<?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:blogger='http://schemas.google.com/blogger/2008' 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-5297835888993304054</id><updated>2024-09-04T16:42:51.531-07:00</updated><category term="Wolfewave"/><category term="analysis"/><category term="corporate"/><category term="investments"/><category term="options spy"/><category term="trading"/><category term="wolfe wave"/><title type='text'>Wolfe Wave</title><subtitle type='html'>by Bill Wolfe</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://billwolfe.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default'/><link rel='alternate' type='text/html' href='http://billwolfe.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Bill</name><uri>http://www.blogger.com/profile/14478166441268399500</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>21</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5297835888993304054.post-7620152777429904972</id><published>2014-12-01T11:09:00.001-08:00</published><updated>2014-12-01T11:09:54.611-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="analysis"/><category scheme="http://www.blogger.com/atom/ns#" term="corporate"/><category scheme="http://www.blogger.com/atom/ns#" term="investments"/><category scheme="http://www.blogger.com/atom/ns#" term="options spy"/><category scheme="http://www.blogger.com/atom/ns#" term="trading"/><category scheme="http://www.blogger.com/atom/ns#" term="wolfe wave"/><category scheme="http://www.blogger.com/atom/ns#" term="Wolfewave"/><title type='text'>THRILL-SEEKERS WELCOME!</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;
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&quot; width=&quot;250&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;

&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;margin: 0in 0in 0pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;While I don’t sell
investments, I thought the cartoon was a good way to kick-off&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;margin: 0in 0in 0pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;my Wolfe Wave
analysis combined with SPY weekly options. &lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;margin: 0in 0in 0pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;(See examples under
the Corporate Training button.) &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;

&lt;br /&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/7620152777429904972'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/7620152777429904972'/><link rel='alternate' type='text/html' href='http://billwolfe.blogspot.com/2014/12/thrill-seekers-welcome.html' title='THRILL-SEEKERS WELCOME!'/><author><name>Bill</name><uri>http://www.blogger.com/profile/14478166441268399500</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5297835888993304054.post-6559477995823818924</id><published>2014-08-11T09:25:00.001-07:00</published><updated>2014-08-11T09:25:04.483-07:00</updated><title type='text'>Sunshine for traders!</title><content type='html'>

&lt;br /&gt;
&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 14pt;&quot;&gt;Sunshine for traders!&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;u&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Wall Street headline:&lt;/span&gt;&lt;/u&gt;&lt;/i&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt; SOB gets 5 million fine (peanuts)
and 1 month in jail for insider trading. Girlfriend gets “community service.” &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;The
little Guy: What’s one to think? How can anyone compete with dishonesty?&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Sunshine!&lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt; &amp;nbsp;Despite what you read in the press, this
carousel of injustice has been going on for eons. For the Little Guy,
conditions have never been better for trading stocks, futures, options,
whatever: Instant execution, penny spreads, zilch commissions and incredible
software provided by many brokers for FREE.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Most
software allows traders to paper trade, and place contingent orders for almost
any order imaginable.&amp;nbsp; This is great for the trader that does not want to
sit by the computer all day.&amp;nbsp; Go play golf, sailing, bird watching,
whatever, and let the software execute your orders.&amp;nbsp; &lt;strong&gt;And most importantly,
it is an absolutely incredible aid for Wolfe Wave practioners.&amp;nbsp; Traders
that know where the market is likely to turn, &lt;i&gt;in advance.&lt;/i&gt;&lt;/strong&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;All
one needs is an education in market waves, by Bill Wolfe.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Click:
&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;a href=&quot;http://www.wolfewave.com/survey_says___.htm&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;span style=&quot;color: blue; font-size: large;&quot;&gt;http://www.wolfewave.com/survey_says___.htm&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt; and see what others say.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/6559477995823818924'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/6559477995823818924'/><link rel='alternate' type='text/html' href='http://billwolfe.blogspot.com/2014/08/sunshine-for-traders.html' title='Sunshine for traders!'/><author><name>Bill</name><uri>http://www.blogger.com/profile/14478166441268399500</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5297835888993304054.post-7393476069633244134</id><published>2014-04-12T12:54:00.000-07:00</published><updated>2014-04-15T10:30:59.870-07:00</updated><title type='text'>Strange but true…</title><content type='html'>&lt;br /&gt;
&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;span style=&quot;color: black; font-family: Times New Roman;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;
&lt;/span&gt;&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;Strange but true…&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;
&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;
&lt;/span&gt;&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;color: cyan; font-family: Times New Roman; font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;
&lt;/span&gt;&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;color: cyan;&quot;&gt;They say that “Imitation is the best form of
flattery” but this is &lt;i&gt;getting ridicules!&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;
&lt;/span&gt;&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;color: cyan; font-family: Times New Roman; font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;
&lt;/span&gt;&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;color: cyan;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;The following comes up on:&lt;/span&gt;&lt;/u&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt; Wolfe Wave home
page (&lt;i&gt;not mine&lt;/i&gt;):&amp;nbsp; “A rhythm based
technical system similar to Elliot Wave analysis.” &amp;nbsp;&amp;nbsp;&lt;i&gt;&lt;u&gt;Wrong!&lt;/u&gt;&amp;nbsp;
Read my site: &lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;a href=&quot;http://www.wolfewave.com/&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;www.wolfewave.com&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/a&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;.&amp;nbsp;
Nothing to do with Elliot Wave!&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;
&lt;/span&gt;&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;color: cyan; font-family: Times New Roman; font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;
&lt;/span&gt;&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;u&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;The following comes up on:&lt;/span&gt;&lt;/span&gt;&lt;/u&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt; &quot;WOLFE
WAVES&quot; INDICATOR by BILL WOLFE From &quot;STREET SMARTS&quot; Book &lt;br /&gt;
Written in EasyLanguage&amp;nbsp; Code for the TradeStation.&amp;nbsp; &lt;i&gt;&lt;u&gt;Wrong!&lt;/u&gt;&lt;/i&gt;&amp;nbsp;
&lt;i&gt;I had nothing to do with it.&amp;nbsp; As all my students know, I deplore
indicators&lt;/i&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;
&lt;/span&gt;&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;color: cyan; font-family: Times New Roman; font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;
&lt;/span&gt;&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;u&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;The following comes up on:&lt;/span&gt;&lt;/span&gt;&lt;/u&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt; Bulkowski’s
bullish Wolfe Wave – The pattern site:&amp;nbsp; This guy &lt;br /&gt;
analyzes its performance, including identification guidelines
and statistics. &lt;i&gt;&lt;u&gt;Wrong!&lt;/u&gt;&amp;nbsp; I don’t know this guy from Adam. He
never took my course!&lt;/i&gt; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;
&lt;/span&gt;&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;color: cyan; font-family: Times New Roman; font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;
&lt;/span&gt;&lt;div style=&quot;margin: 0in 0in 10pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;color: cyan;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;The following comes
up on:&lt;/span&gt;&lt;/u&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&amp;nbsp;
Wolfe Wave predicts fall of Spain and others…&lt;a href=&quot;https://www.blogger.com/null&quot; name=&quot;OLE_LINK4&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/null&quot; name=&quot;OLE_LINK5&quot;&gt;&lt;/a&gt;&lt;span style=&quot;mso-bookmark: OLE_LINK4;&quot;&gt;&amp;nbsp;
“&lt;/span&gt;The last time we
were in this position it forecast the economic and stock market crash of
2008.&amp;nbsp; Now it is PEAKING again and is, or is about to predict the fall of
Spain.” &amp;nbsp;&lt;i&gt;&lt;u&gt;Wrong!&lt;/u&gt;&amp;nbsp; More hijackers trying
to bring hits to their site by using my name.&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;
&lt;/span&gt;&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;color: cyan; font-family: Times New Roman; font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;
&lt;/span&gt;&lt;div style=&quot;margin: 0in 0in 10pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;color: cyan;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;The following comes
up in an email:&lt;/span&gt;&lt;/u&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&amp;nbsp;
Dear Bill Wolfe, Based on your company having no affiliation with them, we have
suggested they should choose another name to avoid this conflict but they
insist on this name as China domain names (.cn/.&lt;a href=&quot;http://com.cn/.net.cn/.org.cn&quot;&gt;cxxxx.xxxx&lt;/a&gt;) and internet
keyword. &lt;u&gt;In our opinion, maybe they do the similar business as your
company and register it to promote his company&lt;/u&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;
&lt;/span&gt;&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;color: cyan; font-family: Times New Roman; font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;
&lt;/span&gt;&lt;div style=&quot;margin: 0in 0in 10pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;color: cyan;&quot;&gt;&lt;i&gt;&lt;u&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;SURPRISE,
SURPRISE!&lt;/span&gt;&lt;/u&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&amp;nbsp; This is what
they all do.&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;
&lt;/span&gt;&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;color: cyan; font-family: Times New Roman; font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;
&lt;/span&gt;&lt;div style=&quot;margin: 0in 0in 10pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;These
purveyors add my name to their site for one reason: To hitch a ride on my
name.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;br /&gt;
&lt;span style=&quot;color: cyan; font-size: large;&quot;&gt;One does not need to be a psychologist to figure this out.&amp;nbsp;
See&amp;nbsp;&lt;span style=&quot;color: black; font-family: Times New Roman; font-size: small;&quot;&gt;
&lt;/span&gt;&lt;a href=&quot;http://www.wolfewave.com/survey_says___.htm&quot;&gt;&lt;span style=&quot;color: blue; font-family: Times New Roman;&quot;&gt;http://www.wolfewave.com/survey_says___.htm&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;color: cyan; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: large;&quot;&gt;to see what &lt;i&gt;my&lt;/i&gt; students say.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
&lt;/span&gt;&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;color: black; font-family: Times New Roman; font-size: large;&quot;&gt;

&lt;/span&gt;&lt;/div&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;h2 style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;/h2&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/7393476069633244134'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/7393476069633244134'/><link rel='alternate' type='text/html' href='http://billwolfe.blogspot.com/2014/04/strange-but-true.html' title='Strange but true…'/><author><name>Bill</name><uri>http://www.blogger.com/profile/14478166441268399500</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5297835888993304054.post-4378376966114603305</id><published>2014-03-12T11:53:00.000-07:00</published><updated>2014-03-12T11:53:49.192-07:00</updated><title type='text'>The market gives and the market takes.  Symbol: PLUG</title><content type='html'>&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;The
market &lt;i&gt;gives &lt;/i&gt;and the market &lt;i&gt;takes.&amp;nbsp; &lt;/i&gt;Symbol: &lt;b&gt;PLUG&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
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&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;img 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1FXcJFaRQDoqXzn+KiQm+1EasKLSF8V7772HT37yk/ja176mDGr//v3KUdBBkNV+/etfx0MPPaRIm09I3YkTJ9SDfPDBB5XB0SD4cPmgs20xCNwo9u3bB7vLC2tkAJbR80LKRuDr/K48r14hPfLl4fIjaAvgmf4LWCsPIyjLwaYE/vd3B/DVLycw5agWBVuRb5/EOiFM3+7YiR1F54RMdWM46hPylI8C5zi2F13E8eF6lLlHsF72C8j+Y1EPzozVKCI2FXdhMuLFrtIzuDhRpso2F14SojauSFGnEKgthc2o8QwpYrepoBkbCloxKKSuQM71aPkxHBlpwOmxWnmRE1gjRO6N3g1CLGOy3o5zcu06IWvr8tuxMiCGJV8PsaRNnSPPHhTi5lckrcgxgR6ROd8xhd3Fp3F2vEZIqAeFjkmslnO2TpYq0sj1as8gnqw6jFe7tuDhisN4qOwEfijXtAmZnW+AuSW35JbrL2w2LHDGkRhtxqbtezA4NoWPPLEa1XUB/D9//s8YHOlGb98gvvHVd3Dh+CnxY0bUi5UVfe8777yD9vZ2VbmRALGyY6XF36z46cdJEpqamlSFtnv37pnIXWdHB1wer2oyJYHz5wWwam0NvvONH2BsyoItez+EqjXb5MMUOHPqolTC+Rgb7ENwIozNWzar6AgJAK/DaBorSdYVJCGUj5U9r08iYFb2lIGV7urVqxXJZGVNYsL9SAS5nDt3TlXOJHDeQJFUqEJoulrQdv4kWruFhLBZNRbBS1/8C7SdOyoe2sBCBM7l9WHt5k1Yt6EOLr8NH/zYQ0KexnH6WAcKS8oxPtyPx5/+mNQRTiGw4o937cGxI+9i/ZY9COQX43vf/iI+9RM/h5/83L9lb0AVvYtEjJamWDQucjPKY8Oh997ByWOHUVVTp6KYy1ZtwmM/9hNYuX4LIqFxrFhXiJQthqHRAbzywuuiQzbRJlFVVaXICuvetrY2Vb/y+ZHgtra2Yv369ep5UXckbxs3blS6bGtrNYhOcSXi0SlF4JLJhIq8feznfg0//bmfw4ULnTguNvPiV/9CyG6rIkckO4FAHr70pS+punrXrl0zRJw6p32wHuczoz2x3n/88cfVXz5vPjfW/TyOz5rPkAuJN+2MJJ3HUWaud3d3KzulnNGwEKrJEZw+cQTjSR88ot+O5jN4d4a8MSpsRO9oS7xeT08P3nzzTRUs4jWoG67T5h977DElJ3VCfdGuSO543IYNG1RUjvU+74mEkhHq4eEheLx+ROJ1GPv0u8Cedrh+/uOwthcCUan/m8XewlbEf/ZtJLd1wvk7TyDxtHwg5E3J104cth+sgv0bm5D4yDFYj1apSJzaLpzqiL8Mza4ATvrLcc4ZwPvyO0/I22ohcysjo7DL8/52QR12BPvwjuxzxl0ox12l7pTjUkVCGoWjkcBND7eQAqu8GNFJpCLjss7msaTsL1868vXlsDvQIS81Fc8Xicrhg6US+Jfb+ZdGwK+PY8eO4cknn1TKNh8Y983GxbgPpwovj6MYA2VPIVT2gDIY/h0oexoTKFHkNs/mwL/312Cb248/ehSo+SiwZqWoasKH5NlepMabVVOk0xrHqkC3vDQWTMbEscrXGZJxUWlKESak5Mta1p1CqirdQzg22AAb4kKyALclxFi3OrbGO4JilxDqdEJF2s4M1aJ1VL5gYg517Lq8ZnlGaVwSolfkGEODrxfHR+uEnHXhnqILitA5hUQ9IeRqVV4n3h9YLs86hKQcw+POjFXLeUfVsQ7Zr8w9jJNDy9A2UYRjwzWwipyVrn64rFFcGqnC2dEqjEZcKHWM4vxIjdrmskSFtAaVDI9WHoBb9uV57Yio+8gtuSW33MpCBz7d3Cn+1+8VH9zZiv/x5y+jZ6QUb73Vg+99rwdFhSvENRmj1lhJ/fCHP0RXV5eqXNkEx+PfeOMNRQJYebFy5wcrK2f65XfffVf5dEYmWBmTXHEfHme2CNodVnS29GGofxyFpRXIq12B+s074Cosk30sGOlllEeuL2SLkZBDhw6pSB6vSXlI5Fg38Lxf/OIXMTg4qIgcoyOMBHZ2dirZSQC47/DwsIocMiLIypdNXQT/cqFsqp/dNFKiq/3f+yKOv/MDnDzwNppPs6/Z1ZEv9/snf/XPqFjxIF76/vvYcs8a9Hb142t//4IijFx463EhsIwqxhLity1SD5IkS71AYvbwo0/g6OF38V/++N+jr6cbf/+X/wVf/us/xZf++r/J8qc4+N6bimDynnlvRCwaQfWKjWhcsx3VjRvQuGGnaqFgXzqnk30I5V7kvlgvMUhy9OhR3H///UoXR44cUb/ZvPnoo48qYnz69GlF2vhce3t7lb7YFKrqGwHrMEbeklK7fPqXfwc/87lfMMjbiTN46ev/G4PtZ8W2GNFks65xDIMaJDSs4ykLCSTrSD4nXpM2Q7L0yCOPqH1Izvhs+awZ0WJE9e///u/VOsncK6+8gosXLyoSyCgYm9FN8saF96z+io4mhjpx6OUvovXCKZw+8LrofkrZFOXgQj3Sdl966SV17Y997GPKZikjPxgoJ/kHeQd19u1vf1vJRX3Svmlv1BPvgx8MPIa2R1sllBzUgzWBtCuJ2B99D8kHWmA9XSZmLuRc3st0XgjW4+WwfXMtrCfKkc4PwvHf7xPSVo7kh08J0SuGpVXIm82o/9LCG9yxENzxMDyRMZxz5eG4uwDH5e+L+cvwy8vuxX8t34AhIfz/rXILXhNiZk1EERFR4nLPaTlHRGwkIrJF1W9514WX8X0nZoanJIcvwhqogr14FVJjrUjJBeXq6gEzBEr86q/+qgp7M3xKY+HLTuVQafxNJdMA+OXALwPu95//839Wf8nGTdKUTQsfutPpQkIUZZ1ogSURQrrxadg3/Bv5+xQs8SCswTZFuhyeQrQvfxpHSurw4f8f8NO/AhwXXxELPSPs/P+PdGxQjCCpmlED9nG839+I8agb8YQ8DWHxfJltEGck61H5w5c3nmLfsaA86wQ2FLTDaxNGTwcu58mzBTEccmNfX5MQuxisFilLRYUkRTAQ9qPe349IwoIfdKxHtWdIHiaPS+F7navxzfM7hYgVol/2+9eWzao5dDJKJxGTc8i9ymvNr7KLY+W4p/iCnEeOFtLotDC8nUC5a1ieZwKhmA02ho7TEZE9BJ/IZ7zrQjTTYUU8QwkHhiM+IZtj6jzhhB0W0VeaQ6VzS27JLbe2kMDJy+Zw2FG6bC1Ot/tQv/YBbNq1G3Vr92L1tg9g7ao6IRXJGXKzbds29ffMmTOqEiMZYUXFCtQkUazE6PtIjlgB0j8zunX27FlVubJu4LVNTE2G8NCj9+OZZz+I/q529Jw+hDP7XsWQEIAN23fh2U9/RPhmXCrcuKpk2axFf88KmxE9gnKYLR7cRnkYYWNUh8SNFer27dtVZIWVNCteRuy4HyM6rFx5ThKIhBArEikT6zavxK/++8/i7ef/AW9+86/kGsDmbetRXlWCuvpKo2KehtsfwB//33+N+jX3Y1zc6Vf/4bv4/Cd+D3/6u/9bRb/s7Og+jYiQt3A0hlAoihEhlQxokMjE4in8zC/9ET71M7+Oob5WtDafQTQSxMq1G8V1h1FRVYMLZw8jIk4+Ic+POqEMlJmRuvGRCQTHgypi+bd//mUcfPcQ/vp//hMmZBt1z+fBCBvrUQZDSD6oU0bajh8/rnTIgAqJFnVK0nThwgX1VxFcqQPU9eTacSH323auw7qNq3HxUj9OnjyLF7/yl+hvOS3HGlFb2gQX1uckOYymsRWN9TqfBaO3tAuTPNNW+MzY4kZZ+MFAWUicuJjPmEScUS8+Y24nj+B+DOqwvuM1hcapc4bDITzziQ9i04Za7PuXv8BA83E18IDkkuVceDxtmBE33j8/BKgnkljqmLpgqx/l5bV5L4z6URYeb+qJhJK6pdzUKwkd3wXuw2cMXwSWTj8cf7ZbCNsUEp85CIyKXYwKXbJIeZFwhKIxoFA4ki2J6H99HslNHbD/1x1INQ0h1Tgg1SWDJLPvckqWsNzPx4fP47HRVjSER/GF3iOwCc9ysl+bvG9/3PEO/kP3AVlP4GeGzmL3ZI+ywx8bbsaTY234sZFL8Il9sTe9CVvhqgf+aGxkDNboKFLhQSSDPfJ3REVpSgIOrK/LR09vD37t135N3SybRBme58PkFwBDkCRrVA5fwo9+9KPYvHkzvvGNbyimTmU+/PDD6kWkIqnkbFrI5PmwX3zxJTVgwDJyVkUiIUw4debLsLa+IIYTgzevGAlPpdyTkBYhZF/6mhP/489K8bd//Z/kRX1KVBmDJe87CPjzkGefwsutG8QB2LGioAebi3tQmzekSBsNdmtpJ+oD/Tg+XIWWsVI8XH0alZ4JHBqqxPlRYfXyiJbnDeDIUBXOD1UjLv5nKm7HQ5XnsK6wEy2TRXi3bzlW5vfjwEAdInErfI6w6t8WTdmwo0QM0z8Al3wFcGDBiYFlKHRPoNAZRO9EAYo94yiXJZqw4XBfA0q98gUtVz3UX49HRJZ1hT2IiZ32T/mF9Ln4iuHByrNYnd+Ljkmxh6l8PFrF/bpxckQcpPwbFKLIvFUX5H4qvWO4MFoiNyuGlltyS2656YWVb6E7jchQM7bccy/WrV2N2qpSFPrt8DuSKC3woqzAg/7udrz16svqI5QVIisi+l9WxmxiYr83VsIsI2FiJUgixAqaFSDL2ezESpCVHQkCCYTD6VF1QDwehdcXQHvbOfybX/0c4CzHmcMHMdnfibqmJux5ZCte+td/QFczO6/L55wQBn7Mk7xxYYVNIkDSyOgLF9YdvC6jdSSX9MOMgpCokbBQNh7LOoOVKskCmw3pq0kERkaGESgsVS1F7AP327/37/GFL3wB//qtr2FkYFw+yl34T3/yu/jFX/1Z5BX48Pa+o/K3FNGpQXzs0z8OZ9FanL/Ugq//rz/EpZNHRd9GZUj4AvnILyrD6HA/9n7wo7A53KKnHrz20j9gcmxAdDMJt7cAr778Tex/9xUhKCuExD6K3q4LyCuulkcXg8tXAIddiGzTFpw4cgDnTx1DRfUyjA50qRxjVrsLo4N9OHVgH04eOoT6lVX4/nNvCFGOSh1pDBJgXUoCTgJ08OBBRaDY9EedkZjwWZJMkvBSp4yEkZhwnbGZgtIahIOTiIRG8Tt/9PPweqJ46Xtv4a3vPYfeS8eVvcjjlWuJvQloN9Q/I6MkaKzbSYpI8El0GM1l9I8RKz5L2hEJP/eh/dC++AwpD58t74HnYTMmnyG3s3z58uUqmmhGvQrLalSqGqs1ir//+3+AJ8+JH3z/FVjVIDvKZ0TquBC0TdoDyT35xauvvqpsl8SMoH2wryQ/YEhEKSPlpd5Yz5t6IgGkbLw/7stma7fXh6ijDMGk1OWrh0QpTqS39sNyqgiWYXm/PnUS1sPlSD57EaknWpCqG4X9bzYjtUzer186gnSt8IaIFbbvNslfRsSNgAoHLbBn4rrQIH5diFmzw6cGSf7UaAu+nF8n92nBI5Pd+K3BM/i7wka0ufPw2/0n0Gd346I7gA9MdOFjYx3oFFvc5ykS0rYcKTmOTaiWhg//Xrr14iU4E3JxM5GvPJSYkJRlRXb8xe//JAry8+Ql9quvKD640ZFR9WIyUlMrXwUcMt0iL1ipOI1SIWw0oB5R2pg4Dg5BJyPniy23pJScTfB6PTh69Bg+/ZnPiCOxyevF+7cjHaiFZbJT1GGE0KvrmhAvuwfD8tXEqGRSyF7yQpc85D+Ss8inHN6Cvfp12ItWw4WwikqxecFjj6HUMwWO6GTULJJ0oM4/Kn9t6AwWimFaUO6dEKccQ+tksVzfeKE8dvmi5YhOIWTUGvupVfvH4LQm0Sb78Xw+R1RImxiZiOyULwGCJLTME1Tlo1GPul4kYYwgzXNEMBHzwGFLqPNwsASP5xV9IueklFX4xuG1xdAWNK5BUIY6v5B6kadLyBsNrtY3KuVpkaUIfmdUnYv7c9QrR6byvDnkkMOtgYOHGork3euSL3KpafP83plKzAQrz2AootJYkAQRrEhJmAi2LvA3iRD/EvzLCpW+nGAZ11kxcjtJEv2NN1Cg6oCp4ATKyivQ29mMRz90H57+1McxMMxUJUnE5aP/6Ls/xJG3TyEVZxOq0Ymc16c8PC8/2kkOKCvlZwVLGUjiWEaY0TlWyOZH/tx9+Jf78BwEPzYrlq2ExeFRo1D/7C//AB/6+MP4+U//O7zz6lEhn3b86V/+Hn71c5/Hf/rTP8Vf/t/Pif9eBXu6B/8iROzP/ttX8b3nfoje5jPqfHNRVrkM9as24vj+1/FTv/J72PXQk1LZxpHvSsLpcCEmH/PBmAX2ZFDkSMKbX4WhiSjyPVJni76YeJnPyyn30DM4jr//73+I9kvnsX7rHjSfehfhqSCatj8Gl9ePU29+C/78AhQU+zE+OqWaa817NPXIv6w/qTvqkdEsEm02p1JHpk1Qd9zPIL1JNK7bhfHeFnT5luHBz/w0Vg0+j+98532M9I2q1Bus4+eC52Enf1lR+dD4DHg9ntOUxXyevAavZzZZ8jePJzfgPjyGBM3sV0mSxKAPAz18ljyOdS2PaVy/GwNCwpEaxRe/879x9sJZ/OEX/juioaTUszMNhJeBcnHhtXgu2i7/8txsWmefPspp2hPBv7yeKTd/8zjqm78ZeSsoLsNkYD36O8TWPtiK5Ccvwdrphe3/3YJU4xhSz1yC/ffvR+rhdqQ+0wLrVxphfaVeKusEkr94HOlVUif+2Q5Yuv1SobILBEehWvChyV719yfG2zFkY0DEgt8qX4//OHgWv1O2Xl4ABz4iZaNWJz4w1Y8/LV2DJ+QY5ov7StFy5MfD+KmxNpVW5G/8FYiseRbJZQ+h8cVHTQJ3EY7YKGAXK5xGXEjLsiIn/uzf/Tgq2dEvFJYLp1VYkyF9mg0JmSJmIhwfOB80HyJNg0kCqWAqlYZ2ublkD9xuj7D38/i93/99dR8GyRTikhL2zL6ApHSiuLLqOgw7lxsEjkNWuD0iLD0li4ITFle1WIowdVGOSX5SQnqS4owJpvXgWiLFUCzTekw7VfnNEvM3wePoqDithwmSI/6aOU72Ma9DIqj+ysLz8fwqoii/rbIPy/nLXOf1FiqjbFyfKwthEkmmMCHmykLyxjIexzPx3KZcOeSQw82DM+A0yAd0svcgJhjRUFv5ls2Fkc6BvtasyBcDrAR9gUL5SLUjFJxU0byhvg7VHFhU7EXT2hoRJY3utiHZPkkp5vOBjIL9lasa1sLu9uPYe69i+aoqIV7FOHHwHKam4kIgrNizdxucbidaL7RhfMKh0ohcOPkG9j62C5fOt+LsqY7ps12OkrIqlQfu3R9+R87jQd3KtUrH7M9mgpU9+yUyNx/rO9YPjD6qZzCtBx7DyFJX6wV1zjVbduHcodcVuQqU1qqO+RP97aqPVzLO88n5r6ND5WPlEqxz2S+d9RXr5PngNVZufgDj/R3olvpK7TPSJcTWJdddmBQtNlgTsFsSc9URDHrYqKMZeY2o2qrND2KgpxXjQx2io+UITUaE8PYycHVdfSwmVGqa0kpM5W9E71hY+JCQ3JhRj6a9qukMlojI7xd+ExFewDKn1J1uKZP63RKSbfI3LWQOjtm6j3Xh3tAgRmxO+OR+n53sglv+/r6QtD8RAveL5ZuwMh5CdXwKJck4toVH8Z9LV+NT452Iy/P9x8JGOJIxvNz5Hrrkg+VfnAG8sPNXgVkC9/vp1gvn4AgLEWEuuGkwvOp32xBwk4BcaSR3D4R2CCklAVVvxwJQL4qUDcqXFodiz9gVCd5czyUvjmF5OeSQQw63DkZx6ordKLCOIxaTr/m5fibTEF/n9Hgx0NuN4MQYVqzZiNCUkYokKcySeT4pDaMYVptUXndSNgEJk9dfIO7XIQSyS+knmUiqnJ6cEpFePBKOqGZoDg4oKC5VTaN9XW0qysSIEQeuLQSORMwrLEF/dxvU6M2YkRT5ShhUxPh0XQgk1zYVzfL48pBfVCIkxUwBwnqC1cfV65zbAeuq/GKmEQkjPDEkEspHOQnfdHn2QOQsqpBnFVQ59vgcSXzVgI47DOrMIzbfFfKoet6ugjSLg7gKBMlzlo+AqngQXnn+bcK1doXH8J63GDtDw2h2+vDBqQEcdBfgjDsfqyPj8gFlwSWnX/hgEtvlNyU6JecZ3/BppBofR+MLQuAahcC1XDgPW3gASbAJdQ5oXAwn/Sjgeg+MauA+2fcW5JBDDncjxIGruT4VQbqTfti4XjIaUXWAzSX1gnzkKhnmi7Ek/lBIGpsP5Z9diMn1QMLESNCCc6HOA1uRSNyYoHexYJ6TUTsFk7RlTHcWNTKZ0b2rzoW65DBuntFUkjYlZ8b1chXwsvKOOUUElS8vbgzavKYccgw/XNTMEzcoMD8t4uo9sqjm0ITcsyMlHwmM+TDwQ6Inf41JBIxIKQc6qpCRGQGOjMGy/seQXvGUELhHhMB95D+kW04dg2vsIhprAnDY+FrcaQ3eveBDYxMqbcRuvTt1q+6RzbByk5m6xztxDb6VHInLbhOZekoJ+fieM9BtUUEdse8UkUlby+Q95DALPkH+t1RQkTVZ5qbsyCGHuw5i5knx+819RsqVkrIKRShVk/hVQNLJAT6jQ/3yjt7eS8rBKWzaZhT5erDEJhBb+2kEG5+dJnDP/mG6Zf8bKB9+Ew9vrsOZHg+MHm45LAbYI7C+OKqCdy1DLjjuQt3yHqsL4gi4kzjX587IPSbkGuWBOAr9SZztzcw12DC0cVkYzb1ONYuG8Q20OKC0rA/X10ZwpsulSP1i0ys+h8YSI5loJmyNZ7MJMVxbG8WpDmZdV74vhxxyyEFbsG5ZXRnBvnNtGE7kYcWa9ejrakUkKr40Pc/DKUeeVulsyivrcP7kAcTMiN0tYs+ue9TcuhxVzI8m44rTXROM/5SvJaG0x8cw0PRTuFT+KTS++PA0gTvwJqrH3kB95Uq8cylPdp/LBOfdwAzMymF+ubpDY1XB3I+43rlMmPstdKx5fi5cn3/sfMy/pnk8MX+dmL//XMzdn1jomCvPv7YirKI6J7vZx5BT3vCLliF6htTnnoPrrIBZzn25jX0wGO7gMzHD+jQY0gtu574sM483mxS4jWXmb54nIQv3YVM5jzXkM8q4H4/h9Xlu7sMy/uZxLDevZ8pNObhuRUNxBKWBBA60BeQ39+FxPB/Pw/Nxf4LnZDlHyvF8LlkIlhuj54x75zXnymJFTX4UNcVxvN/iny4z741yUDdzr7HQ9bmd5yUY+uazIMx7BR5ZM4n9F30Ishe5wnT/hcvAfSkrz08ZzOdCPVIW85o8vym/cY5H1wXx2mmfaIDbeTzPs5AtmPdvlhHz9Tb3etwmBLFSrimHn5IPMeP65n2b92j+5l+en39n73/2nLxvXnfu9dhdPY1H1k/hB6f4DHLIIYccdIcNOxsn0TN6HkOJYjVFaFN9Pp796McQT02JZ2TLTxrR0AQSQtbcTj++9JVvYSrmxchgF6Lh0PR5bg07d+5UI2E5SlcROFkSiYQaMcumd4JpX7iPIz6B/uU/gZaKTyoCZytcs/ePRrvbEYi0obSgCO3DTqky0splc7FviMOxNgF7ZRLWLqv6bbdL+aTFKF8nvx3yWxb76gRsfTbYK5Jw7InBVpyCrcc6cy6OQbHviMM2IutSFzkekH1scuwo9zGvySYs2W+77Dck26WO4zZ7VRL2Ojn/gJy/Rs6/W471y/n7bdPHGedXx8+Vv1qO2yoyyvXsDXJ8v9zDZv6WfaZkXeSxlyVFbkNOdb9b5NpRKZe6zb5Tfq+Q4yjHuOxjTRty855Hpo8pF3nuj8E6INeOWgzZiigb0+UCVQVyPjmuf8KJvfdtwrYtaxAORjE2OSwVouyvZE7Jg0vjvj2bsHpVAzpbemVLHCsbatTw8vraCjXVS0oq3eXLONOBBbFoGB6HE7XVpbBZrCgrzkdQjCAtlX9JXgCV5cWYHB+XaySxeeNK7NyxDssbazExEsRUeFKeM/PTxLB6eR0mRidRUpSHxx/bhWU1FfIFMoh0KoKN65pw//1bYLfYEJ2KoKykAMGgfCnIVZbXVSMWjiImRlael4TfnULnKCv+CHZuW6fus6u9H/EkE/6SDvBVSMLrdODJJ3Yj4PNioH/Q0KHwh70PbkVDfTVa29tRXVqKD3xgF2oqS9HbOYBkOoUSfxL5viQ6RlxY3VStZHbZbVjeUI2h0WE5vzxPORd1tHndSuzatR793UPy0kWVvniv5UWFKC7Iw0RwHI88uB11yyrR0dGryommiii6hy0oKStDnseNcCioylKiU6ecn7LyPLy/Pbs2wm61YniQI5HjWNFQi4ce2o4+uSan9HnyA7vlmRSht6dfjpPnLJdoLI+hd9iBeDqGiuJC0cMepIUsDo1QD4Yt8FylBfn44JN7kIonVToe0j2X1YYnntiFgjw/enq7sH4Vn81m9HcNq+uRXlUXxsHRxwMTLuy9f5N67tWVZfIc+pQ9GffAkcIJ3L9bbG1lPTpae9S2tNzX2hX12Lt3G/K8PowNj+OJx+U5eT3oZV4uOdYlL0WD3EPnAM8kz00W6iS35Jbcklt0XFhH15fEMBYaRjjlhT+QJ/XmMIaHx3DpYossbTh3+jwCDdtRs+Ne9A7EcPCtN1Q+wKnJMdWP73bA/Lpm2haSNxI3LgRnyIhGYyqXI1O3+VxSD5dtwYhvPQov/pPywdeE7XPyBV4i5GJzAtZPRmH9WBSWbWSFrGgssP6Y/N6RgGWFELxPR2ARcmX9rFQmMamsN8j29dP7yke+9ecisP2OsFWvrP+4HHevVDY/K8csowqN81lq5fhHhAD9chjwGdECS6MQrP88BeuHYkhLjWH9hBy7So6ZEPpD2YRgcoEnLdcUZRaYUQY59gEhT3Icy2y/LuekfJ+ePl72s/1kBNbPyD0G5LxC1qyfiiI9bIV1r9zvLjn2U8a92L4QhkUIKWWxfjYM67OiYJdcRwii9Wfk+FohbNRVvsjQkFL3NRfsyBrw+XHfAxswODaErdtXYkXjMlRVlqiqMyH/Vq2qhddv5N157PHtwrht2PvIFnzmJx/DU8/slj1CWCnHfOHffQxl5YXyO4qa2hK17+d/8Wls3rpC7ePzufDZn/8Qdt+7Tn5TDotKAxMSsnX/3k1ieE5UlZVIdR0RkrUKn/+lp+H02rFj52rYnTb0DXIWBsqUwoMPb8Hw0DgaGyrw5NO78Lt/8BNi8Ck0NVbjD/74p8XgeHfUtwGLJYVd96xX8k0Gp7D3oS2oqipFqZCVlBzJY5/40E4MyTmLigNivKWyLYy16xpgtVvhdjnwiJCgjZuXq37T/UMjl3Ux4JcQaeAjj21DTEgQfz/86FYsq66A3WYVihLDurWNWLVmmZCcIWzYtFzpl1fOC3jxi7/yDFauqsG9ezbIV40dfp8HD+/dOq0nAxEhfJs2NWHNujrZznxDFtTXVKoy3kNJYT62yfPrHxwRwhyWfZKKCO65bz26heg8JDp7+qk9KoO7R57F8sYq2WP2JU/I860oLcG9923AgBDPplVVWLe6AfkFPiWnx+3Co09sR0d3H+oaKlFYmCfXiOIDT+6QlzmOunp5FkLkqpeVYHB4FB98apfKxWiCLz1zN+6+dy3au7vEOdjwzEfuE1srUrqIy7n2CLktryiE02EXXW5X56fd7NqzDkFxFCPjY9iybaUQ3SBWrq7Flk20LUbncsghhxzuXtjFJ3Z3DeCtN97B228ewNtvHcCYtQLL9v4UzrWGUP3gZ1C1bhcS8tE8p+pbFJC4sX8dk21zlDe5AMHcesy5x4TIc3FdAseMwuluK9JBqTaFwCAkNfZcwhme/k2eNibE5xkhNn2y/xtOpL7pQvqiUbGQ2Fny5PgeuSQr4ZoU0s2yzmI/qxU5/1YhUD8zTdym5LyG7AYp65d9J4UwFsp5ViaQHpDfw/L7E0LA5Jo81vbzJJBCpH49BEvZ9OgNOUe6U+QRmeBOw/qQnEsukR6VY3cLATgvAkiZdWPc2F9ktCyXavTbLtGm3PuQHPu2Y5pMyvGPx5B6wSn7yd7FQt6elEpt1IrE3/qEmEr5A1J+Ss4pepsPVqTt7f146833cfTwBewV4uD1G81jdjhw4XwHDh44h9raMnR09GPrxjUYHBjD/vfPYKB/TO2VFoJ07Mgl9ZCp9G07VuPY0Us4fbJVHrAweCEA2zavwdDgOPp6R2QfRvfsOH/pvGwbw4vfeQ/jk0GprD0IeANY3lCFwwfl68LrxfoNjfBKJR4PC91IkdBYhfVH5AukG+FwDF6PW53z3ns2YvWqZWhr6RUjoxwGOFWMw+rBtq2r8PxL7+D1t/bJo05h9451cHgYs6MOU2gUQkOCFosl0N8/IvJ5cOrMRZw82SKkoggxuf76TQ2KzEanhNpy+i8+m2mQWhYI2fn8557BZz//Ibg9TvjznIpoMbbkc3uxYWMjltWVoqV52uBtSdyzbS062wcwPhbEoOiC1yopzcfAwKjSkgkSRDUPoupUKr+EpQYCRoodkpj16xpRVJKHwmK/nIcZxS1CPJnZPC266kJBkR8N0/fI5Kad3QOiScaqDETTQqTv34z2tn68+cb7eP7FdxGVe/YxoST/JS2KzK8WUjcyPIEJeV68Rml5Ad58/Th6uodgSTnx8g/ewNv7TiEvzwfmZ5wLys98jZs3rUJlVTFa23qQ52fzNvWXREVZIc6e6cCB/WdRIXpg9K2mohK1dWUqe/3kaATv7z+FN956E2OjUwj4fUq3OeSQQw53M+YPXnC4PPjJP/gf2P+vf4//8xs/jX/8zZ/EWH/P9Ajx6Z1uE6xjTLLGZNrMnct0N5wajzNKcL5i9rsLBiOYmJiUqtnw95d7/YUgxMy6U/43aUXyn9wqkmV8iFNyWRiFIoETsgOnrFMGLrJu/49TsD5hfLWnW21I/q1RCRpXlX1NPU0rQUXrhLgln5vuF6W2S7XxvBup96QCJImKS/n/9AITQsB+RZiYnCsthCn9nihzWQqp7zmFvMl+hdOVDa8hdbNF5Ex3yMq4FZY1UjEL37I0yN8q2U/2t2wSUnjKjtR/8ymiaf8PUmmWSBnvjeeQv5Za+V0uBK9J/hbIMWtZwQscQtxKRXbuy8sanOwaSCt2zdDohYvn5DYNBdhtdoyMTeDg/nNCPirUZUnETp9qU5Uxb/ZiczMmJ8OKrFBBDocNLZd60Nk5oMiUzeLH7j3rkF/gxz0718Dj9MojjKOwoEQIWgPOnW/D2PgELraew4P3b0FdQ4UiO/X1Ffirv/4W/vVbr2PPfRtQU1Uh54+JMTnxsU88iKlISOQ6q8jDqjW1Qpi8aL7UfZ2cPcy8bkdn16As7YqkylMTMhjFv379TRTk+7F1y2qRbkqV9Q+MKCJaKqTqb/7uOTz33Ft46JHNKC8tljNN61pAsjU2NoWXv3cAr75yGOFQFGfOXkRMSIvSiVzzxLFLeP2V4/jQh3fLkXH43QHs2LUGRcV52LJtBVatrMOhA+dx8niLundG1uaCLxQJMdl+OBnBibPn1XYH3EJ4L+Av//LbuHimW+mGD/7ipXacO9OOxx/bLS9bQB37/HPvKHt44L7N8gwuj8iqSKIKX4qO5N+l9i509rGplVO8cR7BcTz37Vexbn0D6moZ/ZOPE+NA/n+646xNrncPvv3dfSq551zQXnp7hnHieLM8QxcOHzuHcxcvyTkMu5GLy195J5QcPMKK1pYe/K8/fw5v/uA4nv34A0Lio1izYhOCUyHse+e4uvcccsghh7sa4mLnppzZ9tizcLk9eOPrf6t+nz/0FjrPiT90Lp4/ZF3AJlQ2pTI4Q798zz33qMgbf993333TZTBmzJjG9Qlcnjj5/UJsvi3CBmV34VaWdUlY9sRgWSGk55INlpXye2tcRbmSz8l+FUJyHowhLaQvPTZ9CdaPrCj8oh2SrjY5boVsZL0jZExVJs1CsOR6jHIpomiCpEg4GyNoaSGKll1xo8m0U04k5EmVkdyx05pXFrss8t8MputmS4EQvPftSHcJiRPyZtmYQOqrbqS/5RL5E0LsErA+xqickKUpOXdYrsV7eVjkGZTfXK+Uc3xF7vFNB6xPy77Py4Nm8+znhEyWCtl8QwgkZVoAnIS5XgjTo489gE1bluOtN09geeNq3rkiWY1NVXj6qXuxrL5cVcCNjRU4cvw8CgsDiqgZ4ITQDqmwk2iqX45EIoXRqT74/B51DKNVX/vGD9HdOaiaTROpuNx+CjUVFYrgDY70oaygGPU1y/HOe8fx0svvq+gaI233bF+LHTtWqjw4YeaAkmsxueLf/dULePvd/XC7nSpyxaggI1skodO1v4LKTJ4KYf+B03j2w/fj8UcfFiITR3fPAJZVNYocYi+yX7cQug2bGuEPeDA2MSYEqlL0sUI1C1ZWFyMcj2DbJpHlnhVKtqhKpjl7HXO9q3sQXXIuitDUsBwOMXASlOHRURUG37y1CYP9o8gP5KO4KA9f/8b3VbRtaiqKkdFxLBd9k8CSDJokmuDzIHbuXouHH7kP61c1orF2mdrGvmNVtUXYs3s9GhorFUkqKS7E6pWNKCj0o629BxfOCRkTQs2mx+KSPAyPMAnj9HsgcFlcePPNIyra9YEPPIDHn7xHrtGgmpmpIz4zRva2bV+jvspC4Qga6uvQ1zeKRx/fjtplZapZ+1d/6TNKhsJiRtZmz0+wOZlO4fDRIypqumvbBjQsW6bujbJ09wxinRD6e+/fIDL3obysGCtX1crzX421m+vVfd23ewt++mefgMtjR1F+3hUkN4cccsjhbgL9YyQUxN5Pfh6f+O3/C8vWbsdTv/x7ePu5L2JydHB6r2nMi9TdLkjazOgf/zICx7qYJE5NNDANcx/iskEMxXnFaB92yXf97A4qatVGMjO9oV1Kx6Wy4/lCFtVUqipU2ZZ+ySllsu85IWclKaQPCFk6OCdCw3xoJGlskj0hJ0gYx6c72X1bril/waZRKUq/Jcd1y2+SN2JEjrkoBf2ybVT2FnKYelHYJJtGW0QmNrFeYrns1yq/RU4L5+dj373VQhx4HTaXyr5qEeJJGdKnZemdPua4HB+Vu/HJZYWYUVaWMQdI+mXjeBLW9AXZT0igKm+VdbnfNJuapVxdc5WQQyGn6e85pcqzoCKPc/lZ0DEsfDUSVU1Zhw6cQ2fvAMqLizAyMiFVqg2DQ2MozA+oB/Tma0cxMRHCwNCoIqCsvCflN/cbGwliaGAcUSFHvb3Dsl8Y4SCbI0cRmoqpKF5Hy4Bq+gwGOYDAjqgQob6+EQQnIvB6vKrJr3dwSAjNMFov9qO5tUdNptzYUIN39p1C/+CwHOfAyNCEivilUzZEwnH0dA+jV5Z+OVevEIOx0aCQtrQaYOB1ptA54kJPb5+sexDwe/HaD4+oKVTYr2tiIijyW9Ha3IemFTU4f74TZ861oLyoXBFCEtWIyPnqG4cQD6fUgIa33jghBEh0IPdQ6E0iz5tCx4gTo4OGPmg2bF4meRsfFyKWsmJgeATpRFrIUz5e/t5BuVenIp8tbR3oaB5WzdhnL7SpyN7kZAjvvH9S7pRzwlrQWCZ6GnVhcDgk57TBZXeq67A5leen/knI8vP8KlL26muHke/LUyRrYjyE+rpKkfkYTp5tEfmrFFk9dOy8Oj+JZr2cv3PIhfHQFIb62LewGieONSMoBJoDUUKhiMp03y3GsqKpFvvfO4NusZOyolIcOXxBNa+3tfbh/LkOeLwujI5OKvvoETug/JX58iEiF+ocESIrZHVyPI6Otn75gpT3NG0RshpU9tAupJrN5uwv9/pbR1DoL5DnM6XIbWVFMX7w/YOqyZwRYGWbtC25R2YoryuLo21A3gd5KrO0N4cccshBP7COXlYcE59sDGLgZPnj4yPY/fHPYesTj+L8oaP41//6G9N7z6KwtFINdliMQQwka8Gg+GabMdcso3F9fX1YuXKlaj5999131SjVeHgCyap7EK/cjcIL/zibRqRq7A2sqFmBN88HVFU2C7roWUJ3pcue68YX2m/uNmLu+a51HHG9Y7l+7W2WJnk8QuJSrwkhHBHidln51Y4l5m4n5u9HzF8XuNKw3h9TkcL0PnkQsn1TDedPBY50mKkdWNUyT5dNyjkycJbkxsgg5Zx2KefABpbxqyA+vc7r8Bi7VKsEo2sO+cd9uR/XeTy385/5m+sclMBzGEMJZstMGdgZnyM4LerXbJlDrsaoDY/jNQhGrIxr22QPK1aVR1HsT+DdZr8cnZLjGDVLSrlbfhnXn5WFEUdG+Gyyr2v6fmyyzRh5I3TrCln4ijTIS1ZVFMfbF400IiwxdUMYcvI5UEc8l3F97mPIauqJ+1L3RrMmr0cI9cGj6ydxuNmHYSGQ030FBMZ5eX4TxvmpT4+cm3rhnfFfTM7slsUqa3zWVtmHExir7wDsXR/EvjM+xJMc2cojjXs05OaVjGtQTt4/peN9zurI0JuhE0N+8xq0tS21xpfW0U7eE58rnwbjeoye8Urz74FNuIa+jWfK/Xgtj5LBCJGz0dolV5Hr2lJ4YN0UXj/pV9PtTVt9DjnkkIOWiIlnu3dFEO1DFzCcKIY/Lx8N1V586id+Eq58O8YHhpBm1go7+6BL3WFx4f/83T9ibMqB4f6ORUkjwv5tJGwkbySQ69atU3+ZToQBnf7+fuzfvx9TQ12IbftlTG35dTQ+v1ckvy6MCnsWRlU1uxBz100stI2Yu+1ax83fTszdZq5fe1v6kh2pb0plNsJbnV9+tWPnb19oP2KB/aROTP1QKux9s23oc8HK0gmvIhDGb5KaWbAi5j5WVdkaZaxYZ/djhUv6ZvwzSAUJHyt1Y50ggZj7m/salbcY4rwy89w8hyHb5WUGuTCO4z5cuM7zmcRjPkgcSG5YfqUsvB+P2oPbjPvhNurGIFMLyTIX83UzKydh9Cszr3+lnkzdz15vLvjCGNenjFxIl3j8LIznZPTppDaM89plm1fWjNfKOHa6P+cC4HHmPfJ4Lsa9mtf3ymLIPasjQ2/GfZvyLXQNQy881nj21NFC9zCrb+OZcj/v9LWMdV7DuKcrn0MOOeSQw10Di0U1WbKLyTe//q/4p7/6Z3z3Oy/jxRdfk7+v4Plvv4LvfOclDAyMqP0WG0a/aODSpUsIBAI4deoUDh06hIaGBhWdm9N6qnBZBK6xagXevmgmYtUFBrnIXliwvioMu9R/x7qmB3EI2GSsQ3VoaPd6OragqTSKkgCT7GbKfixYVhhDTXEM71663jWMl+DmdWzBY+sn8P55HybjN/Btc5OgVI9tmFTRK86acDmup+MbgQWbqo0I3HGVNHrxLYwxz4c3BvHKiYCskUbqYccGFkPHdxq6yayPvIak/D+hm8z66Th7fYUVu5YH0T16Ab1TPqxcuwlTQU6uP7/vtYk03G6PInAXzxy57SbUuRE4p1M+mWWdszJs2bJFkTZG4Yg333wTwcEuxLfPRuBmCFzp0Bv44D316Bp1wzqf5mUxHPaUmr8yzdhmFoI0o8iXVP2fhoJ2uGxJJSvnrMxOiS8HLcEpOubUTylZFgLvMd+TgsuRwsAE070uvv3wGgF3Cl5XCv3j174GkyYzKXI8yTjSjYNnrCqMY2jCjpjY1KI/HzlhpZy/f9Shmh9N0DbsthTiidsjjdRRsdgaMTxlxgEXF2wGLuc9jHFElOhYZF50PWUIDntS5DWirzpgseziTsLwx/J2Lr4LWHRQRHYJoD+mf9MBlPl6/jibQHk5L/Ot+OM7hZS8aNWFUfzgZAd6xwz/aaTpujbMtB+3i4UIHHO+sc8b+8eRxJ0/f17JNDnQcVkT6gyBqxx9A5sbt2J/aw3Y+0oHJKSKenBNJ463lmIiwj462ec1aLDmHLUJeRDb6voxFbHjXH+R6HlxDCCTiIpW713Rg87BALrHArAvIDPvMSmbSUocNn5lLf5reqPXYH+GVeUj8LkTONxeLjqeVv4NIp6wSKVJhzO9YTEhsrPvG+U3xWdvyDx3DBsbBvDW2doF9Xuj4ClNW7MLT8nI2yAnDYsjrisOoq58Am9fqMp6O6Ye7FKB7F7TjXfPViMpFXYmHu9iQtmFK4ZNjQN48zbt4k5hxh+3lGEiypk6MmKBi4YobNhe349g2I7z4o8v7/udnTD9ccdAHnrG/VlvF5R3TcWIfHjfmj++E+A8Pdvre3G27yA6h6c33kEsROA460JtbS3q6upUJJAzMag+cINdiC0UgWMT6srqHXjjQp0o+fZCgncKdBgf2NCGgxcrMJ6lBG4uaCi7GnqEwDlwsrckK415PujkHl7dida+PHSM5WW9w+AQgvWVQ0Lg4ni/leQiuz9GWFHnC4HbvqJXvgDrtamoa/ODWF41hleFXGS7HdMrsOn3wY0deOPEMpFfDwKXLwRux8pevKKRXSh/fKES41oQODt2N/YIgXPglPhj5gzIdpj+uKW3AJ1aEDgbNlYNCYHLXn8cFe9wX1OX1G/vo4OzIt5hLETgwuEwHnroIQwNDalIH2dm+P73v4/xvvbLmlAvixMyzMmXzqbJYpclJGSIWKg8+5YUonGbahKh7Avvk31LOGpHMqWHzJSR+qWeqe+F9sm2haAd62ITlJNRrJDYxULl2biwuZcfTvy7UHk2LjraRc4fZ35R/ljePx1kpozZ7o/Jech9sgkkbWxGZWqRwsJC1Xw6N/+bias29M7tbsi163U/nF96tWO47fJzX/u81wINgtE3Oo1MfO1d7R6IW5GbkYrzXUXoGMzT4muPoMxsoh6a4EjE7I8CMEkK9Us96xDhpN2GInYcEjvWQb8E5RyecON4S6kWOma0jX2GGBliv6Fsj74Ryi6koqZ/08kulD8WuTPhjxcbtN1znYY/pt/QAaY/5vung12wnmsf0McfZxPMptTW1lY1GpXTa83v2rMggWPOLE6OTZJi5I+Sl9NqU9sJbjPWmcvKyLFl0B0D/M3Ozpyf0TyGYKZ+HsPtHC7L3GDz9yHMc87fvhAYtjevzNMb56Xk13YgvPbVwDLjDPIFIXqgHOb5uMbF3H4z4N0z2xabR24WN3JPmQAlpY5vRealAmU1sprpAT5V6lgnUMeUWR+r0E/HOtoF5b3zXurWQNu9VX+8VKCk1HHOH9/dIFlj8+mmTZtUX7ji4mLFbeYH4S6biaEkrwptwwGsWl6BnXtWIxDwytfUFLZuXol1G+owNRHG8NQ4VjbUYPXqWrR0cTolKx58YKOaIupSW488rDTy/T7svm8t6urLMToyialoRLansGZdHR5+dDOaVlSiu3dYTYh+7/1rEQ1zVNsYjAaZNGwOK3ZsXylP3oKxYFARJZJGLiw3q42Y/C7xhOTr2o6pdAxFeQH48z2oLC+E2+3CQHBU9jX2jsnRBM0oIr92bluDifEphOJRdX5u5z+u89pTwQgefmQz6pvK4XXJuUbHVTI/q9OCLZuasHVHk9p/aGRczmyQTV6L1JaTV3EbdcF9+JfJZtn3psgTh92awmSSZcbTMGXjL4OmGf/M+4zK0evX1Asjd6JvfGTmvCzneRURntl7cUHNFPsjSrhEijNmZDcor98Vg8+VQDjOPHXZDT5zDmooEh2HYsxll/2g9XkcCRR4Y5jSRGZ+3JUGQojEjSa+bIeyC6t+dlEaCCORkI9bTQaKFHqjyh9Hk9nvKwgd/XHAHYPXmb3+OCG8Y1nxBMYj3Ri/vZy8t4S5MzGQpLG/24oVK3DgwAGcPn1ajUDt7OxU02nFhH/NnYnhis87pl2NxxL47gvvwem04b49m9RUSm+8dhxrhcQV5vsVmcvL98Jqt2DD2gb09ozIkUa0Li/Pi81bl6O3ewTxZBxbZD0/z6cIxvGzLejrGcbJ423oFyJSXBzAO/tOo6DAh9XLaxWR4Tlqq0rg9jhRu6wEsKewbfMKPPOh3fjo0/figXs3GJO62q3Yfc9aIYElsDhSeHzvdlRVFcMXcGPHzlVYvbYWe3asw6oV1aIQD55+cheaGqrkfGnsvW8TNm5uQDzFa5Xh3p3r4HKytd74V1ycJ2TJDafDhsMnLqK6tgQFAZ/IF0d1WTECeR58+4V31STqsFmwdlUtHtizHml7AmtX1+EjT+3Gs0/twaMPbZFz2FFeWoiPP3s/Vq+ohc0VRUGhE088tgOrVwqzLspXZcvrK1FVWYyqiiIU5skDXF6ldEGQtuaLvjm/59YNhi6KCgJI2hLYsrEJe0QPVs6UJP8WGzyjy56ETZzc4p89M2DqBaaMYIWiA9j/wiWESBf9Uk6manE6jBkodIHLqVcTDu3CrZldUN5s6090NdA/0E/QX+gCatbwx5nw9osPyqibP15qMG1IU1MTKiuFE1RVobq6GiUlJTfeB+5CZwdWNFSjs2MQbS396sBgJKLmfpwMRnBw/3mMj4XQKCfesLEeZWX5aFxeiUJhjh6HEy6XXfa1IhSNwibH5Pm88vDSSKXSiMeTauGT5TyMo6NTGBfaW15WIESFcaw0Nm1pVE2Uy1dUoaqkFEVC9Fqa+1QKiZGRSawRcrZmdS1WNFWiqHYz/N5CeITwcb7K0sJ8NF/qRXtrP0oK8zA8NCmkyYpSkbGwyI/1axowMjAh5+tFwOfB/Q+sV0RxzbpliAhBI3geLm6PC5vWNuLMqQ4Mjxrzlaom30RKyGkILZ19KC3IR3k555EMCUGrU7K2is74xc85QzcJUSRRpTyV5Xmw2GoxNOlASYFXEc7ikgD6hOxyEnenkMiVq2pwz+5VwsYjMwSOZk9dcSEZpOzr1tehrroCgYAHXX1DKM7PU5G6xX6tSWu7x/wIajCqjKCMoyE3BiZ8Inv2O2Y+21jCis6RPC30S1DOYNSB7lGOgtNDZvq+9uG8K5ogshXKLpJWtGtmF5SXcutQVdM/0E/QX+ii41l/nJl+34sNyjsypY8/zgaw+ZRROCby3bx5M3bs2IFVq1YtmHfuCgLHxsr7dmzEnvvWwVfoVBOmk5Tcs22lIk/xZEIRMX/Ajfaefrz55kmMjU0hFBL6EEuqpsbOjiEVoaspL0F/7yh6BkaE+hgJNNnkarPx9eZs+zbVhEpidfR4szxgmxCbfDWh+YXmbrQIESstyVdOl5OmTwXDqmmTk3iPTU4hmUpifHIciXgC0WgcsZhQHrn5mPwuE1LF3zTxvQ9sUtclqxqfDKK4NE8YrTiaREKI6BQScp4RIXrsekuQqJJMDQ9N4MVX3kebEDV7mndgwUQoBIeU7dy+Eds3rxBnFZVrWFBY6MdEcEoRN0PWqJpk3uXkxLQJVFYVyS1bRH8RPPzgRnh8LvVA1P4iA28yJvdA4pYSokZCWFtRquQnKTP0ZlXEkud3uR2YCodFh3Yh0HKvyThqKkrgdBjzgy4WeCZ2ltXFwRGUlb1EdJGYb4MuHdVNUMeUWR+rMCpsnUC70E1myku5dQBtl35CJ99GSXXyx4aO9fLHSwkGy9icyrlPX3jhBbz44ov41re+hX379kn9f2US8iv6wLUPFyLgsqm+a3arA80XexAXQuRxu3D8aIs8CIuKQI2NTgnZCGNsIoiRwUnVjMrfNiEpA8Njsr8bgwNjOHu+A1bVH8LoszU1GVGkKZVIy3pUESVGuBjhY+54nxzX3jaA7sFhdHcNyRYrBvrHMTEeUtccF2IzKUt33xCCk0Ja8gfR0RXC4HBI9Wkb5yLnpyIYQZwUEhWLxTEo5+iQ8zJa5XV7MDQ4jq7uIfR2jQiJsmBIyFokwixiVhUR5DlGhSjFQ0m1jaD8QSFNIZGbTZgXznULkZxEZErIYzyJlrYeRKcSinzxWMo5MDqG0qJ81Qz79v6z8KAXTmsC7b1RtDX3YnQ4KPcRVvoeGQ+ipChP7iOMnt5hbN/WhLb2AXX9kBBCysX9gqJDnr9/aAyJaArxaAI9fcPIF9YeFvKbJDGUf4sBdphtKB1HSp5hJJH9/USSIm9pXggFvhjGwtn/ZU3y73YksaxMnn+Qc7dmP1S/Fk8clUVTGJ7yaKBjcXSWNBorxjE25VI6z3Y9K7uwJ1EndjGskV00iY6ZFUCH/ln0bbVF8jEs718wmv15RAnTHyfTVi38MeUtz3J/nA194NgtLB6Pq1GnJHAjIyMqjQi5ibmoltCxCbhXPIBw6Q7VB+6yRL6rarbjzfN1ouSwasykcbggL+N04ybXSWLIpfmbETOCEZ+5vwn2ZuM35NxtPB87+JOUkZSwAz5/m+dlObvkE+ZAdF5bOWD5bXbW519mR2KTp13KOe03j2OZGX2ixOZ12LeOx3Ayb8rD47gfpzKn3Ozbxom7517TvM5c+QnzHgy5WWqTdR6RUufjunks//LctaWliMYSGBgfhV9IcSQlhE/O41TSGa8gdcpz1deXo0NIWzpNPRhlhl6McTzczzw/Jeb5KTN1yGsbZzSOWwzw3JxuhukXSOJ0AHN9KZ1pkjKCUVj2MeQURLqA/ZzYDydbp8dZCOyLo5eO9bML6pg5I9lqku2giJzmibLq4ttMf8y0ONk6feR8ZLs/jkjdee+KLrSP7l+yRL5ut1sNYuCMC2yZy8vLU7nfOAsDF5K74eFh2OMhFH7wD9Fa+Sk0vviw1PYLgETHI/8nIaHKSRTMdeO95FAHjhg1DIq/SZW4TuJUVOLAA/evwfq11YpwGPuQpJCIGRTDICK2y87LhaUGQeFvubZI6PdwjckW+VXHNSP1iFusIS2SkiqxjOc1jrbKWSm1Xc5iUeseoTi8HnuV8Tevy+txX7f8419TTvNc88kbwX24nfoxjmGyQpsiUOa6eSz/cr/ewRGMjE+o9ag4N6vs7ZV1Yx/jH9dp3JfausWZGOTN1JyhF2PfuednOe+SZzKvvdivCA0kkrQjIV98uiAhOo4pPesB9u2kjnWCigCIzPpYhX461tEuKC/l1gG0XfqJiCbyEqY/5vunC3Tzx0sFRtgKCgoUWevq6lLNqEwlQlLHdZbX1VWrLl4mbkqnBqlKweEQ8iVf4BZLUpa4WlwOfjGSHqWFwHnVKNLJyTHZGBMmadA4qzUBGydzl3+MKbnUeZhcIy5fmhy9NLsft/G8HAzhdKXg8xtRLlJEn88CrzcJhzuBEt8UXPaoXMc4lsfweIgsTN5htcoiZSpCKF8uLqecQq5t7Jsw9kVUrsPfLFtc8E5JrLgwhsZh6xxWfbWeIiRkJglbbDJ2K6DMpf6QShtBGp3tUM17ol/qmbJnO2gf/KIuC4S00C9BOWkPtAsddEzw3S7PM/qo6gBlF+I3yzWzC8pLuXXgRPT8JYEYfupTG2CxGh/E2Y6cP767wagbR5+WlpZObxH+YLerbStXrlTJfTmY0cQNEzgad36+FS5XGmUVTpSWO7BqdRk2bKrG2g2V2LS1FitXl8LrtiEvUKAGHNgdVmzZsgylZT4hfRa1b2NTETweYMWqUmzeVoc16yuwel25WmxilD5/Gus2VqpzrttQgY1b6tRUEul0HKUlTtlWhTVrq7F6Dc9bjPo6JzZvrVHXcLqSWCvnW7+pCr5ACvkFdmzYXI3SCgdqqwOyXqOWppUlcDiTIksh1m805F+5pkyUNxv1ygT4wjmEwOqUkkNVJPaUVjJTVupZl4qPpIL9cHSyCTaLOMUudJGZYPoFnUC70ClVC+WkvPqQZPHHjjTq6wtEZj2Epo7pj/n+6WAXlFGlEdHIH99pmH3cCEbZuLAJlX3jOJn9smXCdYTQcRBDKnW5D7sugaOZsFmUa/6ADW4vR2eOy1XjKK8oFcLlx8SYkDW7G2VlJais9gtBc6nOePn5+SguLlGDIEpKvVJepiZrXb6iXISrwNDgpDxSO6prquVF8iAWs4mg+agor5T93AhNJRGQ81dWlsu1vaiuLZabS2J0dFwM2IbamnKELJXw+ktgE6OurilGRUUl8vOKxMgdqKuvgMftl3MWCVmrVqHISDiK6upKlJV7VHZjLoUFhQiHwkgkeZ+ZMzKO0BqYNIat65J+gXL26JhGRPSswwg+WpuRRiSghX4JyjnFNCJiF7rYMfs5McUF/+oAZRdJKzo0swvKq1UakTEvBkbtYiBJ1Vc62+U2/THfPx3sgvKqNCKa+OOlAAkbMXeUKfvBzV2YXcPcby6uSeC4u8tlFUJlR02tX0hOQpihG6VlBfB6/WqUxKULXWjr6FPNpZOTQSFidtkelvVJdcH+/iGMjITULAIkXpxln7MkdHX141xzn5SNYioYRF/vkFzPyL02NjaC82e70NU5ionJCYRCUygszEMwOIVzp3tl+4ich6lLwnKnCSUHE92WlhbINcYQjUZQXFIo5NKHgYEB+P0B5bgLhKixsyDJZSDgl3tzYXBwGAcPXERby7i8vJlttKQ+2btPj2C9AcqpWxoR6pd61kVi2lwujUjmoVsFQrvQTWbKqwN5I2i77N6DdEqlxWqsLRUKl9361s0fG/Lq5Y/vNI4fP67mOiUvYXMpQdJ2I7gmgaPKGTHz+ryYmIiqdBxer0MuxL5sDoTCISFVCVSWlQtJ8irSZrc7VCc8PjoStYmJoJQ5kF9gTMyaTCaUkPF4DJWlXhXFIwEbHYnA73XJvm4hZ7xWGNU1hSqhL4mfy+VRDNXjgzofrzMu5w7Y2uFypOQ8lUIGx1XuNspcVVWGgf5BdR2Stq6uXvT2DMl5I8ZoDjmehLe3ZxihKMOWZL+ZdT0cn1pVNIXivLBa1wGUs650AgHP1fvtZRM4fpj6pZ510DGbFdh8yhQXulR9ql+LJ466sglNdCyOzpLG8ooxcPSsDhWJsgt7UmTWyy4oL+XWobmMtlstfiLfE0RpeSEee2KdSoaezaDMhj+Oa2EXlLdEI3+8FCD/4WCFM2fOqIXkLRBg0On6nuqaGlWJaycjGBwYV02OJSUBWReSZkvB5/PA4/Zg/YZqrFpTLULEhXiFZL8Sgz2mOaeXT0hYuZo1oKioaDoJbVhFw9jc2tBQifz8PCF1VoSjMRSV+OWYgBJ+05YmLKsrFVLI60dVv4qS4iKsWLVMlgZ1c0ODg4hYauFw+RCLRtDZ0QenC0LYnELUouhoG5XtcouWpFw/ILKUShmbaqNyXeZMi2BSiOnij91cGGbIfjTIJlQ9vqwpZ/ewH8GIHiF7fp1Sv9SzDjpmr8tYwobOQb2ayoIRO7qH2ISqg46FXIg/6hhkE2o2DA26Pky76NDMLigv5TbyCmQ3aLv90/7YKnVELJb9fSRn/bGZ9Cq7QXlHNPLHSwnmf+NgBXbrYuvgjWCBRL4F8xRtQUoIVkQIEuH1OVSEi9G10dEJjI0ZSWXbWvrkBRA2GY6ir2dSRdSiQsqYEHd4eAJDskxOjqOwMCDbo2qYLMkUI3etrV0qktfQUKLO3drSg3BEyE7fCNpbR8CRolNTISTiKTXrwuDgqJCzYSFgdjmXHaFQCN1dI5gMpsRBp+SaITUX61QojUgopsqTCauaxYFTgwUnmVclhb6+UYSCfAnujFPnNeJpee00qUQIyhmbjk7qIjOH2HMy7dkeBdkNWmBcdKxLRU2wESehZifRR2basU461tEuqGOSNx18hfLHwtnWbaiR+mIUVTWFOHK8XWUCyFbk/PHiY6kT+XIAA0eYcuosjhtgS+b4+PhlfeJMWFNRhIo2YdS/HoUX/0l8w3VAI2Hf/uCkFYMDCYSmOC1UuYrAcYaEts4xdHSOCyFyIByyoL1TiFowjniC61LWNY6+/jA6uycQnEigtKxIDUpYsWK5ir61NHdK+STyAw5hnpz+KiLEbRItbSPo6ZuSL2ernNsuJDGNFiFzrS0D6O0JyfkdIpsd9sSQkLkhDI9G5GZsGBlJqGuOjsXltwXJlA29fSFcahlEa7sQtrC8ADGH7DOB4RGGy+/ci8Bh1NdLI5JtyA1bzyxYNTONCFNc6FHtGc17uTQimYWyC6t+dkF59UkjkkJNTYHUSQEkEnpEh3L++O7D+vXr1VynY2NjGBxkty+mT7MrYjd3hOpCuKFGaR5u7GjB6HASrZdGcPH8IMJTVvlaYY4zY9QRF67zl7nOhd9kbICLxew4eawTZ071oLV5BCeOtaO1bRyWtEteICvOnenD+bP9SAhh5JhHI2WtOIaUMQ0Xr5RMMiEvz2o4ObcrDYfduCbBv6YMBP/P85iycLspG+W6k+ALZ6QR0WsQg5FGRB+ZKatuaUR0SslBOdmnTLc0Ik4d04hoZheU9xr1zW2D11gsT8TzcE5ph9OmuvXoAIqp0oho05dT6lqbXv74ToNdxkjeSNwYdWMuOJK2RCKhtvEvf3P7fNwQgTNB9TPLdk//KPoGJ5TR38wjIXUKhVPoH5pQxwc5GELRKyAcTqKzdxgjY2HZ6+rB1rnXY9OCGrYu5E8H02DTtJFGhJNw6fD6UWYzjYgefeAoI/WbSyOSOVDOqZh+aUQ6cmlEMgrKmek0Ijyv8Ql++2BTafOlAfR0jYIJ428WUTAV8J3FTBoRef90sAsjjYg+/ngpwBQhJmkziRsHfHKZmJhQgy57e3vVVFuKxM0x/5u2Wh5rzCxw8wZP8NWeGw0zwTVG8ww6d+OgUSzO65x58HVjJ/tcGpHMgvrVKcUF7Zfy6gTag046JnSrQAxfq5fMmfTHnMOaidcf+cBahIU+3S7ohR12qXNsYsmMTCjBjVl7rgXOg02saqxQFe6dhG7+2JBXP1+xVCB549ynbELlQAYuHNxAktfT06PSrtmsswGuW2NhWQK6CjVsXWUrv7Mv0q2Aw6grc2lEMgozjQj1rIOOabe6phGp1y2NSGUujUgmMeOPM5RGhE/O43UiL9+j1m8XtN2SwDg2rHHhM//mfqkYrfB53cjzc37thc/P7cUFPrjcdnzwwxuR6dl75oMy65hGRBd/vNRgkymny+JgTpI2/maaEX4o+Hw+9PcPqjy3skHtr7VG+RXSPqDXsHWVRmRStzQiAb3SiIh+dUsj0iF2rMtXNeVkGoOuoYAmOpaKN20RHeuXRoT+TSe7yLQ/ZqRs7lyQtwPa7kgwgPOXYvj2Nw5gfCyMezYvx849jYggNr3X5eD2D39kC7bdU6+yItzpz4FZf8w2rOy3C6VjjfzxUoFNo2bkjQsjcRUVFWhoaMCTTz6JTZs2zUR7x8cn7g4CR0RTYhZ6+DdVccRSTL+gj9opczRlU0PBdQH1Sz3rUFETtF/asU6gPdAudNExEUnqpWNWd7rZhfLH0+vZDtpuPGlDRLhaKHijTbJp2B021YxbUORF4gYz5i8Wcv747gUjboTZF27jxo1qPlRG5BobG1VTKsFUaia0JnAM06th6zY92tc5016hN6JVGhHKzGHrXu2GrUeU7NkO2q2uaUTKAiEtdEzwg7VCtzQiGtqFbv64yB9Bnjcm8hpVIQe5XHugiwWxSAL/8Nf70NczDsec/kh3AqY/1i+NiB7+OFugJioYGlKT2jc3N6sBDDPTa81Ro+YELvPD1hcXFjWkWqeUHIQatq5ZGhHq+TJLz2LQfqljXfRLOdmnjDOy6ASHbmlEZNEyjYjxc9Gx+B7oFv2x3KDb41D933jgnfaMuqUR0c0fZwvOnj2r0ot4PB41xRYjdPO5jtYEjn0AdEsjMjjpzaURySAoI/VLPevQmEO7pf12aZhGhHaRSyOSGSi7yKURuQxWy+JWV/QPA+OcSkv8sZCMq4EUOna1+JFstN7BCIKOaUR08sfZhB07dqh+cSRx27dvV33j5vsvrQkc4RCjuHOvz+2Bumcne93SiPDF06USIXRMI6Kbc6M9UGZ9rMLwFTqBdqGbzJnwx0zrkV/gwUc/vA3xRZyvlLZrs16ZpJxzdvOq3EoLD/jcWF5XJhTu8mcRjydRW1eEpz6yBeGrDHpYbFBOnfyx0rH8P5dG5OZBwsbBDQUFBTP93+ZDawJHV8H0C7k0IpkD5VyWSyOSMdBuab8NGqYRqdMsjUijhmlEdEsvo/zxIqcRSck/m82KokKf6hu0WKDtVk3742TKqka4ckqtyqoC5AX8cDntiMteFVX5ePTxdYjKr7mgLE7Zp7DQK/d7Z6yKMhv+OJdG5G4GI29vv/22GsBQUlKCt956S/WBu+uaUNsH8hCL65NGpD+XRiSjMNOIUM866FilixD7ZYoLXb6qKaeOaUTa+3VMI6KXXSh/vMhpRNxOo79ZOBTH1A2PFr0+aLt90/7YIp9+jPIVFfvQ0FiC3//dD6OoxK+ifyR2sdjCsy6QxCWTvNeESvCbaeua9cd6pRHRxR8vNWhPHIG6a9cu7Ny5U+WBi0ajKCsrm97jcmhPiTmkWhez4Ksdz6URyTioX+pZh4qaoP1SxzpBxzQiuqXk0NEuFtsfkxT92I/fo+YsbWgqxTMf26II1WJA+eOE+OOk+AshaCtWluPe+5vw8kun0HxxAE7H9e2FEZHQVBTVFWWoqy5WEbtMIuePfzTAWRc6OzsxPj6u+sDNRJ7nmb7WBI5heqYG0GrYuk+/NCJlKo1IXOk720G9Ur/Usw7D1mm3tF/asQ76JShnLo1IZqGrXWTCH/t8LnCuUkbf+vomFu0ZKn8cEH/sjcHhcmL/ey347nPH4HY5MDYqtsJRptcAiSSjgnUNJfi1LzyGFasrEJvXzLrYMP2xTmlE8jTyx0sNRt9I1rq6ulTT6Zo1a1BfX6/ywXH7/PdKcwIHlcpAF6fM7yd2mL3pYetLDKVjsRRdZDZ1bHyvZj9ov9SxLvqlnHqmEdFLXlqvbnahfIXx87bApkhOFp9gI2YqpQhcX+84Dr3fqio5Xu329WJRo0+VP5aTsT9bKp1COMqM+Gbk07iKcU1jcAPXSd4CeW74/C7E4wm8/27z9AwRi3H31wZ1rFMaEaag0skfZwM4aKG0tBSnTp1SkTi3273gQAatCRz7AHSO5tKIZBJq2Pq4H1O5NCIZAe1WpRERO9ZBvwTl1DONSED91QHKLpJW5d90sgvljxchjQgjWRvX1KC6rEiN9uRzI4njXKiRMKNcSSEFt3cV+oe5aUR8fif2H21Wi9fnUvtYplOXRKNx1NeUo6KkCJFIXJE1f8CNZz6+BW0twxjon4RN5Ms0ZvxxLo3IXQ32ezt//ryaUosRuImJCTWwYX6wSmsCR+TSiGQWlJMvni6VCJFLI5J50B4osz5WYfgKnUC7+FFNIxKXf5u2LUNFWd5lAwii0QTWbazGv/3Vp9CwvBRsmLtV0HbnpxFhtI8Lm6tIGD/+zA71d3IiguV15fjos9tV9M3hsKGrfQSvvXIWbjfnr7QZJ8wweAmd/LHSsfxfJ3+81KD9rV69WvV/ox1yEvvBwUG1Ph9aEzi6Cv3SiARzaUQyiNk0IkEtdEy7zaURySzo9nJpRDKPGX+8KGlELEgmUqiozJ8e5WmAEYhoJAGP2wmPxyHXufWnSdtlGpGygqgayGCAchuyW2VTXp4HE+NhNDaVYs8DTarJdOOWGhWFczhtGB1hv0rub8qRWfuizHqmEdHDHy81SN448wL7vjEH3Pr16/Haa68pQud0Oq9oQdBao/wK0S+NiC+XRiSD4JeekUbEp4WO9U0j4tAwjUi+OMBcGpFMYcYfL1IaETadbt/VgFVrKlXkjWA/taOH23HkYNucfmq3Btpu36gXPYNWFYmbj2g0ifLKPPzsLzyAkpI8nDvTi7deO4/zZ/rh9TpVbrrhoSm8f+gS3G4hk3LLDof9tpt2rwXd/DHlNdKI6OGPswEkbpFIBNXV1arpdHh4WGx94RHR2lPixR62nknwtc6lEck8cmlEMo+kECHKrIuOCd10rKNdUN5F88fCiL73/En09YypJktjU1qRJaYVWahJ6WZAKh+JW/Dlrx1COpWC03V5JcmmU0bfmFbkK199D0ODk2rgwvGT7RiX7SSTjMBdbO5Ux0bCMXz4ya2orC4A059kArP+WJ83L55LI3LDYDR3amoKvb29qK2tVf3gOI3WhQsXVE64+dCawDFMn0sjklmoYeuBELzOXBqRTIB2m0sjknmwlasiP5dGJJNYbH9stVmRjCcxMRFWzanpFEc+WxWZu13yRjDtbpEvDEc6iMmpuOrTZptTJTJ5MKOABw4048TpSygs8sIXcOHw8QtC5oLw+IwoHHv+UR4ubNq12TL3vEx/rFMakfxcGpEbBgkcI3AnT57Ec889h+7ubrz77rs4dOiQisLN91+aEzj5ShJnoYtT5veTmeJiMRzcnQKbF6hjXWQ2dWx8r2Y/qFvd0kVomUZEM3lpvbrZhfLHxs9FQTKVEuLkw+d++UHU1BXhXEsPDhxpVk2Ytw/DH3sddvT0juH7L5+ES8gYQX4YDEbVgAW33QEnvDh6qAPHD3fKPl5FJr/33ROq3ATXk0ljxCwHYWQK9Me5NCJ3N2w2+ZQQIsePAo4+5fpC0JrAsQ9ALo1IZkE5e3NpRDIG2m0ujUjmwUo1l0Yks6Cci5VGxAQjXIy+/cuXD+DN189hbCyMnv5BOJy3P6vG5f6Yv83mas5xasNPffZeNS9qLJWUMnlH+0bR3T8q63KkkLUzF7tVBauOkL+cisvjcarI3c6tTdOBhcV9djP+OJdG5K6EaU9sNn3yySfV8tRTT+GBBx4wPg5U6Sy0JnBELo1IZkE5+eLpUokQuTQimQftgTLrYxWGr9AJtIsf1TQiJkjgzp7rwcVz/Xjn4EW4VYRMaMEiMHGewfTHl8Oi8rydONqJ4GQENovh/RyyJxfTe5vROiIRT+GhR9dg9bpKpOTYe+9dIQRu8YfW8Xw6+WNKqZs/XkoYI5qB1tZWBAIBnDlzBseOHVP94RiVm69ErQkcXUUujUhmQTlzaUQyB9ptLo1IZkGfxyan5bk0IhnFjD9elDQiBpgc99U3TyIai8MrlGn+s0uDfXNv7YnSdquKDX9MvzEXjLCdPtmtmlGt05XqteBy2/HcNw7j4PutKjrINCOZAGXOpRG5+9HX14e2tjY1ErWurg4DAwNik1d+zGmtUX6FaJdGZFS/NCJdati6U+k728EvPZVGRPSsg451TiPSqVkakbZcGpGMYsYfL1IaERMWsbIrnpqcPikk696dq1Wz5a3Ed2i7fSOGP6bfmEVajXJlP7vrzYdKULZYNKGigsxN5/U51eCHTNjZrD/WLI2IJv44W+ByufDee++pSe1HRkbwgx/8QEXn5n9LaE+JF3XYeoZB3XNItW5pRGKaDVtXaURk0UVi2q9u6SJoD7QLfaxCPx3raBd30h8zSrZlc51Udjee0Jf2mhAJOccq1xfyx+zjdvJ4J8ZGQ7BdpfP4XLjhxLv7LmH/sWY1vdYHn96E8oo8OffipxKhzLr5Y5VGRCN/nA1gf7dVq1ap6FtFRYXqE3fXReAYpq/M1y+NSF4ujUjGQL1Sv9qlERE71kG/BOX0OhIo1yyNSGV+8Iov2GyFaRf0bzrZxWL4Y+Noqaxu4LbZVHkz/eFI3kqLArLkyXoaxQv4Y/Zte2f/BTW/KdOWXA+MwEXjCSQSSYSmonj1lTOyzjMu/nOb8cc6pRHx5NKI3CwYbePsC8wH19zcrCa0X2gkquYEDmpItT5mYQxbt8hyOw7uTkO3NCLUr1ZpRGShjnXRr9KshTq+U7GWxYFhE/pAR7u4XX9Mz+h2OeByutTAgGuBAw0WIm88x9V0FkUcW3fUYfvOerXOFBf0F3PBo0nijBxvNwYjvmRR02sNDwVVgl8OfsgEDH+sRx1CGdn/NJdG5OZAuw6FQli5ciWWL1+uonB3ZR+4xR62nkmwDwCHU4/l0ohkDJSR+tUqjYjYb7eOaUTELnSxY9bz9BU3EaxZUph28aOWRiQipGrtuko888GtKh0H861dDUXFPtVXjUQuOie+w2bPaw084P5G/rY4+ibdGBd/sTg6ZvoRu0pBcjPk72Yw449zaUTuapDAvf3222oEKhP4simV2+b7L60JHJFLI5JZUE6+eLpUIkQujUjmQXugzPpYheErdALt4kcxjUg8kcKue5uwfWfDzByol4MVWRpPfGgDamqLFFla3VgJjn0NCQV86ANrsHptpaxHr2qfHGSwrKYchX6X/FocHQttw4VzfQhORhX5jKco0eK+ITybTv6YUubSiNwcGGkrKSnBhg0bsHPnTlRVVeHAgQOqCXX+d4nWBI6uorFiTKs0IlUaphFhugjd0ohQzzromHZL+6Ud6/IpQjlpD7k0IpmDsguVRkQvu1D++DbTiLhcdrzy0km8+vIZuL2zudZmwdF4FnzpH9/DudM9KC0L4IknNwh1i0lZCmvXVylSV1IUuKwPm0EhYkbELhzHfbvWYes6G/J9wSvSiNwKmKPutbfOqr5zVpsF5aX5cNhJXxYPuvljyss0Irr446UGyRvzve3YsQONjY3o6urCxYsXcenSJbV9PrTWKL9C2gfytUoj0jfqU8OqdYm4UE6mi9ApjQj1Sz3roGMzjQjtWJevaspJe8ilEckcZtOI6GUXyh8vQhoRuxAfTiZ/rdNwTlTOlxoOxTA2FkJNRRF+4bOPobDQh3A4ho8+sw0+n1PIGf+lUCTbH9m7WTW9coquZCqG7iEPRkLz04jcGiiqU94INuFOTcXwwWc2oaDAJ2devHdEN39MeXXyx0sNRtlI4jj/KSeyZx64TZs2Yd26dUgkroxGa0+JdUwjkpw3bD2bQZl1G7ZO/ebSiGQWuTQimYeOdnGn/TGjadvuqUcg4EZ1eSGCwQj2vXFBbVe52MRASXMYE2Retw8/vRWbttSqbawQ40n6tsX1x7FkAg2NpVizthLR6OIm9NXRH+fSiNwcGF2emJjAkSNH8MILL6gccBzEwO13VR84hulzaUQyi5lh67k0IhkB7VbHdBG5NCKZha52sVj+mH3cGGFjU+jVzsW0HWXleaiuNYgbjxnsn5RjLHjo0dWqzOt34yPPbhMCl4DT5cDbb13AN75yEE8+tQErVlbD55hAnnNx/XEilURxiQ9lFQEhkYtLZ2f8cS6NyF0NNpc6nU75AIiq6bT27dt39/WB44ttvc1h63cWFpFXXjtN+uGYUKlP5K8uMlO/1LPxvZr9oJS0Y130qzQ7o2N9oGMaEd3sYrH8MaNl7x28iOaLAzCmmp+LtOon53Y7VMqOF759XBElzprAJlVqjmSNAwnYFFsuRI4elwSPzbJ5+R4cOdAOl8eBPfc1Im25esJdt+xzs/A6XThzqgdvvnYBfr9zeuviQfljbfpyik1o5o+zAUzku2zZMpXM9xOf+ATuv/9+FTG+qyJw/DZj+gWd0ogMMY1IWLc0Ij5thq1TRuqXetalf5auaURoF7k0IpmBrnaxWP6Y84n29g9heDQoNnZ5NeWQf8cOd6Cre1QRMtUXbnrKK0YouHz/+RPoah9RZWxKNcG0Iy0dg3j/UDMunevG2++PYyLquULH7CnJvkjvvHlR/vID9sbuiPsxMvje+80qEmg8ycWDbv7YTCOiiz/OFjDatnbtWtUHLhaLqb8Ox5UfE1oTOIJGsbivSObA1409RHJpRDKLXBqRzIP2QJn1sQpW/HrpWEe7WCx/zGgZzybU7Aobc8qTPH62Ez0DIyrn2lzwMEbdAnlu2IW8GedRJUgmUnC77Wjv6kdX76CaszQaiSh/sRBI3N47fOmauegWQiKZwqGjlwxhFhk8o07+mFLq5o+zAbTb7u5uNSdqR0cHxsbGVFRuPrQmcHQVuTQimQXlzKURyRxot7k0IpkFK45cGpHMY8Yf32YakeuBT5BtGKR38zkSI3LDI5NqFCgjcYl4EqFQDA015bhv7wqVo42Ugks8YUVNyZSaTutqaUSYGuRmwTu33cJxNwLd/DHlzaURuXkwAnf06FEcPHgQQ0NDeOONN9T2u6oPHL9C2gbyEc2lEckYKGfnYC6NSKZAu6X90o51+aqmnDqmEWnVLI1INKGfXSh/fItpREjM0rj5UZscnRePJTEVjKq0IW+8cwbnm/vUxPK19cXIL/Bg3doaNcE85yg1Ybel0Dsi/jjkUn5DB+jmjynvcC6NyE2D0bY1a9bgnnvuUX3hdu/erbbP/2DRnhJzSLUe7s2oSLRMI5LOpRHJJGi/tGOdoGMaEd10rKNd3Ko/JnVzu51Yt7pOKq+bOwNTdaxcU4FnP7Ft5ti0kAWvz4Xd9y7H8qYyNf/p/Fkd2PyaTNuRyPnjjIL6zaURuTkwAsd5UC9cuKAmtK+trQWn1JoPrQkcw/RMDaBTGhGG6/M0CX8TlLk8MKVXGhHRL/Wsw7B12q2RLiKohX4JyqnSiORNaaFjgk0PVVqmEdHLLm7VH/MIv9+F+/asVE2eNwOmGglNRdHRNjz9fC3gtFacUP4r//w+jh5qxze+ekDtZz5/9q1raRuF2zqGQk9cP3+sWRoRXfxxtoADaJjIl0l87733XjUjQzx+ZXRa+wjc9OAjbcA+OGxe0IFwmpCPAa1ePeqXetYJOtqxbjLrlvaE0E7HtyEvR4v6fC6sXVd14/3/5XpsQj1/rg8njnaqdRNOlx3xWAKv7zuDvDyPlE0XCNi37ZUfnEJ/75is6VUNKn+siX+jlKrO08wfLzVox/39/ejr61Pk7dy5c2rbXBsmtCZwrKi7x/yIa5NGJI2hoEfbNCK30q/lToP9QlQaEdGzDjqm3dJ+acc66JegnLk0IpmFrnZxO/6Yo0QLi3xYt5EpE9h0fP37ZlSNkbbnv38EASFpc8H+bpFwHB1d/bCT9cwBz+wWbzE0ZaR10qWfoW7+mPKOMY2IJv7YhPkhYrexRWdpujHcd999isBxIEMkElEEbj5mrJpFyZQFTHIRU106Z3dOzjEVbudvE3PXr1c2/5wmbqeML555E3fierdTRh2aPUTm6vN6x5lYijLKaaZfWKxzmshEGddpD3QWlH1+2bWOM8uudVwmyvj/uc6YZWbzyELHZUMZ7Zjv3rXuLxvkJIwypp8wmvYWKiN4fDaVUbcO2Uos1jkzXcYS8xflv9pxC5U5maOteQB/8T9fQ3PzsLzDRp+fax1nIp2+vIM8c8d9/UuH1GhUPnnzeBPmORxSQn8xXxYTvB4XEzdVJvWpicU6J3/TH/Pdmzty9nbOmckyU+/0F1y/0eOITJcRcdEhOY/iPiKgy27Bh7cVIOC2wSfLriYf9qz0Y3m5a/qIOwOmEeHo06amJjWQgRPbz6bEmcWMBXBwTnFeBCvKh7Gmchj53qi6WR5S4g/LF4zhrH3OOAqljOtmGTNDX6/M74qrc84tY5PGQmWlASmzzCnzGGXE3DKvK4EtjQOwOeiYLTd8nN8VE1Z9eRlDvKrMffWywHXLZvu2XVEmS1QMpao4iNVVI0gKm55bxnUSbOM4w/BYxmWhMh5zRZlc98qytCojVJnIePWy6BVlHPpdXTaJmqJJeN1GX5GFjqNOuU4dzy3jM+CzWIwy2sYVZWJDc8sC3jiWlU6grGgKKfmMmltG26SNcp12SRtcqIy2fv0y4/ldr4x9B69VxnfM607gnhV9sk5nYkGRlHmmj2N/ornHGWWJq5RF4HFcpcwXgfsmyrh+tTLahNeTwOYG491jmXPecezzYh7HsuJ5ZS77dJldyuT3zZclr1rGNBbzy9yOJOorx9Vf3tPlx3Gqcx6XuPw4f0RdZ8EyWad8C5bxOLlnrlMHl5eFLyu7TBYpo4657pIyTktVVzGp9D23bP5x1PtCZXy+c8toG1ctE5uibS1cNtevG2UcwTm/jPa7U+yYflnZ9ULHyXvA3/PLAvYJOToJj9eN8dFBnDt2WkiYS8oM32YeN7eOuRzzf5O2jcjWhUc+Uhb6h/LiKeUv6DcMWaRMrjdbV8zWTQRluaxMfNGCZY4Y8n1Sh06TuMuPu3o9cr36x+uJK3/MNCLF88rMemSh42bqmBsqm/alsp2LKpNtc8tutP5hPbemekTVe6z/brb+uZEyVR9cq2yBuomg3S2Tem1V5RBK88WvJS2oKXaKTdMPA+X5DkRiaXz/+DhWVrqNg+4QGG0LBAKqGXV4eFjNjboQZggcyZ2bL7E4n0JZ5uby8cgLScXQuO3itObmXZtb5rhqmVRg8sIvfM4ryygHjYK/HbLdOeecc8voOHuGfTNpROiELjtO5DGPm1vG7VctE1muKJO//E2HdtUydb059zenjNt5D/wK4XDqcIzflsa9m2Xmcbw/YqZszjkvK5NjbqSMpfPPSVkXLkupZ2iW8R449LtjME+lBnDZpo+TQpbNPc7Uy0JlM9ebXyZyzi2bfw9XK6ON0WaMsvRlZV57HBMhJ3pH/XBYklccZ9wfXxCxF7HBuWW07YXLRA/XKlOyMOxulHHdLKPNLFgmcjls/CVfgQkr+ke9stWwCZbZpYyl5vXmHmefnl7pynOKjc29nuw7UzajMymTytAj+16tzD2njITHLCPpZRnlnIg4MDjuhdtqXOPy44znZTPlvOx6Rpl5fzaRk7/nltlupExdb16ZbOO6IcvlZdRHS3/+PL1Ml00fx3Nf7ZwLlsm5uM57mV82c07Rwdwy6uGyMrER6tksM69HnXM/pj4xfNvlZXOPo97NcxplxntjnNO4d67TNvisZ8rEdswy2hRta24Zbc8oS19RNnOc3DvtnGUs7RM7ZhMqQfs2y+Yfx/fCLCPde+qDq6TCciKRoC6BgM/QF0H9GbJIXSHvoXEP88Fpsmyq3xvXWe73GjpcCJSF/qFnxK/8Bf0Gz6/K1PV4FsOv33zdZNyfk4GF6dGic885119eUcbj5pfJX/7mOb1S59EfM40IyezcsrmyXHbcPDlZRvC3qmOuVTbn3i8rk2PmlvHeifllrD9CUbuq91j/cfuMX59/nNz33PrnijK5R1UmhfPLqLerlpnnlDLzHghlI0L8yHm43So7tAxE0Tkck3dNCGDKsCPiZkdG3w4YaeOABS6FhYXIz8+Hz+dbMAJnaXz2D9MtB95E9dgbaKy8B/suNcitxuXrRRy3iM9D5NZE+QzbGiFIKoMPJpNlXOdDNMrEUcj/FyqLyW+3rBEMhzK8zDLDfGePy46ylKzb1G+Xkv7K4+be31KX8R7Y7MTt3IMvoBkKXyy98K95zvmy3EgZv5T45T+3jGtsYmD55cexb46x/crjrl5Gmc3zZaKMlsCvU69IQdzIcVyol6Uo4/OjXFHZy7BjlhnNOwsfd2NlBJ/DrZZRX/NlMct4DK9u/l3oOG6/nTLqhTq6vTJuMaIHvAeus5w6m1t2rePuVJnpu80yIiQaok3wHueWXeu4qJT8wi98AC995zAee2Id/vYf9slZOGHWwsdRe3wOjF9//hf24ptfPSQfExNoqitXgxWOnmwXv2WfOS4stcSerU0qkW9n+wi++q/vSzn7ZKVm5KBdLOQTjest7C+vVTYlpb/wub146dtH0T80IVt5R0bZ9Xzitcr4l9v5l1vN693OORejbO69zy+jb+O6XXTC/eaWXeu4TJSZ92CC3cUSYg27GjvQO/ke2geBh9bl4Vj7FPI9dlTkO2Q9hAfX+PHyiYWjYLeLnTt3wuv1qv5unC4rLy9P/S4pKUF9fb0ibp2dnXj99dcxNdSN+PZfxtSWX0fj83vlbqbBm1NffXI7Hln4AnIbYSqDv2nofCkyXUbMll0uC8HfPH5Z/qSSm7/NB8N1HjP3uGwoo2EV+8Io9hjNSQsdN/f+lrqM98AXoCwvhIAzNvO8iMXSC5+vWTZflhspo0xzy/i70BNRzVZ0sJcfR/te+LhrlXE9U2Xc4rQlxY7p5M0K4frHEUtVRjkZEarOm5zek2XG1FrElcfdWBlxO2XcRixUxmhZVUFQ/b3acTz37ZQZv263zAD38dgSKvUJt84tu9Zxd7KMv+eWcWud2DHtmZq60eNo6S4n8IEPrVe520iprnXc3LrChEO2tkrtS/Lmkl+EeZwJDmowoxgso39gczf9hXl+gmXE7PWMd5G40TJuNyOmxGL5S/6lP/Y6jTp6btm1jst02RX3Pl3GJ8D6jvUe678bPY7IRJl5DyYYqCLnUdG96Z0GJ+JIyW7dozHEk2k8vD4gJG626TWToH0yB5xJ6E6cOIFjx46hublZbWcUcS5mCJyumH9D2Q42Bcx1FjqA8uqkZiWv6Fkn6GbHtODbSRmxFNDNJgj9/Nv0ioCrEbBv2WylyRhSTCpMo/cnqRorV3kusrPTYYPHw2EFN/6czEnseQSn1mLkbaHj2RxWWZUPp/PyZKimP9YJs3ec/aCUtAmd3r1TnWGMh5KIJ9I43DqFl46Oo3/85mcIuVUwCldTU4NLly7h8OHD2L9/v8oJZ7NdORpWawLHr9RcGpHMgnL2TeTSiGQKtFvab49m6SJCGqYR6cqlEcko5vvjmJC03dubUFjgkzWDxMWEuq1bVY0VjeVq3SGVkt1qQ3gqhq9/+QBe/v4pOMSqbhTMHXcj6kkmU6isLoDfz87oxgHKH08a/ph+QweY/pjvnw52QXl1TCOylEgkEmrmhWeeeQYf+chH8MlPfhJ79+5V2+dD+wicw3J5mDybQfOlEc8N6WY7KCd1rIuDI6hf6lkXiWm/1LFOoD1QZn2sAnBqpmMd7WKuP44jge07G5Bf4FWRNmNbHKvWVKJheamsTeHRJ9ZhrRC6eIIDcKw4fLJV3t8bq5YYcfvGVw5iMhi57jEutx1v/PAcDh9tleMMgkiJTH+sCyipTv6YUurmj5cajLSFw2FcvHhRReEYfWMfODMP3NzBDFoTOLqKhvKxmZFV2Q72AagsCqI4z+gPoAMopxpmPydFSjaDPRqoX+pZBx3Tbmm/tGNdPkUoJ+2BdqGHjsXRWdJorBhTTTk6VCTKLuz62YXyxzOjEy2IROJqBB+JmwELYrGEETkT+PwuuFxSvUulxArK7L92o5iciiDNBF7XAcnh2EgY+w+fl2sYBI62W1ls+GP6DR1AmXXyx5S3RCN/vJRgHzeOPOVE9m1tbWhpaVF93zgfKmdjYDn75s1tStVao/wKaevPn0kjku1g58reUR9GJo0RUDqAcnYOBtSwdR2++tjBmfqlnnXQMe2W9ks71uWrmnIGw05lF3roWMhF2oLWvnwhCsZIvmyHsouEfnah/LHIbfpjEjOHw4pHHlg/E0GYCzZtzh1ccLO40WgdYbXx+owFGVD+eMTwx/QbOmDGH8v7p4NdUN5hjfzxUoFzn7pcLoRCIYyNjeHkyZPqN/vDceF6NBqVjx+o/HDywqjjtKfEsbQ+AXC6j0TaKosOVYgBSkodJzWSmfqlnnWRmPZLHesEdkGnzPpYBRDVTMc62sUV/lh+2O1WbNpUO73hSnASe4fDiMLdSdB2tfXHGr15uvnjpYKZvLe3t1eROEbi+E6Q3E1NTamZGcrKAion3F1B4BimZ2oAI8Ff9oMpOThsfW727mwHZS7Pm1KZ041mkewG9Ur9Us9mDqBsBu2W9lspdqyDfgnKSXuoELvQQccEgz/VouMFgkBZCdMu6N90souF/DHrGjalplSlkzJYiAIrpzSefnYzGptKEYte2Uk7k6DtluT8cUZBvRZo5I+XEiRrZv43zrzQ3d2Nnp4eDA4Oqj5x1dXVqKysVITOhPYRON1Mgk0LlHmug8t2UF6d9GzIq5OG9dLvDDQTWjebILSzC6mEFuqTxsqJfd38Pi9SSfGB6sYMwvbVL+7H+bO9cLlvrv/bzYDRDTPlyOXQhR7PQid5TUvQ8d1bCpCcMcJWV1eHZcuWqYXJfFeuXImysjLZQ94v9SFkQGsCR6PIpRHJLChnLo1I5kC71TWNSJ9uaUTGcmlEMgnK2Tueh7SVvuJyxGNJ1DeU4IlHNiI0FUUsmsS61StQWORVhM/tdiqSlSmwr505cMLEXH+sSz9D0x9rlUZEI3+cDSCJMz54XIrMMSpnDGC4sq+o9hE4zmenA3kjqHq7Ra8h1ZRTp2HrBPVLPesiMe2XdqwTaA/6pRHRS8e62QXThjQ1FuDpZzep6auugNyQSdI4EnX96nrk53tUNO7UmS5EI5zb0yhfTHjgwIljnXj9B2dl3TW99XJ/rAsoqW5pRHTzx9kEErb5pG0utCZwbF9vKB/XK41IYRBFuTQiGQPTAVC/1LMOOqbdGmlExrXph0M59UwjMi5kQY+KRNmFSiOij13wU3plbRDFBbOzKbDyYfTL+CH+JJFUC5szI9GYiorZHTa8+fYpBKciYk2Lf68khVEhjKFIVK2boO0yvQX9RS6NSGZAeVVaJ038cTZg9iMnhkgkokaf8j1iFM74rJuF1hrlV4gatp5LI5IxUM4OjYat59KIZB6Uk/ZAu9BDx0I607k0IpkG5WztzUMoamo4DafLriaYJ1HjgIXSsgCqa4tU6hCH047iEr8QPNJVNglm7smQGFrl31wof5zBNCKsdCcnpAKejkYuxqeDbv6Y8ubSiNw4SN6YCy4YDKqBCxx9yhGpHNAwOjpqkLs5r4n2lPiKYetZDOrdHLaeOVe1uKCc8dyw9YyC9qtbugjaA+1CH6vIpRG5E4gJ6Zxt8RFiJhXOE09tQHmlELupqJqBYf3GGtUnzu22o2kFO2Yb93qnQdvNVBqRtJAVTsz/uV96EA/dtxbm3K+3C55BJ39s6DiXRuRGwahbIpGQd8MNu90Op9Op8sAx+sbRqIMDA7CpSJwBrQkcv9v0SyMSVsOqdRlSTTmZLsKn3bB1NlNnv7y0Wx3TReiYRqQml0Yko1D+uFj8sd2MtFgxFYzile+dQiySUBG3d/ddwovfOaZmRmB06rlvHlFNp/YlqIpouyXT/njxmyMtiEYT6OwYxuYtdVi5slxNG8Z43O3A9Me6pBGhvDr546WE0d0gqQYtcLaF0tJStY2kjvD7/RgaHkMoFDYcmkD7CFwOOeSQQw7ZCafThoG+CRSV+PGYEBgSN5/XhQ2batDYVIZ33ryICy19M9Nb3S1gtI157Q4faMPIsHwAe1woLJydEzaHHOaCETYSNUbbSN5I5Hbv3o21a9eqlCIVFRVqO3nb5OTk3UHg2E+E6Rd0SiMyPD1sXZeGX8qsYxoR6lmH0WW0W23TiIhd6DKCj816XaLj2ea97IaudtEzLP44MVutUN9ujwOtLYNS8URQWOTDybOdiFuTqKoukHrIoqbDWoo7pO1mMo0I783tZvOXRfX/Y7+/24Xpj3VJI8J6Tid/vJQw04TQbviXk9iTvG3cuFEROJaTtyWTswmvtY/AaZlGRBZdQEmpY316Gs7qWBeJab96phHh6G99kEsjknk47BxhyjVahlRGQl44gOFr/7of77/TDIfDhp6BQfzTP76C5osD8Pic3HlJQAl19cc6DGAwoZs/zgaQxA0PD6vBDBzAwAENs5hlPFoTOPZb0DKNSEC3NCKT8OuURkT0m0sjkjlQTiONyKQmOhZHJxVILo1IZqH8seg4EQ1j28bl2LS2TiqeuIrChcNRpJIp9PWOi8VwBKUPgwOTiIRjctTS3B9tV6UREX9x59KIpOTfrVug6Y+1SiOikT/OFpDAbd++XU2lxTlQGYVj8+r8FgStNcqvkFbt0oj4c2lEMojZNCJ+LXRMu6X90o51+aqmnJMaphFp0TCNiG52wVQt4QhQUuhDYb4XyelmQ4f86+gYxsvfPwm3EDi3/H7h+WMY6J8QG1qaakj54xHDH2cijch8sFmM2fVdnLj/Fp+p6Y/5/ulgF5TXSCOihz/OFnAkan9/P5qamrBp0yY1Nyq3zYf2lJhDqvVwb0ZFkksjknnomEaEOtYJ/PrXLY2Ibik5dLSLSMRoVk8kUwiFLp+NgV5vbi42ri+lJ+SVM5VGZCFMTUWxd88arNtYjQji01tvDpSUNqFLVNbQcS6NyI2CJJ8oLi5GW1ubvEMhte3AgQNqO/vAzYXWBI7NDNWapREp8YdyaUQyCDo26pd61kHHtFtt04jk65ZGZPIKB5itMO2C/k0fu0hj7YYq1XGflc669VVqAns2B5mYeydLfVdz/fGdIESsmx12mxqJe6sw/bFuaUR08cfZAL4vK1aswJNPPqmaTTk69aGHHlLv1DS/m4H2ETgdiNtc8KWjzDqZMuXVSc+GvHo5C93sWEEzoXWzCUI3u2AFQ5k5cKG6thDVywowORHOYs3f2c43KVUJ394VdbIJ87nr+O4tBcwRqPv378fIyAiOHDmi1pnUl8t8aE3g+Orpl0bEjYkMDVvPBChzv0bD1qlX6pd61mHYOu2W9tubSyOSUbDOpK+4zbrzjsG0C73SiFhw9lSPmpTe6bSrUad/8l9fwOhoSOwk+5qCabtDS+GP5eGmwQjazV9TR39spBHRwx9nC5gX7vjx49iwYYPKB3fy5EnVB25+C4L2ETimBtCBvBE0X7slBZuGw9Z1SiNC/VLPukhM+9UtxQXtIZdGJLPQ0S48biYbNTyyzW5FIp69DWe03Uz7Y6qC+d/C4dn+gCn5vaqpFm6XQ2S4uWtzb938sZFGJJfC+FaQl5enZmDglFoK85SoNYFjv4V67dKITKlh67oMqaaceqYRYf+s7Ncx7Zb2SzvWpWMy5aQ96JZGhCkudEsjoptd1FdOCCGKIxY3Rxxmr+zKHxcZ/jhTaUTiooeKynzsuW/FTNMpB3c89OAaBPLcorObs0bd/DHlNdKI6OGPswlbt25VE9hzDtRly5apmRjmW4vWGmV4Vss0IhO6pRHJ02bYukojIvrNpRHJHCinkUYkTxMds+9RLo1IpkE5L3UFUFBciLr6IjX7QDZD+WOmERF/kak0ImnRAQdyFBR61W/qZPmKMjU7RWKG5N44dPPHlHdYI3+cTRgYGMDY2BiKioqmc8Bd+by1p8QcUq2HezMqEjVsXdZ0qEQIyhkXmXWJAhDUby6NSGZBe6Bd6GMVuTQidwKcZ3tZfYkagboYU0dlErRd0x9nCk4hb22tQ3jh28fkl3GdLdvqUFaeJ/q5+eZxnkEnf6x0LP/PpRG5ObAbAqNvLS0taiDDO++8MzOV1lxoTeDYzJBLI5JZUM5cGpHMgXaraxqRSt3SiBTm0ohkEpRzeW0Eh9+/gOefOw6XK7vJp/LHgcylEeG0YeZff8ClCBsTG3/9S/tx7kwvXO6bn8Df9MdapRHx5tKI3Cw4YGHdunXYtm2b6gfn9XoVqZsP7SNwuowqM8EmHIqskylTXp3UrOQVPesE3eyYFpzlLWRXQDebIHSzi1QKagSqV81xmv36Nv3xYsMBG1564TjGx0Ow2SyqubRxeSmWryxT+iGpu9Vnaxymhy1TSt6nju/eUoFEjYTt2LFjSCaTKCgoUL/vuiZUvno945qlEZnKpRHJJKhXlUZE9KzDsHXarUojInasg34JyhmK2ZVd6JIagL5PyzQimtlF77AfiZRNRZu4ZLNfVv44Q2lEWCO1dA0iFk2oCjmZNAYzVFUXIHkbXz6z/tiuhV1Qr+Ma+eOlBptJ3W63mgf19OnT+P73v6+WgwcP3n154IhcGpHMgpJSxzrJnEsjknmw5yll1scq9NOxjnbhtCfh8zvx7qGLOPh+q5r3NFtB282kP3YKZTGbvVxuB9564wLefO28VNA333RqgpIqf6zRm5dLI3JzIImrra3FY489pmZj+PCHP4w9e/aoZtX50JrAsd9CLo1IZkE5azls3Z1LI5IJ0G51TSNCu9BDx+LopBLJpRHJLJQ/Fh27nSnE4nFEY+z1lL2yK3+c4TQiJtj8VVzsw6HjLThzoUcROkaDk6K1m8GMP86lEblrQdJPsjY5OakmsecyNTU18zEwF1prlOHZ1v4CvdKIjPjVsGpdhlTrNmyd6QDUsHXRsw46pt0aaUQKtNAvQTn1TCNSIJWmbmlE9LKLVtEx7Zl3kO0dW5Q/Hjb8cabSiBAkana7FV6fC+MTk5gMRWC1WlTfuDyf56aerm7+mPIOaeSPswEkap2dnWr06dGjR9VE9ufPn1ezM8yH9pQ4ltbFvRkVCb9C2OirQyVCUE7d0ohQv9SzLhLTfqljnUB70C+NiF46pl3oJnM8If5YE4dM2zX9cSbhcFjR3TOGE0c74IBLyKJcM5lCIM+DH/vxHSLDjTeTU1Ld0ojo5o+XEiRp4XAYhw4dgsfjUb+ZwHeh/m+E1gSOzQw1uTQiGQXlZLqIXBqRzIB2q2O6CNqDbmlEajVMI0L/ppNdVJeIP7brEWmh7ZZmMI2ICYfThq7+URw91QGnUDiCTarRaFxF5m4GuvljyptLI3LzYD84jkBlX7iKigpF5O7KRL46pjLgi6eTKTM1gE5qpn51G7auox3rJnMqpV8Fop+Op1c0AZvWM02EVBOqVLUu+T97YPKfy+XA9nvqVUqRm+2VqfyxJv6NUqo6TzN/vNQggeNE9uvXr1ck7sEHHxQdiqXMMxWtCRxfPaZf0C+NiB79Fwg1bH1StzQizlwakQyCcobiGqYRER0v8BGbldDVLtjXic2oOkD5Y5VG5M76YxI25oFrWF4qfynFjV97xh/L+6eLPx7XyB9nCxhxI3Frbm5WU2qVlJTk0ogsNWi+DjVsXZ/PVMqshq1naKh9JkD9Us+6SEz71S1dBO2BMuvkkp3WXBqRTMPpEH+siUNeKn9slX/RaAJf++J+TEyE1e8bhY7+mClEdPLH2QBG4I4fP65mY7jvvvsUkYvH49Ols9CawLHfgm5pRCpUGpGIWtcBlFO/NCIRpWcddEy71TKNiNiDdmlERMe5NCKZw4w/FrkN+pndUP5YpRGJKL9xp8AONF1dI2qSe45EvRno5o8pb7FG/jhbwJGoHLzQ3t6Ol156CW+99Zb6Pf/jSGuNMjxrDlvXIZzMYdQ9OqYRGdAvjQj1rIOOabcqjYjYsQ76JSinSiMidqGHjoVcpC1o6dUwjYhmdtEqOqbcBm3Obih/fAfSiMwHp9n67vNHMD7OdCI3VwXr5o8pL9OI6OKPsw20j4ceegh79+41EvnOe+TaU+KYNu7NqEj4pcdGXx0qEYJyxkVmXaIABPVLPesiMe2XOtYJtAfKrI9VGL5CJ9AudJM5mbbD4WRfnez3yrRd0x/fadjk3600NfMQnfyxoWO9/HE2gCNQ2feNAxdI3BYagUpoTeBoxDWFk3Bqk0bEipLpYeu6DKmeO2xdB6dBGVUaEdGzDiF72i3tt1rsWBenTDlzaUQyC9Mu6N90sQtWJ3nOAXS29gk9ufXpou4U6B/uRBqRhXCrV9PNH1PeQqYR0cQfLzVI1NhUytQh999/P1avXo2RkRF0d3cb0dp5j1xrjfJeUil9InB0y0xloEszjokkZZa/ushM/RopI/SwDEpJO9ZFv0qzMzrWB7RjnaCbXbBpsKNjHK+9dg6u6Xxn2Y1Zf6wTlD/WpA6hjOy+oJM/XmqYU2ax/9uJEycQDAbViFRifiBOcwLHNCI+rdKIjDCNSESvNCIDk1690oiIfqlnHYat026NdBE+LfRLUE6VRkTsQpfUAHR8TMlxlZaIrIOudjEQDMhfkrfsl5m2q9I66eiPNUsjoos/XmqQvMViMfj9ftXvraysTC1VVVXTe1wO7WOaTA2gA3kjaL65NCKZh5ZpRDRLcaHSiIjMOrlkLdOIaCZzzh9nFjr641wakZsDSdzQ0BAOHjyIlpYWXLx4Ea+//vp0mfozA60JHPsA1Jfl0ohkEpQzl0Ykc5hJIyJ2rEtfJ8qp0oiU5NKIZAozaUQ0swvlj0VubfzxEqQRuR3o5o8pby6NyM2BBG5sbEwNZOCSSCSwfft23HUzMTA825JLI5JRUM72XBqRjIF2S/ulHevSjEM5aQ+0Cz10bPTDadYwjYhOdkEKp/yxyK2NP16CNCK3A938MeXNpRG5eXDWBfZ7Y3Pq5OQkiouL786ZGDikWhf3xorDHLauQyVCUE5+OekSBSB0G7ZO+9Xt65T2QJn1sQr9UrXQLnSS2W61KpvQ0R/rAkqqkz82dJxLI3Kz4EwMx44dw8qVK7Fr1y50dnbenTMxMDWATmlE1LB1r25pRILwuTRKIyL6pZ51IEW0W13TiFSJXeTSiGQGpl1Q5my3C3Nuz49/eieWFQfhsOnRN3KuP9bl3Zvxx5qlEdHFH2cLSOB6enoQCoXUIAamFiHuqj5wvJekZmlE1BBwWfRwFwaUjkXJushM/RopI/SwDEpJHeuiX6XZNHWsl/vQMY2ILnbBHFV5+W5EY+yno4uep9OIZNAu2J/J7V7clCqGP9YrjYhO/ngpYfRzS2Pbtm144oknUFlZqfLAvfbaa3dfEyr7WeTSiGQWM8PWc2lEMgLaLe23L5dGJKPgB0gujcjVcbtDO2KJOOrqCpFfuQLhlB7xLNpuJtOIsFYKhWJ47QdnYVukqnbGH+fSiNy14MeQ0+lU5J994BiNM4ndfGgf03RZdRk/ZHx/aDlsXXScSyOSOdB+acc6Qcc0Irrp+E7axa0+RxK1mGocs2JwIIjh/mGpqPXwyLznTPpjxsii0TiOnmoXjSxMadkklkQK8RvsiUeZdfPH1HEujcj1QcJGkkbCduDAAbz77rsYHx9HUVGRygnHEanzOZzWBI7feXVl43Dm0ohkDJST6SJyaUQyA9ot7Zd2rEs/HMqpYxqRes3SiDjtmbELni0hZzVIg0XWUvjYJ7bD63XK2s1ph+epreAIORvGxiMo8fTDbedZNPHHGU4jQv26rzErRTKZQr7fi8qyAqXL60E3f0x5dfLHSwUSN0bdOOsCiRqbS5lK5J133sFXv/pVcFYGIyIHeU+900dpTuAYns2lEcksdBu2nksjknlQzlwakcxC2UUG0oiQWk0hjDWrKrFjW4OsS4UhWyur5DpWCyJSFpL/36iOoojhqWc24aEPrEZxoQfNA7k0IjeDaDSBlcvLsfeRVUqX14Nu/pjy5tKIXB8kcByowKWvr0+ROBI6n8+nmlS7urowPDwMj8eOQCAgL7KhS+0pMVm9HtWeUZEYQ6r1qEQIykkd6xIdInTTMe1Xt69T2gNl1scq9Ewjcqt2Yby3s1E2guQt4Hdj88YGFBR6sWJVObZuXo7yknwEJyOw2qz4/M8+ih//6C45jnvfoGe1WLB2fRWOHe9ARNUrelgFpTR9xVIilUojkbgxcmM8Vx3TiOjjj5cKJHH5+fkq0saIG0ehksxxVgYOZCChq6urUe+pCa0JHI24Rrs0ImE904hoMmydMhppRMJK39kO2q2uaURoF7k0IpmBaRf0b7diFyRvZcUBLKsqlvWE2kYvmZfnwo4tDRjom8CGzTX4Nz/zAAoLfaqvlt/vwhMfXI8HH151QxyMkTvS4tBUFP/4N2/jxZePor4wpKU/Xup3z7BLNmZfm8jpm0ZED3+cDSgvL1dzn3o8HrUw4lZXV4empia4XE6kkrM2orVGab6JpD4ROLplDqfm0PXsf/VmoYaty19dZKZ+tUsjoslIaoJyGqkB9HIfCc3kpV3Qv92KXfATcdWaCuzc03hZ01w0mkRhsRe772/Ci985gZdfOolIJI4CIXG/+GsP4+23LuLAe61wWdjgdfX3h0Qj4HNj2/aVqK4phMvtgB0ukVeHxlMTs/54qZFMpJAX8MHndV9T7wTfO75/OvgL5Ss088dLDQ5iYD+3iooKVFdXKzJnRuZYNheaE7g0+ib0SyMymUsjkjFQr9SvdmlExI51qfooZzhuV3ahS2oAjt5iqpb5o7iyFYthF2yWi8c5inXWO7K5zh9wo7K6ADarFTabFT/78/ejqNiHf/ibfeoYbgulYnA7HTNXnt+cGhFSeM+uRjz52CYE5HxEzh/fOoKTUdy/azXWrKsSwn1lxn0Tpj/m+6eLPx7XyB9nC0jUzLlQuZipROZD+5imdmlErCnYMzRsPROgzNSxTqlPqF/qWRd3QfvVMY0IZdbJJeum41u1C4NsGc2mRtOcVAJIqXQfTqcNF8724flvHYPdIURLdtj3+gX09YwhEZd9ogmUlPrxm//+STz78W1C1KLqPAuBI09/+L3T+NKX3kU0wh6GFiVvzh/fHFgvO912OF1Cca7zhcFS6li7NCIa+eNsAN9LwrQHDmQwt82F1gSOfQB0SyNSXjCFQs3SiFSrYet69Llg9UH9Us866FjnNCI1uTQiGcOtphHh3bmcdlRWlKhoG0lZaXEB3A4HasoKhXRZ4c9zo6VzAO8cOA+vz4WujhEVeSOBcHscCE3F0N05CpeQirRcPSQk7umPbEFFVb4QutnoECuXwiIfTpxpwdBwUKS0Gf5Y5NYmjUih4Y+Xknay/+H9e1fhgb0rEQlfPfpGzPpjvdKI6OKPlxokaXyvwuGwmsR+dHRUDWLgCFTOhWq1GlNqmdBaowzP6pZGpFfDNCIdGqYRoZ510DHtNpdGJLNgNfejkkaE1In92Z5+YjPisSSmpqJ4YM9qPPn0Bnzy0zuFpBk5yYLhCCaDIdhsQhSFuL3yw9Po6R7Fa6+clcojjgPvtagUF26XSxaHamKl5goCXnnilCeGtBBEI0LgEBktSk7lj3NpRG4KnGrrtVfO4Icvn1EE+lrQzR9TXqYR0cUfLzXYXBqJRNR75ZCPLnNGBpK5jo4OlSeOXRxMaE+Jyeqz34wNsOLgl55OQ6opJ3WsS3SIMIat69EPh6D96vZ1SnugzPpYxY9OGhE6/3hitumV0bXV66rg97tn0lVw5gS+3U6HXTWFtnb0YmIqjIsX+lSfNjMSt3PLcmzb0CDHJfHQY6vx8Y/vQHGRHzu2rYbH55wmcLPQ1R8vNajGeapcEJRUJ39s6Fgvf7yU4NRZbrdbDWLgu5VIJNQ2k8z19PQhHk8YihVoTeBoxPqlEQmpYdXapRFx6ZNGxBi2HlL6znbQbm8nXcRSgHIyjUFVLo1IxrAYdsF7ZRQuFkvg6198Hy3NA3C5ZptgbLCj5dIARkam4IBLfltht9lw+kz3DDFj3xurnGh0JKQidVXVBfAKcfvJn7gXu+9rQjI563kpp67+eKnfPT6rG7FNfdOI6OGPlwqMspGsMZEviRrX/X6/Simyfft2lUaEJI4fUhMTE3KAoUutNUrz1TGNCJfsf/VmwRQXaflw10VmU8dGNZj9oJS6jNwjKCebJHVLy0FfoRNoF7eaRoT939gUumZ9FVasqlBNp4y0zY3yuOHEvvcuoL1jSNbY7CnvTTKFV147oYgZCQUrjMeeXKdGR770HW5P4Re/8DAOH2zDf/zDb+LMqe6ZqaIop67+WCfQH+uURkQ3f7wUIIEz+rjJ+y7r/IDaunUr6uvrsXbtWmzatEmRO76T0ejswCLNCVxu2HqmoYatB70IxXNpRDIB2i3ttz+XRiSjIHGhr5hLYLIZpl3cShoRkre8fDeqagpQVOJDYZFXpSHgds64YEbXOODBKU+Qkbe5V7DLv7k4f64PB482IxSKqnQXX/vi+6oyCYbCGBoNquOJnD++ORiVdhJTwauP9J0P0x/rlEZEJ3+81DDfTdoG31nmgDtz5oxaXwhaEzgiN2w9s6DMxrB1fWTOpRHJPGgPlFknl6ybjm/VLuKxhEqu+8BDq/D6D87ivX2XYLPb1PRZn/7p3fB6XfLcrv3kWIGw6ZVNsIP9E3j55YOYmorh0OFWhENxgxGrRtjLqQ/lzfnjGwNHnzatKMPHPrldqfNGPi64C3Wc88d3N0jkjhw5gnPnzqk+cCRxHODACNxcaE3g2Acgl0Yks6CcuTQimYO+aUTiuTQiGcStphEhOADh1IlufOPLB1FY4JPfTnUG5nhraxkydroOGBlat74aO+9tnCYWHjXqdN97ZxW5cziufO4z/jiXRuSGwETKk5MRtLcNT2+5PnTzx5Q3l0bk5kECx2bTZcuWqdkYCgoKpksuh9Ya5bdfLo1IZqHbsPVcGpHMQzWL5NKIZBTKLm4hjQhBwsV5Tdu7h3DgWDO8XgesVjmjbH//nWb094/LOa/u+qkhkr3JUESNSHU4OPDBkMEBp4rMjY2G1X5zMeOPc2lEbghMpDzYP4ljhzvU85kfXVkIuvljyptLI3Lz4EcSp89qaWnBqVOn0NnZqfrHzYf2lJisPvvN2ADfT37p5dKIZBa5NCKZB+2BMutjFfiRSSNCkBwMjU+if3AYPiFzJGHvH2zG6MgUvv2NI3BJdXo1OITODAxM4H/++Sv40j+8h9bmQdlmDFRgWUf7MF74znF4hMzNh67+eClAQs3nxNkxODjkRkBJdfLHho718sfZAEbgWltbsW7dOuzatQs1NTUL9oPTmsDRiNWwdXsujUimQDmZLiKXRiQzoN3SfrVMI1KgVxqRZUU/OmlESA44uMAmVO3SxQGVBuTo8VZEonFVOVwPHPDglWO7+0dxqW1ADXYwwaNTHJY+D5Qzl0bkxkFb9PncOHO+B6/tO62iptfDjD/OpRG5q8EIHGdfmJqaUilFmMh3ofdWa43SfDni6Qb8UZYgjUTSGFKd/a/eLJSONZKZ+qWejaom+0H71WXkHkE5VRoRkVknxBN6yUvrvV27YKqQd967iLaOIfjkF9/iG3mTzT0YceMyt+cgyxY6B7coX2H81ABLl0aETdiTExF891tHkYynEI5EYLHemBzUsW5pRHTyx9kAEjjmfzt8+DBee+01lVKEeeDmcx3NCVxapV/QpfLjMOrRkH5pRAZVGhG9hq1TzzoMW6fd0n5zaUQyCzo+HdOI3K5dXC1VSCagoz9eqjQi6vkmkujoHVbP5karYtMf65ZGRBd/nC3giNPBwUE0NDSgqakJ4+Pjd18TKuGy6hOYpfk6c2lEMg7ql3rWxV3QfmnHOkHPNCJ66VhHu8j54xsHY2hzm6ZvBDl//KMBl8uFkZEReDwelJSUoL+/f7rkcmhN4NgHoK5sUqs0ImW5NCIZBTvLUr/Usw46nk0jolcfOD3TiExAvzQiN2cXMXkiN9LHLROY8ccapREpX8I0IrcC3fwx5WUaEV388VKD7y4jbZyB4fHHH1cEzm63o6ysbMH3WmuNMjzb0pefSyOSQeg2bF3fNCL5WuiXUM0iuTQiGYWyC5VG5MbtgrTpQ49tUnOVMmfbncaMP86lEckYdPPHlDeXRuTGwb5vXIaGhtDT04O2tjaVSiQSidydaUSYGkCPas+oSMxh6zpUIgTl5JeTLtEhIpdGJPOgPVBmfazC8BU6gXZxMzIztrhyVTkcDvuSReF09cfZhGvpj5Lq5I8NHefSiNwM+O4ycW9eXh5qa2vVRPac/5T94uZDawJHI16WSyOSUZjD1v25NCIZAe02l0Yk82DKhmVFbEKd3pDlUHZhSyn/djN2EY0ubROq8scapREpW8I0IlfH1fWXSyNy94ORtkuXLuFb3/oW3n33Xbz11lvYv3//zGT2c6G1RnkvsaR88engLQRsVmDqBZ3SiFBOjirTSWZj2Dq/+PQwDNqvLiP3CMrJJkmm5dBFZiKW4IwC+oB2Qf+mk13o5o9N35YVoB+IJ/H0k1uQl+cWgnZlkyMlpcz6pRHRxx9nA0ji2A/uoYcewoc+9CE8/fTTKgI3/93SnMDpNWyd2ZRGQy6t0ohQZj2HrbuU7NkO0yHrmEaEdqGDjgk6PupYH3IhdpHSzy6UPxa5c/741sDoaW11sdEMPr1tLnL++EcDJHBdXV04evSoygUXCATUYIb50D6m6bYlcIP5D5ccNF8904gkcsPWMwjaL+1YJxhpRBJauWTddEznfC2Z6faSSCGuehllhxNU/nh6PduRrf44Fr96M7iW/lh0nEsjcnOIxWJq5On69euxZcsWnD9/Xs3IcFc1oao+F6V6DVvXM41IMJdGJEMw00XQjnXQL0E5jTQi7AOng45JktOoK9Mvjci17CIhJUUFPlSXF8r6lR2c7zR09Md6phHRxx9T3iJ/Lo3IzYBNpRy44Pf7MTExoXLCcVqthUi91hpleLY5l0Yko6CcTBeRSyOSGdBuab+0Yx30S6hmEbGHNs3SiFzSMI3I1eyC8Ywowlizrhr37G6Q9UkVjSOSiaV5JjP+OJdGJGPQzR9T3lwakRsHc8C53W4VeWOzKWdi2LdvH3bu3KkGMczncNpTYrJ6Pao9s8lDvzQilFmX6BChYxoRXSIAJmgPOumY0C0CQLtYSGaSt4DPhe1bV2JyMoINm2qw94HNKC/OU1/pFVX58Hqdsted94y6+uNsQiolH0gTESHlMZHsctlMmXXxx4a8uTQiNwOnU8j5dB+4sbExhEIhRd7uujxwKmRflEsjkkmoYesFuTQimQLtVqURETvWxSlTzlwakcxC2QXTiCxgFyRmvoALWzfWYSoYQV/fOD74xCYUFfpUEt+9j65GS/PgHa8yKafyxzqlEcnLrjQiqWQKPiHnn/qpndixeTniIuVcmP44l0bk7kU4HFb93TZu3Ij8/Hx84AMfwOjoKOLx+PQes9BaozTfWPzKsGK2gs0KWqYRSeTSiGQStF/asU42kUsjknlcyy5i0SSKSny498EVOH+2D6+/ek72s2B0JIT//qcv47kXD8MFx/TedwaUUzd/bPq2rIF8YTCVCJdHH1srpOfyvo2UlDLn0ojcnWCUjc2oP/jBD/Dtb38bX//61/HNb34TL774ohqFepflgUujf9KbSyOSQVDm3LD1zEE5ZLHfAbFj6leHLvaUM5dGJLNQdsE0ItN2MR9sZvN4HCgu9sNus8lixU98dg9WramAVby8W8jbnb7VGX+cSyNyy7BaLYiEYnhDCPnYaEjkuryKzvnjHw2wydQEu0Vw4WwM8/2X9jFNndKIsAunGrYuiy6gpNSxTqlPzGHrukg8N42ILnFOpjGgzPpYxbVTcmQjrpVexuWy49KFAbzwnWOw2sRqZOfXXj6L7s5ROBxLF2mkvDl/fHvgs2QfRs6JOR+UlDrWMY2ITr5iqcGRqBs2bMBTTz2FJ554As8++yzuvfdeZRNzR6NqTeBUnwuNhq2zI6dKI+LXJ40IZa4qCsKnUxqR6WHrXM92zE0XQav4yMe3oqTEjzBiou+0bJl1ezH5lQ0ROtoB0xhUFwc10THJkIZpRGxXTyNCJx7Ic6O1cwhvvncWBYVejAwH8c9ffhehUEyeyp1/LjP+WOTWxR+rNCLiL3SwY4Jy0h/rmEZEFx1nA8yZGM6ePYvTp0+ruVGrq6tRWJCnmlhNaK1Rhmd1SyPSo2MakUH90ohQzzromHZrphEhtSgs8sLrd+HJxzbC5bSjIM8rd5FW5O3JD2yQF9mLEKLTRy8NVLOI2EPLQED0vfT5x64HVnN3WxoRgs1toUgM0akE3nnzIjrbh9XoxWRqad7TGX+sURqRbh3TiGjkjykv04jo4o+zBYzA9fX1KeJWUlKC7u5uNSI1kRB/O8eBaU+JyfCz34wNqIpE5M2lEcksqF/qWReJab9GRFbWLEbzSVVlAWpqi/DEB9eDCQUY02hoKlUE7r6dq+TX0kaS6IqtcMC2wND2bIUuUW8Ts3ZxddDKXXCio2cYoxMhuKWaXEq719Uf6wJKqpM/NuTVyx8vNdhM6vF4cOrUKTVwwefz4ciRI3j//fcxORkUnzvbRUJrAqdC9pqlESkLTKHQy8YyPcxZzzQiEaVnHSps2q1KI5I/LutRFVV56tnNKgq3cXMN3G6OJCR9SyEaScDusOKenQ3ye+ksnjq2Wqfw859bjmX1ZSo6mO1gd6K6uySNyHzQFoRKy7+lJU8z/lirNCKGP84W3xYOy9uUEGmuIs5MGhFN/DHlLfLp44+XGuwaQdJWUVGhZmMgeWNC36amJgSDwSveK601SvNl89P8kRnZCjYrxJO26SHVeoByMv2CTmlEqF/qWYdmHCKcjmHLzlX49I/vVR3Qv/f8CTStKENldYFK1FqQF0C+z4tkMoVIOK6cPLPukzgtxVNJyr98kWn77tXK4VxPy5T1Zgmnerfl/nikOcPA7YK+QiewudfoHqIH1DNT/lgPiZU/Ft9Gf5EN4Lu0694mVFblIx5f2OapWfrjlCb+mDLq5o+XEoy+cbQpc8GRyI2PjysCNzQ0pMrmE3vNCVxapV/QLY1IMKpXGpGhoEerYevUr05pRGLJNFKOMjTUl8Dvd2F4cBJHD7Xjh98/g0gkjt3bV2J1U6V6gT/3Sw/KC+1BeUk+7t25QmVrv9NwiJZ7x8J45dUBJBMkk5HpkitB4ub3utWw+JuJy5C8PfzgGhQWeFWTsgme71aeKj/y+id1SyNiEZk9sq5H36EZf6wJuchGf1xU5IPL7UD6Kv0YdfTHuTQiNw4OUOBMDJs2bUJ5eTlWrVqFAwcOYPv27XfnVFq5YeuZBSWljnNpRDIHVnduZ1ylhDh3thc+v1uRNbtdvlzjSSTiCeTledTL+9J3T6ioXFNTOVauqhCac3PNlyRGi+FGSSpcjgQ++ZO78aEnd8g5FyZWYcTx7Ce2obwi76YiaUxgun5TDUrL8/Dsx7fNnJ+6utXX/WopObIVdM4eGweJaOLgBDl/fOvgO//Ct4+htXkQTpd9euvloKQ5f3x3g5PX0xYuXLiAwcFB9Pf338VTaeXSiGQU5rD1XBqRzIB2axdJa0sm4fG44XTYVVOK3W5TI45WrCqHx+fE40+tx+q1lWi+OIBly4rw9Ec3IxYjIWGD5o09GRKgFfXlKunr7ZA4Xs1njYtdTOLM6QFs3VxnRA2mz0pZ4iKVMVpWnLfDJvfmxCc+cY/8MlKjcFlIbv42ss8nYRMm8OGPbkFpSUCIIKduD2HvI6uwaesyROQKNwpKpWMakbjc76d/rBIbt9TL/d75SOvNYsYf59KI3DJ8fpfqRkEfsBB088es53JpRG4cfO6RSESRtXvuuQdlZWV4+umn1XyoicSVH6Baa5TVkI5pRDisWpch1boNW2dDnU7D1mm3cZG6uTdfXlrRr/hkZtkfGp6Uv3Tobuy5fwW+8s/v443XzykHf/BAK/7mL9/E9p31+L3f/SiWN5SpHHLXAp8cqctTH9msMvjfDo2hHQRTTrT2BXD6ZBv6+yaEIDEmZ5yTZOPB+1fhC7/0AdRVlmJ0ZEo1BQfkXnhdm8OC9WursWJ5OabATvritEQLLCPp27VzOeqrK9DRNox337qIusYS/MxPPYBN6xoQT6QQCLjkGCNPHsHjrtU8q0ihFF/qLRQHqUfzHu2CU5n3jJXC7eKow7j8S6r8gFFFjLMPM/5YszQi9Be5NCKZAeUdzKURuS5I3Nh0SqLGPnCcSus73/mOmkqLU2q98MILKirH6VDdbvf0UZoTOIIMP/vN2AArDg6n5peTDpUIQTn55aTD154JyqrbsPVkyngVbTarGqjwrecPCdGy48TRTrz9xgWVPuSF7x9DZ/sIvv38EUVi3tt3CRdP96OqplCe0dXzsc19Pxi148e9ue3W3x2LkpmjZOlY5D+4HEazD2Wpqy/GPbsasHtXE7btqMfHP7kd6zZW49/95uP4o//0EXz6p3fj33z+fnzmJ/Yiz+/BfTtXGuexASVlAfzSrzyMLdvr0XJpECePdcKStOCXf/kRPPToGvR0j2HT+uXIz/MowsfmBbt8sZpRufn3xPM67XbxFfpYBEmpy+7Cuk11WL2+Ek31Qngby/HU45vxyY/vwdRUTA1qyTbo6o+zAaYULpfxTi0EbtXJH1NKHf3xnYbR6mL4Tzab8jdtwOj3llYROU5o73BYkZeXx698ta/WBI6GsaxoQq80ItPD1nWpTChntUojwohH9stMGVUaEdGzDs3UtFt+mdYy436K6TnE0Sk1s0SIh9NoSmV6EZOaqCiWEL1YLInx8fB0Rc6tjNoYRI57synSHAHKI0lw2KeOmfpnt7NJ0/h1o6COPVZjJoZEQpyzOJOS0gA+8rGt082maUxMRLD/3RYhlwXo7RlTgzI6O0ZwTAhph5DQ558/iueeO4Kq0kIE8t3YsKkGq9dU4EOPbUE4FMeB91rQJ8e53HacOdOD771wAv/yzQO4cLYPH3x6Ez71yZ3w+lxYsbwCDY0l+LFP70DdsiK5fkTdkwn2wWPH8E98ZjsqC0ZE8hu/z6WFSJqMITZyEY89uQFNDeVYt6FazXW6enUlfubn7lMDXhh7zBbM+ONcGpFbgsVm9Hs9daYT0Uh8hsTNfZcpM/2xdmlENPHHSwkSNSbujcfjaG9vV0RueHhYJfAdGBhQ5fXyIcfuNSZshWv2/tFodzsCkTaU5FWhfbhAo1Anv6xTiMRtKtN69psz4BDnlpwZVq0DOKVPajqVSPZ/Rak+ZVZWIPqkYEiKa9u4tgoTQQve3n8ewdEoLELmpiZjKtpEAsRmymSMdyVfZeIIg5NRtHb3Y0VTpZClMNavq8XocAj5+R5MTXGoQhLlxfmIJRN4/PENGBkKor6hBHsfWo08IUx1dcVICddb3lSG8ckpuO0O0de105IYdI/yphBNh7FjSwMuXZrE9nvqsWJVhRo5d+5Cn5pcvWFZCSqqCvDWGxfw6pun0X5pBKfOdiGdSCuy950X30NH1wC2bV4uv/2KwDWtEpKyvgYrVpbj3X2X8Oq+M5gcjuBiez/i0QQutLZheUO1mqEinkigrXkIDz6wGufO9uBzv/ggVq6oREmRH8VFAVzq6BU92VFRni9yAT/+mXtw5kQ7ekZisjX704nwKQh9Q21lPkbHga6OYXHgwJEDbWpgR1vrEN544zxCE2xozRYrn/bHMalBNPHH9G1McxFbYn/Md3qgbxKDA5M419IDl82pCPuhQ61KrtLiPPFrNqnr4lJmpD/RwR/TJuwk9GIP2eqPE6L9ZcUTGI90Yzw0vfH/a+89AOu4rjPhD6+/h96ISpAEe++k2CRSvVi2uuVe4nWc5jjeTbKbsnbalvwpm+xuqpPYshPbsWXZ6lalCiVRFFXYC0iCINH7A15/D/jPdwcDPDwCIAASxFztfNIQ8+bM3Dn3zLnnntvOvYaorq5WvW/xeFw14Bk2xPzNxjF74YqKitRWWn4X0FewGt05q1B4+jt6u8RsTXPZui5x1biMukfHMCIh/cKIUM7k3eqg3jJSeVtvQAptFjo6exAXR4oGPRSJobOnHz3BsDhZYblmaDm1PRSOoasnqFrsDPw5t6oQW7YtwEMPbzY2N/cA1+1YiLvuWiuOWzG9LzzwwCbEYgkUFeeIo8TenDI8+InN+P1v3KNiT8WGhiDHAudekVu334lli8uxc9s6NHd44PFkKSeTQ500NqsWVeK3f/MjKCzOVj2Jubk+cUCC0mBJob07qJyQSCQhKXnl8KiYdsUlOTh1ogXff+QtvPzCcfzpnz6Fpovd6OkOK1n4VOASh9ydo4aUv/uvb6CjrV/1PFbVFOLLv7Ib+984g/r6NiysnSPpZdPFlNwk8bF71qvgx++/ewFH61PI8wVEFJPTCzYD2Gs5W7aFw06dfTliwIFAwIvNWxfAKd+bct37wgmcvdiu9MQqGLbHdhiRKYPfsb0rKI24iNpZI30IlXNKd9+0TPW+ciakdvY4qo89nm2wl40Hh0npsDGYb01NDUpLS5UjN8BWdxq079P0a7dsPQW36iHSA+RZt2XrlC/lrE8/ssjYY8xNoyln9cdTOmou+ZfGnUe6zhhNFjGJcpEFngZ/45b5ila7YA4+dsdGNVy6Qhy1hYvL8Pkv71RDrr/3jR/he//yBvLy/XL/Arz68km8f7BBrXwbrxnE927duFDSqsTdd69Dfn4A1+9chNxs4TRLXCspgIfev6B6BVkY68+1o6q6EMePNuPc+XZxv7wq7YD8PXumHU//7AP45ZzHD767H3/1N8/h2//4Os6d6cBzzxxBc1Mvmtt61P3proBbpHHuQjuC4TB8frc4o0k0XujGi88dR09PBH/7j0/j508fFSfHiTWrFqleRY/Hhc/+wnbVO7hxVZmqCLmi9XJg0AMuuti8doFUmbOlSYMiY+PbLllWhkZxaunAvf3OOXHSHcqxTdcJK0BXezzb4Hdkz/B4DjkbR1zcROhkj8mxbvbYCjC+98jBvVFp5zOhtQPHOQCcO6RXGJEwCiy0bP1yIJ+6hRGhfClnHWRMvVVhRIbmwE0HrOA5F+474gR1dobkyiB2XL8YN9y4DN//zlt49NF38P67DTh5rFne5lBDllzh+fvf/Amefv59JMXRk0Tw4ANb1ArV9OYFvzp3fPjYvevxyc9eh5xsH+KJARx57yT6Ok+J4xTHoz89oBxJ9gbSwThzul3NVWM8q7MX2uARR8MEKyH2xplIinGiI8d3DkgiiWRK7nepyiyzp4y/SSM4/+3ue9epzf9f33dK7V4BScfrd+G67bX48n/Yg09/dpsabnz5+RP48c/exooFcXHoJqcT7PXgUO22XQvlbHSr91qAeuGTw5lsQHt7GP39Mfz4p2+rns4DB88iGo3Ll7RWeRy2x1qFEbG2PTbcnhH9GxQ+DXvMQDx6yNgI66SHPbYKaNPTe2GNudGXfm+tJco+iTMtBXYYkRkE+bTDiMwcqLcMI3K2uUAK6dTly2FEOl1c9ekPyDdyZKlVbC8+dww/f+qwWkSw97UjeOaFQ3jsiXeVM0UHrC8YUc9HYzG1UCIaTaKoMFsNv5qgU1WUn41crw/nxeH7p799VS2AcLvEDfQU4IdPN6G5uR29wahqHbLHLxFLqTl2r751Ei1NveKEeCSVkXwx9XTHg+fmtUzaeOA9He19ipcucViT4hD2qqEnH86J8/jNP3gMr71yEm5xwC5c6FRhV7q6gzjbWoTLLdwkp6w0H7x3K67buVCcW1aTBv+UB0N5qDmAyrU1tvnifEPzmOzw7OXAdzrEtf3x813iDDeitycicu6T75WQqx6hX15O1xrD9tgOI3JVwBXjSxaUY8v6JUrXCa7nNOwxpxXoIWM7jMjkYTpp3EqL22cxiC8XMPDcmCM3ev6u9i4xp11bX40N8NPYYURmHuRVvzAi0+GWw2vA7XevxtETjejuDquhQvbWcJUqnTs6VTSjrPS98pdDNNyq6yc/ehcB5QiICZA0OLSo5tOJw0LnhNxE5ey2O1ehdE4uInTcxNFLxFMIh2JDZc6Ym8Zh3rg4FmvWz1WhQtgb19Lagb5QRChX/yvQKfz377+Nf3rkFTzy7X0qX+SBs4I4Z7C7txd5ueJEvnwSf/P3L8CpjKJbHL2JeWGp5PIP9ritXFmFpSsq5LvQJQuLRJLwedyYW1EEj9+FjWsXgNt85eT4UFlWiDnFeSgvLYBTWspXyx4ZzqDkTb4lv40xU+rqy/NqQld7bEVwbmthQTYqywuHyrEBneyxIWM7jMhkQOeNw6VdXV1q43q/34/i4mIVzJfnLS0tCAaDai6cCa0dOCrGPBVGhC1f68Nctl5khxGZMZBHyle/MCJBtXJvqvD5PXj7jbN48uk3EQnFUbtoDu55YD1ycr14df8JHH7/ojhvI0OYIzBKjE/cn588dhDHjjSiZn6JCtuxakm16l/iPezRu++hjWpOW39fFCtXV+L2j66D3x3HnOw+qUwMnrm0va01iLKKPOU8Mld07mYKfCvnyLFaMMs+/9LFccn1E8dbxNHkilORrhB4l9qJwbh1TNBJW1ZbjjyPX63y/PY/vCb5LsBDH9+DktJs3Hz7CjWX8D//zl349Oe3qZ7Oz31xhwrp8bXfuhVf/tXdQ7tExBUvHHqeLvg8V0hW5gXlXHI5xvCJ1TBsj7nqcOialUH7UDZkj61o2/jJVSMsKaVs6PtTFwx7rMeUFtYfdhiRyYHfmA4aw4jQYRsYlAaywyn21IWCojJUVlaitbVF9cQp5RBoLVFmIZqggba+IhOsROIJpzab7xPkk0PUeixZN0D5Us669AVwvhBDL0xVvlza0NLcqyb/O5Cthtf+9QdvqtWbDLDLgj5eaBDzGv9Gwym8+uYJnD7VgjllBbjxlhXifHCiv9Hqb2MIE6lIurpC+OlP3sW+V05h32tnkZUMqFToqnEo89vffR379p6+Js5GOv+Z4Cq+N9+uQ8PFTtU7Z95BGU8Ehu3Yef1ifOIzW1FSkqOGpLmLREleNlYtq0EqOaBWyp4/2wGX24WPf3qLclb/5Vuv4fGfvYeXnjuGQDYXFnDtahLVZUVjcDd5KLuW9Cvneu+LJ1TPo5XBvOpmjzncS3uhDxKixw7VY6+DlMljIqmXPZ4N0GbSXnMnBoYQEbONOYVx9TeeyEJFQR8KCwuk0egTO9zJB9RzmjtwGoYRidhhRGYSlKsKIyJy1mHZOvVWhRHp8UuZnBq/rND3vX4Kx483yblbUsnCiZNN+Pd/fRuviyPFQdPJlAyaVj5PBHsj6OkJY8mCSnFaFqherDf31SESSqiu+3eP1OPV/cfR0hVHTyxbyZjvjcUT6O4JKqdntnuLzMUO7I0zJUouL7RyPt5EYD6Sxn6UHqdawcpwJftePY3KuYWqd5HXEokB/N+/fAEvvXAcB946h6aWHrz6hjhvkvc77l6Lr33tbvzmb96BL/ziLoTQr0KwTLW65d0Mx9ERzkYoHEFHd5/Kj5UxbI81CiNi1bBOLEMcNg31j6yYZiNqz66ViA4UIJxgyba+fdPNHs8WuEiBW2glxGMbGHTi+rX9+PNfu4CvPdCErz94Hg/taVKdKC63G/39ISqI8Zz6V2Potmzd67TDiMw0KF/KWReOWRaLCsXAqXlOUwMr9XQnLVuctnAsjrrzreKSTdzjlA4OyHCY9HNf2g638FFWko/SwjwxFlFkZ3ux/8BZJMS54Vw6Dl165ZVe0QtTxkaVzThFg+qwEsgNZXTDDXPVnq3pYEnkvLdhyM1PPPY+ujqM/Vs/ONKgnNKly8pUsGLmzeV2ouF8Jw58cA573zwucuacFHmDGKIXfn4MDmlQvv7Kafh9bvzKV25XoUjCak+I0atZqaEcZh3L3TF4HjTsm/xnrMq1PnS1x1YDd2JYIvr28U9vVVvr0Xmj7q1YXoW83CyRsR7WjTqrmz2eXQzC6RjEB2d8OHAsG4+9Xox/eqYSf/2TBeo6JxinmzCtHTjOAdAtjEhpfsQOIzKDIL+UL+Wsg4zpQGQ7/SgsDqC5sVc5ZFcCGkymwR6oqayIpIPzwXsNclxQlUWwL4JN181Xuyywx2n/wVNgUF06G9QDhjHgVlrpMqZz9+479Xjj1VNy7h26ahUMwJ24IJyPyITy8XvdWDy/bMi5EncqmVLBh+sbOtDZ3o/3D9epfWj3vngS//q9NxCPJfGTRw9gIDWoFoHQmSWYX+5N+/LeYzj8wUU1rL1v32l0tYexbsM8lBTnKqc4LO+gw8ijIC+AueXFCIlzZ65oJU8cgOVCipTcVV0SVPLWAcP2WKMwInMKrGmP2Zjj8P2RQxdV/EU2oqh7oXAKFYV9yPboFUZEF3tsBdBB6+x1we0cxHUrgli3sB/LasTWjrHQTeuttJidrn6/NvMB2KJmOI5wjG32yVeuswny3BP2qbkiOhQ/8kv5Us46yJiay62e3ni7ThlsM87ZtQTLDh24Qycb1NZVNfOK4fW61OrT3mBYxXTrDcaEM0MDeD/1oSfkGyVj5iWeFOdEHL2ZXMAwVZBfLsEZRAmyc704drJRyZn7thZkB3DbnatVHL09e1ahsrJQxVrbd+AEHAMMrCq61BtV3+bU2RZ1HouxKhptcZh3bnMEsUUMXsxek6OnGzAQZcw6D3L9frXIYenScrUp/Zq1c9He2q8WQ3QF+xFsj6rdFjCYhXvv3YDrr1+Clavn4ZW3O5A1YAxTWx3kUDd7HByyxzy3CujEM4h0RVUB3j1wXi2M4TZz3FIvL9+Dgx/0oaefu7VYX8qUa8ji9tgKW2l5PB709fWp8CFerxcOp1N48aAkXxqKPvbKOdDYkYPejiYE81ZgsOZ6FJ78toWs7DTB+UN6uEKGgdMzjAhlrAvHRk+ATsvWqb/sM6OLPJu6bAbcXb2uGluuq1U7NPzN3z+rdgAgd+mgPlAvMmVMx82yrr5jxDlmD9jH7tqEr/z6jUrJc7P9WL92HsrK8lSeuOMs/9Jp7ejuR1Nbj5pzyLyZjmwmSKPWsXnGvw458/rcKK/IQ+XcAvz0R+/CIzxwKCw/L4BKqaAZHuT+u7fg+huX4sGHN2Ddxrm4buciXLjQhbniSGfJ/VPpSZ1t6GqPrQYzMHZOrg/vvF2PV186iZ03LMGy5RUIh/Xo4SQMGdthRKYM+f7FeUnML4+hsiSGwpzEmOVKaweOikHPWbswItm6hRHp0yaMCCsQnZatU2+5Afg80WMryJfBbxm0l3O58gsCckUciIzCRT4ZxqC6sE8bPaZbwTAixvwso0dr2dIKtYdqLJpUwYxfev4YHnnkdfT1RyXXhsPKrNNhM+a5TQ18rqW5R82ZYziSM6dbsfelE/j5k4dRWVmAj9yzVu2Q8az8vunW5Ug5BrB+U42qrJ94+gP8xX97AmWBLuF06u+eDQzbY93CiIi9oN2wGrhNHcFt7rhbCvXkYmOfVOph5LjtMCIfZjCo+47V/Tjd6ENjhxdlhTG4XZc25bSWKNU3EtMwjIiKVK4HyCdDA+gSRoQ8Ur46LVun/lKPrSBfxn3jyrfOrj612wH70zJBPhkUdzqhT2YT5Jd527NzpRrGbG8PquFSBkwlCotzcOzUeVy42HVJj+N0wIG57p4w/vpvnsf/95fPqNWqB94/p/Zw5cre//3nL6hVvifPNOGPfu8J/OM/voq/+r8v4CdPvAOGP+Hcw0TC2qFD0kFd0M0eqzAiFrPH7McNBiN47PGDynkjOCeOq1L7+yJIpNxIiox1kDJ51M0eWwHcVvHIWT96Qy7MKzPiFKpA5Bki1NyBG0R7v45hRPTYBoUgz53ahRFxaxVGhAWTemwF+dKBKyrJwdHTF/Hmm3Vjxh4jn9GkS4WX0UHGBPvc2nrEViQHUVKcp+alsWfRCAuSVFsVGau7RocfuRIwDVomLnTgwXQZroUV8TPPHEZrWxAvvXQc4b4EIvG43ONTCyOMrbLYo+VEm0X0YjIYtseazIFT9liFEbGWPVY2IZlCe2eP6OSIJFk2XeLPcesvlj/bHn94wZBSbx7NwQDrhh43Tl3IRkramRmL6EW+msPvSsIxxfhZswW283UMI8LQALqEEaFcdVu2zmE96vFsg85GsDeqdnZwq0HD8c0D9YF6oYuMiYAviVg0jlA/9241rjFUyOq11Wq3Ce49ea3A4VXKmzI2j0xYRS+mAsMeD/2wOKxsj+kCjzV0Tj79Htsef9jRH3Hivl3dmDsniq6gR3674BrDHGvtwLFbcW4Jw4iwAFrfanDtmo5hRCo0CiPCybI6hRGh3nIOZ7Xo8WzLVw3d9EXw5jt1Ew4hkk+GEanMCCNiVbASYW9FeV43tu1ahHUb56lhTIJDVHTifvDj/Xhtr3XCnyi9kEqP9k2HckcM22PhWxd7bIYRod3QAanUkD22w4h8KMGGJb/qbZv7sHx+FMGQE8GwC7HE2LLLqr33G4Nn334FlT17sbR6E145OQ8+JIbI1geVWJfhSMIwbDqYtxHoxrOhDWzB6qMX+ukxoY+MGX9t55Zl2LZ9gQq4+8yTh7B56wIVu23Fmio8+vh+cd2MYU4rQTe9sO3x1QN38Ni+aTHyC/xqa7zmxh6sWF2Jpx8/gs6ePtWLqwOsbiuicGPH4os417kfzb0u3HzzTVi0aJHaeSaVSoEbzBMczua1QfGyeJ3nvMZz/j116hReeOEFRZ8Ktm7diuzsbDQ2NqKzsxsF+TnYtjqB4vwsFOSK/LJcaOnOwfELxTh//B1cqH4AAzt+D7WP36B3HDiCXj0VQwfngjySX37eK58ifW1Anrl6iH91kDHBSoQaoc/8LPLM/i89+CUoX8pZFxkzUG91xRw0XuhAMBhFKBRHdXUh3j14HocPXxTXjdspWUvDddQLXe2xFV2hpHA3t7IYBYXZePdQPTo7Qli1ugpHj7QiEotL2bO+lA0ZW9seqzhwRUG09jRi/XW78V9///eUU1VSUoLNmzerY+3atVi3bh3mzJmj/u7cuRPz58/H3LlzsWvXLqxfv15da2lpwenTp4dSnhzS48BFo1FpYHpRU5ZCb8iL5w8WYefqfrXVYltvAMHOD1EcOFYguoURMZetaxVGpFC/MCKUsw7L1qm3nAJAPdZBvgT51C2MSHaWG90XDmH/+3UoK8tHIOCGwykVi0UNh9ILp356YYcRufpgUO36hma0dPaKp+lGVbHYY49eYUR0sMfsaFuwYD7y8vLw4osv4t///d/xb//2b9LgCyo6e9f+4R/+Ad/5znfw3nvv4Xvf+x6+/e1v4/HHH0cikVDP0bm7EnChQlFeCndu60dTpxtu9yDeOp6Pmze0wyvnmeVKaweO6quWrQ/oYeDYDonpGEYkrl8YEcqZ8tYB1F+rhBGZDMgnV85GtAojkoXe/iwVT4ux2W6/ew0WLytXK1A5uGNFWCm8zGRAPrULI6KBPTaG5FxqyHRQvIxQ1GHb4xkCY+91dnbi7bffxpo1a7By5Uq10TwdtKNHj+LrX/86ysvL0dDQgE9/+tP44he/iJMnT6ph1PTh1iuBU7yyeDIL7b0uxOIONHd61TW1WDNDhJo7cOaydT2UmV3IdhiRmQXlql0YEXHgrBJGZDIgnwxjQL3QZQiVdWBHKBt++PDCi8fwx994AscONw7H2bIadNUL7cKIaGSPuTtuZUUu5i1dhv4k+9+sz7Nu9phIJpPKiQuHwzh06BBisdjwfDjOVeN8t0AggKqqKhw7dgw33njj0JOmsz190Elr73HiwHEfvvG5JnztgUb8+v0NOHAqXxrM4gSLx5b+Dq0dOMIOIzKzIM92GJGZhY7hIlQYEeFZFxkTAZexOMsI4QH8+7++rQLpWrX5Z4cRmVnoZo+ptZ1dYTScvQjP0C4NVod+9nhQGnVu1NbW4rrrrlN7k5pz0+i8ffDBB2pIlXPWHnnkEYRCIXVv+kKH6YBOGd/L9ztEXs/uz8N3ni3GviN5+JdnK7H3/VI4s5KIhKPw+fzGQwKtHTi2QewwIjML8mmHEZk5UG+tEkZksiCfDCNCvdBDxnSGBpWMGSCTv9lHlLwKwx0zBaUXUunZYURmDtTdOUP22KphRBxOh9oTlaDOpgayUODtRraHDpEeMtYpjAg7t4qKitQihn/+539WixcKCwvx7rvvYvv27Xj66afh9/tRVlamrnHl6UsvvSTfyKWct+n2wNEB9Pl8yomLhEPwuLPQ0O7Hkfo8FYDc73egvb0Nwb4EiouL5QHjPXYYkWsMw7DpYN5GQBmzu14XnodUW/GsC/TTY0OLdeJZNxkTuvFs2+OrhwH5Lz8voEKItLT1ilyzUFVViNaWPiQZumLoPqvD0Abr2mMVRmTRRRxv3o+dtz2Ar3/tq2pBgtmrxvlvnAdnHgSHWdkLx3vM+W903v70T/8UP/nJT9Q9kwWdRTpv/f396l3nz59X7ykoKFDv4PBtb28v2traUFOaA8eO/4TTpQ+i9qkb9XfguLLFqcyG9UEejZU4g3DJoYOZI8+ivsoo62KYDdOWpcLh6MAxeWTrVKfwPSxxPNyayJigHpNfXaCjXuhqj604P8vgj27coAqsTQ7jcoWlzqXo1i95Rh6sbY/NOHBn2vcjhCJ8/nOfwdKlS5VTRtAxM3vXzCHS9HP+5cFFDt/97nfVkOtUYDpwfI7OGp24jo4O9PT0KEeRabPXj2FNigNZaFv4aZwp+7j+DhzNxNziPrT1+hHXYGUnjTGXUydSDnSFfFpM6qQzVFXYj2DYg/4YY2VZm2czjIjbOYDWYLaqTGYb1Mu4cMYgsZnzrTjYNCAmpKYwiabuPKFaXydY7hhGJC8QQ2N3jhZ6TFtbWdSPpq4cMb5DFy0MsshwHHMKwrjQmWv5ckcM2+OeAOIa7E+t7HG+2OOkjvZYj8UXVrTHmTAduPPd+9HQYVzjkOhUQWdrOkh34ExnkD1wTI89fPxtBg12xLrRvuizOFv+sHLgrD8oPQFoIMKahRGJJpxaOJsmyCdDA+iy0pc8Ur6U82w7Q+SFwTij0iCaW1GE7IBXzNcIT6R5xVDs2LYMg85soenR06LypV0YEcNW6ASG4yDPusiYfCp7LHzrANqHWFxTeyzlTweeySPDiFjBHk8FdJ6mekwXdBbNOXQEe/fY+0cnjtfpvPGaOaSbDs0dOP3CiPRGvAjpFkYk7JcCqE8YEcqXcp7NFjUdtRAiWLNqLpYursCOGxajZl6ROHNRoUgBlTvcPicWLZmDm25bg6agHvIlyKeOYURoK3TofSNoz+wwIjML6i7DW2hpj6X86WKP2VM42/bYyjh+/DjOnDmjHDSz548OW/oxHrR24AiGBtAvjIgeO0cQ5JmhAVwOPXqHKFfKdzaXravJx7k+rFhWhaLibKxcXqVWk3HT9PWra+F2u5BwJLFhzXz8p9+5A0c+aEAiwUnK+hRHncOI6AKG49CNZ8MeD/2wOLS2x1qFdZpde2x1dHV1ob6+XsWU4wIG9r5x8cJkoLUDxzkX1SX9GoYRialzHUA+Kwr7ke3VKYxIbFaXrUcRR06uF2tWVKOttQ/bdi3C8hUVqKouxD33bEBFZT5uv2kN+oJRtDT3IuDLwtz8sBbyJchnQPMwIlYH7RnDcdC+6aQXyh4L37rZY6uGEcmEaY9Z/nTQC/JbOMv2WBcwYDB74Ri2hMdYQ6aZsMOIXGMYhk0H8zYCypjd9brwbGiDwfO1At8WEceNCxXuf2AzSksCyM33oLM9ihPHmjFvQQkWLipFd1cYTzz2Hu57aBN6esLq9959xxDsjEOf2U6GjKkROpU93WwFoRvPtj2eedj2+OpirEUM1xqlpaVq5Wtubq5azMCQIpz7lglXovfDs4iBoDLrYi5Y4OhTGwVQDxg862QuDH4p56vNMft5x1sIHxPnbfvmRSgoCGDlykq8984FvPN2A8LhOM7WteOd/efwd//nZWllJZQzl1/gR8mcHHHgQujgJtXi+ukE6oNOekwY4WX0ATWNMtYJhq3QA5SsaY91gcGzPvbY5Hcm7PGHBQsXLsS2bdvUIobW1la1u8NYzttY0NqBo2LMKw6qSPY6GA3GHCrLC6tl1UZsHOuDfFYX9iHHG9fC0JnL1ilnI8bT1QEH3rwel+gap+Jeqm1J+W/jlvn4yF3rcL6+AwffqcdzLx/Bd3/wGlo7gjh5thlt3X2orinCrXeuQv25Tvz3P30MB/bXI9/lRY3osS4VCflkGBHqhS56zAVe80t61V8dQA1jGBHaN530Qtlj4Vsbe5xv2GNdnPsRe6zHlBbyWzwD9vjDBG6O393drXrdzBAi6StSifRr6dBaoswOVxDZYURmDuSToQGSGsR1Isjj1Q4jwjltK1dW4Td/9078x9+5A+UVBSqu22hkoacrjIIiP5avrITD5YAPXgTgB/fe9Mi/viw33txXh3/621fg9XG1kQvxhBjiAYfI2K2FfAnyqWUYkSj3GtQHDMdB+6aTXih7LHzrAGWPNQwjYthjPXq/yWNMwzAi1xIMQWI6aDzotJl7sNKxY1Bfbq5v7AgxumdOcwduEB39fjuMyAyCPHdptmyd8h1r2Tp7zrgWinPVJjOV3exHGJCnCouz8freUzhxtAlFRQFpTcYRRkycu4Scc4AgCac4bc89fRR/+zcvgYvE0k0sz1kwn/n5YXSJo/fSz4+Je8fAyNyTM0vpsS4GjnzaYURmFtQcHfXCsMd6OBe2PZ55TGSPbVwKrkDlxvmsK7gvKlej0qmjM9fQ0DA0N27EbdO+T1O3MCI+XZetaxZGhHLO5JitnILCAPbsWI6A3yP0ib+CSwoK78jO9iMvXyqmZEpaQSkEeyNYu3I+7r1rI3ZuXYyq8kJUlJaoVaUejxN19c0YGBh7looXLoTCMZyqb1U9cwT1V7dwEdQHO4zIzEJHvbDt8cxCR3vMVclj2WMblyIej6tdGXjQiTNXovI3HbqmphYkE0mjhSfQ2oHjHICqkn64NQojUmKHEZlRmGFEKOd0GUcQxe6bluGrX78F9z20EW6PsRstNYc7IjBnPLjXYFj10AH3PrgR+eK4ff1rt+P6PUuUU+Z2O3HnR9fiK798IyoqC7BkWTnmzivCV75yI1atqVIOnhMTD9Wx142OHN9BvaX+Uo91musU8NphRGYSSi+c+umFssdqDpz1eU63x9qFEZHyp4NekN/87EvtsY3RYC8bh1K5eIG9bl6vVzlt2dnZyMnJUQF++ZudCL3BoDxgyFJribJ/5ExLAeKajK9zM9/Grhx0BAPqXAeQz/r2fAQj1t8HleBee5Qv5ZwuY3JOZ+yxHx7Egf3nlCPGlaPc3qqkMFeMCwdKpcKsLsCXv7gb5eV5KJ2Ti9vuXIXmC734h799GZFwHF2dIRX+4+zpNvz4+wcwR+676bYVOHumHU2NPYhEEqKLkzes1FvqL/VYl2Ec8tkXcaO+LV8LPebX4LysupZCadXqMbyn9CKpn14oe6zmlOllj624R+dYMO0xy58OekF+x7LHNkaDDhznuBEcKVqzZg0++tGPYs+ePbjxxhtx2223qd44uU3FizOhvUvMVoge5s2oSMgr1ViHSoRQlZ+SsS4cG/KlnDM5TqUG1Dw1FhZ/wI1N62tRXpGPG29doRYqsPftvns2Yeu2hVKYkkglB5SDluUEjp5uxPvvNWDv3pP4zr+9rgpTUuh/+f89h7/478/KtX34x39+Bc3ixHmkOpgKDJ3QR74E9YE868S1HUZk5qGrPdYF5Fkne2zwO7Y9tnEpzEUMBw4cUPPd9u3bh5deekn1xJnbbKVDaweOiqxTGJGEiFu3MCLsT+Ky9VwNw4hQ3mOB3dDEA/dvxsceWI9BNc/AmM/V0d6P40ca8bkv7VQ9cH/5l8/hB9/bDz98QmWQ0iwE4MX7715QDhwduZg4ewFx27yXGTodC9Rb7iSiW7gIhjGYW9Sn9EMHsOW6QLcwIhrqhWGPLze71BqgfSjXLIyIaY91DCMynj22cSnYG3fq1Cls2rQJO3fuVOccYs2E1hKl+oai+oQRYZd3NM7QEfosW6eCMMRFQqcwIiJfynmsIQbOY/P53LjngY1IpgZw7kwHorEkCvPzke3xqntaW4I4fKgRJ0+0wO9yKweN6ZoH8fLrx5EQR5A7L5iSMWlTBfWXejzd5681yCfDGJBnnQxIf3Ry+wtaBTrqhW72mKFwdLTH2oURGcce2xgb7G3Ly8vD4cOH8cYbb+DNN99U8+MyG6CaO3CD6AhpFkZEKpFQXLdl6z69lq2LfClnc9m6MW196HxwUO2WcPJ4M44dbsSBN89i285F+OY37sMdt61GeUUefv70YTz+zEH82w/eVMOo5mrRdPhwdSpWpqHCRYge6zL4RD6pD9QLXUIDMHwIQ1zwrw7QVS8Me6xTGBHbHs8klD1mGJE0e2zj8mBvW1FRkeqB27x5M3bs2KFCjGRKUGsHjgi49Vu2bmz2rAfIM0MD6Lxs3ZHlUBNDCa/XjWefP4R39tfD45VWToEfb79xBm+9fgbrN89Dbr5RyTNG23SGRKcDFS5C9FgnUB+oF3pohQHdZKyjXmhnj122PZ5JjGWPbVwe7G3bv38/zp07pwL5BoNBNT8us2hp7cBxDkBVsX5hRPIDeoURKS8MaxVGhPI1l63HkMTS5eW46fpV6O+PweVy4Mix82oP0kd/+g584tBxWPXYyUb84/99Bf/jvz2FaCQhrcVr832otyqMiOixTnOdGMagvCishR7T5qkwIsUahhHRTC+UPdYpjEieYY91CiNCe2yHEflwg3OruRJ12bJlWLBgAWpra9XoUabt0lqi7J7VMoxIn25hRPL0CiMi8jWXrVPlvV7uYepCNGr2Zhg9a9FQAqdPteLAW+dw+OhFNLf2IJUYUHPjrhWot/qGEcnTQo9ZzdlhRGYew/ZYtzAiYi/0CiOSZ4cR+ZCDI0aM/3bo0CFcvHhRxYZjIN9MaO8SsxWih3kzKhLyqpMaq8pPyViHas8A5Us5mxyHw3HsvmUZ7vjIatW7ZsItZjvYH0FTWw/86pdDHdc6p4ZO6CNfgvpAnnXi2g4jMvOw7fHMgjzrbo9tXB7sbXv//feV07Zw4UK0tbWpXRo+VIsYqMjahRHJD6tl1botW8/16RNGRC1bFzmby9Y9HhcOvXcBRz5ohC8weiUiHTa6brOlP3yvHUZk5mGHEZl5jNhjvcKI6GiPdQkjouxxzmh7bOPyoAPHOW+VlZUqcC9jwvFaJrSWKNsh2oURibkQ0zGMSJI9U9Y3y5Qr5Us5m0MMDkeW2r/08JEL6O0OK6fNSqD+9qtwETpUe0a50zKMSETXMCL66IWOYUR0tMdGGBE97bGNy4NDqBs2bMBbb72FJ598EsuXL1fba2X6cJo7cLDDiMwwRi9btz4oVyOMiFf4HZD/jCHT3DwfDh6qw/ETTfDh0ojWswXKlGEXOlW4CD1APrUMIyIyHqMRa0mYemGEEdED5NMOIzKz0NIe22FEpgwuYmhtbcXSpUuxcuVK9Pb2fvgC+RLZ9rL1GQV55rJ1t2bL1r3OBHw+DzasqUVfMDpUcTvlP+uZauov9Vgn6BhGRDcZ66gXtj2eWZj2WLswIiJnnWzFbIM9cO+9955y4LZv364C+Zp7oaZDaweOcwAqdQsjMrRsXZcl1eSzTC1b1yuMSHFuGAODTjz40Bbc8dE1hiWxIKi31F/qsQ7yJcinCiMieqGDHvPT06mo0jCMiG56oeyxHUZkxjBijzULIyJytrqtGBDD4BAPacOCADbVZiPHN3v8ct7b1q1b1UKGF154QW2nxdhwEw6hpgY46OREXI505Uif4MnrVqHx7FRL4XAYkdnkZTI0t/zL5dStfdnDS6on85yJ2aCRz/PteeiJGNtMmZgNXkxMRKMetPUF0NSToyoSzn0L98fg8RgbzF/t9/G6WVmxbE2Vxn85R4R6bPYNXmmaxNWi8TyTRj4ZxuBMe76yFOk0E2M9Z8KgGbgWNOYvNRRGhOFE+NvEdNOcPE3ePQ0aqZGkaziMyNVIk7Tx837lNPJJPebWSbxjumnyeibNxNWk0bY1iT2mvRh5+8y9z8SV0Chj2mOWvxGOZ4eXydAo49Zgtqr3WP9N9jlipmlEUiRKn0f5PmLK5hZ7UJjtQncoiaEts68pzIUKjP02b948tfsCj4KCArWoIRPDDlwiCdSW9+LmVedw25pzqCrqV6tGmPlFZT2ql4CZLc6JoLqobyjj49NYQBVNKlH+LsmNSJqjaa7xaOWjaZWF/ePQwqjICwmfRuW8WGjOIVqpePzmc8M0h0mT5y6hDY7QCsamzUmjUZakOYZoZfkhoYWGaIOX0MqFZq7CWThHaHIPaeVDNPM55m8UTQ6e8xppvEfR5JmJaHynogkP6TTyeCnNUGTmjauFeM48Mw9UGTr0fBfzn04j1HMiS8rNoA2MovEb8Fsomnwb0qiiJo3fl+f8puSF3/hytKoJaNQ/bk4dJ83tQFdnCP/6vbfw+hvnML8opnSU91EvqYPUYfO5YZro86W06BAtNZpW3IfCIZpXaAvTaHMnopUITfjkLqtctccVkum0AkVzwOc2nqPhGaExPPFYtKDqTRiLVpNG83uSQusdTfNn0hzq9zyh5V1Cy1JljqtQ8/xxRQtkPLegdOQ50mrnjKbl+hIGzZtJ6x2mZQ/ReK5ocj5CS6jf6bScIRpX6KXTmEa20KjHvIfvSKfxfp4z7UueS6cNPUdeSSPvI7TgaJrkmb8pg4lo8zNolLFBiyvZx1i5iLzTafxW84afy1JyH6bJN+ZzI7QepQsmjd96LBp1iro1Ni06TKOOUv+96TTRc5NGPaY+U6+p3ywfo56TcsDfLBfj0VjWRtUxUr5Z7gza1at/SKN8aS9GPSfvS69/qqQuHI82UjdB0a5F/UM9ZlOVNNrwEdpIPZJOM+ufUbSh+mAiWnr9Y9LMemSy9Q95Z31H+bD+m2z9Y9IIk5Ze/6TTjDpmEjT5NswDeeFBPd+woFX8nTNYXNmDeNIhz3pFt5lOlvyevUHfkpIS1NfXo7i4GHPnzsWxY8eUI5fpwzkLl+/+ZnfjeeTH6pHjr8E75yrQ0e1HMOzB4IAIUrIaTbiGViGKUFIOROT3wGVobNEomtoEXSoK+csNbSdFk/NEylgZlJqAFpe/ZQVhhKMu5UGTlhyiJYWnkeegVhtNmjachyGaalGOphHpNPJkpMlfY9MS8lyFKC97AdijxWJo0gaHnlP3DfGiaPK+dJrJZ0LSngxNytSo/I1NM/LK7zic5hAtKs/VFPap4Jy9YZ9cN96X+VxMfjNIKg3L5Wj8psM0vm+KNBY0xWcaLyaN11nx53piiKVysGFTNV5/qw49Pf3yAX1CN7qhWYBHp+kceh9bQWPRhp6Td05EM74Dy8ZlaHKdtIFBBzxiWIpyo+jq94+iZb5vsjRmbkKafN9I3C00tugnQ3ONorHc5nnjUnnH0RYMiB4NKp0eeY69ilzdZzxHWjQmNHnepFE2Ji1yGRrLlKJJfkZoYmsmSTPlPrc4iN6QV63iS6cNPyflM/O5UTTJH2mmHRpNM8r+ME3KDWmpDJri8xIadSktDwIuzCK9Uiq83rAX8TSaYevIy9BzlBm/H2ki/0way/xlaSrNNF5G0dLtpeRvHBrBCrgv4lHXmWZ6/vgc88ByQ70cj8ZvNaqOkfv4PkrwEprihWmMfm6YT7lmPpeZh0jKhUqxx04xhJ3cJzft+5k2+BI+M2gjaY62wTNV//QnPKjKZ0gJow5JmXkffo6/Rj+XWceQNqqOmYgmaabTxqpHiPS8p9OSwicbLGwI9cVEL4b4JG2i+mdMmvxmvolM2kgdMxHN0Ed+N+MXEIp60NiTK424uMizCaeaE6hvl0bXHI/w7RS9uHThwNVGdXW1ivfGUCHcxJ7n3EKLvXHseePfUCiE9vZ2xMNBpCq3IFGxDYWnvo2s2nu/MXj27VdQ2bMXS6o2Y++pefAqX5ntDQM8o/Ia5wasQGMLrEBalSHlwBkczxYvk6HxGuOpUbloaMjxlaY50zReo4wjDH8iBZQ8m7RrzctkaGxVZXsS0lJJweEpwCc+vRl/97d7kb6Iferv41XjX+Jq09hqZA9RrzSaRq5e/jliNmj8l70l7IUxGiIj984mn+Y5kf6bdoJfn71MPeLAmb+J0WkQY6c5GzQ6FrkBqViE59H3EdNLcyZpPM8XfhlKhM7bZJ8jpkYj1cCV0Hgtj/ZYeOVK1LH12MDVeN/VoFF3C8Ue05mJiqM0oscGrMInQRr59buTqteyT5wl857Z4IVIpxHkLwo3di66iHNdb4nT5hPbliUNahfOtsZwsSs+dOfMgXPdAoEAWlpa1I4LPO/r68Mtt9yiet64AjUcDqOnpwd9bQ2Ib/wVhNb/Bmqf2C3fPw3sAqVCUJHNDBPpGeZ1q9DIK5dUs7VKzCYvk6FRrkFRYtN5S6eZsAKfJkgjz5RxuvNGzAYvJiaikd+wGOOgtPZYAaZjumnyfCZprEAoY/P31UiTmCkaf8eSLnRHGJBl9L0mppqmiSuhpSP9t6m3DHFBTKzH1qFx3p4ZXuZqpTmTNJ4b9phno2nEdNIkLqWN4EpotBUMb0F7wXMTM/U+E1dCY3lT9jjNeSOuJM2ZpJFH1nes9yjjyT5HzDSNIH886PtwePJcG/fL5nzZa+O8ZcIM4MuVp0VFRWoV6qpVqzB//nxwFWomRjlwOsJetj6zIM/jhRFhW4aznKazQHym8s90vdLaE7OBnmBUlN76kqb+ahlGRHie+pefPdhhRGYetj2eWZj22A4jcvXhEAcuKfXF+/VhNHVfe+fNBJ24EydO4KmnnsLBgwdx8uRJnD9/Xjl2mdDagWP3Z2WRHUZkJkE+xwsjwundSxaUw+t2i7uUkG8wKP9yEHN8sBiHxe2LyZ0RxOU8rv5Gh36b16Yb7IHhAAKBEG7fVYFPfGYHioqz1TutCuot9Zd6nClfq0INi3iTKC+ww4jMFJReSENEN71Q9lg1oPSyx7qFEWH500EvyK8uYUSsANNJ6+rqQlVVlVrEsGPHDtULR8dO/h+F4UUMudF6EXIlzncWqKW/OoBZ5RCDmvRoXLI02FUbjHjBydDpXfZWBnnuCfvUBOPM4hcVN+yBB7Zg+coKrFxZhTMn21BclIP+cEy+x8gXoVNGJyouTlq2y4f1m2pw790bUTmnALn5PmxcswC7b1iGxQvLsWXjAvVhezoiGBikiZralyW/bDx97P49CPWF0NUdxtEjjSJvaxoP5o7zN7tEj8m7DiDPHMKhXuigx+SXDkVHvzkcaX2YekH7poutIM+62mNdyt6IPTYWJ1kd5Dcc84icrbsTQ1I4q+ECp2gjesNDF68h0hcxMNYbzzlcum7dOuTn56OpqUktZjh79iyifT0YSFvEoL1LTMOsR9EzKxLj0AXkmW6U0aJm70U691mIx5IoKAxg5Yoq1C6agxtvWSGOHcMtcIm+0av22U/swMfu2oAvfWk3/vB/3oebb1qJ/JIAyisL8LG716OqugAVVXJU5KOwJBv337cJZeX58ixbbWzNT01inKIe7Ivhqcc/wPe+/6barN7KYO506WUxQX2Yuns9u9ChVygdhq3QTy90sW+GRTMOXUCeR+yxHmB3EGWslybPPj744AO1sKG5uVmFFEkkuDhviDgErR04KvJ8FXdIjzkMXNtbnh9WcYcmHmi0DhjPqbogCE9WWGTM5deMAZZSc99IjYkD9+j330FnZz/uuHsNtmxdgE996iaUz8nHsoUVWFxThtKyXJSLc1ZTWYxHHnkdP3hkP/74j3+Gv//Wy/jjbzyBv/vWXvzJHz6Bv/rfz+PP/vIJ1J/tEAcuF1s3LkFBbkDxYbzv8qBcC31RVBSG4fH64dLAeWPcLOqxLk4c+eSye8aBE5MydNXaoOGjjMeYRmJJ6KoXhj1mo8v60NEes7yx3LH86aAXlCvj+lHOlLeNyYE9cFyRynhwK1asUOccQs0sWFpLlO0QxhwyY+ZYHUZ3sguMRaZJPSIYRGIwgJLqQixYWIJde5YiL9+LRfPmoLpqDhYvKUNuvh+93WE8+9RhvPlWnRgXL+YvKMHGzfPxy79+I4qKsvHYjw7ijdfr8O4HZ3C+sRM+eOAV94rwgUMYWXKFA50utLYGcdNtK/AbX78Nv/L1m3DfQ5tQUZEHhoxNn2PH5RPpvXO8npL/glGuRHWpYJBWlzP5Y+wm6rEufRfkkzGf+qP8bppAREsZZ84hsSp01QvDHuszhGraY130mHz2R9yq/OmgF9SDWNyp5KzLMLUVwL1QOe+N4UQYPqSsrEwNrWZKUOs5cFTm3oQL8cGU8Ez1YIVtXdNBfrk9DgufLso8KLrg9OTiM5/fBZfTgRtvXY7NmxaoIc7bbl2F5549gpMnmtHZ0Y9Tp1vw3pFTyA/koqIyH/F4Cs8/fRT73z6DzrYQTp9rhV/cNs7e4Hca+Y8F3fjPLV/yRF0z3nitDm8fOIfD717ATbeuwJ4bV2DTpvnIGnTgVMMF5cgVZeeqVglXmnKoNYIgrtuwVJzHKvgCeag/04L+UEy9zcpgwNpQwrpzRDJBaTJ0TzjBr6WPUaaMdapEdNQL8kt2rV3iDOhoj8lzKGkGlLY+yCMDV3POrFVthRXnwMXjceTk5KgYcBUVFWpxA1ejxkK9H545cFwXuaDch20bFyDlGBAHw9rDZXSLdVu2Tj69zhjy89xYvqoSr+09hVdfPoWi4hy8+doZvPLm+2oY9cz5NlEmqpMXqdQAlq2sxNoNNYhE4jh7oU2l5ZlEESad9zGtcxdaMSjOWVV1Ic6dbceLPz+OpcvKsGHdQvzyL92C3/6vdyI724sw+uETpf/iL9yCT39hBxYvLETWQETS0kO9dQ0jQp71aOoZsMOIzDx0CyPi1zCMCGVshxH58EINlQoaGhrUpvYXL17E66+/LvVq6sM1B46BK1YvzcLSpcVYsaIKW66rVZPmrQouoy6+hmFE+K05zMiwHdOVC/mcWx7HxXMX8ePvH0QskoDX71Y9cSfPNEvbJSB3cPjTpd7nl7P3DzbgL/7Hs/jW37yC5qZeueYzEpsCmJZH/kskBvDIP+3D3/zd8wj2hLFoSRk+//nr0XqhFw31nXC5ndi1ayV+9TduQo7Hj1dfqUOopxWb1uUgGrG+yWCfMcOIVGgYRoTb2OkQGoDm0Agj0i8GcKpLYmYHSi/sMCIzinR7rFMYkTlS7nQLI0I562ArZht03uiocQUqg/nW1taqIL6cCzcWtJYohxaOnM1G0Zxi7Ny5CE6XMYxqgmecN8Vjomm1pKW3D8yVj1e7zcCh6aauHHT0BdT5dEC+Bob4M/I2duuRdDptxQU5uGnnSmxcNX/o+tRAPutb8jDozENjSyfefLtOHKM4/uj3foajJy/CK05WOtixH0skEY0n0NjajQFRyOmaGfbDtbUH8fpbp8QTdaK5uRf/4w+ewjf/y2N45rnDanjU7XHihh3LcO5cB44ebsQTT7yNfe/2olHk7HZb34HjPBbuQ3qmtUByO9WvMzsgn30RN+rb86atx9cS1D8OR55u4b6Cugw9iV6Iztdpphfkl3zrMD+Luks7QXvs1ECPCfJ8Xsody58OekF+24MBVe/pYCtmG3TgcnNzUVlZiZ/+9Kd47LHHVEDfNWvWqH1ShzrnhqG9S5xIDqphtNw8vxq6M8F8MrLyvKoSLJpfBo+L7t5I7s1zOmlup1NaNB7l5tE1yg341F+P04WwCitrrIC80uLCioNpTDedMKLyXxI+jwdOhwOLF5ShprJI0qOzOag4DYvbxh43ToIsmZONXbuXYMu2Bfjo/esREDlFhDZVJJPG8uW+cBR9vTG88vIJvPzacQRUz9qluWGPHGeVMHzHlVaWTMsrKTGt/lAUvaEwQpEYwvEIiopy8JWv7hHFduLffvQa9r1+GsnYIBoa29DSHBQHztpD6unQocciHeSXPQA6ca2bjAkd9UIXkNMrscezAfLMcqeTnE0Z66XJswfOd/N6vZgzZw4WL16M8vJytQp1LGjtwFGR1y1N4OTR83jh58ck01zVaPS20Y3Jyw/gF35xFz77xe1YubpqyLUxtn5yiJDo+Ay6BnHdjoW4/6GNcPolTccA7vzYWtz90XX4kz+/H1/43B7Mry5VjhGf4fPpjuBUYCxbD01q2Tqp5JSHufry9pvX4rf/053KGdu2czE+9ws78aVfuh6LFpVJPpK44bql+Mov3Izdu5ZjxcpK/Pqv3o51G+bhxz94B+fPdaJmXhG2rKtV+Z8suKpz9dq5KC7Jll+D0oqiS+VQTtW1BufFMSwInUOesSfwZz9+F3vFofSCQVopNSeKfEnUVovkBqzvwFGTdA0jUqNZGJEFpXYYkZkE+dQvjMjk7LFVoG8YkZCSt43xQceN4UMikQg6OzuxceNGNZS6fv16NQ+OQ6uZ0HoVKrdyuv221XC4fejtjapVj9F4Eo4Bhzgw1bj99lU4fbIV773bgA2b5uFCYw+qSovQF4rijo+sVaEvfvXXb0ZZRR6y8z248/a1WLasUhyWakTCcTX/qrOtHzfeugJrVs9FT1cYPr8b8UgKsQFGSGMvhBEdbbJgr2Ai5RhaBj4+6GSVl+bD43ajsCBbLdC4U3g+daIFe25ZjpxCL/7xb/eisCgHN9y4BJ/67DbcefdaPPWzD/Dgx7dg2coKHDvciEcffxstzb2YP78EN92+EosWz8ELrxyWd7MwZan3mMOwPDLzonoks31YKM/t23daOVBWMBt04s7Vtauh07oLbeLAGXPwDNd3EAUFeair60YsRrNhBY7HBjlTHIvwOZRqXU5HwzA2WYgnTblbG4pH+ScaN0LXWB3kV/GsmV7QqsQSHOrRg2PTHqcuY4+tA1ruQVXu9FiJSh4H1a4iCTW0bj1YYRUqh0cZqJdhQ9j7dubMGRw/flztiXr48GH1mytU+7uDyFm2B6HijWoVqtYOHHvCOjqyUFCUjbA4ZdwJ4LrrFqJOnLZ77tuIZFI8VqloGi50Ktqe65ejcm4hysvysGb9XGzdvhCtLUH8xV89jddfPwFGJmuT3/sPnMXzTx7BidPN6GjtR5nc78hyYMv2Wtyweyn2vSqOjIsKmUJ+bkDN97pcUSKdO4CGklL8UpcPZ8BtqrZftwRf/MVd2LZjEd5565w4mvl45vFDOHigHk88/Z7kOY7ezjBeePaY8FiIH/3b23hdnKxD717Ai3KNw4j1FzvgGnDi0IkLePvVs7j1ztXYtm0xwsE4mlq7UFyQi6WLypElxoDFK5EY7eWT70g4idLSXBw71qQcJyuAfIViRogQLqAwwa+QGnDjgxPtSFnceTPB+VlhzcJF0CCHk3YYkZmEHUZkZkFLpmsYEV22KyOPdhiRiWE6cMlkUh2M+xYIBFQ4EU6F4sGeuY6ODmR7s5C38lZ0Z69E4envIKv23m8Mnn37FVT27MXS6k145eQ8+KDH0nUOZ65fXoYlK2tUTwzjheXnBxAMRpBKDuCv/+p5LF5YhiPHGiVHCXzm4zuRl+9HfoEfObk+/OPf7EVzSy+46t0sDhyA5Z6dDDTL4UtvlhuRQWMFZ16OD7/wxevx1r4z+Mi969Scuw/EWfrRz14X1y9bPUtzm160eG4MgSZw6w1r4PUM4Inn30MAeUIdX6E53+3Om4x3LBTns6qmEKFQDH/2P58VroQvuNVbKAP2itGZ5dZVXAXK4VaaJDWPTxUbY0FGQV5A8X36RAse+uQWdHWHEOqLqa2wgr0RJOIp/NlfPSYp5ygemD4HjHOdrEycUmmP5MuqoES5Co6rDbl/q/U5FjkLr17XgAooqgucjkG4RM46BaX2ebi4Ro8eOEJHvfC5U1JZizukQQ8cbYWX4S2EV/bC6aDH5JkyTrLXUCN7zFXgxuIW6yEqNd6OxRdxvns/GjqGLl5DbN26FT6fT/W+0Vlrb28XHyaoetw4bErnjeFE/H4/aisK0LviF1A35yHUPnWjcui1BSdyVhaHUFTkwcHD9fjj//4TnDjapMJY0BlJxFL44FiDmgBP5OR6sWVbreqp4lAk9/FMpW2YTkeHjk9A3COzZ4erKDk8x6OnPwyvz42P3Lceof4YDu6vh9vlxPyaChQX5qito+jE0YGi80THjStBuYVU+ZwCzKkowqqlXtx/+xJRGjqKl24PJW7U0PUs+AMe9f6D79fjmScO4Z/+4VXlHprzz1g4jJhp7FbPUnwzL7zGfBhb5vMuY8iRPP/7D9/GxYZuPP/sUXznX17Hd//5DXzj936KH3x3v9o94RMP70ZZcR7mFOWhQnhesawaC6qS4nhyqb31DQbDAeQH4ijO5bwW66s3dZhhRMp1CyMizpBuYUQqikLKKTJKhLWh9EIqPt3Cy5BfvcKIRJW90C6MiJQ/HfSC/OZnx1GkiT2ebXAVKhcvsFeOgXx5cEN7hhJZuHAhPB5jo3sTWvfA0RR7PF7k5XnQ2tGrrnHeWFdnCIVF2ejq6B821lFxiz56x3osXVmBx3/8HrrFGQv3xJBITr4YMK2Skhy160CgwCMF349PfnEbqisK8Rf/8+e47SOr1by6cCSOJx5/H2UleeiNhbF1w0LcePMK9PSEse+VOuzaswR//efPITfPh6auLnG4uF2OEfJk5dIqOKRFeOe9a5Gd48WTj76P/e+fEtXncJUxif9KYKyzNd5lLAcw8hXweHDvQxvgcrhQUOiH2+1C8ZxsxOJRPP2z43jzwGnRi2u/cGE6ML+oLsMi5JI86zJURujIMydU2zKeWVDGLHfWdy0M6GYrCPKs0zpUq8vYSj1wnFtM8K95EHTseDjjPWhf9FmcLX9Y9cBpvpVWFiKpAfSHI+ICGe5Ir5xTTxjywtgZwAAdn5N1LXjtjVPoF8ctFI5Rs1RRmCx4Z1DS5zORaAL9fTG89OoRFOXl4NY7V2FuTRF6eyNYUFsKnzhAv/tHdyMRTqGpsUfNlztxpglvvVmPrdctxJ6bl+LOu9dg6bJKNJ/vkXTDWC7O2yc+dR2Wr6hUPYh/9CePoaMlBMZaM/rUrrwFQ94pN/bOGSk61N+B1CAOHDqNgVgWtt+wCG+/ewaP/utBPPP0ETQ39av3T15SswuaNpoKfQaeqIr8EvpUIoaM9XIudJMxoRvPJr862AryaDhDxrkOIJ/sydKJZ9OBs6o9tsocOG6fZTpshOm0mQfhGIghXLQW3Tmr1Bw4rfs02dpbWBJEjotKovw25ZiYDkom6IRwbhuLLOlTcd5MpKdvFCNRgOQAXnnxBB555A186+9ewanjLZi3qEQNS/KDcBFEXzCKl156D2W5IeR6+/Dzp4/jwFvnUHe0FV/48k780R/fj/vu3ygfMYl//vvX8Porp+QNhtt2reAWV5HDrN/51j48+cQBdPaE5KoL1YVB5Pr0WbbOsAC6LFunznKek27hInJVGJGgyFgPnmkXdQsjQr1YoJlekF/yrYPLSftQUaBjGBGxxxqFESmxw4hMGfQb0p03czFDJrTugTPAyP+TX7Z+tVXeJf81XujGuTPtqLvQqlyu947V48A7J9HZHMGnvrAdgTw33nu7AW3tYXgcLvgC2Xj9tXM4dPI8qsoL1YrW03WtePT7B9Xen0ePNOFcUzu48fu1BIdou4JhtHUGEZD/zHYel9pzAqoOy9bJIec5WXnZejpM/qi/OoWLoCekWxgROhW0FTrAlCkn2GulF8Ip+dUljAi51C+MCO2xHUbkasFKPXB00uiwRaNRFQ8uHA4PH7zH6xhAqHDNcA+c1nPgiKSoM7dBmU3F4JIFqqnZI0eI34yA36NWeJ4RZ4yDoNz8hNHjGL+OyyQYf62ypACJeBItwR6Ru1coKXWvVcAcseXEYRFdhnL4Ncipsf7W+iCPHBbRqeHEQTK2rt3Csx5aYdgKvWSsn15YwR5PFuTRiOapzxw40x5z6oJh5awPq9tjK82Bo/PGFafmUGoymVSOXSgUUn+ri/yIbfwVnC79UKxCBXI8cTizZlctOMyZ7rwRNAuhSBznmzoRUC4Zw3pkwe9KIsfJe7PEYXOpxRddwZDc41NpWMl5I1h1ZLsTcIvnr4O5II9eZ0rJWY9qRPRH9Jd6rIN8CfLpEn2gXujUV08Z6wQd9cIK9niyMO0x7YUuMjbtMcufDjyTR93s8WyCThqdOTpwdOTYC8eDPXMM8NvU3KoC/nIEhNDcgctCRWEILjXnwnrKkemQqflZuVHkBdj3ZrT5OOTKw6ogn1y2HvAmLCnjTHASda7I11i2bn1+KVPqb7nosQ7yJcinHUZkZqH0gmFENNMLZY+1CSOSpcKI0F7QbugA0x6z/OkhYwfyhsOI6KHHswE6bHTMGPuN+55yG62bbroJN998M+666y5s2rRJBfZlXNje3uCHw4GjC1TXWjA0R8T6ZplDIU3dOejo86tzHUA+69vzEIxw0Nf6MubwDeVLOesgY+ot9feM6LEuwzjksy/qxjnRCz1kLI79YBbqWgrU3CwdqhGlF0mnsm866YWyx2qukx72uLHLsMe0GzrAtMcsfzroBfltD+pjj2cLdOA4XMq/PLjrQlNTE5qbm9U+qPxtLGQweulMzLoDN157mNdJuVx7WZfWKUFOrV/kRsPgWQdzPBrkVx/N0EuPCUMn9HCGTOgmY0JHvdAF5FRfe6ybXuhlj2cLnANHcNEC571xXhx3ZeDvsTArDhw/JHco4HZRZhXAhQAMLmt+ZF6PIKY+PDvk02kmOKZuLFvXYw4DJ59yOXVRjl7L1hkuQqswIhotW6feahtGpNgOIzJTMPXCDiMyc6B9UGFEdLTHGoURKbbDiEwZixYtwurVq7FmzRo1nLp48eJROzCYmBWJcurzupXz8IVPX4+Pf2qrOHJ98Hs9WDhvDkLitIXlv7vvXYevfOkm/OIv71arOWtrStW+n3T0TLAd0hv2qiXKOhQ/dnmHom5E4/qEBaCCBCOeoX1FrW+WyS/lSznrMMRAPeCehkHRY136OcknN6juC3NzeE0gou0NeaWFO/Tb4jD1gvZNJ70w7LEePbO0D/1D9lgXPR62xyrsiR72LaKRPZ5tcPiUeOWVV/DYY4+p4/vf/z5efvllFUYkE1PWWw5psn3F43LDm+OB2zndcecquNwuLF1Rjs986gb8h1+6Hrd/ZDXmzS9Cfn4Olq2oQCwaR0FJAL/zzbux+6blGMhKIT/Hr9w44+0D6Ar7kBSDoQO49Lsv5kE4ro8yk+eeiM+yGxFngkaN8qWcddklgPpLPdZDiw2jTIe+W/RCFxmTS8pYJ+ioF9rZ46hhj3Vxkk17bDSorQ/Wc7rZYytgwYIFWLFiBZYtW4ZVq1ap31fcA0fxu5xOuIcOp8OhNl9Pd+R4xp4yLhqOqr42g0ani8Og/MX+ss7OEJ587H0kEincdONqnDjegsqqQvzC53bjt//TR9RzT/30A/zBHz6G7/3LG1i5qhJ/8kcPYcnycqQcA+q93Lcz15Owl63PIKgydhiRmYWuYURy7DAiMwo7jMjMQtljtx1GZCZBHu0wIpMH58CxF66yshI1NTVYunQpVq5cibKysjEduCntxBATF2z9unlYurwCS5aVIzfXpzZkD/XFEE7FlYNGB2/pwjJx8D5FIvoAAF1dSURBVByoXTAH3eKohQfjmFtWhKKCHPT0hdRG6Vu21uLooUbsfekELl7oxhE5D4fjePP1M7jY0I0f/fvbGEyKwnLMIwX1XKhP0qkpwrIlFbj5xhVYt3EBLtS9h2jcK60+67dIuKS6LD8sMhpEf5zDT9YvguS5uqhfDYtENYi6z3AAhTlR5PgT6I1af+UsJyN73CkV4qI75NfCxJHnHG8CxfkRdIX9GsjYcIaqS/uNYVTh3+pyVnrhSqFS9KJLI72oKelTw2W62OPygjCcYo9DmtnjZMqhdmPQQcbFuWKPfda1x1bYiYEhQvr7+9UwKc/Pnj2rFjEUFxejpaVFxYLr7OxEIhxEqnILEhXbUHjq22M7cA4RO/37zJllCbleVVaIBx7ehOw8L+bXlmLnjsV4640z+PjDW7FscSU+dv967Lx+IZavrMBH79uIOXNyhYkcpBKD+Pint2L7rkXYuWsJKqoK8MKzxxBOxHGhSRiLJXG6vhXd3SH12znoVN4o9xwNR+M4de48KkqKUS0O3Oo11Tj8wUWsWlOBfft70B2MyF3WN3FU3qAoMbuUdelOJs/dYXbZMxSx9XkmjyF22Uf16LKn1iYHHKqS1kUnyDOH1KkXjK5udZBfOhed/YYjZH1LMaIXnZrpBfnVY4unIXsc0dMeJ5IMHm99KHscs7Y9tpIDxzhwRry3FHbs2IEzZ86gq6sL69evR11dHSJ9PRiY2IHLR7bHAZ/HLUrCNSQjRZHDoAvmlSLYG8H//bvn8MbrZ7BiRZXqjdu4Zb4wEMXxQ8340aMH8M6+Brz66inEo0l87os7UVKWg/bWPjzzzAfY93Idjh4WYfVEVJ8wA9nyPfzL6aTmb/Pd/Ms1qFzIcLauHT9//jA+OHhBnMRKnD7ZiZ7ePvWc1cHcsBuZf3UwcAT5ZCtKJ55ZWdNUWDc88qVgz6EODrIJQ8ZZImN9eNZNxoRuPJv86mAryKNtj2ceVrfHVnTgGOstEAhg/vz5qKioUDQ6cPFQcHwHrjS/Cmc7vFi+pAJr1s3FkbrToirsWjY+QAJhVJWVIj/fjyPHL8h1J4oKsiXxGF56/jh++tQ7aK7vRW9fBNFYEp3BfrQ3BtHWGsTPnzmM118/hbaOPsTEqWvv7kOWOG+mk3Y5sI3UeLEbrS1BdPb2wzGYhf1v1iMHjeKtGhNnra7Q3CewMj8Ej3tA9RLp0IKi41xTxD3asjTpsjeWrRf4Y+iN6TCEaoSLqC7uQ48mE9ZZ6TGMAXdi6FYBnq0PLu6aV9qLPuFXB+iqF/NLg4iKbdPGHheIPRY5a2ePRb6xlB72uETscb6F7bFVe+AYA46/W1tbsW/fPhXINx7uHTWEOkpnE4kkiosKsGvPEtWjdsstmxDwecVtY9S2JLZdtwKVlQVDd2fBCxee+Pn7+OnT7+K9I+fVfp5JeTG3j+KAm1/crtTAAF7edxxdnSERk0PuoCvmUM9OtYgzLR5eSYPPchVqKBHQb9l6zPoFzwQVhCEutAojIvKlnHXouaAeUH97QpqFERF9oF7oUOkpiGh7Qz7twojophfkVyt7HDHssS56rJs9ph5E4vrYY6uACxbY+5abm6ucOM6FM4P8pmOU3kYiCaxcWq3mr3V2hHDdxkX45a/uwec/ez3uun0t7vnoRixaXopgMCIPGurDjdp50DEjMosuf/uFTqftSos1n09PgyrM+QBaLVtnGJGEHvPJCPLcE/XqFUZE5KtbGBHqsR5abBhlxqHqiXi1kTG51DGMiG56oas91sVJNu2xEQfO+mA9FxYHzg4jMjWwt+3w4cNqO63t27dj165daqutTB9ulAPH5asOZxaef+YI/vXfXsOb++pw9EgTVq2oxpJlZag/14E/+7NnsfeFE+Kwzf5QBPOSay9bn1FwPXKOOw63Qw+eyaNati5yprx1APWXeqyLTpBPFUZEeB57vbo1QRnrBB31Qjd7HNDUHmsVRsSllz22AtgDt3z5cixcuBDPPfccHn30UTW0mrmTzCgHTnXRyf/tbf1o7w7i3QPn8ezTh/Ff//Nj+PP/9Sy+/5234B7kujNrqA4nR5YVhuBSW7dYXzk4H4DbtuQG4moiqg4gn6X5EQS8jOFnfRlzEjXlq8v2OJQp9Zd6rIN8CfLp9ySVXuigx7RWDnEqykXGWfLXGtZrYii9cOqnF8oeC9868Kzsca5hj2k3dIBpj1n+9JCxA3ka2WMrIRqNIhaLqWFUbqk1YSBf+m5ujxOLl5XBI3+5bIDhOyhyFkcOkUbicXlg9DDmbILds2daCxBL6DEfgPH1mrpz0NHnV+c6gHzWd+Sp5fY6DPs6hV/Kl3LWQcbUW+ov9ViXYXXy2Rd1o749TxMZiw0bzEKdyJiLcXSoRpReJPXTC2WPNZmfRd1t7DLsMe2GDjDtMcufDnpBftuD+thjq4BDqNz/9MKFC+jo6FC7MrAHbsIhVO45euxEM04ca1GLDExnzfxrxVAdurROCXKqhykegcGzLjNERkB+9dEMvfSYMHRCD2fIhG4yJnTUC11ATvW1x7rphV72eLbB3rb29nbluG3atEk5cYlEYog6gmGPjGOrAwOD2LfvONq7+pX7ZnVwTH1Baa8aY9ehICZEphUFIRTncOhJD3VOCJ81RUHk+jjMYH2eKVfKl3KmvK0O6i3DRVCPdZkjQj6pD1x6T/3QAbRvtaU9l8whsSp01QvDHusxP8u2xzMP3eyxVcAeuPfee0/FfuNChosXL6prmbjkihHgQ49Oe7ZDevq5bJ19hNYHpdof8SAc0yPmEEE+dQsjQvlSzjpoMfVWhYsQPdaln5N8xhNOBEN6hRHp1jGMiGZ6YdhjPXpmtbbHmkwbIr+RuD722CrgilP2uL3zzjsqBtzq1atVOJFMaGN/xwKNRG/EMBg6QBkMMRZRjZatk+dg1CMOnB5OMuVK+VLOuhgM6i/1WA8tNspdPOVQeqGLjMllr1R8OkFHvbDt8cxi2B5L+dNBypSrigOnkT22AriR/bJly5TjtmHDBrWQgcF9M6G1A0fophTkVxdjYcLgWR9QvjrqhU6gPtgynnnYMp5ZkF/bHs8sdLTHswGGcTPnuZWXlysnbt68eWqnhuPHjw+vQuV9JrR34GzYsGHDhg0bNnQFQ7h5vV6EQiG1D+rBgwdV/DceTzzxBN588011XywGZGdnq3NCeweO+9np4tvTb+akTl0mJRPklDLWiWfySjnrwjH1lzLWCZQxedZHK/STsY56QX5tezxzIKeUsW2PP1ygA8dFCj6fTy1aYE+c3+8fPkhra2tDfr5PDadiqDdOaweOSrF6brs2QQ3jcKJ2Ti8qCvu1WZHDyH/LKztRlK1HIEYaN8qXcqa8rQ7qrd+TUnqsg3wJ8lko+rC8qlPph9VBh4KBfNfUtEOnQL5+t356oeyx8K2NPS4z7LEujrJpj1n+dNAL1nOVGtnj2QSdODpngUAAzc3NKgZcY2Oj2sy+q6sLBQUFqKmpkrI1YsGyau/9xuDZt19BVe9e1JZvwWt1C0Tkl8YbsSIYPfuO1Wfx5okK9CR88svapnkALmydfxF9EQ+OtZYKv5dOSrQaBqTQ7VlajzPNBWgI5gvP1g7GSH5XlLUj1x/H/vpq4Tc5RLEm2DotcMdw3bImPHu41vLyJVju5uYGsbiqGy+dmG95PaZVcMu/N6+px/OH5otGWL83QOmFK4Zty5vwjEZ6oezx8Ur0JK0f+Jv2+LoFFxEM62eP65oKcaEvz/J6QX5Xlrcjx2ddezwg1mFbbQOa+t7E+fahi9cQW7duVT1vfX19an4be9vYA8fhVC5c4DWzJ84Z70Xbwk/jbPnDqH3qxhEHrqxrL25atwonmkvhGrS+IhM0cqtqOnC2JV+tdLG6UWZrZNGcHhV5/2J3rpgP6xtl8rxCWnyMpt3V75df1jbKbElXF/bB606hrq1Aiqa1ZUxpsgd5QXkvjjaUWF6+BMsde2TnFIRxtLHY8jImHI5BLKvuxImLxRjQYJWkqRe1ohdHNNIL3ezx4rIeROMa2uPeALpC1u+0UPa4SOyxy7r2OJHlxLLyTrx26ggudl17/jIdOIJ/zYNg7xwXMbgSvWhf9NkMB+6dV+G88DJqSp3wZAZhNH+MVRotQEumHHA6aDqGMMPvG8Y0aamUXJT/nVKhXILJpElk0ieiEZNJdwJacsChhqBYCQ7jCtOcSZoKYzCYBadTCuMs8zIKJo1IozM2WUr0mHtIKmQ+O85zChPRiMnwMw0at6biMcyziRl6n8KV0OScesxNwM3fCjP1vkxMg3ZZvSAul+5Y14mrTRviQ9lj4Xeo3jEwRFOY4NnZoFG+ENs2bI9n+H2XYBo0yljZYzmmnCZB+lXiRcGkEZl0oaXETvCv05l+o2Ci5wiTPsM0nqYGnTjfnkIilc7UtcFYDpyJdAeOGMeBewXOxr3w+PPEKI9kQA00mOnJ5VFjr5rQiGGhTOG5a80LMSmawPyYJiakTcCPTRv6cZVoxIx8w6vw7adLy8zHZGlW4mW2acSk9GIimmBachsrzZmgaaij14JGXPG3nwLtsryY9LFoV8qLYErffiKayadgpr89r0fDfcbFWUCmA2fKhcOnzDt/u1wudc0R6x7bgfOIA1daWT2cPxs2bNiwYcOGjQ8r6BzRUeJCgbEC5V4LpDtwnP9GPqLR6PBuDBw6pSOXl5eHPHcSrbWfynDgDr6KrIaXMeigl8dMKF/VwCiPdQTq8iRpaX9G0QY51MVu4CGM95x5aao0Ql2eJM109IcbBpN8Lu3PzNMIIUyaRpgnM0wj1OVJPmf+uZq0IfK0aYS6nEZL+3N1aIQQZpxGmCc2bRjq8lWgpf2ZeRohhFE0Iu3ZMWlDF2ecNnyDQAiTphHmyQzTCHV5krS0Px8eGsGTqT43GRohhKtCI8yTq0Aj1OU0mvnHIRX+wCw5b0S6A0dnjXHgzH1P6cTFYjGEw2Hl1FUWeJHc8lWcLn0ozYE78Apymvfi+tWFasuk9MylY1hAgqtB87kHkUiJB5wxLcXE1XgfkU6f6Dmv8MPwKuQpEzPNCzHTNCKdbtNGcDVoRDr9w0Aj0umTpVmJF2I2aUQ63aaN4GrQiHS6lWhEOn2maVbihZhpGpFOnw6NU/T8buC1k93oDWfM6b0GSHfg6KzxnKDTRmeOf01Eu1uQe+vvo2HuZ1D75J4hB45hRHr2Yk3tUrx6KgeetJUizLSRUf5rimDkfIQ+NcTlqd3LQjjd7EVzrwsuSclIy0hb9YbJ6Uhf4NA1gdlDxt/GeZbqYlRn5u1mOups6DwtTUVJe578bFsUQkfQhdNtHpGBkZ4NGzZs2LBhwyoYruTTMP36mrH1ti8O4VTrKZxvnx0HjiFCOjo61Ib1PI9EIsjPz1e/586dq4L7njhxAv3tF4FtX0PPql9F7RO7Rxy4SnHgFlUtFgdu9HLqJFLymwH4GE3ZCB3oUL8NgZHulP/GEulEYCym3Uv7cZIOXNAjV+JyZMm7XEJLwq3+jrzPTJ/XGP89JTx65K64XOECdsMF5AAw+TUm/CVVPLvRaZI+IP8xTaf8m5DrBl0cuIX9hgPX7pUrtgNnw4YNGzZsWAn0BRh3gl4Kz51SV19Jbc1QJ9sX9eNiTx0aOmbHgWPw3paWFng8HnXOXrfrr78evb29KCoqUj1xTz/9NHqa65HY9CsIrf8N5cA5C5fv/mZ343nkRutRnF+M852G88L//F4v7rxzK46fqpdfMWzZtAplJYVobG0Q4Q2q4+47t6PhXDMSA0aAvpS4RAPKSUoO/aUDxm13eJ1ukuGO0TVbUBpHV8iFvmgCG9csweaNS3Hi9CksW7gAD39yDyrKi3DhYjNiiSjWrlmMe+/fibvuvA7dnX2YW1mChz55A1JRceicg7j//t1YsWIeWho7xXuNypvi2LJ+BdatW4RTdaexYnEtPi5plhTni1A6ceOeTbhh91pEQjG0dXYJl07UFMcRiTvQKTzRBaRy2Id92Id92Id92Me1O+igcTcPHvQVDIeNhwPl+QnUzklgfkkcJTlJuNyD6Imw22kkBfMZziQz0+Bf/jbvM7ql6LNkqbo/GO1Cb/jad9xws3q3243+/n7V48ZzLl7gooWSkhLU1dWpYdUzZ84gFurFQOUWJCq2ofDUt1V+xgSHGWOpCAJ+H5YtrpHMO5SD1NnTjhuu34xf/NI9KC8tRmFRLnZevwb5udmoLC/GDTvWY9e2dfj4AzfjI7fvxLqVC+H1AbfdtBX3fWwP8rIDIrARLzcRT6KirAS7b9qAOWWF8p5BOV+Hf/7W00q4q1cuUteOHj2H7z7yPJqb6aDFsGbdQvyfv/khVq1ZIM5cOZ5/4W20tXZjw4Yl4ryFUVVZihtuXIc5c5gmcMOetfjWPz6BVGoADz54B/x+L156+R3Fg2N8MdiwYcOGDRs2rhHoUBVkp7CwNI6lFVGsrori+qX92Dw/jOoCTvAH8gMplOQlUZCTgls8seJAEnes6cPS8phy6u5cG8SNy/uR7RlEaW4Ce+R8ZWUUc3KTWCL3FMo9fI+VwV64+vp6tY3Wiy++qKaJjUwRMzCBAyfOVTKFt/YfxcrVC7B53UpcaGiHzxMQR20OnnrmLdx262ZEwlEsE8cuJ+BHbm5AOVbXbVshXqQLS5bNxbwF5XjooZux5brl8rsat925RQQXM14icLmc6OoO4akn3kQoFJUrDrUSIxKLIy7OnQE6k2GsXbsQJ441oK2tR+4ZRCwaE4/VgXcPnkZqIImFi6tw8UKbpOBBR2cfnn7iLREC35WeZkK8W7l3URW2bFkJn5cz/q59t6kNGzZs2LBhYwQco6sVx23Xsn4U5SfRH3FiVU0UHucgKoqSqC5OYHllDH7vAKKJLDjEUZlXHMeaeVEcOBtQjt3mRWH0hp040ejFhoVhzMlPid9iOD/hhAO5/pSkH1KOHN9nRTC8CfdB9Xq92LNnD6677jrlw2Riwq4nN7w4e/6C6iXbtnMlDhw4jLy8XOUUXWy8CJ/foxw1eobJ1IA4RZXweFx4793TOHXyAva9dhih/igKiwpw7Eg9nn32LZw90wynGqA0QEZjcRFkIiXMutU1psm5ag75Ok4HOzpj8mHysXTpXLx98KjqPaPjR1+d716zthYtLZ146fl3sX7DEnHHYojFwqq3LT3NQaaZJR9QHM0XnzuI7/3bs9h1wxpFv5JJkDZs2LBhw4aNKwPdqf6oA30xJ5xZg8ohO9XkRXO3G8cu+KRO516hRl3tFO+FThmHRj2uQXT0u1QECZ539zvR2eeEzz2A9j4X6prFV5HrPi8UvT/mUO+xpvsmjmwyiTVr1mD79u04f/68GkY1Q4ukY/QcuDxjDhwnBZqgz5eKDcDpcuDwsROIRhNYvLgGN+zeiP1vHheBuHH40Dls37EKxcV56OoMytEn93FRguE41Z2+iIKiHMytLsOZ043o7A7KG5xYUBJHpwi9T4SZL04Vh2NPnjyLgYQT99y7UzIxgP3vfIDt29YjHIqjtKwA739wWj5iEoX5ebjr7p04fuQCOnq6cc9Hd6O6phQvvPQWli1ZKB63HzHhlWmeOnVWMuLCPfdcr3rfXnn1LSxfsRDX71qHfa8eRksb58C5MLcojrDwwjlwdA9t2LBhw4YNG9cGdFH6406ca/OgL+IUB25AbY2YSGaprfvosLHXjY4ar8XlCMcdaOp2YduSkJrD3trrlnuheuGKclLq+fllcRWFIiT1e2uXC8ca/eiLciEju3WsNweOwXy5EpWLF8rLy1VP3NmzZ5GM9CGVNgdu1CrUxdWL8crJ3FFhREywp0z1tEl2fS4PcnL84jj1wp3lQnwwgYLsHPSHIiIKCpl+rSEI1cM2kECuPyAesAtdfUG1GpRhO/Ys68cpFUaEV9jFabwjIe8oLciXDEUQTvbjy1+6D0/97E20dnTBMehQQ558T1GhOIziDCbkv8KcfAzKV+sJt+G+j96OpqYOvPXOYXizfJKmsaSihGkKj+FEGDmebPgDXiMPih9jJQpXoZ5q89phRGzYsGHDho1ZgjFHbRAu+UPni+AV458RkMYwvHk+TpNyICG/05+hN5MrtGg8C1Hu6y2/0zupWPfvWNyPC93WWoVaVVWFsrIyde3gwYOKHuq4iPjGkVWoEw6hmmBWB8QJItg3FU8m0dkTVOe8TgeoL2QEm+OCA17jnqo8UgMGPRyJoqevX52PB/MdbkmX6fM9bvjx799/GZ2dQUnc+HLmooOO7l71l1Hb+vpD6JdMu5GLF557B4cPnZVzcUVVmgwlMpRmIilXvfIxE+jq6ZuQHxs2bNiwYcPGtQedLI6EsTeNPojyQ4Z+px+8zvv6og5wL3rzGYJ/6C2QlhzIkvqeaQ4RLQx2ZLEnLjc3Vw2hZmdnD3WMjcYoB87ItLHkNv0wl++av7kilWIyaMZ1ioXnYx0m3XyGB9/D97F7k+mnp2XQKWY+n4UecQ7j4gjyt0nnvbwnPX2Th2A0hrA4aDwfK03j/pE8GDSDH2OeoHHNPuzDPuzDPuzDPmbvMPyPiQ/ex7lw5nnm33Ra5mHW/VYC57vNmzcPp06dUjs0rFu3Tm1ob/YqmhgeQi3v3ov1i2px4JxfeakzDQ6h7lwcwplWD1qD7Aeb3jsTKQdcTn6aKwO7UbcsCKmJj2c6ZmYIlTwmBjhxUlzNoYmYVgd5jouMya8jbd9aK4ONAhZYt4NOv/VBHpMiY7fosS7gfBTK2SM866EVhq3QScY66gVthcvJ5rH1tULZY+E3S+yabY9nDla3xwnhbcO8KI43n8OFzmtf1sYaQuV8uLVr16KgoGB4U/vnnnsOfW0XRgXyHXbgSjv24o7NS3CxK08K37XJhEuUkBXBdL1fKkV1cR/ae/2IJ6982QELBT1c8jQT4B4SZXkhZZQ7Qz7VH2h1sIVSVdiPvrAH/TGP/LI2z3Tli7KjyqlvDWarPlmrw+MaQGl+GBc7cy0vX4LlLtsbR34gjovdOVroMSu7yqJ+NHblSBmfmfJ9tUHnuLRAL72gPW7rCSjHyOqgPS7PDyGRdKBL7LEOTqdpj4Nij0Ma2GPyW2xxe0w9mFvUh+ePnEZzz+w6cBw25XApQ4ZwIcOyZcvU+YEDB9Q+qX1tDaPmwI3aC3Vh5Ra8enqBCJlbUM0saEIpKv7lMR01pOBvW3kO+0+VozdxZQXwavBzOXCTr83zGtEfceN4W6nImVMvrQ1ulHbD4gacbc3HhWCeJQtgOsjv8jntyPEncOB8lfwyYwlaE3Q4890xbF7SjOePsuxZW74Ey111bh8WVfZg78ka4dnaesyyzFGFPavO46Uj81TsJ5ZxK0PphSuGrUub8XNt9MKFr678AK6THvxFcoXwPPP1yJWA/G6Z3yiN06tvj836JH1siHsF0Mm9Epj2+ExLAS725VpeL8jvirJ2ZPusa49TYh221TagKfgmzncMXbyGyHTgcnJysGHDBrXylMOnK1asUCtQf/SjHyHS1Tx2DxxXoS6t3oRXTs6Dz+IFzwT3MLttXT3ePlWG3rD1W1ARKcI7FtGB8+BQY4nI2foOXESK3C0rxIFryUdDV54yQlZGTPhdXdUhDlwc++qq4NfBgQvElQP33PvzLS9fguVubqHhwD13tEZkbH0Hjr39e9Y24KUPatSQjhYOnOjwFjpwmugFl5B9Y91BFJ/MwlcjGxGAEUrKqqA93rmYDpwHh8Uee6+iHlPnfPLNaONZXniFS/iutMfMtMdnmgtwoXv0vuVWRFT4XVvdIQ6cde1xVL7LjsUXcb57Pxpm2YEzh1B7enqUM7dlyxZ17dVXX1X7ova3X5j6KlSrgg7b6cZCxOKuKy4Y1wJuKWwXO3LVkC/PdQD5ZO9bMOy1vINM0KBRvpSzDjKm3sbiTqXHOugwQT0ISiOETr0eMhaHaDALp0TGHD61uvNGKL1IGHqhQ7kjyPPJxiL0Jxg8XRN73G7Y46vtCNFxWY4+PIyLuAHtuBVtymGcDtIlOWyPpfzpoBfkt61HH3s82+DqUw6dLl++HJ/4xCfU8CmdN4YVGSuQr/YO3Jn2fMSS3B7f+qACN/XkoKOfBkMPo8yhp/OdeQhG9TAYlCvlSznrYDCot7GkA2dFj9OHW6wM6kGf6EO96MW1WPB0NcC5rWfaCtRfHWDqBe2bLg4cXQ3DHutRrdA+NM6gPeY3pCTMYzoYWSlpwLTHLH+2Pf7wgQ4cHbWlS5eqxQvshbvllltUTxx/Z9ovrR04Qh/jZrSkyC+Loy5cp/OsA8ivYTgZkVAf0ND9Ks4oI6eDI8feFt1krJOtMKEbzzrxS07J70zZY6aZfkwV7MXbjG48gEY1zEcwHYPn6aR47UEudbTHswU6b4z39tRTT+F73/seXnjhBTz66KN47bXXVBiRzFBwWjtwrOgWlvXA604plbY6OBeisrAfJbmRoXkR1gf5nF8SRK4/poVjwQn2lC/lrIOMqbce0d9FoseLEdJCK6gHub4E5pcGNZGxGLqsQSVjhozQoSKhXnhdKWXfdOmZJc/KHgvfRrVtbVB3uTKZ9oJ2YzZBh4zz2xLChyk5fvcSxDEP4WEdGLbHUv500AvyW5qnjz22CrilFuH3+9XBYdWxoLVEqfQt3dlIJo3YalYHwy109fnUpFkdVpUR5LOtN4BI7Mon4F4LMAQO5Us56xDegjKl/rZ0c8q3HhW1qmziLhUuQgc9plQ5B65ZbIVOc+AYboj2TYdyR5BPZY9VCBFN7HHQsMfXKnTWeEjAha3oQq004ujEmeCKacYoNTFsjzWZ901+gyF97LFVQIetpqYGu3fvVpvac1XqWE6c5g4c0B/3ICVGWQewGzmSdCGW0mPOHkEFCSXcQwGIrQ/ySPlSzroM51B/qce66AT5TIo+UC90MiCUsU7QTS8I3exxVOxEOOUaNc/sWoFvpHNGhy0u7s3NaMMKBEc5bJkw7THLnw5SJo+62WMrgEOpq1evxunTp3Hx4kUsWbJEzYf7UM2BY16KAlEVIkAH0Ejk+eIIePTo/ibIc6E/Cq8rqUXx4zAO5Us5z4ZRng6ov9RjXcwb+fS4UkovdJExuSwKRIwfmkA3vSB0s8eMT1buiaBQ3KhrPQ2Hc9xuEadtFxi7QpwcOYxhRvZbkZdL+THtMcufDlJmPnSzx1YAV5/ScVu8eDE2btyI7u5utRtDJjR34LKQnx2DU5Mtk6jM2d4EfB49Ch/BgYVcf1ztFnCtDdx0QH4pX8pZByeZesAdQKjHOsiXIJ8eZwq5gbiStxYQ0VLGY+wHbUnoqBcUsmGPDetGrsPijLDitmIOaB8cvgHc6mnFg2gSB8pYKHCtwHl3CxFSc9wMaWWJG5klTl0z8uVsrFWbw/ZYyp8OekFN8Gtkj62GsrIy5bxxMYOxwGGIMAStHTh2yZ7TLIxIc282uvr1mQ/AZesM4KvLsnU1r0XkSznrsGydesuwC9RjXYYYyGdfzIMGzcKInGvXL4zIdPSCWh+Tp669TTTtsVGt0Bm5Dl2qd4tzuawG2of2nhx0i71wizs1G+BwafqQqeHAtWKBOHW/hjr1HQ1tMDBsj6X86WKPOzSyx1YBnTXuvsDVp+yFu/POO1UYkcxPrrUDR+gywZcgp9YzYxPD4JltPX3kTFDOOnFsypf/WrGyy4SpEzrKWCdMlWfezR0A2LMzG0NW6fxyXtcncBFViCjHxGowODV02Cq9Q+QiBC5QwNCw7mjwt1n2dAHzwkMfjmcfXLBQXFyMhQsX4vjx4zh06JCxMjVDTbV24Fjo7DAiMwvyyWXreX4Ol1lfxjqGEaH+LizrVRUuW9gcPrGysaMe2GFEZhZKL6YRRoTfowwx/ArOInqNvw15zgwjwnld0x1C5XcKizMzFkgzj+lCycoiYUQywXyN1ZAz7bEdRuTDC8aB436oubm5qK+vR11dHbq6utT1TGgtUXYht3TlIKFNGJEBtZw6qGEYkXCMKw6tL2OGA6B8jWXrOgyhDir9benKVr0U7Dlh5Xut5+NMBdQDO4zIzELpBcOIiH2barnj3bPV+6bs8VUII8KnPaJbt6LVuCBgjlhGOOTIN/D3leRS2eOgYY9nO4zIZMFQQy1DYUT0GEIdQO9wGBF9hlBNX8khf/2ea+cmcScG9rSVl5erhQy1tbXYtm2bWpHK3xOuQh0YyBIRG8ua0737dGPAVpaVaMGERxllIp3GZ8Z7brZoFDaXU0dSRhc5MZnnTMwGjb/CCRfiA5zNMPnnTFyONlGa06HxelTkSznz6ky/72rQ6FwY+0cac0ZYcZlVU2ZlbDxnYLZopDKMQZ+UPRNXkiZ/m5hJGkNcTOc54mrRKIfJ0pKDDqUXvGMqz6W/f6rPmRhNu7QMj0cjv9RnA+OX/bHSNEEae8S4EfyDuKh6olgi+LcCMVTK8ZBcX4defBn1KJAay+Bpau/jr4TYiXhGWKep8DkdGq9PhWb8cqhVq8zzQMIh9nh0HT3VNE3MNI3/sr4zwojMLi9EOo1gr+CAyDUlvg+dI5czC7evzUeez6kct+sW52DPylzMK7k2IYjYy5ZMJnHu3DmcOHECzz77LJ5++mkVQoQ7MWRi2IET5w4FOTHMK+5FbWkvcn3GkBkLKpeGOxyD6rffbSwJvhyNULSsIZonMZzmZWnZk6P53EnUFAUhsh+mcYiENC5dznzOpGULLecSmvGxFc07DZqXtJFu7bFoNEqUT3VBn5Idabx+yXNj0HiNNGIyNHPVD3mYPC1+CY3n5Lk4O6K+xZjPCZ2yMWiDo2j8BmbYlLFoZpr8pleDxvyV5ESQI3QincZ8UEeHnxMdNL/DKJro86W05Lg06iHPufqucLI0/wgtPVwEDUyOPwFPGu3S51Lj0GJq+OpyNLdzQGhc3TgRzTB8+WPQyKPbmcJ8sRW8Ntnn0mlc1WzSCi5D47miyXk6jb/HonnGoRnhF4Qm7zBpTJ/3q+dIS3uONL5nmDb0HHmdLI0ySKdRDpOhMc1i0V0zVMv4z+ESGr8nzwnSqAuZNOM5I+QHf1OnzGkSl9KSo2jU1VE00XOeE8WBiKKx6qYOmzTzOZaDzOcyaSxrpNFe9sOlyjBpMaloubXUHWhW8/yypfotF7eG29BRRlOtf4iAXKN9ovxN8H3jPncZ2kT1D4ZoZv1juDcmzSiLY9Ux/VlO3CR53uLpxC96zmKeLySVeUrp2XAdo54z7Jf53DBNrl9Ck7+Xo/F6Jo3IpJGaSTPrEX7b6sK+4e+ZTptM/TOKJnkci0Y5T442UlcQ5K0iP4QFpd0oyo0ikcpSjlpxjkvuF1qBWxz8QTz9Xi9WVPnVM9cK8XgcsVhM/aVDxx65CYdQU5IbLk+eW9yH6pI+FR+HmSbyAnE4lfIBXi4JzqAZCj2aRuEo2nCBnRqNvCqapBkY+qhEOo1zh6oL++EX1eDvfMWLQePS5YDXqASJdJrPk7yEZhY8n1y/hCZc8bd/IppKc4TPdFpAaH6h0cgwn2UFxrJx8znSeM58MX9yOkRLqEOlOUQz885n+OwomqRq0vhOnpMHleYQjTyaz11KE17SaMwDvwefKciWCnnIcaCsSEt/jjLlOWWcSeO3GJtmhFTh+XDeJ6CRF/5mITedGOpQOo15J6/8VgRDXQw/J7KnjlJXzeeITBp1fTQtLjTmL51mfL9sKTNeqXDS02RlQFrORDSmqfIgaSqa6cRA0QwHjrSBS54zY0A5pdIeTZM8SJpj0XKVUzhEG/W+IZqZ5hCN71ZpKpoRpsekUY95XlEkFYm8hzT+HXnOkLt76DnSjK3YRmhGGASTxgrLMKjquSEanRLSeK5ocj4ZmplmOo3vozySTiA7YMwxNGlmHvj8pWmm0ZQ8h/KQ9lx6SJVMGmUwmiYOVRqNOkI5mzTK1UyTITkof8p7FE2+1chz4oCL3EkjHO5BuPxMjSBthBfqBr81n+G3J416Mpym6NYo2lB4pvFofAt1yuTFfJ/BCx04sesZNMPmk5fkMM1Mc5gmZS0wVB8MpynljmAvHEeIjF4545wUHlOtfwjaiZGwTsZWVqSZdlaFJBrmZcjOptHSbb563zDt0vqApyM02qeR5wznDlL/mPWWAT5nTK3oxwJvCEkPeTbKJL87c8M0jbpp9PuGafK+4TpmiGY6k2bdNJpm8Jle/zDPKk2TJs9Mpv4hWN9RhtRj8jjZ+ucSmpILebmUxnp7XNpQmun1D0G9K8kLo6YkqK47JHP17XGca2d5kudFKXgQSfNkhsEhVDpqHDblylMeH/3oRxEIBIxVqEP3mMiqvfcbg2fffgVVPXtRW7EFr9UtkGyJgoi42bLhrUlRao5f09vjR2DG6aPOJI3n/PwGTYyy/JtJ4wTXlQjiLmmd/CmWqmXKJs2cADrWc7NHG5BzBmsU51Pl7GqkOfM0cso7OLzH42q+j3/HS3MyNBo6tuzSaTyjWefBYQc6+AbNmCs59nNXn8bKgDxcjmZM+c7CN3EMj6NSBff8pmh2NljBjf0cD8plNmgsZ+SLPSJedR9pHPYyyvClz02ORlCe06VRlpm8mDQ+IyZabVd0ArlKL3hv+nPkjsdYaU6GRrlQRldG4xWj8mEeeE46ZZZO4/3khL/5L2m8zpWL7KXagU78Z6ySpwaHbQ3pPMZ731Rppu02aYz5thk9uFPs8Tfl3cSf4DB+jCocQp5QWWYntvl0VnidelYiX+n3cBK/gTVyB+XlwMfQhGK1vnUQZ6WE7EYH/gHz0Sq5ZLqZaV7ufWHh/F40qp68l9TyD6ABATV8y7xPZL+MNMemcSUpdW2nfIcGsUDM+w8wVzgeCakirjy+LLnoFR5+KC7a13EE7yMf2+W5FzFHzf97RaTA7bWYhzqV33b8k+SXfZC8Zr5vIj5nm0Y7QRoP3pdOu9a8mDQT1KSkeDvX1Tague9NnG8Hdq/IwwcNIRQEXCjNdePguRBuWZ2HZz/oHXrq6mLr1q3KQevo6FC9bkVFRSgoKFCOHIP3cu4bFzF0dnait+UCsrb/OnpX/xpqn9gtuRkCM8eWGts2fjlYQHiNMIXB3zQILBQzTSNGaKN5IfibxYfd6MaqvRHjShqfGe+52aPRIA8qY3cpzYA1+DRg0videM5vcbXSNGkTpTkZmskbYdKM92UpvfgNMXsstLzDMObjPXf1aTyfDI0wqoIRGkHjM95zBAsv22R0TIh02kTPXSnN+AU1V8/km3/Hf25yNOJKaLxGjPcc7/gMLqjKesSwjzzHe8ZLczI049eV0gyYNN5LeiaN51WSj1L19Y3fjBm2HH24XxySVqngt4rz8HFcVI6C+dzl3jcVGn9n0shvn1i4m9GCXdIQ4SrU9OeoqVH5l/LPTJOpVgo1X6h0bKrlad5bLDmoFVeLpY25NfnKBHnJrEfS+cykpaNfqHeKc0j5mRTeS5ka9sSA+Rx/82w8GuWQTjNsvtF4pzMxIhXjHffgPGokv3QKx0uT13kwT0x/LNpEz80WjXk3vsPoTgBitvg0wY4qaqPqaR+6qTuUVOdN3dKcyBpUc+IONVD/Zg500jwej3Lg+vr60NbWplagmqtQ6dxFo2K3xODn5eVJ5gxmhx04HUGFWFDWA6ebH2W8Ym0d0JHQMYzIPA3DiFSInOn+LBbTbBZeK4I6zKEthhEx5Ut+fSL5XDnYy2w6cplgy/ZWqSQ3oVtVAtcK5JNhDGpKg+IiW1+PKU8a4gXlPYhkOYb6VqwNpReu8cOIcObXR9GstmFib6IJ6gp/s1e3RNwdOkHXqtySZ/LrcA2gTLiYI1ppOsomqLN70K4C/PI8HczT3eL47ZQ8sS8sILlgr94KcaruE+dqHXqwRZ7jtasB2jYzjAhdS8rN5Jcyo9P3WTTI1REHwATvYm/nZBGW1O5UMfGi8tRomfCdcxGS/HK7wom/lWmP7TAiM4cPzofRE0ohlhjA/rqQ6nmjM3ctkJ+fj/b2duXAcciU8eDo3PX396sdGaqqiuHz+aSwfQgcOLZCmofCiBhm2tpgC7DTDiMyo2BfG+VLOfP8Wjo20wF1mPrb3JWtzgn2YHD4hBHZORzGlXeZRp+gQVyDoBpiuZbGkXrAMAbtPYFLWrRWBCXHlerNnTnqr/WrvSG9SFEvxg8jwgp8PGeUV+kYmL2zMw2zOiG/KeGb+sj3K9nLkRJLQvD6StFwNqzG0lnmiQf55l8+z78heX6h6PoiOZtqmWYabGgwTR4mX7RtXUH/uGFEGJNxFzoveRv5Ye/zb+K0pHGpczcW+F46n4VyZjqJJvjLzO/lYNpj3cKI0B7rUudlInUN57+xF84MIUJHjj1vvb294M4MDClSUlIi/IzsGnLtrP4MITRq2bq1QWFHx1i2bmWQZ8o4MaCHqihjKPKlnDM5phNkxd4X6i9lbHJGc8FhB/Ym0pFjLworIPLOyis9BxxiovG/mpiMnPoGPHg40SgOZK/qudABUZGxTjD1YjyMVCuzW5Xz3XRkVqAHYeE3lWaPSeOQ4SqhmVepw5k6azgv4+sxqXyGx8SaeSnoMFVKGeKeo2zspPcMJpKeMeyxQw3l/irOiPtmhJ4ZC5xbO1kw/SsJamyCz1InGMZHB5Df8eyxjUthOnHV1dXKYeNODObB3rkBOm9pCqm9TBnewli2bn2w8HI5tRlWQweQZ4Yy8LnYvW99cAiC8jWWrRvGks6PaIkalsmTX2z5Wykv1F/qcTpP1A/+ptE3KpsszJcK6LO4MKMOE9/LeVV58tbxdJR8uVwDWBroVYsYdNALIl9kzByR38s5qFbAWHqRCX6jYtEII3bgeDD7dmcm7yxPfP8v4hxKssNq5Wf6+6gjXxGa4e6MxMA0wXs4fFgo+cjsnZoM+DzlQOeO5WUktwY4VLsF3Wro9nZpELHXOiZNpGKxBV/ynYJTrUJNf6/Rw0YnziyHY8lsNnSI/NAec3h9dC6tCfLLMB6mPbZxedCJ49Ape90Y+40He+R4ZEJrB46Fjkv2zWXrVldoKrMKj+HWo/ARVBmGMjBCQoxdAK2UF/JL+ZpLztnaX4I+bBUDzvk1O9Cl7rOK4lN21F+Gd5ho/gtpDFi6Gtxya+a45zwkTnzfjs5xHUXy4nKm4POlVOWtAxj+QIUXkL+UMntPrFwGR/SCoUvG1ws6LF/BWTW3aiytZjrcqJ29YATv4NwyOjvsvR0/5cmDslTD6sIL+aUDlw7+CgoX8+SOnVIGM+ew8TkOq34G5+XfsbfOmgjME4c7V8lb6KTFx0iDjqE5jMpzTl6n07jN16nmUKdXjaQRvJdg72J6b9vo3F1bUBeUPZbyN5FeWAWUVWa4FRuTAx058xgPeljfcUCXrb4jH3E1B85wkKwMDou19GajK8T5ALNpBiYPGsYLXbnoi3KeyKU884qVWlaUK+Xb2JsjZnxAGeH5CKkVeawo6NB9FXWqN26seWXXGuQgJvpb35E3pnzTQTlfi+FK8jSRZMhnNOZBg+iFsbrOKHuZw7tWAm3ghfZ8JAfpCMfxH3FaOTBWLYWmXpzpKDAuTICJmq4MUfEJNGAjekT/3aiQXP+yOHxcicueqCtdhMKe7V+V9LhKlM68aY8z9YBljT1aO9SiC/OdJudGT/l0dIfpsiyz94+rOLdJAy1xmTJCB+7XxAZwPlpdTx660+yxSWNPPcsbdXqpuJXsQTS3t+P1y+kN18nPBDiPTNljKX/W1d4RUK4d/T5V75m2wsbVg9YOHMGixEnfN0rL7ma0iXGYegvuWoHFbbqGarZBxyGTbxoyrnSjATdbq1YAje6v4Iya60IeWUmZjg8dDfZkWcWBpkzJG03bxHphUA2uJ66gmMfpDEWZ4DsuL53RYV7Ym7FYHGXTSZ7+22cSBrd0F1hB/5robY7wbdWGH8N/3IMm3KCcnvHt2khPzKX5YL8R88hYcMw9e+I4pLleHDrOr4zDo3SF3838lpQHy81kwCANlCUbenx+PNeGqZnv4Tl74T6DeixBP/6DOEd8arrfgZyzTFPvjHLOgLwTzzXj/bRYvCfzPtLMa+SLeWNoE57zO/wH4XuB5CDd5lFe5N+U4wLJ11ggjQs6jLxObz4cy93lXUjrwJSxPhzrg2nVulQ+fozpFjiCBfhKPyjVeBGXrbsHUCrFl63KASluLEzT52zmwBYql1MXaxRGhPNH1pZ24Jf9dco4pn8znnOuCDdgvxJduJqgXAtzo7i+sFW4HdtosCKZqv7yTursRM+Y5WIqYCX9KfcF3FzWpIz/eMiVSoVpc/jrPjSoysqYT2RW3wZvvIdBSI3YiJfCyPfYmAzvfBf5dPhSWFDaq+TN3VurRTs+I3xxiJfDWJkhImYTzJcZRoR/+ZvVNx1OSmysxslsQ31V1yB2lbWgSFyFy+kq80EdyQSfMp0L4y7jN/PfIa7cHjQrJ4rD5tlC4fekjjGEjalPY72b18kjdZE2gGnyoD2ezPwslkH2jPM9tB9XAr7LbLBw66094vRyODWkOBtbbryfMqgqMuxx+rQEMy0T6ekzPTpvjD9q5pFyoJNM55gx+LhQgr2c6Q0cgvfRef64yIxllGmMDMxODvw+80rtMCI2DExLoqzGqTrTdcFYgXAyqV/OppeCAZqXpi4pOkljhR7nT1wn6Y4Vf4i/WPHwvtkCq9jOPmPZutHnYn1Qxv3dPmyIBdXXylQYfj/DmbAGKFfKt7EvW7iaWMZT0V+2yW8T3WIlOZ7hNMuFqWeUC5+bqHeSero+2YtUF9v5l4I54FDwr+O0+ssqaTO61HDReqmCOYTF9LejTTlt/M3hsi/ivJxfuoKR/I3nWpGWmTMOd6WXJb5rtVSOy+P9ONfD6PqDal4Th0dYebIy5u4oyStsSPE5yvFqVFJMgeFDmobCiJhgaIoC4fRGkZ2VepAJlrvBVBbOd+VeVgak04Ggjkx0r+GOjYD6uVZ0pVzOuGsAnQv2Td8gDvgD4oiwccHUxisnvModH7hOk+d0WGiPGf5kYo6Nb0KZm+XkaoH6ypXRHCreKd+VTtJ4vFC7OiYIIzIeyG+6nKOi64zJt0fex5h1RSJFs8c/HZQRS/kWkTnLyBdwTo0eTQXkubVbxzAi3I1CjzpPJ0y55NCo/pK0LjgvgMusqUJTUSPey0LLwIycGDqWok8F0YS0e4aMMtO6UyoTM9I6C5nRUW5UlGulYLOSu5xBnCr4jsk4hryD80MmY+AI8jy++bk2oNGPJJ1oGfCp+SWfxIUxHQOrgNJKinzHmodjgt+K81++hjqlz6xIzHt5Th1V6ci/Jo3fmDrL1Zkjc3hGQMfpF1CvWv7LpGww/WXi0nDeD/cxZEDezMrK+LZZCA860Z8WRmQsmFv7kLcekf8iSZOOB3sFyePdUoEYgUVdcsVw9DLBvNK5+xwa5DlO1R55I2mMOcfeAU44NyguVSFxmNzsMWcFz+G3TQPd6Ex41X3cishcjUpeWCnVSirc8oh5ZHljvifKXyb4HAO3TneI0+SF4NM8j2XImO9g3u4R2Zl2wgTvnw7fVxO0a7RvxvsnjhNGCnVkPLCH6dfEwaP9M787/6XNpBz4zSpEC74iNp2yoD58UhoBdIbYm8SesvTnKBf+5n2UNaHSS7PHswEzT+SLThXn5nGRx1j1DO+drD026Px3dKPE+CbG9nIscywn6eUqE5QVGw7khvebspssmHJM7HFqYPx3WAnkkvKdyB7bmD4urYkEFPR4isg+BkbZpvNFR2m6YGudSl8lRW08v5xvpyFl4TM5MXmi4nN3tfQCYPJNg8R1VxwKYEvMMMROfF4qJyOmluEYmcZnKhUE35/+Tj5LeZhDDhOBdL6TBtLI0/jFl/dy6GQywyczD1bCHMZLqt5NbuLCPJAvMwekX0s++SZ+Q37vS996eT6oOXR46NTfL46Z6WBRP9hK5l6G6xWtUc69coWOiUtVgL8gFZtZwZtguaBsqHN0kNgTda+ku0mcEO5t+DGpTJaK1lMHqfeUH79tnhzMx+WQXhZ5ZlayPOfB8sTehk9Jq94Y1iQM5878TswDHSI6l/nq3UZjht+OG7yRZjpdrKDvwUVprJ1TQVfJN500M006sabxoKzSNZnbEj0oz3JojuEaKNMvyPNjVaLjgeWVvYgsv5ny4a+JKkpeZ8nme8mXEeG/GRvkO/A5E3ya97JC5S/ea5ZPvpe26QvCA5+5lrpNGPLkOwfl/Q48pGQRUd9lPIwnD4Lp0V5P1JtGvactYzq0kSVD+mzaeX4TvoHy/IR83xXipE/lm15LkE/qJfPLPI2d68mDOsiymjtUPgimSfkwjAvL3FR0hM9OX6cmqjls/L+EUdaA6sQtRaj494rBMyeBZ8KsvPmXoDJNVaFYCGgYvjpO64jph8SksBV+PTqU8TALDEFjc7cYEa9jdKuTFSlptwv/y8XAcIIsoyQxqzR+TJetUQZ1vAOtct3YWN6sEC5XpPh+5trML7vPP40LqvdirHyY99FBYOV/t6MZK7KCalNiVm7EWLKjkbxL+OORPoGZcjMr7smAaadXWpNBOj+Up8shWpHFTdezxKVxYyvaVC8T5WzKgufsATAGEY13UtbpaZHCyn+8Soj3mgfB+/lOppWZX1YwrKAZGsTUDRP+rKSKoZV+LROkMV3qOB0UvoHv+urQ4gcOC/Ev37EZneJ8BZXc6cSwV4IuktmDzDwRZrkweyf4l9+L5YnyosPGOWLGzJwstQ3W7cJ/UOiU8ZWA+WG6HBLjN+A7N4mOcbiT0uFBPSdfHPRir9lOcWiicpU6zW1+mA+zcuLfZZIW88l8Mc/sTbxJypVy3kQfxuOZKZgy4DvpKPJ5Tt4e79unw/xu/K5MgzszE0yX72be2Btq9AwaW40xXfLPwydy4ER09rDy/pRoJ53JGkdY6U0m+D5jRwl+k1Y1h4mrDvn9Gd6CHBuLAC59djKYSA/HgsEPZxaKxESPyfMqkR8bUMyb8Y0mbwNM8DtOxAtppk1n2qZTQr3nfqTcSJ6yZ+OYQ4CUv6kvJqgT05PSzCA9T2OB8nWKLl8ObLyZu6OYoU6onxyJ+pwaCr12i+dMe6wLKF8j1JeNq41Rmk1jx4pqrhTZnWLm2VI3N0IeD/wsNLIstizMLCw8zArM/EuaWdGlw6jiRz/HtGj014lTxC5w7vXIKaKk/RZOKWeB99wiFeDWJc0IpE3oZGqks3Lk21jIFkjxqlG9Aeb7jUjb68QoMo3d4iCuk3yzR4atcb7HrMxYQZsGgM//R6kUWBGPVHbsGjZN+0h+TZhy2Sby5HybL1Wfxg1zWlTvDvNEOg9TvfkNjGox3QwadKbLIKscyjQrLvKR+U4T5J2pcBUb0zR5Np8zZUaY6fNv+vWEvGdNbRtK8oyFFxwq3CTvp2PDoXT22HDIjXHDPjU0vMr06XTTweE5+SMvNP40eByWS3e6+D7z3ZSkKRN+C6bP2G2Z+Y0LjeED+O1YwfM5voMNkP8z5yBWVTOO2cRDvcwl02yT6vlBNCidpyHm92UoATp4HK6kA8dhUL6bPNIB4jfgPKElwiXLS0ZRGgW+h/kj35QVdZqbdbPXjHxni/5uFj029Wy6IG+sbAn+XS/lhrx9CfXKgWT4FObXBM/XSW4oR67gTqcZPI/0PJlyYcOD37EkT8rPwjZ1z1gwv+3XcFo5ll2Sb5ZBOkRGuiMyMb+pWdaM0kQdMJzSbeobG07pWpEgdW+X4juqbAMbghy6ppPGnjPqJcs302N8tGVyT7/DhY1LW8esSPqFN+aL0y+YPucX8n3MO3WDQ9UPivNi9M2O5pv30cEy83ApbcR2mPJNT4N/TZjX+B7m55e9dVi6pFOuOZT+09H+unxDfi/uekBbcS1AvukQs0xT9gvFdrFc8PqIxtBWZGEL7bGK+WV9sG5bPrcLNXOC8r0u38g1tHJ2wRh3a5U9Nnr9rA6W9XllQSyr5t63187JvRK4nLP9lSePYQ1goMs+MVY3i2HcKgW0S9p6bAcuF7PJReI8ODGZ7pGxK6bRElsmZuR3cAafFQOXJ1erRMXmylEgRXipFPZcubZE7imW3wvkb0zewbTMNHgUSkp8rkaofI69AkVy7dOSZp/w0SGm6yGpLNcILx4pQivlb7ZwEpb7st3SUh2kIaGz4pTU6JhwYjcHqlzCgUcq5m6VJ1bofP5XpMXEVjkNZY5wwHw+JO8iD4vlrny5Nl94KZG71gsHzA/55jPkdY5I4lelwmfeuE8lr/NdC4UjXlshf9mHExa+PzvE98NoFodG4GTvhUOqi2w1zLRGqo+vSFrMD3mmzBbJ058TZ6hf3smDGyrz+i/KtYXC373SCqQ858ib+Zty5zv5PczvxPcvlWuU52ckbwUqT1Ex/klxAo3nAkPv5DMcbFgoT22U/FLu5J3y/WWp/KtdcXioIHKPU+TL0AN8rljS4UAar/mUaXOqntu1kt8HVE9GVGTdoN6zTnJSKe/eIhXTBnnHJ+Q+yjosT5I+T7i4Sb7TLqkaPim0JUNyqJE3PSAVa9FQfpkm87tYnqTM6SbeKP/eLBpbI2lQjuVZceQ52dvkkv+o4uSbXNJIGzpCvTNp1Bt+N+aB58wT88Z+K/7H/KbrrJlfprdNeP5t0f9d8n7qGnUpPX1TL/kMaQYXDtEjBg+lQXPCPehQejzec+Y1/qX+8tzIkyH9sfLEv+TbiDhPDTXyZD7Hv+yZfljpBufuMOXRafKcV4330gFxq+/O+1jm8lxGHky58J3pfDO/fCd/8zl++01D3365SIv6xm9JXaQ81gmNZe5ucZjYO0h50gp9XsqQYVuS2CPy3iTp0D6RN+oK9Yjff4eU8Q2iZ9Qn5oLvXCap3CHpRQY8yHELtwMGr+TZ5Jv3+iUtvoPvZKOF/I/Q6HQ5RVaN4lhxO6aY0pdF8l7yWyF80V7kSx5Mm2fSSuTax0V/PyI6yjyyXFK2LK/m/bzGgzLhs7Qj5K1wMCV6QVfI+J6UI+ksG3dL+eI3M2mm/PnX+JLGN+a3NM/T75sKjbxQg3pE5pT9bqkjaKPN54yIZMaz1GPqMzngYabLNEz9z6QZ7zRofO94NF7nrEv+NXV09H3Gdf43Ps045zXah1znALxi25hmOs3k2Tw3aTx4btL5l1zz+XS+TRrvHYuWKQv+x+/G6+Z9/GvybeaXZz6ajUE2dgxbb+VDWR6p79ziFPF8rHtm+2DkCsqTW56W57tx25p8bF+SIw0Ryt/ayKq99xuDZ99+BUXte7Fn40KU9A0gIgWQc2TapMByLs8BMfHqZjno9XMS80Uxa5yTwXvYq9Ij6seeCcaDYn8Ih9rYGr4g9zHEQLvQ2Io7LP/SxeLQ6AW5m61ntubYW0N3js81yi8ON3KYk2lSxJyf0yXn7CUjrU6u8NmBAnEi+h3oSRp71nGSOVvNnL/SJLyxB8cczmOvHvldIHmql3dztVBEuKEbYuaX72TeODzAoS1uX0Tej8sdbJNvUHz7VSu9We43J1mzh4Kt0wahcZn5fuGU1cgGqXBahR8OQVyUd67Kkd8pH2IROo8JoTIEQ0TkwhkWDjXJ/PyQXJhfgj0fLfKuGkmXfDNPZg8W89Q6xPe7qioe+U5crci06GSSB4ZaYS8G7+G3YD74Dt7P+VP8ji1yjfe9p/gfUFvQ9OU7kBdNoT6WreTL9zId3kcZ8DtTRuwh4BAje5kMnr3CV0Ty7ZMKLaS+JWXKYsHeXeaJvHOuDWXAb09euNKT19l7xPzyPWbPEmn8TqSdF17N3lDmmjQujVnqD8LvTOKd/hKRWUilZcxRNHqm+G1Nvqkrl6MZ+XUKHyM05pdhF/hu6gi/O4e3uiUP/Hbkg0NwzC+/FFdcdwqNz6bTyHmeOMjIEQ56nEompFGf6DpRppSb+Rx1l/rcLrzxG7KHhz03po5wz0fml3rBHhL2QlFfpkIzeoGcqpwx/+ckpyxPLJfs9aLO5HviKPbHcKI3X307k0Y7QA0z88ueMNLmyF8OHlMW5Nsso9RByqtTfnPokmWW1RfzxHeTJ/LG+1lemXfKfCS/UfnrVbxS59NlQZlR70lLSSWdXxBDsseFpkFDfwjz/SyH1F3aGtojXiPfJo3XyY/5LWgj+G7+Zi8hv72ZX8M2jjzHPDMdNmUoS0414NxL6gzvP6jKGlR55T20LdTtOc4YsnPjuNCTo/JkyoJ5ox1kXikLliWTxmYi5ciy1Ctfgu+iXWWZ5PehDhnypnNM93tA3ctrJo3fl3niYcpiPBrLZkDOz8q/zMug2GP0ORFMGaMLps017bGxQtPoaTRpBt8GjXmiTjPY8kiejPzS5swVDeB34bdiDzbfz3Qpb+aJ9QgtBcsWy9GlNEMWpPE7rcoVe5ykPabja9gu8zmWa8qX+kW7wPfTFtDms/xl1jHsOR6PZsgis26iPhv1D8s5v/E5OWMPa6adIfh+2kra4/aIT4uVqPzOBYGYmtLS0W/NlagpcTBLc8N4/kg9llYEsP90P1bWBBCSOu9Ma2zorpnD1q1b4fP50NfXhyzVUTI+XIletC/6LM6WP4zap24ccuAOvgo0vIyA+AtJ0X5WKlQZOvpc16Z6jobA5Bm1h64FaeyTYxZZaHg/Pw9Vir+TcpBurI0z0mSLmvSwHOlppD/H37yX6arGxtBBGu/nOdt/Uu0ZNwrD7PUkb+l8Mx3yYFTvU6MNJat+872X49uUGa+RL8qM6bKaMNPlc5FUFtxZUtTlgfQ8MX3z/nTeCL4jk28+R6TznfmdTF7JT3qeCJNXMx2+w5Q3aUavg8FPllxIObKkpcp5cAZMvpkG//I5pkFk0viXPPA63890zTyRxvzwvqnm16SlP8drkQFxfQazEJDWdXreCd7LZ3jNTGM6NDO/lDN/U85j8Ua+0/M7Fi1l3iAXTNp4skgva3wf389jLL4nohGXyy/PebCsmXT+Ve8WnpMiZ79zcFjG6XmaKL9j0fib6fAvMZ08XS6/KSl7WcIvr/FdvNe8j+8lbzzIZzpvmXynp2/SzOfGo/E6dYQH0+GyADN9s9ym2xYlH3lwQGTsEZ6ZB3VNDvM5fqOx8mvqSCZvJt1M/0po6d+Q56aOKEaFsattj0kjL6aujccbeSEmQ6Osx7PHfC5dR0zeiPS8T5Z2ufzyOf4eq6xl8u2UhFzyoJhkLZCSDHAnFBczYEFQjAmRaUQ+uEPkyi1HTT9qgl2srhqumgNnw4YNGzZs2LBh49rgShw4s+GgJbxuB3weIwsel7RU5SD8cs08Twdlkz3L49o5PgfmlXhQU+xBca5L8Wp1UGbzS72oneNFrm+kGZUfcHJKn+XgdWcJXyPf3yd6YuXWKvWyushjHKIXOoB6YMo0vUyl60c6xiuT1xLlBW4l37lykM/Z5mcyKMt3q3JHnk3bzvlEeX5rdmdk2jOr27cc0QNlj+UozGZ/l7XBb2/OzXJJAaRtI7yiy+PJmnXObII8UsbU4dI8NwIa1Hm6QGtJUiFWVPmUYdtUm40NC7LV+cpqPyoK3SjKcQ2vKGElU5rrxqaFnOY+e2AhWy987liaqxygjbUBVSBNPlkpMg/pDshsY8OCABaWeVGS51LGgJyx8qMDaiU+TVQXefHw9iJ1ToPxiR1FaoIq5W0aP+aD+mEFUIJl+S7cuiYPFeJkULbUAVMXCPJqnlsBm6UcsfFUKjpx/fJcVBW5VeVCXWFlUpA94mDQ2VhR7ZN7Ztc5LRF9vWV1HqrFNiyt9GGhOEamI2SWP+qzVVSaFd2uZbkiS5finTySN+oxDyvirvX5WDuPy0iAO9flY938gNJb2gqC59Tl7Fl2KkzQHrPe2Cn2OM8/YofNv7QXVnKWWYdtGJLpmnl+bF2cDbeUt4VlPtXILpRyx44NguWTerJllus82rPlVX7sWZmn+NsodTVlavJp1iF0SG1MDc7C5bu/2d18HuitH7qkD3rDKSyp8KM/mpIWlFdVIMFISpw3D5IDwDoxJEVi/KjsK0SB5s8xJuyfbeMskdlBODaAUHwQfcL7iaYotizKEYPmRJ60BKuK3UqJOe6+XirCi52chTH7YOuJhYz8dPancM+mQiTEI2KLtT2YRFJN4rIOCsRorZzrx8WuuHLyS8To9YSSWF0TQJk4dA7Jy/VSMRbLdTr2HX3JazLXYTzw1c09CeX07DvZLxVgtuKHBm6V5INyXj8/e0jeCTWnZLaRlO/PHkPKkr1E4digMspkbYFUJIvK/ZKvQdFtw1mqKfbifEdclc/ZQpvoKnncd6pf9bysFvvACo66vUx4vCD6zYYgBrPQJzZltkF7tqjCi+7+pLIVS8p90gDlVlUDordOtPZyRpS1sKzSr8pUSPSBZbA7lFIyXz03oOYXLZI8rKrxo1h0OSS2kPZwNsH3R8Qe90aSONUcUw4z9ZROBnWE9UatNF7jSblHbPZsIxQfwFyxx7HEAKoKPMrJ7xIZ086FYylx6gKqEUibsqTCp8oideVk8/SD7l8pYiK7TtFhVsSHzodVvTxHbAadOTrztGtdQmenBmX//xqqq6vhcrkQj8dFRBM7sY6BGMJFa9GdswqFp7+jdw9cSiqRAanp2ON2sjmiHLMVci72WPXM9UiBy5ZCuFiMxrn2GN4+HVIVzmyDPRRsNREpcX5el0qbLT4WQhY85ov3WAXkKSKGgxM9fS6HVN4DOC3GLn0YzUpgGeDqIepFjlQmJ5siyil6+WifXI/KuV90JY7nDvWiSpx9VpSzDfJstkDNYRE6xmyAMB80cKrH0CLyTohRpuNWmuvEq8f7lC6UScXByoMNKFaMlfJ3QakHe4/1KQNuhd5aljNV/uRvc3cCr5/oUxWdl7PCSRcenRbq3EpKmaMsKTrasvNix+iI5gesabqbeuLKVrB3qLErIbqcJby68OR7PUo/SkSHnz8UVA7pYpG7FcAeItMGmFNy2GNPp56NqoSUQ/bkWwEDwhjtMB3LVmnMvVsfxnKp62ilWffFEqw7HKid41MO5ytSNq0ANkbT7ewb0ojql8bcojJDByhvj+iKjalBaweOaOlJqG5uGuPGrriqsJvkvL0viXPi0PHoE0UpFsOxsNxrCceIFZnZRR+mYySVIedtsUXK1ip7Aaw0T4CVWl1LVMmXK4mCkQHlZJpDfVYD+QqK8aJsWdnRIWIv7bwSrxrKCUUHVMVCsFfAKiDfRCRu6CuH++nos2eIDRAeVhE3G0esNHrDA6qiaO8zKusGaUGzp7ZOHGXqC1vfbJiw59NoCswuKE/KkDpNp1g5lcJWLDmg5kGxt5C6bQWwwqMzxN4T2gby3Cl2TTmZ5NuCYK8V7S97rNhDSDs3KI1s9tayQcIGN/WEebNKDihL07mgLZ4vekCnnjaEDUE2VlmfWAUsX7lSTzTI3zZx4sg7R0baRN7kl43U3nBSTRNh54U5bWQ2QXU1ZRwXPWCjhMPX1G/WfevnB1RPnI2pQeshVCKSMLrAaYw5tMQW63lRbP5mdzIrmuPS2psjFQhbUuyinfWucKkfaJDNYRoOM7Bn8KTwWaqGowZU4ZzN4aZ0cDivX5weVsYE5dgjPPM6ebfCkF4mukJJ5bjT8NJgULZLKryq9frB+bCqpKkHzAOHIGa7zqYjzOXr3cITK755pV4lY7PyWFMTkIoxruQ9y6wqcAiVetDSY8iXOsuyd0ocfQ5L0mk7JY4H6Wxl0/nkcLupQ7OFYZ2Vv+SZTn5UbAidZA431UkF2CF80gGZfWQpPSW/BDnqk3IYFd7iwrMVhvQugejxxa6EGuJj45o6zPJF/f2gIaIcDdo9OkqRxKAlbBx1IsxpLcILhyg5V/Os6AHrDc49ZKOvTsohdd4KoN6y7LX1Gk5lXBofbKhSh1fX+JXuHrsYVc40e7U4MmXq0GyBMfJY9k2bS35Y55E3dlbwnJ0tRsPw/y1cyRCqEUbknb3AhVeGbrFhw4YNGzZs2LAx09iyeTP8gcD04sDNu/t3B9vrT6BmoE5a0iMPDw6kMCCH08Whj5HrgexcJBNx8RaNhQCDgwNIJRPylz52FhziSTocnESSheyAH86BMGIx495USlpeCeNegl4nDzLt8wcQG/QgGolIeuwRGYTbfWmXapZ46i6nG+1N5xSPRrv0UjBNvotCsWHDhg0bNmzYuBJ4vV5kZxuLzMb2PegrDSK/pApur1/5RhMhS3ylZYvmo7ezGeFIdOoOXM1Hfmewv6MJgYafo7mtgx6ZOFpJ+LPzkFNYivaLZ1SiDjWzNwubr78DrRfr0XD2+JADBRRXLYA/pwDJeBQdjecQj4aV47dp+x6Eultw4vgxJJNJ5OTkYPHixeovnbmGhgY0NjbCKWlv2nKdGqY7fugASssKldPX3dErNE7cHp2pJSs3YG5FEdqaL4gAjPF98jgwMKCcQ6ZH+HzZOHDggHLkLicYGzZs2LBhw4aNsUDfYtmyZSgqykckEhafwqH8GOUfiR9COo/sQACe3HK8vvd5DKQS6h76VU6X+DLyVz0j9/MZf04+7rjzI2iqP4lINHZZP2VMB66v/SK8555BS1u7uqls3hKs3nEjKmqX4v2Xn8Hp999CNBRUtE27xIETJ+3C2RPKqdv94Jew4aa7EOnvVk7fxbpTeOpbf4a+rnZs3LYH/eLAnTxxHMXFxXjggQewYcMGeDweldHm5mY89thjeOedd7Bh4xaEE4M4IQ7crXfdiK9+9av4ypd+CRcvNKv3pmPpqk0oLQrg1PEPhnoIjd499tj5fH6EQv3qWmVlDU6dqlPOoO3A2bBhw4YNGzamA3YE0YGLx8PiY9AfykJ2do44cxHxP5Jq5JF/iwqLUVazHK+++CwGB5LIcgKBgPglfcb+y9m5Pjk3wrr4c/Jw50fuQUvD6Stz4Dxnn0ZrewdqV23GrZ/8srygB01nT2HVtt04d/R9vPD9f0C4v1c5cC0Xz+LiuZPYc98XcO+v/zHqDj6H+7fMwfMH65G/8i4c2fszfO9//ibWrL8OoZ5W1NWdxhe/+EXs3r1bTdRTHqmA20e0trbif/3lX6KwpAyJQady4NZv34wfPv0UesUr/e3f+l289Nyr6n4TdODmFGej7uQR5dXSGWQP32233YFgMIjXXntFpV1eXo0zZ86p4V7bgbNhw4YNGzZsTAf0MRYtWiSOHB24fkTF4brhhj3inAXw/PM/V9PBOApYWFCI0uqleOWFpyEeHP7wv/2+cuz+4Pf/u0rnnx/5O7z88l58919+AF92Hu66+yo4cO66J9HZF8Inf/0P4Bev8kLdCfR0tKJm8QpUzl+M157+Ed558WfiwN2OpvOn0d7ajF/5479HtjcL0Z6L+OLnN+OZZ4+jqcOJnNIqPPKXf4Bcrxv9PW0Ih/vxu7/7e/D7/cqLNUFm6Wj9+Ec/wvmLTUgOunDi8DvYuGMjfvkP/xe2LPGhxJePP/iDP8Xf/d9viTCM59IdOPYCcq7e9u3X4+67P4bHH38Me/e+JO/yoaJiLs6fv2g7cDZs2LBhw4aNaYMOXG3tAkQi/cqniUSiuOmmW3DnnXcrv+PNN/eJnwFx4IpQUrUUr734FO5/8B784Iffx99/92/x9AunMTgYx6996TZct3Y3brzxJnxw6BTuuf8htF64Ageut7UBvvqfo3rVNqzetAMfvLUXhaXlCPcH4fZ4xLN0Y/6S1fjZI/8b8xYsUUOoPT09+ORXv4m7duRj44Y1aBYnrjinDL0d7fjhzxvw0+//AB5ExIFrRyoZx2/91m+ryX902OilklH+ZY/cU08+iVNnzg07cFt2bcAXf/v/wDHQgZ0bAygvWYbvP/IjfPP3/xjtLZ1jOHAD4rzdi+uvvwE//vEP8eqre4ccuBo0NTWrd9gOnA0bNmzYsGFjOuDIYU1NDUKh3mEHbvfum3DffQ+oTqMnn/zZsAOXP6cWJ46+jVde/zkqFuTjH7/1Qxytz8FAKoobNjvx+Yc/h6eeeBEff/BL+MhH70d745npO3DBtgtqCNVfUoPr73oYDWeOw+vxIiJMenx+5OYXYVCcpOd//C0sW70ZLRfPoa2lEV/4rT+HzxNGpL8Rn3h4A55/4TjaO53C/DL86B/+HIXZHvR1t6Gvrxf/5b/8jnLgMnvg2Cv3k0cfHdUDt3nnBnz5d/5WhJTA/NJ6PPvEs+hsDWHvC6+irXm0A8chVAo2NzcP99//IE6fPomXX34RXq8PVVU1aG/vtB04GzZs2LBhw8a0QT+jqqoSwWCX+CYh5cDdfPOtqK1diEcf/Xdx7EJqOheHUIsqFuPg/pfx23/wS/jUF+/DD777PPYfkkQG4rj71kJcf/N1+NP/+tf41395Fnd99F60Xay7wjlwZ55Ea0cXbnrwFzF30UqcO/E+OpvOY8n6HcgrLMbenz2C+mMH1RBqc8NZNJ4/ha23fRy77/8qmk6/ge1r2/HeUXHeaj6CM4dexM++9SdYs34Lgl0t6O3uwscffhhr1qxRTFAQZJRLcjs6OvDX//uvUVg0Z3gO3NYbtuDzX/st7H36adz78P342SP/gO9/52fqWSLTgSPoGM6ZM0ctYrhwoUGt8Kiunofu7l7bgbNhw4YNGzZsTBv0W8rLy8WnaBfnLSS/B4Z65MLix7TB7faoe9QcuCrOgXsSxXPy8b+/80c4dfIi/uYvn5J7svCHf/p5dLR24ne/+j/hcAZw9z33XfkcOHMVak5+MTbfdB/yS8uRiEXh9WXj+Dt7cfzgq2pC3sadt6GlsR5rt1+PQVc2OlpasWjtVsQjQXh8uehua8YbT34Hwc5WrN96AyK9bdi6dQsWLlyIrq4u8VZr1TAq0d7ejscffxz79+8ftQp1+dqFyM724dA7R/E7f/4/sHHdcnzpwS+gtaVLPTfiwB0eXoVKUHgEw4hwWJUOXH9/2HbgbNiwYcOGDRvTBn2KkpISdHa2iAM3EkaEMEOXcbECh1C5iMFchbpu83IUlxXgxSffVPfc9eAe8W2O48K5FhVG5M6PfOxqLGJ4Am2d3cZdwlj1olUoq1mC42+/hHCf4TgR6667EdFIP+78/K/h8IGDePlHfwdfTp4chRhIxNDd2gAG9yXWbt6FVLQHn3z4Ya64xQ9+8EMkxJkqLCpU3uu5c+fQ1tam7t2waQtC0RROHjmofptYvXkl1mxYi8f/7cfo64ura0tWbEBVRSHqTogDlx7sd9BY50AZUNhz5y5AOBxDImE7cDZs2LBhw4aN6YE+RXFREVrbGsUHEgdOxX5Trs3QP+LAJVMoLCxCUcUi7H3uCePiBPD42AP3wBU6cBePY073m+jsMXYtYIBeMud0usXhiho7KwwlvHT1ZvR2dyIsGQj3dSMRi2BAvM5B7hMntzDwLqMLE0tWrEUq3Il4LAauBO3s7EQsFhdBCFHu5UbHLrdbMb1k6XKE4g6cP3tSGBhabqreOShCScLBdOU3j4q5tch2pxDq6zXZGhPkJRjsk/cZQ7Y2bNiwYcOGDRtTxYD4OLm5OUMjfEbPWybouqh4tPnlqDt1wtiJYZQ/w5+Dw/6I15+NXbt2obn+BMLiwDku46e44j1oXfIl1FV/URy4Pcia/7FvDNYv+DhK3PKgI703y4gqbO50YMJknE4bnSpj26yxwe5DV1ZKzU8jw+4hZ20ssEcuhRHnzwR5IMzn+DcpQuluapBfQhuSzSXg7cpT5PnEQrFhw4YNGzZs2JgQ9EeUPzGOT8HLco+vsAR5BUXiJw35IOOA/o3bMYBouB8p01+ZAI6BBKKF8xHriWLBE7uQtWL3g4PdC+9FMqHebNx1FcEdUieLrCm83+XyjCtDGzZs2LBhw4aN2QDnwjFyx2TAwUsuuuRe8pfDoDiPjqwYnO11KKj7PrLKSgoGl9SUD0/Gs2HDhg0bNmzYsGFNOD1enLrQgSyn0znIfUq5usIcrrRhw4YNGzZs2LBhLXAaGcOvcU3BzIyb2rBhw4YNGzZs2JghAP8/1I8eaNoYYIUAAAAASUVORK5CYII=&quot; /&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A
Wolfe Wave student, one that has taken my advanced lessons, could have easily
seen the buying point for this incredible move up, and more importantly, exited
at the “Target Line” to escape the incredible move down.&amp;nbsp; (&lt;b&gt;PLUG&lt;/b&gt;
went from a low of about 6 to a high of about 11 in just a few days… and back
again, in just a few &lt;i&gt;hours&lt;/i&gt;.)&amp;nbsp; The next bullish wave is already
setting up.&amp;nbsp; Will you be ready?&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;

&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/4378376966114603305'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/4378376966114603305'/><link rel='alternate' type='text/html' href='http://billwolfe.blogspot.com/2014/03/the-market-gives-and-market-takes.html' title='The market gives and the market takes.  Symbol: PLUG'/><author><name>Bill</name><uri>http://www.blogger.com/profile/14478166441268399500</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5297835888993304054.post-4432247971229726010</id><published>2014-03-04T08:59:00.000-08:00</published><updated>2014-03-04T08:59:09.196-08:00</updated><title type='text'>WEEKEND BETS</title><content type='html'>&lt;br /&gt;
&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;WEEKEND BETS:&lt;/b&gt; &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;On Fridays, Wolfe Wave practioners may consider
buying next week SPY puts on charts when there are “pressure points” indicating
a lower opening on Monday. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;(The reverse
would be true on charts with up pressure points.)&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;img 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&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0in 0in 10pt;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-family: Calibri; font-size: large;&quot;&gt;A Wolfe Wave practioner, &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;one that took my course,&lt;/i&gt; could clearly see the possibility of
enormous “pressure points” on this chart.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;Pressure points are an indication that the price could be “forced down
with a vengeance.”&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;(See lesson on
pressure points, from advanced lessons.) &lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;

&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-family: Calibri; font-size: large;&quot;&gt;Friday’s close:
SPY 186 put. Ask: 1.00.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;/span&gt;Monday’s
open:&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Bid: 2.20.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/4432247971229726010'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/4432247971229726010'/><link rel='alternate' type='text/html' href='http://billwolfe.blogspot.com/2014/03/weekend-bets_4.html' title='WEEKEND BETS'/><author><name>Bill</name><uri>http://www.blogger.com/profile/14478166441268399500</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5297835888993304054.post-5934204700888069911</id><published>2014-02-27T11:50:00.000-08:00</published><updated>2014-02-27T11:58:20.351-08:00</updated><title type='text'></title><content type='html'>&lt;br /&gt;
&lt;div style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: large;&quot;&gt;Pathetic!&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: large;&quot;&gt;Have you read The Wall Street Journal
lately?&amp;nbsp; Watched a recent financial news?&amp;nbsp; Hopefully you are on the &lt;i&gt;outside&amp;nbsp;&lt;/i&gt;looking &lt;i&gt;in. &lt;/i&gt;&amp;nbsp;&lt;b&gt;&lt;u&gt;Jail&lt;/u&gt;&lt;/b&gt; is what I’m talking about.&amp;nbsp; It
seems like every “star” of &lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;the past, cheated.&amp;nbsp; They traded on inside
info.&amp;nbsp; They had to or else they would lose their job.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Is the news media implying that in
order to be successful on Wall Street one must cheat? My answer is &lt;b&gt;&lt;i&gt;YES!&lt;/i&gt;&lt;/b&gt;
&amp;nbsp;&amp;nbsp;Translate: “Us poor lowly slobs. We can’t win. The deck is stacked
against us.” It sells papers!&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Not only is it coming from print/TV,
but every day Washington gets into the act. &amp;nbsp;“Fines” are a growth industry
in DC!&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Listen up people; there are lots of
successful investors/traders out there who live very happy, successful
lives.&amp;nbsp; They do not need to cheat.&amp;nbsp; They did it the old fashion way:
They earned it!&amp;nbsp; [Note to SEC: my students do not need to cheat.]&lt;/span&gt; &lt;/span&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/5934204700888069911'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/5934204700888069911'/><link rel='alternate' type='text/html' href='http://billwolfe.blogspot.com/2014/02/pathetic-have-you-read-wall-street.html' title=''/><author><name>Bill</name><uri>http://www.blogger.com/profile/14478166441268399500</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5297835888993304054.post-5145844613205466722</id><published>2013-11-07T16:22:00.001-08:00</published><updated>2013-11-07T16:22:54.372-08:00</updated><title type='text'>SPY weekly options</title><content type='html'>&lt;h4&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;SPY weekly options.  Anyone know why the big S&amp;amp;P market dried up?  SPY weekly options are the answer. This market offers all the action and more that the big S&amp;amp;P ever did and with limited risk.  These options are ideal for the short term Wolfe Wave Practitioner.&lt;/span&gt;&lt;/h4&gt;
&lt;a href=&quot;http://billwolfe.blogspot.com/2013/11/spy-weekly-options_7791.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/5145844613205466722'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/5145844613205466722'/><link rel='alternate' type='text/html' href='http://billwolfe.blogspot.com/2013/11/spy-weekly-options_7791.html' title='SPY weekly options'/><author><name>Bill</name><uri>http://www.blogger.com/profile/14478166441268399500</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicvCvpwDFelKK5WRhhDkWGhQKr7gao9Vtn58nL_dvrLHEWCeqm9HhyP_slrpRemMgJSttLSpasqErry18IQ-aga_O2gSo8aUz2dB16WHBFK2lHhUyYJwc-D5NVEgD-l1Kz3knpx23W-xE/s72-c/2013-11-02-TOS_CHARTS.png+week+chart.png" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-5297835888993304054.post-2183643757914093240</id><published>2013-05-19T14:18:00.000-07:00</published><updated>2013-05-19T15:28:39.995-07:00</updated><title type='text'></title><content type='html'>&lt;div&gt;
&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;strong&gt;WSJ headline: &quot;Stocks cap week with a rally&quot;&amp;nbsp;&lt;/strong&gt; &lt;em&gt;Wolfe Wave students knew this in advance.&lt;/em&gt;&amp;nbsp; On the&amp;nbsp;chart below, I annotated the points that were given to my students during this teaching period.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial;&quot;&gt;I taught them how to spot a bullish wave in advance. I taught them how to approximate the buy zone and the Target Line&lt;span class=&quot;516313200-19052013&quot;&gt; in advance&lt;/span&gt;.&amp;nbsp; I taught them that this is the sweet zone for a move&amp;nbsp;to the Target Line.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial;&quot;&gt;Contemplate how much money you could have made for your firm if you are a &quot;big hitter.&quot;&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy7MGNrQgSREt8JGjho6Q3VmbtBhItyyMNlNxgXVF4X-2F2voF-WSrdfyyGS7Ec4Hdv0ufrXm6KmoahBNdVdmWvAxYQpi3G3nrcCCuoVT3K0TD_vsh5bivlCILRd_aDaiY3s3hyRQzFUg/s1600/Friday+blog+2.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;433&quot; pua=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy7MGNrQgSREt8JGjho6Q3VmbtBhItyyMNlNxgXVF4X-2F2voF-WSrdfyyGS7Ec4Hdv0ufrXm6KmoahBNdVdmWvAxYQpi3G3nrcCCuoVT3K0TD_vsh5bivlCILRd_aDaiY3s3hyRQzFUg/s640/Friday+blog+2.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/2183643757914093240'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/2183643757914093240'/><link rel='alternate' type='text/html' href='http://billwolfe.blogspot.com/2013/05/wsj-headline-stocks-cap-week-with-rally_19.html' title=''/><author><name>Bill</name><uri>http://www.blogger.com/profile/14478166441268399500</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy7MGNrQgSREt8JGjho6Q3VmbtBhItyyMNlNxgXVF4X-2F2voF-WSrdfyyGS7Ec4Hdv0ufrXm6KmoahBNdVdmWvAxYQpi3G3nrcCCuoVT3K0TD_vsh5bivlCILRd_aDaiY3s3hyRQzFUg/s72-c/Friday+blog+2.png" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-5297835888993304054.post-5511349761874167911</id><published>2013-04-04T16:25:00.000-07:00</published><updated>2013-04-04T16:25:31.789-07:00</updated><title type='text'></title><content type='html'>&lt;div&gt;
&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;strong&gt;FREE Wolfe Wave manual.&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: Arial;&quot;&gt;On my site I now offer&amp;nbsp;FREE, the Wolfe Wave manual, &lt;u&gt;&lt;em&gt;Seeing the Future&lt;/em&gt;&lt;/u&gt; by Bill Wolfe &amp;amp; Brian Wolfe. &lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: Arial;&quot;&gt;Most viewers will naturally be&amp;nbsp;attracted to the chart examples. They are incredible, even to me after&amp;nbsp; 50-years of &quot;seeing&quot; the waves.&amp;nbsp; But what I really want to draw your attention to is the Tactical Notes.&amp;nbsp; These are drawn from every day experience.&amp;nbsp; Things that you may&amp;nbsp;already know subconsciously, but need confirmation.&amp;nbsp; Think that &lt;em&gt;You&lt;/em&gt; have written them as you read them.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial;&quot;&gt;Read the manual. Contemplate it. Then decide that you want to further your education.&amp;nbsp; I would love to help you. &amp;nbsp;I very much enjoy teaching just as&amp;nbsp;professional athletes do.&amp;nbsp; I want you to hit that &quot;Home Run,&quot; in baseball, score that &quot;winning goal&quot; in soccer and you... fill in your goal in life.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial;&quot;&gt;Sincerely,&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial;&quot;&gt;Bill Wolfe&lt;/span&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/5511349761874167911'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/5511349761874167911'/><link rel='alternate' type='text/html' href='http://billwolfe.blogspot.com/2013/04/free-wolfe-wave-manual.html' title=''/><author><name>Bill</name><uri>http://www.blogger.com/profile/14478166441268399500</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5297835888993304054.post-1646096179339353846</id><published>2013-02-16T14:45:00.001-08:00</published><updated>2013-02-16T14:45:29.744-08:00</updated><title type='text'>GOLD!  Will you be ready?</title><content type='html'>&lt;div&gt;
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&lt;span class=&quot;765084622-15082012&quot;&gt;&lt;div&gt;
&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;span class=&quot;765084622-15082012&quot;&gt;Gold, more than any other commodity/currency is subject to conspiracy theories.  &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;span class=&quot;765084622-15082012&quot;&gt;&amp;quot;They are selling it down because...&amp;quot;   &amp;quot;They are accumulating it because...&amp;quot;  T&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;span class=&quot;765084622-15082012&quot;&gt;his makes sense to many, except for the timing part: When do you buy?  When do you sell? &lt;/span&gt;&lt;/span&gt;&lt;br&gt;
&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/span&gt;&lt;a href=&quot;http://billwolfe.blogspot.com/2013/02/gold-will-you-be-ready.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/1646096179339353846'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/1646096179339353846'/><link rel='alternate' type='text/html' href='http://billwolfe.blogspot.com/2013/02/gold-will-you-be-ready.html' title='GOLD!  Will you be ready?'/><author><name>Bill</name><uri>http://www.blogger.com/profile/14478166441268399500</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbixpf3UAfIBTUhaXuMWLFAFcz9tCKoZusSb2RWPpssY1NfzsQImKIo7ZgolaosgpJ-fMwecAkV4JSA0yIoDmsLZuglJCV0CaKPFEURfIQwGRQkHFu4ABrZCEj_3q4lv7uOb90O4y2pIc/s72-c/2013-02-16-TOS_CHARTS.png" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-5297835888993304054.post-6809144402492931478</id><published>2012-12-22T06:34:00.001-08:00</published><updated>2012-12-22T16:33:13.478-08:00</updated><title type='text'>FOMC days: When TV goes nuts, and Wolfe Wave practioners giggle.</title><content type='html'>&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;In one of my lessons I show an example of an FOMC day (11&lt;span class=&quot;574251401-13122012&quot;&gt;/&lt;/span&gt;&lt;span class=&quot;574251401-13122012&quot;&gt;7/&lt;/span&gt;&lt;span class=&quot;574251401-13122012&quot;&gt;02&lt;/span&gt;) where the market goes nuts (TV words, not mine) and then the market settles into a natural rhythm.  A Wolfe Wave.&lt;/span&gt;&lt;br&gt;
&lt;a href=&quot;http://billwolfe.blogspot.com/2012/12/fomc-days-when-tv-goes-nuts-and-wolfe.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/6809144402492931478'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/6809144402492931478'/><link rel='alternate' type='text/html' href='http://billwolfe.blogspot.com/2012/12/fomc-days-when-tv-goes-nuts-and-wolfe.html' title='FOMC days: When TV goes nuts, and Wolfe Wave practioners giggle.'/><author><name>Bill</name><uri>http://www.blogger.com/profile/14478166441268399500</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhahyphenhyphenUjCmS3fheL6BvlHNP7r7p6m6kMQZMEd64bU2xwWp9EYokBbNoY9-pHpLRuNmM1SB09Rjpw4Lyr_ScqRQWbsn4o15Rxt6ZPslE3ct1orNOOEtIhCl9U3o4N1ZAEJliwRgaf2RA2GNo/s72-c/Wolfe.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-5297835888993304054.post-6713222861667601014</id><published>2012-11-18T15:42:00.000-08:00</published><updated>2012-11-18T15:42:38.609-08:00</updated><title type='text'>A footnote to my bearish stock market call.</title><content type='html'>&lt;span style=&quot;font-family: Arial; font-size: medium;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
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&lt;strong&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;span class=&quot;768184501-15112012&quot;&gt;A footnote to &lt;/span&gt;my bearish stock market&amp;nbsp;call.&lt;/span&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
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&lt;strong&gt;&lt;span style=&quot;font-family: Arial; font-size: medium;&quot;&gt;&lt;/span&gt;&lt;/strong&gt;&amp;nbsp;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;I have received&amp;nbsp;&lt;span class=&quot;768184501-15112012&quot;&gt;a few&lt;/span&gt; emails&amp;nbsp;hoping that my bearish analysis is wrong.&amp;nbsp; I have also received&amp;nbsp;&lt;span class=&quot;768184501-15112012&quot;&gt;many&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;768184501-15112012&quot;&gt;more &lt;/span&gt;emails thanking me&lt;span class=&quot;768184501-15112012&quot;&gt; for my blog of September 22nd, alerting them to trouble.&amp;nbsp; That was about 1000 Dow points ago, and the exact top of that darling AAPL.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial; font-size: medium;&quot;&gt;&lt;span class=&quot;768184501-15112012&quot;&gt;&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span class=&quot;768184501-15112012&quot;&gt;People are terrified of losing their &quot;nest egg.&quot;&amp;nbsp;&amp;nbsp;&lt;/span&gt;As&amp;nbsp;&lt;span class=&quot;768184501-15112012&quot;&gt;my students&amp;nbsp;&lt;/span&gt;know, I don&#39;t give investment advise.&amp;nbsp; I just explain the waves according to my rules.&lt;span class=&quot;768184501-15112012&quot;&gt;&amp;nbsp; &lt;/span&gt;Believe me, I do not want to see a bear market.&amp;nbsp;&lt;span class=&quot;768184501-15112012&quot;&gt; &lt;/span&gt;It is extremely bad for my business and&amp;nbsp;everybody else.&amp;nbsp;&amp;nbsp;However, my conscience would bother me if&amp;nbsp;I did not explain&amp;nbsp;what I see.&lt;span class=&quot;768184501-15112012&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;768184501-15112012&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial; font-size: medium;&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;span style=&quot;font-size: medium;&quot;&gt;The good news is that&amp;nbsp;&lt;span class=&quot;768184501-15112012&quot;&gt;there will surely be bullish and bearish waves to trade on smaller time frames.&amp;nbsp; Also, there is always the possibility that a large bullish wave&amp;nbsp;will form &lt;/span&gt;on the way down.&amp;nbsp; My Wolfe Wave Practioners will see it, if/when one forms.&amp;nbsp;&amp;nbsp;&lt;span class=&quot;768184501-15112012&quot;&gt;(Please see my previous blogs on this subject.)&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/6713222861667601014'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/6713222861667601014'/><link rel='alternate' type='text/html' href='http://billwolfe.blogspot.com/2012/11/a-footnote-to-my-bearish-stock-market.html' title='A footnote to my bearish stock market call.'/><author><name>Bill</name><uri>http://www.blogger.com/profile/14478166441268399500</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5297835888993304054.post-302975702136332314</id><published>2012-11-12T18:38:00.000-08:00</published><updated>2012-11-12T18:38:15.795-08:00</updated><title type='text'>Potential stock market crash</title><content type='html'>&lt;div&gt;
&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;strong&gt;Bill Wolfe says: There is a&amp;nbsp;potential stock market crash coming!&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial;&quot;&gt;As all of my students know, I never incorporate fundamental, news, politics or the like, in my market analysis. My opinion is always based on my&amp;nbsp;fifty-years of wave study.&amp;nbsp; &lt;strong&gt;The waves cannot be more bearish.&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;strong&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;/span&gt;&lt;/strong&gt;&amp;nbsp;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial;&quot;&gt;On the monthly chart, the long term bullish wave was satisfied when price hit the Target Line in&amp;nbsp;&lt;span class=&quot;843521102-13112012&quot;&gt;2007&lt;/span&gt;.&lt;span class=&quot;843521102-13112012&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span class=&quot;843521102-13112012&quot;&gt;(&lt;/span&gt;Chart&lt;span class=&quot;843521102-13112012&quot;&gt; not shown.&lt;/span&gt;)&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial;&quot;&gt;Since then, price is in the the process of forming the next bullish wave. Wave 4 of this potential bullish wave has enormous &quot;pressure points&quot; pressing down on the potential 1 to 4 line.&amp;nbsp; The lesson on &quot;pressure points&quot; calls for price to be forced down &quot;with a vengeance.&quot;&lt;span class=&quot;843521102-13112012&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial;&quot;&gt;For this to happen&lt;span class=&quot;843521102-13112012&quot;&gt;,&lt;/span&gt; price would have to go below&amp;nbsp;&lt;span class=&quot;843521102-13112012&quot;&gt;a&amp;nbsp;price that is too scary&amp;nbsp;to &lt;/span&gt;&lt;span class=&quot;843521102-13112012&quot;&gt;mention, bu&lt;/span&gt;t that is what the rules suggest.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial;&quot;&gt;Even if the market would make a new high, it would still be only a 3 point for the next bearish wave.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;/span&gt;&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: Arial;&quot;&gt;If I am wrong on this,&amp;nbsp;&lt;span class=&quot;843521102-13112012&quot;&gt;I apologise to the&amp;nbsp;&lt;/span&gt;followers&amp;nbsp;&lt;span class=&quot;843521102-13112012&quot;&gt;that &lt;/span&gt;lost opportunity.&amp;nbsp; If I am correct,&amp;nbsp;&lt;span class=&quot;843521102-13112012&quot;&gt;I hope to have you all as future Wolfe Wave Practioners.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/302975702136332314'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/302975702136332314'/><link rel='alternate' type='text/html' href='http://billwolfe.blogspot.com/2012/11/potential-stock-market-crash.html' title='Potential stock market crash'/><author><name>Bill</name><uri>http://www.blogger.com/profile/14478166441268399500</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5297835888993304054.post-173019589514715308</id><published>2012-10-19T12:34:00.001-07:00</published><updated>2012-10-19T12:34:45.398-07:00</updated><title type='text'>Bearish Wolfe Wave update:</title><content type='html'>&lt;div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: Arial;&quot;&gt;The &lt;span class=&quot;536392923-18102012&quot;&gt;weekly &lt;/span&gt;bearish wave &lt;span class=&quot;536392923-18102012&quot;&gt;that was highlighted on Sept 22nd, &lt;/span&gt;is playing out exactly as anticipated. The &amp;quot;bumps&amp;quot; were an indication that the wave was not stable and that &lt;span class=&quot;536392923-18102012&quot;&gt;they&lt;/span&gt; may spawn some small bullish waves.  That is exactly what happened. 
&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;a href=&quot;http://billwolfe.blogspot.com/2012/10/bearish-wolfe-wave-update.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/173019589514715308'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/173019589514715308'/><link rel='alternate' type='text/html' href='http://billwolfe.blogspot.com/2012/10/bearish-wolfe-wave-update.html' title='Bearish Wolfe Wave update:'/><author><name>Bill</name><uri>http://www.blogger.com/profile/14478166441268399500</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5297835888993304054.post-4082858635294384130</id><published>2012-09-22T11:13:00.000-07:00</published><updated>2012-09-22T11:13:17.830-07:00</updated><title type='text'>Bearish Wolfe Wave</title><content type='html'>&lt;div&gt;
&lt;span style=&quot;font-size: medium;&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;div&gt;
&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;strong&gt;This may not be the best time to be long&lt;span class=&quot;868380317-18092012&quot;&gt; the market&lt;/span&gt;.&lt;/strong&gt;&lt;span&gt; On the attached &lt;em&gt;weekly &lt;/em&gt;chart of the S&amp;amp;P, there is a bearish Wolfe wave (Lines not drawn). The wave has some &amp;quot;bumps&amp;quot; between&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;/div&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;a href=&quot;http://billwolfe.blogspot.com/2012/09/bearish-wolfe-wave.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/4082858635294384130'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/4082858635294384130'/><link rel='alternate' type='text/html' href='http://billwolfe.blogspot.com/2012/09/bearish-wolfe-wave.html' title='Bearish Wolfe Wave'/><author><name>Bill</name><uri>http://www.blogger.com/profile/14478166441268399500</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj58_WgRvIcDaKV2332acatfiIroUzYEG1gEdchqTSUDH8f-xlc_Y_1UpAcVEdjkri9sPtumbe8v0OlbqJKQU3FLhBv5WcC4_2ky_hhDIhhUlEDxD5_PPP8w243aRCWLxjxBQ7g0Mjz0KI/s72-c/Bearish.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-5297835888993304054.post-6812981090229632302</id><published>2012-06-12T16:22:00.000-07:00</published><updated>2012-09-19T08:42:37.101-07:00</updated><title type='text'>Support and Resistance. Dumb and dumber.</title><content type='html'>&lt;h3&gt;
Support and Resistance: Two of the dumbest things a traded should follow.  Often you will see an analysis of a chart, by a &amp;quot;professional&amp;quot; of course (especially on TV) marking the most recent high and low as &amp;quot;support and resistance.&amp;quot;  Wolfe Wave Practioners giggle. 
&lt;/h3&gt;&lt;a href=&quot;http://billwolfe.blogspot.com/2012/06/support-and-resistance-dumb-and-dumber.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/6812981090229632302'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/6812981090229632302'/><link rel='alternate' type='text/html' href='http://billwolfe.blogspot.com/2012/06/support-and-resistance-dumb-and-dumber.html' title='Support and Resistance. Dumb and dumber.'/><author><name>Bill</name><uri>http://www.blogger.com/profile/14478166441268399500</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5297835888993304054.post-2785196100918585021</id><published>2012-06-03T13:55:00.000-07:00</published><updated>2012-06-03T16:07:45.086-07:00</updated><title type='text'>Scary headlines freak out investors:</title><content type='html'>&lt;h3&gt;
&amp;quot;Market in turmoil&amp;quot; /  &amp;quot;DJIA &lt;span class=&quot;746231503-03062012&quot;&gt;down for the year after 274-point rout&lt;/span&gt;&amp;quot; &lt;span class=&quot;746231503-03062012&quot;&gt;  /  &amp;quot;Markets dive as jitters grow&amp;quot; &lt;/span&gt;&lt;/h3&gt;
&lt;h3&gt;
&lt;span class=&quot;746231503-03062012&quot;&gt;&lt;/span&gt;&lt;span style=&quot;color: lime; font-family: &amp;quot;Helvetica Neue&amp;quot;, Arial, Helvetica, sans-serif;&quot;&gt;Unless  you were taking my course. &lt;/span&gt;&lt;/h3&gt;&lt;a href=&quot;http://billwolfe.blogspot.com/2012/06/scary-headlines-freak-out-investors.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/2785196100918585021'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/2785196100918585021'/><link rel='alternate' type='text/html' href='http://billwolfe.blogspot.com/2012/06/scary-headlines-freak-out-investors.html' title='Scary headlines freak out investors:'/><author><name>Bill</name><uri>http://www.blogger.com/profile/14478166441268399500</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5297835888993304054.post-8289809299495137547</id><published>2012-05-15T17:51:00.000-07:00</published><updated>2012-05-15T17:51:20.785-07:00</updated><title type='text'></title><content type='html'>&lt;h2&gt;
Speed trading...&lt;/h2&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Much is in the news lately&lt;span class=&quot;455121602-06042012&quot;&gt; &lt;/span&gt;that &lt;em&gt;speed trading&lt;/em&gt; is giv&lt;span class=&quot;455121602-06042012&quot;&gt;ing&lt;/span&gt; an unfair advantage to those with &amp;quot;big bucks&lt;span class=&quot;455121602-06042012&quot;&gt;.&lt;/span&gt;&amp;quot; &lt;span class=&quot;455121602-06042012&quot;&gt; T&lt;/span&gt;h&lt;span class=&quot;455121602-06042012&quot;&gt;ose that &lt;/span&gt;can position themselves to gain an unfair advantage&lt;span class=&quot;455121602-06042012&quot;&gt; by a nano second&lt;/span&gt;&lt;span class=&quot;455121602-06042012&quot;&gt;,&lt;/span&gt; either with computers or physical location. &lt;/span&gt;&lt;/div&gt;&lt;a href=&quot;http://billwolfe.blogspot.com/2012/05/speed-trading.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/8289809299495137547'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/8289809299495137547'/><link rel='alternate' type='text/html' href='http://billwolfe.blogspot.com/2012/05/speed-trading.html' title=''/><author><name>Bill</name><uri>http://www.blogger.com/profile/14478166441268399500</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5297835888993304054.post-3383970871686742572</id><published>2012-05-01T17:34:00.000-07:00</published><updated>2012-05-01T17:34:17.189-07:00</updated><title type='text'></title><content type='html'>&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif; font-size: large;&quot;&gt;Copycat Wolfe Wave analysis.&lt;/span&gt;&lt;br&gt;
&lt;br&gt;
&lt;span style=&quot;font-family: Arial;&quot;&gt;Copycat Wolfe Wave analysis. I get them in the mail every day. &lt;/span&gt;&lt;br&gt;
&lt;span style=&quot;font-family: Arial;&quot;&gt;Programmers, system writers and &amp;quot;shocking headlines.&amp;quot; They all take credit for the same thing: &lt;em&gt;Their&lt;/em&gt; interpretation of the Wolfe Wave.&lt;/span&gt;&lt;br&gt;
&lt;a href=&quot;http://billwolfe.blogspot.com/2012/05/copycat-wolfe-wave-analysis.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/3383970871686742572'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/3383970871686742572'/><link rel='alternate' type='text/html' href='http://billwolfe.blogspot.com/2012/05/copycat-wolfe-wave-analysis.html' title=''/><author><name>Bill</name><uri>http://www.blogger.com/profile/14478166441268399500</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5297835888993304054.post-5016554779877195916</id><published>2012-04-23T17:21:00.000-07:00</published><updated>2012-04-23T17:21:01.715-07:00</updated><title type='text'>A trader&#39;s &quot;arsenal.&quot; Not a good idea, IMO.</title><content type='html'>&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;How many times are we reminded to &amp;quot;add this to your trading arsenal&amp;quot;? NG, IMO.  When I was a kid I had indicators for up, down and sideways markets, and anything that I could invent to be&lt;/span&gt;&lt;br&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;/span&gt;&lt;a href=&quot;http://billwolfe.blogspot.com/2012/04/traders-arsenal-not-good-idea-imo.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/5016554779877195916'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/5016554779877195916'/><link rel='alternate' type='text/html' href='http://billwolfe.blogspot.com/2012/04/traders-arsenal-not-good-idea-imo.html' title='A trader&#39;s &quot;arsenal.&quot; Not a good idea, IMO.'/><author><name>Bill</name><uri>http://www.blogger.com/profile/14478166441268399500</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5297835888993304054.post-6693542893504370323</id><published>2012-03-26T14:28:00.000-07:00</published><updated>2012-03-27T13:44:48.371-07:00</updated><title type='text'></title><content type='html'>&lt;h1 style=&quot;margin: 0in 0in 0pt;&quot;&gt;




&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Will yesterday’s indicators work today?&lt;/span&gt;&lt;/b&gt;&lt;/h1&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0in 0in 0pt;&quot;&gt;
&lt;b&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;The problem with many indicators is that they are set, or shall I say, curve fit , to a specific time frame.&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;  &lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot;&gt;When the rally/decline reaches the limits of their time frame, time saturation takes place and the indicator is rendered useless. &lt;/span&gt;&lt;/b&gt;&lt;br&gt;
&lt;/div&gt;&lt;a href=&quot;http://billwolfe.blogspot.com/2012/03/will-yesterdays-indicators-work-today.html#more&quot;&gt;Read more »&lt;/a&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/6693542893504370323'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5297835888993304054/posts/default/6693542893504370323'/><link rel='alternate' type='text/html' href='http://billwolfe.blogspot.com/2012/03/will-yesterdays-indicators-work-today.html' title=''/><author><name>Bill</name><uri>http://www.blogger.com/profile/14478166441268399500</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author></entry></feed>