFUQKB0jvtySTPD3Lx7+9m7txd/uE1qkgRSfXZulxevai5f+eH+/ftNTS35eaXtKnvVVjF37v3lzS6BBLKoWMPeg0daQvV/PX+ij0nevHFPXUNtz369+CKyrLLrqzevL1z89s7Ptz+8/mg1uVkAvHPb3lAzU1/bUFNVW1dT/9ezV8//evP48fPvv/85LCJ53qK1dU3MoGETeCJSExatC4uuaNf52vV7f71sCGa3Sza6u/UfFpfuROV6ucYrVmdilJevCUrC8/maoEjr4dGWf4jk4YbC8iEv3rU0MwzzD5GhUDPTwjBNDMMwjSGmtpnpNWAsTkZOGjLq7o5dT7Zvfbh7+70DO7d/Na6vzzoxGJjs8y8sLZlelPfD2uVHZk5Z2rvH4n79lk8cO7hj26Gd2s0aOnDu8AHLRw+ZXF44xJYxNz+4u33pNqdpQ4RyixjZCgN7Beg6kXCn2zU9M8sUERUZnxprDKZ6y81ZXd2FAzwFg/LbjfUUDfSVDguWj7Jk9TV5egTy+i5Ztnv8+JkESeMkMWr8lK8WbIzPqCSj/ovg/8gB/Tv0/vfbLdT5RRFZPHVAHl3AV3pFGpdQYyZinJHp+RmBzrrEIgR3YIQHljsBkZGI9I+ZuKhbz0EABwG4iD+3ZN7SrbjOJlH7+HQmQmchyiCkCiBKH6L0oXSAR/tEygAqyWjfddzyVXuPHj1XXdV066e7JSVlZrO1c5ceNfXMhk37i4q7Hzt+7fyFn7ftPJ1iKuGKEqkIJxlh2bLn7MsPzNvPTG0z8/oTc+bifbO7AuDFyHQ+sTpTos3DcPu0r9Y0NDIHjx65cv3qX6/fewJFfFH49JmrGpqZiZOm3rp16+P7D6XFlZs37fr4vmH6jCUAKOTLtSBPmZvftqrq07u3rxPj0jZu2BFimorL24CooqJd38/19b8+efT2/bv7934N0+mFfOLggRNNjcy+vYcmjJ9cVFial1vk9+WmpzsNBqdIolm4dGNdE9Nn0FiLI+vgkVNjxk/FBPLlK7d+rmFszmJnoHDJ2m35Fd15ZLxY7Vbq2wjVQY7C0eoOibQ+vtKK0ekQnsynTTzcUNp+RKtG/k1kiGlqaWliWhimMcSEmMYQUx1i+o6YTEckTB098fmxrz8eOfzn7l1PD+/bOmZIf5fxy6zMSR7vBI97dlHeox2bDk8aNyk/b80XI7YvX96nR/cRQ76YPX3OyuWrli9a1qtLj1itLjkszBGmGx/076gsPZjtP2ZN20bINshFcyT8pQ7jlHZtzEkJYfqkJGeBLbeHPbtvsHhoTsWoYPkQW14vX8Uwa/7ANFdPm693lx4Tduw6FhOrV2tpk921dc83Vm9vTWw5GfV/FBL//yIbSUS2KCwgDM8Uh+eItUGxxiPR2im9q0P/iYs3HB4/Z3N596kStU+oDEi1uTDu4pHWHgMmfzH2K4AFAzBWWNl59OTFMpVFSLv5dCamzEaUQUjlQ1QeROXBVH6+0s+nPXzKxlcYWLC6fef+9fXMrZ/uKhQEnyfu3qPvu3c1jx8/f/bsfVVVS30d09LCHDh+VRtjl9EJ67Yd/lTP3Lj9YPmq9fMWL//++u36EHP8m5t0mE1I2vikGyP8qNQya9am+lpm89YtM+bObGSYr+YsEoi1V649eP++1uMN3vrpRm1NVYd2HW/dvPPixStfMJcjoMTKRFJjdrrLmpqZ589e6CMNW7fsaWEa89oUgDxlzwETX32sXb1l4+Hjx6rqGrfvOqwNj5+7YPmHz3Xr1m/mC0QoJqSV2unT5z19+u7LKfNFEs26Tfvqm5lufb5IMjifvfz06PeX8xauevTk7fkLv+iiLINHTXlby4ybsQTDE4R060oPryK6WBJRjNIBocbLoy3/EIkpUis7j/l/NPLvms1/iGxgmM8MM+jL2RJd1PiRo9+cPt18+uTLPbtrT53cN3rYxLzA+NzMKcX5o/zuFT26/Lpz690tm49Pn3l8yYoT+w8N/2LMlEmzF8xZtW7Vjl07Do8ZPz020Ryb4tbHWOLJeDutr4xJnJ2TszrPOzclYlG8aqJGvLLAN8Rj86QY06055mD3jEDv7NIvskoG57Qb6izp5Sjp72gz2Jo1MMXayZ/VfdeeryvalssJMalSr1i/v027ybr4tnRM8f9Qx1b7d8Hmn8hGqAvKorJ5Wq8kIlsaHhRr3Xikq6LHiCWb9qe5Cu3ZHabO36vPqITlTkjmQgg3rDB36T959JfzADbKwkS9h4zpPmCCXG0XUB4BlY1SOTAd4NIeWOluJZKnDkC0i6f2ILgFlaf0HDTpzefm85eviaQEwpP37Tuipoapqmq6dOnKlCnTVq1YW1XV9Pp9YyC/MpBX+uzVu1t371mcVgQDxVJBZnbWq7efXn1oiU/NltA2iTpARZfw5I6FC3czLczGTVvsHserDx/OXrhideY8efbx9OkL6Rmm+/fuhFoaKssrblz/4XPVe29mjoCME6pMUtKeXzS4po559eJzZJhh+/bDjUyDLy8bEug69Rr3piY0YdasDKfj4Z/PXnys+2LCNIc/5/cXrz/U1KzeuH7EmLH7Dx95/7nmp9u/pKTZdeFJO/eeqK5nKjv0luJhW3ceef66praRuf/wVV5BTxDTlXXst2rLvpzyHgAvQkh7Jdo8gSoTxD0QGeSpskRaXyuRoCKJT5tQeUqH7hNefWCaGSbUGtn8p+nnP0S2hKoZZuSMBXhEwvgR41+f/ab5m6+f7dhad+rE7sH9J2f6Rvtckwqyv/A51/Tp8eHM19fXrD47d8HppatO7TowZcK0JfPWbN14YOO6/afOXJ06Z3msya+M92tiA9ExgdgIR5w62RQe79aoB9jSlxUGlmXbhyVEzm9fEUg2pKY6bIFOjpx+weLB+ZVfBMoGZLYd7C4dmJ7Z05ozwBLsk+5su3zt3kHDhisIaVh45Jjxc/oOW6KNL6P+f/zI/zOykUbmSCJyMXVAGpkjULsESnN2Wf81O46FJ1kBVEFFGpeuPxmRWCRS+kSqIEZ5hSpXv2GzBo+aBrBRNk/65eylBW37S9UOIe3nUVkImQ1RfpB0Q7QDVroxZRBTZ/LDszFdAKG9QrWz+6Apb2qYH28/kJEagUgzYNCEqlrm0e/PDBlWLoiFh8edv/jDx+qWsnZdVqxZX9NQf+LrI1OmTli5cuGevVuPHD1QVV3/uZYJ5HblK9Il6oBEkyum/MuWHaqtZrZu26HUqa7f+vnlu4+r/j+63jI6qrN7/z/jesZdzrhPknHXjGvcPYFAILiXFm8LtHhxd3ctXigOFVrq+rTUDSgUSTL/FwM88v3/svbKOmdef9a+9rX3vu+zauOdv59MmDDVYnZ+9tkXd/+6U1pafurUqfv//D1zznwcU4ZnFGgK07v2XXvSm/vmm1+UCvPOnYf/efI4XloOx/H7D5n2092+6XPfwNM5Q8a+9Mc/ua9/uuONpgaNHHP79z8f5XJ3Hjy6/7jv2nsfhWLlRIqAxlFOnDpv9cb9Nk8STxMJZObqpiFN/UabXWkAKwIZhTiGEk4WAXgRVeQh8SNkYRrHi+J4cZK4FMMJ02URktBF5DswbCNJ4CSwTG1dU367m3uSy/X19eT6HgP53njvk75cX66vr6enr/efntz0WYuZvIKhHSO+ffPonVP7vt657s7xg7uGdU8PBeeXpafFghOK3Ss7W++dPv7+8mUnp768/8Vpx+Yvn9p/xKrXlx/ac3L+wrXnrt5asm67whzQWEvU5gpVUYW8IKvQxpXqoFpm1wo0drGyzuMbWVk5oq5uzOBul9NvdYYDsbpIujNaNixaOSJUPiJQMtSX6bZH+xsDLTp31fAXFy5asYnBFjAZ3CHDJ0yZuVZhKhfqSp/vR+YpzPPHkCX52jKOKsuUp2iSOEUUpUsTNHmaKi1lqqqosgRF4pebkzMWrK9oGgBgKACabvWVzF22nyn2kQV+LMtL4IXo4uKZc9bVNfYH4CgSWzB3xZZ4TTeO7QIFMZCfJvDTeH4Uxw/i+H4cP4gTRPHCOE4URfGLsdwYSRhtHzrj1/u5y+9+DDIgkCwfMOilv+4/2rbvAIWphmGEVI5u5YYDd+/31dY1nT177v79+w//vnPnj59/+fFfP93+5scfvv/w1qdX3/nUE6pGkgtoUJTAjYPc0OLlB+7fz23ZsZtEoy9fveZhT++fd/64ffu2z5NwOaJff/XDH7/fC4ezU1+e+/v9h9//9sfcRUs7u4afPHP53r0nT3py333/k0Kp23vg6ONcLhBJ4cjCoWNe/e6XnhemLkCDIjZUuGnHsQ8+vb1k9WaBTBMrKV+4fO2S1Zu7hk2U67wInAhL1ghkfpbQSWQZYQQlkWNC0rUwigogKQCSGsM2Enh2en7+xHMQBQGCIEYQJAnCDCgqAUVlBEGcIg7iuGYi14mimYhsO4ljbu4//s97fc++zdAD9OUH2k/HiL25XG9vX27evJV8vnl4x+hvTx//6639X+xa89ux3VsH9J/q9cxNxhaUp14tTWwaNuDPwwc/Xb36wozZmwaOPDrrjdeGTHh5zLRVyzdNnT7v0jufLFi5yRLIai0lGkul3FQlMVaJDZXiwjKxLiFW+pQKu1SktRRY6ipqZr/82oDO7kS6wlNcGivpzHd/whWjw9kR/nS3I9phCDZpfXVlHRO27jktkur4XKi9fdCshRvVjjKhLvufRD4fHj7fj8xXk3kFp0tTbFUtjhdnKZMCXVxtjS9cs0OkNgJoEI5leMOV85bukupjIM9FFgaI/GKDu2HV2n1GoxNAYMgc4dLN+0zFdQxpjMiL4bhJHC9O4EUIvCCW58PxgzhBLE8kWZok8LMYRqB50JQ/H+Wuf/A5mSWm0DRt/cb9/ahnyZp1GFBBoBqJLOOC5bvuPcg1NbYdO3b80T8PD+3b27+tuaIkHS32G4sMNrvHE0gjiSKqwIVj+0iCFJbpX7Lq0N0HubWbttHYvIbWzl//vNuTe3L67BkBT+1xpm/d+vbhk1wwUgbJTXvfPPcwl7vz4FFPLvfXnftffvv9nb8fffT513JN0ZLVm29++p3OHCCzlOFU87jJbxTaMliyhsQsYvALZVoPmanAUSGQKQaQFADNBPACACuhCZ0sSZAhCdHFxTRRkCT0gQIvSeijSgMwqgkU+uA0M00RgYzlFGmUCIVBUYwoShChNBHKEqEsQVhCEMSp0gCBbwF5HgzDRuK4KTxre9fEuw/yEPblevueEtnbm8vlcn19PX19Pb19uTeWbODxTN0tw787e/Lu+YNf713/+5t7tg3sfDUUnur1vJqMTC+LH57+Qt9bZ79du/H85NkLazs3TZ87Y+SkyROmz5y58IXxL1+8eHPJqm1mT0ZnL9PYqpW2WqmlVmKukZmrpEUlEl1UpnCJhYUKaUGR3p6MV0XjVb5weSDekCgdlKwalageH6kcEykZGcgMccUGGItbdf56T7bfnsMX7K4QjyNMJMqWrttvCNQJtJnnAv2fXEIFlflkmc+a/7GQlmbKU1xlXKgJZaoGLlyxGYGnAUg8AOAC0fLVmw7J9UEG5KTwnRxFrLH/tBmvLMbhqAACI9Obl2zaLzHGmbI4SZD4TyLxggBBGCJACQKUIMviJGmMJMjQRYkBI2f+fK/n4o0PuEI1m13U1DrqzoNHi1auwVPUFJaNyret2nT0z3t9lVV1c+YufPy4Z+3a9RwWG4NC87m8MaMnfP/jH8vW7MJRlSSuHcf2UKAUkRecs3jHo1xu296jNK5EXej68PPbD/pyZz14mwAAIABJREFUE6bOwBJ4Dnf6+5/u3frie2+kHEUS6qzBl15dcOrCe2cvf/D6wjUao8fiSehMxQCCyZVYsBQFkV1A4ZnxLAOAU+AYJgzDQuY5QI4F5JoRoJLIMVAEJiLfQBXbEXQ9UWCjy4tp0hBPmxYWlGB5Phzfn999JgmCRF6QwA1wlBk8N8DTlLOVJXRFhirNUCQZmqyEIi0FRRkilCWLUySRG8M24FgOJNWMZ9hBtqm9a+Kf93qeb1b8L5E9fU96enMrVm1js4vaawbmc+Q3+zb8cXzv9q4BCzLZ15Op+RWlU0uiR6e9kLty6fsNW46Pf2VMoHzR+FdHd0+YOPHl2XOWTBgz/erFD9dvOmhyZQpdlTpXncZZr3DUyeyNclu93FwpK0xqimIaXcBQFNTrvAZz1B2o9IQbwtkB0dLBicqRz4kMZoe64wPN4XaNt9aRbF254UBFdQuNwiwstK3fccKd6vc8R+aJzB9yyEceR666JM8iXZrIfz5WpE8TWCZI6Z6/dOuI8dMAOA6FBRFokC9Sb993vGPQC2K1myowuSOtOw9edXkSAIABYJjyhn6TXlspLIiCwiBdkiXw0wRBEhTEQEGICIVBUQQUp0BxkigO4QUBAidC5ATah0y98zh3/YNPyXQIj5f275x4958ni1dtwBIVVJaNzrPNWrDl97/76lv6ewOR73749fc/7u3Ze3Da1Fd27tj79989X3zza0X9IAJLTxa6WMokW12BY3uWbjh2vze3Zc8JkKVgiywLlu/aduCk1Z/AUWSqwmD/IeNDmRoqT0dgadFUGYmrQ1GkAIYPEEQYmhrAidA0LYFtxDEMaIYRz7aDAjeR72Er4himA89x08QhktCDY1tIfDeR66SIfCShB822kkRemswvMmeZ6ihDFaMrozihj6FMIhkOGhSmQWE8y0MRhPEsH44VYMuzZCjBVVfQZFmqNMtQlNEUpURRkgAlqLIUTeYnCqwgz4NjOUgcN5VvGzxyxv1HuX8Tmfuvv97eXE9Pb27Dpn1srqG+pPWrE0d/PrHry91rfz68Y3Nn2+Ky8jWNzcsbGufWlJ6eOenRyTd3Dxs9I1nXak1MGPjC+LEzRo+dNnfusrHDX7x5/bPlK3ZZPGWFrkqdq0bjrFc66xXOZoWzUWGtkRvLVIYMJPcptSGjNWv31rgjrUZ/oyveP1LanagcGa8a979EeurNkaZZ89d1dA6jkOgQpFy56XCkaiikL/lPIv+zH8mQJXma0rxk5185ygRL7oe0xdnqwXMWbVy/eb+2wAaHYeAwNIFIAWDIeKZs/7Gzb6zYsmjFji27zw4aPgWOIsGQBBSR9vK85VXto7iaEIHvp8lKQChNFKZAQYwkDIOiyFOFEiVoiigJCpAFcSov2DRw0i93e69/8DmFIaZQtJ2dk/6492jF+u1ovAKkmeg8+7J1h3++01fbNhBkCGpbBvz469+PenP3H+ae9Oa+/Pa3qoYuAMGiCCxIugFGNROhKFuVCqQ7wyUd0oIghqrlyotBjg1OUgIYIY5ZJFAH8GwVlqlAUTVYRiFD5EZQ9SSBnSR0UUQeJN1EEvooUJAqyjcFizEsL00SJ0MRUBCCM1wMZRovCOA4Tp4mThL6+Jo0TRyhQCGuKlk/eJbcWubO9H9t9WFQZCeLPTRFCMN2MmVRiT4t1iS15kp7sF+/oQvtoS6qMCbSV/M0lQxZliLJMBRlVHkWL4zhBFGKNE4UOjFsA4ZhQ9EsOLoNZJsGj5xx537fv1U79+8iMpfL9fb09T58ktu+8xiXb6qI131+/PBPx3d+tWfdz4d3bOhoXlZZtbyybnFV9ZKGincWz35w6si67qHdgZKsMVIWrp3y0tzp0+dNGD9l1tTXP7n5zdp1h9zBGp29TOOoUjvqlM56patF5W5VOhqVlhqNpVJjKiuyVRgdVQZnrTnQao91hcpHxcqHP1ftcMmwvGqbQm16f5PKWTZ99oruYeNZDC6XK1mwYme6cQykLxHoyv/vfmQeRK66hClP5ctKiijK0yT1jmz3mBmHjl+eNmOBSmXE46hwAIVCoAEAQGHQCAzWZHf16xoyZsI0ly+BxbMAAANH4TUGx7INe4zeCqrYS5PEyeL0cyJBQSRfMxGgOE4QJkB+PM+DYwVIvEDn8Fl/Psxdu/kFla2g0Yv6dU7++feHS1ZvxZP1ZKadxnHMfmP393/1peva4UQOW1LgCVXMW7Jl14Fz4yfNLbTG8DQFHJRhaIUUkY8mjxOhKEkcJfHdGKoeICiwdCNdFAG5QQzDxlKEyZCXpSimShwEvonAcdBEQZDnoQi9JKEHw3aAQh9NGqZJo3huAEFz0xUZPLeYrSnDc4vxgmK6NEGVxRAsO47rwrFN/UbOaR382qJ1503udhTVXuhoOHD2S4Ul1Tps2sWPfqDLzJUdY9fvu9QyZLasMLnz4NV1205t2XPh7Xd+vnLzzobdN4TKDFeREemrOapypqyUqSynyksIUBwvjJMlMYrES+BbCBwXgeMC2S6awD564px/nuSeOpvePqCv76lk9/b29uZ6nvT2PHyS23PgNE9gLglXfXHiyM8ndn17cNMvR3aua2tcXlW9tLxmWUX1ytrS996Y9c+F41+/eWTb3KWDGofEPeVtdUMHdwyvLqlZv2rj1csfrFq93+ws09nK1fbq50SqPW0qZ4vSVg/pshpztcZSqbFUmvxt9shAT3akNzMsVj48WTUiUT32f4gsCDTLbdnxk+e98NIrfC7EZAoXrNhe0jL+f5zNcxz52rJ825whSz533KZg6+vLts1duk4sL0AiSWgEEQGgCGg8CgZHoxAwGIDCIAE4ACDzX7JBwuAYJAoHILGNHUOmvbaKrwlRxUGqOEESpUAoTRQmCIIYQRgBRTFQFMMLYzhBGBQH2aoEyAsTOYGOYbNufXN3x6GzVI4ajpalSoes2Xy4pnUYhqSjcr0ktkNrLQMFRQBFROLraSITlq4BCBI4TgYgIQSoxFD1dMgF8lwg3weKQjR5mqHMEjk+Cs9HE3qZomIaFGdJslQoToYibGWGryuhSkI4rpsCRQhsP10c4irjEkOGJvGxFGFQ4OUoE3iOlylLIukuNMON43rpkiiG7cSybSDkUtrL7NEmlsQ8e+HmCZOX7z70PiSNUNnOaKrr5Nuf++M1E6bPOXrucuOAIYdOXnplzuq3r34zdMzMy+9/5gol3zx3LVvT6QxWHjr9MU8R4qkSooJKnqacrSzLEwmKU0QoTZEmQciF5RgxDBuWacfRbWSuZfTEOX8//G/VzufIvr6+vlzvk1zf41zu8JsX+EJbNlT51cnjv57a893hLT8d2r68vmphtmRTU8f8ZHpJafybDYt/OLHz6/PH3j1/6dqFDzau3DewZWR1snpQ68BrF69//PHXK9fst3kqdbZyrb1GY69XOxpVzha1qzVPpMpar7HVqYyVhe4md3KwMdjhSA71ZYdFy4Y9JzJSOjyYHepJdFkiHQWBZr2veuCwybNeX8znQlQqd/mG/SUtY/PO5v967bxw8zSl+RzJkCWhgsqazukvvbKYJ1EBcBwOS8IhCWgAjYGhsEgUCgkHAACJRmBwaAAGoNFIOABDwOAAAAdQuGkz3+jXPZkp83HUSRwnSJFkSKJUnkgiFCWJ4yRRkihK4oUxIlSMFwTQzACRG1KYS63BGrHeA+D4dK6TxnHgmRo4KEFRDCiymSWLoulmAt8CUBU4roEqcrIVARTdgGNYcAwLimJgyUJErpsk8GPYbiIUJooSBEGMzIsxhFGmqJgtCQuVGbooxlOVCXSVLEWaLIkxlFlQEKGL03RRomPIgrPXfj5z7faiDW+y5D66xMOUBUT6NFMadkYHNg+eIzOUtnXPnr/mmMFT2dQ99diFT05e/mTwqEkLlm4cPeH1E2c/gqReHKiNJNo//PS3C1c+/Pjrfx04duzAsWPVDW1wNHXS1IWr1u45dPKMSKU5cuZtf7zM7EntPf4OiWuliYICdZajKGFIS+iSLFmcJUJpIpQmSxIkkRvHNWGZdjzbSWA6KDzruEnz/3nyv0Q+fX3S+/hxX++DJ7kjJy8LJa6IJ/PJkUO/ntrz9f71vx7dsbq5blV17a7+XWtqa5eVxz9a/urtk9u+uXb8s1s3r169eev9b96//OmxXUdmT5m5Z/eBG+99vGrtAVegvshRU+BqKnA16V0tOlebztWmtjcrLXVyU43SUqO11xV5ms3FHc54lyc9xJ8dkqoema4ZlawZF60aGy0bEcgMccW6zKF+en+LxlXZMeiF+YtWQQIJmcxesfFApmk0V5XkaUoFunKhvkKgK/8fZ5NHky5NcFRZiaFm3Csb01X9MCQGGkPEogk4BIaKBVEAjIDBotFoAAYgMOhnX9QGEACAgAMADABQuGXrdierBnMUEaYiQRElQSj5NEEKYkRhnCRKksUpkiRNkqSoiiRJHCUI4kR+FMtxwWl6gCyFUVRYpgPLdODYRjzHROC5SYIQBYpQxGEQ8oCQC4Q8ZMhPEviJPC+JFyDzgyDXT5dE6ZIokV9M5IcJghheGCMKE0xxlsINDxg+b8m6E9PnbFMaS1iyqEBbwtdlWMo4EYriuWGKMIGhO+cvP7J+++n6jtG3vvpz+ITZnUOnEujqpWuPtHVN2bb3yobt57tGzHzz7Af9hkxq7Bh17vpHzQOGDx036e3r72zbvX/oyJfePHlDAJnJVHU00Xj9vS8aWzpffu21E2dO796/r7mtkytQbN565MXJcw8eP8uAxOevf+AMZgPxhj3H3iewLPmvt/BUFTx1FV9Ty1RUk6ASIpSlSNJksQfFLMQy7VimnchykrmWF6Yu+i/Vfpod+/pyud6evieP+3r/6ckdO31dpgoYVI7Dixb8dnrvzyd2frZl+cKK7Lb29g2NzZtbmja1Vny/fekPp7ZeO7Thwuljp0+fvXHto3euffT+9ZvvXLnx1rmLZ85dW7/pqN1bY3DWFzmbCpwtBc4WvatN72rTPCWySmGu1trrCt0NpmCrI9bPkxoYyA5OVA5PVo2IV40JV4wOlwzzp7ud0YGm4g61u0HlKG8dMG7RkrUioZTB5K3cdDDVMJKvTeVXJPPa/X+PJubRzOfO8rYpa3YcdxcnEWgCEU9GAgASAHAIFBKOAgAkicoCYEgAhQVgAAqFQAIAHAbAEHAkjrx60yF/op0tj5KhGEmUJAjiBEEMz4/mgyiMg1CSKEoSRQm6MkuRZcjiNEWSIUtiRKEbL7AQhXYs24dlB3A8B55vJ/D9BGGEJIyDohhFFiZJghRxmCqJUERxkjAKCmIkYRTPDlJEUYoojucWYzih/OktgiBOhVJ0QWjn4XcOnH7nraufvjpvQ7R0MF8Z1rkrpy7cM2Hm3pLmV8n8CInjnrVgy4zXl8dK6t/96JtpM99YtHwzhSXftuf00FGvXL7xzbw3tvqC5bv2nj549PyYCdN+/evB1l37VmzY9PLcOeu37xr70qsHjl0UK5wcoTGRbTt2+rpIph8wbOT2PfvbBw25fP3WW5c+WLpip8Ean/HaSrHG0TlsiqKgWKqPuSIdMEIRDYryVBUcRTlLXsGSV9BkZSRRBhRlaPI0VepDs4pwLEeeSCrfNunlpY/7/h9E9uZ6nuT6HvbmTp57T6ELaWXmZRPG3j6+469zB26tf2NuSXx1TdWOzv5bOppWt5Te3rPi17d2Xt+7ev+GlRPHjFm/YeuFyzfOvn3p/KWrH9767Ma7ny9bvicc729wNBqcrXki86G1NarMdTJjpcJcrbHVFrjqzcFmR7TNm+oMpgfGy4ckKofHKkfnifSlBueJVLnqlfaypn6jl63cJIZkPL54xcYDsZqhQn1GqK94niCfTxGfS3b+hEN+h1fvbhw5eeHeo29rCmxYDJEKkpAAgEEgkQgsEkMRq4yu4oxMb0UTqAAAhwEADADgSASWzNyw/YTRVcOQxnCcEFmcxgvjRGGcIIw8IzKRJ5IAJQiSJFYYx/ETRChNFCXwggAeshNELhwvgufH8EIfAfKBoggojpPFaYokTYTCOL4fyyvGC8J4fgzHi2I4YQwnTBLG6YoMTZYFoQRRGCcKE0RhiixO08VJPNt+4tLH3eMmbt1/YP7S1eeufG73l3e/8OrM5dtbhs/VOJuwTAdb6ntt8fp3P/ny8o0Pps+cO3jY+NfmLSPRhDv3Hq9vHlRa2frmqStz56/2+lMrVm/ZumP/6bcuNjR3TJ4xc8qsufNWbWobMnHrgbfZUgfINjhCdUvWH+RITPHK1qqWwUiKIJhs8MTqGAIzhWflQD4Cw8oUBpnCYr48hSI5OeKsUF0Naev5qhqOsoolr6BISojCBEHw1Nlg2AYs045h2PAMO5VvmzZr5bNLf/6j+5MvIntzPY9yvQ96c2cufCDTBG1FwQ3Tp9y9dPTRtRMfrlu0tLZsbV3Nusa69W21GwbU/HJ0ww8nt3x4eP2Vwzumjh8VCoWa2vuv3br92NnzR46fP/f2B0uX7nV46ozOpkJ3c4GzRe9ofk7k8xyZJ9IUaHJF2vyp/qHMv4nM15HPVVvtblA7KxraR65au0UklIolypWb9xeXd0EF2f8kMh/5Z4GunCaJ5yfaeT8u1GXVtrLucbPWbz3I4YthAIBBwLFoHJnMHjJq6skLH23Zf+HImfdmzl+t0hrhcDgGDQfgMJDB27TztNZcToXiWG6MLE4ToDgoihGhKEEQIwoTJFGGLM6SJGlQnALFKbwwjuMnCMIUUZTEQyEc5MaLPGh2CM2OoHl+DN+DFQQJUBwUp0iSNFmSAEUxgiBGEiXJ4jRZnM17JhDKzzwzRGGcIIjlj2GQxWkyFEHRC4+9/d6tr7/57JsvhowatXXn0aZ+ow+evahxFQNEJUnoY8ujJJ5lzbYDyzdsPXfpRmNr16AhYw8ePReOlt94/8uJL83ec+D0zr0nXn1t6Vvn3zt2/JIvkB41dvKho2cXLt/IkZu8mSaVLaWyZSiQE88xU0UuksBGl7iF+hBL4WLKnVSRkwI5cWwLQxJiCKNCRQVPUc4UZ1mSEjwjwpaUC9S1AnUtT1nNVVVzlBUMRRlVmqFKM3RFgiJ2PScSR7dR+bZX5qx93PdfRPbmcr15IvtyvY9yvfd7cm9d+UhdGC1QOpaOH/PXhcO5m+durlmwsrFqc0vTipqyDe216wfUfX9o3af7Vhxf+er1I9veOrhjwujhKpXK6Qt2jZywePW2Mxc/2bHrgsVZY3A3FHiaCtzNOmej3tWkdzVpHU35OlJuqVbb6gpcjSZ/iyvSEUh0hjID4+WDE1XD4lVjIpVjomUjgtmh7vggS7i/ztecJ3L1uq0ioVSh1K3eejBQOgAqyD6X7OeRfxXoypny1PNnqKCSryuhSYoL3NVrt71Z19SJRqMBAEAg0eXVLbsPX7YVN8qMWVe8Y+GKvXPfWAeCZCQSDsAAGle0fvtpna2axI8R+GmiMEWA4kRRjAA91WuyOEuRlJClGbI0TZZmQChJFKaIwhRBmCJAcRzkxkFeDDeG4SbQ3CCa58UKggQoCopTZGmGKIzj+CEMJ4TjRQiCOEEQx/NjOF6EJI5TZQmSOE4QRvLcE4UpiiRDkcbxPMuRc+8MGTd+0owpR46fGDPulfMXP9515BgZknnTHUW+FoEmzRT71m57c9zk2a8vXHfq/Psl5W3Xb/7r0tXP12w84g1UjHlhzqjxr9E5+uJYg91TCkPziFQFnaNHgVKy0I7jWAFyIUnoQdDMVFExXRYBhX6eNs1RJyXGclFRKVeT5GqSHHWSry3jq6voojKBup4lrWRKKriKKq6iSmlpg/R1fG0VR1XOlGdokiQZioCiCElSTBY5cVwTnu0kcFwEpoMBOV9buOlR73+p9v8PkRdufKY3pZUi4/IXxn13bNv9S0dvLH99bWvd1vamTS31m/s3LG8p+3rP6vd2LXm1u2bRlGFXj+/+1613X3lpksdbLNaYtPZYtKJzyKg5Vk9dobexwNus9zTpXA06V8NTIm31MnON3FKrtjXoXU0mf5sr0r84PjCSHhgt7YpXDv2fHGkq7tD5mlWO8vq2UavXbRcJpSp1wbodR/wlneKiUqig8n88Td5o5+2O3FwvNdYK9RX536XGerYy1jF02tI12wAYHE/EAUjM6s37OkfOxnGcDFmSKgrLCpPb9r6VSJYAAADAYTSuaM2WEwZXE8iLgcIsjhfHC2MEKEp4liPJotJ/EylOE4UJPD+B48UJ/DReGMNBXozAjRck8YI0lh/CCvw4YYAgCoPiFEWSocpS+RxJFMafCXQcFMUo0jhFGgVFEbygmCSOk8UpsjhNk5WQJAkUy3Lk7feXrd9y4Mib8+Yt1WsDn39xZ/SkKTSxbM6qgxVtM6jCCEcRr2oZ7yquYfAM/kgDlV1A4xSCdB0SL0UT5QicBIGXM/h2JEFF5VhJTBNX7KWwbFxpiCGO0iRxpiyOZrlY8gSW7cNx/BxtucLSIjY2iovq+QVV/IIKqixGVyQ42lKKJAMKswxpGUNRQRIkQEGMJklTRHGOqpQhS5KEYSzbh2K4EXQ7nOFAMW1EgQ3LMeJYDgLHhWfYGZBz3pJtD3v+qx/ZkyeyN9eTJ/JBb+7ye19qDUmTznt2/Zpfzuz9/czea0tnb+tq3ze4c1NT3db2hh3dbb+f3H1515JB9cGBTbGtK2bfvnHlpw8+mT5hhkbvLgyWFxTXGD21hfbqAl+jzteo9TZo3XVad53O3ahxNiht9TJTndRSr7Q26pytRm+HM9RZHB8USXdFSwfHKoZEK0aFK0ZHSofnnY0x2KHztShspY0dY1at3SaGZEqVfv3Oo550h8RQBhVU5oX7P+WbpykVFVYpLA1Ka6PS2igx1PA0pXxtBUdTxZAli7OdS9fu4EAQCo/G0xh7jr1tCjQQoTBRlCQK41xlvHv0rEFDxiJRGAABBxm8VZtOmL1tZH4KFJbiuEm8ME4UR/KnaYnCBAkqeUqkOEUTZyhQCuTHQX6SLMySRElQHCBAPgwnjOFE0ZwAhuvFcL04vh/Pj4KCGBmKEfnFeO7Tu5ow3CCOHyIIQxR5jCQN4fh+DNdLhKIglCAI4gQogRXGyZLIks3HT5x/b9Hi9YaCAJdhuXTpuyKHny3XauxlLHlKoKlmS0sZwjCebhFrkmyxnyMJ0AVuEttGZFqIbDsd8oFsF0scYksiNH4xVRjB0N0UQZQrL5MXNbFkpUR2mCFJkfkRpjRNFsTJwiSkrdc6BkgKmpSWDq66gq3MQIXlVFmMLImRZXGSOIrm+WF0O5xpI4oCKI4TxrACdAuMagYoJhjVjKDb0SwXhu3AckxoVhGGYcOznVialQE5Fy7f+V9E9vb2PmuP9/Xkeh/leh/25q7f/MrqLivQuM5v2fDrW/sfXj3+2ZZl27rbN7Q17BrQvqml9sDorjtn95/bsmBkR7q9Pjayq/7Mjs2/3vr4q5sfvfTSyzp3XOHKGP31he6GAm+zztes9Tar3Y1qd6PG06RxNsjttVJTtcxco7A0aB0tZk+Hq3iAP95VnBoYLR0crxgWqxwdrRgTekakKdhe4G1RWsubOsetWLNVBMnkCs367YfcsSaoIMvTl/O1ZVxdmVBfwS94CqW4qFpurlfbm6XGWoWlQW6uF+gqhYV1dHm5QFdp8FSv3nLYH44DKBQbkm/Ze7rI10CRxjHcGE4Qo0DBqpbxry1YDUNhATgCR2KsXH/U7G2lidJEQQYvSOOgBCiOE0Wx56pNlpSA0gxJkqZAKZIgQeBG8ZwYkZcgCeMEyI8TePM7ggRBLD8EJ4mjVHGKKk7RpSmqOEGGYmQoRoSiRChMlsToigS3oJShTuRv4CBLEmRxiihMEIUJirSUIIxgmCYUUYnEiSgUfUXZ+BkztpA5GkmhT6BJCDQVfFUNT1ktUFUqTfWQtlSozXAUcYYkzJRGmNIIWeBnyuL51hJbkSYLomx5KV2cYYhLOfJqjrSGLasiCxJEboQKxTEMH4kfo/ATTHGWBmWpwgyOHUYzfWimB0mzwihGGMMC4HUojhOgGgC6Gcm2A2ABgmXLB5plR7McKKYdybDBaRYYxYjlGDHMIgzDgmc7sXQzS+xesnr3f9WRT7fRcrneXF9PLveot+/xk94PP/7K5s4q5cY31665f+OtO+cOPDi/76eDGy/Pn76ho3HXkH77x3X9fnrHR0fWT+1u6FeTrS9Ljh/Sdfbg7rs/fPbZB1dGjBntKE4X+Gr1/la9p9Xg79S4+sutrTJLi8LZrHI1yGyVMku5zFSmstQUOhrN3jZHsN0Tafcn+kWyg2Olw2Jlo8NlI4Il3d5Upz3SbvK3mPxtRa7q5s4JS9dsE8pkPEi0duOudEUnTxMVW2rEpmrIVPXsf63YVCu3NcptjTJrk8zaJLU0SswNYmOj2NgoKKiFCssLnBWL1+xNlNYjcWS2ULNhxym5qYQqiSBYAVAcB4U+g796+Yb9fLESDkODRMaKtQcc4WYC30+SZwB2CCdO46AEThDLG22SJE2SlYKycqK0jCItp0hK8gbl6VxHGMELwgRBHMuN5APDCYNQkqWq4unqeOoqpqyUJknTJEmSOE4SR+mKFE9fyi0opSkTRCiM44eIwjhZnKaK0hQoQ5OV0KUZChQBeV4q38+CQlxJnCOOUAUeaVGJqKBcbWviKsvFBXWQrkqor+DqytiaEpI4mtdQiihK4AWpkghJHKbKYlRZDBRF6NIMnh2mQVmaoIQiyGKYYQQrgOEVAzQriu2GkW1YqgdFcmIZPiTdBZDNaJYDRjGiqUYs3YygGeE0M5xmBqhGGNUMp1kQdDucZkPQ7c8erEjas6AaCTwjjlOE51jRdDPIsXFlnqXrdz/K5Z7k+vr6ep51f3K5vr6+Z0Tmenr6Pvn0K7svKxEXbp4/79bB7V8d3PjgypG/Lx55ePn1e44fAAAgAElEQVT4F1tW7R075MDk7r+vHvr0zU2X9q1bOfeVykxs2MD26ROHXz618/4fn//8w5edQ0eYQjXmaGehp03nbC3yDioKdGvdAxSOVoWzXmarlFvL5OZStalKb6s3u1sdoQ5voqM42xktGxavGBUvHxMpH1lcOtiTfkqkzlGvs1XW95+wfMNOvkxB43A2bdrT2DZaZipRuppUzialq0njblG5m9WuVqWjWWFvyhP5FEdTPVRULyyqERbViIrKjN6axav3pcubAYBgdacWrdwnLchQJREMN0gQRogCr8KaXbrxoM7kgQFoFJK4aPl2Z6QJFAdwkhhRXooVZwniDChOkUQpiiRNlZdQFOUkZTVJXvWcSJIoBULJvFPG8SJEYRzPjz7zLgmqtJSnqxMWNgp19Tx1DUdZwVCUUmUpijTOUmdFxiqBoYKhzuQvYiWLUzRZlibOkIVJkB8HBbH8PJ0iirNkGa4qy1OX0MQxSF8hNdRIjbUcVSlbWcKUZ+iKDF2VZmlL6MosSRzHsgP5y8CRLBeC6YQzbQiWHaCakAwHnGLH0L0AwYGh+eFUD0C1AWw7QDUg2XYUzYqlWFGgCcAXEnhuJNMMUPR4jhlLLQQwciStCEk3oRhWOM0Mp1mQDAeS7kLQnPnIo5nHEUWzIGlFeFYhlqFHM4wIigHPNLMk9iXrdj3oe/q12FxvH5BfHc/19fT19fXkco/7cr29uc8//84drpKrbBsWLr6ya8u17auvb116cuXr3
