<?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-3410715850893598058</id><updated>2024-09-07T16:55:20.712-07:00</updated><category term="A process on the Sun"/><category term="Nuclear Fusion"/><title type='text'>Dante&#39;s Best</title><subtitle type='html'>Learning without thought is labor lost; thought without learning is perilous.             -Cunfucius</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://dantzoy.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://dantzoy.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>scascsac</name><uri>http://www.blogger.com/profile/04606276285163913931</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>15</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3410715850893598058.post-3614260557823447160</id><published>2016-10-06T06:57:00.002-07:00</published><updated>2016-10-06T07:11:20.826-07:00</updated><title type='text'>Projectile Motion </title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;marquee behavior=&quot;scroll&quot; direction=&quot;left&quot;&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;b&gt;For G9 Mendeleev and Rutherford.&lt;/b&gt;&lt;/span&gt;&lt;/marquee&gt;
Solve the following in 1 whole piece of paper and pass it tomorrow, October 7, 2016,12 noon&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: #17375e; font-family: &amp;quot;calibri&amp;quot; , sans-serif; font-size: 11.0pt;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: #17375e; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;Problem 1: &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: #17375e; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;A rock is thrown with an &lt;span class=&quot;igbcag38o&quot;&gt;initial&lt;/span&gt;
vertical &lt;span class=&quot;igbcag38o&quot;&gt;velocity&lt;/span&gt; component of 30 m/s and an
initial horizontal velocity component of 40 m/s.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;color: #17375e; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;a. What will these velocity components be one second after the rock
reaches the top of its path?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;color: #17375e; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;b. &lt;span class=&quot;igbcag38o&quot;&gt;Assuming&lt;/span&gt; the launch and landing
heights are the same, how long will the rock be in the &lt;span class=&quot;igbcag38o&quot;&gt;air&lt;/span&gt;?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;color: #17375e; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;c. Assuming the launch and landing heights are the same, how far
will the &lt;span class=&quot;igbcag38o&quot;&gt;rock land&lt;/span&gt; from where it was thrown?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=3410715850893598058&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;http://www.modelingphysics.org/2dmotion/problem3pix.gif&quot; border=&quot;0&quot; height=&quot;147&quot; src=&quot;file:///C:/Users/DANTEC~1.ARB/AppData/Local/Temp/msohtmlclip1/01/clip_image001.gif&quot; style=&quot;cursor: move;&quot; v:shapes=&quot;Picture_x0020_4&quot; width=&quot;122&quot; /&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;color: #17375e; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;Problem 2: &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: #17375e; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;Two tennis ball launchers shoot balls at the same time, angle and initial
speed from different floors of a tall building. The balls land in the street
below. Ignore air resistance.&lt;/span&gt;&lt;span style=&quot;color: #17375e; font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12.0pt;&quot;&gt; &lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;color: #1f497d; font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12.0pt;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:shapetype id=&quot;_x0000_t75&quot; coordsize=&quot;21600,21600&quot;
 o:spt=&quot;75&quot; o:preferrelative=&quot;t&quot; path=&quot;m@4@5l@4@11@9@11@9@5xe&quot; filled=&quot;f&quot;
 stroked=&quot;f&quot;&gt;
 &lt;v:stroke joinstyle=&quot;miter&quot;/&gt;
 &lt;v:formulas&gt;
  &lt;v:f eqn=&quot;if lineDrawn pixelLineWidth 0&quot;/&gt;
  &lt;v:f eqn=&quot;sum @0 1 0&quot;/&gt;
  &lt;v:f eqn=&quot;sum 0 0 @1&quot;/&gt;
  &lt;v:f eqn=&quot;prod @2 1 2&quot;/&gt;
  &lt;v:f eqn=&quot;prod @3 21600 pixelWidth&quot;/&gt;
  &lt;v:f eqn=&quot;prod @3 21600 pixelHeight&quot;/&gt;
  &lt;v:f eqn=&quot;sum @0 0 1&quot;/&gt;
  &lt;v:f eqn=&quot;prod @6 1 2&quot;/&gt;
  &lt;v:f eqn=&quot;prod @7 21600 pixelWidth&quot;/&gt;
  &lt;v:f eqn=&quot;sum @8 21600 0&quot;/&gt;
  &lt;v:f eqn=&quot;prod @7 21600 pixelHeight&quot;/&gt;
  &lt;v:f eqn=&quot;sum @10 21600 0&quot;/&gt;
 &lt;/v:formulas&gt;
 &lt;v:path o:extrusionok=&quot;f&quot; gradientshapeok=&quot;t&quot; o:connecttype=&quot;rect&quot;/&gt;
 &lt;o:lock v:ext=&quot;edit&quot; aspectratio=&quot;t&quot;/&gt;
&lt;/v:shapetype&gt;&lt;v:shape id=&quot;Picture_x0020_4&quot; o:spid=&quot;_x0000_i1026&quot; type=&quot;#_x0000_t75&quot;
 alt=&quot;http://www.modelingphysics.org/2dmotion/problem3pix.gif&quot; style=&#39;width:91.5pt;
 height:110.25pt;visibility:visible;mso-wrap-style:square&#39;&gt;
 &lt;v:imagedata src=&quot;file:///C:\Users\DANTEC~1.ARB\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif&quot;
  o:title=&quot;problem3pix&quot;/&gt;
&lt;/v:shape&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;span style=&quot;color: #17375e; font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12.0pt;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;color: #17375e; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;a. Which ball will have the greater
acceleration while in flight? Explain your reasoning.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;color: #17375e; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;b. Which ball will hit farther from the
base of the building? Explain your reasoning.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;color: #17375e; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;c. Which ball will reach a greater
maximum height? Explain your reasoning.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;file:///C:/Users/DANTEC~1.ARB/AppData/Local/Temp/msohtmlclip1/01/clip_image003.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=3410715850893598058&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=3410715850893598058&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=3410715850893598058&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=3410715850893598058&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=3410715850893598058&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=3410715850893598058&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://www.blogger.com/blogger.g?blogID=3410715850893598058&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;color: #17375e; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;d. Which ball will be going faster just
before hitting the street? Explain your reasoning.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;color: #17375e; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;e. How could you adjust only the angle
of the upper launcher so that the ball hits in the same place as the ball from
the lower launcher? Explain your reasoning.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;color: #17375e; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;f. How could you adjust only the angle
of the lower launcher so that the ball hits in the same place as the ball from
the upper launcher? Explain your reasoning.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
&lt;span style=&quot;color: #17375e; font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12.0pt;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;color: #17375e; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;Problem 3: &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: #17375e; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;Balls A and B are launched from different heights. The reach the same
maximum height at exactly the same point in space. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;color: #17375e; font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12.0pt;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;color: #1f497d; font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12.0pt;&quot;&gt;&lt;!--[if gte vml 1]&gt;&lt;v:shape id=&quot;Picture_x0020_3&quot; o:spid=&quot;_x0000_i1025&quot;
 type=&quot;#_x0000_t75&quot; alt=&quot;http://www.modelingphysics.org/2dmotion/problem4pix.gif&quot;
 style=&#39;width:132pt;height:45.75pt;visibility:visible;mso-wrap-style:square&#39;&gt;
 &lt;v:imagedata src=&quot;file:///C:\Users\DANTEC~1.ARB\AppData\Local\Temp\msohtmlclip1\01\clip_image002.gif&quot;
  o:title=&quot;problem4pix&quot;/&gt;
&lt;/v:shape&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;img alt=&quot;http://www.modelingphysics.org/2dmotion/problem4pix.gif&quot; height=&quot;61&quot; src=&quot;file:///C:/Users/DANTEC~1.ARB/AppData/Local/Temp/msohtmlclip1/01/clip_image002.gif&quot; v:shapes=&quot;Picture_x0020_3&quot; width=&quot;176&quot; /&gt;&lt;!--[endif]--&gt;&lt;/span&gt;&lt;span style=&quot;color: #17375e; font-family: &amp;quot;times new roman&amp;quot; , serif; font-size: 12.0pt;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;color: #17375e; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;a. Which ball has a greater initial
vertical component of velocity? Explain.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;color: #17375e; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;b. Which ball has a greater initial
horizontal component of velocity? Explain.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;color: #17375e; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;c. Which ball has the larger launch
angle? Explain.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;color: #17375e; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;d. Which ball has greater acceleration
while in flight? Explain.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;color: #17375e; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;e. Which ball will land farther from the
launchers? Explain.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;color: #17375e; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;f. Which ball takes longer to reach
maximum height? Explain.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;color: #17375e; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;g. If the balls were launched
simultaneously, would they collide before landing? Explain.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
&lt;span style=&quot;color: #17375e; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;&lt;br /&gt;
&lt;b&gt;Problem 4: &lt;/b&gt;If a person can jump a horizontal distance of 3 m on Earth,
how far could the person jump on the moon where the acceleration due to gravity
is one-sixth of that on earth (1.7 m/s/s)?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
&lt;span style=&quot;color: #17375e; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;&lt;br /&gt;
&lt;b&gt;Problem 5:&lt;/b&gt; A brick is thrown upward from the top of a building at an
angle of 25 degrees above the horizontal and with an initial speed of 15 m/s.
If the brick is in the air for 3 seconds, how high is the building? (Draw a
picture.)&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
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  o:title=&quot;problem7pix&quot;/&gt;
 &lt;w:wrap type=&quot;tight&quot;/&gt;
&lt;/v:shape&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;!--[endif]--&gt;&lt;span style=&quot;color: #17375e; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;&lt;br /&gt;
&lt;b&gt;Problem 7:&lt;/b&gt; A daredevil tries to jump a canyon of width 10 m. To do so,
he drives his motorcycle up an incline sloped at an angle of 15 degrees. What
minimum speed is necessary to clear the canyon?&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #17375e; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;color: #17375e; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;color: #17375e; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;color: #17375e; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;color: #17375e; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;color: #17375e; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;color: #17375e; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;color: #17375e; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;color: #17375e; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;color: #17375e; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;color: #17375e; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;color: #17375e; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;color: #17375e; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-PH; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: #17375E; mso-style-textfill-fill-colortransforms: lumm=75000; mso-style-textfill-fill-themecolor: text2; mso-themecolor: text2; mso-themeshade: 191;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://dantzoy.blogspot.com/feeds/3614260557823447160/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dantzoy.blogspot.com/2016/10/projectile-motion.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/3614260557823447160'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/3614260557823447160'/><link rel='alternate' type='text/html' href='http://dantzoy.blogspot.com/2016/10/projectile-motion.html' title='Projectile Motion '/><author><name>scascsac</name><uri>http://www.blogger.com/profile/04606276285163913931</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3410715850893598058.post-5061013021581508646</id><published>2013-09-17T06:50:00.000-07:00</published><updated>2013-09-17T07:09:10.450-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="A process on the Sun"/><category scheme="http://www.blogger.com/atom/ns#" term="Nuclear Fusion"/><title type='text'>Nuclear Fusion On the Sun</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/bg3Q98bolK8?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;Hello everyone. I&#39;d like to share a Youtube video which might help you in understating what nuclear fusion is.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Arial,Helvetica,sans-serif;&quot;&gt;Nuclear Fusion is the process of fusing light atoms into more heavy atom through a tremendous pressure. The higher pressure (150 atmosphere) will increase the temperature which will make fusible atoms more exited and causing them to bump and fuse. As the atoms fused, it produces energy.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://dantzoy.blogspot.com/feeds/5061013021581508646/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dantzoy.blogspot.com/2013/09/hello-everyone.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/5061013021581508646'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/5061013021581508646'/><link rel='alternate' type='text/html' href='http://dantzoy.blogspot.com/2013/09/hello-everyone.html' title='Nuclear Fusion On the Sun'/><author><name>scascsac</name><uri>http://www.blogger.com/profile/04606276285163913931</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3410715850893598058.post-3054244249264423842</id><published>2012-08-23T04:27:00.000-07:00</published><updated>2012-08-23T04:30:14.937-07:00</updated><title type='text'>Radioactivity </title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;object class=&quot;BLOGGER-youtube-video&quot; classid=&quot;clsid:D27CDB6E-AE6D-11cf-96B8-444553540000&quot; codebase=&quot;http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0&quot; data-thumbnail-src=&quot;http://0.gvt0.com/vi/oFdR_yMKOCw/0.jpg&quot; height=&quot;266&quot; width=&quot;320&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/oFdR_yMKOCw&amp;fs=1&amp;source=uds&quot; /&gt;&lt;param name=&quot;bgcolor&quot; value=&quot;#FFFFFF&quot; /&gt;&lt;param name=&quot;allowFullScreen&quot; value=&quot;true&quot; /&gt;&lt;embed width=&quot;320&quot; height=&quot;266&quot;  src=&quot;http://www.youtube.com/v/oFdR_yMKOCw&amp;fs=1&amp;source=uds&quot; type=&quot;application/x-shockwave-flash&quot; allowfullscreen=&quot;true&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;
For IV -Rizal and IV -Gomez&lt;br /&gt;
&lt;br /&gt;
Please check this video. This could improve your performance during our class discussion.&lt;br /&gt;
&lt;br /&gt;
Enjoy and Good luck.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://dantzoy.blogspot.com/feeds/3054244249264423842/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dantzoy.blogspot.com/2012/08/radioactivity.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/3054244249264423842'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/3054244249264423842'/><link rel='alternate' type='text/html' href='http://dantzoy.blogspot.com/2012/08/radioactivity.html' title='Radioactivity '/><author><name>scascsac</name><uri>http://www.blogger.com/profile/04606276285163913931</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3410715850893598058.post-6741818155010169684</id><published>2012-08-22T06:03:00.000-07:00</published><updated>2012-08-22T06:03:02.063-07:00</updated><title type='text'>Cells to organism</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;a href=&quot;http://depedcsjdm.weebly.com/uploads/7/9/1/6/7916797/p_77-86_qtr_2_module_1_from_cell_to_organism.pdf&quot; target=&quot;_blank&quot;&gt;Quarter 2, module #1... Cell to organism.&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://dantzoy.blogspot.com/feeds/6741818155010169684/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dantzoy.blogspot.com/2012/08/cells-to-organism.html#comment-form' title='4 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/6741818155010169684'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/6741818155010169684'/><link rel='alternate' type='text/html' href='http://dantzoy.blogspot.com/2012/08/cells-to-organism.html' title='Cells to organism'/><author><name>scascsac</name><uri>http://www.blogger.com/profile/04606276285163913931</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><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3410715850893598058.post-6468155500862403916</id><published>2012-08-06T08:01:00.001-07:00</published><updated>2012-08-06T08:01:51.921-07:00</updated><title type='text'>METALS AND NONMETALS</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&amp;nbsp; Elements are the simplest form of substances. This means that 
whatever you do with an element, it remains to be the same element. Its 
physical state may change but the identity of the element will not. It 
may form compounds with other elements but the element will never form 
anything simpler than it already is.
&lt;br /&gt;
There are already more than a 
hundred elements and are organized in a Periodic Table. Some of them are
 naturally occurring and some were produced in a laboratory.&lt;br /&gt;

&lt;br /&gt;

&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
 In this module, you will find out more about the elements. You will see
 that majority of them are metals, and almost the rest are nonmetals.&lt;br /&gt;

&lt;br /&gt;

How are metals different from nonmetals?&lt;br /&gt;

How are they similar?&lt;br /&gt;

&lt;br /&gt;

&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
 In the earlier grades, you segregated objects according to the material
 they are made of. You did this when you were starting the habit of 5Rs —
 recycle, reuse, recover, repair or reduce. Look around you. Which 
objects are made of metals? What made you say that they are metals?&lt;br /&gt;

&lt;br /&gt;

&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
 Perhaps, you have been identifying a metal based on its appearance. 
Most of the time, metals are shiny. They exhibit a certain luster.&lt;br /&gt;

&lt;br /&gt;

&lt;b&gt;Other properties exhibited by some metals&lt;/b&gt;&lt;br /&gt;

&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
 Some metals are ductile. This means that metals can be drawn into 
wires. An example is copper. Refer to the figure on the right. Note the 
form at which copper is mined. However, due to its ductility, copper may
 assume a form similar to a wire, just like the image in the cover of 
this module. Gold is also a metal that is ductile; however, it is rarely
 used as an electrical wire. What could be the reason for this?&lt;br /&gt;

&lt;br /&gt;

&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
 Some metals are malleable. This means that they can be hammered or 
rolled into thin sheets without breaking. An example is aluminum. It is 
mined deep from the ground in the form of blocks. They are passed into 
mills and rolled thinly. One common form is the aluminum foil that you 
use to wrap food to keep it hot. Most soda cans are made of aluminum 
too. Find a soda can and strike it with a hammer. What happened with the
 soda can?&lt;br /&gt;

&lt;br /&gt;

&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Some metals are magnetic. This means 
that they are attracted by a magnet. The common ones are iron, nickel 
and cobalt. Get a magnet. Try them in different metals in your home or 
school. Were they all attracted to the magnet? What metals are these?&lt;br /&gt;

&lt;br /&gt;

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&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
 Metals are known to possess luster, ductility, malleability and 
magnetic properties. However not all metals exhibit all of these 
properties. For instance, the metals sodium and potassium are not 
ductile at ordinary conditions. They are very soft that even a kitchen 
knife can cut them into slices as what you can see in the image on the 
right. Note though that only experts are allowed to do this. Recall what
 you have learned in module 4 about sodium when it comes in contact with
 water. Zinc at room temperature is not malleable. Most of the metals 
are not attracted by a magnet. Nevertheless, a material is still 
considered a metal as long as it possesses any of these properties. A 
material that does not possess any of these properties is known as a 
nonmetal.&lt;br /&gt;

&lt;br /&gt;

&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;&amp;nbsp;Properties exhibited by all metals&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;

&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; But are there properties that are common to all metals?&lt;br /&gt;

&lt;br /&gt;

&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Electrical conductivity is property of metals that allows electricity to pass through a material.&lt;br /&gt;

&lt;br /&gt;

&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=3410715850893598058&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;200&quot; 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&quot; width=&quot;153&quot; /&gt;&lt;/a&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
 The metallic probe in the figure on the right is the one that comes in 
contact with the sample. It will measure then display the electrical 
conductivity value in the liquid crystal display (LCD) screen. Refer to 
the periodic table found at the back page of this module. The electrical
 conductivity values are written at the bottom line of each box. It is 
expressed in x106 Ohm-1cm-1. What do you notice about the elements with 
electrical conductivity values? Where are they located in the periodic 
table?&lt;br /&gt;

&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=3410715850893598058&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;199&quot; 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&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;br /&gt;

&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
 One amazing feature of the periodic table is that all the metals are 
placed in one side. Those that are on the other side (grayish&amp;nbsp; shade) 
are the nonmetals.&lt;br /&gt;

&lt;br /&gt;

&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Notice that there is a stair step line which somewhat divides 
the metals and nonmetals. These elements are the metalloids. They are 
elements exhibiting properties that are intermediate to metals and 
nonmetals. Name the metalloids. Name some metals. Name some nonmetals.&lt;br /&gt;

&lt;br /&gt;

&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
 Which are electrically conductive, metals or nonmetals? Which element 
has the highest electrical conductivity value? Is it higher than copper?
 If so, what could be the reason for using copper as an electrical wire 
more than this element?&lt;br /&gt;

&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; You might wonder why some 
metals do not have electrical conductivity values when supposedly all of
 them possess such property. Notice that these metals are the ones 
mostly found at the last rows of the periodic table. Elements in those 
rows are mostly radioactive. This means that the element is very 
unstable and exists in a very short period of time. In effect, it would 
be difficult to test for their properties. In the higher grade levels, 
you will learn that there are ways to infer the electrical 
conductivities of these elements.&lt;br /&gt;Electrical conductivity clearly 
distinguishes metals from nonmetals but there is one exception. Refer to
 the periodic table. Which element is electrically conductive even if it
 is a nonmetal?&lt;br /&gt;

&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; One form of carbon is graphite. It 
is commonly available as the black rod in your pencils. Get your 
sharpened pencil. Place the black rod in between the end tips of your 
improvised conductivity tester. Make sure that the black rod is in 
contact with the tips of the tester. What happened?&lt;br /&gt;

&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; In the higher grade levels, you will learn why carbon (graphite) though a nonmetal is electrically conductive.&lt;br /&gt;

&lt;br /&gt;

&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
 Look for other objects and test if they are made up of metal or 
nonmetal. Write down these objects in the appropriate box of the diagram
 below.&lt;br /&gt;

&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Were you able to find a cooking pot as one of your test objects? What element is it mainly made of?&lt;br /&gt;Refer
 to Table 2. This table shows the thermal conductivity values of some 
elements expressed in Watt/centimeter-Kelvin (W/cmK). Thermal 
conductivity is the ability of an element to allow heat to pass through 
it. The higher the value, the better heat conductor an element is. Find 
the element that was mainly used for the cooking pot you have. What can 
you say about the thermal conductivity of this element compared with the
 other elements? Is this element, a metal or nonmetal? In general, which
 are better heat conductors, metals or nonmetals? Based on Table 2, what
 other elements can be used as cooking pots?&lt;br /&gt;

&lt;br /&gt;

Table 2. Thermal conductivities of some elements&lt;br /&gt;

&lt;br /&gt;

Element&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Symbol&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Thermal Conductivity* (W/cmK)&lt;br /&gt;
Copper&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Cu&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 2.37&lt;br /&gt;
Iron&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Fe&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0.802&lt;br /&gt;
Selenium&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Se&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0.0204&lt;br /&gt;
Sulfur&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; S&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0.00269&lt;br /&gt;
Phosphorus&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; P&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0.00235&lt;br /&gt;

&lt;br /&gt;

&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;Metals and Nonmetals In and Around You&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; In the figure below, you will find the elements that 
your body is made up of. What element are you made up of the most? Is it
 a metal or a nonmetal? Of all the elements reported in the graph, how 
many are metals? How about nonmetals?&lt;br /&gt;

&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAo4AAAFrCAIAAADQDZ8bAAAgAElEQVR4nOy9d7xV1Zn//+y9T6+330sTxBqNsXwTM9GUcTQaNVFHJ1WjyaiJJioWLCii9KKiCIqioFixgWLUaGILagCNLRb6BW49/exeVvn8/tgXzMy8nN+QwZeZ5Lxf5wXndeA8e6119lqf9TxrrWcTdjB79mzOOYDwzwYNGjRo0KDB3wIUBIHrukEQTJ061fd9AEKIz7tUDRo0aNCgQYMhaOe7G264IRRpxpiU8vMrUoMGDRo0aNDgE8jzvNCrnjZtGmMMQEOnGzRo0KBBg78dCDu0edasWQ2vukGDBg0aNPhb45MA+Jw5c0KpDoKgsVzdoEGDBg0a/I1AW7Zs6e7uHhwcnDBhguM4n3d5GjRo0KBBgwb/AWKMhW70zJkzw2NaDa+6QYMGDRo0+NuBAAghpJQzZswIt5U1zlX/b5Cfwq7+/12181mzu8q5q3Y+L/u7et1dLc+u2tld9j+bVvnr2V313V3X/Vuz06BBSEOqdzN/r116d5VzV+18XvZ39bq7Wp5dtbO77H82rfLXs7vqu7uu+7dmp0GDkIZU72b+Xrv07irnrtr5vOzv6nV3tTy7amd32f9sWuWvZ3fVd3dd92/NToMGIQ2p3s3sahf9rPm86vVZt8/n1f67q9121c7nVd/Pi8+6vrvL/mdtp0GDkIZU72Z2tYt+1nxe9fqs2+fzav/d1W67aufzqu/nxWdd391l/7O206BBSEOqdzOf1hXFp7CrXfrT7Oyq/V0t/67yf93+rl53V8uzq3Z21f7uut8+az6tnLta311ld9n/vOz8z++QBn8fNKR6N/NpXash1f+37O/qdXe1PLtqZ1ftN6T6v2d32f+87PzP75AGfx80pHo382ldqyHV/7fs7+p1d7U8u2pnV+03pPq/Z3fZ/7zs/M/vkAZ/H3ySA3xnCpT/pp80+P+Fww/gwChiy0ceEL5sAA5HgBrQxwAUbXvL03cvbiKi7BfOvnyej8BHoBdrwmEIYBVcKeuAGUhhOLaQEAJM9ANFG4aOqlcHGOADroCEqRt2gJoJAV/A94PturkBHMyDA1QDMJQEKpAuhCMdAQ6GuoDhAFXXZwJMIGB1AQsOUHIHYNXAJcoBBmACFkomXIkKaoMoSP4+sB5VQIcNmIDhOBwAd4RvAgxgFcsJgKqPksMDIAA83wGEA8OUNfiAxRkEg9hqFw0wBLAGTEhAwoarw0AgYftcBgKs6jgB4AM+UK5WJCDcOqQL3wzMCgc4UHBhAR6YJV0EPRvf+g2pFEunLrth0TYfAcCAsuOZAg5Q9n14Hz218PJMLkoK/XrKggJQqtY4AFmUXp8O9LsBAwIJWDoC1+JwJADYto2w10gR+B4gmO/xwAeGNEYCjAvDcpmEI0UAwOfwuZDwA9gIbATAVojNnsshUQO66wBqQM1zAAHDMAAAns9ML2xSifDle9L3XUAAts9qcGvwdPgmhFsHBgIwcAYGZ92TCydEknFS6AeX3TAIwLWEZYBzYVkWUJcA8yE4ar3wK/11NzTaXxyEqEPUdcAEGASHkOHVw7qhDJQBS6/1gsE1EPiQAhy6jyr4FrDN4ADDNqAXkI4DLpzqAKTTC2wGBwd8BPoghO1aNiQcHxzwOdxAOrUShA9uW9UBAdie7w55Dz73TQDlchmAECJ8aG8QBEEQYIePsfMRBqZpAoDkInBtX3DAZ9L2AkiP23XpGpCezyEADvgSkBySu4DFAVGC3u2V3ofsG6iWA8ADai7AuV+rQTBIvqHu1wCdMQcAK8Lp44ATMAuocYAZ4CbAjHrZBEwA0KVbhOwHButgFgBpBObAg/Nu6NSIIqOvvPYOLsElwEqQtQLMOgJwSIeDg7uhHyUEwKQQkAJSgsuwrT95Nfj7pCHVuxkOn8M3Xvv9t1pSRM1EzaSpFI8Nb+qIkUrte144da7gfUDxqUWLOkmh9H4Tbni4aJXKdgUc4BAGEAAwHXfQE4wDugEhAZQD1mfD2KpvAoOvg5VNBKiUypAIhl5OqTYAFIFieZCBwwEsgKPko8DtGnwDLoQtBAzTG7QlfKCmgwkAjhfUwi/UwAdg1Z0tEmWYgA1XoqeEbdheQQ1YXy69AhuwYUgMWiwUS70yAPiBZ0nuBYAnUWcwJWq25wOOYwLCh22IKvQAPvqrg670DbBev4oA8CB85jueDbfEyrB9+CIcjAKgp1j0gW3FsgQcz4UMXx6kF0hU6pYFWIAPbkkXTveHry8nlUhTx828vU/AYaxYr7uAC2yvVR1A9q268dJTSCFS6CeXTOkX8LjgQChFJtDneE4ABiBw4ZgWh7+js1iWJYQIxbNcHAQEIGzLZIzZts0lhIQABFC1rSGprtRrdS4kbARlbnD7A4jNkJACZYE6ANREUICAafAgCKSUheJ2wANYXS97bqDXLc8VkACEZRm2WwJsuDUwC8Lldm0gQB3QXcNmDvQ//27pNNIUJRa59OaHBwCzOAgRMMMA59uq0gTAfPgugipYzQVMCQYpALfcDVE3gYL3qVL92qvPtrfEI9T2o9POM3RIATMYtHlR+huvvPTfNIrFKDnulju3A+Ai0A1IB169H+gHpAdwQNjSrkACXJTrDgc8BgGAe3qxH9IFt8WO+RMHKsU+wA8FuFKphN0tVOud733fDwcxz/PCD5lnQ3IO2IGw3MCwPfhWeNv4RkUAluvXTDeQgOS2UfeAig2IEkQJ/ta1Lz4wau+xpBEpGVIyWVXLalpzJvXWH18vAz3ejom4qEBUegcLHNhSci0AdplV+0L5rAOFAIAO6MAggm1DUs1rkPoLD96TJyJl5Ljxt3CBYolB1sDKdQSD0H3dRQAIOLrNufC9QACB4A2p/kejIdW7mZpd4vDFu6sPIiK1leJd0XyeNDVGaozUyPB9xk27hbNeoLjslnlNRJQYc+4VcwO4AVzhePVCGRa4Ll2vCJjhIFUsMteDkGWgXvb7PBieMdQxrcEKDxyA1U3UTTCIYr0ClAWKeikAw4CBOvsLr1q6YACH5RcEjNBPHSzC8cCFCTgomijbNaAM7rB+iSoqDhzUPRgBKtAr0OvVNyxj7ZjkHjnKjDrwMBvQbdv2A0g/cOpAEHiWJ1Ex7VAaLSYDwPddyzJ8OAEcXqigZoZedRXcAKrbiggAIT3bsREM+lUEAq4PMNc1Qp+4Yrs+IADTtuGb0tM9vQTp+UwatmsDuoQPYUkf1uaPVz9FKlFEuWj6/BLAgbpth0GOPsNwABjvPbtkohahltbsz6+audGAxxkHAqs3MHsMwAQsX9qBhF0Dsz2gZMpQGzjnjuOwwBcsECzYoWMAEARBqGvVulHTzQDQPQd1Ez4TEoYhS0y3wSC2AFshwXxUBHQAqHJ/wNQ5BDAkQj7gu94nXjXz4TpCSA5IwAm4Dm6++eJvmpJqjOiQY07q8xCAMQhU3l1550RSKJpMXDhn6WYGp1qE8CEYBNMlLCB8j8q2UKq3DNYEYHseRN0Y2GAOedWcQYSyMOTZowyU1q7+vaaQQs0nHX+mFPA9cOgcOrM/nnrtWeloLq6kfjHzlj9bAlyAC0jH14sDwADgm8I3JYTFzaJeNy3TCac1et2UEpAMPABzILxQmAXgsSBgXhC4nHNd18ORamBgQEophAhnTn+5chdKta7rAFzX5cAng5oMXKMGGQgvnG9BAOWaPvRFoO4Ddg94UerrHrlrCmlEGqVaRoVSnSKKEGXi0R9ecEVBwhDCA2D2IChyYKBUtoC6ALgJbkIygA151aIGqUMakIYFmICr93lG/3MP3NkVJYoMv3LSAi7hM0AY3Bw0ACMsnAC4ABuqnQBMxw5Hhh0zKAlISIlGYPzvl4ZU72ZCr1q+t+YgIop3fuXr31vf2+NhSFkHBQoSQBEoLF+4cGwqTem9Lp+xpOqVi9bgULcMQ70wJYyaZVV0Q4gwAF5iouTB8GAwG3Z1yGbgmpK5TMKwEYpfIAZ80R/+qwM4AEOJo4zA8vQiXIBDwGTQy7ZTNKyhADjXA67DASzZ7dYG4UtUJapwAD1wJfqrKKNegQ6se//dZQe2fSFHmf2+/PXusuVx7gspA0v4puQuEIQ64wIlh5cN22IyHHUCOAWjD76ALxiEJ4M+3yjCQwChB5DQq7UabBuBM1BAIABmWjUG9BQKoc0tW7sFMDTt8E3u1MNmqwSwAQ/c4C70DevXPq0lotFU/FeTbxkADNfhQC1g9YANBcDdj1B/xw+sgNmDQGXHqAhUgWohQBXQHcYAmBUY5aoD7z8+zb1erewYJUW9Xkeo01LqpiUBLiEAi/keBHwGy/E8CAkTfh02sA1ii2CQHAMeqhJGbTNQ9V14DkJrll2t1gYBxrm3fVsfC2R4NddzpOSAw7gOvQC9MLI9l4lQ636H9rhgEKZnwdv44I3jSFMoqp0xYd4gAOEjcP16zSwVLKDsA74LwXipG6xmSYQBcA6EAfCKQH2HVIfxVoS/IUpA6ZWXnk4nqTW/13FH/1AKuA449MHqZojuydf8VKOYRrFL59+9DYDne7VaYJYgnQFgExg4hAsIC8KChODwGQTg+4wzCR4IzwZzIH3LsgBU9TqTAuCMezsbf6djPTAwEL4JdZ1zvmP5YIhSqRT+suVyuVKpgHmQAZgLGbiuGwSBABw/CHXd5HAA8CJECdbGZYumKIlY15hRl10z3QMQBGtefjmXjEeIKN789Or3PcDgXNa3QlRsL2ASvbqwAHg1cNM267ZZq4dSzaoIykZpC3i9JsPJmYGg+ujCG7uiFM2MnTxriWmDS4DrXrVnkHs1SKduIODh7x4EQb1er5lG+DM1pPofioZU72YMr6q7VfHu6qM7ckTNHaMO6q/XHSBcLO1nqABAUdc3LJk5q4OIsqPPu/oGD7UABjzXrVXhAQEkTNcthyEtx4VlQ8ISMIv6Zo665JAcgeVY1TpgOnqfrkMIOEDR9nSvj6EGhqBqFyw4gEDVYf2BWYX0wBEYjMGw/GIofo4H04aEI6SNYhVu0C+DGiBhVPRtcBlKdZPBBSqwu/kAsLVv+yudSlMTJQ868pgKh8dF3XbCuCLggztB6MgyDBquD1RsTwA+Cxg8Bg+B4/Vv5xC6axpAHUPTjk0bNkKizH0LgOc6g4O2VbHMcjgwVV0/9KrL9RoCq1rYHgq24/kS6Kv5JRsuYEOI6vr3Vy3X4tFoMvGLa+b0+qibhgA8oGy7Bde3AdTfh7ceEjxgm0wxIKDbNQbfrfdCmiWGMHIRAND7wfWeMncxtKLpORb33XCI1HW9VCpJwA+Y3CFnXsDDdVYG4coAfgDLDtd0TXgOuFFYC2wPZwdlBgPgfi9QhkC9ujOoGwCB79v1eiUcjT1HCgYAQggmDMCBVXzn1edGdzXHiL583KkDAUzfZQCC7pV3Tmof1kma8v3LZvcA1f5tEB5EABFYQI8OiMCulcGqcAouULR4zTAdP4DQIXQDKDME4Az8v0h1cfUbv0vGKUrt3z3uDCnAgiGv2ij/6foJp2djuTglzpl248cewDk4h7AR6APAVoihkK0wa30bC3UvAABUq3VIASkC3wfAAs/3nLAFdKMGcB/QvcBxHM/zdm4X6Ovrw44wuGVZ1WoVOxazTdM0DMOVCO17ngfJIJnnOuHsyrZMcN819VD1A8CVsCU8AKIEXoToXXHf7NCrvnb6zSVTcN0A58cffdSY4V2UaF7y9Iv1oTBLBUGxppsC4boQEBhDXjXzTWDQg1fvgdRDjQ0Xa2RQEX756fvnZYmUdNcV199UrgbFsgfugDsWoANhmwCyf6BPAI7vccD03P8g1Ttvu8bI/fdLQ6p3Mxx+ANdd8+oR2ShR85ePPDGcdzPdg49+jhoQriU/d8+9rUSUG33JlAUBjKrbV+nvg+BrX1obp7ii0IiRTcl8S0vXiIFBwQWYMAD7trtnpZpJoZbuzfV31rwZJSVKlE1QW9te7767ZdB03tmwWUlQspnipH31wMMcYNCEzfoFqmAOpPfa71+PUpQ06hqVjze1NA0b0T8omQATJuA+Nu+2DiJqb1618eM31v4u36q1EI3S4vsdcnT3ANsc9PWh8uvzjm1rphzFR8U7SMtQuo0U9cZ5tzKn5prlLRs+SMcVUlRStXhzx4nfP31boewOOYRg8BxhwjFWLL6TIpRrzW+uV59Z80aaIgmiTCo9csSIrfXKhmL/5nffaYlE2lozqkoHHPwl3bF0n/VX6wKwXAfS22fMsBhRJkpEKpH647MvtAAX0gVgb3375UdJU6PJxHmTbiwCAujp78t3Dc91DYu0tE6fvwBs8zOLJ6lEHa1tl81ZMCjhC/fue+9sz6oxog0le/W67aQqpCpZoiMPGru14LuA8F3JPMkDSK4QKUSRSKSpqUlRNSIlnkzv94UDdMsOpVoAhm8bvrVy8ZImIlXNPfjgU1VulgId2P7yMwvT8ZxKsfOuutkAjOr6h+67iSgVjzY5jvv8878L19Ez2WRbW3OpWPNczgO4zs5Ir2PZpamX/3pERs3FKUZE0SZqHkkqTZk5HbUPHp57GSkUScQnLFx+70sf7NHRFCOKER20z9hQKsA8SKZ3/xlu8blX11CqubmtXYvFk0SH7ju81+QmEEgWgAsOIXaKQQkovvLS0/msmomP/LeTz7FM1KrS4SUOHXzzhEtPi1A0SvFxN98xAJiFwpMPPxQnSqt07b2LNnAXHHbNf+P3K/cals+373HJldcXC2UAD99/n0Y0Ytjwwf6Bd95+S6FQJWnkyGH9/T3d/YU17/05Go1mMhki+uY3v7lu3bqw05XL5VC8DzjgACIaOXJkJBIhojPPPHN7oRYAlmVVKpUnH38kplFne3tfb8+ba9coRB2tTfGIcvjhh/f39xd1xxVD+0Dh9Ul9C+xNzy67WUnElGTs6ik3mQzg3CwUjj3qWxEipWP08lVv+UB/rQ6zB7zSN1CIxpOU7CA1nyZKE02fcp3wHRMoM0DqemETnOD8s86meCtp+aYMTZ88fsU9N41IE6n5KTcu4hI//PG5SaIk0aSbFuiAZ1mebW3YuL65Od/U0vLVI762ta+H/yevuiHV/wA0pHo3Y/p13a3gg7cO0Yio+ch/OW3DXwTAS0ANMPQNLOhZueiuJiJKdV4xY37V2cpRReBcdfEFcYrHKU4qxRJESmLMPl9UI3ts2ORIBKZTe+KxOzSVmlr3P+wrJwwN5VFKaRRTc635ET/45WUUaYq1aBSl4YloM9GYA4+s+RCoFeub4NuX/OoXUYqNbB1FGkWSRGpsj30P0KIjN2yyAM9yKstvu3XvTIJSmb2P/EZTS5JU6iIaFVHVzLBYfuQ6s68CdtX4H2WT1KVlcqRGO8ZQJJfMN02aOh3CmX/TjNHDWjIxisRjpBCpcVLjPzvvgoG66QvBAYfZHAxGz4rFc2OpJCm0/9e+Sel8nKgjm0ylUkRE+c5zL782QZQgihBFFUpmkgcfdrARcItLw3HuvvfeuEapKCUVakqoQ99Sklq6ZV1fnwOAF955dTkpSiyZuOD6uXXA87yf/OQnajpHavSb3zulwoHq+8vvmBhXkxpFL5o2qwpI2HffOz9OlI8pBxxxImltFKERe4/MqpQkahl52NvrqmHk4Jknn8ilYsM6OxQamijEU1lSNIrEDj7sK47PBMAERLhAIZynFy9uItKU7LKHVprwXXC4G/744r0aRTWKXnDNLQYADNy/ZGYq2U6U+umZP2tuaSOFOoe3kUJKhDq7Rt1zz4NhjNOwLD8IJFzHr0/49Vkjc2pSpbZslCJN1DyKVGXilMmwNr3+2K1aPE6KQpk9qetL4bQmQdSeTYw95OtrPu6B9KVngVWnXHw2qalU20hSNFK0Me3pJNGw/Q97t7voSxZIxjkE3xkfL0IWV736TDpJEWoLvepwB3jV7gG2Tbjk1ChFYxQ9d/qNg4Aw9PsW3taapLRKc1c8MohwyzXefe2FJBFpLdfNXQIpPNO8f9GCkS1ZUiIHHHQoKVrH8BFJoq6muEaUT0fPvOhKimTD6ZFCFItqxx937EBfr2NbgLht/q3DuzoVIlUhhUglas7nFKL86APf3DgAyRyj9vCShdkIkRI54hv/TEpEi6fiRB3ZWEyl1nymzFAV0AM4cse2MnPDo4unkUYUVa+YNNsDuGF8+OabSU2JEO1zxDFlwAtXq4yei886JZPNE6mUaKdYa46oPUZRhf7fl77Yb/EaR61/PaT+01POziltpHbkRh4aTkRG5ClNRPHs5VNmCYlZcxZ0JWN5oh/+bJzBECrwq6te1aIaacoll493eLBzC1lDqv9xaEj1bobDN7watnx0eIJIaSGlhaJRJZ2OUyRG6nFnnLfFAlDkrPexBbeNiERJa7p6zkKOatnasuT2W/NxNUOZuVPnAjaXxqo171IsQ9R52vfHOb4RCHfxXbPiUSJqjSZHfe+kkyTA7e79xqQyyXaFUvHOvf7l1DNd2B6cLw7raCYirfWhp15xeUGg9sRD9yUUSqmZyROmCtgB9D+sfZviaaKO075/oevXubBX3nlbFxHFktrwUeOvvFDC87o3n3Pi8aTkSckveeHxj80+oLd32+sdSqpTSe1x8NdKHAzoLZR8q3LQ/ntGiY748kG26wjAAS6eMOmo47+n+8L2fQ5wMNMzwCoPLZhBCiWzGYomTzzj5xC+VewfM2ZMIpGgSIZSLad95xhwTwb1kV15UiiZSS55aJkH2L5/5+LFEaJ1H7wN3wSzgyC46KKLlGQTKcknXnihV9cRDLz7h+WkkBaLnnfN7Apw+eWXExGp0ZN+8OOhtUNn/bNLp2UTeY2il82+aUDADSpLH1gYJ8pGiLS2y6fdFoD1Vvq+f8JX8xGiyLAHlr8mHB3M+f4p340QNeWz5WIhYHz9hk2xZEaNJq69fqrHpG45HhMCqNR0hsAKzOeWLs0TqZR5/NFn68Ix4IFteee1h1WK5JL5SyffXmEA7112/41EqWSyPRpPHn3MsRLMdOonfu8EUogoeullV/X0lKREwJnPmIQr4ILXt7z7Wls22pLWsmMO7HXBANPzYKxfcdtEUpRIIkHN+5117XxIB75xyneOTqlE8bZnVr1jVYuBXV+5dEGOiFLNE6bdIADLC/78xxdbE0Ra7t/OvvA/SbXcIdVvv/VqVKUotZ90wplSoFLmPqocOrM+uOKik9syrU2J/E8nTh0EwIJli+9KELWm6Kbly9b5Jji4Jde89HRrnCi3x7hJcyG49P17bp/XkYmTEmlu6zrx5H8NBJhZ3HeP9ohCqbhCkezRp50BCMcyDz34SwpRIhb9zdMrB/r7AHHnHQvTqcQfX38tlCxTr4+/7NJYNKI2j7r9oZW2XoVk9y68JaORFk9FEumb5i0o1QwI57hv/VNUoUREWfzE84MuPMAIAH8AogR3y5BUa6Sm2kjJpHZMH3/9i3O6LdHrY7Cu+8DbL63oipMWiWWy+XU9dQeQ1f7TTzw6ShQhmnX7PQUXkPrShTekqClO2UO/edqft9mAdcX489NELVGKNndddv0Mz8eGTf1jW5vTRPGm0d0F13GtgHkXjrswk8so0ciaP73FAN1zGlL9jwaFaU983589e3aYIQENtf5fYDPDE5a9+pUjs1GKdRA157o6SVObYpkYqcf8+NwwAC5432MLFoxNpyMtoy65bo7N+zwMnvTtf85GaER++ODGgYDrXlDzgW8d+z1SRkYSexWqBYc5994+pTVBRJ1nnDOxv172gKD+zmNLr49TIkqxU8+/7uMqLPBCoP9u6fw2IkoOv/TauQxVgfr3jj06qVBHtqtv86DL6w6r+sA/f+d7pAyPxkYPFrZbdmXlXbe0EVGq7ZKZ8ySkgOA9G35770LSEpRuPn/qxDIAPtC39c02Ursi0f2OOLZbFwFQsz2j3LvvmK4Y0T8dsj/nQb1eHToJbQc1TwRDh8DhswDm+hWLp4b+0VkXTdxSZfDLCCr3338fEVFs2HfPGAduwa0iqN5/9y2xuBaNqVdPmar7jAGm54vAhgz0Qg88A1IsmHcLqbFEpvmyKdN0AOb2d159Uo1oqUxm/Iz5N9z9SFM+qxCd+pOf+kApgAWg/vFjCydFKROn3KUzpxUk5ygtWXpTnChNkQsnLihzuDCrfuGZ5fMTCiVaD/7V5fPATWmW9uhoTmn0ryefxHzX9hgHjjzq282dI0794Rk1y+dApW6GI6cnTU+az967uImIKPXEY8+5kBYCXv9w24cvaBRpybT+YvzMfguQPUvunKRq+Ui05cAvHVquGQK8btW6t3c3t7WQEm9q6arVAyFRKFcEIOA7gS5qW53ChlEd2XSE9vzyUUWBQIIBsDYvn3+tGouTqv1y+qLNDPBrCOr33jEvRqTkh025ZVHP5nXgzi9/8J0cUbx5WG/VqZuOAGBXvn/8UZTuolRnf3FAd0zBIUOd5gBKkMXXXn22Oacp1KxRK1EuFm3XUkRxSik0ooUyWipK2k+vmTIAuOXifQtva4pRguiO51duB4MDacvXn1/eFCFKjL5w+t1wDfjWE0sWtGhEauq008+u+/AAv7T56QcXpjWKE530y6s2WgCEXi0/teIJlSiTSlx7zQTBfEgOwQDBAy+ULMfU58ya0dqUo/zY86fcBuEgMJfdObdFI4plJ0yZ7YQ7vXl90Y3XZ6OUIDp30rw+uSMAHnrVzuZH755KGinJOCVaScnEiZJEqagWV4lyneFhrZrtnn7CkXmiRCL94QcfV1xYEgiMyuaP2vPZbDyq5rs2DNSF0X/6KcfkqDNOTWs+rpV81Gv9gDP5qp+3JInimfFTZtquFMDUSy/ojFGqaeTCxcsCIWzP2/sL+5OiHP71r28vFGwhwkQFATB0Djv8XRpntf6uoZ3ZA2688cbwIyll+GGDv4JwB7j/1mv7ExE1H3Dov7yzfr0HwBVwxQBHDWBBT3iuuomItNw1sxcIVAQq+4zsbE1FU1FpZ8cAACAASURBVJRsiTUrKkVjRNFMsqmTaFhz28Fb+7Z6wntw0czmGFFkxEVXzrXBPQDex6tfWpyN5pJK+mdX3rTNgwVugq1efu9wItLaJs68ww4GfVneZ48RXc25lJrNRPKkEUWJtEQ830bU0dJ2UG/fZiGdFXfc1EJEydZx0+ZyySUkKr2rn3xISTdTJHXcz3/SKz3mbO/f+ta+LW2dWmSPQ79RAXqLlQCAsH919hldTfEEERGlUomVL7xk8qHhb6dUe74Pc/1T90xXIhpp6q+unlkMEB5iefbZZxLJODXtdda4KZA2hAW/8vzKhzLZpKrR+ImTCrrJAJcLW690tOS6mlMxIpUolYiREiM1Pn7qDBOA2/feqqfCYGhu9Bcp0qwQ3bHwNg8oW64FFDwBtn3lkumfJtUXXXtbhcOH5cJY9fulCYUoue+pP50Ap4JAP/v0HzQltEwqWS2XOPDiq6vy7cNJiU2cPKNUtz0ODrg+8wLO4Zb0/qU3zO5UqKVp5AP3La8GtoUA1vp3Vi1LRdMxil97wxITgOx5aOkMogxR9vIrr3Z8LsDdwLY9p6m1KRrPEsWef2FVwCEAy3EF/EA6ENWP1/4un6B8gr7w9eM310V/qcoAWFs+keoZn0j1+vfWxogokvunY0+B9CH9PTLUESVSU5RqISVCSiRNlCRSm/eg3IhitWT5zlDGjSGpLgPFF377REtTNEJtyciwZKKTKEeRIalOKRQlrSWZH3fTggIgjNrjS+9JELWlaOFzT24ITDDAw/o/vZpViJKjL5l9L4QP4S+/57aOOGmZ1gsuv9YW8AAYva+sfKAlpaRUOnvijUUAEJ5jvfS75yMKZdPJ6yZeHSYkgeTl4uCR/3S4SqQS5TKpEV0dKtGnSbXJYTKA119cfn8+TgmiE8+5sjs8Jy0Bvx+8CGfz40tmkEYUi1x53RwPEKYJzv/fl77YlE5qXWO/eNQJhboeAHu1aKMylEpm3nv3zy7gADCKMIp7DOuMElG247lVb0HoI5oicWrap/NLH2wPDABwIO2751+bVokSmUk3zfMCuD7e+M3yLBHFmr9y5LFVXX/z7bejyWQ0lRp/9dU+oHveTrVuSPU/DrRp06a+vr6BgYHrrrsu9LAb/G8wvJrp1fDhn47IRrXUiMO/cZLBmQdIKwBDDdjqACi6TvdvFi8em85QqnPaLUsYSn/448oRTdmWRCRBsQTFtAjFEkRqgtREMrdfqukLH2z8gIE9fueMJiKK7HHFtCUmUAeH/eamdx/MqommaPqc6+/ZwlAH6sCHz9w9hojSo2bMu5+h9vJrT7dl09lYJEqJKCWUKGk77af2zub237DxQyB4ctGsViJKDr9oyvwggATg9H/40nJKJiiiHX7KKSVAesVtG/80Np/KEe17xHfe6zcDYHuhDGn7RuH0fz0uQaSpNHJ4J0UTFE2s/WDDlsGKD1RsX0r4PoP93sqlEyOxaCwev+S6BboEZBF84LU3VsUSMcoeeOG1d0Hq4HXw6uqXn4xESFXp+lmzdT8w/WDh4nsyyahGFCMa09WiEaXjkXDN+JIpM3UA3uB7r/2mqakpHo9/6RsntI49JKpSVKFX3ljrAxWBEgPs7odvmxSnliS1XTbzuiIcjv4l981KUDRNyUuuX1IK4KHqofbmGw+kY0SR/Y763jjwOqzB3618NEGUz6ZVolgql8g0kZqIZlvf/mijGcAX4IDt+gEXvYWNAtaTdyzYJ5dKaE3z597lQjgQ4NvfW/VILp6LUOTCq2/sMxBYHz36wAxFaybK3jTvtoFSTbd1X/gcOOrbxyiRdGvHqNVvfmDa4IAbcF86DD68gYENa74wdlhCoeFfPKIO+AK2L2FtXT7/OjWWIDVy3oxFmznCVCev/f7pjnxMyXcddfKPwOyP3ls7PEFtKinpVlLTsWQ2lsiOak6Hq8iJjn3qlu6JQAoIETqu2HGu+sV4lCLUdtpJZ/f32eFatcNLQPf0iT/JRpIxUs+dMqsICL36wMIFe3VmkkQ3Pnb/x24tTLT3ytMPD88qlNjn/DnLwG0E5qO3z2wl0ppGXjn9FjM8nWxuf/uFZS0xymt03pylvRg6db32jVWJqJpJxq6/9mqIgPvOHQtu1YiiKmlErU1ZjSiTiKbiEWo68OxpS8AN+PXH75jVoRLFW66YOrfGoQMwtm9Z+0JeowzRIf/6640CHmALwOsHL8DdsmLp7PDA21XX39Bf9eH74FwvF4e3t1I0Hxuxz/bBwh9Wr/nK2LaOCH318K9VK/WtBccIAGZCL55y/HEpTVFznWs+3LLtwzVdGWqLdx0w6kubSui3EZ6bX/nYnQmFKN50xfSbmIDjSxi9R+4/Iow5rXn7g1vvWEJKjJTYE8/81pFwJEwuwnjVkFQLiaFcQY3DWn+3kOu6YYq+OXPm7Py0odl/NRy+6deHUqBQ84GHHV31vO3lEhjg8K02SkC4Vr109pwmIjU34ucXXiNR2db/7oF7jmqOa4fufTAC+KwOOCaDD5g+PAmLWTWn9sSimUNSPXWxCRS5w2uvr3traZzUnJb85bT7N/sogtWAdb+9dyQRRTr+/YLrBPSB8sYv7Dk6pSkHjj04zOMp4Ib2LRuMw/UM06o8ffcNnQpRdo+Lp93meUIIwOr96OUVFNEoHvvmj35UBsAq2ze93aZSK9HeXzuu10cA1N0Abg3Shl2CU1r28P0KEalRiqe0bEs9QPdAKTyExAIB572n7rlaUdVINDpu4rxyALABZm97809vkkIU22v8tPuEW4JfAa+sfulJRaFolCbNmOkI9BSK+xz4RZUok4p99PYfmVlhrrVk0cJ4Mh2Lp66YeaMJwC+88fwjqqrmcrlfXz3rjoef0YhimnLI4UfUnWAoJYXf8+wDcz9Nqi+bcm/Rh4GCjdKa1+7LJoiSBx576njwOoz+668c15WLq0TpZJyUKCnRsQcc4gMmgxl8sjvXC5iAJWA9f9+SZiKVUq/8fnXNtz0AfPsrK++MUGR01+hLr7ulVwfQs/TuSbFEB1F2wrWTOeALn0Ns7e3Ze/99ieJE8XUbeksVl4W54dwqh4+gsP3D15qS1NkcH3nw1wscRngW3Nq6fMH1aixBWuS8GYu27JDql3+7vC0bIS3zo1+MC+zapo/ePWhkLkf0taO/u71iC6BY0YPqAALTBAYdOIHLIf6rVK9+43eaQhq1nnT8mWF4PEDNESVmvHvROUfHSWtN5i6cc0sR4LXyg3fcliTaqzN784qHiwAYmO6vf+uVNBEl9zt/zsNgFpzag/OmNBFRuuPyKXMtoOgCdu/7Lz2RIkoRnX/DfRsFuO9AsrfWvBFTKRXTJk+6RjJPr5b223vP1qZsIqqu/eNrtlGDCG65aY5G9GlSrQO6BEobN63+bYoop9Bhp13Yg/8cAF++dBZFFIpps25ZVNAZOIfjFnq37zVqJEXzlO38ePMWh8vRGWol0tSoEAjT/tS2fAyrMnbE8HREzQ4bu66nwuu9h+07PE7p5kh7hcMATLsC+PPmXNWcJMq2nzv+2jBkArew8p5bw50Wv774iu+e+qNIuom0xPrtfUXT8QFboCHV/2hQ+JeU8oYbbtiZCL6xVv1Xw+C53ET3x4dFiZTmg758jCWFB8AH2FD2ZNfpDoKe3yxeslcmo6RHjp90M1APRKk5FkkS5ZTs+6+/B9j9g5vCgWProCgaCOD6cH+zaOZIlSi5z7jJi2sQVQjYqz54fX6KqEmN/nLW8s0SfZAVoOfFxWOJtOyYS66Zy1B3ebk9l83FYik1/8aLbwq4fcWtYYfv60e1BoAx7j519/QulSi/z6XT7/JcsAAwNn/w4jJKqGo+ccwZ/75ed8HN2mB3R4RGpZU9vvwvf+rRfcBkEl4N0oZXgTB81wCCi6+8Op5rVrMtv1212gMGDRcSkgHemyuWXEJEkUhk3DW3l1wA/czd/M77b5NCpO5/1awnhF+ErMEdWPPiE8k4pZPqry69rO56Jd2MpLNRjc44/YfMLEO4ga3ft/hOIiKicZNnFTnAq2tfXBF+cvXMBT118W8nn5SORSmW+vaJJ5tAj8lhb3tg/nUJ6khR1/hZ15RgCGy7576pCUqlKXvJdfcVPZjotzDwxmt3pxJEyUOO//5E1Lb5AxtGt6WTRA89cB/EUIZzF+it2I5ExREM2NZfrOuGF7BAVgNUVy5a0E40rG3MpRdMqPtO2TYQbJt9zb9HKdKUyF86aW7ZA7B16aKrifJE2R/85Kyq6fqSOdxb++7b7cOHtXeN0WK5nn6dAeW6afucIQjgQxTN/j/HiFoyyrADj+hz4YtwrXr7igVTtHiStNj5MxdtEQCrgFc/+NOqOBEl8kef+mNIlznVA4dnRqSItMzaDzbrli8AeCa4awIFF75kHFIKCI6hJGkoA6XXVz2XSVFH877fP+VczmDoqDm9HDqwZeIlJ6cpmqbomddcv1UARu3ZZQ+2JSir0FmTLt/g62AIas5VvzpzWJqo+cvn3rgCgQ6/vuL2aW1ElBlx8eRbdGDQB/zejauWZ4gyRL+8+bEPBaTvQPhr3/hDhCgd16Zffy0CtzzY25bPRIhOPuE4MA8igGQP3HN3hIhaDv3p9AfBavArTy6cNlwhSnRcNu3WKlAFUNv4/gsP54haNTr8zEnrAEv8hVTv3AEeUS+64npHwq/WwDkk32f0KIo1KR1jNm7dzoGfffebY3MUVWOvvvyHgg4PQGD6A1vbs5kY0Re/epTO4BS2HDSmPUXRfYaPWfHKu901cOF5vvWzH58UI9Ja9/zllTMcXwiAF973+t7ONlEkTpF0Zzw7XE21H/PdH7qAJeEBzo58+BySQw5lneM+uP9p41KD/+uQ4zi+75umOWXKFN/3GyL9vySAYzMDH729LxFF2g7/xknre7Z7ABweSnUNAAY5633k1vmtRKS0Tr95KZNl3dp+w3WThuWyCYp/9YDDDWsQsPvrpiUwZv9vXDfjbksaelB78vZpI1WixN6/mnhHBbwGiWD1e3+4JUtqhpRfzHi8G+iTogL0vXzPnkSkts+45X6Xl0v1rTMmTerM56OUPPygI8r6gIA7UHNdif32P2b6jPsYcxzXeOKOyW1ElBl7ybRFvg8hAKv7w5ceoThRKnLMGf/+YdUMA92Hjm7PEUWGf6GPwWRwJDb++c2OXOzl3yyrbP8YwgOCo75zIqnRZNuwNz/c2Fs1HAAilOq3QqlOJBLjr7+rxgEMcHfzm39aSwqRut9lUx8RQRGoIyiu/v3jqYSSy0Qvu2aiI1CxnK7Re0Y0UonMUi8C68N33hzR0aJpWiaTGTd5Vq8jIWrvv/5cIpGIxWLXzlloAcJz2vM5iiRJic1b+qgJgA8+euf0T5PqiybeU/LhoeihuOaP9yTjRJED/+XkK8Cq3W+/0hShEflYuCxK0RQpsUiug9RU1RUeYAcy3J3LhfRFRcJ457mVzUQqJZszXQbzfGDCr04dlaemRD5KkfGT55VcwFv3wJJribJj9jqUlOi3TziJQVTM2k9+diapRJSYMmPuzlM6uuMzBKZv+OX1sLYdsNewhEpt+37l/V5Tt/l/lepuAfAqRG3tqt/GiLIj9vr6iadCOMKtz77y/BwRRXN7H/xV1weXgFm1C72U3eOa2XcGfyHVEDukWhZCr1qh5hO+/ZPwsFaAWoAa/I8vO/+4OClxUn8148YiANd6ZeXyJo3SROqeXau2r4fNx59/cbNGaSLKH/rzWY+FOwCevmt2FxFlR4ZS3e8B3l9K9ePrgDCFy5rXX40SZZPRmVOug/CNSnFkZ1tHSy6TiNh6BcJ/e+0b7U3Z/0aqS2GGA6/vneceaItQi0ZfPeu6P9nQg79IgWKsf2zHDvBLr57mAfA8cH7OWT9tb8pRNH/s6efWTJsDD8+fnifKZfJf/9o3yiYsDlQHjv/qIfl4rKsp/8tLrnEB8Pp5p5+cpEic1AOP/G6fDYBdcMF5MaLmNFFmxBUzbrNcJgDY3bL0wVn//q+kEVGWKEtq9r5Hnwn99QHd8hpS/Y8H7Xw3d+5c7Di41XgO5l+N6dddYWL9ewcRkdJM1Kxk0hSPZbVkjFSKtZzyi0vCbWWPzl/QRKSmR195/QKflQHDr1QOGLVHguJZypBKza1xisZJixK1XXD5LB+2zipPzZ88gohie51/7aISWAUS7qsfvHZzs6Klic6c/NgWoEeiAPS/eOdYIkqMmDB1oYAhYFQH+kd1tEcp1ZrqIpVyLUmKZEhJEg27bPzNAPMDe8WiyW1ElBw7bspdYXYtuN0fv/oIRYmidPTpZ/dyQLhw9RuvvrBVJYq2UbSN4ukrJk2pD3YPb0mmiLoypBFFFIqmcxSJn3/ZhHCvjY0dUuOvXrH4AiIllUpfMeVeXQDYzr0Nf3jjD6QSRb7062se5MEgRBms+O4fnoooFI/QrFvm+UDV8S656mqFqLU5FyPqyMVTEUpqQ8dtr5ozvyQAUVvz4gpFUYjowqtnVgL4pr7u/Xe1RCaRbaZs5zOvv83L6x65c3qCulI0fPysq0qoC3Tfc//kBGXS1HTxpAdKPlwMuhh8c809qQSRdtA3TxwvSpvAyteMOzenUldHm0oUzTSTEic1rWTaSE3ecd8jYRXrhun6gYTeW/gYvnHOd7+tUlKlJMU00qhZpcP2Sg9r7spEUrMWPGAD0v3wgcUTY8lwi1Yy3zaMVCKVoumUlky0D9tzY/cAA/oKFgsXpLnNwCCKsLZeftHZzWmiSCvlRkWTTVdeMwV275MLpkbiKYrEzp8VSnUFovrma8/HiSiSOvrUH0M6kA7M3q/u20mpFlLTRDGiWF6jJFGyY//xU+Z7IhgKgH+ScaMsxWCYrSyfGv2j086zTHAGV5YZ6sJ4d+pVP+jMNrWncr+cOmuTJ8Bc+Papxx7RGiPKRKgtHSetPdX8//bpGtMSpcyhp09/DGYBfvXpO6Z3ElFm5MVTbi0D/T7gdK9/aVmeKEv0sxse/QiADMC9ta+/mtAom4hMnXR1mM170oTLI+EpfKIIUVM6kU1EI0TU+pXTZywDq8IrrVw4ZYRClOi8ZNr8wpBU93z84rIWhZqIDjl90ts+LAEXACsgGITX/eyymykeJY3i+eEUzceJ4kTN6WQuER9z+Ld6PFhewAEE5Z+e8HWFVJVULdVFSn5kUm0mihGddOy3Q28YdgFc36OtdVg+S5EmpWV0eAD8G189NKURaR1XzbrLZ2FAuxvV915Z9XC+heK50RRp7xj9pQ09RtmBCxQsz/1EqjkHH8oSKBwI53Mc+hp8ppDneeFa9ezZs3d+2nge6l9NuAMcH7/zBSItNZxiHaSpFIvFSWtJ5Kh9z8NP/KEU/UDxwbk3dxKR1nXV9beFUm0NDsL3H1z4QJrS4TBNWlRJZ1e91e0CdVb2YD1758xRRJTa75Lp91Ugi2CwXt6wdkFHLBlK9XZgACgDg6/cvQ8RRbrGX3dr+HAOp1aF4EvveChKKSXcOa0klWTzG3/czjgc1wDYs/fO7FSJkmMvmnyn70EKwNv68auPUJwoSt/64VlFgFtVCFeWu39+ytEUbYuMOICiyXuXPQ5mDHR/1JWhvEYaUSpGpEZefn21CxgcpoCxM82Sv/qJu39NpCTiyfHXL6n6AHrAtrz62ivRZJQyh/9qwgOQZcgKrJ5N77wUj5BGNP2mueGGW8Nni++6Ix7TYkQpjWJEg9s2f/GAA1Wi8ydOGwwAUVv74pORSCSVSo2ffJMuAN8NLOPff3kBKdHksL2+/t3vw+19+v5bPk2qL5/6SMmHjm0Gelb/8e5Mmihx6NEnT4DRC1beuzOXIvreiccDYrBmBcDih5+kaFbNtB578g8Z4IkhXXOCQQmd9WxGrfBvJ5+uUjLZkieNfvPgTXC27Nk1OkHxcy6+vs4BdD+89DqiXDIz/KprJz/3+1dautopqpKmnnDySbb/ybOTfIlAwuEOA4O1FaIYWIWTvvON+LD9KdKqRrPLHn/6L6Q6/h+l+rdJlSia+f45v+ZuDb4OXoE7eNs9yyK5TqJYvrkzSdQSU57/47qiB5f7DDxcq94p1ZwPvL7qOU2hKLX/6LTzqhURetU2L4JvmHjJyXGiFGkX3zivmwHMhVWH0L/7z1+m5iSllLZk09LbFyOo7NuVpvyXz5q9Al4VrL5y4bR2IkqP+P/Y++74tqrzfUGgZbS0DVBafnTzpc20rW3LduzsHQ9J90qysxcjcZzEe0iWLMuyMwgQoOxNUygtsxTaBAhhhV1GgSSMQOLES/POc877++NIsmxHAUMSJ+Q+n+cDN/LVvefee3See97zjnUtN8YM1NL+j5/bdtFZqgtUqlL/Xz4CAJkHiXtt1/PnnqU67+wzGqrXAxaBSIDEu267+YJzf3CWSvWDM1WXjPzJ3o/e/8Nv/l8qqe6k1cxCe/e88Lcfq1Q/VqnGsXV7E2vV4gGQDwH56oUnbzvnpxfQylpnnHvRD1Wq31x08Xlnj7j5+i29ALQMzOHeIHTtA7n7xed3nRGX6gtUqp+PUL372qsgCl0ccAAgdIHYA1x07uSJqp9cpjrrp6oRqnvuvxvk6BW/+aXqB78sd9+AAaK8DPhTkPd2B977/f+dq1KNVJ154dR5pSEJwhhoqvYwVqT6tIOSAuUYA39PkarE/XC151jd/6FeF6CuG691na1SnX+2atdzLxBRBgxcGH3yycGf/eyyET+44A9/HP9lZ5cEIALp4cMyhGUII+AR8LEzIiAIkCAAIVgIAHCI/xLkDiJ9dsvWOpovzN3s4yXEi7IoYwwQ5gSZwBGZaCpCCCGUuKih39EU13ua9fPjjVhpHAISAQGwAFgASQApLPQiEIGW1yGR3o59gMJFU7NVZ/9YdeZ5u9/7JCgDhyEoEAQQFVG8UAeOLSkRGYgERAmy/d5CkepjjOEeCo4XFKmO7S921Fcuv+Bc1UUXnN3S5AEMH/x3D2CYPZsZMeInZ53zU1/7ddTR7ECgUwSCIIIggkBAIMRaHnMQJ0CIEO4EFJG5/QBdAF89eK//B+eerzpjRL2zKcKLvIQinIABJHRknaZSTVubkOpj+1xOt35+vEGfGu0hyVKNQORxBCAKwMmRw0AiX7z/+p8uG6k687wrMjI/3n+Yrk93hYWIiJJqailSfbpAkepjjOEeCo4XTjapPlbtGfKsWup6ZeeTZ9P8MSrVCJXqZxf8/AzVD1Wqc3/4w5FaQ+6XB3vCotQVCnNEkoDQ+TQiEiISLWZKpZpICDDIfBCICKQXSE80+Mntf/b84JzzVGeeVVPfGIpyGEDCsXyRXyvVA67o29zTI17vadbPjzdoRJUUK3WLRcAiSCJICEQMoij0BgMHgUSBRK9aYD1PpTrz/JFt198iAnQEuJjAIxgk1dS9TAaiBNl+b6FI9TFGqqFfwbFFqqHweJ8XSC/iO4Bwl//mknPP+sEIler8c356huqHZ57xo0f+9nR3kEcAEgCHsASklw9jmqYOJAxSrKAwAkCABBEQAcQBEQECgHsiwU8efeRm1RlnnvujC1zu5u7eIK35EQxHD3f3onjc7AAmulzy5R/Dfqj082ML+tRiPgc0XRzIIsgdXV/iWIV3Hkj0k/d2j/r1xSN/qFKdee4j/9xOV6YFAhEJIoKsSPVpCEWqjzGGeyg4XTBsUg1hgPCnn7wHIIR7g7EwcQKEwIEDvd29UQwgA0REkRolMcgY5MS3SaKsAgEgQGQRS4LIdwNwAMHerr0EoKc3SAfiKMeT/rUYBjPR6xKXf2z7odLPjy0SjpUIQI6pK5IBEZAC4W6BDwAIiO8lYlAOdYIQoCLdGeRCAqYCz0soKdOJItWnCxSpVvCNkGroOdXbM9TjBLo+AwhTT2EiyUKEAwKyCIGASAhgAE4gYUGUAb7q7IjKAp39xk+WpLp0g2BAkiz0UKkGCMqYCJJM/8jxIgHgBTES5b9Wqof9iSj4JsDxUqKJpN1UqjFIghyJeaATHlAUMAdCMCxBUCABHkkAMkCIl0VE8IDjKVJ9GkCRagXfCCebVB8rDP26eMDRWGUjAkCgtydMN4IBLhTmMUAgHEkMx/HTDKQsgdznAyQDyJIUFPhe6h0GST/Db5jl9/vxOL73ONL7FsaABTEKgACkQO/hWNQ04ogYSUzBe8McLyH6jseLUr/jxaSa5pNT8P2EItUKvhEUqaYQol0APIDER3qBpl9OEmC6EokBeFmOSsLAgXOQWgMBgnF8fsXH8k9jTJKq23HcNwqW/X48ju89Bks1AUwAA6Du7kP0FVAWwomFbAFBiJMQQESQY2VVRYkMOJ4i1acB+rKV+f1+KtVKqjIFpw9SrXmn/AINiYmFx1APbCAEaHJNHBt3SYLxbw0kRoARIEyJEcaIyIjIqV4dhtxOBSclBi9eHMkboW9FO7nXfN3x+h9VwfcLKkmSeJ6XJMnj8YiiCMqsWsHphCFbC46RVCfvjwhBhCCQEaSU6u+rVeN0gyLVCr4d+mbV7e3tVKRlWVaGAAUKjojvLqXJA3N/f2CQAfoZM/sRH5kKTikkuf/HMfg1LqmHpPb9P7qjoYLvG1SCINBZdXNzM3VgUXRagYJUOFZSnUqwU0r14BH9KHOtobf/GNwaBd8AilQr+HbocytrbW1VZtUKFBwdMRM3AUwGyB5OEGI2cRpGPdC8Sb9N/X7lvoidWAar1FJ9bIZmRaqHF0eIC+jvYwYkthm3stCllqP3h2//6qbgVEGfAbytrY1KtSRJynK1glMUx1uKjpVUI8AoLtXxNJMgwlEM4KkkfIjtV9zThhWKVCv4dlDt27fv008/7ejoqKmp+YZhIQoUnLQYqlQPdf9YOFaMBPeJNCKJYTRZzwekuwCZgERAkkGSQaJJJYVYFUMiAAEsD41DhCLVwwvaRWL/SCHVsTqxsVe3ZDfGJNk+glQr+D5DJcsynUYn4qqVWbWCG6SvuwAAIABJREFUUxdDld6hStexkmoJRAlEWqqBVljiAfOAU0oyko7MIUKR6uGFItUKvh1UALGUCy0tLdStTImrVjAExIYSWoAvee012Vmqb1iJWXoJSH2OVIP8rDACUQA+CrJIU4VIIu7LHIJIkgAS1LfWS3gsE0JHLuB5XhAEAMAAgWBIwgSRvgZJALwMEREBiQIKA44CcEB4kMMgR4EIgAUgIhAJsASyCBIPkgBIxLFTYEKQLIuiyIsiL4qCjCQcH0AJQRjLJPbPlBBFMZHnBCFE3ycQlmVZFCVBkgSM5b47giSEZXpYenyMZYQkkMU4BUAC4HgNCCIA4oDwQHhAESBRAI6IAYzCgCMAXKwyBPBAeMAcgEgwj6QoEBFATjxNTIiMkYwRdTfHSa8eIgEhVnYCIjLmMEgA/Z/4N5GQwV7wcqwBCWKxjwoUnJZQpFrBd8MQpZrHMZ2WACQMIgKMgGCQeEnkRMyLgJJWcrEcjcbyd8oyCLxMQ5URBmr5iesuFrBMzxqNRgSRl2U50Y2T3wEEGYc5MczLUry6ERJ6sdCLxQARgyCHAUUBcYA4kCkFQCLgvjmNLEvJCtpvBZogQjDp/zlKAYC+BAYY43A4HI1GoW+lMv51LIuSwPNcPKfVICYmW1gCJIDMgxQFMUrEMMhRkCMgRwBHAUcBR4BwGIUxCiE5hOUQwdF4ijQBMI+kCJY5AAlARhIn8mFJiCBCRFkWZTlxSl6WA5HIAIc4gQCvSLUCBccNilQrOC5IFVoko6QhnPpdDfgCwiCJsak0z8d8pRECnBRMjDEAAYwlSUoOWMAYJ6sDlcBQMMzzIsdLktw3L5QBoiIORkUOgDIMQCebUYBOLrYRwhDCEKHbCHpFCAOEAXowdEnQJUM3gk4JDgkQBggAdMmxD3tJ7E8BODIP8XCIhy4ZumXYH4T/HeQ/OSwfiMJBDjol6MHQS2L/pWcMA4QAghD7nP6pl0BAgiCCMIHEhVBGEtdFYv/sEYFL1lcCPAJOIhERRUQkAwgIOBkL8XepmFsT9N1MQRAkSTqS3TZmSyAE9XOpi/Foep3KOUox6SpQkAxFqhUcYwwecI84HNOIJSQDkgmSMZJk+ikWJJDEmB5jKtsyyDJIEpGkPsFONZgTwAjhQX049qKAgZewIPfN+jt5EsQQkOFwFAdRTN56JYgAHI7AngPhtz4+uOvtvf/a+c5DT+68+6F/3Xjf421/frCu7c/r3Neua7q2ovn6Su8Nld7r2RWVRQvLZtlXzmCXz7JfOdtx1Ux2xVTLkqnmZUemZflU87LpzMqZ7JWTi5fmzpmfN2/hdGbldGbZDHb5DHbFNOuyadZl8+ZfU3J17YpK77L1npVVLWUNG6p9Wz3X3X3tHX+7Zds/7/r7f+5+6F/bHn/+n8+/9cp/P/voy2BHCEIYOICOMKZvG1ShIwDdAnAAPWE+xEmcDAOmxVEJ86hPoQUMnIyjEg6HwwPqhSAki5JAZ/wISaS/1USRagUKjgcUqVbwnSAlcbD5+whRwEfIvQVYRqnGZj7UG3OlkaVIoBdkic68sdxXJ0PkSSgocFGEZJAwyAQ4EXrDUlSMLake7hVCIggk5qoTQfDF4eibH37xwmvvb33sra2Pvem77/m1mx9e6b1nmfsutuL6yYtcBvN6bWG5eu4aXeE6E1s7wdGQY6vPtFRPWdaaXerUmCvTC9ZpzVWZtnqToyHL3jBxiTe71Km31uis1UZbXZajwWir01mqteaaIzK7xGW0NRjZhiyHM7ukyeRwZdmdJocrZ74rZ74ry9Ggs1RlFK7TWaomLHBPv7I9f3HzhAVuU0mjka3VW6t1liqdtVpvrcliarLZuhxbfa69PsdWl8VUGy0V+uJ1E0rqHNU3Lmy49cqW+/wP7Lz+H2/c/OQ7j7/dvT8IX4XhYBQ6RehBEAAIxafsMcMAgk4JeuNTefo0RQyc1CeoghgXb4yILAGW+4owHkFvk4OP6BMQAAS6Uj74ZS6FQTwed65AwWkJRaq/5zjeccZHl+rBgo0ETuajMs8RSejLk00Ay0gWJUmSCCEYgyTKoiDJEgIiC+FgpLcnIfBYkuMKLYWCnMCjhCoQDAiAl2DfF4ee3b7r/m2P3nLHAy7vpiUry2cXl0ycXphhnPi7P2ku+c3oi3/1p0t+O+bSP4zPtK7LtlVmMet1RWUG89ocR7WJrdIUrJ6y2J0/vzHHXpfN1mSztVnWGn1xhXpeucZcqS6u0Jgr9UxNlqPB5GgwsLVac6WeqdEUV2YUrssoWk/V2sjWGZiaTFvjEZlld+qstZriKq25xsg2ZNoa9NY6TXGVxlyps1YbmBqdpTqjcH1awdr0wnWa4gqtuVJjrtSaK7WWKj1Tk2mrN5U05pS69MUVRnNVlrU6m63Nsdfl2Opy7LXZthqjZf3kRa7ckhqjZV1eaW0Ws15btDqvtDZ75uIJc5ZNNV9TvKhmeUVbfdtdm+949Na//ueOv21/8sX3//tFkBrzqXh3ytATEujTFBCEIkJUQP3eqegTlJOX81NIdayasiLVChR8GyhS/T3H8ZbqfpIcSwxCM38QIKRf2FKMcnwShrAkSTwnihJCGAMIEhFx38yLIyAC8AR2v/O/J57d+fwrb/975xtbb3ugpmlTrXtz88Y7VqxxTZm7WJtTmGac+4dxk84ZOVql+oXq7P+nOv93qgsuV11w+ZkXjfnRr3UX/M543q+0F/0p75Kxky/LmPUHY9GfcpkxEx3jJs8fP3lBurUxg3FmMC4N26S1e/QOr76kRV/Skm5pSrc0pVs8GdZmNePVsC2U6aw3w9aidfh1pW260ja13ZfGNI8zu9U2n9rmU9t9GnurtsSvK2mjO2SwrUekxt6mtvvpttrm19jb1DZ/OuMbZ3GnMc1qu48eRONoVdt8GWyLacm1WYs2Gxdu1JW2aRytGWxLmrV5vMWjd7Tp7X6tzadmvOkW97gi19jChjEF9WOL6sebG9MsjelWp8bWpLW7dXaPocQ7uaQlj3WbiusN86r18yoyC6tzrDV5tvoJtuoJtuosc5m+4JpJpZWLG25svvOff358992Pv7Lrw64OCYIAQYAAQIhAAEFnBKJx90BeBgEBIiAPeNTJZm0a0gYiAZEAR4AjECUQPXoOj8FCrkDB6QlFqr/nOImkGhFAZOd/nnnl+e07t//70Yf/uvW66zwuZ0NDo7vJY2Edk6bMMOZMysydfMU47Q9+dJHqjPNUZ56nOuOc/xuryZ0yW5OZr8ueailZvnx1/YIV6yfOdEydu2DK3EXZU9gMU6E6uyhv5qK5bFle4fK8whWTrddMt6+ZbF01oXDlJOuq2QurJjFlE61l+dY1eZayPOuaPOuaPKY8nynX2JoyGKeadekcHg3rTjM3pltcOrs3w+rWsM0atkXDejOszXHNblHbfWq7L531plmbqaxqHK2GBRsybC0ae6vG0RoTb4t7nNk9zuxOJdXjzM0xwbb50xlfhq1V42jTlrTrStrUdl86402zNqez3gy2JYNtSWe8Y4pdY81N4y2edNartvnouTSOVg3ri71GMF4N26K1+XT2Fr3DZyxtzWCatDaPztGcwTg1bJPO4Rlvrs8qrDcVN+ZanBMY1wSmMcdSbzJXZhZVGArW5NlrJs+vnWBbn2VZnc2sybWtyWHLJpqvzJm3JHPW/Gm2a9Y4r73pgafv+8dztz741Eef9xwKgUBAIMBJwMsgY0WqFSg4XujLAZ5IgTK8+RB6e3vpBq3IiRDq6upav369Xq9funTpU089BQAdHR3Tp0+nf3322WcffvjhN95449577wUAWZbD4XBtbS29qPb2drfb/dprrz3++OP0sIcPH37iiSd2795Nv75nz57Ozs5oNLpjxw4A4Hk+cWoa85pK6gRBSNwoWZZFUUyOvUl44iTHzgqCEAqFElcqiuLRJRMhRA3Cie1E9O1RQAjBGCcHBQ3464CQIQqO4+i1D3CoTj4jrZdKLy0SiezZs+ell156eeeOl174z6N/2+ZtaqirXNfu89RWrJvPWvOzsiZkGidl5/zxt789f8RZZ6tUP1CpfnbO+ZMnTzcasvPypk6eMvOassrKGpfHf329Z8ONdz38t3+++OQL7z62462d737ZIUAQ4LAMOz8O/f2lfY1bH1lad4OpuGwCs85YUDbRXpNjrc6xVmdb6rItdSZLg8nSYLI0miyNBqaPetapZ5061qVjXVq2Scs2aVm3lnVrWE+CyZ9rWU8fGa+W8WqZliT6tIxPw3qHRsY3NA7x+LRV/dvp1TLeftcSu7omLdukt7TpLW16i19v8eutLXpri97q0Vs9esalZ1x6tkHPNujZOj1bp2dr9Wytjm3UsY30cyNTZ2TqspjqLKY631FjKCyb4qhe2XiL//an73rizRfe7/mShzCBKEAYQ0CCCImFb4cRiABRDCFRjuLEigkOCVHCiSCieGYZDIIAsgx4gFFdBCzSwK1Uv8fj/UqqYHiRKnUPQohuDHjcR+kPdGPAt4bar058fzvppBoAwuFwZ2cnFTyEkM/nKygo6Orqevrpp3/0ox9RlTUajV6v98CBA5deemkwGHz99dfPPffcAwcOAMADDzxgMpkAoLS0dMmSJTfffLNKpVq3bl1HR8ff/va3X/3qV5s2bfrjH/+4cuXKUCiUm5t71VVX/f73vx8zZsykSZNoA3p6eugGVa+jgOO4hBLTlgcCgcQ2jZQFAEmSuru76TbGOBgMJr6S3O0GPPIjai39PPEqIEkSfbEQBIG+FgzoLjQTyBEz0OF4sFM0Gt2/f/9bb731/PPPP/fcc7fddltNTU15eXl9ff369esLCwvHjRs3Y8aMzMzMX//612effbZKpTr33HMvv/zyrKysyfnZ2UaNtWius65qc5uvpalxo8/78IP3v/bizheeffbtV1/99H//k8NRSOQfISBJJMrJ4bCYyMoU5IEH4AA+2B9+7Lm3rr/3ifr22xet9c4uXZPHlE12rDMVXT2lpMJYcPVEe0Vm4Zoc63pFqodXqieV1GUWlZsKV01xVE0vrZpoXTPVtrZwaeOM4iuvqdpw491PPLH93Vfe/WLPAS4gAh9f1KAiHeCjvVxEBCQnUnMlpFqSQKZ+/ggIAiRikZP5MBIiWIyCzJ88Q6eCE4mhPuuj7EM3FKn+rkjIG53AYYxVKtWBAweoBC5ZsmTDhg0AIIriueeeO3ny5C1btnR1dQGATqd76KGHCCFFRUXXXXedIAgXXHABFcUlS5bcdNNNAPC73/3u/fffB4CPPvpIpVLJsjxjxoxZs2bRM44cOXL37t0JeaYz4FQpLGgmLAo63UyeVSckNhqNhsNh+k+e54PBYGK3ZCUe/IypHuN4rbNoNEoblrg/kUgkeTtxhK6urt27dz/xxBOPPfbYv/71rxtuuGHDhg1Op3P16tUOh2PmzJk5OTl6vX7UqFG//OUvR4wYoVKpRowY8atf/Uqj0eTk5JhMptLS0qampra2tubm5k2bNj366KPvvffeI4888vLLLx84cEAURdo2ekYshIAIQCSQOS4clLgIIAwEBB4FesMCDzxHEAJCIBqFaBRCGKIAEYAIQKcEHx6QH9v5yW1/22Vb5ZvmqMguLpvsqJq6sDGXqTAUlWeZ12UU1emtTnVxfZajWW1uNNqb04udanMTFSQN69OwPjXrT6IvQWpqTmf96aw/zdaWZmtLs7Wn2drH2zYkGNd1ZxJdBsZlYJoMTJPB6jZY3Qarx2D1GKzNBmuznmkaGqkQfnMO8fi0VfEWug1Wd6zlsatIvq5GA9OotbZrre1aa5vW2qZl/FrGHxf7ZIHvk/Y0mz/BdJsv3eZTs141682wNKWZXRqrS2/z6BlXWmHt2DkVY2dXZBWuneyon76gMZ+pyjWvmbesaU3z7f7bn9z64L//+eq+/eE+h/MA3QiR3l45EJAFHggCjADJgBEIUQ6JUjxegOZCEUCKnDxDp4ITiSE936P3B7qhSPV3BZ2khsNh+s9Dhw6pVCr6YSQScTqdixcvjkQi4XB44sSJ559/Ps3MwHHcTTfdZLVaOzo6zjvvPFp3JD8/v76+ftu2baNGjXrzzTe7u7tVKpXJZMrOzi4uLj7rrLN2795tMpn++te/AsDBgwdHjx7d0dEBcRtyshgPhizL9LwJSzghRJKkaDRKb+OACXFCVmVZTrwN0L5C7ed94odxYnJ88ODBZ555Zvv27R9//PGzzz5bW1tbX1/f0tJSW1vLsuzUqVOnTZuWlZX1+9///rzzzlOpVCqVauTIkZmZmYWFhXPnzs3LyysrK6usrHS73Vu2bLnnnnsee+yx7du379q165133uno6Ej1rJNfI0RRTDyOBKjNQxRFkCJYDAuRXiCJgTXmjJ1YfRQEEAWIRIAQePN/XU89/17TxruXlXtzZy+eXLxyQsHKmY51sxbUmOZdpZt9ZT6zflJJbZZ5raFozQRb9YSF/pz5LXq2SWd1ZhQ36Fm3wdaSVdqmSPXwSrXO5jWUtGaWtOhtHoPNbSrxZpd4M+2eXGuVqXi9fs416hkrtTOX5xSVTXOsm7OwZrq9bFbpWsvyyhXVft+N9z/63JsfH4qG4y4NiSJkBIMkYlFI5JFFSOSRECZSFOQoIO7kGToVnEh889z1X9sf6IYi1d8ViRVcas0GgHPOOefAgQORSAQA8vPzqbI+99xz//d//2c2m6+88koACIVCsiyrVKrrr7++trZWluWenp78/PzNmzf7fD66jA0A559/fjgc5jiOXiPGeOrUqTfeeCNdkb388ss/+OCDcDickF6O446SGPKbgK4x0wO+/fbbjz322M6dO1988cXbb7/d6XS6XC6fz3fllVfOnDkzLy9v0qRJmZmZl156qUqlonbmyy67bMaMGVOmTBk1atS0adP8fn9zc3Ntba3P5/vLX/7yzDPPPPPMMy+99NK+ffsS6k4IEQQhGo0KgnDEtepEH6WfSJIUCoV4nqfXxXEcnTcn1oESz4XjuAEGf1mWqf0yxEvUc7uXwzxAGEMEoFuCAMAXIXjzM/Tozk8brn1kWfWNWcWV+bYGY2HFlPluQ2HlpFJ3lrU+r8SdbXebWFemzZ1l9+iZJq3ZqbE4Daxn7OyG8XMb1cUejbnZwPp11hYd26qxtsTNxa0atlWdxP6y2qxnmnWMV8ckDMWtWqZVE6Nfw/h1rDOJLh3r0jFNOqZJx7h1jFvHeHSMR8c0JzhkqWY8Q+TQjp/ctnhracubdExT7IqSrvEIpvKjUt3/9qrZ1tibENOis/s1rG9skWtsoSvD6lUzLWlmT86iDab5/uwF/rwlGycv25gzv0VTVD16+upMS42+qEI/r9xYtC6PrZ5cUj+lpG6yvWbDnf+549G3tr/dtacHulAsnjsC0M1DrwhRBGL/8L+TZ+hUcCLxDZ8v/XDAYuKA/RP7KFL9XXHo0KGET5kgCFVVVRdeeKHH47n66qvHjh178OBBhNDFF1/86quvHj58+Jxzztm3bx8AdHV1TZw48Sc/+cnTTz9NZ6hnnnlmeXl5Y2PjnXfeSY3keXl5FRUVABAOhz/88EOe5ydMmHDLLbfQ81566aUDnNqOgkcfffTf//739u3bH3rooY0bNybmu8uWLZs4caJer580aZJaraaK++Mf/1ilUqWnp8+cOTM7Ozs3N3fJkiUNDQ11dXUVFRW33nrrjh07du3a9fTTT2/fvv2LL76A+ENBCCV7n1GZFAQhMeNP3iaEDFiTpnNfuuSfLM+J/Qc7lw2+0mQzAD0F9UGjX/yyowMBiCQWZNUTRTxANw8vvPX5Tfc9taph6zRmdc68q6fZKvLNa6fZq7OKK3OtNVnFVblsvb6gMrO4RltQqS+q1hTWmGxNOSVeI9uktTgNrDvT0ZLpaMmytxvZ1pz5m3RWn6lkY0axR2NtGV/YpEj18Er16AJnmqVZzfq0tla9oy1z/sbM+RsNJW1jC+rGzKsdV1CbVlSfUVSrLq7PdjRNWdpmNFdns3V59ro8W12OpSKraK2paE12UflUW1W+eW1+cdms0pql69vbb318x+uffhWK1RKJRWFj4BERMR6yU5ki1acHkp/4YL+fAf1h8G6gSPW3A21Gd3c3tbvKsvzee+9t2rTpqaeeSkxPb731VrrzSy+9tG3bNrq9ZcuW9PR0+pVPPvnk8ssvf/HFF5944oni4uL8/HyEEM/zCxcuzMrKMhgMHo8HAMrLy//zn/8ghEKh0NixY1966SUAOHz48NSpU6k9+YwUmDRpUm5ubl5eXlFR0apVq5xOp9vtrq+vv+uuu/71r3/t2rVr586d77//PtVRqqDJk9Tkm0znssmz1eRtikQnSLxDUI+w5CMkdqaL4gPyQQ4GtbQPuPPJbwbJnu2RSGTAHJ129yhAFOCzgNiF4Ln/frHKuYlZ5Zm1qGrKwsYcpiKnpElTVDm+oFbHNI0vchocviyHX8+2GO1+jdljtLcZbK05CzfnLLxWw7TqbW16e7uWbcuwtqZbfGkWX5rFl2Xxaec1ZZpbxk2vzbS0qOc6cxxt2XZ/XIw9+j5xcusYd665PsEcc0OOuSHb0phtaTRZnCaL02RxmSyuLEtTgmqbO4ketc2jtjWrbc3UzKtmW9RsS7JRXcM2D5EtQ+TQjp/ctnhrvWrWG7uK2BX1XaOOberjEV5HvEls0TEtRqvbGFsFiC0E0BcgA9uiY7x6tsXo8OttrWpLc1qRO63Yne7YoJ6/2bjk+sylN2gc7X8qdI2e15Bm8WitHqO9dcL8tgnz23Ps3kxrk9HsNJqdGRa32uox2JtNpT6T3akz1xiL1pgs6+Ytq6tov/uR59/e20sSWdC7JWVWfZoilQE8YeYc8PlR+gPdUKT6uyIhz1R76DSX6lPCXYsawwGAWm7pfed5vrS01O120y/efPPNU6dOpc5ou3btGjt2LLVyJ+bNVEQTrlsDrpqe4uiPPNFREs8+uaBT8nyXqmbyg6SRVwM+xEnBUQmhpUc+4r1KdLjEDonLoUgVyZA4XeI4HMcloupTfYUQQi8q0XJZlne+/eHOd/5X3bplln1p5mxHfvFiW5lXP2dJtnW9oagst7Qpy9ZgtDdnz29NK3ZprB6NxZNW6Mx0+NMLXdnzN6YVurSMb1yB0+DYkG5uTiv26u3txtLNGrYtw9qqsbVnWXz6Qk9+6SZdoXvigs2aAlcW69MUOBWpHl6pNtpb1cVNaUUujbVZy7RkmD1apsU0f5O6dNMYpnWMxZtub9eWblA72nR2f9aCjZmOVrW5afyc2vR5dUazy8R6Mi0uXUGdscSvYTwai1PPurNsDUam3mRdl8NW5BRfmWu+ajKzfO7CsqtqPDc/+Ohbe/ZHFAP46QoxBeiMhQ68yYJ9lP6QGK5PMammA7Qoin6/P2EjHUa1PsotiJUfxhghlFDchMdTJBKZOHHiZ599lvjn3LlzzzjjDL1ebzAY3nzzTYjrH3ULp/KfmKQO9daf+EcVOy/IA4hjySf6tpMpAfAEoigWJ0OTOtLtCJJCMi8CEQELIEcJLwICxIEQhmgIkAgY+FAkFEUIgAMIYTgkQzfAfhn+9c6h8g0PZlnKtGyzQoUnjP77tv9l5959UfgKQwDg80iswkogLCGIlfgCJMrBHhAjIEUx9P0YeEnEAIFwLwaU5Mo2IP/K4LQryTnMk5OcKqlOjwNobR6EAWEawUejRT7jYUpJWXZpvYGtmrD8unFm13jbhnTHJlkWIVYuVgLAkiT09HTRDQCMkCQIHF0JDAR6ALAgcgAoyoUJkeluVEoQQok4W0nCoiADgXCYI4RQD2JJkqgAURdgAAiHw4nJ2AlQzJhzNUKIBkFBfD3yeJ84FVJJYMKSnHClFgSB3rLPP/+cfpKYicqyHAgEBhhsE/P1ATtTL6rvs1RjEEi/0UUCEIBIACKQkMT18EEBZBGQABKEuwFxgERAIhYkwIAAAmE5IMOLb+313vSQfZVrSmnFRHu5yVpuKLpm2MduhacV8xwVo6cs0M9dPm+Fc/M9Tz7y3Ht7O6K9UixuH2Qsc0LsRVOMgBThRSIhwAChCI8Bunp7MCBFqk9epJDqzwXItazMtNWMnnVVmtWdznh0C6/PXHqTJAmCwCEkAeCXX96lUql+8Yufq1SqbdselCTh6aefmjAhZ+/eTwDw/AUlr772clnZNTU1laLEEyLff/+9VqsZAFasWDFixIhLLrlEpTpTrdYGAuGtN9z04x//9Ic/PK+goICqoSiKV1xxRX19/S9+8YsRI0bccccdtL2JuWJPT8/X5uH4LlDt2bPnq6++OnjwoNPp/NrVzROAVBKYUEFq5aBZyah/Nf08GAxSxcUY07kyjWmGuJE5YTaniEajVPXp56eKVA8VBMsEy8mDDgZMAHMiLxMkEswjKTEC9UTDERECUQiLEEVA16FffO/wmqabci1l2cWrDeZ1mdaKTHt9pr1BxzaoLbXDPnYrPK2Yu6hFw9SZSpw6a42+qDxt1lULKrdsun/HXf946e3POdpju8MgAvSEQQbAGAiBSFigOszzPIBEsBB3WZMB5HgR9KNmLh2s6oPSoCo4BpARyLHsdTQ9bawuLcBk6/LZy1257FojWz9hQbPG2pRe1EBnxghJ+/btOe+8c97979vhcPCjjz/8+c8vev6FHRjLNbVVrqbG++67x+lqEETu7bffMBi0osgdOPhlUVHBjh3/ef311/Pz8yORSCQSGTNm3JtvvPXpp19MmTItEuZEQV6zZs3WrVtp0y6++OLZs2fzPP/kk0/+9Kc/3b9/f2KhFr6BJ/J3hIrm7hBFsa2tre92DZ9mH0WqEzclOcyXyi39U8IfDQCoyzfGWBCEQ4cOJe9PI7sSn9B17u+rVAPpK22FiSzJgoQkRJBEZASYBsBIQHrCQQ7LCc3mEOx+59O1DZumFCzKK1xhmr1oakkPcwMLAAAgAElEQVTVlJLKXHtNlrVCXVypLq7UMvUGh3PYx26FpxVNCzwGhzN3oTt/cXO2rXrM9BWamcvymPIZtrJZJeV/efzFrXc9GpZiIsxJEA7LhADPyUAS3pqJtaB4/rRkqU4lyYpUnxikkOpDMuins/kllXmOiiy7c/rKDXrWY7A3S5IQjYYB8DPPPO1w2KgZnABau3aNp7mJ56MA+JJLLj7jDNWXX34BgMPhwKWXXvL6G69FufC0aVOCwd6vvvpq1qxZgiBEIpGf//wXr+9+Y9Oma0eM+MHPfnbRmWecrVKp2tragsFgb2+vwWDo6emhU7s//OEPnZ2ddMCnLlM8zw+YDR5bqOj/CCHt7e0JsTk516pprDAhJOE8RfONJEKSYkk54qDpxuh36edUv+niBMY4cWdPIQP4ESxzg2sHJpNwQDggAiAOyzxgMXEYQSbdISEigQAQFOFwGB0O44dePLDCdffkBU35jkb1vHW6osqJi/0585tHz61KK27QOnxZCzdmLr5Wv2BjRkl7ms0/7GO3wtOKVxS4Lp/b8NsZ1X8qculLWvNX3GBa0JpublAX1WQ5mrSFldOXtY2fcXXbfS9v+evuQwASgcM9IBM41CUhDJIMQOfWsQxoPBAeMJfE1D+xIwq5gmMLhAFRw19MqmN19gBmMYsnFi+bZF5unL1sim1t5txrppXUppLqVauuvuvuO6JceN++PRde+LORF/704MGvAHA0GrrvvrudroZbb7151aqrAXAkEhk5cuSZZ555/vnnb9lyPccJj/7j8cmTp0UivCDEZnRUOH7961/THFkHDhxIT0/v7OwMBALJE+vjChVNeREOh91ud3LNieHC10rggIoXie3kibIoitR3LJGPM7FuTf9J5+Ucx9ENmj/k+yzVmAc5CoQWlQYAkDCdT4NIICjC2x9+5r/uthlFJdMXudNnXDV+xtWZ5sospi5/vnvCgpa0eZV5SzdmzfelM54xRY2jilxjzO6xTMs41jfsY7fC04ppdn/e1bfkrtiqLW3//YyK8ZYmLduUWdoyaUnbqJlrchzO9DnlhddsmrygyVBQnmerrarbcNOtD4vxql8SinmnxqQa84DjUo0oUxRaV6T6xCCFVH/wRTe7tGx2aVnh4vUTrWVT7esy514zka1IZQC/+OcXfv75p13dh1nW+uc/3/TQw9ss1uKursOEyB9/8r8sk3HmzGmvv/4axvKrr77a0NAAAKFQqOPgIQD46KM9F13484MHDtHn++mnnwJAJBIZPXr0nj176CB/ySWXJNyTqfP54cOHj57g8jtCldjatGkTJGXeOH6nPDpSSSDGuLKyUqfTXXbZZa2trXRmXFZWNnHiRJPJNHHiRBoeDQChUCjxwlFfX79kyZLrrrsOIUTv7P3333/nnXfu3bs3cca6urqjnHeo7TyuNweg/zCRSqqTPGDojhImIiLU8McBdEVj2cS2v/VVbfvdk5hyzbRFmXOvzrOsVVubM0vbsxdtNpS0pVk8aRaPmvVlMC2jC5vGFnvSGJ/WscGw4FrDgi260s0ax8ZhH7sVnlYcXdQ83tr6f3Ma09m2scXN2Utv0NrbNDa/1ubX2duyFmwaNbch3eK5fHrV2ILG7IWbCpd4cuetmVhU1rTl77due65TjBlUBQAh/iuhBTpjVbwwAoziKXIxEBz3P1NwQoAJ9EVaAYnVzgUZ4LMvOw908xEZejiIEgjJ0MNDKreyf/zjkXAkePfdd86cOR0AB0O9v/71ZX//+98AUGdnB8OYx44dFQz2AuBPPvnkwgsvpKkhVaoz/7rtIVnGDz6w7ac/uVClGqFSqfbt29fZ2QkAo0aNom3s6urKzs7+8MMPIa6V+OsSUX93qGgKaxqslfj0REhOCqSSwMrKSrPZ3N3dTQj55JNP6Hz6kksu2bhx4wsvvPDyyy/TJF88zydKWJpMJrvdvnPnztmzZ9fX1wPAG2+8MX369IcffviKK66gp6uqqqqqqjrKeYfazuN/g76lVAsyplJ9OEI+3t9zdbW/oHR15syFOXOXTmbWTmLK8yxrJ7HrDQ6/lvWNL3JlWDx6R1uG1Tuu2G0o3aB1tGvsbels63hLy5ji5jFm7ziLL41pHfaxW+FpRf2Ca7UlG0cVurOXbs1g/brSTaMKXBmMb3yxJ2fJ9WMLXRrWZyxpm7DkOoOjLa24yTR7lWnOqpn2qlmO6inFV81gVt9y3+O3P/jPI0k1nWejJOK4F6Yi1ScKKaQ6IsbyIYoAvTwIADxABEGqYC26Si2KfCgUoDvQyTfGUjgcWL++/L777pYkUUbS6tWrGxsbAaC7u/uDDz5kGVs4FAUALioCia0FUwM4ISSRdjrh4QTx9VMY5Ll8bHHSpUCB/rm3qO4GAoGf/exntCgWtWDTm3LZZZft2LGDGrFp4xOO9R988MFFF11EF7P37t37k5/8pKOj46677vL5fBzH/eY3vyGEvPzyy2q1ehjfS46CVK8CWAoCcAA8lsOSEOrzYgWMkJRYwiAYkEyQDL0AQYAAwGcheOML6dGX9q7fsC2rqCzLWpNlraGFHGj6C5qCY3BRxeS0GDT9RZwePeMZ9rFb4WnFePrVvn6Y3D8HFy2N91uPnvEYrU6j1WmyVpus1bmWNTc+8uoBCXoBunCszFeHCBEpIgOSQRaIIIOIQO7s7cAgERAxiJIcFsSgJIfjlbhTBucM26v8KY9BjvhJk5MjrT9gAogQhImMiUwIjdrDGMtHpIyEAwf3X/r/fvHZZ3sTcdU/+tGPVCrVOeecc+655+3ZsxcAkEy4qAAk5XMckHTlBDzck06q6dkH1IT44IMPRo4cedttt82ZM6exsZHmOZEk6be//e2yZcuam5sPHjyYeKP58ssvAeCOO+7Izs6GeF6w8847r6Oj48EHH1ywYEE0GjUajV999ZVer6evS4MrRw07Uv/UOUno5SJdQDj6lokkDiMexyKyaMpuMREx2k3gqyg8+8Znla235RZflTG11Fi4Ot9epUi1wlORx0qqswpXZRZcU7yi1nvzw8+8/vEn3VIQIAwgAwoJIQQyAjnI9YpEQCBikGTCkVgCoRgRiUgo5bihSPW3xTGSaiKnoiByoVAvAD58+BA9F10bBYBDhzoBQBRlnhOBQDQipJwypchjevzuy0kn1cnJOGnDeJ7fsWOHSqV64IEH3nnnnZUrVxqNRirMbW1tN910U2Nj4y9/+cubb76ZCjx1CHe73StXrqQe44QQlUr17rvvCoKwfPnyzMzMHTt2WCyWO++886OPPnrllVdOhoDyAUjVRXiuAyAMEAWIYsIjzFGbd1gmAkCEQECOxUPv65L+/dqHS1z3zbv6Wr25Jm322kzWNXnphpwFbenFjTQVZTrbls62pdk2ptk2jrdtGm/bFB8K3QnSoopGqyvBTKszwWEfuxWeVkzue8l9kvbS5H5Le/J4W/t4WzstgZrB+jNYPy2cOnHpJqPDa2TrNMVVV0xZrDev9T/43FcAnfEZdheK5bc/EOzuFiJBIRSRoxLhZOAwiZDYjyw61N/viRxDTkXEMzthkhDslGFyOJGd7ptLNcJSMNhDd4hGw4TEbNfd3d1U+ASBFlzmYy8H3wDJmn387sxJJ9UJp+5EcQtRFHft2pWRkREIBOgk+Mwzzxzgbrd169a8vDyO42hQdTgc3rRp05VXXkkIoQsJI0eOPHz4MIkHbt17772rVq16+OGH8/Ly5syZQ1eyTyqk/qmHgQQlqRdjav0WZSAClqMYxLhJrhfBK+9/1rT59inFi7KsdbqiSl1RdbbNmTu/JcvWlF7UOGZOjSLVCk9FHiupTi+qH19QqzVXTVjgmb7cM2mx02Rbqyu+5s5HH7/niad6AQIAn3Z39WIkAHQL1CqOMIgYRAJRDFGAiCLVxxzHSqoJQSkoA6DeQDdd5Oa4CAAcPHgQ4kursowBIBSKSiIm+OufY7JaH1d37JNOqkmSC3rCtrB//36VSkVn0m+++eZZZ50FSZU8RFFsbW2dOnUqPQKN5nrooYfGjh1Lp8uHDh26+OKLaYrXQCDw0UcfZWRk9Pb2rl69+t///vfhw4cvvPDC4bna1EjdRUSBC4oiB4BlgO5QtJMDDiAEEAL4jIMnXvuyzP+XbEtF2sxV2WydptCtt3iz7G2ZNn9agWvM7HqjvW3mNbdR82ByEckMtjWDbdWx7iFx2MduhacVh9o/M2zuDJs7XoLFp2Z9tARqepHbYPcbbM3j59WNm7tezzSYSp2Zjobpy+oy5ix1VPhvf2p3D0APQKcEYYCQDCEZeJkk7G9Y4oVoaOi/XwVHAwGRgBh3JgMCRwmQi0XUHVmqY0cYyMS3ZFmMq3XML4oaZbu7enheok2RU1dd7dfmQWWTjgdOOqmm7aFzaxJP/Y0QYlk2Pz+/trZ2+vTpNAT8mWeeqaqqevHFF//85z9fdtllDz74oCRJPM8zDLNr1y6E0MiRI9vb27dv3261WktKSiBuG587d+77779PCKmqqrrnnnv+97//zZgxY3gveTBSdZFQoBMg5vQYyywGcDCIvorCLX/9z+zF9fpZy7Ktlfn2WpO1xmiunLzk+iybX1PsMbKtuQs2Zznaxxe4/jC1UpFqhacij5VU5yzcbLD7tdYmPesx2l0GtlHH1OiYGk3BchO7min3ps+cr57GXnv/U50ShJKCu6TEKE0QkJQLZ4pUfzscK6lORYRFno9EIsFIJBgOBwEwnfIlO28THGuKJB6tQle/Zh//53uSSnXCrSxhDxcE4frrr1+3bt0LL7xA2xkIBG688Ua3293c3PzOO+/QDKMIobq6ukOHDmGM33jjjUWLFk2ZMoX64tPyHpWVldTcTQh57rnnioqKpk6dumvXruG51NRI2UUIAAGOJx2HgmERRICdb3fU+e+aYqubUFxhNDeamCY905pR1Ky2tGeVXp8226UrbDGYW/XFLbqi5kxr64SSDRMXbDZaPUarx2htMlrjxm3GaWScdFDLiNGbYLqtJYm+dJsvzeZLsykpUBSeUNJelx5jX59M7qu099KebGCrDWy1ga0zsHUGxmVgXLR8qqaoSVvUZGQ8OY5Wk92tszQYmPrcUrep1Ks216sLqyYuapm9rGUCWzPNtn7LvdsPhSAgxYyz/WIjh/r7VXBUEBAICHEzeJJAJxdXieHbSDWtrEXLakGsAFdMASVJEkWZBl5Fv9la9Ym8MyedVNM2JIz+tDHJFUsSLmB03Tq+wBD7kFq/E+U6IEnsk1Ob0ag4iL9MHdeKKN8OqTqHLBEuKtJ+t/udTyvq/Plzl00qWGEqKJ9grjRZmwzFDeqiZp3Fp2E2ZFjaDMW+HPumXMcmo8WvL/YaLT6DxasucCpSrfBU5LGSaoPFm8X69BZ3+rw6rbk+t9RrcrjS5q0fX1A9YZE/2+HSFFVlzLx65pJm05yVk8xrbEuq3Rvu3vHCO4e65JgWKFJ9HHC8pZrqtCwLBBDGsij2y2WJEaFuZZKEgEAoFD26VJ/IB9qXrczv9w+QyZMK+DjjmDWU5jlKCjk4guUmGTIBOfHnvhJ7sizQkQDJRBCAECAYeB4+B9gL8NiHPSs23KNmyscVXqO31xrstXq2Uc82xpzCrC16a4ve2qq3KilKFCocAjPsrgy7S23zqG0eHdOiY1oyLb5Miy99WkU+2zKztGnrtjfu+PsrAYAeAodE4FAUgYQJF+V7gVBHswigYNw/XEJYoL9qESCMYlaxeJkcWo4WEnW+YqNGLMERhuE2cCo4eaCi67uSJHk8HjrvHHYD+BHxvZXq2KseBhkDlgCLBAsECwBIEKORMIdQ7I2SZjl85L8dy9ruGFe0MsNyTf4yZ2ZpVYalwuCoU6RaocLvzlRSbZzXMH3BxvTJK01z12XOWnr3469/dFgOASCQgnwA4SiAIPBdktANEJa4w0QOAg4jzEtylNaZpWKsSLWCb4e+WXV7eztVrERA80mFU0aq++X1T4XYbxEAD94dAyAgPI79jDkCHEAYw5M73r+mckPOonoNs258UVm6uTy9eN34wnKttTZnYbOedelZV3+p9umtioFaocIhUG13qu1Ojc2tsbmpVBssrQZL69SF12aamzNmls9dvinPuj6zYPW8ZQ3XbXvus64wzSgeEDEC4BGihZ4glnEfASAMRESSRDCCfr/0ZMGOZRzsJ9UDc4EoOJ2hEgSBzqqbm5vpiu9JqNOQeu3nWOHYtfToUp38K8QAdDI94AdMRCRHJBLgpCiGKIadr++r8dwwh1k1s/iqy2cszVvqnHZ1q46tTDevz1viyV3kHTV7jSLVChV+d6aSas2chgk2f661MY91TZtfn1VYljF9QT6zumRl2fV3PnA4LAgAnb2BEMcDYEGIAkiAxYRUy1jmZFEkSJFqBd8OfW5lra2tJ/Os+tSR6mRgAByv0iMfkUhAVKplmXAiiBg4gCiBMEAYYPu7h1a7/5xZsDqrsGxSqXNiSWP+kjY96xxfUJVeVKNjnHq2Sc+6jfZE0hKabdGb4LCPfQoVnkLU2Jwam1PLurWsO5ZY1+rXWf3qQk+mrT2joP7ySWU5Je78hd7c0sYJC5w55vKMGcuyC1ZuvvdZ+pvtioAAIGHgJRBFkRASD/OVAeIlQOhqViyDBybxj/q94B/dMKfgNEOfAbytrQ3H828fU4Pw6YzBUi0NpBybhBMce8sWAKIE9ofgxvufmL2wKrtgRY55rX7uNZrZZdmWah3TmF5Uo7U2ZJU2aywNf5xRnlZYN3n5ZkWqFSr87kwl1bmlmw2MP5NtnjC/fcpSv7qwctzsVUamOrPgmmnza4uXO3MKrpxavPyOh7cHRQhJfe7hkiSJIk9IPLpLkWoF3wqqffv2ffrppx0dHTU1NYm8LQq+Nfr/2KhI0+J6ImARsARYiss2AoKoyxg1f/EAYQSv7w1ue+bNXGbdJEeVydFosNboHc25izcY5rePLnRqzM16xqdnfHprS3bphrxF1xrYlj9Or4prc18hDaWchkKFQ6WOderYflKtZfxaxj9qjmvCkhsnLL1hfJH7N1PLTYs2Tli+eWxxfd6iLRqzZ/zsKpOteQJTOyp/WcGiujv/8dr+bszFzdqiIBGaCDNRXpOOADHjd7IJPGn8UKRaQRJUsizTaXQirlqZVX8XfCOpxjLgflItYRAQdHPw6ruf1W+82zR7Yb69Mqu4TG+pzilx6R3ecUV1Y4td+tI2rblZb23RMz6NuTm90JVe6NJaPAa2RZFqhQq/O1NJtbFk8+i5TWMLmyatvHm82aWxedU2t9buSS906a0tuSW+LNaTWbg+11o7lSk3zV7+j2d2f/xVNFY1XqbDKUayqEi1gm8HFQBgjAkhLS0t1K3s5IyrPlXQzxekn9FbRnxEEgUAIhGQCUgAAgEOoJuHXgT7A3DLwy8WLKo1zFs9tbTByDQYmQYN69Ww3jSbP83mH2ffMM6+QW/1J7FVb22l7mOKVCtU+N2pY1061hVLmst4tYyXJiJVs34166cFP9Jtrem2VpqGJYPZlMFs0jDtGqZdb/XqrV6Ttc5krZvMrJtmr7zxnie7RRABejngJUAAkiADASIjLCPAkiREYoFaRAQixktKACExy7gCBRSKVB9jpJRqmQcSe2vmJEQ9PzkEARkiAG/t6a3332qYsShz5pJJjtqsonJFqhUqPPE8VlI9a37t+PzSqUVL73nkeR6DCBCK0mSQgCQMBASOpzNpLtrLcwFFqhUcHYpUH2PErVY0gWyfpzdGMs9FabR0lwSdAnQS6JDhowBUb96mmXWlsWD1lIWePIdTW1SfNqdKx3h1jJcW0ki3+dNtfirYMWGOsUVvbUl2IlOkWqHC70Id49Yxbh3j0fX9drxa1qthWzRsi3owmQ1qZoOaaVcz7VTU6XfHzVwzfdmGoitb06ctzyu86u7Hd3eK8HkPRDEIAF0hUQLAAJ09PYRIALIi1QqODkWqjzFSSbXAcwBEAgiLJAQQAdjbS/788LPT5lfnmFdPtFdPXVCvL1ifNnNVFuuesfxaRaoVKjzxPFZSnVfqySv1jJ20WDvrKstyZ/bc5XNLyrf983UBoDsCEkBXSJQJYIBAsEuRagVfC0WqjxNomFafpzcC6AlGehBEADoA/vn2/jXXbst2rB9XuF5nqzc43OMLq8cXNkxcuiV34Zbf5K+lISI6xqdjfDqmWcfEyv/Fg7KS6RnE5gSHfexTqPBUIuPVMl4t06xlmrWsR8t6YvU0mT72/9259UysFCwV7wzWl8H60q2esUVOU0lL3uINWUxDFtOQy9ZlzFq99cFnDsmxrAlhBJ1RCQNEeI6AREBKdjVVpFpBMhSpPk44glRHRTkC0Ivg5kdfnOhYfcXUBZlsed7S1rEF69OLa/OWtBkdraPn1Iyb59JafYpUK1Q4DDxGUj16XsOUq27OKvGOnlVhYhu1hVXpM1fNWdE22XpV3ca7PurgAvHs312BXgygSLWCo0OR6uOEJKkGDIADHJIAugE23f0PrXmVtvia/Cv9mYuaRltdo63ODEerusSfZm3VlWzKmn99hsWvs7bprG0Gq9dg9WZaXZlWV6a1PtNaHyvLEaNTzzr1TJOeaeo/fPQlQhn+sU+hwlOIsQAtr5bxxl6OWZeedRkYp4Fx0kKxRqvTaHXGfpVMbSYTq2tHy27ShSrj4ht+P6dxjLlZv2CzmvFmzd+Yt3jTqJlV2ZbVWeZVUx2rb3/0RboQJgOEhFjZx2SpjmVJUaAAABSpPm4YKNUSwL93vlLm3jJr/iq9ZXWWfZ1+fsM483r94vbx9uY0W8t41juu2KuxbzCWbBlf5FOkWqHCYeAxkuo0W9toc4umZINx4RY141Uz3kyHT2f1ZFtXT2DLTQVLJjFXbb33oU4BZICgItUKvg59OcATKVCU/Cf9EKtfnlSDg3qMwUDGgMMgBujvLIQgKEMXQCdA3S07Zl61ecycaj3ryV24Ib2oMW1uXU6Jf/jHJoUKFZ4o6ixb1MWbtMXN2mLvpFLnNS1/ee6/B3oBOIBeCXhJwgAyz0lcFDCSwqHkyh1oEPtnSfl+5ExJGmoHD7L9SNcJBlZHSjkyx44uYpAkLAoSTwAEUQYCojBgL/o9mpRmMOhf6ROg+9AkNrEyp8cJilR/HYYu1UL3l1Squ3ngAPZL0Hzrk1OXt+vMNX+aVZlR3Jhp9xlYr97iNg73wKFQocITSVPJTQb2BqO1VVvcrJ27Jttas7TK77vl4SACDgADhKJRIJgLBYHnASFFqo+1VEsy4WN51wkQgHBIGHTbFKk+FZFUrzLl8++n4RgIDvNYQBAC2Pnul8ub7pizonncvAqttV7LuDPMTq2lKcvRmmXzqosah33sUKhQ4QnkhgxLm87qzbS3ZVoaMuZUGOZcmVu85vaH/hMgEMUgAoSjPAbASDpiFcyjS9Gpj0HXdPSLTFFzOJW+c0IIg0gAc0KU5wS6qzxQkb+dVFMeLyhS/XUYglRjAExkSeQi9AE+sv0tZkV12swV2cx6nbUhZ35zVmlrhtmZXthgtHlN9had2TXcA4dChQpPHNPN/nGFXnWxO8vRPmlBywSHZyK7fhJbUbRwbcsND3QEBBEAA3T1BABwNBIaPCCd1lLd77IJwBFm1YN37E+ZgEwAhyJBAOA5AQggecAR6EFTSXWyjUOR6pMHRze/JBWzo+zigQPoEODOR56btaRBM2uZgakxORp0bFOGpTGtuDGtuFFradIznixbs8muuH0pVHgaUVfammFrzrC4M6wendmtKW4yFjZkFTuz55VPtdVXtdzaSyCIgQMIYTnab6IwgEceok55pBDdwfIYE9KjvrkM/i4AkmUhLu8QCAQlEQ9exez3jSM3MWWLjhMUqf46pJRqPIB0/YMD4ABu2fbshHkL9XNWTJ1fnWmryy5pNNg9aUV144sajQ5fzvw2PePRFjcarE3DPnYoVKjwhFFt86ptzRrWq7Z61IWujAKnoaAus6hxorU6t3DdNMtV5c4bvgzwQQQCANcnCYpUEwzkm0s1IYQQEv9WHyWZD4cDAIQQxEV5AAiFogjFZ16UsZh2RCDujZ8MwKTvKShSffIglUjHSsTTxwgk9mChC6Bh69+nL3FNnl8/avrVBmvNtKuv+9Ps9cbSVq3dq7e3ZM1vM5W26hi3pqhBW6ysVStUeBpxjKV6PFuvsTdrHS1G28ZM++Yc+5Yc+xb1rPq5y28eM3GJqWjd2tabtr+3/9Oo0DtwMKIhoEnSkzREpZoDnmJIdvtJui6aLoZOhCIAEYhlfBv8rbi2E8AxbU2ub5g4tCxKSJa7O7tiB4j5qCVPvzAG3E/Ck2T7SHPr4/sEFKn+OqSUalolnnaIPqm+9sHnp82vHjVp0ZQFDdOW+9WF68cVVmcv8KWZXRq2WWvzplua0osatJamTJtHMYArVHhaMcPRqC5xaexeta1Zx7TrmHZDcbumwJdtadHNdU521E9f4NLNcsxYUPbU628pUn3spRojAMJHOSTJXJTLMWV//NEnkJBqQjA5WaWapj0RRdHv99NcKKCodRKoKYQ+pNhMOlYcHrholD6okARRDBzADf+fvfMOb6u6G79pKSPLS7LlbS3LU+MubXnF246XdO+V5J29l+Ntaw/PhJAQCFkEQkLYhTLKbimjGzrevi2rbEKcOB7auuf3h5yQtm9oed/kFzD6Pp/H0nMtS1fXOuejs77n6EMSYkBCzCcqQUgTQppg0gKTltB2ljBphUlrKKH/5SkJw4QJ830A0g1AugFIa4G0Fhgfg/ExVLMH1eyRkXvyKs1QXW9Bi1Ou2ymqW1+7ddB49GEXBaY8812r09PTAIC56SnK772o6iAAwQWl6vnFsRQIzn8fCUl6GoCPp+cuAPC3c54vADgDwNtnwBkApmamZ92u0J/6XR5AAcrjA/4gCIKA2+NyuQAAn355JgDATEKs5LUAACAASURBVMB73jMHAhQIAs+cC1DgzOefZ/Eyz579EgDK5ZoDgPIHA5989lkQAF8w4KOoUAd7yMteTwAAEPBTAIDZ2bmLp0sFg/7A/Fz9fx6YuLoR4fP5AACBQGBsbGz+xSkqdDAc4MqqpoLBS9MPP5/yTXtBj2VPrW5tWNVhwoS5EldSNaYeReqHJbhRrrVg6i38mrVS7dqqjb1HTz3iAcAPwNkLcwAAt9sNQNDrnvu+qfr9yQttW7bXrdy8om1D0w5L805rzeo+fIsl9N5DSgYU+PTDj0Oe9s66QHC+BRwAYHJ6KrTq2TvnAX7KNTMLKOCamc3M4M3OzszMXACACgT8bp83CIDH7/MFAwEALrjmAAVmZ9xebwBQYG7OE2rDBoOUf36BFxUMBgJB/2XN62sVEe+8884nn3zy2WefGQwG/7+sLwvHfKqB+fkE850iIEgFAfD4gQuAmSD4kgKdjkNKzRaoctV8Tn/SgpIWZB4rQlrhy7ju9UWYMGGuD1oDojXM1wyEEyGcCD6K4KP8OitGjkn0TkhjFmn6UO0Qou3Ja9hept/0k1/+9TM3mAFg2ge8AExOTgIA/nWK2UJRNQUC8/O6Qn0JoU7vCwCsaN9Y2rqL2GarWOMoW2WrXL+3fO3ujz77NPSufT7fz154iRFLX3TDjTdH/ODNn/0C+IKRy5b96MYbI278wS3Lljz1ygvnvHMN9ZotW7ZHRNywccOmYDDA4bAGBnpvuvmHETdE9PV3A0BNT194+aVXFi9eEhHxw6VLovbs3gco4HL5crIF/X1DN9+06Kabbrnn2L1zcy6/PwAAoCjqYid06FvBtYoIt9sdDAa9Xu/IyMilo2FnX4orqTpAgSAAoaVZ+04+L6vpUKg3V3b0h1UdJkyYK3IFVYsaHWLtOKa18+sNIk2fvNWqaDeiuh55XXtV27a3PpicDAAvAF/OeOdbkN8zVX8wHahuXU9ss+k7R/KbBks6LHVbD5StmZjzegIAzM7OnjlzRopgLzzzLAgAENoJ3DtvsS/OTz770gvZqGjSM9fQoFmxoj50/L333s3K4jmHbYGgd2pqMjU16ZVXXn7nnb9yuRmvvfY6oMC777zPZvF+99s/fPzR53m5InUjQVHgZ6+8mpyUeu7cebfbExovDv0MdYZfuwsTEbqhKGp0dPTigHl4rPqrCHXCXJxt8FUyfRcFPACcB+DwY7+Qkd0lK8059V0CTf+/bkmJXkaouEKkDSJtoS3zrn/dESZMmP9fiHGLGP/H+oG0oKRFrHegOhtE2oS4JU9tylObBLgV0jolul2K5h591+gnAEwDcOGflwR9peprO1L6/y0uU3UopUhoEtknfqDfbl6xcaykw5Lfvrdq0+GyjfcXrj7qB2DG66Yo6s033xTl5AXcXuANUrNu4PYBl/fkiftviIi4cfGti2OiciTIOb9rbcuaJ07/eG5yGgTA1NmzObyM997772DAM+ua2rZj0/GT977521+W1dT4APj8/AU3BXZs7+7rNVyYmuPnwZ9+csbvA4AC8XEJZ86cnZtzX67qy5rX1yQiXC6X1+udmZkxm81erzcs6X+KK6naC8Cnk+5jT7whrmzJbx5Q6HrFzZas2s6wqsOECXMlrqRqmLAI1UaItElbx9CmkdxGY26jGdEPL19jEjZsLmra3jlx7+ceMA2AHwDvPyfr+Md73+m4gqq/AEC/3Vy+2l651rli2z0VG+6Wtx4s33T/lGv207NnKIp6/vnnVRKZ3+WZ+/IcCADg8n767gdpKSk+j9dNBd76y5+x4vy/fPJ3TbX6L7/7r9Ba6M8++lCUl3th6qzf7wpQnu6+znvuP/7jp59o0Go/OXs29OrdXQOnTj7smvNncLO/+HzS6wkGAgBFJV988eXcnDt0ypdWXF9bVV+6NzExAS5+QQjvg3kpLk7ZD1xifv20Gzzx4i+zCvUqfJsQH4C1Q1DbONKxO1QUxbhZjJvFuEmMm8SESXxxk8pQcQ1JWqh1CLWO6153hAkT5v8bUo1DqnFIcIsEt4Q21kTJAZQcEOL9Ak2fiLRKWkfErXth3bhIuxdt2o80G3LxbrF2p6ypu3fiyMde8PmU23N5/XRR0AskBUogAAKB0FBjSJahRVl/mwFVK3vK1kw0bL+rYvMpVcdhScuJko0/Dj0mEAxOnj//o4gb/vz7t4EfBKddwO17/YWXUQg+P3luLuBbu3VTlhh2AUCuIP76+7+CAJj5coryeZMZ8UZjX8A/9+kXH8bQl/3iV6/9/dMP41NTf/9f/3Vmeu4Pf3tv2VLaG6//xucFGCp///2PAQX+9tf3uNysM1+cdbnm/w/BYDC0eOpiT/g1iQiPxxMaqx4eHr509Jq+5HcrrqTqV3/3Tp1ubaF25/LmLqGmX6jph9omMjTmsKrDhAlzJa6kakmzGdMbhYQlt9GQp3GKyDEhsSe3cYxXtwNtNRauHITVWxX17bvv+4kHgNngZfXT90PVZwGoWd1fsmqsYt0eafOdJevvq9z2lGLlA5Nz0z4AKACmZ2fuO3Lslh/ceHNERPySqL/+/g8gAFZ1rIynx91wy02wTEKuaX/v7Gct6pZXf/oqcAdBAJw/8wUi4DvspptuivjhTREbt6wN5cp49KmnbrjlloibF/1g0dIHTj3qmgvMTHuSEtNnpj2BAJiZdgkF8JdfTrrd8/toXVL1Nb0w4RQo/yaCwfMAzASB3+13fekGLgA+9YEX3vpcjvfI8R4xYRQTRuSrGWSW614XhAkTZsHA1wygTRZUY5Xqhgt1ToXGYj3w6HkAPp6edAHgB3OTc58BAKiv2V1iQYTnChEIBC5v1IbuXzr4fw/qG8a1uwJhVf+bCATOBfznzl740kd5Q3MRP3KD8qadYVWHCRPmWgNpDVizFVZbMMKuImxIdX/HrvGn3vi7C4DP5qb8YM4P5rxeHwDAN7eQVR24cvyTUMOq/t6G1xeY39Tys1kwC8D+07/AqtbI8AEZPjDfrU1YEcKKkDaEDCcKDRMmzFUDajKgrWah2gThFiU5LKgcyG/s3Dh0dNIPLgAw7ZvxAb/H4wEAAN9CVvWV4l+FerUkHVb1dyy8/hmvb9oPgDtInfGAu04+Ka/bWLvaGFZ1mDBhrjVC3SDcbBJpzBBuzdeNYvUWSfXmUl3/bUdPzgIw45uZDVxMchkAQc/X1mXf5fi3Ng097JKtv6lir1ZcuysQVvW/icmZOT8Aky4wEwQXAJBXtcsbOhWNu6S4SYqbMNyO4XaEcHzF9S7bYcKEWTDk6fqEzUMi0iYibTLtuJQcUzQaVWpTObHl1T+c8QIwOecFIOgPeEHQCwIL1tVfr+rLHxlW9QKPK136UNe3G4BJN7j/qV8VNawt0g2oNN1hVYcJE+Zaw9cPCJoGIZ1dpLVhmmEJMVpAWPNxSxm+ZdXO0fm81j43AMGgzw2o710P+L8K8uoqM6zqb11c6dK7AJj0gGkA7jz5U6h01YoOU2bRxuUtDjFuF+N2FB9G8WGECOFECOd1L9thwoRZMAhbhnJ1fSK9HWpyQJoRGB9V4GPSxuHqFpu4YtupJ34x6QEurycIwD9tC/k9if/RjmFVL+T4GlVP+cEUAKqa9jJ9n6Juq4o0S9WDYVWHCRPmWiNqNWSTPUKdDW0dQYgxhBiT42NYvUO+YtdyfLAKX/fGHz72UcE5jxuAmQsXPr7e9ei1im9kxwWr6lAMDw+HVL2wU5V9zSW+NOwxNTUFAPD5fG63ewqAj+fA8OFnG9da5OpepGZHUduEjLwoaXwEwUdCkkYJBxruAA8TJszVQ6g3CPUGoc4i1Fkgchgih1HNGKoZk9Saytv2SsvX9o2c+mLG4wHAHTzv//61qr8/ERESks/ns1gsXq8XLPRW9ZVU7ff7XS5XaNcat9t96fHvnQcHTr24XLtLVNohbehWkYP5zaOY2hxWdZgwYa41V1K1Uu1Aqw2FdVur9H0vv/m7855gEMx5wYXrV7OG49rGV63q0dHRkKT9fv81bchf3/j6jotQj4LP56MoyuVyud3uLwEYOf7iivUjpe1mVZNdrBnKXTEkbDDDxAhMjMDEMEwMI4QdIeyXb8gRJkyYMFcBwo4Qdpi0wKQF0logrQUmHTDpkGnH0UYHVr1LpR7cZrztjG9+s8hwLNSI8Hg8oVa11WoNbVO9gD0NrqzqUI9CKCP65VfgwKO/Uqi35ZWtw+p3CFf0YOpBSG0tXr0/rOowYcJcc66garFmWK6bkNf3FevMpfjaV//4yfmAO6zqBRxfTStzOp3f51Z1qOvb7/eHktKFmteTk5POE68WNA/ItIPKZiNKmJVtI3kNluxaA0SOQOQIRDog0hFKKYqSRpQ0Xv+yHSZMmIWCtHFM2jgWSrUE6fohXb9IZxTpjEK1Pa/BUrZqX3ZZd2lz37qhQx+6wNT1rl3Dce3iqw7wkZGRkKp9Pt8CHq7++g7w0ANC49aBQODpp58u6TAJazaJ8T4J2c+v7xdrreKmMUQ7ElZ1mDBhrjVXVLXGgenGFNphqNZQgO8swDuf++1fwqpewBHx3nvvvf/++59//nlvb2+oZbmw42ta1R6PJ9SqvvTgsbGx3OpNcn2/osWiaDEL1Ibs2j5xy4SsfY+IHBaRw6HtLBHShJAmlBxEycHrXrbDhAmzYFDU36aov02CmyW4GdbvgvW7hE39wqZ+AWlTrrk9p9qY37YPqtmh0g7tGj/2gftrar5wfLcjwu/3h5rRl9ZVf29b1f80Sj0zM0OSpJjoLuowZ1ZthdS9stZhodqA6Ed4KwbDqg4TJsy15mtULSDtGDEirLcWNZuR2s7y1p3PvrVg11WHIwJcVJTdbg9NK1vg66qBnwJ+P6D8gAqAQAAEAOUClAv4pgA1Cyjg9/pCWX+69z9d0hHefmOBI8Ztl8BwK4ZbMcKCERaUMKGE6eKghgEhDYjWgGgNYtwixi1i3CoOPRi3YrgNw238OqNMPyprGsfIYZQcFjZa8+rNqHZE0TQBN9qwRktJx16oqqdA55DXDxSRFnldX756qJAwF+AmWaNB1mhQEtbCpmFUaxCqe2FiAML7xXqTUN2LEIOY1iDS9Asae1FyCNUOidR9Yr1J0WZHtUNivVPaPCJtHkG1DqHawm8wCdVWmLBLm8ZR7QiMO2FiGNOOYdpxGB8RNNhhrRnRWVC9FdFZINIkIoxC3CDEDQLNENZkk7Q4YK0ZIk2o3oo12SDSFHrX/zmhK/OfIyKd3wgMH8bwYQx3YrgTwx0Y7ghd/9B/DSNMGGHCCCNGGDHCgBEGjLB+I677B/I/BCYsMGHBtHax3gETFoSwFKzaU995zAfAlAsACszNegHlA353MOABlM8HgA8ADwAeACgAKABA0LOQ9/dYcBFW9UVVB2aA5xyggNvlOuMB758DtZsmxOqu614mw1xTrpaqIbWFX2cUNlqkTWOy5gkId4g0dmnzOKK2c5d3oY3mijV3CMq7ytonKttGofKd+eqhYq25tNlRorercIu0YUjSYJA2GkWafkmTSajuVbY7hI298lZryNb8hm5+QzemM4j1JggfQLUGsd6YW7crs7o3r34Iwi2o1oFpnQhphwk7hNuzVxj4DRYYd2LaUbFuHCVHEWIExodFhBEiTbDW/E8IcQNEmiDSJNAMiQgj1mQTN9vDqv72cknVOjuEmwUNQyhpze/Y/cV5vw8AQAGvJwgoHwh4AOWjgt6wqr/r8f1TNRWgqEAAUIF/UjU1F3BNAgB8Pt85Cvz4Z38W1u6AG3Zd/zIZ5loSqqDRfyC06O5yzJf4H+p33IrhVmXzCKI2oWoTojaJ6gYRtUlCWEV1g2JNb8XaUTnRC63YqsQ71xqODN7+6Ng9L4wde37s2PP2Q8/07n5wVf9ddWttBdoeaeMOZdOglOgpbjfzStZIyZ68qk1K/YCodltRu0nZNKhqHpJr++D6HRKiW6kfQNWdyhabTG+WkEaMMEhIo1RnlumtMr01v3VE2eKU6uxwo0FQ2w81GOR65/JVt0n0wxK9U6xzYjoHpnWgpB0lbQhhw7QOlLRBGoug0QjjVol+WKx3IsT8YqH/HJSwfUMs3wx8+DIcKO5ACTtK2C//36GkGSXNKGlCSdNCVXWoVY2SNrHOgZBWQaNB0GiANObnfvaWB4AgBfx+AII+EPQC4Keo/1HVXhD0Xu/6OBz/aYRV/ZWqgWcKABAMBqcBGJo4DtV3Ssn+614mw1xTrpaqBbUDYsKqah5BNWZh7UBh23jJ6tuEtQMK/VBu1ZZNw6ef+N0F25Hn69Y71OvtpU09P4yHYzIKM5XaQnwnvnl0vfFI155HDXc+PXzyjSMvvLf74d/ue+KPG4ZPb514ZHmHBarfgWm64PodqHoX2tgpqt0m0/YVt5uVTYMYMYTig4hmECOGxIQBVg/k1XRllG0T1PbB6iEJaZVqbajGLKofEtQO8FcMQBqLSG0WqU1CtQnSWGDcCuNWSGOR6J0hhaOk/SI2GA+r+lsKTFgg3IwQFkxnl+idmNYeOji856gHAI+XCgQB5XWBoA8A/xU6wMOq/i7F91zVwQAIAsoDKA/wzYDAHAWAxxuYAqBCv13RbBETQ9e9TIa5xoQcfLmYQ8dtCGn7Rw+F9jm1IYQtJIZQp6uYMIkJE1TbjakHlFqjTDOIrOgU13XL1X3i+q5Vpv3WYz/R7rAxoOVRXDRTtaJ+5fbq1k1RLH4MRxibAdMykOgMNJIDL+UgSzlIFK9gCVuRKKr8QQIkLG1bru/sGr+/d88DxgOPOY48feCR1w8+9kvH4ad3DB/XbhtWqjerdN1SzXakbjNcu0mq3pGv6yluGVzeZlCQPTJNl6SxU9K4S0H05msH8nWDKu2AlLSJcQumMYtxi1znUDUNq5pHlE3DaKNRQljlOodC75QQVlRtQtUmCWFF8ZFvBEzavxFiwviNCCUduogTJpww4YAJx8UntMGkDSatl1ioqkZJG3JpxFpnlzYNS5qcmNa+epvp0wvA7QMBAIJeNwj4APBRQU9oM9/Qppnzqqa8gAqr+jsTYVVfpmrKTQHg9vg/mAZwib6ww4niA9e9TIa5xlwdVZevnpARRkHVDgVpqN+4t6nr0NCBF578zXRpR3cCWhmbV5BZpE4UFsTlyjVrd5WQq+MyUToPic2AY7hQFBeJ5MCRXDSSi92cIqbnltySJonnl92YhKQgK6J4BTFZRbHZxYuYslvSpMu4qjSsrqq9v2vsfvvhp3r2PW46/Oz4A6/tf+y3tz38K9Ph5zY5Tzb33FnUMqQkeyWNuySNu+R4r0rbryT7ZZqegtYxudaOqk1wvQFuMMD1BmHtQF51L1Q/BDcYMI1ZRtolhBVtNKFqk5S0hVX97QTT2TGdHSGtIrUR0phQrQ3V2mDcTHTs/M1fvghQIAAACPopnwcAXzDgDqv6ux7fO1WHHH1R1VQAUIDyAcoHgh5AeYMAeAPgsVffVdRtwLQWTBtOFLrAgbQmSGuCtGZIaw6lbwxV8SElX+zUdaCEA8WdKO6cT3dDmFDCJCYMYsIgxQek+EBe6Yaq1U799r2bLPf1Tjxc1WpIFtSwMTVHsYItr4nmYXG58rz8ajZahK/e2tixic7OpbFyYlm5saxcGldIz4DoPISeiTJ4suh0mJEpu5WRQ+dKbk3IpXGwyDQojiuJZiKxbDQqHb41ITcqHY7LkEamQdE82WImcmMS/+ZUUYKgWFq3qmmHs3Pk2A7n0f7bTjmPPHX7qVf2n/75+PHnjPsf7Ro7Ub9pvGqNo6TVVNRsKG4xFrcYC/SDSrK3tM2sIHrFDZ0yTZdK26cgeuV4twLvCX0R+c+5XJP/Cf/4JenfE0o69D9h/xdsEGlbqKpGSKtE7xTrHRBuFqmNCGFFCKtIbSzDN5548k1XAPgAAFTQ73EDyksF3QEAAhdVHQQgCACg/IDyX+/qOBz/aYRVPa9qyjcHfK4gAF4/cBx8srqtL6Nip0QfXqy1wLlaqt5oO2W6+8W6tU6GoC5DpsuQ6eiZpSy0MV5QkCau4MgqONKKVKGSlgHr1u8sJ9oTeEJGhiCOK4jjCugZEI0riuGIoliCGBYSw0KimXBSjjKeJ43nyWJZaDxPFsvGoplIXIY0LkManQ7HZUgSsxTRTHgpRxyZIY3OlEdmSJewsMVMdAlLEsmVx+cWx2TmL2ZKb05Bl7DkqXA1WrWqrKmr/45nem5/snvvE/13PGM79rPxU2/uOf3r3ad/pd91oKzDImnslKq7CvWDBfpBOd4jaewMq/rbiUhtlOgdsuZhVGsL9YGLdXaYsMgrW+37T5+bpVxBAKig1z0HKC8AvrCqv+vxVQ7wSylQFnD+EwBA6IMa6gIKfXznbwM+QAXmfOD8bDBfs1Ol3iFpGeWrzde9TIa5pmTX9YhII6q3QKQRIoyozoKSFpF6KG9FH0ZYMI0ZaTTKSLtYY0HqjUqdU0IOYcSAQm+EG7qxxq4NjtMnX/nwqbcuFGm7c4vbk4XVifxKJlzDhKpT+GWJOcvpWUVsSV2qoDRVWMqFy1Jy8nWruxuatzJYMIMFx7PgeBYcx8bi2BiNLaaxxQwuHMeGaExBTGoejSlgcOCEDJTBRRIyEAYXiWNDtHRBTBqfxhQwuEhypjiWC10GHMuFY7lILBeJ5aCxHDSWg8VysFiO+BL0vPzFbHQxG43Jki9mozelCJLgEqVmbWVH51bHXaY7H+zefU//3vv2P/Ti4Sdfm7j/mXXWI9pdu5XaHYXN3VjDpqKWHnHjZjmxXaXrLGjqUuk6Zfg2ObFNqd0hbtycV7FS3mRGNP3yJpOgdpeyxQqrexVNZowYLGi3S7UGUUOPqKEHxQekOqNUa8CIQW7tgIC0Szp2S1fugZtH+KRNoLVDTcNIy2geYc1uNAlIO9Y2Lm6fgPTDubgFIsySJidMWgRqI6K1wYRFpDFJmocFapNIY4YIa2jkAiasIo1FqP6fpgEuCFVfiQL15qrWns+mgvOJyygqJOgACAYA5QPADwA1r+oACH7rVH2lFFX/NiH0//F5vunzX+vz/9cIqxrM31IBQAVm3ODDT6fk9VvkDVslzaOi737RDfP1SFodkhY7rDXlNfYLNUPSZnt+x5iqfVSitYlJK9xoFOMWpX4YbTQJavqlhA3R9MPqXgkxsMZ+euTkL+s274nNW5GAqLkKXRJUF59TlsivTIeqmXANG67JwGqZ6Aq2uC4hpyhFUJojq2GLSjRt20vrV15J1SlZkqiU3Mjk7OQsCUugSshAolNzo1NzE3loQgaakIEkZqBJPCwhA43nwHSm8JuqOjpTtpiFLOVg9FxVdJb81nQ4MkOSipb/KJkfm61IEBbFZMmXcsWx2Qp6Xn50plyp3Vnc2rt19ETfHY8ef/Ev4w/8fP/jv3Lc+4Ll6LOde07ruvYUNHVJ1JuV2p0l7X2lHQOCui5Y3YfiA3K9SaI1SLRDsLpX1NADNfZixKBMb1I0W+RNJjE5hGj6ocZe6co9ubiFWdXDWdEv0jvF7RMinZNXN5SrsYh0TqRlVKh18OqGODX9OWoz0jKaWd0t1BgRrVXc5JC3jqI6O79hiN9oEOudmM6BkDaYtCKkHdM7pS2j8rbx75uqVQ0by5t2vf/F3CwFAAABvx8EPSDgDqv6fxfX6/z/Nb5/qqao0Bu+TNUUAFTox/k58Ou330NrtkjqtqPNE5Bu9LqXvTDXFKF6EMaNKGnCSLNEa8ZIo7C2m1e6RUYMSTQDMs0AVt+N1e4q1JlKW6zyxt41pqOj97/quOel4ub+qMySRKg2Q0nSckqThJVJwopUUUU6XJUmKk/ml6QKStlIVSpUm47Up/ArUviVXLg6Pa9Uu6qvac0ggylmMMXxLEk8SxLHksWxZDSWnMaSR6Xm0VjCxEwsgYdGpuTcEseJTstLy5PTWMKYdH5MOp/OFiXw0MRMLJ6L0FgiGlf4FRwRjSOicSAaB6JxYBoHpnEQGgehcdBLxGaIotj8aI4gLgth5GCxGaJlzNylaTmJeRJaBhTDFdIz4WiOYFFK5uKUrNgMUTQPpWVLYrPECQJlJBdexoEWMwWxWWJ6jrREv75n4tDoPY+a77y//7ajlrtO7j7xxN1PvrX3wTe2OE609R5QaHYU6XtkjdtLWwdURGeRvqe4qU9FdKIrNsLVG6SN2wp1PSLcKG6yy9qGEZ0lp74vu7YXIk2K9tHsul6BZgjVW2Vtw6qV48qOMWmrE9VbVW12RYtFrDVA6j5I3Y/iQxKtSd5sgzVDkHpQ2DAgrO8X1g9CjUOIxoji37tWtVy9rbip5+33z10IqToQAJQbBF1BEAiCgP8fVB0E1LdurPNqqe6bPs//XaVX9/z/NcKqBper+oIbPP3Cm1jtVmn9Dlg/BuvHrnvZC3NNgXADhBtgjQHSDGGEUaa3qppt+S32kvbhrNLNFStHqtaM88u27Bx74olfXTAffJnYcVssv+YWVgFH1ZQmUcdklzEElfTcsjRkBROr44jr2Fhtmqg8KW95ct7yNGFZGlSXBtexkbo0YTVLUM7IUFU0rq8ht1xJ1Qk8NIGHxTIFSxKz6GwRS6hK5ytimYJ4Lkxni2KZgui0vJh0Po0ljONA8Vz4m6qangnTeFAMRxjF5sdmiBjZWFwmEsXmx2UiS9KyF6dkxXCFNB4UycyLYvMZOVhIzLek5iaLCn6UlBW6H5cri8pAlnGgJSzhEqYwiovQsiW0bElMJraEW5SzvKNmjaVr90ODdzxhP/p8/77H+/c9PnHqF6Mnfma86+mN1nsaNg4X6XtUxK5CXTdfPchXD4pwI6q3SludkmYHRJpyG/oL1+6RtjrzGgcyqndl1fYINENC3JDXMABr+kSNPQg+INEZMdKAkQaMMAob+qR6q7zJrmh2KluGFc3DMr1DTFq/h6pWETuLm3pf/+NH0/O13XwH+EJV9bWOa32e//mVCav61KvuGAAAIABJREFUq8MAgBkfuPf0MzJ1t1zTI9SNC/UT173shbmmYLhZqrUp9XaF3ibRDMF1vUhtJ1bfjVRvbdgwrmzYUbfGPnH8Ze2W0WVMJU9GLE4T84t1XFl9JEeeLCzjSOvY4hVwWUsqVJEGV6ZBFalQRTpcwcKq2VgNG6tOElUl8MvZ2AomUi3IVwtUjfXN26qIDfEsJJ6FxLHRODZKZ4vpbHEsWxrLlt6alLMsXRjDQWhcjMbFYjlIZLpwUVJufKY0IVuWkC2jZ4ijmKJlaYIopiiWg17U8xUkzUZpbJTGxmgXO9jpLCQhQ8LgimPTRbHpUEKGJClTlpAhCR2M56DxHJTBFSdkSOK5GI0FJ2aJo9Py0vmKmHQ+GypYlMCLYQoWMTKSsyV0tigmnc/IQNL4ijS+PI4LL03OZmQp4zLkiTn5S1OgKCZ6ayI/nqdIyimgcaUctFK5YiWxbmDjwJ7ekSOW208573rYdNdT+x5688hTfxw5/lJbz/5CbXc+0VnRPpS7vEOh3l7eNlja0p9PdKrwnQXkrkJtV8kqq0zbq9APKJsGMXWXlOhT6g1wQxfa2IuqezH1gFgzKFYPYo0DSEM/XN/3fVO1QtuT39T/1C/+PBVSMgVCiU8o4AfA7wcg8NW0sou13rcprpYCr1Zc6/P8z69MWNXzEfAHAQBzAbDnwAkV2a8k+vjkqFA3ft3LXphrCoabUY1JgptkWouMMEpxg0o7tLzFut503yOvff7Em5+37trPRBtToFoW1pCYV5EkKGWiNSyshiVewZXWpYjKozjyJenidLgyDapIFpYm8penispDnk6DyhMFFYmCCq6kPootj+cpMtDKWv2W+uZtV1I1I0sWzYJpXDQpVxHDRm6kcxcl5aQI8hcn50UyRbFcNI4npmVgsVw0loPSuNg3VXVUqiCegybypAyumM5CaCyYzoJjmVBMmpDBFTO44pg0UWw6xOCK49jokoSctDx5TDp/WXL2ksRMBg9NzMTYUEEGWhydlsfgoal5cgYPXZTA+1EsM5Yp4CKFMSzxsjQ4MSd/cbKQkalclCRgZCnjePKQuekZsqTcglRBcXJeISNTSeNIY3MqojJL4gU1cNU6Yuv49uH7d40/uM15YvTel/eefv22B16z3P3MjpGTbT37y9uGkOr1qLozs2ytqG67TNsH1e+Ukn35LWZh7U4pOSglBiX4oFgzKMENMtKk0FqU+gU7A/xKyIguhbbnxE9emwyAQJDyB4IAeEDQtVBVHbxCXGuVXq3X/c+vzPdQ1aH1/wD8o6r9viAAYMYPBu37FUS/HO/LwUcFut3XveyFuaYUNI+iDUZhdY9EbapaPdHUdXSr/cH+25+uXWVNQ9Q0XlGOSpsla4jlKuJ5ymxZnbhMF8vG4jPlHLQ8jidnwqVIqY4nrWGhlWxxNROtShaWJovKUuHKZKg8PreYLa9NxSoyVXX0bIWwqL6qeVPL5r4yvCOOI4jjCOgcIZ0jDMk1hovEcJEoDhaTIYnJkERy0GiumJYli82URnLQREEBLUsWyUaXsZCYDAk9S07LksVkSC6K+V+7uzEaZ17PNLbkK1Kl9FRZPFORyMlnsJT0VBktRUJPk9FTZYns/CROAYOlZDCVydzCZG5hAkuZxBGnZcqWxWfzhMUxSXnpWfJbotlL6JnMbGV8OhSbzE/iYOzcfGa2gsFEYpL4sal5cUxhMg9LyRSn58iSeVhiBhLPEqVkihM4MD2dH52cE5WUHZOSQ0vj05mC6GR+bKqQng6FiGchSRnStGxlAgejpUExKUJmrqpSs7bbvG/0jgdG9p86/uLf9j7667uf/tOhZ/5sOPTc1rEH2wYO5+sHJOoeOd6n0hry9cZ8nUlBDEka+9G6nu+dqsleKdlz8MEXvgwAf5DyB6iLqvYB4A+EVX2VVBpW9bWPr1E1BS54wY6+Yam6R6bpzVIPC/VhVS9whDUDSL2xfNWelYYHtw7/uKnrqELdw1G0JYvqk4R1TLg2iV8Rn1nAgquypLVJOYUJWYosaTUbLk3lF2XJVnDFlYxsVTK/OIlfzEKrOJIV6UhlKlzBxKrT0epkUXkqVhnJk2Wp6mpXd//k9T+fpcBv3z3T69x/JVXH8qSG20/87M+fH3zk5dadtpYd1u7Rw4bbT1S37UAr9cnCokg2GsXBaJmy6AzxknTom6o6iVtAS5FEJ2JxaXIGSxmfLmewlKmZxQksVXy6Ip6piGcq6KmymCQsNkXCYCoT2VhMEj+JI6alCFk5qthkQSIbi0+HkrlieqqIliJMYKFJHDGDCcenw0kcLCkDTeZhyxIzGWxoKYOXzMPimIJkHkZP5zPYUOi3iVyEwYYYbCiBAzPYaCJXnMiVJHDE8SzkkrNjU0VJGZJknjSehSRwsNQseQIHWxKfHY/UR8QjEXHIj1gFkTmV+fq+HROP9u5/qnPPEwN3Pmc//vrYqd8M3/ergQMvbnI81jFw4vumaoW+X67tO3Dqp2eDF9e6zHeAh1X9v4krned1UHUo7YnX6x0eHg69EljYtr5s4f/lH9wgAB5fYA6A9s0DBW1Wud4gar9D0Lb/upe9BcbFTRqsKGG9fDMMWGuCtSZYa4C1Bkg3dAmMMGOEGZ0ntJGGFSGtmN4paRpGdA6B2izErVjTCNY8KiLtUu0oqnFgGrtMNyrXD2MaK6Y2SgmLSm/F1ANoQ49ca1DphiSaHnFjl5zo63Mce+a1955+7b3mjdZ4XkFKXmmOkkgTVcVlL4/PLU1BVmQoCLYMT4JWJIhqUsUNiRI8ml+TgtUz5XiyoCQNqsgSlydlyvIkZQkcOC1blpYt40LL+fIaGkfMEpW0b+l76dd/mXRTswDMAfDHDz5+5jf/9ZsPzy7OVt2aqdi2+/TylUM3J6H0rOKYBEEKV34LU1DasvmNT6nC1m7VSkdD991o20TxlkOFm4+s2vPK4P1vOx9/t816f++hl3S9+zeNnTLveYpcO74spTCWVRqfUX5jLJqQWRaZpqJx8qPS5ZFp4iimJI6niOMpYrnSyHQkNlMUl4PQsqBl7NwlzJwYnjAuB4nLQWJ4Ino2Ep0huCWFtzg9Oy4HoWcji9Ozo1Ky4zkiWnoeW6CIScllcKDYlLz0bFkSG6El81M4ksi47PhkEZMnj47LYWcqE3IVS5lCRo58UUpeNAddlMJPzMuPZCNxmQoaTxbNkURzJHGZyvjs/Ci25CYGP9T5T2djdDZGZ6N0NkpnI3Q2QmfDdDZM50B0DkTniC5BYytobAWNLaex5TS2jMaW0dhSGluakKVi8BSxbHE0E03MVmKlWv2moR7nwX7LHY7dx/cdeuzue5+6+8RP7zz+1Nidj5jH7y3XbK7ANxfUri2sW1fVtKtS35lft1G5Yv1yfV8+vktWv11at02u3qUie1TafpW2H63fpdAOqJrNMu0Qhg9IiEGZziTTm1DtIIT3h/YOF2n6Ua1B0NgnabIgpBEhjDBhRAgTprWIdbYQKG7FCJuYdGCEHdZYYY0VJZ0S/ai0eQLCHQK1TUQ4IXJEiDsFGidEjkqIISlplGlNcp1ZSpowzRDcMCCq65PgZgluluCWy7BKcKtY1ytS71zfPz4FwHwtHnAH56ZC9V6oxgtNLpsX9rcsQhuKhDYXCQDgB1QA+AOULxDwAOAHwYB7djp06nOTF4CXmnV9DsDMnOs8AN6gNwiCAHgB5QYgAKbOuEMNswCgZjyzPuD1AS+g/CDoA1QQAOrc+anQMOisx+8JgKkZ18V2HDV1/ty8KYIBz9wcoADlD0ydmw49oWvONzfnARTweL0utzsI/EHgn3GfDwKvf9YFgmBuahr4AgCAmZmZ4MU34r+YdOt/qWqfzwcACAQCY2NjoUMURYUOLsy4gqp9AWpqZvYCBfTrujC8D2roytJOZBDhGeDfUlXn1g/BpA1rGkZ1TkTnFDePYk0jEOlA1HZRvUVUb4YbLVC9UVg7hGlM+S0jSr0FquuF67sVWoOc7FfphtoHj42f/nVt8y5RPpGaW8JFqvOUOBetScgpic8qzivUs8T1DH4Fg1+RCNUkQjVxgipaXsWSrPI4uIGr0qVL1XHZBQm5RdniCr68JjVLkicpy0ZL2HyVUFVbVNu+vnfs5d99NA3A+5MeNwC//vO7v3j7T1/Mee995mcbjCOLs1W79p3aMHzfwN1PpQgrF6WIBeKaW6MzYnJkkvq2Ez/7a9U6Y+nG3bJWS/HmQ9KVewX6sfyNh6o6j1buPIKS/TXbb1c291RvdDS02dd1H946dPzIw2/d98SfhsYf7XHe37p1om/kRNNmZ7F6EyOrgJ4h/yEta2kafGuS4KYk7uL07BieiJEnTuCLaVnQUlbOzckZi9OzljCzYzOhJKEsgS+J5PCXsnJjeEImXx7HEtxCY0anZCdyEY5AFc8ULaFzE5gwM0uWwhGnciWsTEUSE01MQxJS4cVp/FuTcxPylPRMSYqwMIaLxWcrFqcKl6RBi1NFy5hoNEcSxZZEMjE6T5kqKr1aqr45PndJsiiGhcWwsKh0OJqJxPOkKXn5qRmSRBYanZi3hJ5JS4WzkXJlRWu5ekOf46hh7D77/kfuPPnyiZ/87uCDr+6998VDD7/RuGG4do2tssNc2jJYqO9X4t2Sxk6kdruc7JcRfai6F1X3ynTG/FabvMkMq/vEeqNQ3SPWG0WaPpgYlLfaENIgb7FjOjNCGEXqIUhjQAgzSlpg3CRsHMIIG4pbUdyGETYEt0FqS16dMat6ANONIqRTRDhFuEOIOwUah0DjEGicorpuYV23sK5HVN+LNA5ICINcZ1U22a+kapTslrcMWu44OQWA2+31evzAMw2Cnu+6qqemznq9c4AKAirUXQCCc14QAADMBMEFCnhm587x2Ly/v/uBbwaAAJibCoAAmJ3xhlQdANS0/8KMf9o1MwUo/9S5SQAorz8Qz0g4d2E2cNEFM3Ouv3/4UajDwTs37Z69AKggoKi56RkQCAIKBHxUwH+xa5YCcy4XBYAn4A6p2hOYBUEwc/Zc6AzPnz8PAPAE/FOzM1dB1e+8884nn3zy2WefGQyGUAt7gccVVE0B4PMHZgHY2G2T64Zk2kFR+35+897r7rYFxuXbTf5r2kiYNMOkGdZ+xcUEn6FNMr7SvKB+CCWsUr0TI22wxgxrTLDGBDUal3fskeJWqHZAojEXtQ4Xt44oSBPW0JdTukmq7qta7ewYOGo8+Jz50As1ax1LM0qT80oZmYXJuaVcrJaF1CTmlqRBVfxCXWJeGSO3JC57OSO3NA1ZwZU2MrG6REFFmqSRIaqO5CijuCouVpUlq03Py2dwxem5ymy0lCUoLK7reP3PX34wBT6aAx+7wO8+mHrro5nfvXf2yZ+/9eofPrr7weeK9Du2OY+1me91PPBm/c79W/b8uLJjICIeSs1WpGYr6NmyUv2G6jWDhrseQ4m+8g0TqrX7lWv2FWw8rFp/d+HGg1jbhLjZVrZ5//K1w2UbxitX72/ceqSwebRyzb6SjnGpxlS/5UDd5jtUelNxm32D4/QG54PDp97YNPrgeufJ+m27R+97cZP1aGlrX3Zxcxy/4laWchFbFZNTuoxXGJlZHJlZvISbfytTcQtTsYSbH5VZvIwpZmQXponKYziySKY4Mh1jZOYzMlVLk6CETNWPYrOj09DYdPGiuLy0nCI6U5KYKYlliuhseGlSTixTFJmSy8hAGVw0OVsaz0XiuXACD4tlChcxeMuSsxkZ6D9KGqWzUToHoXMQOgemc+DLJR0aLKCzJZfxlebjueIEnjQxS5rAk9DZUHQaPzIld1lKbiwTY2TIEzNVCTxFPE/J4KloXEVkujghZ3k0W7EoVRLLK2TklUdnFCZDNarGrS07Rtf03b7dfmxo78POw8/suf+VOx5+8+Djv9nqONHRd2fVaqu4fpuweiNWv01OdCvIboW+H2nYIdf1ifEuGdmrahoSrNgmWLFNrhuUEH2YuhdT90rxARkxKNEMoI29+c02KTEE1/fC9b0SwpjfYi9sHylsHxU1DKIaI0pYENyE4GZMaxXr7GKdXdE+JmsdwZocsNYqwi0i3CzCrRBhnd+eJLRVyfy2JcMwMSzRdqtaB/bf//QFANwuj9vtAe5pEPSEartvv6pB0AeCfgoEAAiGUlO5AXABMAvAB+ddn3rBFwHw7gz4yznwX+fAhz4wef5Dl+dLALxnJz8T5grOf3keBIBrygcCIOCeF+qXU+cCAPiAzwd8gPK7ZqYAoFyzM5PnziuUqvf+/vGM2xcA4MKsO6Rgv887M30BBH2hJvjs9LnQVwTXrMs95wYUCPiB2+0/f26aurjy7czkWW/QGwQByu0FQTA9eT50cWdnZ0PX+Sqo2u12B4NBr9c7MjJy6ehCdvaVVe3x+b90g07jBNLYjWl68pr2ZGnDM8C/paoWa+1irR0lrJDaBDUaEdyCkTax1iaqHZDi1oLmkfymYaxxSFjdDdd2SzWD3Xuf2ffon4bve71ylSMR1jCgRpZcnyImUvLKcpV4rhJPyStLyC7mYLUccR0je3liXhkbq8uQNTLR2mRRVQpUnSyqSuCXJ0A1TJmGKa5lS+pzFPXJeUUp2QpJCaFb3fXES79/5Lnf/PUz79sfuj6eBb98Z/qX71x49ld/e/ntD4898sJDz7159JEXq/Qbytt6bn/w5113Plu34/YV2/biPQf3P/TaMm7BDyKZ8Rwsios0rO2+mSkZPfF8QYe9sfNOafvuks13F24+qlh3cPmWw+L2PRVb7yjbvK9qy57CVfaS9j21Gw4Wt45Xr7ujduOBspW7q9bdJtUMNWzdX7F2rGbjREGLqXrDaFG7qWKdY3mHqUDbWaTvIraN9u19ePzEy85jzxnvetJ015ONmxx9ex8e2Pfo8qbuZbyim1KlkbyikKojWZK4TNWNcblxmao4njI5t+gWhoDGliZm5dNYktScooQMZWQyzOAqFjP4USl5MekCGguis6CkLCmdBcWkC+hsiMFF6WyIzoYSeFhqriw1V5aYKY7nwldL1Qk8CZ2NRqcLI1PyotMFdA6cmClOzpFFpcI0lpjOlsYyxdHp4hiWJDJdsjgZjmTKotmKSLaSllkUm1X8oyTsxkQ0Pq98Sbo0iqOiZRbF8oqWsVWL0mQ3p8puSZOvWGNdPXh3//4nbUdftB59yX7PK6MnX999+pfWe3++afS0rveu/OYhTNOV32xQNRsq143CDbskeJ9Sb8xvNuc3W1RNZqXepNKb4foeTN0v15rym22qZptYM5RX3cUt2YJoDBKtRaKzoYRZpDZCaiOkMYnURn7jkEBjgAgzorWiOjuitcOkDSJsV1K1TN8Lq3ccOPXsmQAIBIIAAOB3Ab/ru67qP398dofRuaZ3eG3fSFvXeFvXRFv3vqade7z+cxSYOXf+cwC8yYzk9/76LrjYRj5/Zm5u1gcocME1G1L1Z+c/A0FfwOsCgJqdmQ4EqcSk5Hf//nEAgMkLMwEAXG6Py31xR++AF/hDve5eKuADVDB02OsNetx+t8sPKHB28rzb47swMxMEIAgCs+6Z4JwHeHwgCIA/GBpHDgLw4ScfXwVVh24oihodHb30xwt+rPryxVoUoCgw/66/nAPOvUeRhk6xuouvn8ghw9nKrjqXuZmwIoT1chn/43aTDuSrasgBE47Qb0PTfxR6hxg3Y42DEo1BSZrzddZ8rVmlNcM1O6UNvQrNgEzdpyIG6taNb7KeNN31vLRuO0fexODXJAprk4Q1tOyyBH4lV4Yz0br4nJKYjAJGbmk6XJOO1KSKKlOEFSykmovVspHqVEFZcu7ydGE5B6niItVRLGmKoJQpKksXlqTkFqQLinXr+h9/6e2zfvDOGepPnwY+nAW//sB750O/+PEbHz3/h8nbHvz5HY+98cBL/33g4TdUjZ1VbeYDT36wwfFE2eajdV0PVGw7XLbloOnocyp9dwwXXprOj+NiVbqNkRxFVWt3/53PFTYbSzYcKFi9V7pyv7h9X+GmI2j77eU77pF07C3aeABtHlGuPaZadw/UtA9puUO57sjyLfdVdJ5SrrtbsnKfcv1Bycq9y7cdka3ZW7TlINYxIV65W73znpJVewvaxivWH6jedHD5ytsK2sZLVt9e0DZevfGuFVvubtxxbNf+n9/17KdjD/11peWxpp7DW0Ye7bvj2co1w9kl625hly7LqriVvTwysywiHlvCLbo5XfmDRCwmqyQ2pzReUJHMU6ZlF8QxsXi2JJknZ7DF0Sn81Gx5dEougwPHc0TRKdkxadmJPCiRJ4pKyZyf/jZPaEJcaHIcTOPANC5E40I0rugScWzkMuA4NhzHhuLYUGxaXkxaXmx6bhxbwOAK4zlCGjM3KjWTzlPQeYpojmRJKrw0HaVnKhP4y5MEJbemYbSswpjMgmUcRUxWUXRmwSKWfAlbEZUmorHRuAxJfIaEzpXQuZL4TEViTn4US5yQk5+QV7SMKf5hfN7NicJYnioFKi9v7WlYb9rmODa472HboafGjj9vvONxy10/2Xf6tdF7XugeP63bNlGA70KrNsjqthaTPQrNThWxK5/sUmh2Suq3SRt35Ot6S9uNCrJHTvTIyV6Ftk9O9smIXhnZp9QPQjorrLfBejvS5ECanEiTE9EPI3qniHSISIeIdIpIp4gcvoRC2wnVbjj9zOufzYH5is3vAr65kJov9fQGAKBAkPoWyto/A/yzIOgBlCcIQABQ0wBcAOBTAPTdwxXb9lRs21O661hl333Vxh8X7jrp9U8FqGmff256ZhKDkIGevpsibv1hxE0PnXzMO0vt2N7ldIy5A74AAKP7xuvIekD5f/rUEzdERCy65ebSsnK+QDjn9c+4faS+ZfO2nbcuWtzb1w8A9cTjj/0wIuKHERE/uCHi1P2HPe4LAHi7dnXeEBFxww03Llm8LCdH+Plnk/ccP3nDD26+8eZbK6tr5wdSp+fgXMGwzR69ZFlERMSDDz541VrVLpfL6/XOzMyYzWav17uQJR2KK6saAHDBD+558BkZ0Ssn+6DWvYKm8Azwb6+qJYRZojHICLOcMGIN/VBNl6h6V/3GvXLNgEzdt9586sQLH97/0ket3QdjsqszlM2JovoE4QqeUp9T2JKONTLyKhL4lalQTYqomoXVcaWNaVB1fPbydKhaVNyUKihnZBczsgpTBWUcpJopqkjJW56YXSipaEvmlyTlFOJrBk4/8+s/fuR+50zwg0nw+/dnfvXfk3/4xHf4kVfv/+nbj7367m8+piwHn1xtOHDg8TcPPPT6ipVDNR0W+90v9B34ubbreO2uk+q+h5ZvPFDdeaxqnfWel/4WmwGnivLjM8SlmjUpogpaZsHgwReq148Vr9svaR7JX3+oaNOR4q33KNYdrNh5XNx+W+XOo4Xr7xC3H8xff7xo032FG+9VrDkkXXkX1r4fbrmtYOOh0h3H4daJ0u3HhE3Osp1HZWv2lmw/XLr69vyWsfyWsbK1+6s23Fmy+vaijj3LV+1VNI0UdewpX7u/cv2B0jW3F3Xszm8dV7WMLW+zFjabyjrsDZtv69z9Y/s9P7cfe2Xn+COGO59eb77Hdvi5nWMP1K4xqzTbY7KXR9CFt9Jz4pjipQx+AleWnluQzJMvjs9MyZLFs2FmnoLJl8ezhVEpmXFsfko2mpqDXS1VJ2dhSZloUiaSlIUmZSIJPCiOzY9l5i5LR2MzZHFZKhpPEc2VRbIktyRDEfQcWlZBkrBsGUcREce/JU1MyymOzVkek12UkClj8GRxGZJYFhqZBi1LFS1LgyOZyC2J/KXpSAxXTs9SMXKL4nMKl7GlNzL4y7iqW9MlUbyCm1KwGxORpRzVUk5+ElQTm1UKla/SbZvomXjIevBZ290/td39U/uh5+56/He3nX7DcOdTKwcOlrUbpA3bJQ07lGR3YfMg1rADrtsuJ3uV+gGxukus6c5vNkA6q5A056kNOQ2D2fWDuY0GAW4RkbYrqVqKb5fi23/77tnzQUAFgoCiKPc0CHq/66r+kAKNW80NvXdVd95e3n28pPNoxeCjJb2nfYELALg83pk51xQzNb1F3wwC4BcvvXHzD5ZMfTn3ysu/SE/jBABw+bwNusa3/vttEPAyaDH/9ac/uuZmDx0+8sMf3fT52XNnz0+XVlaXVtbMuT0UAH//4P3oqMi/v/c3r2vm3NmPhHzuyy8+8/f3/5qXk+1xuwAASYkp777z4Ruv/6a2Tu1yB7x+qm/AcNu+/aFGNCspZWVr2/kvJ1977bUlS5b8/eOPXD7vVWtVAwAmJibAxYVbC3kfTCoAqMA/pkAJAhCcnZ0FAJxzg4d/8jJWvx2t25aD27PV4U0wr7mq57u1cQeKOzDcieFOTDOMaYbFmmGxZjik6pC2Q48MTahRkiY5blBqBpT4gLy+S1rbWajprWqz6rfftnPkgYG9j7d03i4sWUnLKovLKWNiDQl55UykNh2qjsssSshZzhXXZYjrkvJKOHINU9KQJKyMyy1JEVVyJA3pUFUsV5Ujb+Ai1Ty0Okdax4XKkzJVbEEJWoDHscW6NX0PPvPrt9+f/d17M799d/r3f/f85t3Z338UPPnTP9oOPf37T8HdT7591xNv4dv3rLMcP/azjw88+7eSjuG8yh3O+/40evIvhSvvUXc/Wdv3HNp+vKLrIdL2XMOuO57/AERmYos5EION1uk2J2QV0jmKYv2A89gr+W0jRSvH89feuXzTYenqg7I1d6s23iNsvr1o2/2K9UcVG+6Trr1HvuFe8eojcMdd2KpDio33lHc/DHXcId9wBF19YHnnSWzNnYXbj6Or9kvW3VW0/mjhuiMF6w4XrD2cv/aQavXdytUHlavuKt92QrX6bmnbfuWqg4XrjhStP1K6+d6aztPF6w6WbDxUuOaO4vV3ytsmlB27Jc0OaYuzetsBhDQoWi2Adz+jAAAgAElEQVRFq4dL1g5vmnjs9p/8+dCL728xnzDte3qH/VTP2CNrB+4uJrqXsVTR3MIorvKmJPhHScKoDDk9R7mMgy1KFy1lI1Fc2WVIo7jSKK4kiiuJ4oqjuOIoLhbFxaIy0EtcSdWMDDiOI4pl5kalZkemZMakZ9PZfEaGKJopimXD0UzR0pS8ZWkCegaWkC1PyJYvTRMysmQhUv8fe3cZHfW19o2/59x3T885xeKeTDITl3H3jMXdCXGZiRMPhLgbcTdCiGJJgADB3b0UKMULFI+P7+fFBNrez+l/nZ5/76e0Za/vC1YIkx1WVj6zr9/e10YwtSwpy/Thf9eyVDeCq0KsVQysVSHWGlCklgla2xSjbYoxhFN0zHCr9K2+1DRdpW+lbYbXtyLpmOM1TIkqUIyuFU3dhKAKw2uaklfoo1SheHUTsiqMuMoA908txBfq1l9qo9RgFD0r9t+0bfSRHIYXPzilNKW0c0P9YGHb9tLO8QPXX3SOny1sH89uGOXntXLWpKEcI3CufJxPBsE3i+S/nrx6AyUwh7w6h+S/geiXTfDd8KPkEHxzCL65BN9csles7erklwtgAQAgk0tFYvHcOyAXKYq6itL3T64p+tiGeAFIFoBMDORLF3fOAjADwBMA/FKKQor7PDIbXTds5qV22GUN8rIGZGDh7fRzACRiyYKWusbM23dzb+eBFCCtMS+evgZyoKGhc/HqlQffPaZxmc/evrhw5hSDSnr+7KlYJPz+5Ss0Fnf77n0pAO5evpeu3lD0d5sYH1sTuBrIJeKF2bnZZ3Gxweuykl48fxAeFvzo4T2hUGxsbHr82Jn2tp7PP1/2+d+WffbZ55999nlVTYNEDr5/9ARtaXP7q68V74KMjY2//ubOr7OqFgqFimfV5eXlHz76i17idzZ+hmrFpnchAEfOXGeuXk/1y0QHbUSt+dRY9COlGu+RTfDMpnitp3pn073X2QcXRa/vKWyZ8omr4qxeZ8EIUrWwVzXnGWA8YERvQ5yHEdZdD+Goj3AwwrjoI+w1zG11rDgmeDc9tIuGNU/Lxs4Q7wYjuOshHQ2Q9jCcqxHKAYLgwVD2MJS9rjndDOMYnlDcv+Pkt9/LH74B916C41e+mzx559qDhSsPhQN7Llb37useO3/ym8XynqnspomgjKaE8uG2Xdcbd98irt6Acc/q2v8wr/MiK7g2vOQ4PayHs3bcMX3SNXuczO/2zmyLr93pFJX6uYG1FhTr7BujZc7UMKVrItx3nvmeJ2hwim+hRDSx47qwIU20mB56XB8quImZ0E+I6iDx+1Ah7YSoHmrcFkbiADVuMzqsFRfZQYjuJAm6STGd5NhuAr+dwG/HR7cS+G2U8DYmv9tW0EOL7FhSOaaHye+ihLex4zaxYzeRw1qJoc306E5aVAduTT2L387itxODauziu6hhtfbxHWx+g0tKl0N8E5u/kRVZ4ZnezgwvJq/J9UpvIQSsd4soDYivpXumuYYVBac0JJcOpJRu7h6/1Lb9VEJRZ2ByaUp597raPu/YDdZsL30s59eiWgVirQ5Dapmitc0wGsYINaiNqpGVqpG1shFK3QSnaUZQM8apGmPVTHDKUMwKfbimBVnNBL9MD75cH64ExS7Thy/TR+ja0LVN0BpQhJqhjboRQssYrWWC1oAiVSA2K3TMNYxRehYEHTO8OgylDkOpQVGqRgg1Y/xyPbiaMV7ZEKNmTNC1pK8ywCgbYlWhRFUoQRVKUjemaJjQ1I2pyobEFXpYVVOyiilZxZSsZExcCSOuhBJWwkirTMiaNpzPdVBK5gz26pTYwo7M2qHqgUOjJ+6WDZ0tHz5XNnQur/dYYs2Yb3obI7gQ6Zb2c1RTfeIZfolvJWAeLD1ylfwhqP4OAK/EXN/sNm5smcv6PsfMHm7mFnb6ZpFkRg4W5uffiSUL1uYWr75/AWTg3YtpKzP4kwfPhIuSwcHRxJTkTQP96wtyREB69NAUwspcLpVIJWKxVGZpZf3izbt5kcTHP/DoidNz8wtyAK5cvmRvxwNyCZCI5LJ3KcmRO7ZvmZ1+vmrFl8uX/eMvf/mv/PxC4aKsq7PP2ydwZlakKHG/m12UAiCdX7Q2Npt7Oz3z5u2rV6+sra3nRYtvZ6Z/nVW1/E/VAgXIFAcOZT+lWrQ4D4BsVgROnv/KJbIQ4xRDCa83cc7+rWH7owXtV4j+V1TjfYrRHvl472JGUA0jsBrtmm9ttw7umI30zCGuLiEHlqA9cxAuGVivbKp/Li0gj+qdxfTfwPDJiM3r23v+5a7Tz4ISa9TNeHooRz2Uoz7KUR/laIBy+BAtS1s9G46+DUfH0tYQwTMnuJrinAxs2DCSuy7STsuGo4+yN8Q46iPt9Gw4BgieKc5Zz4qFoHrZeceFJ5Rs2XnmwQvw3Vtw9d7cma9ejB259Wga3HkFWkdOVPcfzWueOPUAdOy6UdBzJKqg3zulObF6Z/u+b1v23DZ3z7Vf25PZeTGz86JH6laeYJNL+l7HlN22KXuZyZPM5G2c9DH3jB6HpNbWXef+YUw2MKNwXcP1LVnqMIqKGffQ9XdE32yXuDp6ZB0vvs0+dZAQ3oKL6KTE9CFCOkgxW2j8jh+l/Udpo/HbaPzW/xGKoP2Xhd9L4fdS+N0UfjeV30nld75/5WYav5nOb6DzGxiCOoagjiGoZQhqWVGtrKhWVlQzK6qZFdXIimpkRdexouuYkVVs/ka2oIoeXkILL3RJaYit3VE0fKZ25My6xvGY4j6fpOqMuu2JFQMOkXn/gNG/MKKssGAtM6X/HUZZZkr/hzHlCyPiCgvmKiPiKihRCUZSNaWqm9M0LOjq5lR1c+pKKFbVlPSlAULDgvxPPRtVM8I/9W1WGKG0TDD6lgR1KGKVnqWWMVrXHKdljNIyRqkbwQ0s8Su0TWAIynJNYyNr4kptE3VD61V6lsoG1ioG1mpGCA0oUgOK1DJGacKQ6oY26kY2GkZwDShczdBaDWKtBUMYWOA0jVEaUKSaEUIFYqMCgasZItShaA3Y+zcTRlh1I6y6EU7dCKduhFc3wiuOn/24BawKDKMCwygbY5WNsUrGOCVjnJIxXmnpnQp+lRFOxZioBMVrWzFY3jFppV0lrTvWV/dXde8ubx9vGzle1zfVsfVUZvnm0ORqW68EqnuEc0jqOyEQAvD+aJMIiBYUv/s+HIKSAvB+e9lHNmQAyBTdn5fmqTi+9XRWmF5Y5hYaF59TEZJW7B+fE7FuY0BSsUy+ODv3WvE9QXT1Xn//AsiAcHYBjybc/+aBXAaefvccSyLZOztfvnnj9dzMt7dvqqxafuXyJYlY1LOpT01d4/6j795Mz3n6+l+98fWbd9MiseT5s6crli+7cuEskEuePb3zt88/O3F8/5XLp9JS1wIgfftmGgAgFoFnT1/p6kFfvpz5QLUMACCSQLR0ntx/CGTg8ePHSCRyTrjwier/bPxrqpfW1gC8mpHSfdMwjgKkfyk++NMO8P9HVMNdc8gBFXjvYhNWqpX9Om5YgxO/nR5QRV5ThvHOR3pkY73zKAGFlIBCql8OxS+H4JbKz+svbNsfmNxgQvRTM+Pp2jhpWzn8HNXWNB8Ue7Uh0k7Pmq1vzTaAc8wILlrmdCVTmg7SzgjvYoBx1EPw9FH2UIwjFOOoZUoPjCnYtv/q+Vtvz3316qsHwit3ZrZNXr5w++3tp9IT11/07jhV1rG7ceDI8JFvtx67v+PM86yGCY/EujVZHauzOtsm71QMX2SGFHETu7L7r6W1nnVK7HVLHvbO2MGJ326/doKXeZCVss8uaxclftgppd1hbWtq7QBjdfJKTSs3/wR9KxYM5bDK2NY+aH1C1ZgDv4otaMauLsWFNtIEndy0bbZrh+HBbeTY3w3VrOgajqCWE1NtG11BCy9iRBZzYyuck+vsw/NdY0p9kzeygta7x5X5pWyMK+2LLujq2X+9oHsyMLPWI744Iq8lIq/FKTqH5BOvZkbTtGAqG5P/roP8Uh+takpZBcX/l7qFmhlZ3ZyiBMOpmBKWQ5AqJnhlY6y6BVFJ30pJ31LVEK5pjNY2wWgao9QMbVbpmqsZWmvCkKoQKx1TtKqBlY4JSg1ipQmFm2Ftv9Q0tiLyVuiYLdMyMUUz/mulrr4FXssYpQFFaEDhmlCEJgyhCYUroqBdzQihaYzWMsFqmWA1YVgN6K9GtZopWcOcusoI/09dhDKMBEHZ6dqwl+ljtSxsVxjgVYxp6qYMqgvfOyovq6K/sGlHWllnbv2AEIAZMZh791a8MAfkYiBf6pPx+6V6HoCHb2afzIM3ANx9Bx4vgpcA3HgBpLJFkXj2yXcPX7x8xqTRv3/6bPrVOyAD1uY2c+/mX7969/bNtG9goJae3rO3r8QAyCXCoS19f/nss7989lleQSGHy3vy/IUUADcv3/HdexXV1pnpdyePH/uwrezc2YNvXj95+eKh0qrlf/nssxXLV3322V93bN81OyMsr6hdtlzl8y+WffbXL06fvSSWgXfPX5LQ2Nk376ZfvZHL5QYGBrd+rQI4+NNRLQdA/lOqFYcCJJLFOcUPL8U9nuaZiPDOJwSW/ea2/cGC9iv+EAXViiYnzOAKjOcGglcOJ7SS5l9gxoq3YCfQ/Quw7ikE73RmYI5tUC7RK5XsnRaU3lTSffDI13OuUYXKpixtuKM+0gmCdrGg+pqSPPXQPD00Tx/N00fzDBRB8QxQvC+04GqmFB1LJorlb0V2VzLEQxBcc6Iriu2tj7TVR9haUlyNUFwDBNs3Onvz+JmJo7fP3Hz98A148BocvfhsZM+VqdOP7jwFR669Gdh7o3Xb+apNh5t2XBk69rh1zzdNE7dckloSayeD8oZck9vHb0hrdn7N5W+0cctI33wnsu6Mf/4el/RRXkKffdIWu7Qd7LWj7KxJavKYY84+UvyQU+pm7+ytgRkdZZtP65vT15d0QuAcHQvGShhV2ZRR2HPQLqLALaWNGlJMDK8lhdfRYnuZCf3YiG56whAzuukXhSJo+UUhCXpJgl6yoIcs6CHzu8j8Lgq/k8LvpPLbqfz29+8AWmj8Fjq/mc5vfk97D4XfQ+F3Ud5/PpnfRua3UWNaabHtjPh2iqAFF1GLDK6kh1awozY6JTQzwipsI6rooeXOiU1uyW2M8DKnxEbHhDpWVLltZBlXUOmV0R63cSy9bnxd056kyq1BWR1hG7rWVm+LKxvwTam3sovUQLt9AWX8VZ+kZG2vbOOwzIz1mTZWD8FeZYTXMKdqWdK/0LT6XMNCw5Ska0VfZYBcZYBUNUIrQ5DqUIyaEVrHlKBrTvynjs2XughlKE7VmKhuStQwIymuPFEyQCpDkKqGKE1jrI4pXssEpwqBr9A21zHH61rgdS0IuhYEbTO8hjFG1QilDIG/L9Fj1aFYdShOHYpTh+LVoXh1GOJD3h9CU+D9P9lWREXfXMPQSgtqo2lkowWFa8MQGoY2yjrmOjC0moGNphFKScdSB4ZV00doQ7HqECQUxfTnZ84syCRg6WEfkImBRLi0PxkA8Q/HtEQAiH7TX8X/YshkQCYDMvkPkculcrn03fQrmUyk+F09Nzej+A6kUqlcLpbLl95+zL59C2RL/VTlEhmQA4lYCgAoKisfGBkVA/BqdhbIJRLhPADy6bdvFDDPi6SKQ9VSACQyuRyAxYV5AOTvj/Uuzs18D2TCxAR+SVHhm9evpBL5N3e+dXBwnZ8TKV5hdkG4KJbKAJhbXAQy8O77lzKhGMjAh8NaQqnkE9X/wfjXVMslQpl4USgFC2IQkl7PC8wkh1SZu6z7zW37g+XnqEa6rsN55eI9N2Dd11N983lhVdyQCopPnl1ECc4jleSTEZG3aePw2bLNx73iq4zI/toIZ2UzjiHW3ZIRqI9y0rTk6tjYqZoyf45qY7yTFc3TnOSmCiPpWtnieWusKR5qMJKqCUHTgqxmQjRAsnyj128aP3Xu9ttzd97efCK9/xqcvPZyy/j53cfufv1YfvmbhbGDt9q2ns6r31bWNbX73POT90H/oQdpDXsji4adE5qjy3as3jDQcfBpzc5b7KgaiK2g58jz5O6v2ElD3Pg+n5wJx+RBXsJmp6wJdvJW24w9lLU7eOt2s9LH7Nf2+uft9EpsaJ342tkvYWP7Ti0zmoYxRdmEoYdyZIfkJFdvZYSXsaKrHFI24UNrrPw30uM2kWP7Cfy+3wvV9LhOiqCdxG+mxLQyEzvZa7ttkzoZ8e08QT0jrNI2ooonqHNd22YXU0cLLcX65djFbHRd2+wQX8eOqmBHl9PDiijBBRx+pWtMpXt8jVN0GTNwAzs410VQ7hRdQl+dtb5lV/GmQ83jl9Y1j8eWbfZJrk6sHMjt2GPrLVCC4j/XsFSBEZWhOE1zip4V/R9aVpqmRB0Lio45WdeCog7DqBmhlQ3gKhCEMgyvB7f9QtNSyQinZIj5m7q5nhVNCYLWMSdpmOCVDRDLtS1W6VppwDD6FkQDS7IyxFrJwGqVvtUqfSslAxtVI6SGMVbLFP9rUa1jjFA4rQ1DaEHhmkZwHWO0oQVBRc9KzcBGB4bRgWH0TAjaUIw2FKtlhFllYBOZWjS9IF2iWiYBcjGQin7vVCtqAFKZSCxZlMulMplE4dT8/DQA0vn5GTmQArkcyGWLs3OSRaFwbhHIgXBRdO3ajb98/sWbmdmXMzNisHQCSLi4AOQyBbRCKXg3tygF4PvX76ZnZhWNRZ89/Q7IJaKF2dnp5zLprGhx+tGDbzTV1VatXPHf//3FZ5/99fvnr4EcfP/izaJQtiAUS2RgdmFRBoBoZg7IgGhuQTg7LxQKAQCLEvGvtgP8T0Y1AO9/WH9SCJIKgVwslYPpWXHnznO23kn0sCprt09U/8pB+ZWi/EoVDRwUZXCcbx7ONw/nlUXyyyH7ZmHdU4meKVS/TILHWkt2BME1Kr2qv6Rrl0tktgHOGYJzNsA6/cMApwXnmNN9DPHOKuZ0bQQXgnWCElwR3EBdDFcXw9VTBM3VQ3MVbBthHVYY4SwoHjrWLA0zmhHGQcmQgGD4muNsE7PLtu0/fejC7ZPXH9/6buHbl/JrD+aG9lzauv/a1Lnvvv4O3H4Oxo/er+qYKm3ends6NXjk8cjpVxNX5mvHvwkv3h5evttr3UBQyS7ntM1dJ6YLhm8Sg8ot3daXjX61ofccPX7Uq+CIXcoQOarDPXvIK2eUsbabm9HPzt5OTx9ipG51ytvLiOpySR1143dG502sr9i0vrJPCUqEYR1XGpNULejLTGkVWw4wQnOpQdkOa1tZMXW40Hp2Yi8lphcV3KwAks5v+b/SSue30qMVafuQ9+XrfzdkQceHUAQdFEEHld9BfV9sp0f/EEZ0OyO6XVEkf5+OD2En9jHjemiCDnJUKymyhRzVRhN0MuO6aVHt5IhWUngzQ9BJjWqjRrXR+e12azdTIpvIEY3owEp8aK19cq9Dah8tuokYXmsb1cCIrLeNauAImtmCJmZkHTOqjhvTxIttooRWMKNqcKsL7eIb6RGV3Nh6Wnh5fM14Yu2uurGvmnbfjiwadE9qiC0fXd+2nxteCHeM+y996pcmnM8NqIYkv1Vm3GXGLCUz9ue6BG2k0woYYwWUpg13+FwLrWRMXwEhqJsxdCxZmmYMNRhZxYi4XBf1NzVLLQuihjlB3RSvaoxVgWFVjLGqxng1E7wKTBGCCoygAiOqwIiKS07VocgfotieBkOrvb9qRQWGVYFhlWE4ZRhOGYZXhuEh1ngNGFzZwEIFYqliYLlS10xJz0LNEK5nTtC3IOiY4LRNsGoQpAYUowXD6pkRTZC0+q6RJYwlQunCrAInxUcUOH/MVP+0L5XiIK0YyMVy+aJIODM9/UoqXVR80vzcjFSy9N3Mzk5LZWK5WLT0eF4uA3Iw+3b6w0sKpfJXM3NiABbnpoFc8uL5M8VdJd89fab4ggsiqUQOJDK5ZElw+ezbV4p9ePOzbxWvOTczK1wQKhqLSqVgcUEsk4Pp2aV+ZCKZUAakQCiRLQgVraoBAE+fPp1bXPhUAP/Px7+gWi4GcrEMgEURmDj1kO4Zj/DcQFj96bDW/yOqyf65ZP9cdkghO6QA45pI9ErNrNt59I5oz4XH3nGFalYsCN7FnO6jZEpTs7IluUVDcM5GRFdlM7qGNduS6asN5/5dH2OAcfg5qq3oXsshWAuKuwnBRdeapW1pq2FG94xYv+PA2X2nrt18/O61GNx+trjz4KW+ncd3Hrq299S9W0/ld56DrftvFtTtKKjbUd05Vdm+b/zCmxPfgpZdt8sHzkeW7uRE14aUjHutH/RcP9xy+HXB8E1OXBvcK7d+z8OSkevEwBJW0g77jD2O6VvtkoccUjfZJffYpvTaZQ0wM0fo6UPUtcNuRQds+T0uqaN+a7c4hDW3DR+pbB/TtWYZILif6yBUzGk6eBeqX1J+3xEev4QSXsGNb6THdjDiOknR3RRB7++Faiq/gx7TxYjtpgk6SZEthPAmYkQzOarNNraHHbeJFtXOiuvBhzSQI1qIYY22sV3UqGbH1C3O6VvY8Z3U6CZcSA0xvNY+pZcV3UgPr2VFNzomdtrFtVJDq2nhNQ4JbZTQCtvoWqekNm5sAyemjhZewY2td0hqdoyrpazJ50SWuSY1cCPLmKGF3IhiWmAOOyRvfcvepp2XR08+iSvpj8zt8k2qSa4cii3o9kusxDnztRFO/zAgfq6NXQmlqJrZLtPHrTQkrTDA/UMbuVwXrW5C0Tana5hQVhoiVhkhlWFoVWOsmgle1RinAsMpQ7G/FtUaUBsViKUqxFLLBKlvgdezwOmaYXVMMcu1zFQhcFUIwsCCpAHF6JkR1QxRGlDM31UgDd2jC0KpDAAgkwDRApBLPhTAf79Ui0QzAIgAEMveU720HVi0qKiHi0SLQC6bn5kGctn0q1dSkRjIweKiUCqRSQGYF0mmheJFOQByyXeP7iswVuz3lgLw7MVrRRl8fmFRDsDrly/mZ2eWOnBIhTLx4sy7t8KF+Q+tv6VSIBHLZVKwKBLLAZDK5TIA3s6+FctFilZlwrl5IJXPzMwAAGQAzC4ufKL6Pxz/kmrJwrTizVDj4JHk4m4btyycX8FvbtsfLCi/MpRf2Y+pxvvm4H1zaGtysJ5p1vZRVP/0hLK+gs49boKCvxsSVUzwljQXG6aHlhVVxZRghOMZ4uxWwnDLjLAWDE8rlo+6NVPDxtaM7gkluyqZ03SxHF0sRwH2Ettonh6apw1nw4jO2jZsPQTXP7Zg9NBXlx4I9194fO3uk5fzsmfT0sNnbwyMHZk8fvXindfX78/cewVG9l4pb91d1DhW1Li7ccupkal72w8/OnIf1I/dCswZiiwdC6/c65zW51swEVwxVbX3+5yRb6jRzeYeBeU77iY0HuHwG0IKt3sVnMSGb+ElD/kX7WclNtFj6hxzerlZHdT0HlpGr236qP2GcYeEEe91u/0Tt3nHDpe2jW3efVEPyVU2Jv/dAAXBOxgzvP6iixg8/cA7rYYcUsiOqSJH1lEi6yn8DnZS/48pfZ9OsqBTUax+n+4PYUR1/aIoyuDUpbRSBa0Kwt/z3MGI7mBEdTCiOphRncyoTmZ0IzO68adV92ZmdDMlrJ4e2WzLb2PHdLAFHSx+hy2/g8XvwIR2kqL7MCEdzPghUvQmXuo2UnQvPqILG96Oj+xEBjchgxqpMT30+D5KTA8zsZ/G76JEdVCiOmj8LkpUGzG8hRjRTOW326X0U6Pb4AEVxPAGZlyHfepmUmSjjX8pLa6LEtNJFrQTo1rw4Q3EyCZmbDsnsdshuYcV1wr3KaCGbySFVLhnbLJPaHVa2+EeV7O+eW9syWDzzqstO68mlg3lt076JdaUdu5PKNrE8UvTR7ooQWlqZix1M9uVELKKGVHJBLfCCLMMglpuiF4Jw6mYktUtaErGRCVjohKMpAQjKcHISjCyEoyiBKO8P2CGVoeily4mgWHV3l9aqgBeGUb4ECUoUtUEo2aKUzXBqhhjVYwxKw1R/9S11jAna5iTv9RFKEFxX2hZq5mSlWEEbUuGgRlm18GzYolcKgVy4bx0fubHF3X8lGrFhq2PbCydJ5MDqVxRDVcUwCVAKgVyMQDvFhdfzCzMycAiAIsALF2tIVoEQDb77i2Qy2QioeKOjTcvX87Pz4P3v+fFAIgAkAjngVwCgHx2+p0cAJFE+qEnzIMnz6RLzbDkimfVi3PT798uACAHi/MimVguES/9vXBRIgdAKBIJJQszC+9mFt7IgAhI5UuNRWUAADA/Py+Wyz6tqv/z8S+pFs2+lQGwKASJ+R17zz9hhFbauGb95rb9wfJzVJP814Xl91UOnsjr3McNWbfKgr3SjGHG9IfiuBAUSx9la4TlQvF2hliuAYZrgOGa0z1WmRA1bJhQkrOqFV3NimFEcjXAO/4c1cYkV15gkl9s/sjBG6duvd12+OZXz8Cdl+DqN4+PXfhqdM+RgbGpY5fu3vteePHO6+E9Z2s6d+dU9Ze27GrqP9oydGb8+OMjV+eG9t0t2nwuvGA4IHtgTe6w94YR98yBwNK9JWOPGo9MW/iUEcLqqvY8TW0/ZZfQ4ZjQ6prSReKPuuUcdUgbJUd1OGZ0e+cP8tZ12Ka1MLL6mOv6HXImKEn9jomjbmk7eWs6gtPG/WIKOrefWgbB6iN5mnBbTbjtZxqWRlS3vN59dvx82+gKXvxGQmgNLbqRyu8kRrb+XqhmRrcwIpvpkc2MqBZbfjtL0MHidzCj24lRm7gp22mxW2wThq0DGqmCzfiIToqgjyzoZcT3k/jdxOguRvxmakwPNqwFH9HGjO1lxffRBd340GZieIttXK9tfA85qhUf1sCM7SRHNXOTerHBG+kxbeSoRk5SNzqsgRbXTYvrJPPbmPFdjLhOUmQDMaKeHFFL5zfyEto4ca2c2CZaRMV3ch4AACAASURBVA0tvJoaVsUOzueGFjpGljpHl7tElzlHlTqE5duH5LpGFAQkVcfldubUb28YONo4cCy9rM8jPKe4bSS5tMVLsA5jH6CLYK2EYr80QH1pgPq1qF4BsVEzxaqb41dBkSsgCFUTrLo5Uc2UsAKCUjUhLNdH6cFtlaB4XWvb5QboFQYYbSh86sQV2VKrZLFscQ7IJXLx4u+daimQC6UixaVbiwCIAFD0BpdKxYuLCwDIZmdnFE4LZ2eAXDb37h2QyxWNrUQyIFEsyQEAcgmQimQSsUQklAMglclnF8ULIum72QUpAEKRWCYHcpkUyGWLs9NALhHOzyuonp+Z/bCqVkQmBXIAJDLZomReBiRisCgDog8lAdHc0gE5KZALJeJfs1tZeXm5guo/cqsy8C+u65ADqRxIgUwoEc3KAJhbEPIzK/afu0vxz6IGrCMEVVl7FZg4rYN7FxKDq+BeBVbuOZTQn7RGUVzO+OMrGj+eKNpw/oL4/Ci+RbgPLUp8S7A/bfmpiLVXHsqvCB1QjPQtRPkWYAKKsf5FKJ98Wmgl3CMb7r6OElRGDiyxdsmwccmkBpWinGMdIgvoARlEr7W80BxGQEZ4duvUjXfDR+/6JparW/HUrLgWdH8Tirce2skA46yNtNdG2uugHPSxzoYEV0OCqx7WURtpB6N4qNuwDIkuxjQPZUu6mjUTQnRWs2Hqm9P1LehYphcMwdY2xZvjuHCqo0tgzIHzt/ecuD519s7V++8evgW3n0kOX3wyMnmpZ9+tzj03919+/fUrcOlb8ci+m/XdB0saxoqb91Z0HCrsPjVw7EXdvmf7HoLKqdfuBbu88g87ZU165kx45+32zt4cXbOncsfFjsP3bNyTXJJrs7pOZXWdckvbyonZ5Jo+6ZSyi5c6+ovikbojpvq0o6DiLwYMEwrLAEtZpgvVsUA5B2b1jV1yimrhhdbjwho5SZvxiR02UfW/tKD9ixPd8cvyJ5sPN6rTNrTVMbYncePxqq138/uurq0/kNZy1D52Y2Ld7vS2vZSQnL+aMD6D0v5hw/3MiLTClLHchK5mzfk7hKBmyVwBJWlY0FdC8cpGmJUGCMUVZJpQpCYUqQ1DKuuaq8Koy3QxulYsNWOKlhn1H1o2GiYEZUO0qhFSGQJXNbLRgCHUjKyU9ExVDc11zZG6+mYSGZDKgAwAsUw6Mze7sDgNgFgknlEYJ5cvArkEKDZhyWSLkiUcJQAsSsQiuVQGpDIglQOJ/MftUv7oQ/4rjf+9GX4mFosXFxfFYnFhYaFIJAJ/+FX1z1Atlywszr1VvN8sax2Jy66JyN9E8c+C2mfQIxu4cR34NZUov2Lc6nK0b5GVe84nqhWhhm9E+BRaeeSg/YvxgWUo30KUTz4hsNTKNQvrX4jzK7B2zUR5ZjNCK+gh5SjPbJJ3CsU3De0SS/BMCt/Qnt8xGZhWq4NxM2esNsC56yCddNHOmja8lcY0ZVOGLsoRgnfVRTtpwnmqlixVK5aGDUcbaaeLdlCHs3XQ9hpwtroNy4jkYsbwghCdtJAcONlNz5ymb0G1IbsECrIaN43tOXHtyr1Xe05e/+aFcBqAb19KD5y7t33qyujey8OTl3ZfenP8W+n5B/JtRx+UtewuqNu+sWPfxo59dX0nG/pPHfgaNI3d7r8g9snZGlh92C1vnBE/6l9yIrb5vGvWdves3vp9DzdOXLNyS3BKrM7vP5bedsw5qc05ZdgzcwcnbpvD2vFfTHXaDq+MseZdX2kT/FbArD7XMbIis3St0KpQxt7TT2wDqzkhtU4ZIxY+ZaTkLkJS5/82RR8bjR/bfFhhbbQ1jeTVG+2iO7xS++34rbSQCp6ggRdTYxtZzhWU+WS1praON0xerdp5hl/V7xixwSepLLmizzYgGeMQ+t/aCEV/ci1zsrIRRgOG0TTBqkFstGAoiAVe1wStacZQgZLVTaiqMLKuJUMVStAwIWiaEg1sKNpmOFVDa1VDa21TpL4lVsvERknfxMDQSigGs/MSkeR97VC2ODf/9v0aWiSXL8qkQiCXAJlMKhLNLsrmxUAo+4FlGZAuiOY/Uf3RUf3hT5WVlQqkJRLJ/+qX/I3Hz62qgQgAkVQOZubmu7YdZriFjZx5hvdKsfbIs3DbYO6y3tojF+1XjA0oxfqXYPw+bDcrxPgV/pGoxv5w12TxT5H+vy/SKEX7lqK889A+BYTVJaTAMox3rpVLJtormx5chnTPxPvm0IMKGcFFlIAcvE8WziuT4JOFd09IKNty4Obs2PnnLtGFWigXPaybqhVvhTFdF+0MI3lCcK56KEdDnCuU4A7BumjYsLQQXF2UnQHOyYjgDCW6woguUKKLPtrOiuFtiHXQQ3LNqe5aVszlEIwxwcnAnGmCsPMOTtu5/8o3z0Rnrj89cvHbU9efPJ8HZ24+Gzt8fceBKyOTlwd3XThw7sm9l+Dac9C//2Zhy56chrHSjoN1W05v7D9X2HqobeLbg1+DmrF7+ZuveuVsCyqdJPLbvAonfAv2RNWe5CX2+OXt7D35Nm/gMiW4mCvYmNN3Nr52cnX+Drf0fk5Cv93aAYe0ndy1W38p1fbxg16Z490H72vi/ZXM0ErmGEMUWcMUuVyPGBhXlly1nxtSTY1qoUQ14+NaKWs/Uf0bz4fD77SL7WFFtTHCm1hRTZTgjaSgCo6gkRW9kR5eaZ9Q757RbpdQw4gsoYYX4ALX2yc04AMLXFNamZEVuZtOJNXvzus9Gpa/Oal6a3zFcEr1aGzJZndBMdopWgvh+JkGagWMpWTK+6sm7nMd4ipjppKJ7d90MCpmzM+1EMsNCcrGxJVGuGX6iOUQ1CojjBIUo6NnIZUDmRzMzMln5hYXFiXziwtyAISieYlkUSoRikWLMonkQxVXAoBIBubFiu3LS1R/WlV/jFQLhULFqrqoqEhxTfUf2Wnws1TPzbwCYOn04eErD6nOQcOnn3LDCxyTujD+JdYeubjVZYQ1FWjfIqR3AcrnA8l/dqrNHNNx/kW0kEri6hKsbz7ev5DgX4DxzqEEFhL9c3He6xCuqdZOSZTVuREFWyqHLzTvvEjzS9NEuejjvVSs7FSt7Q2JXuo2DsYUHyjJSwfpqGrB0kU6mFK8jfCuKmYMHZSdDspOF22vj3U0wDrqouzUrZhKJhQzirseiqdiStFDck2ILtrWTFOSizc/e3ji/NcPRVfvzpy6+vTElcfX7r178Fp24Mzt0X3nxg5dHt5zbsv4qcMXntx7Ca7eE23dd72kc29R257aLccbBk/lNuzeUDfRu+fuyW9A5+TDzsmHgqp9zomd9il9YVVT3kW7PAsmQquOOGdudc0YLB9/1HH0BT2yxsotrX7P3XVdJ5ySmu0SOvxzttonD3ET+p0zd/0HVPNit3hmjCXVjpMDstWs8DAyVwVqrWYMN0K5/JcKvHTTJaeoBmzQRtfMYWRUPS625c9G48c2H2JgLVfQxRV02Ea2cgVtXEErK7reLq6VEVlFCCxiRJY7JDWwYyqZ0WX2iTUuqQ28uDpScDGbX43wynJd28iKLHNNrKUF5fqmNthFFrODsjkhG9z4RUll/Y1bT/dP3YzJ68lv2bO2dEtG9WhMbodjSLayKWOVMU3VjK5qRtewoGtaMpSN8csNkMownB6c4eYRrKB6fvH9NmoAxNIP6Eo/lL7lEplUJJEAIJYDMVCYLZ0XCSVA8onqj5Fq8N7msrKyP/mqWi5ZEElkMgAOXX5gSXaKLNhUs/W8sV0qyiffNrKOElxp7ZaN9SsiB1dYu2X/5NqJpfz2MP//pxrzg8r/MsX/I7TVJXivHLTbOqJPHnNNEWNNEdl3Pc49jeCZQvRKI3gksYLWxxT15rbt9k2q1EQ6qdk46OE8jMg+elh3TbiDLsbFmOJjTvfXtOFpw+30kPYGGCcDlIMOnKdlxdK0tDUkOOiiOZo2DE0bhh6KY4i1g2LtDTG8VRCMCc4Bw/TVt2RqmVAC+Tkjey6cvPrs0KmHZ6++PnX5+4cvwDffSfcev733xK3t+y/3bjs+uOvcyWsvH0+DG49A//jlyrZ9dT2Hy9t3lXfsKmrfl98yWT1ybezSws4boHHv8/SeGw4pgwHF+1yytkXVH+ckbQqu2OuVu801o9NjXU/vqbfNB55YuKxnRtZX7XgQW3OYG9uzOm+XffIgJbLdJXune84EI6mfmz7yS6l2Sh1l8nvX5PbnbjqtDrddZkwwQDL04FRVY7quNY+9piiueKtzcjcppIoS20wSNP3ZaPzY5kMIrmXHdjL5bZSIRltBGzu2gxpRT4mod0rdxOA30qLqaFF1pLAqalQtg19PCK1AR7TSk/q56cPU+F50WCM6tIEqaOes7SNFNBDC6mxjW+2Sum0FTczoRkZUPX5NGdGvwCGmAe+Tyw6v8k7tiKsYS6gaa5q4VTl0PiS7xzG6LDy3N6txImR9B9xBsMKM5xGQ9PB7MP9+g/STV5LXc0AEwLtFMCMEC5IllT9kXgw+PK5WMC6Wi6RA8onqj5FqxaioqFBQLRaL/8iPq/8/C+Cz84sLQvGBC/eozsEI57jS/hO2kXUWzllWruuxfkXWbtlIrzxKcCXOv/gT1Yowg8qQLllIlwza6iKizwYLbjzaNcVFUA13iM1u2Tt1c3bg6H3/lBpdnLuyJRdC8lpuwjQk+WggHJcZMwyJnqY0f1VLzjIoxQDroo2w10PawwhuULyrHtLOAGVvSvbQQbF10Rx9DFcfyzNAcw0wPCOMHQxnD6d7qkIJrmuSdx66fumb6RNXn5269vzUtedXb8999xrcewbOXns5duDa4NiZ4d3nukcOnfnq5c3HorNfv9u040x5y66azn11PYfLW/aUtU1UdU3WD51p33mla9+jgeMva8Yf8asOrCmZckwZsksZjGk6a5fS71sw4bFh1DG9P7pmV/2++5Vjd1iCOrRvUVbX2Ypt9xwTehwSN7unjzinjdgnD/JShznJg7bJA3aZv3hV7ZK+jZewxSu9I7v7uFNU5n/rI9TNcEYY21WGZDOSl5KFe83AJae1XXCvfG5aLzmm+c9G48c2H05cl13iJkZ0KzmsgRXTzo3vYvKbWTGt+KBKJr/JJX2T/dpOQkglKayKk9DCiW/B8zuJMd3w4HpKXA9J0GGXMUyMakasqSFFNOBCNlIjG5gxLbSIOmZ0Aye2hRFVxw6vdktqs+fXOQjqHQV1nPBKin+uc0ytR0K9S0y1W1y1a2wVPWAd1S8jKr+3c/LmpuHDpy8/3X/0q+vfvJmVgDkpEAEwI1rqU6aIougtlACh9AezRT8qgC9KFj5R/dFRfe/evfv37z9//jwrK2thYeF/7yt9LONnqJ5++/2HAvhzIfCJzjSkrUG4xA+dnXFb227lnMEMraQFl6M8N2B88rG+Be/L3R8v0v8Z1UstP3+cpUs1CrG+hbilFHwIwS2D5JHF8M1mr86zDchmBWxwjSwKTKmvHzruHJ6jZmGrbEaHEpwNcY5aNkwtayaM7A0je+uinfTQzsYkTz20kw6cZ0HzsaB66SHs1Exp6uZ0XWuWPpxjgOAaoe310LZQop0JydEAzdK0IOvBmWhbb44X3zc8c3DizIPvwaWv3+w/evv6nZmnr8CtewtHzz4fnbg2PH5l6+5rQxOXRvdcPXju8Xcz4OLdxeG91ys7p8rb9lZ1HSlrO1jWfqR20+nKrr31/Yc2Td0bOfGsauxBcstpv7JjDut2eZQcdy866l4wxc0cs08b9M6fCK+cDCoZa5i81jB5nRFRCvfMKB66ldN3lRnZ65+zNyD/MCm0h5u8za/oMC1xMymm237DKDtz4JdS7ZA24py1jRff5JbWva553Ji55nNtGy0bpqalrbIxRdnCIb64P7Zygh1RaZfQxoj+tAP8N54PObKJEtWMDdmICd5I5beSo5qJEU22cV1UfhsmuBYf1kgXdDJiutgJm1jxvfjQRnhoByGmnxS3hZo4RBBsoiYMkGM2kQS9vLRRWlwfPbaXGtODD2+h8DvZSZtt43sZ/A5yeDMlogkfXEeLbCaG1NnyW3jxXaTgGmJQNS1so11cu1tKj3NSJzu6gRpSxQ4scAwv5wTmu0VXuUSWukaVpVWOpFdvbd56pnXbuf69NybPPzv7rfDWK/BMDN4A8PzVjGJVPS+WzYsWFVRLPq2qP0KqJRKJYhn94Vz1n3lVPb8okgHwFgAEw8PSLhrpmtAw8a1bUjvaK4cYUIj2ysH7FdJDK5EeGz5RrQjVO5sbVEz3zSZ7ZIZktlf1n9rQOOEQkqsFd9THuEJwLrooBy0btg6CY4CxgxKcdJCO2ggHCM4NgnPTsuFpWHN1kfY6cJ6ODccI62RCcIVinSBIHgTJM0LbGaHtNG2o+hgWBMvRRTBNiY7e0Znd247c/E507NLj81+/On7h8bkbL56/Bfe+kx08fnfX/usTU3dGxq/u3Hdz89azB04/evgKHL30fHDXpaKG7TVdexs2H9vYe7ii41BFx6Hy9iOlrYeah4/vO//d4TuylrEbawrG/TZs8yk54rR+t132Po/iYx5FBz2LDwWW7+elbllduL1+/9PqsYu4gHRaWEnh4Pn1PZc80gfs44fs4gbp0Vu8N0zZp+0kRvZyM0bd8ndzMgeZqZt/KdXOmdtogm6PjF7vdZsTKwe5YTma1gwlE9IKQ4IxwfVLKMsA7zN5C9gJaslh1baCxj8bjR/bfCjRzfSYNiq/lRHbwU7sIUc140LrGLGd3LV9xPBGSlQrO6GXGt2OD2ukRLXR+B2UhCG8YDMprt8qqIUUuxkX3UNL2IKP6sJHdqBDWyj8LkZ8Hzm6g8LvpAk6caFNrNhuXFAdO66LKehwSumnRbZw4zqIwRtto5vtEzrZgmZcQBkhsIwraLaLbaGFVrtEVTmGl7sLqgNTW3lBeQzfrKDUBoeQXPeoQoeQDfZBWS7hOZ7RBb4xxcHJ1YLslo0NbWcvXlMsrIVSiVgulQGpRC7+RPVHRzUAQCaTyeXykpISxbayP/i5apkYyMSK/1bFD6gMSJaOyMuFMgAWhKIZAIIS8rAeaxHOcQjntN3XxDZOqZzwSrhLOs47h7y6mBhQiPUtwPoWvKe6GPPhCorf2uZ/k2qMdwHBv4S0uowQUKr4CN6vGOdXTA+rNrFPpYVWUoIrLJ3T4W7r4K6ZlMBiamARbU0x2i0D5ZbOXFNI9t2Ackmhr87jrF6fVDwweeHl5PmXAYlVGlb26hYcPcTSBZQQFA+C4kFQHAiKY4hiG6LYmtYcCNbZAO2oi7CDoB31EDwda5YRxlEfztGHc3StmVCMnRXZFYri6lkxTHEOaqY4a7pLUGJey9C+qfPfHr/23bHLT45dfnL0wuOrd2cfvQD3noGTF55tnbg0vPPCxL6vtk7e3rLz2unrc89mwZmv53u2na/bdKR20+HqTUeLWiZLOo+UdB4t6Tpd0HqsuOvs2Jn54/dA597bBf0XgwtGWYmbfQomvUpP2G/Y75B32DZz0rvkiHfJYfvU/sjaIxt336vceQflk8SKzi8cPN8ydT8gdyc7psM9aw8rdsguecIueYKbupObupOTPsJJH2FnbGFnbPmlVHPTh+iJm7xztjJjWn3TO7ZdmFa15KhZcVVMydo2tl8aEjTh3B3nXrKCcgPX9dPWlP7ZaPzY5qNoC0MVtP2QpUaqitaqXVR+F5XfTeV3U6N7qNE97z+iiOJS0U4av1Mx2x83alU0giULusmCpfY1768i/dG/XfpXP+T9qynyw2ty4rrIofXU8FpbQTNL0MiNa+HGNpFDKzx910gAeDcvlADwdnZGCsCCeP5P+Kz64x+fqP4x1SIZAIsiyQwAIUkFCJd4uHOcGTe+fPCSoHSHOTfBQVCP9liH883DeOX83qnG+5cQ/EvwfsVYn0KMd8GHWLpk2bhno73zTB3SSIEl9rFNGK8NeN88rOd6hGsGyjWdGpDPCCzAumdQ/XP8UtuL2/fbBeWYkAN0ke4qZhwDjDvcdg0U7/FzVOujHaF4V32Ugw6cZ4R1gqAddG04hhgHfTgHxfK3ILmqwoiaZhRTnAMMzdOxoAUl5bZvnTr19fMTXz09fOnBhbtvrj+cP3PzxcVbb89cf7H36J3BHWe3Tlzaf/Tu5MHbA1vPHDz94tErcObGfPvA6a7Rc52jZ4uaduXV7Shs3tM4dKZ+6EJWzURh+4mePQ8GD708cgt0TN4K3dDtk9UXXrIjoGS/V95uu+x9niUnbDMnfasveBQdpCYMhVRM1R94nT94lRpWRQ/f0H7wVs34TbfUVvf0Ibe0AWrkJs91k78W1XaZI9z0IfvkXtfMAa+U1m0XpleZMnVQTiqmZA1Luh7GUdXS1plfnl43TvYvdOB/KoB/ovrfopob300Oq6dHNvASOhhRdYSgcmpYFSemsbqu+cWbpct/Zxbm/7SHtT7+8Ynq91TLl6gWS2UzAMSur7Z2EMCd4xDuqeTA3O2XZ61dkplhZdSgIiunVHpwKd43H++bj/cpxPsU4n2K8T7FeJ8SvE/Jb27zv0k1cXUZzq8Y41OI8S7A+hRifQqxvkU43yJGaAHBP4sZWkAKWI/2SCH4ZOI8UumrN6AcExwjSm39N1izBTG5/ae/BXsvTHsLaqyYAepWHF2kgxnVWwGwPtJeCUaBoOwhKHtDlJ0hys4QyTNE8oyQPCMkzxjvAsM561izdK3Z5iQ3M6Krvg1L14qpY0Ezwzsao3kG1gwE1W1NzIZN24/cfyU/cfXJyWvfHbv8+MjFh2dvvrrxcPHqvYVT114cPPdkcNel7pHTgxNXhnZfHxi/sv/00zvPwOmbkqHJu01bztb1nSxpm8qpnyhom6rsO16++Uxe++HUuv2FvWf33QLHH4KNOx4UbLoeUrmPl9zjnDXqmTvmnr/Xt+Sg84ZJp+w9XoUHg2vOsBI3e+ft7jw+nTd0kxJaQQktL916uWzblYjKXezYRm7SJqf0Qc7aEYf0HdxURbZzU7fz0kZ4aSO8tEFe2uAvpZqVMWCXPcqM7/Ep2GUX01o8cIMbnLfMmKtmSVExJ+kgGSpmhOVQelXfIZZ/oV9i65+Nxo9tPtSltP8o/xfV0T/kfZvVfzckQdeHkAVdZIHiXtEfe9/1HuZOWnQnPqYPH9OHF2zGCzYTBP0EQT+R30/k9xOie/FRPSRBNz2+jxbXSeK3kQUttPj2gZGdh46fUWwrEwOZFAApkAgli5+o/tjGJ6p/tKqWLcoAkMjk0wAUNmyxcYyBO8fZuCVDbCMqRi8LKrab2SeivdbhfXMZIWW/d6oJ/iUY7wK0Vz7Or5gYUEoMKCX4lxADSs0dYkmrs2lBuTifDEpANiUgG+eRSvXPtg8rXpPRXjd0oW3nDfeoyhVQu5VQO1NyiBHBTdOaq492MsK7aliyNK3YxgQ3M7LHz1Gtack0wjhCUHZalkxtS6aWBUPfhmVN9YCheVpmFCMEK4C/fmDi1KkbT49cvL//1O0jFx8cvnD/wp03D9+AB6/Bqevfjx38anTvlY6hY1v3Xt9x4NbWvV8dvvDi9nfg8l3Jjqk7jZvP5NZMlLcdrO87lde4u6R9qm7obEHbVNrGibrRKwPHX20/Pzf5FWgYf7B63dawgl1u2cO+BTtDa464Zm/npG71Lppyy5tyydnnkT/FSd0eVHGo7uB06Y67+OBqfGBR2babHYcf28fX2Qrqg4q2sxN6WPHdXvn7bBMHfy2qaSl93HXD7LV9HrljthH1LkndTdsvfQlj6yBttRHMf0LgGlYUNUueV0yxIHfYLar2z0bjxzaf3wvV6LAOSmw/SdCNDW+lxXVxUvppce2okJr+oW0nzlySALAgkS9dayETiWTCT1R/bOMT1T9QLRXPyQCQyMAMAL07jyFdExDOcUbkILvQIgPCmuYdN+gBeXjPLLJ/PsZjHc43H+ebryiAK0rfKL8SlN/vhmqcbxHKKx/jXUAMKCUHliueXuN8i7DuabyIUrTrWmv7WPaaHKJnKsUzOWJ9e2nnvuCUWqprDAznrmfNtab62lB9lAwImnCmujVdD8OFkpyM8I56aJ4ugqthyVwqgCMdIUhHQ6STIdLJEOFkiHAyRPJgWAcIgmOI4lmR3czwTroWNC0zcnBcbt/OY5fuvDp78/mxS/dPXn106uqjk1cf3XoovH539sSlpxMHbgxNXBzedXFoz9XB3VfGj94f2vvVnjPPbjwDV78DwwfvVfYeK+8+sn7j7rot58u6jxe0HqgeOFvQcSildldp/+mSwYt7vpYfegSqdt5NaDwVXr7fJW1kdeGkY8kRTv6UW+kRx/wp15w9bnl7XTO3BpcecEneHJCzo+vI6/rdj1A+eZSQisqdt1sOPHHPHPbIHHbOGHRI7eekbGYn97FSt9ivG+WkD3HSh3hpw7y0YfuUEfuUEafkUafkX+Y0L3WUlraZtW6Qlz7CThm0j++jhbVWD19kBuarWpIgeO5KmLU+imyIdtSyZGWWjft8ovq3ng/9p/Vn+r8qYv84DH4Tg9/E4Df/j/z4AlMav/VDyDGt5JhWiuCHUPmtVP6HS1Pa6NFtjPc3kDKi299f2aJAvYfC71EU3mn8Ltu4PnJkMyGsnsZvIEVsJEdWOWd019S3zouBBACRHEiAXCiVSP+ULVA+/vGJ6h+oFgtnZABI5WAGgMnTt1FuiQjneJxLsik9nOiRAbeP33LkKSu4iB5YBHdK/QNQjfbKx/oUklaX4f1L4O45cLcNWJ9Cit96gncmySeTGZgblt215/K7I18vOIUXaNs4GuI8rWj+JgRPDVOmhikDArczhNvpY3kQgj0EZ68Ft1Uxo6iYU/WQPHOq589RDUHyzEluRiiemglZ14pBdghem9ewZdfpqTPfXPzm9dmvnu09+fXh83ev3H195+nig1eyI2cejO2/OjR2dmTXha2TV4YmtW1stgAAIABJREFULm4ZvzS05+r+c8+vPwJXHoHhqTulHQeKWveVdBzMb9q7cfPZqt5Txe2HizuOlPQcL+45Vjl4vnvq3tRd0HXoSWbnGZ91A345O6OrD/nkjHuu22FXdMiu6JBj/hQtbbtb7uTqimMu6aMu6aMJ9ccbJp8XD37FCK+lhlaWjNxo2v94dd4QJbwxsGDCNWuYxm91WjfikDlEjuviZgz9WlTbrhvkZI9w04apcZt814/5ZO2wCy8r2XRKxYKoaknSRZL0UOQv9bDKMEpATGN+3dSfjcaPbT6/F6rpgh5KVCchrIEV381OaLPxK2AnNJWO3XJy85YAsCCWKVgWyaQiqfAT1R/h+ET1D1RLhLOKc9WvZeDYtSdwp1iEcxzRLQVpF4tySEA5JPALBtt23bZyWMsMLlEUwH9KdSnKr/Q3t/nfpBrvV4z2LsD5FpFWl2F9ixRO24bXOkWVwu1j1qQ11Q6fdQrLU7W0t2IEqltwdaw4+nB7CJxrjHawJriYYRxgNixzjD2EyNXHszURNB20rTnD3YLpoY+2U7dkGKAcDVCOEKQzBOkMQbhCEK4QhBsE4aZrxdSxZJjhnYITCrcfvHLj0cKZm9/vPn7z5LUnB8/d3Xfi5oWvv382De6/EB+9cHds6sLu/Td27r68ffeVsb3Xh8Yvjey6cvzq26dz4MojMHrw2/Keo4VtUwUdh3Jbp/I7DldsOVvYfqS481j14IXctkMZDZMjp17suy0vGbzQuO9hSPE2rw0j/vnbPTbsdM/e4Zy1079oilJ4ildz1an8DD51wjl7V2DVcf/1o8H5Y227H9SMfGUfVUPxzy8dutoy+cBvwwA9otpz/W5O/CAzfrN92ggvc5CXOcjO3Exd28nO6GNn9PHSBnhpA07Jw07Jwy5J21yStv1SqumZ/azsIXbaKD1xwG/DHq+sMap/XmHPKbfoNCUznLYNRheB+4cWHILgWpMixg9//2ej8WObDyOq80fpYER1MKLbGNFtjOhWRnQrI7qFEd3CiG7+kPfb0FqpglaKoO1DyIJ2smAJWlKMIp2kmE5qTAM1poEqaKQKGmmCRpqgkc5vov8f9t46Kq4s3fvPzL3vTPdISzoeXIJDFYW7lFNC4SQQD5IESHAtx4nj7u7BofDCnQAhQBLiLkDwqv3743To9Exnfrff2/2mZzrP+i7WoeqcU6cOrP05z96PbMHeMdbAMdbQMe4HOV0xdLpi6HjN0PGakWOskWOssUOcsUOc3tFLSIcYwxNRGOdrpHPXdI8wyO6XL5QPKSirv1laX1r7vvToOp+3zl9fWl38jOrfmn1G9QeoXlvcKoHSeeORHNYRRjyriHLSMfdWQDvDsGe1LP39o+tdIioRFN9/d1SrWbO/R7VduJpNsIol0+DYRQuvzKC4uqqhV3ae0V+KGQmpmotpWO9XMhFRMZXWMDugTtkvYygga6SgQZKEYwSldeXUTHYqaotqYUQ0MXuVDfbBjfYoGuxVNJbQJH0M1bbO1OCYwtLmsY7xx92Tz5r67zR0z3DHH7UM3L7znD/7eK2uYyKvsr2opqu4prugqjOniFvVcKO8dqygvL+179H8czA8t55RNhiaWB+ZwglPawtNbQlN7wjP5LLT2oPiGiMze5gJrX5Xa68Wj1aNvsvrfBKS18/K7rFjFOBcY+2DK+1Drpt4F9iyag6FcsgBFcjIIS16B4bVTorsPRjRhvUtsw0sTuK8vFIyrWPD0rVlRuWPRlfNHWMUYl1iLfwyUS55uPNFRL8ynFeh/rk0pFc2LigP5Zf1S6Fa43yKgV8OxrcU6VVE8S7TsI91iagwc40pah8R08J8LS4jpKwhrITaK6P/5S6DloHl3xsaf2vX8++Cao2D4abuGWinK+q2TLRTJMY50uAEg+JxxcbuGFS/bB2Ad2urKxvrnyPAf5v2Qw3wrRIo/8n1TwD4vr061Fhmq5491Id9fXWDDzYBeLsCZubf6aOddYwd4GRPZVMvEb0TyqZeEkaOmlaB3tH1qBNhMJKnuqW/hlWAlnWQmoWfwWEWjOSpaR0Esw2F2YbCbENgtiFw2xC4bcj3SVzWbJUfMMlSs4bi0Vjvy4wEq1gHq1qzVbfetWaoWzM0rOgaVnQNK5qGFU3TiqZpRXvfF4Stas2GzgmdQfVguNqhCDkKQ+f4FTkzBuJghJwZU/3wRb3DVzSsI9StQrRsw9Ut6DCinzrFF3k4GGFyBneMiTropUU+fZ6dVNV9O7msg3DYXQyGE4PhxOA4MThOBI4TgeOgqWxhFZO9SqidCsj9CJyQBklAjbALjvlOESkAwwjAMcLKWFFVE3FVEzEVvBgCK47ASSCw4soYYXlDMSXkARhaCo457EStbpnoufmovneqrnuSO3G/9+bjjrH5wVvP51+DuScbLf1zhdU9xTV9FQ3DxTV9RVW9FQ3DuTXNpc3cjvGHN5+s9c1s5NZORaT0Bsd3BkV3RWbeoCb2BcR1B6V0sbIGI0pG/ZNbGVcqr2Z2JFTezGl+kM59F1YydzCyA+1bjmW2mLDbsOw2FKMZx2omhrYT2BxUUDXOt8A5rhfrkWnNqsS6JhwOLi8ZWaVn9mnZsbTtWMzc4QTOI4Jnmr7j1UPB1w3PJPxc9P5c4dwrcO4VWI8yrEfZ99PpXuk4r/TaWd4XCuR9KsSvZY2/EoRJKKN3CMgfPO7ufqna+EiwfWAe8uRFVZtwY4c4fcdktEuWrmOqrmPq+3SgOD2nOGig/9VR+lmfVIZOlw2dLus5xeo5xUKJXlpOWVpOWZonU1Dn8vWPX0U5xSMPs01ORWTXTpxnZx08eHBxcREa+aFqlZDD9ukMKl4OuVEAgO/HZ2iQhh4cPqxh/vuxz6j+AdU83gb0GPnsDZiYeYUiuOkhHQ8YO8PJnlKo0xpWAXCyJ4zk4RPTkNPxxPhYiM5BmoLJOUXCecypSBjJU9+epW7p/6lQLUumqh0MVzBnwq1DpElUrWNX4DZhChZsSZSvulW4nv0FNctgNXOavl2Y4SGmGsVH19Jb39r3hO81ZnzlCZ8Lwgjc16JqCgYWH0P1HgWkiBpRXIsioILfqYTaDccIqBOENMmSmmRBZexuOcNdMvq7ZfT3yhmKwNAH1AiCcob7pHWlVfCHT9MLq/tGZt70jj+p77hZ3zvVNfmga/IBZ2Cmc/ze5MN3E/cW24bvFFR1lzcNlTcO5VVy8yu7KhqHK5tGi6p6O2/Mjt171jfzIr++LyKpMTyhPip94GLGIDtxMCx1lJ7cH5E7QU/vPXepPiC1nZ3bF5fXU9Q0V9D+JL58yiuxz55ZSaTVHrrAxTA4OGYLitFsRG1E0xsJwa0ENgdDqzt2uU3TKfFgcNXBkOqjIRVuMa2M7H6kw0W9IyFJnPtR5TeJ5xMpvtlk70ytk1fNg35dTv8LVDtfLEefifpvIY19KkQBOb290tpCkqqi0prM1E7ksVDDY5HoU5dNPbKRjvFq9teMz6R/RvXvUx9DNcGnTNk+RvvwRczpJPyJcIOD9ELOzG5ZbFhYGHiPgNXVVejnysrKpxufP6P6p+13iOp1ANb/GdV8/ub6xuoaD6zxwINnvNGppzZHGFjyOSWiu7plgBTqtAzmrIqZj4DWEWn0GefQ4tCcfk3rQEXCedSJMG1bqqq5r7plgJZNENw2eEvKNsHKW6VRvkc1S82apWbFUrN6j+rvcctWsWF/WMLzQ31YyPMnZrmt2SrWbKTDVVUbthzJX/dIpJoNG25OkyX4qtsG405d0bFhq5sFaVrS1c38VE19MMdYR/1TBh6AxMoRy7MhYprmexVRYupEUTX8Ljl9KBDseynjRSCXWhkvpkYUVTXZq4j8TlpvrxJSQpMkoobfIae/X8FIGI6WUDOR06HADCwVdM1EFI23i6hKIbDH3djFtQODN192jz7qGLzXO/a4d+xx29Cd/umnN+4t3phf6J162tg7U8YZza/py6nszSzrKqgZrmy9WVg7mlXe19B97/Zz0HV3I7dlJiyjlZlYH5rWHprazkxopcVwIjN6Q5I7A6/VR2X2XMrtCU5uvpLfE1syWNj+NIfzIDxv3O1iw0FWjal/CTag2jykFctoxjKa0fQm46B6LK2OwOaQ2Y1EZh3WM8vxajvJJ9vUL88vrfdS9R2NQyydI6HUjL4rVXMnwqv0Tl4yCywk++VpOsQS/X52p6yfjWqPcpxHOcazFONZ+h7VmTivTLJnPDN/YIeSyR4ESRSOFpA3lFE23i+hRnS+4BZZqmcfTDxzDekYq3/8Cupshs7J+B+jOl7PKf4zqn8PgibAoYczbacUbacUbacMbacMmO1l47NZRLdkgmsy9liwhcuVs7TkHVLGsbGxAIC1tTU+nw+hen19fX19/dONz2sArP1o4v17V+pDg176fcH6M6rft1jfXNvYWF3d5C+vb87ML3b2zZ08c8EId1oO64qgeCsR3UX0TmhaB2pYBexSsZXDuobm9B8JysQ7XdCyCVKh+BjYs+BkT21b6qdCtQzBV802WONQCMKKibBi6h+/oHM4Am5Bk8d5aVox1c2DNCyop+h50WWTzKRm3Ingb6TRwuqWUnrWIuqme5VQ+2EYYRWciCruY6jeI28kjMBLaJJE1Ez2KiH3KBoLqmAltEhKhlY7DmjvOKAtrUkSVDDaKall7RBQ0zk9MP2qtnO6sWuGO/Kwpfd2x+C9oamX/TeePlwAA7eeNfXequNOFdcPJOU3ppW0XW+9kVfdX9Nxq7x5Mqu8t77r7uwzMH53o6hu/EJuGzWukhpXcyGXeyGnlxpTT41uisrs87tcdzFnMDKzJzi5nR5XH5XFvd73tO3manz5VHBKx1FakaVn+kFWjX1ogwm1Du1/HcdswbNacKwWLLPZhNlIYHNIrAYis96aWUH2L7SkFrvGcWMaH8KtGAYnokILx6Pr5onnE42crtkxSwje2Si3VJJ/kfG59E+FaqvAdJerNfhTjC/E9b4VVdsrq7dDUFEGbvy1HImZ2oZ1vGR2Ll7dNkzLPoriW6JxJPozqn+f+hiqdR2Ska7ZmofC9Y9dJDqEx5aNialSBGGE2NjYpaWlre4P4NNPgH8E1T8CNjRwf0b17xLV0D/HBgDL6+vjt57VcAZdPK8htGylkKdlMS66h+hSqNMHkM56hxhKRHc1cz8ZzNn4mllbnxQ9O4aahb+6pT80Aa5sy1K2ZSFsfhAUevbjdhcQsNlqVmyoQKmqDUv1x800P0wAe69QZZvQD8uXQkdBaWPqVlQV8wAta6qOLV3HOghOcFche2pZ+WubeRFOhpxmZgVGVzvS0rTNPYTVLfYpkyV1rXcqYL6VMRRUJYrrUPYpY3cqGO6BIYWUiULKRGFlgrAy4fvQMGWciDLugAZRUBEpoGAoqYaX0SSIKaNEYEaSqujvxFRhehSYHkUcjjQ/6lnSMHjj7lLb4Pz43EJzz1xr7+2escfcofsj06/mn/JvP9rsGXtc3zldUNWXVdqRXzVQ2jBWWDeeXTlQUD+ZXzdR1/ds5B7ovw0KmuYupHeEJDZ5X+tkpY+EZg0HJXYFxjcHZ3RFZHcGp7WEpDaGZ3Co18rDUhtTyoeLW243Dr4qb79/lFV1LLjaMqjc1K+YwqinMOrxtEZycCuOwcExOQRWE4ndTGbVEejVRGo5kVp+PKya5JnukdCZ2b0oQ/TVPhIRVjx1qeq2ZWA+0SON5Jtn6ldg6JphfD4L51/6f9F/+ucK61GK9SjFeJZgPEvQXoVor0KsVzbWK9syMAt55mpkQfd+TetvJXT2KaC2CykLy+p9JY0hOYW6RZVjT4aT3JIMjl80ckrUPRGr55ii55jyvhBHvK5TvJ5zrJ7zr98087M+qQycrhk4XYNQ/f6vn6rrlGrqU4CwjUSfumR4NOKQ+1WPiMKvRDS3S+i2trZujYwQCNbW1j7Z2AzAPwzKALzf5PEBjw94G4C3AfgrgL8C+O8A/90nvdT/p/YZ1T9C9SYAazz+1O1XnM4bkdcq9VAnVc19IX9axcxHWPeENPrsAaSzLNZFkXBeGnWmsOelhXs82eWqsqmXsqmXvj3zU6Ea63hJ04auau4njzunSvFRpfgQHKPsfJIbx96lVE8dPH9tlyL5r+JGB/QOyxkd+U4Ou1sJJ6lrLaFrsUMe+a2MvrAGUUrfQlST9DFUy2pThJRQe2X1BBQMhZSM9svrCykaSKpi5LSI9mdpqSWt3RNPeqeeNfXO1XXe5PTOVTSNtPbfHb31evTWm8GJ58NTLzv65wsqujNL2rLLOkvqhqpbJys4E/lVAwW1Y1Xts+WtcyN3eeMPQEnz7YiUlrCkprCkZurVqoi8KVryoG90q39cR3BGV3hOHzu1OTC2JjyzmR5fHZxYe73nYc/MegFnNiKp6Sw1zdwnz45ebk2/bhFYZkqvI1GrcbQGi3AuhtaIoTXiGQ1EFofIqMEFVpoElpKoFTa0Inru+NW6+zIkf0OHyxcr5+IaH5l6pqHOxlv451ICCtHn0gzdMrDe+WifImOPn1197JdCNcUvHeUSnVg7aeIUul1Sd4+skaIWaZeo6jeyuD3KlJqxFS2rAPL5ZIxTtOaRK0bOSZ9R/fvUx1Ctbn9Z71ScnX+2rl1ISErTfmWznVIG++RRb9++BQDweLyt9en19fVP6lh/DNU8wONB+TuAtwJ4K4C/BPhLn6oj1i91nv+5/Q5RvQHAxk+hep0P1pfX196tr07OPWvrmcgu7sGanlU19xPRPSGPd9OyCVKz8ENQvBVMzimYnFMiumvb0mQwZ5tuAYprtL490/hYiIqZj4oNQ8WGofqhIBj/CNU/ZEy9342pasN8n/rFRtiwoclzKDDtfahaGMw27Hvw2zBUbRjq1jR1a5qmdaCmdaCkwQlDOxrFKVwZd5p0kuXGzgq8XGp9JhyBPiqmSt6niBVTM5XQoOxTwkC9rQQQ+J3yxjsVjEU1yeI6ZvtV8LuUkHuVMYLKJEHlLWCbCCubiMJxonDcN8IqspokDZSNjBpOSEZbRZ9y2MkvKDShrHGwtX9u8Obz/smn7QN3m3tn2wfmu0cfzjxcf/wGzD7abO29U1w9kFvKza/oKa8fqWm9VVo3Vlg9Wlg9mlU+lFU+WNv9eOIBmH0NilvusxNbmfHNoWnd7GQuK5kbkTXIiOkLvMwNSe6JKZoKz+x0jyzxvlp8qZjLzmpKrB8tGXjRfJuXWH/vCDXPwiPrkH+hJbvJKphDCKrFB9ZQQtopwW1YWiOewSEwGnG0eiKtmsyopdDKyUGllvQy+7Da89ear1yf0zkSrmrDulI9n9z6Qu/UNbJ3thW9HOmSauSWifcpRHkVYXxKsP4Veud+fVR7FmI9CzFeRRivIpRXEcqrCO2Vh/bKw7mnolwTHUML/RKa/iyo8TcxXVEYZruYxl/Fdb+TQxV1PbL1jDY8Fo46FYU+m2TkGAelKr0frBN0nRJ0neN0neM+OUs+61cVlMr1voJKop5TIpQ8pnMkiuKRYWBHNz17mRZdKgAz2XVAa6+sHjQmrq2tQcwGAGxubv6qyPnX9hOz3Xw+4L/3p3lrgLcGeMuAtwx47wDv3WdU/wfbv0D12qvFt89ev+wZnq2s70rNbdcyOqxEdIeTveTxbnI4V3n8ORnMWTmcq4qZDxRipmLmY3iEndJ41zWqQoXio2kd+KlQbXIqTA7tbO12ObZkqLDlNvkkS1TVXBBO3iuPFlDCCyOIwgiCoLKJABwnqIwXUiGIqJGE1Yj7lHG7FVH7EFhRLbKQOmGXEvJjqJZWI0ipmuyX1haS07M95VNY3T0w9aRtYK5t8E7H8HzH0F1Oz60G7nT74PzY7NvbT3kzD9fbB+Yzi9pzy7oaO2cqG8dySrlVnBt55f1VnJuldTeyy/pbBp4+eAvG74Gs6+OhiRx2XCMroSU0pSMktZud3MlM5rJTui+kT0SkjDHjubSY9pC0tkv5feE5LdTEqoFnoPXOSlztZEBSwwlmoaVnylFa2eGgElNanVVwsymjiURvoIS0kZjNmKB6E2YzJaSVwGwi0qvJjFozeqU5o9I+vNY5uiO0YJx0Lkme7H+l6k5iy3Mjh6s21GL8uVSD04nmQSUEv2Ijt0yMbwnGp8TQoxAfWPWpUE3xz8GcSzY5c7F+elNAmSiqbvbFHkVxZex+BHEPDI89wbxU2IdzvqJjxzb1ytE7ee0zqn+f+hiqjU5exZ6ORx5hJVbf2iGDFEIQ/yoAE4Gjtkb7rXIan3YC/P8P1auAt/o9qjffgc3fE6qhuY61tbXw8HCoFgr4D6f1JgCbP4XqNT5YWeWtPnn5ZPTmvYz8ytKaIVU9K0XC+Z+UmMEpDauAA8jTSkR3RcL56vFVB3aBuqW/th1Tw4ama8+WM3FHO16CUfwUSL5GJ6Lex4Wx1KxZqtbBW4JbBKlY0zXsgrWPhGnah6raMhHWDBUbJsyKrnE4TBR9Xs0uFHUmTtY0QM4sCGEbrHWQrmlLg5E9VS38DOzpamZeBrb+jvSMyp5HYWkcc0eWrJ6toCJWSAkvjiBKqJCElFBiCJyYCl4YjhFRxkmoEURV8PsUjPcpIiW1TCW0TPcoInfKGYqoEcQ0SPvg6F0yRtLaFgc0KPvkkcIwjJQ6SRyOEZAzFJE3PHqWUVo/OHn33cTcW+7gfHvfXPfwvaau6fbBu53D97jD90dmXs88XB+ZedvYNZt/vT//en9x7ej15pvXm2+W1I0VVI8U1YyW1N8qqJls6n1+8xEYnQd5tbfCklpDEpppMU0XsnrDM/sZiR20JC4tiUtL7g7NHr4Q3Rp5tTkqoflycjs7vpadUJvSONl5j5c7+JJZ0HswvMqUVkRiNBDo9VhaG57RgfSvIzBaSOx2PL0ZR2skMFtILI4JrcGc3UAIqjKjVZgGlRG8Mu2CK/3T+4OLp1Qs6chTl5k5YzF1D2yoJcbO8WYBJSjXdKxnAdazAO1VhPYqQnkVo7yKkV4lSK+fXdLkZ6PaKw/rlYf2KkB7FUCfCwGb4Jtv5JpqR8tzjqoiOYX+/QBKEI7/Wlxnu7SOkAr2O3l0Qfss2eUK6kQo3jVJ0z4CKmz5vnVEoq5TItSi8ZOz5LN+VWk7xmqeiiZ45+o5xWseu2p8Jln78AWkUyze6TLpbLSOhbvv5TIxFdzXYupSaiistcOnHo3/0SAuvxefz+fz+Hwen7+2scEHYHVtHRqtl1fXV9Y2IUptbm5CAXFLS0vQSRYXF8H7KDkAwOPHj6ENaJJ/eXn53bt3AAA+n//ixQvorfX19bW1tbW1NSi5fHNzc2NjY2tdYHV1FXqC2dzc/DD7/OXLl9DhPB5vaWmJx+NBDP0HZm+9+L9B+zbo+2xubkZFRb2/WfxPGqz/a9tPo3pjc2l9Y2mNv/5y4eXU7Se5pXWlNUNaxoc+hmrUibCv5Cmq5r5qFv6a1kECWkfa7gBN60AprKuGLQ1G8cE6X1Yy9dU7HAKj+KtZ0z+Gai37ELWDLGVLqqJZgLypnwLFX8mCirBhaB+LlCH7aR2N1DwSLmnirWYXZnw6RtGSrnWQrmYVaHCErWEVoGbu7RScT09oMD97QUr3kLCq+V4F3G5ZtKAiVlSZII4giCmbCMPQ4qom4qomQjD0fgWkEAwjCMfsV0SKqOB3yurvg6HkDa0P6Jp9K6W7XVpPUscMgTq8XxHzrbi2KIIgqUrYLqYlpWpid5pR1TrJHX3UO/64qesWp2u6f/xx7+iD+rYbHUPzN++9m38Bxmbf1HdOl9YPltYPlzWMFFQPVLfevN48lVXak1rQUVQzUsm5WVp/o7rt3uwTMPMEZFeOUy9WRCRyYvIGLqR3shPbwtO62CldzKROVlovI7nLP649IL4jPr3/WmJXWHTDpaTWgubZtsml4v5HkYVc58vltvR0vG82mVpoyuaQGA04WjuByTWhN5PY7SRWG47GwVIbCcxmErPJhFZPCKrC+JXZBNdaMqssqEX+WSOBWUM6xy8aHItKbHx0oXyW7J5q6p1j6pWt6xhvHlT6W0M12j3TNrja8GSUlW96VC73axnsl4JqEuqU72R0t0tp71TAmp8NcbtQASO5E86lGJ668hnVv1M5xxueTULYX1Q9conklYs8k6x+MJx4Po1w+qq+fUhqzYQC6uRfBJV3SunuPqBqetTtU4/G/2gfQ/V7Qq+9W15Z2+BBI/f6Jnjz5g104BZ0nzx5At6Xc1lcXNzCIbQDhF4oIQ3aB4AfTgIA2NjYgJLWIN4DAF6/fg0A2NzchNYIoLzzlZUV6MwvXrxYWFjYOnyL1h98I/4vg+rZ2dmHDx8+fvyYRqN96jD9/zfGA4D3Y1TzAJ+3vrGwvrGwylt+8fbZjdn7+eW1pbUDJhbOH0O1EtFd1dxX0zrwO7gVguKte4ghaezETOeiToRqWPkbHGHJm7ipWvhjHS/AKX6qFkFQ8NePUR2iah0Ct6LBrWnK1nQVW4aGHVvrcIjO4WBte7aGLU3dhop1uqBs5gMje+ja0WWwZzWsA1RJLlrm7i7BWdcHnl3ve2zveVUATtwtj90rjxGE4cUQBHEVoigcJ6yEEVZEiyihheBYMVWCuCpBCIbZr4AUVEKLKGNFEbg9MgbCMIygInKXlK6QEkpBz0JOm7JfznCHmJq8FukAAiMGQ548F1zPvTU886a+81ZL353GrpnOoQfDN191Dz+qbZ1q7783+3Dz9jMwdOt1U/dcBWe8nHOjrHE8r3ooraSruGEyq2Iwp2qsrHk2v3YyrWyomvvw1nNw4xHIuD7NiG6MSuu6mjfIiOX4X6kNSemMzO4PTuEGxbdQE9qYqV3s9G5mWjcrvTsyrj4suuZaFrei7X7D+HJ+633/lM7DjHyMdzbaKwsZWE0OacGF9RkzO3TpPYbsAQKrncBqJzCasUGNJtR6MpNjxqw3pddgvfLOxveZ+uYSPDMvVM7PKs3vAAAgAElEQVQGZQ7oHg3XORIaWjAVVjR9KqIBdToRcy6L4F2AOp+H8y5Ge/2g9xwtxHj++hHgXllYryy0dx7aOw/pXYz0LkZ6lSK9SpHncy2ZtUjnWJJnelBiE8E5cqc89jtZ9B45zZ3S6rsVjb+V1qMlNyKPMZCOV3BnY/Ud4/Ud4yFU60ByTtRxTvz0LPmsX1PqJ2MMXFI1T0TrOsZjXFK0j13RPxKBPx2DOsK8WjxMu1b8p/0qXwsrHVBD75WCR8ZnferR+J+MxwfvuQYlbK0CsArAsxXeAh8sALAAwKsPBNm7d+8WFhb+wbeGqMzj8V6+fAm5y5AXuhU3t7q6yufzoe2FhQVoCQDyrcEHSWsQqgEAm5ubWyeHdoC8c2gSGnLBtxjM+7H9AqheWVnh8Xhra2sREREfXsTPv8f/LvbTqAZghQeWl9YWHjy91zMylVNSVVzdd8SZ+jFUw0geUqjTcLKnuqW/gNYRVXNfJaK77iE6M61D356hZ8/UsArQsA5Spvjo2LG1bJkfQzXChqFiy1SxYShb01Vs6AhrGtzcX47oqWTqDTPzQZj7wineyBOh+oeZ6lb+TqFF58Lz2SlN1m4XdikSv5PFiKhbCKuYiqmbi6mSxdVMJVRJosomQoooQQWUGBx7QJUgDMdC6dFQILeYiomEKkFClYBAHhKBY4WU0PK6FnI6ZvvkDPfJGshqU4TkDWQ1CAcdA/OqekfnFlr671a1TvRPvWgfvDd081X3yOMqzg1O19zMg407j/l9489aB+Zr2qdKG0aKagfzqwfzqvoLa0fLOJMZZf2FdTfyam7kVo+1DL+aeQ76Zzayro9fzelnxzZRr9SGJ7dfyu4LT+UyE1pZia2h6d3MpHZWKjcko4eZyqUndzLTuhmp3Oi0toSc7oL6mWru49iyMWdmjqlHom1glgWz3JxZTgxupoS3YUJ6DOltuvQe4+BBHL0ZS2vGURtx1CYSo9GU1WzGrDel15IDSuzDG+3Yla6xnYEZ/agzMZp2wcycwYSmZ9gzCcZO8UeDq9FumUiXdAtGjaFr1m8N1Sa+JcjzueZ+Oea+OWZuVxJrb+2DE/8iqrdLVkMQrr9dRu8vomrWHtfoKRwVawbK6epnVP8+pXs6SfX4NZxHtpFLqppdpLFzPNbpmtbBYCM7Wngmd5es8T5FrIQKUhxh/JXAgdCYtE89Gv+TfQTVywA8eLO8AMBbAB6ugjuL4MkmeLgGPoQl5PVCoIWYurS0RKfT8Xg8AMDe3r6/v//DoDk+nw/NYEOHbDnHy8vL0CuvX7+GHO719fX5+XnwfsZ7axr81atXW4cAADY2NrYAvEXrrV//t6jeuujIyMitg/+j16o/huplAJaX1t7cf3q3rW8oq7giq7jljGfox1AtYeSoc5Amqn8SQfHWPUQX1Tupc5C2W+WgAvZM2ywwPsJCHmNjT0VoWAWomPurWwVBhUI/RLWKdYiKdQjclok4yIZb0+XNA2AWAeqHGDr2DK2DVB1bfwN7qrF9gOEhf01TFzuPy1fyOhixlaSjvkIw7H55pKK+tRjCZL88UgiG2S6uvfOA3m5pAwF5pDAMK6aMF1XGicAwQoooERWyAJywXwkvpEwUVzMVVzUVUyYIw3CCcsjdknoi8kh5DVMJJdQecS0FDZK5vUdZbVff2PzQ5KOW7ilO183OwdsdA3fb++/0jj1t7b07PL3wYhk8egNa+h7kXx8qrh3PrerPqx4sbhivaLlZ0jSVUzWcUTmcVTVa2nY3t27qevfTkfug7zbIqp0JT+2ITOeej6iKzB6+VjxFT+jwuVzPSumKyh0MSe8OiufQEloi8/ouFAzQkji0JE5IZicjpaVg4HVu74vLVXNu0U229PKDjAprZoMZtcaM2UKmNeFpzSb0FiyjBctowbLbCGGdeGojLqiBQK0n0xvNGXUUWo1ZUBkloNSeXWngGBNccONi5Zw8yVvbPjimZu5a1QzZO4/iW0DyKSJ4FWA8i5Dn843cizA+5SivUpRXKcazGONZjPPMx3nmEzxyCR65vzaqMd4ZGO8MlHcuyjvX2LvE2LvE2KvC2KuCGFBl7F6EO59h4pFl7Z2c3vpQUN1yJ4y0R1Zln7zadimNXXK6e1XNcttuG56INDoZBbWLeI/qZB2nZB3nJB3nX7+dxmd9UqE98+BHrhq7pKkcuWzoEG3uk2t8NMzaK+VKfo+wmuV3klp7ZPV3ScB2SyoLycEj49M+9Wj8T7a5CTY3IWCvA7AOwCIAiwDcWgDnwmLsgqJt/a8cCc61Y2Ufi6y0oudB7OTz+QsLC3w+f3V1FVq6Xl9fhzYg3/rt27ckEqm9vR1C+/3798F7voL3vNtargbva6xCbjr0c4uJi4uLS0tLW6429Hywubn5/PlzaIX7w0eBraN+AVRDTxCLi4tMJnNtbe0/GtKQ/TSqN3iLfLC8wlt69uZxx8Bobun1hMxqN7/Ij6EaQfGWw7nK4VwRFG8p1GmDw6xdKrYaVoESBsfxDmEXCgcj8/qVTb0IzheVTX1hZO+PoVqWEoA4yNY4HII4yERYBana0lSt/JVMPRRNzsKIrod9Yrvu8JvGX5scpwqpkLdLG8tome2TR+6WNhBQRAvDcJJqJHldS3ldSxktygF1soQKQUKFIKlKlFAhiMCxAgpIMXUzQThRQAkvBCeIIIhCMBMhRYyQIlZKlSSjTpaAYyXgWLzlmfDooqbuuZGZt/3j9wYnHnAH5zr6ZwYmHvffeNjef6e9/07P6JO5R7xbD3h17TMpee3Zpb1VzbcauPNlnInCupGc6wM51wfy68aKmyaLObeKGqcrO+8Pz4Oxh6CoeT40qYUV1xia3BaS2BJdetM/utkjqjYkre9i/gg9sT0gpik4rSs4nUtPag3J4NKTW32uVl8pHi7sepLZfDeT+ySsaMgpqsomMMcqqOQQq9KK2WAWVE2iNhKDGnBUjgm9Bc9uw7Pbsew2DKuVyGgm0jmmTA6F1Uyh1xICKsl+xWaBZUdCqoOyx/xSulHO0UYno1i5QzE1c0foeTrHo+2YVWTfYn2nZIJfuYlPqfbpLLRX2W8N1TjfCpRnCckrB+uWZuGR4BXTcDo460sJI1Fl3e3iCgJw4x2y2n8Q0IzK6/SMbcGevvYZ1b9PqZ2M03dJ1z+dpGx3keiejnSK1bahXyy+EZbW/Me9GqII7HeSWjvElPbJqEqrale19Xzq0fif7COofgmAE/2Crd9lG7/Ldqxsc/+kQ8HFZoFZ4L1PvLKyIi8vHxUV9Yc//OGLL75IT08HAKyvr8fGxlKpVCMjoy+//PKPf/yjgoLC7OwsAIBCodja2v7lL3/x9fXt7Ozctm3btm3bvv3227S0tIcPHwIADh06tGPHjm3btv35z39WUFB4/fp1Wlratm3bvvzyy8OHDwMAlpeXV1dXpaSkwsLC/vSnP23btq2qqmp5eXlrTvoXRvXW1sWLF8H7xK3/6D6YH1mr3nwLwPIqf+nFwpOOgeG88qrYtHJ/dszHJ8A9lQjuMJLHAaSzhlWAhJGjHM5Vy4aqTvEQ0bJTwJ5JqZsJy+6VQZ82OhpqYB/8U6gOVbEOVbRiqB+N0DoWrmRFkyd7KVsGaB8M1LYNoMbVhKY3k04E7ZJDCcOxBzTIEgicrJbpdmEEXM9MRg2/X1rngApuv4zeV4IISRWcpKqJKBwjoIDcJ2ckqIgWVcZLqpOlNCnCqhaCCDNBBEUIQRFQMtmngBdHkBT1bPdLG0rCTQ6eCMiv7Ju+uzI2/ba5c6aWc6O9a7R38Gbv4K2egWlu/0x7z9TgxJNnb8H8M9AxcL+iabKBe6ex+0Fx3URG6WDu9dHMyoGylpuV7bM51SPJpX35DVNNw6/65njDD0Be4+3gpFZWQnNERk9YeldIaldEZp9fXEdQUjcjrZ+VPsBI7aEmcalJbbSk9sjcPkZyKzutlZHMCcloLel53Dy9klo3eTyZi2eXIANLzCMbrSK6kH7Vhh51JHonmdpJYXRZsNrNme1mzDoKo5bCKDOll5oymsiMRnNmowWr0SyokuRXak0tPRZW5x7bfrXmHtEtHmYWcLFsMqFhnuIej3a8YBFUgXLNNHTJwnoWYbzLMN7lSO8KPbdCpFcZ0qsMwicEaZJ7Fsk969dHdTrGOx3lnYPyzoFQbeRVaeRVifYuN3ArtAgqw57PQjtetPZNTaie2K5IFFfR2SGpIKxivENa42tZFPpYYG73K9yZq1D7xQ9RDTVY/OQs+axfVQqHLiHdc3WdEo1d040crqkfCrP3S3e/WL1LDvedNOo7cTUxBEpOw0hEUWOXmFTH8I1PPRr/k22sg411wNsEvE0I1W8AeAPAzDo46Bd58lLpsagiq4hqXFC+9cU2ArsW8m7fvXv39u1bAQEBCwsLAACHw/n6668fPHgAAEhLS6PRaAAAPT2927dvQx/y5MkTU1NTEokEAHj+/Pl33303ODi4sbExNja2Y8eOt2/f9vf3k8lkyAUXExMbHBy8deuWsbHxwsLCysqKj49PQUHB8+fP37x5g0AgDA0NAQCtra1//OMfX79+vby8DBGaz+dvbm5ubf9vUb26ugqtVYeHh2+9+rNO8e9m/2oCfIW3+OTl/eauvrzy6wlZVaFXMj+GalmsiyzWBUHxRph6y2DOyuPdNKwCRPVPqpLPq5m6SxqckEY6HA5Ia5sDGlZBKhS/j6FawYqufCgYZk2TMfXTPRpy5mJVGuduw/QG7gRjN4wkpk4R1zATVMKIIUz2yuiLwNAKWqR9UtoiikaK2mRJBFYSgZXVJInB0cJKKDFlrIQqQVKNKKZiIgzHCiphBJUwAsoUIRVzUXVLETWL/Yr4/Yominq2xuZu9dw7g7cWp+6udg0/aWy/1dZzt3/0ycDY066+yYGR2f6R2fGbDx8+X59/vNw5cKeirr+iYbSoqj+7rDertCe3criwZry4bqqkYbqocSK3ZiStrC+3ZrRt7PXkY9B9a62QMxua3Bye2hqS0sZObGEnt4end4emdjESWkOyRxlp/dTkbnpqHzujj5Xex0rvYqV305NaqInNl4sGk2tv5rTeaZ5ezW27Y+cdjQ8uIYVVEINrMLRyHLWezG41Y/eS6J0m/q2mNK45s41MayYGVpKoVRasSpvQGiKtnkitp9DrzRgNlMBy04Dyo6G15+K6L1fdVTSj6h4Ji665c7Fs0tIrxeTsVWvfVLRbFt4jj+hbhvEo0D2ba+xRjAuoQfte/62hGutTaexegnJNR7tlHArMNPNIOB2Si3cI3iurvFcGvlNGY5eclpCm5V8PGFZP8vWOhH5G9e9TBm6Zmk7JCtbhpv7FCCs23iXpWtnEd0pWu+SwO2QwIjDjb0QQO8UV9kkry6ppv/oNJvp8BNUPADjoF3k0stCcmkJilJAYJbZXOo38SgAA7969g2aehYWF3759u7a2trKyoqysfO/evYWFhYyMjODg4FevXh08eLCjowPaGQCAQqHGx8d5PF5ZWZm1tfXm5iY06e3i4uLn53fnzh0cDvf48eOXL1/C4XAulxsTE/PVV1/98Y9/hBxoKpUKhXmJi4s/ffp0c3NzYWFBQUHh2bNnCwsLkGPN4/E2Nja2FrB/Aa+a//sqgfLTBv2xV1ZWnj9/Pjw8fP369aKiosrKShkTB7iZiwzWRd7kPIJMk8f6KGC94QR/RYKbIsFNgXhWgXhWnnhOnnhOjuAjR/BRMfWRx52TQZ/Rtg7ao2pjeJie2XLn/MVSDQsP3Cm2PNbB8HAg9iQTRjitd9BPzey8kbWXtqnrMe9r9YPPkssHTI4EfCOuJ6VlJQIniMAJUNsMUTh+S8Ja5H2q+F0w9E4l1F5lrIAKXgCB3w/HCinjxdTIogjCXjnkfjmUOIJ4QM1UDE6QhOtJwvVk1YzFFLUlYXrHzviX1nYPTz9t7bnV0T/XNTjfPXyve/Aed+Aut/8ut/9uXc/D0Xn+vQUw8RA09j3Kr7uRXTmYVTmYXTmQXTlQUDNczpksb5oorBnOu95fUD2YXztY1DDaOPR09AHougOym26z0nv841r8E7toaf2MtEFqSj8rtT80cyQkbYCWwKWl3Q5KnmUmjrKSxy4kcyOTOi7GV0fFXg+NKwuJLa2bfMuZWb7Wdt8ntxsZlE0OKycxGn4QvZFEbyTROSQ6B+NXS6Y3mzHbidRmQmCzKb2NQu8gBrXahjXhfIvtw+rNqWUm59MOsysYWUMh+eMqllTkqYvM3NGYuvvW1GLj0/FmAcUot7RfHb2/nJDn8/A+JabUKrRHgY5zGoVa7ZV5c6+cwdeiagIw1F55w68ldf8urmXuGu4SmoU/fQFh7o10jsG5JWo7JGiciNVyStdySoNKo/wMfWr2/KfpZ95/Q6drhk7XDJxiDJxi9B0T9B2/PwPSLVPHMVH9ZIy2U4L26Th1h2vqjle1z8Rqn0rEnM9FO1wxOBppdSYys/amT0TO12K6O+SQf5fQ3aOE+kZKV1Be4xtheXU9oxeLn7DZ5U/bBni9AV6vg6V1sAS1w4QmwF8DcJYab+MS4xCQZeeZ50itOOxd7kirg+K6ocQqeXn5J0+eQKiWkZF5/vz5wsJCdHQ0lUrd3NzE4/GDg4NQYennLx7Z29v09nFX1xY7uS0WlqZr6+94/NWNzWUn55Nl5YVvF17u27/rr3/903/97UtfBvXJ65fZRQVIHObd+hofgLWN9bWVVcAHmytrkiJiLx48XltY4r9bVTog8+TJk7dv325NS0ORZb/InfmM6u8NSngHACwtLU1MTFRVVeXl5RUVFSmQnJUt3BQI7goEd2VSkDzWVx7rpYDz/hiqlUzc5bFu8lhXA3vmAWMHEd2j9v6JTsE54TkdCngn5FGqmtk5bWtvFYqb/kF/vYN+HmG59JjrB10jZfQO/VVIW97ATkbHercs6mOo3glDCaoTJfUtDxhYiWmZ7lfB74Nh98Gxe+SRQsp4KQ0zKU0zYSXcbinDfTLGonATCSUdAWlVi6Mu5Y29N+68bO2fbuRODE49Hpl+PjDxqGtovq13trV7pqPvds/Q/YGxx7eegb6Z1WrufE71aNb1ofy6G8UNE4V143nVw9fbblW23Mws60kpaC+sGa7gTJTWjzUP3r9xf33kPr+oeZqR2BgYUxOc1X+p+EZQcg8jY5CZMRSU3EdN6KIn9zKTe+gJXf6J0z6xk9TYAVbSaFRSZ3h828WEmmspjZXt0yWcicabS1fL++0iig+GFxoFZpHDP4pqEo1DYbVRGO3EoGZCIMeU1mZKbycGteD9SkyplaYBxUejOCTPTK/k3rDCG0iHKwbHIhMbH1wonyG7p5j65JC9s3Ud48yDfvU86V9KWK9i5Pl8jGcR0b8c41lk4JJN8Cs/fomLtXWV1iLvUzD+u6jaXiXMPhj2WzlMeFYL2iHc0ite+2gU5my85olYjRMxmo6pemezP6P6PwPVGifitE7F655ONHRNM3BL1nNJ1HWJ03dL1HZIUj0agzx5ieSSYHf+iv/lcgT62HZJg31wk+9kkYIquJ3yRqIw3b0yqgRz69+iU/0RVI/c2/QKTT/LKHBlFZ3wL3ENrjvmf/0UtfbDZKXt27c/evQIALCysnLgwIEHDx6sra1VVFT4+/vPz897eHg0NjYCsP702YOld6/t7G06OpsBWJ+ZnRQW2dfa1gTA+vBIv7S0eHdPR0dnM4tNXVh89eLdwjLYXAfgzuOHkrLSM3fvLC2/W15dAXywsbb+9sVLmJwCf2WNv7K2/PKNjIj4y5cvoVoo0CV9RvUvb1vfenl5eXJysrq6uqCgoKSkRAZ7XA5/Uh7nKod1UcD6KOH9FPE+ijgfRcI5RcK5H6PaW47grUz2lsefkzB0gJM8NK38JAxPShoeNz7KuFTUl8GZkzA4bGDnT3QKsXK/3DCxWMi9jzrkA8ec2KtkIogg75JH74eZ7FPCHdCyhIp6Qg0oReC4LQmrEXfIGf1NTPNrSR0BOEZC01RcnSgEx0ppkndK6X4joiashJLTMpVWJ4oqoYQVjR3O0/Mq24ZvPe0Zv9cxdHtg6nH/xKO2/jlO9626thv17ZPdIw9m7q/efcKfvL3YM/KouuN2adNUQe1YYd14UcNEYf2N/Nqx/Nqxkqab2deH82rGKlpnC+snMioGa7vvz70Ew3d4JZyZyNSW4Pj68Iyu8IwuehI3IK6VntLLzhgIzhigJ3fT4toZCZ3ByZ0hyVxGei8tpYuZ0sFIbg+KrmHENaRXT3XcXG+Z5iVVT4cUTtjRi5HuOTYh9Sb0ehKrichoIP4jqptI9CYKo4XCaCHTmgmBDcSgJgq91YzRRqa22LCqCb4FNvRyy6ASes4YI3dc//gFFWtmaOFEWNHkqcg61Jl4zPkMgnceyj0b713wyRn8P0c12qMA7VGA9SrCeBah3AswnoUmvmWl7be2H9DbLWe8TwnzrZS+qDp52z5VU2e2c1g+5dwV/ZMXjBwu65yK03GI13ZK0z2d+RnV/16ohgqF6jvF6TvFQYVCoWKxGifi9JxTDF1S9c8kazvHajnHaDlHazpdNXSKxbgmGx0J9rhcHZXW+MV+NUEl9C4p/e9kDP8urr1T1uArcY19Uiq7JeD2xxx+kym5UHLWBgAbH3alXgXgwYt3z5fBwzdg/hV4vQnmX4NHS+DNmzdLS0tra2svXrwwNjaGQsaeP3+uqqr64sWLxcXFzMxMOp2+vLwcERGxbds2VTXYyuoiABsmBDS3qw2AjYXFl+0dzX/7+xfb/rDt//zpD0lJsS9ePn779sXX3/z1v/5725fffrXtiz8lZ6Y/ffMqNSvjv77407Y/bNu3f//o8Mib16/BJl9w775Hd+bBBh9sAjnxA4uLi1Dzb/BB8ZNf5L58RvWPjMfjvXnzZmxsrLq6uqysrLa2VtXSVRZ/AkZ0l8O5yqG9lImBijgfBZz3x1CtaOIOI3nBiO5i+idVKJ7aNgEiOvYyaEcp5AmCU2ha4/SxoCS/6Epz1ygBdcuv5bB7YYTt0shvpYxF1MwOaFuJqZsJwPACcJOPoVpQxURSx1zeyFZG30pE1WSPAnKPvNF+JZS8noWMNkUcgRNSRMpokKxPBaSXds48BbXto+O3Xw7delrfOd7QeaOpe6qhc6K1b6Zn9EH/xOOxmdfT95an51cGbjyra53ML+fmVA1nVw7mVo8U1I3nVY9mVQ7m145Vts5mVgwWNUwW1N3Iqx1vG3059xIMza3l1ozG5XGZV8v8L5RGpbVezhtgJbb6x7YwU7qYaX2s9H5WWh8ztZed3B2c2hOW2h2W2h2cNRCUzGWmdETmDFzJ74stGanofjLyCCTX3HJm59sE5Fn751owqw+FN+HpdWQ252OoJlIbiUGNhMBGQmCjKa3FnNlmxmgzpbWYU8vsQuvJvnkeyQPR9Y9UbEN0jkQcY5clND3Gnok1do49GnwdfS4d6ZpqwagydM345Az+H6sQ61WM8SxCns9HuedjPIvQHoVGbrlD99b/LqK5Q9rggJbZ38S0dsojdyrh/iKhf7lsRM+eauKWoHfigsHpZGOXNB3ndI1TyZ9R/Z+Bav3TqYYuGXpnktVPxqieuKzlFKN9OlrD8YrOiSsEjwxNq4CWWbBd0uBrMT1RhMk3opq7FVA7ZIz2w9A7ZPRFFbWF5DQCaKzfZPDwT6N6aRMsrINlAN4BsATAEgALACx+cBifz4fqlEG2lRgNlfzc2geAjUeP7y2vLLw/8cbq2iIAG6/fPN96ZWNz2fn0qeAQxtK71wvrK229XdaH7ZZ565sAPHr+lA/A28XFN69ffx/ttL4JeGD59cLSi9dgE6yvr38Y9f0Z1b+8QYv8UPW4iYmJurq60tLS69evW3uEq5k5aVp4I0jn5dGeKqRAGZSHLNpTgXBegXD+Q1TLE7zlCd7S6LPyJueRx8OkMS4iusc1LP0V8GeVCK4Ikpumhdch7+jAuBoBdXNBdXNBDTMZ5GEhNVMJXSsxLfNvZYx3yBkLqhJF1cm75JFCCLwQAi+EwAohsMLKkDDCyhhhGE5QEbNfDrlX1mi/nJGwElpSBSejQfrzLhk5TaKNgy/jUnpBTVfX2P3eiYdNvdPtQ3eae2/VtI21Dd4em3vDHb3P6ZkZm3s7NP3q5v3VmUebfRPPyxpGUgtaM4s7i2uHKpunimpH864PFdaOFtXfyK8ZzawczigfLG+7k1c3VdX9ePQB6LsDsuqmI9LaojI6fCMqo1K7ruUOhyR2BFxpYsS1h6b3h2cOhqb3s1O6WUkdwSnciPSu8DRuWHJrcAKHlXqdllAWntua0z5bNrKQ2fEwvHQ6KGvocDjHxKvQnM6xj+gyY3Sa+DdhfJpM6V1ERuOWIFST6Y1keiMxqI4QWEcKqqfQGs3pTRRqAzmwjhRQa+GfT/HJpWaNXqq6J0cOJLmnWfjmXK6aN/XOMfPNJfkUELzyMJ4FSPdcI/cCjE/ppwbw/1Qo9wK8TwnOp8T4XJ6RWw7asxDys6kxVeanw/8qpvedLHqXAvorSb1vZY23yxmfu1DocbkEd+aq0alIA6d4jFuaxskkbceUz6j+90K1jnOCjnMCVL7mffOVFF2nFP3TqXrOKVoOcRono3WcY4xcEw1d43ScryIdwg2OsVNqRv+PkKYoHC0gb7hXRnevtM4uGYNdMgZCcPRuWX0JBW0RGfVrV+PBbzB6ePMDfR/2uwH4G/yNd7yNJQCWNjffArC0znv9ZuE+AAsAgJcvX25sbGzlQL9582Ztbe3D2tgrKyvr6+sQsJdXFiEeLy8vvF14BW1sQfrtwsulpTcAbMzdnv7zF//91799se2P2/767dfTd+bW+JtLqys/bs8JNtfWlxeXvr9OHgCb/1hP9DOqf3nbWlRYW1u7e/cuh8PJz8/Pzs52ZCcq4I7CTFxgJi6yKA8I1TCC/8dQrW4VKH35jGoAACAASURBVGbgoG4ZoET0EDc4pWzqCSOegxHPyWOdxPQOOzDS3C8UKeFObZfHbpfH/F3KaD+C+J0cSkCFKKJBOaBruUPOeB8MK65J+RiqJVRJEqokcRWCGMJEFI4VVsIIKyKFFI2dvCPSS9uHZl+N3nnTNXa/a/x+940H7cN3mvtmRmZf9k8+aeBOdg7PTz9YufVobWTmVQN3urZ9sqJprKhmIK+yt7C6v7xxrLp1KrdyoKR+rLxpqqThRkHtWFHdeFHDVGHDZGXH/PBdKE/6dkhSEzOuLjS5OTix6Wr2QHhSByOmmRXXGpbWG5k5EJzSS41tD88cYKV0MxM72Mnc0JSO4KRWdnwTO76JnVoVXdqZz71TOfw0rXWelt52NLjc3C/bnFppQb1uzW4zp3Pwfk0Ueoc5qwfry/kYqk3pjaa0RjN6kwWzmUJrJPjXEPyqyYF1hxhl/unD4aWzCJsQzJl4skd6ZteilX+ezvErdswKsl+hvlMiwa/UxLdY+0wG2rv410bsLyW0RyHepwTvU4JyLzByy0W5F+C8S0x8y8zPRFzK6/pGyvjrA0bfSBkIIAh/P6C/G4YT0rZpvLmsfzwMc/qy5rGryLPJKkdjjVxzPqP6PwbVWg6JWg6xus6J+mfitByvqZ+8oHYiCu0YwX0M/iyi/Y0MUlDBcLeU9g5xdSFFo6/ENL6V1NkjZ7BdQkvwgMpeMVhmRt7Ku9+eX/0RVAOwBsDa5sZbyK/e4L1ZWXsGoXp5eRkiF1T/BAAAoRqaiH727Bl0YihgG4CNlZVFADYgZvN4a1u05vHXIGAvvXvz/cbSmw0Anr5+CZGcB8DTl88hVL99/QYAsLm6Bvjg6YNHgAfevX4LPiDn/12Y97+wz6j+waAvvrm5+fjx487OzsLCwvT09KCYfHljK1mj4zCskxzKXZUUII3yUDdnyBPc5Qnu8kQXeaKLAtFNgeimYOKpYOKpdYguZuwkbuwsiz+nRPJUNvWRw7rKYVykjE9pWHhrWbh7Xiz5VhapgDm2SxEtbWgjqEYU1zGXMbT5Skp3lyJytxJKXIu8W8FICIERQmCEEGghBFr4e6GEEShRBYwk3ERCCSckayyrSjjkEJRb2T3/EnQMz3ePP2wfnKtpH61tH+kYnu0ev9M2ON0/9byeO93YNTMy+/b2MzDzmNc7+bK67WZFy2R+9UB6aVd2ZV9p00RFy828mpHkos6impHrnKmSuvGUgs6kgq7K1jnu5LvBOd7wfZDXOMtOamEmcMIyukPSuexUblhmb3jKYODlFlp0x9W8yUs54wFXWvyvcKKyhsLSekJSukJSOkJTOtmJHFZ8U0R6W0zRQHQxN7flZl7Xk8vloycvNpoG5OGCqinBTeSwbhyzDRXIQQVy8EEcy9Buu8hevG8tkcEhMjhERhOR0fQe1Q1keoMZvZ5Cr7dk1lsyGyhBVUS/cnNq9eGwFt+ErvCim2inGN0jUWbe2Sltr4ke2RiXVIugcpRrhoFLFtarEONdhvEpQ3qX67n926xV47yhCLhCaK0a7VGA8SzC+5Ta+ab7xzYb2gXtgpt9IaotoELaA0P9RUx9236VTM4k+dwVossljcNRqDMJasdika6fw8o+tX7m/ddyTtJyTtJ2TtZ2TtZxStFxSoFQbeySpn0qTufUNaMz8XqOl9WOhOo6RBK9kyJymtHHA/YrGYmr4/dIquwSVxZRMtgnrblHzmC/IlIEjtkrqy8hpykhq9HS2AZ+gyM97wNBabT8NcBfA7xFsLnAW3sG+K8BeAXAi/cC4D3CXrx4AUWZ8fn8rUpkW8HY7zd4r1493/qM5y+eAsDj8dYB4N1/MA8Ab2NjFXrrzdtXAPDW+JubACyuvHu98BY6ZuuBgMfjAT548+r1Vurv5ura1vV8aL8IUj+j+gfj8XhQIbpHjx719PRUVFTk5+enVvfomDuomJzRpJyH4bxVSAHiBq4qprSPoVrE0AFu5qNI9pTBuSmRPKUxLlJIZ4SplxrF84DhCWmjYxX9Tw/o2/5hvyocd+wbGYO9yrhdiigxbbM9cIy0gdVeOEZMg7gfjv4YqsUUMHsk9CRguEMOtKyyruGZhcHpl/Xc6baB250j93rG7/eM3+scnmsbvNUxNMMdnescedA78fTBG/B0CbQO3Mup6Mqr6iusHUwv4RbUDpU3T5U03siu7E8v68mrGS5vvplfOVhcO1pQNVxUM9Y2/OLmI9B3a72o8VZYEicitSUkpY2V2MxKbg9N7wpO66IltIYlD4SnDoYk9TFiuayE7oj0ofD0fmYCl53YEZLSFZHeFZ7exUpoYidyYosGi9ruZ9SPJ1cN0tPbTrCySb45FrSi/4+9+45qOs/3xz/3d+/53i2zO8WCvRcIVVQ6KXTSaHZnrEgoCiJFpKXSBZWaHnoLBAjpjST03ptiwT52R0Va8vn9EYdxd697r7uz6xRe53nOxHikfIbzefB+f96v99srQe5BlCBIjU5xMjhedfByHxqvAofWoeOk+xKaPkS1R7zQI17ogxPuwYs8Y+s9Y7jfJCnOkHtSq8adMdmGqOijhBqq4sn+mAp73+x9sVUuZwvhYaXICxzXsAr7MyWOYWz3GL5LFPeTG/x/DPJCjfO5csfQMvj5auSFWtdwtlNouUtYxZ6z5P1htMR89TIzLz1T9/9eb73UCLZih8uKnUi3kzGBqVXIM5dsj19yOUO1w9DtFyfAP3l+OqqtT+bYnLziEESG+F8G+106gCuJLelwOR691Mz9yy2Wf964a+W23UbWbr9fYbDF3HHpNjs9EGQlCPLVJqs1m8zWb9vVomr7JVENvAaANwDwEgBeAvOPAOApADyZfXtHN629cOzV/Py8bifRhdc63XR/q9VqX716AQCa+fmZ6Zkp3ad5/eb7hfnrH3qhp6fevta9ngeAV2+nNAAwq52fnp3VAFrg/b2+NVpACwAa7dzb6dk3b3XXU/veUVrADxuh/PMX5sfdylJSUnQf8Ve9VdkHa+HKzs/PP3nypL+/n8/nFxUVVco67T2OgMCHbT3OmLqGmbqGbXM8Z70vwRAVbogKN0QFG6KCdVSbIMJMEGEg1DkQKtQQeQ6EPGeICDOEnzNyDzVyDwU5BRg4+hs5naxtf7je0mO1OfwrAzsQbO+qHS7rdsHX7XJfaea8ytRx3U63Dbvc1pm7LDOw3bjLdbsN0sAOvcXCdfl2q2XbLPWt4YdOxBRWNo3enO4deyFpvNrQdrO1/35Tz53Gnsmm3smm3lvNfbdaBiY7Ru71XH3Yf/3xnWeArPVWflVzcW07RzpUJR4oF/ZVSYdKBX2FdV2F9T1s2ShHOVEhGy0S9OfX97KFw5WCQVnHw9G7QO8NbbloLIWmIOWJk+iqJLqKxGgiMZoIjBYCowXPbMMz25JZvbFZjQRKG4nWQamdiMtSxmUrkphtJHoTnqIi0htJzKbkojZy/Xi+bJLMG79UeTUkVbInqvowlncgudEDK3XCKpFJbc7ERmdioytR7kqUowg8FIHnhed44TnO0UIkXuFBVCKwMkS8yAMv8yZIPOKFh5Lk8PPV3yZLfeLr3M4VHyYJYouH8RVXbQ4nm3rEHSdxswX3DsTVOAfSEeHl7udK3cLZbuFsl4hql4hq3aah729y8suNd1gx8gzzQl4DIuDyF/pOXxm6rN7p/Plmi+WmDl8bghMKle4YkvsZ8q4DRM8L1ZbHshep/mVRbe1PtQ2k2wcx7QIZdhiaLYYGwVBhAXTroxno8CLLwyTYqQzoiUSXgItX6gcj8gTLjCDLjCCrQNarQNZrDSzWGlisBtmsBtksNQCvNnVeY+K4XN9+k/6ubUZWwDwAzP7sHlbPAfMLmQc084BGA2g07+kNANp3o9j3Hxp/RGk+Ku9/qg9+wn/q6/m/1me6ceTs7CyRSNStmvvNjqoXqH7x4sXo6KhEIiktLU1jVgfjL5k4HLVGBe1GXbDyiN3meG6rQ+jHUm3pfd4MHrILFZRWrF5q5KRn4rLRCrHcGLbeArHeArF+N3z9bvi6XW5rzF3WmDmtNnU0hHitNoF9tWX3KiPwBnNHfRvE8XPEGmX/0PWpnpHnyvZJkWpc1THZM/qsbeC+UDXSPfZY2XlDqB6QtY11jz8cv/d67O73/dcfl9a1c8QDAvU1vnK8nN+TX91SzO3iyEbKRYN1ymts2SiD006rbq+QjlYrr5WIhlTdjwZvagZuamoVE6kUMf5K3UWmisLu+RDVsVmN6cVDGSWDifRObI6aQG4m0ZozinsulfXGZcuiMkWZ7P7K5sdl6geZnKGEgpZz6fJjsWyviMr9MbVeeBk8WuAQJ4cnNH+IagRO7kFSeRAbEFgpIk7kgZd54cXoeAEiiuMZX+8ZwzmW1oCIKA2j9xDZExAM2fpQ0vm85rTqCUQw/RC21i2YhYqsdAst+bVSDQ+i+ybwoUcSSpuefG3o8iXI+WsDOz0T6FJj6NcgMOTb6BiywPpIsnNAtsXRLGjA4qj6U+cjr79tEN02iG4bQLfxp9n6UW39qPanyPZ+FKsj6aiwIifMFdegbFRIZmJ5V+DFqiW79nyI6uUg6FID8HJ9ez0D8LqtOzYb7J5+NfUzHFUvUv2h+nFUnZaWpkP6/bNBfmulm7uYmpqanJxsbGxks9nZBVXV0hYL1xOWbict0RdsPGPNUHFmqDgQKgKEijBEhxiiQ4yRIcbIEFPEOVPEOQN0qAE6FIQKM0CGgRARIHi4kXu4kXv4Fnvfzfa+Ji6+F4vUS0HQDRZIAzB6hbH9ahMHPQP7lSDwBnOXTTtd1prA1pnAtuxy3WAK22AKNbKGfxsUW8JVtw3fV3Vfr2/oFatG5c3XWnrudg0/bu65K1aPiZuuNvbc5StHGnvvjt2dvfc9MPkc6Bx7Vi3tJ5dKS4X9JYK+/LrO/LrOKvmYsO1OjfI6q6aL03C9kNtXVD/AabheKb1aVD8obH149RHQewuolN5IozckUWTpBc1pzEYiRYHPlSXQmxLoTSRGM4nRTGS0EhmtBEYrgdGKpzallfTiyKrUwk5sXkN21WAis5lIV5/PkmRU9FPEt0uan5V3Tadxrp1KkxwhcX2ixT7RYq84+R6cEolTu8cpXHAqBKnZldjgSmyAE4VwohBNrEETa7wIFV6EClSCAJUgRBL47tg6JJbrSRT4EISeON5+ohhxvno/VrAntj6+eAJbct3+OGXHvoxTyaJswYPDOK5zIN01pORIknzXcQryQp1LOGchruHVruHVuqM4Prm1/2ScAor2xwmQZ2i1/cAyM+Q22Lf/b43R2p0Oy41slxnZ/H4rmMAQOPlloM6SzfanOZ9e3K3sU+cjr799EM0ugGrnT7Hzp0D9KRB/ioNfDtQ32+FEuvOpSxY+551PJOZLxjAEFsjxm8+32usZgvUMwTqe1xhYrjGwXAGyWwGy0zN1/vM2u6+22awwhq3dZmpsAXn94gWg/dlZPQtMzwLTs8DsLDA7C2hmAc3cwvrshdVmWkCjfWf4b6c+m56e1o2qSSTSwjP5T/1VfbJaaNl6+vRpT08Pj8ejVfDY4iaIZ5AJ5JCZ67nt9gH6LhGmqNiPpXonKtzC8/wuRGBd+8OVps6brD30jO02WrqawvZusURs2uWmb4PeagFfYwRdbwoztEW57fdPIVdK2682DdxpHrzTOnyveeB2c//kwNUXqvabIuVIQ+uNlr77bf0POocfD15/desJMHZnpmXgYZ1iMJ/TyKpWVwi7eerRcvEgWzZSIR0u5vcW8/sqpSNs2Xi5eLiwvq9CMlYqGC4RDKkGvr/xHOi+ri3iDeWWd+Cu1EdfrElnqbPKOhMo8vhscRJd/SGqL5b0YsnqC5mSy+X9KQVtyfltcbkybJ4CR1MLB2fF40AO/wa2qDcwXeIRUYQKK/CKEh7AKg4kNO8jNKLwahRe7U5sdMOrP0Q1HF/vjue6Y7nuOC6awPciiXwIQk8c3zu+/nCSHH2ec442kCl6YX7gsvW3uUeJ0hT2tYMxVe7B+W5nWF7RNY6nC9wjql3D2L9WqlFhVU6BRZhkfniO2t0Xt8wM+ceNO1bvgOkZ2+oZ2/5xO9ThyPkoaiP0ZJpTEAvi99FUfHrbfmX5yOtvF0C1DaDY+VPAgTTHIIZjEN3RPw92Knv/+ULrg6T9YXl5vFHHb6PXWe39w2a7P2y2+xDVK8xcvtQHLzWwX23mtBG00/PgifmZ6UWqf0H147Ky5OTkxVH1whPrqampq1evKhSKgipeXkFlKJZsBz9piTxv6hxijIjZBDtrgIo0QEWC0CEgdIgxMtgYGWyGCDVDhOp7hOp7hBqgwvVRYSBEJAgeYeQeYeQWYewSYuwSvM3+G2pd35odzmt2OH+xZcdac8hqA/u1IMhGE4f1RtCVW61BFnDfEDyzQtY18rC1/3ZD27i6c6K9f1LVPq5oGekavNPUc6t98F7n8MPW/rvq7tttgw+HJ6cnnwLi1lu1itEywUC5cICjuFarvF4pGSus7y+r6yuvH6gWj9bJr1UIR/I53QxOdxFvoEY9WSIeq2t70HMXaJsECiTjSQWq5EJ1RFp9CqvtSnkfidYYfUWCJytTCtpTC9oT6M0J9OYERnMCo1n3Wsd2cnFTbJ4orbQlMV8ZmysMS+dcZvcwJROlLc9EY0AG/843hNq9BMHBRCkijo+KF7hgJQiiAklUuGElblgxkiBD4iUuMTw0XozGiz1xIk+cyBMn9MQJvXACL5zALV7hFieHx8uQ+AZPggyNk3jE16NiuZ4xVaioipjivnT+JMjzAjqMvudC/mX+xLFECeQUxSeW6xVda4vJt/Fj7U1QQkPYzuG1zuG1ruEc13COe1ile1glMqwcGVb+ya39J+MRJUKE8xz9yAdiqpOLVZ+tstIzslllZr/K1GaJ/s6Ntl6fb7Or6Zuy+5aEPFdidyJnkepfFtXggDxwQB40IA8WSHEOIDv55zqfuux4ImNPcDb0EK6+/aEXJuHz9RbLtkOWbbNebQzRA8H0QLBVBvarDOxXG9iuNrBdbghZbgj5ytj5K2OnZaYwPTPHDUbmkYRkAJidm33zqe+4f1t/0af113PKuvnv9/JzqH/L/Pd7E+CpqakLJ2z/lh9XLzyxvnv3bkdHB1ugyGGVkcsa7OAnjRzO2HnF2hxI3uwQ+rFUm7qF7oCfA+8NJ1BEnqcumDodMIKi1ppDDK2Qa0Fg/d3ux87gS+qae689G7vzZuD6i4a2q009N1Ud11Qd19oHbrf23mrsvNbWe1PWMiZrGWton+ga+e7WY+DOM6Cx7wGTra4Q9JXxe0r5fWWCgQrxSKVkrEIyVi4a4cqvlXH7izjdFbzBStFouWC4XDxWo7xZ23inexLovQ9UNNwg0WVYspDElBPo0oziriRmCy6vAZurSGK2pBd3JbFa43PkH6I6qbAxnirJKG87f6UOS5Hk1vY13wIU4/NZ9VdJxZ3fEutQYQU+OJ43lgeP5e1LanDHy9xwUtd4sXOcEI6ToEkKNFEGx4o+RDUCr0LgVSiC0oOkRuOl7jECRHQtOq5+P6E+smAgsebajoOJLqdz0OGMwtZn+2MKnYNY6PByWED+QbzIPrDIK04ICa5wDq/5tVLterZ2H7YBciLb53zFhRyu1+mUpQaWy0BWa8xsP99otNHG83ebrEpbn+6NZEB888C+eYtU/7KohgRSIEEUWAAZgsmF+mbBTmW7YbIQgbkBpMqLpV3rd+9ZaYJab+6+XB+qp2+7zQr+Iar/DIJ9Zey03NRhqTF09XbjDGo+AMy+nXr5qe+4f1uLVP/P9dmNGzdu3rz58OHDCxcuLPSi/ZZLtwBeq9U+efJkeHi4iielFJRnsoS2bsc2Whzf4Rpq4Bal7xL5A9VnQeizJshgE2SwGfysGfzsdo/Q7R6h+j9QbQCPNHKLNHKLNHAIMnQ8sxsReOICGXk8/OvtNqvNbLfZuGwzdTqCiS2taRq8/nJs8nVb312Jaogv61W2jA2MP+4dvt/QPNLUPt49cKej92Zz+/jA9afX7k9duz/dOfpQ0DhaJeou43eX8rpKeH0c+Tiv6W6t8lYhb5RW3cesHSoWXK2oH+TKJvjKW1WisWLuAFtyVd7zrOcm0HMHKJVeI9HlBKo0qUCdmK8ksZTJxU1EZnt0tjKe3JReNpBW0heTo4zJVqQUdCXQWxLoLTqkE+lNC0kpaYin8VJLGi5VNuVxe/h9TxquaxjSa0cJFQdiCj1jqvYT6j2IMtdonkOMGJnQ6JwqgSUKnIj1rokCdCIfncj3IfL3Jgh9sHwfLN8nXuYTL/OOU3vHqb3iWrziWhAENQKvRhNVHiQ1Eit2i+F74fiHUxtC6V2E6usOgTnWxy96n2cy1N95hlPgwVleF2odgwodQ8qtfRknrnRBgivBIVVOEfVOEXVOEXW6qW8d0uhzJehzJZ/e2n8ujsFc5HnJ3gvV8ODCPWczihqu69vDv9xmvnaHzZ83gfRMHZcaQX3CKKTidrvjWVA/8iLVvyyqYYFkhyCyQ0Au+FQm7OQl9yDyNxcKAxJrKpR3Vpr5rDF2/6/lO9YaQjbvcP7sT2vW6FvqGTjpGTitMoCuMoCuMgCvMgAvNXRYaujwhYnzn4yclpo5LDF1+HrDlkvMQgCYntP8/EbV/8N8twbQaN5thPKucUu3+ajuOI9/cf1dh9//S90vF/+6+ky3JZtGo1noq/5tjqoX5vwX5v9fvHhx9epVrkRVXivMyhedPJvscjjBCnV+rV2Qxd6Ej6V6FzLSHB6+3f6bACwLfTJyqw3K0zekXNbWNvCgZ+xp9+hjVedNsXpE3jze2nu7Z+S7nqH7zZ3XG5qGmzsnugdut3Re6xu6+/QlMHzrhbr7OkfcWVKrLq5rLuO1VQh7qyQDbMlImWCgsH6giDdUJp5gy25WSG+Wia/XiMfZ/OGC6u5S7oC6/+XEI6DzuoYtm0ikSVOYiiRmA5EmIzLkifmqhHwVjiYj0NuSC3sSWJ2xuSosuTG1uDe1qBubp/4Q1USWGM8QUng9ymtvCuXjDNEQli47Fsc4FFdyMLZ4L67OO77GLZbvSZJ7JLc6x8udU8SwRIFLAh+eIkYl8F2xNai4Gh8i/0NUu2OV7tgGJL4BRVAi4kSIOOGhFEUgpYfIuQEJoOp7RH9D5FAb7u+PLYL5phyMLXA9W+Z5ocYtvBpxvsbSr9AprMYxvA4RK/61Uu0RrXA+y3MOZHqElx+NoeTU9e4NOv/19p3rzG2W6pstMYR8qW/3HxtdS5ofw0MKwCdzF6n+pVGdBwskw/xzwL6Zjqcy90QWnssQJhZ1fbUdsczI44sNdpt2eSzfYrV8i5WZHWLVdosPUb1sF/JzQ8dlOxz1djr/ac2GVApjeuYlAEx/0pvu/1SLVH+gPgMAQNevnZiYqFtW9tvsq174rhfMnpqaevjwYXNrdzWHRy6sYZbxLBAnbT39TdGhhvAzIFQkCBWpO6LDDHHODHFuJzx4JzwY5BFpgI4w9Dhn5Blu7HHGABlghDhpgjpl44NZb4U0dfAJxmeyRe3StrGG9vG2/klV63BL53hH382Ovpst3dcbO66q2ycaO643d9+WN4+LVGONXXeGb7698QAYuTXTOfy8kNtfJhxhS8fZ0nG2ZKxSPFouGCqp7yvj9xfVdZdwuzmSEa5inCMZLq/vKa3rKpGMFImHBd3f9T0A2ie1RZIxElOOo4iIrAYiq4HAUhJYSjxLjWepcSw1jqWOorXEMNtxrA48q5NEbyfR21Po7WnMzouMtnRmexK18XJRVxKzCZsru1jakVzYEs9oLW95KbkKMBWPwnKbj5Hq9+O43jHV3liBN1ag27QEgVcg8Ao4XgnHKxEECYIgQeqClyLxUiRejsTLnaOFKLzCg6hGYBXwOAUKr/IgNCLilfuTFW5RNYdTZF7xXPi5gm9IPFxxX0LFsPU3ycaesUcTuJnCe/uwNQ5BdHhEuWvYL57ej43tuSrr0EpkDMf+NOvb+LJz2bKo9Kq15p5LN9ttMHFdpQ/baOa2ZJuDjx8hEM/ywiRaHc+yPJa5H1tvsi8V6kdDhZXbnSC7nimC+dFhfnQohgrFUHWo2AeQ7QPIn962X1feHWqJyYViciEYGgRDA2NYYAzL+Wy51UmarT/D4mSexakcuyCaVUC2U0QB7EQ69PhFdFCm49FEj1MJl0pbEnJrl26D6Ka4V4HsVoHsVoDsV4Derf1ebmS93Mh6mZHdMiO7ZYbQZYbQ5YYOyw0dPl+7c9NO9607YF+tM/l8yZqekZuPnr96/2QtjUbz27zz/1Jqkep39f5xKLoX09PTT58+7e0fra7hF1VLMmnlfjFZRrCDVvsv/B2qTffEGKDDt7if3ugSsMXF1wARYIL0BbkfN3E9HEDIqWroaxl/1DZ0T917q6n7RnPPjcHxB82d42JFt1TV19p9o3voXkvPLVnTSFPXrb6xp9fuzk3cm+8deylruVEt7C+tba+ST5QKhgvqegu5feXC4UrxaKVouFw4VCkc4jZMcKQj+VVtLHZLtXiIqxhjC/olfU+6b2u7bmsrVddJdHFsVl1SQUM2p/tDVMfld8ayOrGM9jh6G57SQqC2JlJakmmtpBzlpfzO2EsiYm7DlfKeRGYTidmYWtxe1vyiUPU4tXIkIIW/70L5ofjqw0TBfiz3Y6lGvuufViPiFe5xchRehcarEfEN7hdq0Fg+Oqbm6EUlMrw4nN6VWDnqiMmyOpwUQW5K4UzAQ+j7cXUuISzk+UrXX/4o+WPjFMuHXeDu9s07mqF09E1HnyWrRt/8bq3tKgMHkLX3n9fsXr7VfgXIZdNuLwJZ6PJtjEtIwc5vMsB+VOczBVZHsmAYhlNAvt1x8iLVn5Zq829zLI5RXMMrnM+VQoKZ4DOMHcfTd/tdcfXPQgVTLffE7A+nFkmuXrhcu9XSc42xj5FpfgAAIABJREFU68dSvWmn+7Jtdnqbd64ztDW1gL6aBeYA4MWbmYXznhep/pnXItV/XQtUz8/Pv379+tq1G1KJvIwjyiQXZuTzreBHd3udBbmcMkSGGSLDDJERhsgIE0S4CSLcDB5qBg81QIaud8AYoUOsDsUaI/2Nkf7fRmVcqlRWKvvVY991X38q774ubhps6rnR0T+pbBsVKHrUHVe7hu93D99v7plUd95o7b/fN/7s9hNg6OaUsvMuRzJQUtdZUtdZKejnSEfY4pFywWC5cKhSPFLKGyio6S7lD3KVN2oVE0XcvuL6/hrFBFsyXlzfL2q9f/UR0HUbKJNPJDMVJJo0ragxOV+Fp8qwZAmRqSIyVQSmmsBU41mNeFYjntWEZzWRCjvwrFYcrQlLbSRSmki05mRaSzKtNaOgi5irIlGbrpT1x5OViQXt7LbnZU2P0+smo+hd3xDqUWHFnhfYh0mCQwnSPVi+F07khRPpqEbiFUi8AoFvQOAbkAtO/0C1btNQD0KDB6EBhVPA4yTIeJknXulJUKGxDfuIQkRU1T481ye+Jr5kCFs6DD5x2Xw/yTdFkCm8dxBf6xhEdQ4t+jZZuutELuLCL+akrJ8qjtEC2HmeW2QVPIrj6Hdl34XiS2Vtzt/ErTVx+2KDzWojp2Vb7VcaOX+5xd79aDSBXA/B5DoEkHd/k+4dVWFzLBuGoTkF5tufJEP96FA/+js8dK4E5IED8j65bb+y6I6zhGAoEAwFgmFAMAwIhgnBMGEBLFhAvnNwgfnhjF1HLrqdy3c4kwcOyHLyTYIcJYRdqk0sanQ4GP7f66y/2GipZwBdBbJfBfog1cuN7Jcb2b9P9X98vX27FWrJBtM1+pbbTSw6+scbmlrvP3r25s2bhR7dvx2uLNbPpxap/ov6q4NQ5ubmHj16Ojw0WlkrKSjn5pbJQnA5IJdTRq6YD1G90Slw94H4HT4RS3bvM0b6p1e1td2Z4fXeU489kvbdlnRclXVdU3ZebegYb+6a6By8PXjtcWvvTWnjkFg10Nh1o//q06t3p288nG/svitQjZXzuopr2sp5PdXiwSrxUIWgv1I0UsrrrxAO1TVcr5FfK6nvL+b2sSWjxdw+tni0TDBUyh9UD7y4+QzouT5fzBvIqmiPy+Kez6hOLVBeKW8n0qSxOcIEZsOHqCYUtOOYrXh6M57enMRsS2F1pDHbUxltsZckuRVDJGpTan5HgewupX6CLr7F658+jK3ZH8PeG1N1CFt7mCg4iOftwfH/AaoRWCkiXgqPkyLipGhcgxdRpaPaK557KFmKiqo8R+/JlHxnfjDF5ujFo6S6pKrx/bGVriEsl2CGZwzH4Uy+WyTbJfwXc/zGTxX7sBqrYPY3qcpdJ8g+kQVHCdXgfeczKzpWgpz+tM4KZOuzxsjpqy3263bA/7wFIuh6YH3sEuJcIeRULsyfAjlFcQpk2h7LdQ7MX6T601Jt50uzPJrjerbQLbQYGki2Pnl519FktzAGIugSVXIjJI39ZxBiubHbFtt9yw0g63e4fizV+tboNcYOS9ab6u92Wr/dtEagkCjUja0dz549W9goe+HW9xtcq/Tzr0Wq/6L+h18nZ2cfP7jf1NJZXcOjlwsr+E123kG74b6myGBTZLARMswIGWaEjDBCRhgjIo0RkSDEWRAixGr/+d17wi28As8kFzYMP7z5BmgZvcdvGRI19nWO3h298aSj/6ayeUjVMixvu9bYM9lz9dm1B3O3ngCDt95I22+VC7oZ7OYSXjdHPl6nnKiWjZcJBgvr+wq5vbyGa6V1PflV7WzhUL3qRq38Wil/qLCur1Z1u0w0xmt52HcH6LwJFIsmUlmNaflNERdrU/KbrpR3k2jK6EwhnqJIKWhNKWzTbRFKZDQTGc0EZstCEhiqBIYqkaFOYjamMFtSmM1J9JZEWhOB0nzhsjSluK+y+SVN8iCDczW1auwovtoLK/CM53vjRHuIEnS8wC2qFhHD8yHJdYdqoHEyNE6mw1h38MYPk946pKUovBSNl6LxUmScCBEnQsWJPXFSb7zMEytBx4lQsULv6ErPqLLYooF03h0Dj3hUWIHPhbIM3u2jSUIIJtc7rtYzhmPtz7TCMPYkKiChv/zmq4+MQ4TANrjGJZyDjhUiQwsc/cl7zubGkhXuR2PXmHusNHZaYej4+Ybd68xd1+xwSWZyw8lqu2Oprqcp1kfS7I5nQv3ybI7lwDD0H9h4j2r/PLD/ItU/cXSHbYAxDPC7C87Q/ZLkEshw8KO4BpKtD6fYHUnyDmfsO884gisVjz538Y1dYuK00c571Q7nP2zc/dUWiz9v3LkSZLsSZLsSZLcSZLcSBF4JAq8AQVaAIHpGNnpGNssN7Zcb2i83hC43hOrat75Yv0tvu+1uKPqrNaD0bCqjuJJdUyttUD569OjNmzfvU/1TnQS1WD9tLVL9F7VA9Y9mazVPHz6cuH67vLImny3hyruOn79shcZ8iOpde6MNkWcN4YEbocd2ojGxeXW1LeN5HOWN55qB2y+b+66LmwfkzQPN3Vc7+2529N64en/m6r3p/usvGzpvsoVdxbXNlaJefuPVWsUoWzxYwusr4vaU8gcqxO+WkpXX97EFg1Wi4Qp+f3Fdbwm3r1o2IWy5x1Xf6b0FDNwF2IpbiVQFIVeSRFcmUBUZJe3JzEZcngyXJ01iNaUXdySxWuJyZR+imkRXJjLVyaymJGZjAk1NoihJlMYEalN6cV9V4zOW5D5NcDubdyswReAVnr/3fNGBRLkPXuQRx/eI43vEC9DxAg+syAsv+ViqPXBSNE7qhZd5ExWeOCkiWoCI5qNjRQfxdVH5fUmc6+YHk11OU1FhhQWtb/bGVDidpqMjSyBBjP1Evl1QgQeWZx9S5hhR/cnt/DfHJVrqfEFi41/kGS92DqQhzuYHkCo9gq5I+p7+54rdX2y2WbIdvNTAfoURbIWJA2xfkOQGYOoT5xKU53qaYn3kMvhktuuZQrsTeYtUf1qqXYOYFofS3U9TvcILYSfTrQ8nHCeU1/RNrbb2+o/1lr/fYvvH7fb/scJozU5XC/fDq02gH0u1vhVy2TabP+ptNdjl4Ln/W3pRBU8kvnrj5nfffffmzZuFm95PeGjjYv20tUj1j/X+7LdGo3n38zo79erpd3cmbwv5guIKblkVP6eIjzx0ZhcCswuBMUWeNUWe1S0uM0BFGaCidvlErbU7boY8DT4UbYn2OxCSlFcuKhe351cJm/smbtx/2Td2p6Gpv6l9ZPz6k/uPZobuTKv77nPkg+XCnmrZEEc+XFTfnVeuqpSOFvP787l9paKRGvVkXdOdCtkEiztYWNVWKxnlK29UCYdL6gdq5BOyrqeNQ296bgNlkpsJNBWR0pCU35bIbCUxW1MKuxIYLbHZchxZdam072JxT2y2IiZbkVLQSWK0LoTIaFtIIlWWwmhIZTUmM5RESgOJqkop7LpcMcgb0Fa0vMoVPUgqHz2Eq3U7w/yGJDiIr4djZe5YmVu8FI6VeyaofJKbPUlK9zjJDzz/eHjlD5PhcuTCoZbvkJZ44CReeLEXTrzn/fOnsfxvUxoiqa3JVWNOAbm2x9I9I0vo6hfI8GKXYKZHTDXsDAt2ttTSj3Yss8M+pMzubIXj+dpPbue/ObAwATJOCQuphgZXuZ0t/TZB4h6UCz+d13oHWG7uvdTIaYmh42ozh+VG4D+sM9lo4ZyvvIMOvuKMyUCcyYadynLyz3UIYDgE0HV4gDF0MIYO8adA/CkQ/1yIf+4nt+1XFnsMyx7DAmOYYAwT6keD+tEc/fIc/fJsDyWhTlNQAVcsvKMDCGVVzY+is3hrdu37wxbzDTZuG23clpnYrzQDLze2+3yD2e/WGK0wtF1haLsSZL8SZK+j+h3YhrYrDG31DO31DO31QNCFrDOG/W6FocEu6DqDXb3D4xU13Np6LpfPe/To0cJ2Grqb3l89BFysn0ktUv1jvf8zOjc39+46TL8GNDM3J64PDw4VltcVlNYIm8eOhxA+RPUOr0hjZKjV3nBDVwwIdiA4gcGWdVEqJYxyXrWoqblrdPTmo3uP3t79bmpo7IGqeahC1M0W97Kl/RWinlJ+dym/u0I8WC0fLeL1VcrGOMobFdJxZl0fvaanSDBarZrkysarhYNFnM4ybq+q99m1h0DPDYCrvpNEbUhlqJMYTSSqkkhrSmS1JrDacNRGEr05tbAzidUWn9OAI6vTirtTi7qxeaoPUU0iS36gWkWiqlLzW3Jqxgpl9+RXAbrk/jFCnU9E8UFs7YH4moP4eu9oNhwr9yCp0CSVW7zUNVaMwivQhAY4VvqxVOvOn/bGCX3wIs/Yeo8Y7jdJitPknpTqcSf/bAN0zBFCDVnxZF9spZ1v9p64apfQYnR0tUsE2z2qerc/yyG8ChbBcY8TfHI7/82xCeK4R8ttA8q8sApEWAUirAJxhrzvfGFQUnkcRbJyh/tyE5dlhvZfbbPeauP+5ZadTr5J4dlCB980i/1Yl0CKaxDF0DvRLaRokepPS/WB88W79+Dhfhlhl4RYsswzIP0rA8R/rQEvMwV/bWT7+dady0zstti46xnbfbl11yYLl4+lejXIfq0xdJOxtZvPUTKzsLS6tqqGc/P25OPHjxcOeF6g+lPdgRfr79SPe4AvbIGyOPvxF6WZnn/7/fMnj66NDovF8vyC4lxGObOkFup5ytxhv/3esN2o00bIMFOPiA1OIWZ7sIbIMHPvC8bugcbugWCfwEMhSTWyzjJ+E7O0tpIryy+p5UtbXrwGBkbuCqXddYJWtrSfWqks4nVWyYcK6zvZsqG6xhuMmo4K6VixYLCQP1QqHisRXy0UjBbwR4pF49Xi8XLeoKT14fh9oP8WUMofS6IoEsnyJHpjEr2RxGghMVoIjDYCow3P6MAzOoiM9oXo+qRJ9DYSvS2B0UaktRCozSR6axKzPYHRhiOrYzLlaQUtV8q6oq4IcGTFlerhtnsAbwTIFkyezW32TRXvxdZ5xVT7YPn7iaI9eJFnHM+doHInqOC66Nqx8AoEXvEXJL9zWoLGSdxixXCsDI2Xo/EKNE6Kwoo9sSIvnHgPTuCDExxKEHnGcLyiqw6TBOdZfcTKCV3/9DFd/3Q8xzGIpuufdomodImodIqocoqocozkLOST2/lvjlM43ymc7xzOdQ7nuoVXuYVXIcOKkWHFXmGU1Kr+P2yD/cnA6U+bd68xd15uYLnSyHqJCRxLE0CP4hCBafAzZNujKR7nK62PZ9tjmPYY5g8TsxQIhqJrKPrktv1C43iGCQ2k2fnlWZ/Mtj2VC/GngP0pdqdybU+SrY7luocUgk+RISevIEIYzqcyXDGXnY+RfIIz8zg9JJp0Ocj1syVm26z2LtnqoGdkqWdkqWdkpWdkpWdkrWdkrWdoq/cDxroFZTqwde1buonxFSDwChB4BQi6kDWGdl+sNTUwt8OlZlFZ+RweXyQVTNwYX1gBDgCA7qSiX/f9X/uB+tRf1/9ei1T/b6WdAebezrx5/ejBva6uvro6PrOkjllSx6hSmUJ8bH1CDR1PbIBidvpEb3WPMPKMNUScM/e+YIY8Y+weaIE46XggpFrawWBLiquEZTUSekFVKVvw4PFsz+Dk0Nije4/mKiV9VbLBasVwlWywhN/DqmkrEfbzWiYL+QMc1Y1q1c38+gF6bV+5bIKtnCwRXxU23r7+HTDxHVBaP4S7VJdGleeWd18qaPkHqCbRW9OKenHkxgRGW3yu6mJx7+XywehLPCJFnlczTK4dkY8D0lGAJntwjFB9NIF3AFvtGV3lGV3lg+XvI4h8cP8I1ShCA4rQgMbLUTg5CitBYSWeWKEnTgQ/X+0Ry92H5x0kCT2iKmOKR84ze53PMN/vnz6Aq3X9oX96keq/T7Vb4OUoagMCQ/ja2G2jJXyZof2SbTtXGlr/cbuDy4k4PEvl6pdk4hWLDqXtPJzudJq5SPVPG1vfHHsMGeJPgQZQoYE0WCANFkSHBdJggSyX4GKrI1fczxbZHcuwPJxyJK50p3dMSConIb8JdiDqP1fZbLXet9324O9XW60Auf5UVG/e4bhim9X/+3JlcBSewmSVV3OkctHgSP/U1NRfUf2LcOsfrkWqf8U1DwDzgHZ+5u2be7fvtLW0cmp4RcUV0sb+uIQsY8gBlwNntzn4mqPO7t6PXQf13+R81hB9wQwVaoYKtUT67nI/oeyeKK5TlnHEZRxxcQWfVVw7dPUxrYCbXy7jSfu6J14yq9UFtS1c1Wh+TWtRfUd94/USQW+paIhZ21XEH6prnGQrbhTUD3Kb7w3eB0YeAEW8cVKONCO/Obush5SniLsiTmY06zb+JNFbSfRWHcyEd+kgMDp0r99NcTNaSYzWBEYrgdp0saiLRGvKKO4mkFWJ9CZsjuJi+SBDfJc7oGE1PKIoHkfnd2EyVYjIEmRMNSKmGh5bh4rneeIlngSpB06KihfrWrB+4FmX95HW5ccJcI8EEYrIR+LqETguGsfzxPN98AIfvMAnrv5wghQVzt4bW59Yeec8bdAZk2++J/1v+6d3nshDRNfokNbFOYLtHMHW4f3J7fw3xyW81iW8VncYiXMExzmC4xpR4RpRgQhjHsRXhWVyl5h7rzF3+3yT5Qp9qw07oMuMYF9stxMOPnc9iYWeTHUNuGJ3KhcaQLXzZ9r5M3WLnnRUwzC5sEWq/2GqT+WCMWRoABUaQLX3y7P1zbHzy4MEUN2CqKbeePjpPPjpPETQZXhgxrfR5La7QEqB9I9b7P97zS5DyP7/XGr0x7W7dsAOfr5m52qQ5WqQ5UqQ9UqQtZ6hnZ6h3XJD8HJDsO4QDh3JusYt3eEcf7nQDLoCBF1pAFlpAPmvrzbtdvDR32Elb+lhFhWI5FKBsPbxk3tv3759f6PGRap/trVI9f9SmvkZrWYWADSAdv7Vy5fjo2NiSUNpWRU5nyNt7P8mOMkW5WeOPmvgjNm5N36b29nNLqH6iEhT5FlzjzBrNMYQerB7/LuSOhWjuIZVWseulZdVia7feZ2eVZyaWZrL5BKulHWMP+u7NVUm6CoT9PAar5WLBlg17UW8vkrpaLFwuJA/KO97Pv4EaLs2x+QOXClsTciVYK8IkqkNGQVtqYwmIllJyGv4WKqxZFUisy2Z1ZZW2EmiNSYxmpPozWkFHfW9s+IRoED1JIMzfjCevSe6FB5RfCiBh46v9cRxvQgiL6LYEy9BY8WoePE/QDUCz4NjufD4OgSW60ngexOFPniBN45/kCj2ias/hBedzuzI4D6CnKSZeKZgUtRJVVf/qn/a9XyVc3jFItV/n+o9sWXOZ8hnL9e6YZK+2Gr7tT54vSlkrbH9SjPnP2yywNIEEVeqvcJp4OPJHlEVu49cWqT6pw00kAb2p9j75dljyLancm18c+z98mBBdOjJTHRovltgjsUBoivmYp5worr9IfSbmCWGzl+BnL7eDl4Gclhj7LxsO3jJZttVIIefiurNZrCv15seOhmUwyzl1NfV8Xm9fe3Pnj98/8QH3drvn6dbPxWxi1T/amtGo5n94X/n7Nuph/fudLd3Cuv5rIKKCnY9V9G/E+JtgQo0cz21zTkAepRo4Bmvj44FwUONUeEWSMwWm72qnpu5RbzCSgGzlFvMFueXCa7dnb5ErrqYV5ObL84u4OPS82vlA99NAf03Xpdw2wtr29iSAWHrZJV0WNh6Z+C2tvvGfJloJCNfcbmg4WxibUZxb271KDZHGXFRmMhozSjpS6C3JNBb/yo6tvHMdjyzHc9swzPbCIxWAqOVyGghMlric+XpJV14suJSaVdEWm1OZV+B4Jp6dJ6hep3BvRtwpdEvQ4mK5exPFLnF1aIIfCRJgk6QohMUKJIcgZPB4yWIeBkKp3i3KOy9oN9F+l4WzJa5x8nhcQpkvByNU3jhZJ44qVcczyOG6xFVeYjID81ryhLdN/GKcfS77JvIyagdO5IkBGPy/qp/Ghxarpvu1iHtFl7uFl4ODy+Bh//mNhZ1jWC7RrCdI6qdI6odI2scI2scI6scI6vcI0ogQbTjhLKCxodfb3dYZQZfbwxbsnH3Un3LzZauejvcJIOPbb8leITmWp/IsjuVa+vPsvVn2fsz7f2ZUAwFiqE4YHIcMDmf3LxfaCABVFvfHBvfHEgAFRZIA/tTwBgyLJDmeirN+USKy8mEOKosrUxtsy/0z/p2S00c/rR190oz2Boz6HKQ7SojyBoT2EoD++XbbNbp267Tt11tYL/awF5H73KQ43KQ4zJDh2WGDnogiB4Isgpkuwpku8bAeo2B9btpcAPwSgPwSgPoyh8O7dhm7vDfSzcnXc7NL+dk5ma1dbW3dSjfzjx/fxj9c0ZrkepFqv+XmgeAuYUfYs3c1KuXk9dvdLV3VHEEdGZpcW1jcnaZtWewJTpou3OgGToM5IXV94jTdwsxRoVbovxNnY8JGoeoZcLSakkxW5Rfxi8oE4zefJ3NqEu4VJ50pZJ0uZhSKk7Nq7pEr1P23G0dflwlHayRD9err/fdnB24A1TLr6bSxIl5/BSqOCGXn8MexuWpLlyWJDJaM0p6E+mtuHfHXn0c1SkFbSkFbeczeFfKutOL2qobHxaLr1c23A3Jaj5C4H9DEqAjyw+nyjzia72TJHAsF0EQIQgiOF7ijhO7x0vg8RIUTuFBUH4s1UisEo1XexFUngSlR7wEGStEx9R5xHCPJUsCs5qzRPd37CdBT6YfjC1lqb47HFfidJqBiiz92/7pRar/PtWuYUVuEcV7IqjCMe1qM8QXWyGr9O1WbrddZmC1zhz2X+t2lzSMuPine4TmGu5NQEWWLVL9r6Da7lQuLJAGCaBaHs+0OHbF1jfHOyQ37IqwouUhKujiZ0tMVu72XGuJ+N0my612qCWGdl9u3b3KBLLaGLpkq+XSrdZrjWE/FdWrtlusM7QdnLhNL2ELpEKxXDx5e2x2/vtPfX/9v5bmA/WxH2eR6l9tzQDArO5htVYLaOcBzez3T59MTlwVi2TcOgE+hdw+MHk0PMMCcWqXZ+h62282I+O2obH68DAj9PndqAAb7+AKYVtRXSO1sKa4SswqE7LrG68/1FYJujJZkssMUTqZnZRZnJpTkUGpIl0uScmprFMMTz4FbjwBuMrxi1R+Uk5tOl18kSZMoQjS6ZILWSoSsyu5sI/I6MBT2xKYXQmMDmxeUwK9LYHepkM6kd6yEByzDcdswzNb8cxW3SYnREYTkdF0sbiDxFCn5DeROQNVqrvFkolkRkMQttAnjucdW384pcH9PAeFF0LDKxGJMmSizIUgcSaIXXBSF5wUjpPD8QoUrgGFa9Ady6GLF07ohRN64kSeONEPbEvRuL9o3EJilR6ERm9SowdeiYoRomKEe3HCw0nyMGpXQvUNiO9lJ/9sn3AGWXz7KLbExe+irn/a4WyJlR/1/f5pHdW6SW8d0qiwQlRY4ae3899NdZlrRJlzZKVzZCXsPGchiOgql4gyVAg5htnifDjqiy0Oq/UhG42dVpvYfLnJdLOtF/xEVHiOGHKcBPYnu4YW6KjWTYPrqHb0y3H0W6T6HwwsiG6PIYMxZIg/xdY3x9Y3BxlReiJNxmn7jsRsWG+998/6Tno7XP641WazHXypsd3v1xuu2QnZYuX85ZYdv19tuH4HbKuF25/W7Vi/Hbx+O3jNduia7dCVBk4rDZyWg1yWg1yWGTotM3TSNWL9QLXlGgPLd8d4GEBWGUDepxpk4YK7SM+ksnIYhWWVpWPXRh89vjX19onuLvfz52qR6kWq/5d6CwAzADCn1cxpNIB2HtDOz755/fje3f7+4RpOPatcSC6oTcuXmDoe2eV5bgcqeBMi1sCbaIiKACEjjJyOWaADr7Dq6JWywkphNb+RWsgtqBC3DjwsrG5MzqlNya1LJ1depnHSciszGXVXGNy4FCatTPHoLVCnGC0X9JJLVSnk+qTc+nS6+BJLdpEuJjG7EvN7iIzO+LxmPLU1uaA3Ob8bT2n5WKrxlIbUora6tidM/niFYvLCpbqo9JpTF+h74ngHiRJ4VM0+ksQ1pu5AeqMrXuiM5bsnyt1IMjeC3J2kQBFVSKISiVW4x8k+lmr3WDkap/YiqFFYBSKa7xEvPpKqDMztSqm9bXnksokP1jeFnyeePBxX4oJJ33eeoeufdo2ohEdVW2B+7J9epPrvUw2PYtufZvpEMt0Cs5IZ0u12hzYYO63YardMf9eSbebrLJF/2GRFKm23P0pAnS81P5y2SPVPG0gA1c4vz84vz94vD+xP8bxQGVs6Wt4PuB4nLDP1/NrIbYmx+9eG0BU7XL40sPwKZL3MyHKlmd0S/d0rjKy3WLosN7D68/odG82dfiqqv1gN6rn6XSaVVSuSN7aq+4f7Xk89nppepPqXQ7Vupf7MzExKSsrCmoJFrX8szTSgmdZqZrSaGY1mTqOZm9do5zXaW3cftHb01PAkpew6CqssGp+y57CvrQNip0eIoav/DsQ5c2SYJeq8kUMQq37wcnETnaOgVsuLeRJaZZ2ye6RKrCYXctNzS9OzazJya9NzOXn5ooTLZaRLpVeYvMlnwCWmgCMfrlFOcBtvJlOlqXR5MlWRSJYRWcp4mhRHVyQXtyQXt+LoDbFkOZamJLJaCMxmAqOVwGzFUptj89Rx5CYCo43EakopaSdSZXHZgtzyVmIOP6tInUIR0WqHy+ST5W1TV7i3jl5s8ojloQhqFF71Pqv/l/zlgrIf4x4vgWOlCNy7/URReDkKJ0PiZD54kfv5mv0EoXds3YE4zrFEQTStPb1mwu7bVEffK9/iOBdrru+NrXYIoB7A85xDfnv0fmSQYaXIsFL38Ar38ArniCrniCrHSLZjJBsRy7Y7Q3cKzj6eVheWXQs+GvMFCLrExGmTAWz1Jps1IOcNJu4uR+Pj8wT2x0jn4nqJAAAgAElEQVSOfmlg/0yHoBxoENnePwcaQHE6w3AKotuf/OVTjaEvRLdtqu4XERiGDMOQHfzyHPzyHP1yFwL1z4X650IxeVBMHgRDhmDIYH8q2J/qcDrfxpdsj2HAggps/OjWvjQ7f5b1Kbp9YCH0TImdP8PKl2Lvl2vvl+vgd8k9OBd2nOjil+xwJAqBwV/ILEstEnn5x/y/tWa6Ket/XT7f7viVkdtSQ8evDWDvlphtNtloaJGUnkVhFldW1/BF0u7evkdPn83Mzb+dmf3Ut9e/Lq0W0GoBQJd3/5kGgOl5zUsAeD0//wwAXgHAK0D7Uqt5CQCvdcMn7fysdn52+u0bANAAADA/P69z7e3MrBYANAAwM6fRAMCb6dmZ2bda7fzL758DgOb16++1wDwAaGbnpmdnpwFAAwCa12++BwDN9PTUq9cvAUADzABTz6YADQBogJmZaQDQzmrfzmrfzgMzs8BbDTCnAeaeP3+i+7z/0vpsdnZW971dvHjxh4ul1b25WACwQPWsVjOr0cxrNPPzWu28VvvkxauR8etcoZxZVFFcyS2t4hFTs/Z+c8rQ1d9qb4QZPNTQ6fRO93PWHhfA3ueqlLdo1XIaR55fI6BXcWXtAzxle15BbXpe2aXcuvSc2tSsqhymMDmrMjmzIoNWN3ZvLqtQEpNWGIyl8Zon+24D/NYHSVT55aKWqGw+nqFILGwisJTxVDmO3kDKb04qaounKJOKOpIKO+PI6jhyY3JRT2pJH4HRTmA2RmWJUvLVOVU90RfZF1mKmLSKjqsz7TcAet1IcIbsKJbjFSfYgxd7kprc4uQ/FdVoQgOKoEDh5Uic7P14YQXeONE3SVL0heoTyeKgK+qkihHwsXTL/aRv4irLO2eQwQzXYNaB+FpoAAMeXvbJLfyZ50NUQ0PzkXFVLmdzoQGX9kZmpnM6lpg4/WGr7coNVqs2Wi/fAvm93o71VgcSWQpn/3T4mUy7U5cgAZlg/1ybU1n2frkOQTSnIDoM86mh/dlQbXuKAvangwOYtn50WwwDdroIdqYYHFhgH1RkdiTXxo/mdLYEFkh1PsNwO52z6yDBzT/VI+RKdG5dQoHU9VjEH7dY/2mLxWYb5L+a6q+N3f+4DaZn4vLHzbbbLN1XGNh+tXrbBkOLsKj4pIuZRSXl8gb1tes3pqZnNP8GXj6+PkQ1ALwGgNcA8AoAvgeAV4D2+3fvaOdfvXimUxYANLPTb9//aG9nZuc1gAYA3rxd+H4172d+fvbHfzs3/f33L7Ta+adPH+veefnyOTAPzL2am5uaBTTA/Pzc/PysjucXU8/mgZnHz797Nf0SADQAMP/jBpf/mvpsYmLi3r17Dx48wGKxC73wi/VjaWcA7YxWO6vVzmq08xrtO6pfvn77/Pupa7fuydWtnHppDV9WVs3PY5SYI/3MUX760OOmrv52npHb7Y5HpZZXyMZpVTJmTQOlvJbFEfCUXaru8WxmXXpe5RVKfXpOTdLlimwGPy2nKi23+iKlpmfiZTqDdz6JeSoy8+jZtFPnydLuZzdeAJKuF2TuAIkpj8rkYiniBJYKT5PF50nxNEUiqxlHbcBRlAnMpqT8NhKjmcRoSSnoIDBUlyp6zqZy8LQGSv3YpYoeQf9Mfc8UTfowJEPqEVnpfaHaI1bgGSf0Iqi8ieqPpfovhda1aclReLkHUYHGy1E4KRIrQWIlKJzUAy/zJMj34QV7cXzv6Crv6Oq4wv60mpv2R9MtDiQeJ9YpbwPwkHzX0wyf2FrH0/nQ04Wo39750x9PdTkyrNw9jO0extY1azlGVjtGVjuElSBiOIgIFioy3y0w9Qp30Pl4rN5O9PYdLmu22W4wdV1r7PyHzRCXozGBaRy3gItQzCWHgExoQJ79qWw731wIhuoQwHQIYH56a/9ZqmkLgbwLdSE6tt/P//RBqGB/qvWJHOfgAlggw+p4NhhDdQhigjFUu1Nk62OXPCJLXM9QbY9nOAdk2h9PtfsGuzeScjSOGksRep0m/X6L7X9v2LXWAr5yh8MX263+5aPqbdBVO9F/2myzxtxNb5vllxt27Aa7r91mxiqqKKng1POFLW0dEzduPn3+Ynp2dk7z85v4fYf0j6UBNBpA82r69dTc9Fvt/Ju5mVezc6/n5l/PA2+1wPSbV4B2XifrsyePAUDz9u3bN2/e6DY21wLAy1evNQDwamp6HgCef//65cvnM7NvAUDz/fcvXr58rvuHb9680mjnAEAzr5ldeEf3x+8mHwNzAKAB5qbezbdrAM2bmTfzwNzU/JTua9O9Pzv7r9Xzs7dv32o0mpmZmdTU1IV3F83+sbQzgHYG0M4C2lmtdl6rnddoAY0WmJqZ1y0Ov/fdc5m6Pb+kqqSyXtzQmlQo3Wy/z/UozsQFY+oYYOMRHhRPKxYOUaukrFpldhG7oFZULWrquXo/k1aTQWZfodRn5NYlX6nMovFSc9gX86rTqbU9115mMHhncXkB0Tn4TA4pVxgQQ/ePYbLlk62TAL/3OZU3lMBSEuiKlKKmtJK25ILmpIIWIkNNoKkTWS06qgm0JgKtKbWkPSpLmFzYgqc1qK4CrbeAEuVDLFV9OKbMJ4y1P557IkW+lyBDRfM88A0+CU0/FdXweAkiXqJzGo2TeuBlHgSZJ0GOiGSfSFeB/Sj4imvE8jHIyawdewiBFyXCcQB+mnoIV+t6mgELZOyNr3M9V+7+2+uT/qmohkdXO4aVIMKZ3ybVeYZmHoyhFSrGvzZxX6cPXrLGfLWho76V51cgly8NnIXjcw4nExwDs5xP5zidocECKRAMBexHgfrRYRj6p7f250G1jW+u42kWxJ9m50d2PM2CBtCtT+SAMVQoJtdsfyLkVKZTQK7VYdLh+LIcwXhR04Nvo8lfGMH/v7W7N9rtWWnu8ofNlstNIKvMHf/VVP9pO2ytpdfv1u3aaIH6asOO5VsttpnaHA+MKK/msmv4Epmif3D44XePpqZn/sbEn0d9gOppzezrmTdzADD3w1LfGQCYAQBAO//y2RPgh8Hx9NS7U8Kmp6dfvXqlBYDpmbmFQfQ8AJRXlCYmkl6//n5m5q1uonthSK0bRj958uj99wHdp9QA2mkAAIDnz5/PAXMaQDMPzL2eff127q0G0Ny7d+/fcGE+e3d9tNq0tLSFB+yLz6rfqzkAmNO+i0YLaDSAVgNoNQAwrwXezmifPn89NHqdL24oLucUlFSVKbqC8JdsPfzMnA5bw/2d94UZWHurBx7T2eL8WkVuMSe/WljGbRyZfHmZws3Iq7uUx71M5qZlV2XSeEmZ5Wm5VRm0ur7rr2oaRkJx5JiL5WfxDPQxnF8UOSqNczKSEkwqFHQ9uvY9wO96lMiQ4cnC1HxVEkOOzxNnFLdkFLUQyFIiWXapuC29sBWbLU4qaEopasnijsuvAZwBgNX4cg+2fh+e742XoGJ5HliJJ06KihV54WV7SQ3I6P+fvbMOb+PM9rC3u/fudruFgGM7HAccM6NYMsjMiZOYUTKDzMzMINuyJMtMkszsUNNgw02bNmmgwdZJTLIs/u4f46jedtO9hTTtbs/ze/rI0mg0o6jzzjnfgdGfiurvtj2xShm1SRu3Sx93yJh0yJiwTx+3Sxu1TR05nDFgF9OW3fVZ9fjT/TbJ+ocKTAnkYvYd96xB25g2bAjNKqbDMXUYGcJwzJhARfzXzZ/+sbKO7rWO7sXHsPAxLKgRimlsv2lsvxmp1zZlCBvaZBZBc4qlWYbWHL8D/q5sK7/PWFELt3GfyQeKhrIa5uuUMb3nnloTC3CBpaZBZThivVlII5ZARwVSkf50ZEDzm2ftzxPUzgUCMxISgYIkUBCEJgShCWr5Al8jGLEJRmyCESkwIgVBaEQQGpGEeiShHk2og/tXI/0rzUMbrSObMIFVKL8yfGj9gZgal6gqC/+csKKe4cvPGTNfmHkn/X0vSmaz1g5jBwVd8/f3w3cYWcprYf62U2uTBvJ1o3qLjtU/FGEKapj3dxvu1zfbrmoiu3XfsdNXKLTWbubA2XMXnn49C2Uk/UZRDUFVAoBk9QgFAAgA4ALweIE/KwRPeeDeIngqAPc44MHKKqqF/BUAxM+fQYFrsLi4CABYXl5e4nAlAPCF4oePn4oBEEpAW1sLiRQNrUw/fzELrVXzBSvL3KW0tJQDB12k8XDoSQjVohXAecGDDgh6eYHLEQGwsMyBSCkWA4kE8FZeZwCcy+Xy+fylpaWsrCw+n/8HpL9n0G2VCIDVMAv0AxK9/Dd7sbD86OmLL+48nD5+ppHWVto6MHj2U4+oAj1LL9MDMdo4b2NL3/Gz95t6J5vZR5u6h5q6h9r7T3z21VJF/WAZeaCstr+yfqiklllFGc6r7Cyq7S2uZ53/7Dlz5pOItLqghBr/2Mq0iv60in5CEi0is90noc43oS66oLO65yzr1EPmh1/V9JxPrR4uaj6ZXjuWXjNWSD9ZSDuZUTuR23i0tucSbfzWsc9FtOkH7R9+k9lx3SWx42DWqGNK/8Hco85Zk05ZMzYpY/j4IaesmUP5H9qljP1SqLbPnLLPnHLInHTInHTIGLdLG7VJGbZOGvLNH4+nXixm3zXxKjd2L9Y/VFAx/MA+psU0mGIe0oQJpvkWH9XxqrUg9VolDaIj/0D1T0Q1OqLDNWfKLIKGC206nNphG1mf3DBjG1qxQx2939Bqw14TWSUYNHcLfjiRPPIJNqAE5VsI963EBNVhic3oIBoyoPkPVEtRbRXdbOJbiQqoMg9tQPqWwbxLsIGV2MBKPYfosMLeiU+5/Ref2wUXvK+Kf1/VbL26xR6U618Vjf6xz3iTJu7vu/XWKZtsMzD7QPm1B8DlNSz+oWiyx9Bm/V6T7Wow+b16JTXUgfETQ6NTp89dvP/VQw6XJ5ZIRBIxj8/nvBx/+RuyV6D69tM5WvcAuWOkitFfQOmv7pgupk/Udn+48OIZkIgEK8siAW+FuywWCaWclry8I1kRiMQA8IRinlDc0Ej28fECQCwU8QEQC4V8AMQSIJKmlUGh7xXe8gqUpCYET+88ByIA+GB5mb8wzxEDIJCIhQB88+K5GIC5pUWJGCwv8zhLvNd67yMjfVRWVgZeFm79187B/FcmWqNvUzH4PAGAmC0GnGX+3Dzni1v3jp/4qG/mWNvo2IkrtwNjM82cghBWXkgrT0rnFK13rJk52T4wTW5jt7NP3bjHqagfK60bLqvtryAPFlX3VVGGC6t7iuuYOZWdE6dvf/JQSEgoj8tvictvJSZTglOaIrM7QtIY8UVd3jGVXtEVcYWdiSU9pPz22q7TZ28JaANXyhjHi5qmq9pOlTFO5NaPV3ecZp24P3WD3zJ9r+30gn1Uk2PaoFvuhFXGUceCj0zTjuFSj9rnnnYqPGebNmmTOnEwa+pA5uRPQzUU9F6FdMakfcakc/aUU+akU/qoQ9qIU9qwc8bogcyxg9njsXWnCro/g3mWwL1KdQ/kNsw8s4luNQtpckpm28b3OKQOqR0qdys4gYro1PGj2mdMvnEW/sZlFc2yimbhY/rxMf3mpAFz0oAZacCMNICL6rVPHbOO7bVLYB5O77cIo2L8K7Pbr23XNn1/t/67u/S36Zht1jbfoW/1tiJi5PI3zlE1lkFFKO9yrH81jsDABjGQAW3IgPY3ztqfjep6VFA9NNYTegZBoCAIFDihCU5oghGpMCLVhEgzIdJMiHQTIh1CNZxIgRMpL/3pGjShxjaagvAtxodUmBPKDA8mO0bVhBT1ucU3nPrsObn3uPnhiHV7TdbtNZZVRmxUhu/Ux29QhiloYTaowuQ0ULuM8RtUTd7epbVZB/O6US2rhNiigduugd6phd24XdXc0ePW/acllfWT08euffLZ7Owsh8OBsoZ/o161RAgkQiivG7raQkllLySgtn00nzpeSJ/MbDpR3H4hpf5UfttlEX+FB8GVs3jxwnnFnTtkZGT+9Kc/Xbp0SSgUrt8gKyPz1lt/+d9/vPfBiVOnxQDQ6VQ6ncrlcgYH+//85z/96U8yb70l8/HH5wEQ0+nUlJQkLpeza9eOpaUFAMRPv36sslP7xUOOYAkcsHcPCgxdv05O5q2/3LpzT27L1nfXr09KTZ9fWoa+ysV5noD/Gr8YGR6PB61VFxYWfvt1/R7qzH4t+9eoBgDw+YIVngD6xXOW+Q8ffX3r9r2OsQlyV091C+v45Vv+UXl6mANWB4K7R87ResfofRM9YydrGH3t/aeuf7lY0TBWWjdcXjdQVjdQUNldRRkqIbNK69mpxc09YxdP33gWkV6XXNIZnEwOSaWGptGIKfSQVEZwKoWU3x6V0+IXV+MVVUFIbghJowYkkOmDV0/e4Ex8PJvXMJ5eOcA8fvfE9aW+o3fqhz4r6TjvEtfsldnnmjnimjlikTZllXHUtfwKKnEKmzjhkHfGOee4dcq4ffKwQ/LwL4Vqp6xJh/Qxu5Qh2+RBx7Qht5xJ7+ITARWni5lfwD2LdVyz4J4lBX237KKaD6QwbaJbEYGNjsksy7g+m0S2MYFhlThomzaOjOh+4yz8jetVqDaLYeLj+i1J3Sgi3Y7U5hjX6RzbElF5FHcweJeexRZN3HuK+n/brqtobPf2bgTWPT4gu8MluhYXUIMLqDEltkCoRgS0vXHW/kZQjQ0qN/bMt42sxQdXIDwy4smT7ace57ad3qAEf1/RaIMSfLMGbrMmbrMmTlYF8fYObVlVhKwqYpMGcqMqfL2KiYI2erMO5r19+q8b1Tu0LTYpI2X3Gm7Yra9uaNrYNlBYXtc3ODE8OvHpzVtcLldajiwBgPvP+dK/CXsFqhcAKKUysxtGyttPlHR+XNV3LanuZHbzBSGfCySi+eezEiFfceeOmalJaDfStDK+ULQiEE1OH9U3NH76zfPa2urExPi5uedKSns/vngeWqLm8bhLSws1NVVlZSVcLkdFZf+TJ48gr1pzrz5nVrg8J1RYvyMvt2R+jhsZQ/rbO+9euHzl3KVLu5X2P/nmmUQMFhdWXve9z6/RAoXH4wEARCIRtH9pJRifz4eCFQCAubk5AIBQKIQOBnoLAIDD4UAPxGLx8vIyAODFixfQM0KhkMfjQXPRhcLVuIdEIhGJRNJh6b+Eib+nVZNIJBKRGEgkQALEQvHy0vLz2ecnPj7VN8pu6WX3DI3VUvvQ+AOGaLuByXPNPcPt/ZPUrsGGNnZL34m730gq6scLKwfKyYMl1azSWlZFw0BRbW9eZWcFdah14PStb0BgbElYWkN0Nt2XVBub3xkQT4nIbA9JbVojilSekWVp5cz2sU++EYHPZ8HUxW+GTz9IKuk+kkDzSWs7kNzlFN/qkD7imDFinj5jk3PSuewyPvsjs+Rp25xTuBi2W8Epl/Txg1k/2qu2SBm3yz7mmHvcJmPKOnXMLmPSMWPcNmXkcN4MntRzKHv8QMawfXzPwYzBWOrlPOZdjG+5oVsuzLMkv+fmwVSWZTjdJrYLH9WGJ/XgST3msX3msX1QepRpLMs09o8M8H8jyxi2ZQwbH8PGx7AtYgYsYgYgYFuQ2BYkNj6mDx/TZxXTbRXTbRPTaRPT2XXis+0GtgpapnIaWAUNzCZV1GZNs3V74en1Yzb+2S7RVIxXsVlwixmRYejdbOTDeOOs/ZmCB9SiCPWY4EZMcCOS0IAIIiOC6pGEBnhQAyqYouNZgQpuQhApmDC6vk81JqwZG1yPDKrFBZMto2gWoXVw32KUb4FlaKWpX65FYEF8zUDfucfkwYs4z8QN6uab9Wy3qBhvUTHevEYKqiYKqibyqjD51WmVsE1q8E1qcFk1uKwa/JdC8iZlpJwKSl4VJa+KVlDDbFbHyqmiNijBFPab7NBAb96nr6iBSMwo6mCOkRtoLW09x4+fvHXry6WlJT6f/5uuxZUIgETwfVR/zQcVzYOlrSdKW06kko+XdV3NaLqQ3nQBiATcpQU+l3Pxwjk9He1n33wtFouhyZ5cLre1vUNG5i2ZP7315//5q46+4fzScmsbIyMj7dKlj/cp7VniLIjFQi6Xw+evSCSi2rrqjMw0DmdRcffOlZVlLpeztLSgqqiz+JTPXwKaygZzLzgSMaiorj142B2aR3bwsPvE9NHVcL3o949qLpfLXbMowuFwOByONMY+NzcH/XQKCgqg4IxIJFpaWoJe5fP5QqEQOiQej/f8+XMAAFTBBvEYeglKWReLxV9//fUve/D/D1SvxpKEfOHy0vKDF08+/uxK/8Q0o4fVyZ4prW1NzasdOfoxvXuoY2CSwRyjdQ+1Mk9+8ZDf0HKyomGiqmG4tLa/tI5dUT9QXNeXV9lZ2tjf1H3sq0UQnlYbmdlEymUEJTYmFPUQkmmR2R2vQjUxucGXVBWeQY3MorcOX6X1X6zvOUMfuOSd1uaT1uaW2uORxT6YN2Wd1I9NGncuPmdCGkXETzgVnnMqPO+YOWOXNumUOuKY8qO9aqu0SbusY3ZZR63TJm3Sxh2ypp2zphwyxl2zxm2T+h2S2X6lJ8zCmmNpV0tHnsD96zTsUzQdUmkn5iyC6+1J7bbRrQ5JTNMwxh+o/nVQ3X70E5hL8CY1zPr9iM2a2Pd3G25URm3WNHMOKfJPoThFUvScUi3DOizD2mF+rWbhrDfO2p8pbAgFG0LBBDeiiQ3IoHoI1QhCvb53JSqYggpuwkU0G/uTdb0qtdzL0KE0bEgDmlAH8ys38ipB+pWahdRYEMsx/oVB+V0DVxeHr76wDSn4y06T95RNFXRt/rRF702hWk4FpaCGVlBDy6mgNirBIcnuh2/aa6iw30RRAyG7S+vyp/dqKO0jYzMjY9OfXL/xzTfPVsuNXl7hf4sLna9A9SIAlYyhAupURcepvOZzVX038luvlfV+IRbwgES0vDg/MzWhp6vz7JvV679QKHz8+LHClq2PnzwVA3Dry7sorOmLhSU6nZqamjw2PoJEwblcjrSu+unTx33Mnvj4WIGAp6Ky/4svbi4uzQMgVtmpNXt/gbcgUdy6/+GDrwU8QG1usXVwer6wKALAwdn1yvUbQAKWOYIVrlj8Or/O145qCMMcDmetDy01Go325ZdfAgCWlpZ0dHTOnz8P1vyAoO2lTVqgA5ubm5ufn5fuAYI61LZFerco9cV/vkFZ3/8K2GIgEQORcDUfHJJAsMx/Pjv34LMvPh8eG+3uG2UNTLGGjp679Dmjm93OGm5jjzb3DrYwj13+fLaNdaGGOlXTNFpeN1BayyqvHyghM/Orugrr+ippw484IDa3KSytITKTGpjQEJvfFZjQFJrWEpJKWyNqSCoVwnZ4Bi0qu8Uzqiwwsa556PL05dnDYQUVrceuLILWj+a884ZwxDrHFJZvyTG3/KP26aOe5eds08bt0idxMawjhaecMqYO5x+3SRj88QHwGdvMGZv0SavUcdu0MafsadfsSefMcdeMYc+Cabf0AfMwel7v7aL+e4ZHitQdM5A+5c0nF1ABtU7xXfYJfbjQZtPIDusEFgRpSC851GNB+qNY698IT2LiSUyLVbG+J6YFiQltg49h4mOYKQ1j6U2T61Vw61Vw6/cYy+5H7Na12LjHaJee7dSlpzDXlANRZIRPHcKnzjS8FxbQ+sZZ+3NRHUZFh1CQhHpEEBlJIKOI9RgiGUMkm4c1ooOqUQGVWEKNVUSjWXAtNrAS5VeG8sh2jKhzjKjGeGU7hpfnME72nXk0fOW5bVDGVgN7GXmN9/cjdsNsdxpabdU13W1i/RLVJlIpqMAUVFaHUcqrIqSSg/RLoVoVJa+GVlDDyKmgNirBNuyDbVJGbFbHKOzR3aeN3rpH+5BveGsnq7N3iNJIu/jxlSePHvO4K5BXAV3wJRLJb7EoVyKS1kmvTSvjAFDbzMyr6a1sHi1snCihTmfVTpQ1n+JxOUAi4nM5Tx5+tWPb1uNHZ8Ri8fz8vEgkOnr0qAkMDl2+A4KIahpaCxwug0GPjAq/d++OouLOiYkxKPotFPEFAl5jY31ubvYyd0lOTravrwcAMYXSoLxT4+6NB9x5gb6m8dyLRe6ygMZoxttYQwuiaFPcxSuXXx7579yrhuq2wZoEesjD5nA4z58/t7KyYjKZIpGIx+Pt2bPn3r170DFIf0PQsUGhbwDAwsICWONJQ5vNzs5C74L++/0bgp9j/x7VYtFaWvPFCy+WHs8vLV7/9EYve4LRxurpnzp/5VYHe6Sld4DRO0TrYrf0HT3x8Z3+iU/L6keqKaNltf3FNcxycn9pPbuwpje/pqeIzHzMBWml7SEp9WFpjYSkxpjc9oB4CjGZ/ipUE5Lq/eNrk0t7/OKqL94TdU/dRDiE2nqn4ALKPdK7C5i3mNdAzbEF57R+oyCaS/akXfqEU/ZRh4wpy8Rhl6wZfNyAW+7RQ7nHfiyqoX5k1mkT1mkT9hkTjllTThljDqnDLulDjsn9LimstI6bhay72gfyYF5lGP+aEvaXjjEtjnGd+DCaeUSrZ/6UxpFKx7ThP1D966D6cFxNz+mHG9XMdxk7b1SCbVJG7NGz+GCX3rs7TWaufEPI6vZMpJt4Vht7VGJDe/S9qG+ctT9f8CAyLLAWEURGBzdgQxqxwfUYItkqimbsXap3OE/3UC7Kv9yUWGMdSTEl1tiGVCI9su1CK2IqR+Kqhq0JhcqmvruR7m9t1ZfXsd4Nc9ykafaPPQbv7TV6d4/+/2xVf1OolldFb1JGblJBKqihFdQwUBh8q5apkg5GTlEnt7SxjtZbVUdjDoyz2YNf3X809/yFkM+HeCJtIP2b9Kr/Naq/ei6gdY9WM8Ybu45Wtpyoaj1ZTD1R2XoGSERLCy8AEK8sLzVRGt979x8yMjLvvPPO2bNnAQAxsXEyMm/JvPUXNNbU2zdgaZlHpVIKCvK4K5zOzvb16z94688yMjIyn376CQDiZgYtITEOAPGJE8dkZGRkZGRiSFF7t6oIFrBon64AACAASURBVMCzxwvq+3W+/PI+lyuoJte6uR/hCvhzS4t+QYEfnT3D4azweEKJGPB4r7F+6rWjGgLz06dPz507p6ent2/fPgUFhaGhIQCAi4vL//7v/yoqKsJgMC6Xu23bttbWVhQKhcPhvvzyS7FYLBKJ7t27FxAQgEaj8/PzAQDLy8sRERGffvppZGTkhQsXAAAXLlzIy8srKyubn59fWVkRCAS/bE6cZLXVnUQCJP/MaRGQiIBIAESCVWCLhUAsBGCJs/SIx+XMfvPkwvlrE+PHmeyx4bFjw5NHW3uYtO4+WldvG3tm7OSVmTP3Cqp6K8iDpTXs4uq+sjp2WQO7hMwsqO0tqO19sgKKGgYiMpoiM6nhGc2kvE5iMj00vYWYColBTGUQU5uJqc3EVDoxlR6Y1BiW1eJMyIst6moauNQ18wXeI9HWNw3uV2UTw0AHVKH8q3I6rp94CFo/WvBI7z2Y1B1YOGEV1e6eM+ZZdPJQ7lHrpFFcNOtHe9UZ09bpU7bpk/aZ046ZE/ZpY/bJA7ZJ/fjIVreMoeTmKwXMO7oHcjD+VXquWXmdn1hGMtzS2LZxPQZeVUHV540Dm8zjWGYkJhT0hvBjSeqyJHXZxLTbxPz3DbX8ieqxIPXgV9WLJ/VakPosSH0Qqs1JbHMS24zENiOxD8RSctvOw11jFXScdmiZr99jsn6HtqImZosK2tY9+vwDYOQQbRnWhA+l6Ps0YsI63jhof6aMA8kmQWQ4gYwgNmCC69FEMiaoChVQgfYtMidUHkqkeaS0WAUVmfrkmPvmoI6kxhd1Dp95OHL2oUdUiZyqqbyq2U49q3V7YTv1LN7fbfCuovZWLfROfaysiqGcmuFeE3N5FeQaoaRSWCvlb/VLoXqLBm7jfviGfTAFNcw2LTMFdQzkam/cqrxLxfDsxc96+id7mUNDI1M3P705+/Usb5kjEQiARAzEIrEYKjX9faQPS7uXzM4tzS2JFpYlz+bBEg8sroAXS2Du2TdSuj99/EgiEgIAoLDr3NwcBPv5pWUxAM9ezIsBEIuFUL7Y4uL8ajkWEAMghrqVLXEWHj168E/XeSGYe7wAxEDCBwAK7gLxwvKCCAhFQPhk9on412rP+itN1rp165aKisrk5CQA4MMPP/zrX/967949gUCARqNnZmZWD0VGBoVCPXr0KDs7W01NDQDA4XB0dHRaW1vv3LljZmaWlZW1srLy9ttvGxsbZ2dn37179/r163v27BkaGmppablx44bU+f4FHet/g2qxEIgEQCgAQsEqtsGSUPAcABGXs/jV/a+/+Pz+sZPn+4emjp46297Lpvcwm3uYXUMnWBNnPv5sPr+yp6y2v7SGXVLLKq1jl9azS8msIjKzsK7v7gtQRh0JT2+MyGiKyGyJzGohJNPC0ltfherwrJaApIag1MaQDFr30Vu1vWfSqtnOxFxkQLXOoQIdt1x0YDXKt0zTMc06tCGv65Omoy8YHy4dyhh2Te23jGXaJgw4pE+5F5/+sai2Tp+yTp+yy5xyzD7qkDFhkzJinzzglDYcWH4yrPZsXt9tY88yXddsg0N51KOzjlE06+hWLKEBH9UWWP6hxpFKC1KPa+5RZFjHH6j+dVDtHF3vnszIokz+bRdm/W6T3XpW63do71RHbVPDyu4xGbk4h/fJMiPWW4Q0GvhQkMTffQAcRmhABFPQoRR0CAVFqIMHVqMCKlABFXaR9SjfIsMDyWb+RVivrJSG6a4PH099yjc/FKeB8dysYblJ2WyjEvp9Rdi6PSbyathNKgh5dZS8OnzDfsP392iv36e7SdVws4bJm0L1Ni0z2f2IDftg8qrozerYjfvhG/aZbFJGKqoYhsVmVTe0drHGGa3dZ85e+vL2naWFpX9ap3sZBv9ddNGALrj8l33DhADwJUAAAF8CVkSrXvjSwtyTRw8AEC8vLULpShKJZHl5WQLA3MKiGICvZ5/zhGIxABCSuVyOtIRaLBE+fz7LWV6UdhVdXJoXi4XPn88uc5cAHwAhAALAXxJA+fNQhzKOgCMAAqjJqFgs5vF4y8srr7W36K+B6vn5+ePHj+vr60vjLYaGhqdOnRKLxXZ2dlNTUwAAgUDwl7/8BQDA4/G++OKLvXv3rqysnDp1aufOnSdOnJicnMzNzdXT0wMAyMjIXL16FQDA5XKvXLkiJyf36NGjtQHwX9ZeVuR/D9UiwaobDdFaxAciARALRCvfANEckAiBkL84t/Lsm4Xrn9y+eOnTox+dbu3uaeljtvQxOwePtrImbj7gF9X2ltcNVJAHy+sHysj9JWRmCZkJofqTB8Iy6khoan14emN4BiMklRaY0BSa3kJIbVujFkJqCyGtmZDW7EmqJWYwvOJq02qGqnvOtE5+Fp7LwB2Ow4XRDH2qDI7kmwWTD8Q0mvoUIg8k2/gXmnrklHZcrB76quP0cvn43JGcKZvUSbu0qR/vVU/ZZEw5ZE07Zh+1TxuzSR5yzRj1Kj4eR7tSOvwY7l2+3zrZglBbMXDHLKDChUQ/kjuOj263ju8zjWg3j2NZxLGNQ9pt0sZfJpH1WJB6IEjbRbfYRf8xWevfKbbbIrbbIrbLIrYLT1qrHjypx5zUZ07qM4tlm8WyTWMHTGMHrIJrDyW2ZzUds/DOXrfLeK++7S5V+JZ9hnJ7DPfpmlt6p6fVDcO9S1B+5YjgZl3vujfO2p8pE0IDIpSKCaciQxoRgdWIwGrzkBrbKAr8SIZjZF1s+cDkJ1zayCfU4esOAVkf7MVuV8XK7jL+YJvOxl2GW5QR29XQ29VROzTQm1WM5ZWNNqsZ7dRB7TZAb9eGyyrrvL9bTVYVJ6uK26QCCbtJBSungpVTwcorY+SVMQrKGAVlzGZl9GZl9Jb96C370b8UqrdqmsqpoORUkJvVsZuUkev2GsurovcZ2xWUNzK6hhqoHT2ssbPnLt28+aWAxwdiyUtOfxteBr/JrpT/vOC72m4KAJFEzAdABDlNEoFEuCKQ8AFvScBdWpCeEWdxAQDx2hoi6P2zL+agE55fWgZA/PXXT6S05nC+JbRAyONyOQIhD+o5uioBAAIg4a+GIUQiIV+yIgZCEeDzJFwh4C+uzItX9/B67bWjGtpba2urhYUF1A1NKBSqqqpCHra6ujq0qCAUCt9++22oEOvWrVt79+4FAHR1da1bty41NbWgoCAjI6O4uFgsFv/1r38FAPD5fADAyspKcXHxjh07AgICpINNoCzxX+z4X4FqiYAHRILVKsBVZguAWADAopg/C4R8IBECMRDywN27Tx49fj5x7AS9vRNCdSt7sqGNffuJuLSBXUEerG4cqaIMl9f3F9X2FdX2Fdb1Fdb1Xb3Pq2JMRGQ0RWXRonPawtLpwSnNUdmdr0J1aFZraHZrSBbDN7G+vOND2si1yPxWa980zcPFpuF0i9AGI48ixOEsnHcB3jvXyjcf557tQKxQt03B+VXlsB5l9T2oOwOKp/k/Ya3aNnPaIWvaIWvGNmXEJnn4cN5UcN2FnN47iADybvM4m0h6ftcNFxLDPKDSLb4VRaDYJ/TaJbGt4nrN41i46F580jA8vOsPVP86qHaMovpls7BH0sauctQQrm8r6GzdZ6ikg5Pfa6Swz3iTunVO06QZsc48mIwMYSCCf/fdygwD6mDBFFQoBU5sgPlXool1DiSae0bPh1+B+rEvHUNKTT0zZNZr74Uf2aJtt0kVL78HtnU/aocadqc6dpsqaqsKUkHZRF7JSF7ZcIsaTF7VcP0erfd3q29S0duiabRN2+RNoVpBDS2vitqigd2qZSq7H7F+r8luA2uYvd/H1+7U03uHx0/c+Pyru/cecVdEQAKEPD6UWCMR8tei+jdor0I1ACIgEfJXVoBEAsRAxBO+vDSLFueeAyDmLM4DIF7hLoM1UVUujy8Sr3aWhCZ2QL1NoCGYfMGKWCyE3GiRSMDjc6XBcGgUJneFAwRAtCSE+lUKBDw+nycGwhXhsgDwhIDP4S2KgVAsFggEK2BNHfLrsG+7lRUWFr4O3xTKzb5165aMjMyzZ88AAHfu3NmwYcPi4qJEIrG0tGxubl49FJnVg3nw4MGWLVsAACMjI1paWtJdPX/+XCKR/PnPf4b+5PF4UGm1QCBwdnZOT0+XHjxU4gVtJhQKV1ZW1p4Ul8uFvlNpI9W1XzGfz5cu4UjLu3/E+YrE4J/n1QiBWCARXb95i9HR3dI10NYzRGnpZ3SPPnwmLqlpL6kfKCEPlJLZJWR2aR2zpJZZUttXUts3+dGd/qlPgpPqwlIbQtLphGRKZH53YCo9JI0RktYcnNocnNpMTKURU2jElCZiSlNYZnNAYn1oOtU/oS6vcYw6cDEsk2bvl4Hwq0T4VSL8KhC+FXDfCrhPOdynHOZTjgmsMfIoNvIoRvhVGnoUGbgXOid2pjAu149+VdV/u2HicWDuoH0UIyB/zD6282AK2y1rzDV92C552CZx0CppxCZlzDZ9yi5j2iXvJDKq72DB0UNFx02j6E7prBzWZ5k91w088rTdMnXc8ipGHzonsvARbWahHbYklkVs+xp1WMR2mMd1msd1msV1mcV1mcZ1m8Z14+J6pDKP6/hRsooe+I4s/4UGpXrzrP11hY9qMgtv8EjrGr4BZFXtd+gfWrfLcLuG6Q5t+DpFdVl1hI1/bFjpgHlgETawCeFDhhFaYIQWGIEBIzBgBDqMQIcRad8Kemb11RYYocWESDEhUmCraoQRG+HEBjixAUGsRxDrkUQykkhGEuqQhDoUoQ5FqDMNrDENrMGtqhYXWIsNqsMG1WEC6+C+lWYhFAP3EtOQJphvtXkYHUNogIV0GAe36/vT4KHtJkF0ZEiriX8jLJBi5F1tHsZA+dcaupe6xHeaeJTgAmpswqkuQSl2PrEHiGnOQclROQ0f3Xw+ffmB+aHwXwqZr1tQAZi8ClxeBS6ripJVRW1Uw2xUw7y72/C9vcbyKjBFPTO5PdpblQ22K+mcuXqrvb29p6dnZmbm9u3bq21AJJLfYvrYazbJj7TXvZ+fbzICgQDKxsrOzoZc1V/Wq5Yis7S0VFFREYFAKCsrd3d3Ly8vz8/PZ2dnKykp5ebmzs3N/f3vfwcAiESi27dvKykpQacNg8GcnZ2ZTGZhYWFXVxcAQEZGRiKRLC0tSSSSgYGBwcHBoaEhKyurqqoq6O2PHj3q7e1NTU3NyspKTEwkkUgNDQ2ffvopj8fj8XjSDirSUu/5+XnI118L5oWFhZ/WR0WymrGx5hsAEoFEfPfhky5mfydrtIs1Su8cae2duPeUX1z9SlTPnL0/feZeZEZTVAY1LJNBSGkKz+0MSKG9CtWBSQ1ByY2hGbSARHJJ80xdz5lSxoxzUM6rUI30rzL2LIF5l6EDqo29SrVcs408iq0iqHpOaY4RlDLmraqBu7VjT5qOPvcvnLaJbj+QPnIgfcQla/Jg7szB/BMuOcds0iYtEoZtM6btMqft00cQYa1BNR9GUi8kMM6jiVXIgDITnyLyzDeWEVSz0GaHuF6bGKZZWOcfqH6zsk9otSbRLYNrkigfBWe2vb0Dp2xs/4+tOut3a+wzxMqqIzaowrrOPkN751iGt6H8Gt4Uqi3DaThCvVVkM5ZQbx/XiSE0oALJWgcLsDFMTe9GdGT3bucSfCxTw73GIroLFkBBBTaighpRfrWYADI2oNboSLE5oc74SFFsQVN6defgR58PfvS5KzH1g91GH+w22qz+2ht8vm5Uy2lgN2ubKajC/0duv7qJxXZVoxpqZ11zT2dn58TExLVr12ZnZ3/TrU5es/0Holr6CAovgzUtw34pE4vFd+/eBQAsLy9Dud9Sfi8uLo6Pj1++fBkAAL0EJe8dO3ZsdnYWAHDz5s329vbi4mI6nX7u3DkAQHJysnTPV69eDQkJQaPR0ATP5eVl6BRKSkqKi4ujoqLS0tIaGxtDQ0MVFRW1tLRSU1O//vrrubk56ByllWNS+44L/pO8agkQf5taKZFIhEAilIi/ejrb0cdu6x1q6x1idI229o5/fn/xB7zq8Q9vn7k2G51Jjc6ihWcxiKnU0Oz2H/CqCcmNIem0iOxmv/javMaxkuaZltHrFkfiX4VqE69SY88SmE8ZOqAaFVBl7FWid7hA91A+1r/C0C0X4V2qbp+KI9Ql0y/m9t6unXqWz/4qpunS4dxJu0SmbVK/U/qwU8aoQ9qwS+aYQ+qQS/rAkbyxCPLJ6qknWgdSdQ9l6B5Mrxj5Eh/WaBnR5F901DSY5pw0bB3TZ0nqtST1/qvUJ5Y5iQWlPpnF9pvFro6dMI/t/lF6uc9vhV/9uB48qceS1P0dvXF2/soyj2m2im+ziaTaRtHJ/Z+9s8d6h7aV7D7UZjUjWSVdeQ3E33dpVbEvB+d3Hk7uMzlSgvp2dqR0fGTDGkHPfLuNCZFqQpQOvfi2SSeC0IAgNECtOiGhCGQUgQy1+fy+9L2q9L2q4EEN+l5VsACyoU81LqwZH92u51VsGtmEDSXbJbTqeeQjAyuMPHNNg6uswqrQfgUIz0zb8EpLYlFYCatu+EZh59nxC/cOENM2KME27INtVsduUkbIq6K3apm+cQb/PwVBGir0glAtq4qWVUVvUoErGuA3KGpvUTbapaJPiE7pZI7U0zpYLNbHH3/87NkzPp//X+hMS+0/ENVQb06BQJCTkwMR9BfntLRjibS/GFSItbKyImUhBGYInN+/H5ybm5M2EOXz+VCmN/SMtGspdPDLy8vQM9Js8Lm5OeiZ69evFxUVbd++3dDQsLq6enZ2VlpfCO1q7WAxyM/+SScMIFRLTQQkQiB58HSW0dHd3MFmdPa39U50sKY+vTNPpve/CtXdwxcvf7EUkUaJTKeEZTJC0ukhmW3EdMarUB2aQSckU8KzmgMSyfHFXbTBy73Hbpu6xb4K1asPvMuMPUvgvhXowBpUQJWJd5nJkQLDQ7lY/yqjwwUI3wq7GAbct9rAvdQmtjO68WLtcU7jR/yU7jteJSdcssbd8qbdcqcO5kwezBqOY1wvHLit4pRq6JFjHlpdwLzhQGryzh1E+lVYhLc4JTANPMmuqaN/oPoNK4ZhGklzTeywDKck10zZBZX9j5zWbn27XTqod7Ypy6rBtunhjA/E9Z59ah3ShPSqeFOoRgdTsaF0fEy7ZUyHeWQrPLDBxL/O2K8OFVxn6FeueThXz6sIE1xtE0vHR9ShAkrNieWBRexU2snmEw9z20/HVA1bBOS9q2rzvqLhRiW4rDJCThW1WR2zSRm5cT98szr2jTP4Z6JaTgWxbq/hVhVjbbQ9ISqlktJeSaYzhyanp6fv3LkD1ayuXQT8KZey37P9B6IavGRzQUHB6/CqIejeunULADA/Pw/F2NfawsLC2gVjac/RhYUFKeOlLeYhW15ehn58PB5PIpFIqfydD/2OiUQiDofD5XKvXbvm7++/fv16FApFpVJv374NXuapQZ8LNSQHP8mrhpLPvoNqEZDMzi+1dfe19gy2dA/0DBzrGTx+48u5TvbxV6Ga1nPy9hMQmU6JSKeEZ7WEZjQTM1qCM1t/ANVeMVWhGdSQtKbQjKZTN5f7P7rvQsx9FapRAdWYwBq4b4X+4QK9Q/kmXqVw33JjrxIMoRYdVGMaUm/sXarvXmTsXarukqXsmIYMqNZ2y1N3zcYF1xMrj+axbpeNPiwcuBtNPuWdOxhaPpnX8wnWrwjplWfqX5hO/9AmrCYon2UfTceHkP0KpvDhDPOwdsvILmi8BCTLaLZlNNsypt8yph8fM4CPGbCIGbSIGTSPGZLKLLbvRwkX34uL74WC51A4HQqwQyF3y9hWy9hWq9gWq9gWq1iGVSzjzbPz15VNGhsT3WoaRreL73YIa8xvu7pF01ZW2UJWyWCnLmaTitEGJf0NaubdJ2/j/UpsCRVQOPqfRV6j774KI9BgBBqMQIW9HCsJjZuERk9CqV4Q5tFB9eigeqPgZqPgZmMi3ZhIh8ZmQIA3j24z8q9TP1ig61Fq4leFCW7ABjeYhzXBvZIPpZAdo8sOp5AN3aL9c2hZzeMDl5/WDpyt6PvQwiduF8zhbUWD9SrIdcpwWXW0ghpmiwZOTgWloI7ZpmX2wW6jd7brKPx+AuAv8YySVUVtUkVtUkVB2N60V2+LivF+bXhiVunQ2Exn70BPL2vm6MkbN25AOT1isXjttIUffR37ndt/JqohKyoqkiLzF1yuhrg7Pz8PncbS0pLUYYV+QNJADbRm/J23CwQCKJ1PJBKtBfDaAICU6NJ+osvLyyKRiM/nQ+3Hv3NTKf2UkydPurm5aWpqWllZ9fb2Qi1OIZP85G4+UOt2iQS6vYBQLQaAwxdBa9XNHexO9nRb38SF6w9Zo2deheqGtplnKyAmmx6VSY3Ibg3PYgSm0H4A1WGZzd6kamIqJTityTeu+vwdYdv4J44BWa8MgHuXIvwqkX6VMO8yY68SmHcZzKcc5l2mcyhP373QyKvE0LPY0LME7l+JJdZZhFN0Dueb+JajAmuMvcvUXbPVnDMNPEuwwfVFrFtlg3fLB287kmgm7ll6rilNM/fdUxhHklsQHjmmQdXu6b2YwAb72C6fwuNwP8ofqH6zQke1OmQO4kJpBzMGTX1KSZUz/ol17+/ByKsab1GHb9dB/2OXxnoVMwdidnzVlKlX/ptCtYFvDZzQiAputIxpM/atNPAqM/Qqs4igGR+JDyxs98ygTH3JK2ef6/v4MexQ9HptS1ltvLql93vKiLd3G23SxMlqYN/bZ7xRDbVL33KrlukHu43eVzTYooHbpmUqr4qG4P270KtQ/f4O9T262ITMYvbEh+3d7LHpk8dPnLp1+96LFy+kKUe/6V7fr9n+A1F9586du3fvPn36NDExkfsaJo1LO3hLXrq/UldVOsYDmoWy9l3fmcEFmVgsXjtoC/pFSod5SCSSH44H8Hg8DocjeRkXWllZgTLSxWLx8PCwo6Pj/v370Wh0T08PlFsuHRnyo+27qAZiAPgA9LAHu/vHqa19rT3j1LbBk+dvDU5+/CpUlzcOLUlAdCYtIp0Skd0antXin0wNyWp7FaqJqU3BaVRiamNgEtkvvqb/1L1G1nlTN9KrUG3sVWLkWWziXYoKqMIG1aIDqpH+VSj/Kn3vMiO/SkPfclhAlZFPqdahPN0jebqHc/UO5xi458G8ChC+RUifAphnrtHhTH23NAOXRLRHdmn3RdjBFF27KOr4FxOf8KqYV9pPPiXm9gXmD2J8Sn3zxzCBZPPwFqcklm10h210h010p010p010l010l3VMt3VMt1VMj1VMj2VMr1TQqAlzEvNHCRPPxsSzMfEsTDwLF8fExTHN4nrM4nrMY7vMY7vwsR342A4rUpsVqc2K1GpFan3j7PyVpR1Eccqfsozrs0sesA6l2YTRGRO3N6o57NA1e2eH9jZthJyKoZwaZsN+RC5lyjEoH7Wa/0VGEcgvg95rQ+INqKCG1VcJdShC3T+BOYiCfBk2Rwc1oIMaMEH1mKB6TBAZ8xLza5POoD1gCFUYQhUuqNwiuMo0oNgput6KUOqX1ZHd/CHz/AvG5JXU2j68d5ycptn7+2AbVdGbNXEf7DP52xYNWWX4JmXYVk3MfhNrBRX4Ng3Uxr0Gf9uitUkFuUUDt2EfbMM+2DYt0y0auPcVDd84g/+fgpLIVoPeqgg5VcQWFaMtKkbqBmgXj6Arn3xR39TS18caG5u4e/vL5cUlaFbCa2XG78L+A1EtFAohN1paV/3LetXgn9eAIU7z+XwpCKWL0BB0IWZDPjG0ARSOlv4p9aGh9Wmpew19hOilAQCgFfHvf30SiWTtncHaHU5MTFhbWysoKLi4uExPT//EE5asfjT0vw2EaiEArKFR5vA0vYPV3jdJax/68MKX06duvArV2WWdCyIQmlIfmkwOy2REZLf6J1PDcztfhWqv6Mqo3Lag5IaARHJEdjN14FLb+A2LIwmvQjWWUGvsWaJ/pBDmU4YKqIJ5lxl6FBt5Fut5lRr4lOl6FMECquCBVfqexSY+JUZeRZigChPvQv3DWQaHs2CeeUjfQoRXnvGRLJRHFtY7b/TaiplPLtYjwzOxyTORij6SFpTdU9x1Kb/r+swdkN93O7XlunV0p1V0xx+ofrNCxnRapg1iwtvgRLp7Wr8zqWPiKkdW3XGTCnyrFvaDPVoblHR3GVhtUEZYeqUnlDHfFKptIuoPp3XE1Ex2n5/vOPU0t+2skWvCe6p2f9mqu1Edt1ENK6dp9o/dRpu1LeTUMJtUUTt0zd9T1Ie6bcsqGf1VXkXJyFJ2n+F2bfN1e4w3KsG2aOLkVdGy++HyaujfUQb4q1Bte8Dn9JUvqIxOaksnmzVw8+YXc8+eLy8uge/50/+FLjX4j0Q1AAC6C8vLy4Ow98v+066lPgRjiUQinTMN1nQsgcqoII5KQS4tDQQALC0tQV619Lcodcql+19ZWfnh70v8Clv7rsePH3d2drq6usrLy3t7e4+Pj0PPczgc6CuC7mbW3tNIV4b4K3xpDT/UlUUgEfOEAg5fNH3iVCOju7VnkD16qq13gjV65uyV+yXkgeK6/uJaVgmZXV7PLq9nl9Yxi6p7iuvYX3NAUcNoUmEHMZUamdMWmt1OzGh5ZbFWYn1oBj0knUpIaQxIrDv9xUpT/0XnoGykfxXSvwrpX4mEmO27ymyYT/m/lIFvhYFvhaFvuaFvuZFPqZFPqYlPsYlPMcyrAOaVD/fMhXvmIjyy4B5ZCPdMhHsm3C0R7Z46eYMLP5iAOJAQmtsVnNVh7BSnbR2tbx+nZhWrjI/GBdaQ6k6VDN4vHrhXP/2gdOAzvwKWUxwV4VvokthsG9NkG0NxSGDYkKiWURRrEtUhsdUxqd02nmEZTXVMHsTHdJtFdFjG9FjHMS1jeqxie+0T+82jumzimfjobtOIDitSryWpBx/d7ZA0vD7bTgAAIABJREFUgIsdRkay0VFss7gRi7hhTBQbG9lnTuq3jBuwjh+0iR+wjuu3jOm1iOy2iOyyiOx64+z8lYWK7cElssxJTExklwOp1z191De142A0ZZMa7h1Fox266E2qRuv3Gcoqm3ywB0EdOGcSVIOPa0WFNml5lFnG9uj71GHC2k0CaYZ+FH2fBnQYw8i/ARfZrO9bbRJUo+Ndig6oMSXWw7xKYd5lVuEU06BaE48ic0Itzr8C6V1iHVJnHliJ8SmxCa3DE6qwPsU4v1ysb441sdjUNye6jBle1PPRHVFZ50d9J7/MJA9ausdu17Zap2i8cS98qxpmh4apvDJOKgVlrIIydvOqMJuVMVCbkbV646z9mVI0spXXxL2zQ3uTCnynJlJun76WiamzR9DxU+e7mUMd7V0z08e++Ozm14+frCwuAMlvtLHJH/bz7bWjGkLgWqRJX5LSGnrwnaA35ExDWeI8Hk9KZSiODdYsV/P5fD6fz+PxpJ73D5zCq1ANsXbtqvbi4uKDBw9oNJqlpeXOnTv9/PzOnTv3nXgDFAaQnogE6mkmWc1UX90GADEAAgA+On+R1s5kdPZ3sqbpnSMDE+dvfDlX3jhc1jBUWt8PedWQSmr7ciu6734DChtGYrLp/gn1Ien0wFS6fzL1lcVaKRRiapN/Qh0xtTEsk3r2Nr+Bec7iSMLrRrWpd6aBUwxl9DOMeyrMJY6Y1eYZ12jiFIc6lIE+nKXvnKZsEa1sk2RwKE/XrWCfTcp+m2jneFoS/XTr2RfNHz1rPP4krHrKPpaKIVRaRjXaxzOsY6jYkFpMcI11LP1gRi+CQLeOYzqmDFrF9ppHdVrF9lpEdyEJdEtSj20CyyKqCxPaah7ZiQtvQ4e0WER3m8WNICPZ8LBedHQ/Pn4EHz9iRurHRjLRoZ3o0E5sWKdZZI8ViWkTx7aLZ9vG/dfNw4ZQbZ04aBHLwoe22kR0+Kd3xVVOvrvHZKuO5ft7tGWVDbbr4PYaW8mp4sKzGo8UjOx3zTaLbkUEN5oEUjTdK2wT+rHhHbAgupF/k5F/g75PnUkQGRHcaBpNt4htgfuUm4c0WoQ24gh12IBqpG8F2q/CKqzBnFBjE96I9SszDahAeRXhCVUhxSPEgkHqzN3RG7wM+vH+S3OIw4mm3ukKOg5/2QbbqmOzSc1iwz7k+r1IeWXUZlXsZmWUnBL8vw3Vf9uu+/ZOPSUT292Glht368ju0bU/5Ddz5mpH7wCjvZfJ7D939sLjBw+XF5dWB/L+Yf+h9tpRDQBYO0kaAhiHw4mKitqwYYOamhoMBnv69CmEwBcvXkBoLy0tXbdunYyMjLu7O/TM7du3XVxcUCjUpUuXoH329fUdOnRo7adIOfoDGY+v4jT0qnQq9neO//PPP6+oqDAyMtqxY0d4eDjUhPxfbry2M55QKORyucu8Fb5YJADg0vVPW7sHW7oHWrrHmloHmCOnP7+/VEEZKacMlzcMlpLZxTV9xTW9JbXMMjKroLrv5kNRTdtxUk4zIaUpLJNBzGgJSmt+dV01hZjaFJhEJqZSQtIpk5dmKewLzkE5PxbVRj4VRj4Vxj7lxj7lJt5lJt5lMO8SmHcJzKsQ5lUI98yHe+YhPHLhHjkI92yEezbWN1vPmVTUdR7jlWnkFBdRyApM7zBxTtKzjTNyTDJySTd2TTdyyzZyy9Z2Tle2iTdxT0b7Zuq7xesfjDM4lHA4lUqqnyhkXqoa/7x28lbp0KdxTUcPpbfgI6qsomqckqjuWYOWEXTT4EbH+E7nxG6LMKp5aJNzYjcqoNY6kmEf2+6S1OORNXQwlWkX02Yf224R1WcbP2ifOGId228e0Wse2YuPZlnFsB2TR23jh6xI/ZYxbKvYAcuYfvNIJjbsv65YyzShBxvXZRnPtk4YwId14AgtHkldiXWnLH1TFXRs5bWQHygZKGgi5dTh7+zQ26lvdWYeIAJL9DzyUUFVjgndcP8aY68aI88as1CGaUizaUgThtiAIlTB/MqMfQsMvHLxgcU433ycTx7OJ88ysMglqs4lqsbUJ8ctppaY0xmU2doy/eWxmwLmmactU7c948gIJ6K8uul2HfxWLfNtWmZ/36ajqGu+RQ29fpeuvJLxDjWEoiZ6lzp8m7LRlr36Cnt0N+83/X8Lt3n/7yZ97FXaqoneponerGy4Tc1kj4ZRdin53sNvGqitvT3M8bHJyxcvPX7wkLfMBWKo8fF/+xL1f7D9GqiWriiLRCIulyuRSKampnbs2AEA4PF4NjY28fHx4OUsaj6fPz4+vn79eigw7ubmlpOTw+FwgoKC6uvrr1+/7uDgIBaL79+/r66uLt2z1CT/bl76q9YY1q5qS333xcXF7+S7PXjwoKSkxMDAYNu2bTk5OQ8ePIBOCloTmp+f/04TW5FIBHnVXKHk+s1bbb1DHcwRKK2spWfqys2vi8n9pfWD5Q0DZfX9JbUQqvvKyKwScv+VW5y2ocuxuYywTEZUTltYTscPpJUFJNaHZTaHZdJD0pq8Yiqah682D1+Jzmt53ag2OZyM9s5smryN8cyAuSZGlwzkNH0Ic0nWtY3TtY3Vc0gydk03OJCp65ym45qh75a934qo5RSl5RSlZhe+z4qo7UIyck9F+mbvxhONPTM8stszOs6Rj95v+vBx3cy9spHPU1uvH0xl4YgNjvGdRzIG7Ent+HC6Y1ync0K3c2I3PoyGDqwzD20yD20yC2myjWk1DeuyJvXbxg3io5hmET2WMSxrUr9lNMs0vAeSWUSveWSfRTQLH83Cx7DfODt/bSUz0aROXGQ3PpblQGLZRvW6RNEPxbUVtsz8707YDkOzdxS1ZVVN1ikZbNU236iMbPpo1sgn38S31DW1U8M1z8ir4kDKIJZANfauNfSsxkc0IwPq7ONbUEFV5hG1yKBSy6ASU78Cx4ga77TWmIrh2sFPW45+Vdx5njF9t7jjnFNoGcw1bofRobd3m27WdXlrC1wX7/WWnIaCOu7tbbo7dfHr9hhvVkUpqCAUtXC7tLA71ZGblYzkd+sq7NXbqWqyTxv934ZqRT2zdXv01+3U2KZmkllcO3XqMpnC6GYOHZ05/umNm6tTqF9ymrf8y+cF/2G/EfuVAuAAACi8DHU+iYuLy8nJgXzf8fFxJSWlZ8+eSXMXmUzm7t27AQCLi4tIJBLqJwqDwe7cufPo0SNNTU0AAA6HO3369NLSasajtHG3SCT64WLoH0gH+IHUACnLJRLJysrKixcv7ty5k5KSoqSkpK+vX1xcDBVnAwCABAh4AmmbcbFYvCIULPN5fABu33/Y0j3Q3jfc0j3W0j1GbR+9eONxfnVfYS2rlMwuq+8vI7Og6HdJbV9BTd/xjx/1Td+MTKeEpNMhr5rw6hYoQcmNEKqD05o8o8vKWo7RBi8nlfX8WFTDvL8V3KsM7lUG9yqFe5XCPUtgnsVwzyKYRxHMoxDmXghzL4C5F+gfTkMFFPZd4qB9CzBe+W5x9PLuT0xc0mGuGYYOyXr2SfoOyVp2car4KFXraB2nJD3nOKMDSfAj6cZuyUYHk3Wc4jTsScqW4UjvPB2XpD0W4btMQ5SsozWdk3QOpGq7poSUjmS2XCjuu5HfdbWU9Vnl4K3YumPWobXWobWO0RT7yHqHqMbDyW0HExkO0Y1OpKZDyZ2u8a32UTS7KKpTXPuBpC6b6BZMENma1G4b12Wb0GcT32NB6rYgdVvFM+2SB948O39lxXdYxHeYR3WZRnbax7BcEoYcIxmmvtXkoasOoUUbNVDvKZvIaiDf32+oaGwrr4Uz9YqjjV9xiy638EnD++S5hldhDmVb+hQfjGjAHc51JJYZ2JOCcxgRhR3dp26PXHny4e2V6U/m+88+yKdNOgRlGjuEaJh6blDBbdHCr1dCy6niZJUx7+0y3qiE2qVrvc/IQVbJZP0eQ0V9vJKx7bs7dXfpWfxVQU1BDblut8H6PQYb9hrJKhnLK8MVVBGbVZGbVZEKKkiFfzV0Uk4F/T1h5FR+N+ljr9KGner79DC71Q3TCqpOnrlYVdfU0EA5fvzk5Y8vPnn4SMjjS4QikVAMAJAAIBD+4VX/x9qvl1YmDUoLBAJra+uWlhYul8vn89lstnQmB4/Hg1hra2urpKTk5ubm6+t7//59gUBQWFhIIpGgXqF5eXlr24sCAJaXl7+z8v3TTCAQ8Pl8gUAAeclQntq/dNOFL+3atWsRERG7d+/GYDBVVVVPHz/lr/Ck5y4QCIQSMZQB/mj2BaOrv6V7gNY+1MGcau6auHlvobiuv6iOXVzLLCWzy+v7pWllBdV9w8dujp1+EJZSH5rRDLVA+YEAeGgGnZBCCUioC0lvIqY2FtEmG9kXwrNorxvVcN9cQ/eM9jPPTQNLzP1LTNwyC1svmbimGzokGzokGzmlwg5kGB9MN3RNMzyYBjuSpeMQo2ETqeMUq2EbaeSWouMUp+uSqG4brWwdpW4fq+OarHcwTedAqoZToopd3H4b0k5ssJZjkrZz8n6raKNDWf65rPyuq5VDtwauCfuvCVpOPasZuVPYez26evpgIsMuoh7tW2YZXOcc23Igoc02im4eXG8ZQXdO7LaKabOOabckdVpEd+Ai2nCR7WbRXfjYNw3OX13Y6BbrlF67xH7TiA6LkA4HEvtgbIdDeHN0GfP4bcH/7NDaqIHapIl6T8lwvQri3T1Gu+DOzLN3TT2Tse6JCRUjCZWj/ikdbVOPu0/MUofvss7MZlOO5zOO4n3TEW4R24zs39mDWqdipqBls1HN4t29qI1q5lt1bOTULbbpWL+rCNuqhd+pZ7NT12qPod1GJeR7u4wU1FDr9xrt0rN4Z7v2+r1Gu3TNN6uhduiYbdfCbdPEbtPE7tDG7dIx3a6JkVOGrd+t/9+G6s379bepGBbX0pmjxytrKWNTJ65d++Ts2fOzT77mc1cgZ1ooFAPJd8J5f9h/mv1KAXCwJl9MLBYjEIj6+nroz7Nnz7777rvQZtA2PB6vpKTE0NBQU1Pz8OHD0GaLi4uDg4N9fX03b97E4XAXLlwoKCgoKCh48uQJtIH0VgAaAP5jDxJy+r/zxrUe9to2qFDfPugxFLcHABw/fjwwMFB+k5yrsyudTv/ss8+gExcDwBMKlviix7MvWroH2nuHqe2DXewZRvfk/a8F5JbpiqaR4lpmUQ2zvJ5d2ThQRmYVVfcU1bFYE9dOXnsRltoQmdMWntUSmtX+w93KApMa/OJrwzLpEdnNeY2jzcNXE0q6fiyqEV5l31M5wqsc7lkG8yyDeZTBPEpNPEpN3Ev+j72zDm/jSvu2t+322913CyEzy2IyW4xmZkYZYzvsgBlCZgiZEjt2zBxDHG6YOWmTOmmYwTHJ4jnfH+No3TZJ33ZL6evf9Vy+pJE1Gkmjc89zzgPU4EJqcCFFkGcSmF3cf4shyKcHr6cGri1uv07xybbyyKB6ZVK90q08Us09Vpm7rzR2XUZwXETxyjB2XmHhkYa3W0b1yTZ2Sab45ph7Zhq7pZt6ZJp4ZpFc07COyVjHZJJ7prnPGjPP5WTXJaYeSVS/VBP3ZUb8GCNeDNllialHkql7EsFxoaX3qoCV1amVB7YM3Og6N7Jtz/Vte6/XHrhZvuvayoo9vivLnZds8k+vc0/e7pRUZb24ynpJld3KeqeUJofkJtuVDX84O39ns02qc1rV6Lqy03FZq+OCVpfF7T7LWwJWtXssKj30HTSLyJlD5s0hsdRMearGfFVj/j9UDQJil26s3Xni6sOCLT1eoav8BTnWrgtRxu56WEdDop2qAV0Xz9BAWhmS6QYkGpLmpm/hOA/LmodlGZg7GJg7qGIZsxCWahi6Jp6lR+YamPC/0CX/Ux1nYMwl0J3n4ljqRN5nhlZqRJ4qgYvj+v7LkPKprtkcAm8WlvMFhvMFhj0Lz59LsplHtp9nbK9GoEwzqhqBqkqgqhKo8wi0eQTaPAJ9HoE+lwgbYy6R8Yez9r80A5xF4oqsipqmzr697R3dDY0t169+LRNJ3vSfBuDNIjXcKnJGf1X9HqhWlukGAMAOK5PJ3Lx5MxzIXV9fz+fzoTeJ0QqForCwkM1my+VyoVBoaWmZnZ0N4xBeDDYyMhofHzc3Nz958uTq1asbGhrgxGjlYvMvqQb6fSrDLrVyyw8K3ytvT89Z/E+Gt1yxZ3CPn58fAoFwcnJqbm5+8uK5FFLce/zs7qOnje197Tv3bm/Z1dJzsKZp8N4zaX3XyS31+wq2dOVuaCva0lVW1VtS0VOwqT1vc2dL37kT34wlpJYvXrNjYXZdQnbDe5K1YlOr4tKq49KqFq+pT8isztjQ3X7o1saWY781qo0Ds60icrNbLpkFZJPcUtyXbq0/+ILinU3xzKB5Z1E800xdVpq7r6T7ZdD80829Vlp5ZZg4r6T55pCcVtD9V+Ptk8w8MsguyaYeGcZuaSTXNGP3DFOvHBPPbKJrOtYxmeKbYuaxHO+wAGMXb+qRxAzOpPmnkV2WmHkuN/dcQXBaiHNItPBaae61guS82Nhtqbn7QgQnhOA4PzC5PKvuSF772bWt59d3XOr8Wl519HlO143ldWcTq08Kyg64ZnawF2/7w9n5O5tLaov1khqbhQ1uq7p8k/tdl3S6LazzXNqYUrFnS981++iV2lSnz7HU2UTmHCJnNoGti7cKikvyiVimg6UbEGzVEUy0iSfRyk8HbWdEctVEsrHmrppoCtrMRgtrrk+izsWwtMg2czHMuVimgbmDFok/F0UztLDXM+brmfD/oY4zsrBDW9nPQ1piKQ6faRNVCRxNsrW2ie2XSJq2qd0XSJoqka9t7jgHz5tL4M8lWs8h8L/E8b7Acr/A8Wbh+f/XUL0yu6C4or6hbWdr9+DxE6fv3X888vIVUEBALoOkEoVUBhTQ9K7OM/qr6j81wJUlUH7d+idgWpcOmLhjY2PFxcUeHh7w6/r4+JSVlT169Ai8gaK1tXVRURF8AVFaWurg4AAAgDOtAwMDu7q6AAAoFGpycrKlpSUlJUVZVgW88d1/h+5v717zlorEYwDIAJAN7Op3cnI0MkIxmayU5IybQ3cG+vdv29qwe/Bw446u7TVt315/UNG8t2hbT0F5b3Zxa+Hm/g3V+3JL2soq+wq3NLfsPHLj0cTSzOLY5SVp+Tvmr9oat7I6MbMmMbMmIbM2PrM2LrMuLmN7bEZdTEZdbHrt/Kz62JTK2JSqRZlb5ydv3tFztrH3PCeyiBNZxBaUsgWlbMEGtmADS7CJJdjEiNjIiNhIF5TRBKVUQRFVUEQR5FME+fSIInpEET2ikB5RSAsvpIUX0MILqGFKy6eG5VNC8ymheZTQPKuQPG7EemP3FdsOPIxZ10ENyDT1TD50F1D8M8y8Ut5qpp7JbzUTj1UmHqtMPFYau8O2guy2guy2wtR9uan7chO35SZuSSauScauy2Ajuyx9qxk7L35ji8hOi8hOC0mOC0mOC5HcKHP3JNf4org1LWkV+9fvOJnfdCa/6UzzsUcdp551nHpeu+/Wlr5r2/d/VznwTVrF3rSKPa7xhd6LN0Rk1DrH5fst2xSds8Mucq1vap3T4s32CzZ4rNjqk7LdLanSeckWt6RKjxXVHiu2eq7c6rGi2i2p0nVZhcvScpelFY5L6xyW1NovrnVYUuu0rM45aYdTUr3TsjqnZfVvNdflda5JdS5J212T6lyX17kkbXdeWuu0pMZuQZXdgirHxdvcV+7wTWv1SW1xWbbdJqHCM3FTwLLqgGVVXgs2eS3YGLCs0nfxZqfogpBVWz0SSwKTygOXl6eV707etCujYu/CvLba/ks7T9zvPnZ3S/uJLW3Hdp97PHjmfkHNroyyZseQpXlVXXOMKHrGPG0iey7SSgNH18ayXYIWe4QlIc3sdQh8pLmjLslGA8vRIdnqkGy1SXbaJDstop3mG9Mg8N9q6njeW+0PZ+F/a3iWGp4FFydRxzPU8QwNHF0DR9fE0TRxNLhciTbOSmlzjBmfE6w+x1JmExlqJO48AnsemjUXxdDCsrVxHF0szYDA1MeY62HM/EJj2nr31NTUNDY29vX1nThx4ubNm8PDw/8He2/MCPwOqIamlQZTlgUdGhpiMpkMBoNCofB4vGfPngEAmpub4V7ULS0tn3/+eWpqampq6pdfftne3g4/q76+PjExEe6sRaFQbt26lZKSApNbGfgNv9bvcDa/B9UASGUy0fj4awiSQ5D8/PkLJSWlFubUf/7jMydHzyWLV+2o62hv629vHbh0Yahj34WC6q6C8t6S6l1lVXvzN/Zm5zVsqOwvrmjd0XHgqRAsTi9cvnrr0qyqZTlNi9Lr3oPquMy6mOTK2NSqpdk1y3Jq+w7fGjx+57dGNTUgixqQtXrH6ei17TxBroVPauWeu2S3FX82VJu6LjF1XWrmtszMbamJyxKS40K8XQLWZj6KF4m2jibYxxMd4s3dl7rMzw9YvsV5fv7G7ssp5bvzm05u2zO0qedy3YE7vRdHdnx1b/PeO8V9N4r7bmzZd2/z3jtr2y6u2nYkqfLgyq1HllUcjC/pD8pqdFlabpdY5rhos/vyKo+UFtcVjU7L6hyW1Dou3e60rN45qd4p6e2cdlpWb5NQ4bikxmHRVuuECqclNb7prd4pzXYLqpyX1gZmd8WXHli46XB86YG44n2LNh9ZVXM2u/pIWfvV6oFbFb3fVvUPdZ58dfgmOPsYrK09WtJ6vnbPrXV1R5cV93gmFvsu3uC3dCPTcyGBG4qk+SIoXrqmzvrmroYWLppEG5pLJNLKJbmg9gsDC10yV4fIUcNQtQhMbRwnOD7LW7DSgGytQ+AhTOx1iDY6RJsZVP8yVP8LY6ZhydOh2n2Jp/2PocVsLEOTwFfDcgxNbGfpWSBIbF0sTV2fELc4rXfv4ZrGzpaWll27dp07d+7+/ftjY2PKMJrfenyb0Z9Nv4dXrQQnXFsbvj02Nnbp0qXbt2/D09cTExPDw8PXrl2Dz8Xbt2+vX79+/fr1d+7cgRt1CIVCgUCghP2VK1cKCwtzc3NhzCuvBuAy42+N4v519S5UCydHAZDB01EQJIcgxbNnz0+fPtPe1t3U2JaZsdbd1feTj/8dFhK7s2dvT9eevmNX125uWL+pvWRbf+GWvvxNO9eXthWX78zb1LS5dudrOUhYlZ9a0BK5rGT52q4FGU3vQnVMem1sem1calV8+tbFWduW5tT0H77V+9XQb41qin+GbUxRzLpOQU6rw/xSWmB2Zu1xc++3c/oPRDXZaSHRIRFnOx/Nj0XzY7E28wn2iSTHhZaeSUSHBLzdfKxNLMY6xsxtCcM/2cJjKc42FsGJINjHm7ouxljHoHhRePv5aOtoPV60gXUs2XO57fxCn1XVPquqvVZU+qysWlG5P2XbofTao6k1h1O3HV7TdGbz4M2GE8+q99zZ0j9U1v11UfvlwvZLxR1XSjqvlnReLe648lYrab9UOfDtlt5vilrPb+m93nr8WePhR6Udl9MqD6ytO5HbcCply96I9Dr3xFLX+GKvxZs8E8t8Fm1yis43cVqsZeE/j+ylbuqjaeGnTw/G8CIt3BfhbKKM2CFzSC7qZp4a5l40t0QDS09dMzc8JxhF89YiOxhauOBZvmo4toGZQ0bpjnkomjaBrYVnqaIpmjiGFpaVlFPhG5Wig+fqEHj6ZBstPM/Q1GEG1W9QzVSa+pQx1PEMuHmlOo6ujqNrTDMdS+svsVb/MjCdhaFokXhaJJ4GhqmGon+uQaBa+83Vxs3VxmWvL2npGqzYVrfv0PGvvvrq4sWLT548UcbiQD+Vjzqjv6R+D1SDaY01FQqFSCSCTztlJ2kAgFAonF7jE+5uCWdG/aCnFtxoSxnMBUuJ8N9h6hvWu71q2aRoVDg5BoAcAMXr18MPHjy8f//B2TMXO9p7qiq2b62ub27qXrhgRWtz7+7Bw19dvJ1f3Za7pTOvvGttSceG6j0bqvrXlbSuL2so3NL6dBIsyShNzW8WLC1Ztro9Ma3hPV51TFpNfMa2xMza+OQt81dtbu6/WN169Hfwqm2iC4NS60LSd1hHFdACs9c3X2CGrP7zoXoRvN3EZcqm7rouQvOjsDYxRMcEjHU0iheJ5kfpM0Mx1jEkp0Rjl4XGzgvITolYm1gUPwpvP5/gugRln2BkF49xWoh1XoSwna/Pi9HnxxDdlxl7Ljf2XI53WYywidPlRunxog1t4ohOS7B2C5D8+YacGANOtCEnxoAd/R7TZ4QjuTEIdqQ2JcSAKcDbJWCs4zQtgwyYEfqMCH1GhCFLgGBHGXGijDhRCHYkkh2FZEchmAJ9WpgRS4C1jkXzogzoIYaMEDVTr9lE5zkkV0NmEJoXgeZFGDACdc3ctE1cEBQvNMPP0NIdSfXCMX2MrNwMzBzorpH5W7s1cCxVFFUDy1BFUzTxDHUUPXdLh09ksg6eq0ey0SNZa2A5CDPHGVT/MlR/ibWag6epkzmaJlw1HGs2kqqOZuiR+AYENsrE2j98YV7Z9i1bG7c3dfft3t+/5+CtW7eePHkCtwqEA3p+Bz9kRn9C/eaoVnbWUl4JwuhVFgqFM61//ERl3y3wpqcW7EArBTP7B6+ifIlf8S28Ve9BNQAyiXRSLBG+KSoKRkZGvvnm28uXrvb17t5e27i9tum7mw8G+vafP3ftysOXG3a055a3FG3tzNvUWVLdX1TevbakOW9LS0FF29BzaPWG5uXrmhdm1S3I6kzMaH8Xqudn1UenbovP2JaQURO9fENCakXPwRt1Xad/e686kx6UI8hpjVnXyQpda+WXvu3AQyu/9D8bqkmOC+AbRIdEnG08iheDYAv0GeFEh3gkV0BwiLfyXm7usdTUdbG5+xJjl4VIXiTJMQFrG4vmR5GdF5CcErE2MSSnRKx9nBE/ypArMOJHomxi0LaxWPv5ROdEHUaIHiv/FlcgAAAgAElEQVTUkCtA28bgHObjHOZj7GKR1tHG1gISP4LICyPxwkn8cCIvDM8JwTCD8JzQtxqBHYRnBRBYgSRuMIEViKb6oKg+OIa/uV0kkR2EonijqN44ZgCeFYiieOuZuhgyQgzpwQb0IAQjBM2NwPIFCGawloUXwS4SbyMwYgUa0P00Ldy0rTx1KJ4GDF9dM3ckzY/ADUHSfHVMnJBULyzDW5Nog7RycQhasq6ifR6KNhthqYlnqmPpOkT2PENKWe2AU8AifZI1wtRej2StiePqke1mUA3bFJjxDHU84w2zWWp4liqepYpnvelfyVGaOpZhaGqjT+bNRVipI6lGxtaGeNaXGgQjHDWvpGZg95GWjoHunQNd3f2Du3c/ePRwbGwMzheVyWRw7eTfwpWa0Z9fvzmqle7vD+Ko4Znq6RoeHh4ZGYF7ak2PrIbTr8G0ye3p+5l+mal0qf/AsDKxRAhPgCsg6fjE2OTkBJyENvJ67OqVb24O3enpHuho621q7Dhz6vKli9dPfnsvt6o+u7SupKa7pKo/b1Pn2tLmDVv78za35G1puXRnYkPdroWZ25PWNccmNyekvxPVC1Y3RiZXw90wo5PKVq7fceb62L7TD35rVDOCV9ODchILe7PrTtpEF9CDsltODf8J16oJ9gl4uwS8XTzeLp7okGjsvMjMbZmFx3Izt8U421iCfTzJKRFtHY3mR+Pt52NsYkhOiaaui/F2cUiuAG8/n2A/H8mNRHIjic4LCE6JBKcEvGM8xi4OaR1lyBUYcCLIrgtxDvEomxikdTTGLhZ+SJ8djmUFYVlBOHYwgRNK5IUROKEYZhCS5odlBb/VyNwQPDOAxAm2tI8ysQ5H03ywDH8Lu0g0zQdD98Mx/WHDswJJnGBjfpg+NdCIFYbmRiCYITpWftqWvgb0ABQnTN3UTZ/up0/zRXGDtSzc9Wg+OhRPBMsfzwlBULyRNB8Y1bqmzkiKu5GVm5GVs3vkquyNzeo4lhqapk3kzENZqWNp8xDU0pp+mn2oobGNkZmjDoGvS7LRJvBnUP3LUG1oZjvHyOpLPTNNLEMHx1JDWOlhaCQrx/mLMlq6DgzuO769obOrp//02Yvf3b49PjHxg55Aby9mPKMf6d2u1Ieq38mrBgDA3vP0q0KFQjE+Pg431PqBoGk1Pqd/vjKZ7PXr18oEaLiP1g8O+PeJuXj3qSAXi4XKCXDYq4YlFE6eP3fx6ZPne3YfaGpsG+jfs2ljRcvevVuaW7Y0dBdVNxVsaSup6srd0Fxa1b1uY8O6jQ2X701Wtn2VkFG3MLtBsKIpIbP7XahOXN0YsaoqIaMmMbM2clnpynU7zlwf23X09m+NalboWk74+qDU+tKe63axReywdVV775p6Jv/ZUG3qutTYebGS2QT7BKJDIslxAcEhHmMdjbOLw9rGGnEi8HZxZm6LSU6JaH4UzjYWbxeHs4sjOiaYuy+18Fhm4rIQxQvH2kQS7GOIDrEkxziSYxzRIZZgH4O1iUTzI1DccBQvHGMtwNlG4e2i8XbRJH4YkRdK4IUS+WEkfhiJH0bghuDYQQRe6FsNTfNG07wxdF88OwDH9EfTfKZus/yJnCAyL5jADkBRvRCWHkiKF4bui2AEIlnBKHawETNQj+KjR/E2YgUQbMIRDF8UJ0DXyh1nHWxA98TbBOtR3fVpHmiGvybZWcfUBWHlpWfmAqMaRfVAU9384jOzyhp1yXxNPFMTz5xlaKaOpWlimHnlnWgLRwOyjYGxnTaea2TupIXjzaB6CtXwRPc0VL+BNGcengO3sJxD4CltthZZw8ASY8wnWtjrIS11jSzdvQVFZbXtnYM129taWzr37jl4+tSpxw8fySUi4djIW0fjDxo5v49mUP1LJJFIfhAHAb/Q9ARoeA4crhQGfnQuwiVHpjfhmA746aVLIAj6ZXnVP1fvOhXkcsmbFEe5XC6FUf3mwkIMIPDs6Ys7t+9fvXp9oH9PV2dvdWfngYsXD1/8tqi6Maeorrppb0llV/r6rfnlLXlbmr97Bep2nli6tiUhoy4urWPpul3vQnV8Vn34yspFOXWLVteHLy5MSCnvP3KrvOGr32Gtmh22jhGck992mRmyhhaYvXrHGYp/5p8N1QT7BKLDArLTInihmuy0kGCfiLONJzkmkpwSzdyWkJ0WoK2jiQ4Jpq6LMNbRGJsYnG2csfMCokM8khuJsYnB2803YIXh7aIJ9jF4u2g0PwLFC0fzI7A2kVibSCXCYWyjeOFIbhiSG2ZiKyBZhxO4IThOMJ4TTOCG4DnBOHYQnhvyVsMx/UjcYCInCEP3xTH9ja1DSdxgJMWLwA7EMvzQdB8sw4/ICSRxg+AteOsIBCNQj+KDYARgeaEYbqghw1fH0kOP6oniBGhbuiLZfrMJfD2qh5aFM5rrb2jlZWjljWH6o+h+hpbuGIYvhu6ljucbmjt6x6avytumSWCroqhqGNpshLmBqbUegbe6rFkTw9Ij8nSJ1ppYNpbqroWfQfUvRLU2kka0dNRFUj/5t74pxaGgbEff4PGa+p76hs7BPUcuXbx27+6jVy9fSkRiAMmVF/ofOmZ+f/0FUQ1DVCKR5OXlKV3YmTmW/0KKH9mU4AkAmUw2MSF8cP/h+fMXDuw/uKWhtmVgZ3ldU0N3f+/e066+0bll2zdt7cjdVFfd1N939Fr3V5fnp1UvXduYXLQ3clXjO9eqM+ti02sTMmuiVpbHrdqckFLetvtKU9+FqPW9bEERN6qMGpznsGAbM6KMFlrKj62kh2+gh2+gRZTSIkppgmKaoJgaWUCNLKCFF77V3o3qTFboGk74uoL2K/SgHGpA5vrmC1Z+v3le9RtgLyO7LCU7LyU5L4Ht3WvV/1m0JjosIDokEuwTCfaJRMcEomMC0SGB6BBPsI8n2M/Hv99sI99nNpE4GwHOWoC1joANbR2Fto5C86NQ/CgUPxLFi0TyIpE8wbsMzQ1Hc8NR3HAUNxzJCZsydihsRuxQI3YoghUyZcxgI0aAESPAiOFvxPA3YvgZMfyMGL5GDF9Dupch3cuQ7mlI9zSkeygNQfFGULwRFC+ElRfCysPQ0h1h6YqwdNUztfOOTXcLT5qHoqmhaXORVhiq41yk1Wx9i9Kafg00UxPD0iPZIEwdDE0ddEkzyVpvUD01+81U/098GUsNz9Ik8/5H30zfwn4WmjYLTZ+FpqMY7l+iaEgsXU2TgMZRBVFJ22rb+wYOdfcMtrT2HDl8/Nq16y+fv5BJJEAmhWQSIJcCaCYpa0o/aFIMt5N4/1Pghk8AADjICQ5t/rkCb/pKKItijY6OKvtB/Kz9vEvwPyhDqn/wz8otKsqArMLCQuVjv1sc9V9Rb0e18puA78rlitHRsadPn319/3brrt6qxrbm3sGUnDKMMbtqR29JeXNOUVVheePgyW+/fiRakdcStqQsOqV50Zqd70J1ZHJ1VMrWxKza+PRtizKql2Rva9l1qXngUmx+Py+61Dp2MzU4z3Z+JSOshBpSyhJs/rVQbe6dygpdww5b23xy2Doq3z6upKT769CMxhlUf1ioNrRw9IxO9YhcoYphqGPoahiavglPFU3VJ1mn5tUakG1Q5o4aGBZcAmUG1T+Jai1jviaZ9xnCUp3IwbA8Pzei/EvfXIPM19Yz4dv6p2YU72ja1d65p6VtYNfgwXPnrz24/2j41ahcKgMQeFM0VD6D6ncJXrZ/D62VUFcCGw5S/rmIhQOklJy+f/8+vLc/ANW3bt169OjRkydPMjMzZ9L1fg39GNVTBgGFApJP3yKXSx8PP7p688qZS5cH9u3X0EZVVDeePn/98PGL25o61xZtqmjsOXP9/rI1Wxdmli/Mblqc0/KeZK3Y9NrErNr5aVvjk7ckpJZXNB2u6zoduW4nW1BoHbuJEpTLj9nCFmzgRJdzo8t/LVTTg3L4kXnUgKydl8Xm3qkWPmnx+Tt9lm/9q6IaZxv1PrOJhOfDsdYCjLUAYy0wsokzsolD2MQirGMR1rGG/Jj3G4IfheBFIXiRCF6kITfSkCsw5AoMYOMIDDgRBpwIfXaEPjtcnx2uxw5H0gOR9EAkPQBJD0AyYPNDMvwQNG8EzRtB85pmngia57tQbWTl7CZY5Rm5Uh3HUscytAgsOFkLY+m8IKUUZe5ApLvPRVCNzBy18Dw9su0MqmGDp7u/VwgFR1fH0T/TJWrh6aooC00c9Z9qqC90CUS6gzaOEhaRkJVT2NjcPbjn8N59B48cPTE0NDQyMiKTSSBINjUyQJCyvveMlIIgSCaTKYOOoe8vif5AU/0XFArlDDFcwOOXIXZ0dBROOIJfcXh4+A9AtUgkgptI5ufn/+B9zugX6Z2ohtksk0nkcqlCIZPLpVKpeFIhHJeN3fju9saKKgsKv7a+o3/30UPHLlbvaKusa+nef/LirSeLsipTCxuW53aGLNr8nrCy+Vn1CRk1McmVUctK5ydvLqoaaOw7n1C8hxtVYhO3hRqcx47cyIoo48VUsgSbfj1UZzOCV5t5Jbecem3pm04LzEoo2Bme1TSD6g8L1YYWjm6ClW7hSRo4ljqWrkvmfq5nrEPiIIxts4p2GJBtkGYOakiGPtlGh2itbzyTrPUTqFZFW6EsbdXRlkZmPD0iQ+XjWZY2XlUtu1ra+lta+5pberp7dp8+e+HZ82GpVCqVSgFQQJAckksVMgmQy4FCARQQUMywekpvdaDfj0Y4tw0AMDIyMjIyAtfe+LmIffXqlTKEC4Y9PBX/c/fznuOEb/w0qpX3CwoKlFtn1qr/C0HTbLpLLVdAUoVColBIoalyZjIAZACIHjwcAgAgkciOtp27BvbXbW/q6R7Y0dL61bHj3z15/s29h2EL0qOW5ixfV7d0de17qpXFpNfGZ2xLzKyJW7V5cebW9Zu6O/Zcy264YJ+w2T6hghFWyAwvpQQXMgWbLAILfy1Uc8LXUfwzTT1Xbeq/CedYx+fvDM1o+KuiGmMb81MWjbaJRttEoa2jUNZRaOtItHUkyjoSZS1A8QVIfgSS9z5D8cKmjBuK5IYiOaFITojRdGMHI9jBCFYwghVkyApC0oOR9GAkPWiaBSDpAQiqL4Lqi6D6IKg+CBps3gia9zvXqk3s/OZnOgYtUscx1TF0PTLvcz1jXTJHG8fu2HtRl8DTxDANyLYaGLa+sf3MBLjS4PAxVTxbFT81Ga6Jo2riqASK9eeaKH2smT7WTA9JJJjSyrZsrdi2o72ze8++AydPn7p89cr9R3cnJRMQEEuk4wBIICCWK6QKSPq9gWRGAIBpjRPBmyodsIf9HgrCiFVOgAMAJiYmfgFKpyfIKff2c/fznv3DN34a1XDW8vj4eE5Ozkx+/a+ht6NaGRY+VXMUyCBIqlBI5NCETDE+ODhoY2Pz/NkIgMCpk+ePHjnVt3tPe09P/1eH9x47mV5YvXzNxqS1dXHJ7/SqBcnV0Wk1iZm1i1fvmJ+8JTGtcklGZU3HiaKeIV50KSeylBlexI7cSA8t5sdVMSM2/lqotokupAdlW/qml+28QfHPtPJLD89q/guvVf9VUa1rbBuftsHWP1EDz1bD0HWInLlISy0CUwvLOn71qT7JWh3FwFi5qCIZBib2M3nVP4lqdSPjWTo4jAnNOyRmdX6ZjbOXk7tfQ2t3986+cxcuPX3xfHxSKBSNiaVCmUIokwshIIaAWAHJ/tMfSwGgmcnNN5o+lf3j7T8W/Ojjx4+JROLQ0JCyV/LPRenY2JiyCs2zZ88YDAbcWern7uc9x/m/RbVyU3FxMXiTJTVTDv6/1rtQLQNAJleIpbJJiXRCIp0AQAgUY1gjxNMH94ECvHry6uXTl0PXhw4eOlBdU1XdUNezZ9fek5cbe/fnlndGLs19p1edVhOTXjs/fevC7O1RSWXxKeVxK0rru89UHXjCiiikBOWyIor5seWMsBK7hBp+bNWvOAFODcikBmR2XRDyI/NtY4rm53Xnt13+q6IabRf3botF28aibGNRNjEomxikTQzSJobADybwg/H8YDwvGMcLwnFhC3yX4bn+eK4/nuOP5/jj2H44th+W7Ydl+04ZyxfL8sUwfTBMHzTTB830RtFCplkwihaMogeh6EFGVH8jqr8R1c+I6mdE9VXau1BtYO6Qs6nN1j9Bh8RTx9I18UxtAksVRdFAM7v2XzEg2+gSeEZmjupolr6x3YxXrTQ4HQsudQKjeqozB5K8cEVWY2t33+CB6qqa6Kg4W1u7UydPD3337eNnj8cnR6QKkQwI5UCoAEIITCogIQQmISCDgEyhAAo5UMiAYmYYnqaxsbEXL15MTExIJJKJiQllvcu3Cl5aVigUGAwGmrbk/HMRCz9RmUKso6MzPDwM1/P4vVEtFovhteq8vLzpD/8en/1fWT9EtUwmlsslCoVEoZAoIDEEpGDKhAW5GYlxMUAmhf9XMimRCCUvh19c/frKodMnapobtnfuqmjq7jty4+D5B+9CdVxmXUxaTdSq8vlpW6OSSleu35Gat+PopRc9VxV28ZtpIfm86A28mC0W/rlMwSZqaOmvhWpaYBYzZA01IPPwPWDpm2bqmWwXW7yu6dwMqj8sVCMpLhsa99kFJOqb2Khj6eoYuoEpf5ah2TxDSl55hy6BZ2Rqr0PgaeO5uiRbA5OZdh0/ger1pVWHz1zbVFmzo6XzyOFjW7ZUYjG4J4+fTkomJXIJBKQQkEJAJIMmYFQDIAJANHVBP31ibkYAAABevnx59uzZwcHBAwcOHD58ePfu3f39/fv3738PAicmJsbHxykUytdffw1XvQQ/3xuenJxUFup49uwZmUx+8uTJL1ir/nW8aui3b9cxI/CmzAvceBsAcOfOHfiGqqoqPKkyNjYGnxZwWN/Y2NjQ0NDx48cHBwe7urqam5vr6+tPXrra0tO/pqh8aeraBSvz2Q7BqevqY5YUxa2oWJhWs3R1c0JabdSqqtjUmqDFZceHZJt3fWUbu4gfk8kSpJgGreUnbjELL6HGbKZElVGiyhiCIrqgkBtazA0ptgncYB24gR6xjh6xjhm+jhm+jhO2nhO2nhuaxw3NY4fksUPyGKH59NA8y7B8y7A8s/B8s/B8ekgxNaiQFpxT3PMNPWgVMzSFFZRS0HLS0jPV0jPV3CPL3CPL1Cvd1Cvd2Gelsc/Kd6H6ja36AbN/LVSTnRa9senAXvCzw8rsYnC20VjbaIxNFMYmCmsbjbONxtnFYG2jp8wmCmMThbGOhKe+sfwpw/AFGJ4AzYtAc99nGG4YhhuG4YRhOKFoTiiaHYJmh6CUxgpBsYKRrGAkMwjJDDJiBqEYAbAhGf5Iur8R3c+I7mdE83szAf4je5dXbeZQVDtgYReEsHDQIXG+0DfVwNF1iOxZeiaVLXt0iVx1FE2XaKNPttPG22rjbXVIjjpER22SgzbRXotkq0m00STxNYlv5/QfiGpVPEcVz1GDDcdWw7HVcSx1HEsDx9DAMTRxdE0cXQtLU5oaiqqFZ2kT2Jo4phaBrWdsrU3iqaIZ6jiONtl6FpL+pRHNwMJJ39xxFpLxhRFNi8BUw1A1sVRtPF0TaYY0ZvmFxuWXVTc0ddTvaO3r7h3s33Vo756hq1e//H9/B4p3pvb+ISPSn1JiAMRv4ngAeDMbKZSAnQMnd+3/pnvgYmPHuT2H7nYO3Ni595Zk8gVQjAEggqTjOKRR1eZNn6h89K9P/pG2PB3IwdiLCbwRcdXSFI05Wp+qfNrV3KUAk5Oy14ePHf3407+rqHyqovJpR3v35KRUJhM5Otp+9JHKJx+rfPHvz27e+JaMs8xMWffxR5+qqHyck7NWOCEaH5swMzPPzMz8+9//rqamtn37dpFICIDiyJGvPv7kbyp/U/n4Y5WG5qbRifEx4URwWGhoePgnn/49JSUFAGBqavrixQuJSCwcn6BTqN9evwHJ5E52DiofqXz673+pfKTydPgl/J5fjAzL3rz/6TaD6t9JyrAIeGbm9evX8N1Vq1atWLFCedEH3pQ6l0qlYrFYJBKNj48/f/78+vXrhw4d6unp2drY0t4/uO/4hY5dXyWll/6/LxGh89euyN6WmLI1KachbPGmxPS6Raub4lJrIlaUtx+6X777sG3sYm50Ojc6wyJ0PTd+o2loMSX6V0M1JbDAxGuNpX9Gcc83/MgsS99lNP+VW/quzKD6w0K1jrHtmvIONMVZk8DRIrDmIq008QxNHEMLS88u2W5kZocwsdHEcJDmztp4W31jp78qqtUxdB0iR4fIUcfQVdE0DSxTHcdSRTO0Sdb/1DbRJtsgrFz+qWs+B8NCMzznYjlzjSy1CCxdItPQhGvvHZGRV76jta+5c7Cjs2//gaND17998vDxxPAr0ciIgbrq8/t3Z1D9U3o7ql+Pg67eY/17r/XvvdbZf23P4bttvV937rohnngGwAQAouHnD3Q11FNXLAcKIBkXUU1pZ46dlYzJMIa42Ij5d4fuHdl/5LNPP7v76NuHz77T0NY6ePgQBMC3Q3c11HXOnrlw7Phhdw8XAMQS8djE2Dgkkxvp4YtyN4lFUgABAp509uwFkUjy7//5LDQ0VCwW9/X1/etf/5qcFA4N3Zgz58tLly8AIL9584aWnu7FK5fHhBN2jg42dnYQAOPj4+Pj4wgE4vHjx0ABTQqFeAz21fMX58+cdXV0Hh4flQEwJhLKABidnHgrpGdQ/btKWVUG9psVCoVUKh0bGzM2Nh4aGgLT4K3M/1M+F4Kg0dHRu3fvXr16tW/v3trGpsrtTTUNbWuLqj76p1rckvUpqyuXZ1UvTt0SmpiXUdgan7IlfHFh0trtW1qOVg5csovKYIeus40ppoVvYkVVmISUUaMrLaPLLKPLqFF51Kg8ZkQuMyKXE1rACS2gCvKpgnxaRD4tIp8Zls8My2eHFrBDC1gh+ayQfHpoPj003yoszyo0zzwszzwsjyPYaBVYwInIrdh7NyS9kifIdIhZu/Pi8AyqPyxU65s5ZG9s1SRw5qJoGjiGJp6piWeooikIE96SzDK0hSPWymmeEQNt4aKFs0GYunwoqP6xwaj+vjHVcUyNN6ZD4uqQuOpYxlwkRRVN08AxNfGsz/VM0RQnDSzjCz0TAxP+PKTVp6pYfWOeKoKsR6A4+kasLdu6vbW3sr59e1PHwL7Dp89dunP/0ejoqEgkApACyGUMK4tzJ4/PoPqnJAFAWZsZgDcriGOToG/wWO/uswP7LvbsvrTr4DctPWe7Bi8DxbhcPCwRDgPZBNYIASDF43uPgBwsnr9ke1W9aESCMcBNDAvh/aEN0I+e3d53qN/J1UWqkMMrDFGRcTnZ68bHX+vqaf7tbyoAEgMISEVihB7u3q2nCjmAFGDJkqSamjqhUGRiYnbr1i34wAwNDcfGRi5dumBjwwNA8ejRfQDkS5KWJaelDo+O+AcFnjl7FgIAjmjD4/H37t2DFzVMycb379yVTIrQRshZqnPvPnoIc3pEODEpk8gAeP761Qyq/0gpFIrp5cpHR0dTUlLWrFkD34VL5U3v5glBELwF9rAnJiZGR0e/vXPn4LFjrT0DjR07y2s7Vf4+u6Siq7HrmGBB7trS9pCE3PAF+ctW1yakli9dXfvNE1Ded8E2Mp0WmGMfV8IQbKGFbzIN3fgropoSWGDms44WnLO26Zwgp5YbkWEXvbrj9NMZVH9YqEbT3NdVdmvgWKoYhhqGpkvmauDoqmiKAZm7fnOTkamdobG1OpptaGyvibPRJ38wXvXPRbUmnq1F4GgR2Bo4lgaOqUVgaxPY2gS2Hpk3y9BcDU3TN+FrE1i6JK6+MX+ukZV/9JK0vM3bWvsbevY1dO7qGjx8/Ozlq9/eefzspVgGRCLRyMgIgBRysTgiOLC1oX4G1T+lt6NaJAP7D1/o2XV65+DZ7sGLvXsut/WeGzhwAwDh+Mhj6eQIAGICGjX87ClQACCBVi1N6W7tmXwtNiNaPL77RC6UC18L0Qbo+09unr9ywtnN9dXIa+GkHAJg8aJlTY1tCkgKgAxSiAwNtT5SUfn6ylVTInVyVKFQgLExYXpaZl/vwJ07d01MTO/evSsWi588eYLFYu8/uLd7z6CPj+er4RfwMc9PTOjo7lIA4OzmeuHSxecvXwAAJBIJBoORSCT37t4FCgWZQHzx7DmAwOT4xKhIOEdd9ZN//r+nr17ASB4TCcUK2Qyq/0gpC+hIJBI4iFFPTw/2oZVshqfBJycnpVLpD+Lw4SbfL4afP33x5Nad2+cuXth78JiKyqc1O7rrm/sufvN4e/Pg+tL65JxNUQuzlmeWLUguqOv8qrzra+fIfJr3eoeocmZYFT24ghJRSY2stowutYwutYzJtYxZT4laR4laRxXkUQV5loISS0GJVUSJVUQJLbyYFl7MCC9ihBfRQwvpoQW0sHxaaD4lNM8qNM8yLNcyNNfSP48SVEgJzFpQMhC5ejsnPJ0dnDozAf7BoRpFcc2r3qmBZ2sSOHORVnrGPA0cXRPP1MLR+45cNSDzVZFUhKmjNp6vS3LQJdp/KKiGMTwdzFMP4TlqeI4qnquK586bMt48PE+LxFXHsVQxdA08U4fI1iawtLBUdZSVAZGhhbZEkOj6eMpsLTTWlB0Rv3xtcdW2huaW7r6u/t0dfbt2Hzx09cbNZ69ej0xMjoxPwIXHRBIJ/KvPzV2flLRsBtU/JfkPehLCtx6/GD145HT3wFe9u4/07zvZt/dk9+CxPUcuKqSjAExOjL54+eyhjoZGVlrqyIuRe7fu4pCEPf37FGJARJMe3nkISaDXz4dZNNaI8NmDp7fmqM67cu2aVAZu3rqvoa597uzFyckxqUz06tVjACSOdvadbe2mROqKJekAAufOXtTW1j301ZGJiUkrK+qTJ08gCJJIJCQSaXJy4pvrX+MJ2JOnjkNAduPbr/UMDQ4fO/pq5LUgOurUmdPw91FpYgUAACAASURBVPr48WNdXd3W1lYAga1V1X//6OOnjx7DHrZQIpYDwLO1qarZNimVyAGA//7YZlD9+0lZSBaeA1++fHlWVpbyUTjoDP4KJicnf9yYFnbKxVKRSDL5+NnTb2/dvHX3sYrKpx07D5Rurquu680tqT1w4sbgoSvzl61bklqcnlu16/DVyp7rvgs2MfzyHKK2MEIq6cEVrNhay/CKXwvVzLBSXtRmVtjaiNWtiYWtnPB0uv/KorbTM6j+sFCtZ2K3rrJrHpquTeR+aWCmb8LXwNF1SRwNNPXMjef6ZP5cQysCzVMbzzc0ddElOfxVUa1N5qnhmKpomjqWoYljqGGoakhLNaSlJtpSn0CfrYMjUW2Tc4pLK5sKNtbWte3a3ty+raGlb8+Bb+8+GB6ffPpq5OnL4XGRRKqAYMZIZFPzZLt2DTg5Oc6g+qf0dlTLABgXQS9GZaMiMKkAY1LwahKMSMDzJ7cBmAQKEYAkJBy2pCD/s39+9sX/fLG9uh4ogGhMjNBFTo5OAgW49909hK7ho2e3R4TPDh09ovI3lb9/+u+PP/nXzp5+4YS4smrzvz/758cfqfztbyq+Xt6QTD77M42ywgoVlY/19AyrqrbJZdCjh4+xGBxcVVQoFCIQiBcvnr169eL8+TMqKioqf1P5+98/am5rHZ8Ujk8K/YMC9x88MCkWwcP4nj17/vGPf/xNRSUxPt7C1Ew4Nl5aVPzpR5+o/E3lo08/CQoLkSjkcgDEcpkcTPF7BtV/pJQJAzdv3oQT/pThZsqwsukNZOAl7eldRGXSCQCkAMiEk6OTk5MqKipDN29fufrNzv49Bw+fKK+ur9zWcPzMld0HTqxIXdPZu69h8Nr8tAr7sPUuUYWsoGJOSKldYo1lUDElqoQSVWwZXWAZXWAZVWwRWWwh2GQRsclCUGYhKLMUlFkKyigRpZSIUmpECTWihBpWSA0rnMrXCs2jhObCZumfRwkqsPLPCEytW7axh+K/3MJrycaeizOo/rBQrW9qv76ye7YRRYfM/9LADGFup4ahauIZGmjqwNFrBsbWmlgm1spNj2ijT3bS+3BQrYljaOIY8OT2dFTD4WYwpOfieXPxvLl4/lw8X5PAVMfRNXA0TRxdHWWhhjTTx1PwlnwNQ7wFy65wQ+Wh4+db23dur2/pG9jb1dO//+Deu/fvjAvHnr989mrkFQQUCgDJILkCADmAxHKZSCYRyaVCqfjGd7cwRMIMqn+u4BVloUQqB0ACARn4T56rCAIAiEXCYZlkQiqeIBOIj+4/mBwXDT8fnsK7AgAFmBybFAvF8I4UYFIBJiVymQIAsQSMj0tFkzIAgbGxYQBkAEhEohEAgfGRUXtrt7s3nwAICCdEMpkC/oqEQpFQKITelEKDX2D49Uu4coZUJlam574eG4WP/N69e/AbEYlEkxNCAAGxcFIukb45HqAA4NHTJ/CNVyOv5QB6a1XqGVT/TlKGlcGfdlJS0vr165V3YRJPX8l+qyAIkssmAZDKZCKJVAgA+Pjjj18Njz5+8vz+w+f7Dhxtatu59+CJ8q0NTe19Zy5++/XQg/aDQ8vW7XCLLnKNLmIGFvHCyhwW1pn5F/xaqKaHFNNDilnh6+LyuvPbTvIjs2wis/suvZ5B9YeFajTNvbCmfw6Sqm9iMxthibJymIu0nIu01MRQN9b3GZCtDcjW+mQ7fZKtFs5Wh/DBTID/XFSrYqjqOLoOkalNZKohzdVRFngrPtc5oLl7T1PX7m31bdt2tHV0D/T07Tl05OS9B09fvHo2MvZaLBVBQCEHcpFUJJaJFUAhA9B030gGoBevhz+b/eUMqn+uYOBNSqRwASmRHFKiWgwBkXAYADEA0pfPH5uQyC+ePZeJ5QACY8MTQAEgKZCLpxqfiIWTAAKT0tcKMCkH0PDoCASAcFIOIKBQAABkcrl4YvyVQjEpmhACCMz7Unt8WDoxPgkgAHNZKBTBhzQtH1oxMTEGgEKukEqkIgDkY8KJqdkUuUwkFssUcgAAXAYVfjOyN5AWjo0DCIikEpFUogBALJO+GnmtAODF8Kt3ohpWXl4ejOqZUmW/keB68QCAGzdumJqavqctzHslA3IJADKgkAIg+0hFBQA5pJCKxaLJyYnh4eHvvvvu1Mkzfb0DjQ2tNTX1TYO7N+xoqGzfx/eJDlm2wco10X95FSMggxG+xiookxNbahW63nFJk1XoRrOAKlZUo0VwPj++ghm9geCVTYssoQlKLMMKaIJiSnghJbyAGpZPCcunhuZRQ/OoIbnUkFy7+VXmvutNvVNicrtKus+xQlOZQck7Lw5buCdbeqaSnVPILqlW/jmWfllk7+XmAal/BVTDNh3MNlEfOqq1iPxNTfvnIKlfGlpgac6f6Rh/qW+KtnLQwtLXbWpCmNqqo2gGZDtNDEcTZ6NPdvxQUK1NYGkT2aooiiqKqk3kaGAZc5EUbSJnLoqqSWCr49nqeLYmkTsbSZ1lRNU1sdUn0XXwFB2sxRw9vB7WLCI+aUdb787dh7bVNTa0dPb1Dx47fvL69etPnjwRjo3LJdJpPp70TQCQHAC5AkBShUwOgEgmlQJIAsmFUimWTBoaGlIGpsAlFn7pOPB/Rd8v1KxQmhwo5EABKcSQQgwppJBCCskVkFwx1TsU+pEBBQAK2KuG4Te1GfZuIYkCkkCQCIJEQK4AcsXUV/oThWh+WI9y+v23PPVHR/Xjw3yXqUilUpFIJJVKV69eLXkTAfGbfez/dzW9Bbijo+PAwICyWs3P1NtRDXfmEYvFL1++vHnz9ulTZ/fuOdi7c6C6ozOvsqp+4FhNz6HNHWfsQtNYQdm2kbmOCzbwYwpM/LM5saVmgSUk3wJ2TDPZt5wSVmQVWkiLKGFGbeAnVFDCi8j+a5jRZe9CtYnXGlpwESUgyzauOGv7AVZYKt1/ZVn3eUvPVKp3uoVnlrlnloVvJtk9Geu6mOy1fAbVf05UI61cWvdf0SJyP9c3M7Kwg5O11DBUbRwjr7wFa+WkjWMZGNtr4/m6RPsPaAJ8loGZLpmrQ+KooamaOKYuiauKpn2hb6aBZyHM7dVxrP/RMVHFMg0tHLTI/NlIGtKMo4409QyN79538uj56xV17Zuq6wf2H9t78OixU+e/uf7t4yfPJyYmpFIpJJMrpLL3oFoil8oBkChkypLC1o4OAwMDysUs6E0V5xmv+j36CVRDYgh6g2qFAlL8YlRLFZD0T41q5U4KCgpgcshksplT51cXHDUmlUpPnz5NoVDgu79EEAByCEAAKCAAFB+pqAAgAwrJ1DAByWVS8cTo2JNHj2/euHnl4pXdR/sOnN6zo7uzsGJLw86vztx4tK37uGv4CueoVIp7rK0gyzluvZl7RuDKRk5IJS+0ihe23joinx22nhm81swvgxNVSA3PZUUVUsLzKOF5lClU51NC8qkh+dTgfKJbFluwkSPItfLPKOo8Yx2VzQ5OzW08Zuq60sx1pZl7ppXPanOfDLJ7Cslrxqv+86IaTXXbe/6+kYXDbISVJo6pQ+IYmPK/NDBTR1PWbWrEUZy18Wx9sp0eyRZh6voBRYCrYWiaOKYqivqFvukcQ3NtAhNhwkWYcOcaGM/RJ2uizPGWNgRL69k6+M/UkEYkhldAWE1D26ETZ3e0dlVs3d43uO/EqbNHjp28c+fukydPJ8bGIYUCQAoAKYBcKhdPfj/05z9DNBwECgEghxTKsTt+wQK41/APBtgZ7+h/rR9ODMOIhb1pxTSSf5+T8B0Ype9DNYDEABJPoRq+7vqNUf2/lwpcEksqla5Zswa+3Jvh9G8h+LOVSqXu7u59fX2/fJXhXahWSCC5GJJLgUIGFJBMIp0YFb56MXzryfXzN04du3Th8q2bPQfPVjb1b+s+dmrodeKa6ppd513j89hBya4JlVTfNcYuubywKtvIAuuIPBP3ZJuoIjO/DF50ETU8lxNb/C5U00OKaSFF7Ij1zLC1neefW0dns4NTN/deZgbkmLmuNHFNs/LOMfPOMPVKM/NPsQxMm0H1nxPVBuYOXYev65nYqOOY85CUuUgrHRJbA0dXQ1lllWxHWzho41g6eL4+yRZl4aGNt/tQUK1vYq2JZxmY8DFUJ0MT/jyk5Wx9k1l6xhooCyLNwYDI+Oc8hB6OEhC5JHfD9trWwV37j7T37t7e1N49sPfsxavnL3899N1dBQBisUQikcqlMoVcDuQySC4DMgkkk7wL1XAGB4xqiVwmlkkVAJRu3BgTEwMAkMvl8AgAlyac0f9aP0Q1BEkhSApBcgiSQxCAoKnrqJ+Lang/U6iGO4X/2VAN3rA5Nzd3xqv+rXXmzBlTU1P4Vzo6OvpLgK0AChkAEIAUAACgovI3ABSQQgaAHJJL5FIJJJcqz0yFBBoXPZeBsUmp+M79e0O3n3wz9OCrE5e2NnTWdw+sLSs/cu1WRVuvY+gSx5DFPnG5doEpTiEZNn7JakS3oKUbnecX8MJzzP3T+LH51PD11PD1lPB8SlgeJbSAElJADS6kBheywsvMfNZRg7LpwTk7Lw8zQ1IsvZYWtp4KXFHLDMgxdc+w8l5t7JFq7JFi4ruK4L50BtV/TlQjLJxK6gZnI6zUMAxtInsOwnIeykrPmIuysM0pq0dZOOgSudo4ni7BGmXhoYHhfyionoumfWFgoYqizkNRvtAhaaApWDMu0piJN2XO0URq62PCIhNbWnt29u6p2bajqrJ2Z2/P4cOHTpw4dv3GN3KZFABILBKKRZNTwy+kgOSyqQviaQlFP9b0aW25VCaTSgEEDuzfz+fzwTRUw8vVM+Ptz9P3JpDlEJArg/OU9n0Qwt+UFADpO1ENZBCQTRVg+dOiGlZ+fj6MaqlUOjMh81tIJpN5enr29vbCMQE/Ge/9dr0b1QDIAaQACtnUaQKPLUAoB+MKAIRikQyApy+FQ/dfHjlzdeeBo/2HTpTWtW7Y0X7g0sPKjq9yq/cFJBbaBaQKkraozDZjea+g+SXbCNbwY/KpwVnvQjUlsMDSP48ZutbEK3nbgSF68Cozj8VLS7qis9tYATnGrmlW3jlk9xRTrzSroHSi57IZVP85UY1jeqaXNuoaW89CWBmZ2+mQOLMR5lp4JtctIq+iFW3hYGRqq0u00cLxjMzd1FDcDwXV89A0HTIfQ3XSwDH+pY7RJTAJltaztLEhUYs2b20e2HOkrWvXjsb2jq7+vXu+Onb09Pnz5x4+ejAxMS6cnBgbHXn54vn46AgACgDJvz8uK96P6u85PNDUmuSjhw+RSOTw8LDyGh0OYZkeyDKjn9b3UPefumbvBuFPo/pNnIEEAMk0J/zPhOrbt2/fuXPn6dOnycnJytTeGf0Wam5udnNzAwBIpdLR0dFfthNIAeSyN0MHBFRUPgFTa11TZP7PSTY1kijkMolCCsSTMqAASpf70YsHdx5+d+PB9f6vehv7ums7W8ub2vaduRCftGFT7X6Vvxva+SU5Ra12EGQ7JhZZBSTTwtfSwtdSwvMoYXmU0EKrkEJKcBEluIgSWEANKuRF5pn7pJZ0n2WHpVJ8l8es2RGR1mjllUZ2TqX6riW7p5h6pTPCc8z83s/pGVT/YajG0NwLa/oDEzLnoWjaRLahqc1cpKU6huYlWJZX3mpAtkaa2euTbDUxHKS5mybW+kNBtZ6p3ecGFnOMLNWxdAMSyy8qqXx7R0vPgYE9h9u7Bpsa2/p6B08dO372xKlrFy68ePRIMj4MiceBbFIhHgeQBEBSAMnkEqFCKgJyyXRgQ5BCoZC9ZWiGvTQ5ABCAZG86WsK/TqlMT0/v9u3bymv06TWRZgTew6/pePveldK0C6Z3ghAeED9wVMtkMtiNVuZVz3jVv4VkMpmpqem1a9eUkP5ll9LvQrVEPKlQchj6D6plErES4Qo5AAogk4GxcZEcSF8LX9148M2jkYfHr17Yf+Z45/5D9TsHKnYcqu84o/KRXuG2vZs6z1qHpJp6J/Gi1rwL1fTQYnPf9czQNaywtYUdp9lhaTS/FQm5zYKMZppvpoVnFjs4n+CykuCywjIwjeiZNIPqPyeqdU1sGwbPVbQd1CHzP9M11iKw1TBULQLLP2bV6rJ6dRTN0NhGn2SrgeGgLT0+oAhwDQJnNpLqE7Oqcdepzr1nqlp217cPNnXta2rr3bX3yOFDx8+cvnD/9p2xV6+l4+NAKgWQBEgmACQBkEQmGpOLJwAkk0yOvZm1kgNIBsE/JACB71er+N7QD//ipDIwtV4tBXIFUAAsFjs0NARP14rFYuWQ++uNNB+2/itU//g/p/SXQDUAAO5ovW7dOjj0aSav+r/Uq1evwLSfH9ycvK+vz8vLSyKRTO9a/cuuppUJ+AAAFRUV5ZafJbgmmlQqFQqFL1++vHPnztWrV8+dO7d78MDuwQMqKv+o3d66c+DowaOX69sOZeZuc/JPcvJf7hyS7RySzfHJsA1c7RBWwPNfQ/Et5kdUWnqvtY3a3H9JRPfL4ISkLS7qEGRVm3suwDnFWfol0cOykQ4JlsE5eI8VRM9VZJ9UY59kgscKnNtSokeSqc9yc/9VJt5LTLyXmHgvNPFeaOKVYOKVYOIVb+IVT/RIJXqkEj1SCO4pBPdkglsywW0VwW0VyX0V0W0VyW0l0W0F0XUF0XU50SWJ6JJEdFtAdEskui4guCYSnRcQnRNJTguITguMnRYbOy0ycVhi4rDYxH6Jif1iE7vFJnaLiQ4Lp5htv4Bgn0iwT8Tbvc8+dFTjLN1wlm5GVj4IK289Kz89Kz9DS3dDS3eCle3O/WcH9h938Q7Rw1uizVif6RvrmnB941ZllNSiKU7qWIa+sb0u2Q5p4amGttYhOOkQnLQJjtp4R228vRbeXgtvq4W3VSfaqRPt1Im26kRbdYKNOt5aHc9Xx/M18DwNPE8Tx9XEcTVxHE0cRwvH1sKxZxlZqmJomgS2NpmrReJqEjlaRK4WiTcPzVTFMOehWfPQTHUsVwPPU8WwvzSkzkbRZqNoRlaOqliGOpb2uS5ZB0edrU/SQpmpGZLQZJoOylgHQTDEmqAIZl7+Yf39/Tt37uzo6GhtbW1ra+vt7d2/f/+xY8cuXbr0/9m77rgorrW95qbemGpMVERFpC9FqoDSexOw9957QRNrjLEkepMYE03U2BULvXeliFhQxA4INpTOLlunvt8fL3syEs39YjDB3H1+89Nh2s6cOXOe8/abN28+ePCgubkZKZPn+b9ARBkxYsTx48dBE06tUqmEzrwURZExAT3OhKMxifIiWYeJHhSvplQqySMIn4UkLRYOSmS7Fi8FtFTdziAfA8uyGH+JfxoaGl68eJEcgBU7nu8n2oWqhZ4sLMsqFIqmpqa6urrbt6oq7zx4591PsrILj0dnRZ5MPxZXGJ1y4cItxcGYC9sPFw2esD5s+rdWXvMCJ/1nQMgK94k7HUd+6zTyq0FjtqaUUo7DVruPXz1k4bdf7M/0nrpm4LgVDiMirId/ahK8YMD49eZDPus/fFX/4av6D19pNWyF1bDlVkOXWw5ZYh66UEvVfy9Vm9h6/nQoYc+hqOOx6R/3NTe0HvReX+uuxgO8hk+fvHR9V0PHT4yd9fr79zDz1LcZrNc/pL2ouo+Nl66VezfTQV0MBrzf1+79vnYf9hvwkaFTH2u/D/s5du5l+4mxq55NgJ51gI65dw8zz17W3h8ZO7/f165zb2tdC9c+/d2NbD37WbvrWzh9rGferY+pnqnt5JmLDh1POBmXlph26tChQ5GRkbGxsenp6WfOnLl27dr9+/cbGhoUCgVGvggyT/0VVL1s2bJvv/2WDAu4wvM8zptxI8dxWNUeIZfLyZ+YBoN8v0JFOkoIuI40Lxxh6uvrcQUr+Gkd2V46aKm6nSHUaBE/zx9++GHEiBGgmcwS2fr50C5U/dtyIDhUqWmlTCF97c03HtXWXC+/c+ZCcc7ZS9lnincdSYzNLNq6Kzr/ysPPvj6wN6Zw9JwNYZNXOQ9Z5D9p7cAh80OmrV33U0zojNUz1/zw/bGcb46csg+ebhO80NJ/rv2QNS5jNjmO/FrPbbHNkLVWg1dZBK+wHLzSOny1zZA11uGrrMJW9A/H5VOr8E+twpdbhi2zDIuwDIuwDl3WfzAuEf1DIqxQBx68xDpkqXXIUuuQJf2Dl/QPXtw/aHH/oEX9gxaJQxa2LsELxUELxEELzAMXmAcusAxcaBm40CpgoWXAQiv/hZZ+C6z8Flj6LWjl6Seoes7vLP8AqjZpS9WD+9oPNrJ2S8i+8PO+yOz8Cx/qGvWzdNSz8fjI0M5n9LQRc5Z9ZGTX28bNYEDAxybOOuaeerYBPS18epr76Jh765h765h79BB79BC79RC7PUnVXp+In6Dq7mbu3c2eoOquho4fGzp1Mx7YU+zWy9Kjj5Vnb0sPXQv3D/XtdM3d+tn69hS7vqNr9WZ3s4/62fe18e6ib6PX313XfKC+tYee5cCufa3+3VVP19hWR998wsxFJ2JTU7Ly45IyjkUl7D0QGR2XkpqaeurUqQsXLty6dau6uloqlRLZVNjzn/tj/KM4evTohAkTMHEhRVFtGFelUiErI8tSFEXsZcjlbW5VLpfX19fjYILiuHBgQdc2uVwuHNIlEgn+nDZL2ssFLVW/EJBwSZ7nHz9+bGVlJZVKcSKPe0kFree4eLtQNaalRcIWggeWYpSiTiIOgAGQU+y9Wun50rLTF26fTClIzrux43Dq0ZTi7Ycyj6Re+e5g1s7YYt8Jq12HL/Sd8NnepAteoxct3rx3W2T2z3HnBg2d7z9l44DwCGPvReYBy2zCNwwa+43DiC+tw9dYDl5pOXhl/7CV/cNWWg9ZZTdsjZaq/16qNrP3vvNYeSw65cddh8LHzuimb97LylXX0iV40pyRc5f1tBxkMMDbwMG/u9ilu5mHrqV3e1F1N+OBnxg5f2Lk3M1kYA/TQd2MnT/q5/B+H5tuxs69LT10Ldw+MXbqbelh5hyib+P9bq/+3U2dDOy83+lp1tXAVt/KxT1k7JT5K04kn049fe5oTNrP+yJ3Hzgek5CWlJaTnpV36cqNBw8e1NbWSiQSpVJJURSZoSLzIf7K8NQbN24YGRnhPRBaxVkyGXiVSmVTUxNoUhGjkC0s50NRlEQiEd4zMjq5oFKpbGlp+bXGD8PQNC2Xy4WntKFwLTo4tFTd/iDNiAVYNm/evHTpUrIdrdTwJ3Tg7ULVCKL3I2UD1FwzBwrRv0QcKBVMi5qXM8AqWWWzUt4gb6luar5bU1tQXHKq6EJ8xqlDUfEHYuIu3C7PuVB8IDr2Pz/tOZqQcjI1d+fB6N3Hsh19xniEL3ULW+w1cqPniA22gevsAtcNHPqFY9hax7DPBw5dPyB8nU3QSquglXZha23CPrcJ/bx/2OdWoZ9bhn5uoVnsQpbgYhuy2DZ4sU3wIpugRTZBi2yDF+NiE7zYJmiRddAi68CF1oELxSER4uCl4uCl4uAl4qDF4qDF4sBF4sBWpzOLwIUWgQssAhZYBGj03v5zySL2myP2m2PmN8fMd/azlpedqk3sB5vYD9Z3GKbvMAypWt9+sL794P5OfhXVspiEjJ9/OXw8IbOfuf17vcW9LAZ6j5kSNHl2NwtHHauBPSxde9t69bLx0bH00LH01LHw7GHh0cPCvbuFa3cLl+4WA7tbDOxm4dPN3KebuXc3c+9uYq9uGoeyVpI2c+th5tbDzLWHmauOqYuOqUs/K5/eYncdo4Gf9BvQzWCAjrFzL/HAPhYuPU0G6Bg79DC21TGx62lq19PMTtfMrpfYXs/M3n/ohKnzP913PDG78HJ67vmde49ERifHJqYnpGSlpGefL75SdffB3XsP6+oaWJZHev7/fALPm+j3j0GlUr3xxhsAwLKs0EqN620yoqhUKjJECKo5AYmqRQI+ePDgtGnT2sR94UQcybuNGN3c3Ky1Ur90+MdS9d9YwQbnv9iYjx49srW1vXfvHm4kRTB5nn/ur6Udqfq3oHgJBwrRayIOlBJlo5KVMcAywNIAauAogBqJ9H5989WKu3ce1V++dSfz3IW9UTHHU9J+ORGVV1y6PyruQFTKlh37869Uz1j6lfew5eYuE5xCVrkN/cIpbJNT6EYr32XmXkus/Jc7ha9zHval3eDVVkErbQav0VL130vVFgO8r1c2xKdkH4tOOpmUPXHW4t6Wgz7qZz1k1qLgKXN6WDl3Mx/wsamTvoNvbxvf7uZu7UXV3Qycehq79DZz6yN272Xm0tNkYE8TJ11TZz3LQZ/0s+lhbKtn6fyRvvnHBpbhk2bvjU6JSsmNSS/YdzzxwMnkEwmZcWm5qdkF18rvnyu+evdhXeW9hzX1zRjGDAAtUpnw0xDyMQ56bTr/XzM+fPTRRw0NDUSUbzPeokgt9AlXKBSo3CYGtTbYtm0b2tfQIC2smUtR1G/dy4Wc3V4PpcWLhpaq2x+otsIv5Ntvv509ezb+Lk3T+G2gLu65r99ebmVPbRwOVHQrVatxYUGlUEsYXqVQSwEYilbwPN0ia6YoxePHD27eulpx53bp1cs3bl7NyEhPT089eOhoTGzCsZOpyekFp85W7D2a+fWOpKkLvwkeu3ZQ0ILwyV+6hS629Z7pGDjfJXzZoNCIASERTqHL7UM/tQ/91CZspU3oiv6hq6xCV1qGrrIMXWU7OMI2JMImJMIGNd7BS/vjErKsf8gyq5BlVsHLLIOXWQZHWARHWARFWAQvMw9aZh4UYR4UYR64RBy4BKnaPAgX1IfPEwfMEwfMFQfM1URqzTH3nyP2my32m/3PDtYysQ81sQ99kqpD9O1DTPq7lN1vSknLOXYi7ofdB/cdjTZ38u5m0H/J5p3DZn3Wy8a7l7VXN7FHHxv/HuY+Pcx9dCx8dSx8e1h49zD37m7u3t3cvbu5a3dz1x7mnj3MPXuYe3Q39+ghdusu1hCzX7F1zgAAIABJREFUmYuOmYuO2SAds0E9TQeSRUd/QG+jgX3NXPoYO/fQt+nWp7+OgXUfE/tufcWmtoPGzZy/91hMWn7h8aTUvSdOHolL+OVg5Mm45FMFRflFF4tLrl0uvfGg+rFEppDLFACgVqulUqlSrlArVb8N40FBFsVN5LC/xcHK09MzIyMDNN5koPl+KysrAaCoqGjDhg3bt28njmB79+5du3ZtdnY2jh5qtfrGjRvl5eVXr14tKSkBgH379i1fvryxsbGwsBBPQTEAteg4nuOA09DQgAfU1NRoI8ReLmipuv2BX4VarZbJZH379sXkRBzHEV8znCM/d96Ddpeqn9ABgqpF1djp9VaqpnkFxSk4oHigeaCVqhYARq6QYgUhhlFxPKVUtrTImiXSxubmpqqqyoKCooIzRVGxmTl5xUei8zb85+DRxJLEU3eisqo27Uj/dl/urM92ew3/zClo/sDQpc6DlzqELB0wOEJL1X8vVRtZDrxaXhObkBobn3o8LjUpM+/DPmaGNq7rdhwJnRbRTeyiZ+erY+nd08rnYxMPPdvg9qLqvqaueiaDdA0G6Og7GJi7uAeMmbFozZf/2XUsITMuIz86LftgVMLB6LjYjOzk07nxWdm5hRdOFZy7UVZ1+859qUItU9EcQLNUzjAsALR6SvNAqPr/M5r9lWzNcdy8efO+/fZbeHIowE/49OnTXbt23bp165IlS5YuXSqXy1evXr127dr58+d7enrOnz8fx5DPP//c1dXV1NQ0PDxcJpN9++23+vr6jo6Onp6eBgYGly5dAoDm5mYXFxd7e3s9PT1vb28Uzb/44otZs2aNGDHi7bffnjFjhtaz7CXCrznASQqUF2GwIX1CaDvBntqmu2AEBd4SKfCMN4bhj4ThhD5ZQi8t8nEyDIMHUxSFl1IqlcJ5NFETqVQqcpZQy4QrpCgWrvxXXzD8nNRq9dy5c3/++ed2n72+UAU4w/McALqVoYqw9eKtMfuCjPi4MPDrQjGsQqVukSuapfcqq65eKT2VW5CUkn4yMSUyNmHv8eifDkXuPZ5yPCk369zNr3Yc/s+eqJnLN42es8bEKdjWf7zLkJmuwxfYh0y3CphqP3i245AFDuHzzPzmmfnNcxy+yjZsuVVIhHXYchP/hVahn1oPXSUOXmbgt9jQf4k4dIXlkNUmIZ/19Vlk4b+gf9Bi6+AlVoGLxH7zxH7zrIIW2YUtswtfZhm4QOw/1zJogXngPCPvGUZe083855gHzDYPmG3uP9vcf7bYf5YmBcpMY69p+KeR51Qjr6li/9nmAbNNfKab+c1oXYSELVw6NlXr9w8ysgvVHzBcz25onwEjDQaNNXYK17MJFFu7XCt7lBCfnJqSsWvvoZ/2HBg7fcEneqbf7E31GbHgvd5O3U28+lqHdjfx1TUP7mbkq2serGserGseoGPm18PUq4eZl465p66Fd9/+Ht2MBvQydzF19Dew8dQxcdQxduhuaPeJfv9epgN6mzp007fSMbDWN3fqZ+7U08DaxHxQSNikLzb+GJOQe/rMlazc4pjEzEPH4k7EJZ+MT45OSkpMz8gpyLt0/WrVo4f1LRJJi1Qml2M4MvGx+DVbnyAZxRMpJzsS1q1b9+mnnwpNYMRHzNvbe8uWLbgRA8nwGJVKlZiY6O/vjxFZ69evt7S0fPToEQAoFIqNGze6u7vX1dUBwOzZs6dNm4YrkydPxuuEhYXNmzcPAJYuXdq9e/eCgoKWlhZDQ0MU7rV4KfBXUDXP86huEs5ekUQJjbW0tCgUCqHLIgkNJGofcmMMw5AYBiG1A0BjYyMJXIZnpwFCc47QWkwujqSOUdG4hVAveZzfNzMjl9+/f9/S0hIA7t69+18a6A+iY1F1m9TIDAcUw6konuUopapZKmtokj5qklY9qi0pryq8cn1PZNKRuOyEU8U7D8UfTszfG5V1KOns1l/idseembj0a7ugac7hc9zHRNgGz7QMmDZoxBKPiRusBy+1DFps6DnL1H+B3dAVZoFLLAcvM/ZfLA5ZZjVkldWQ1Rh7bTV0re3I9Xahy/oHLUbCtg9bZh+23DJwobHXTFPf2cZeM429Z5oHzOsfsrB1GbzoWVRt5jfTInCORcAcE5/pJj7T8YB/AFUb2ISYDAg3cBzZx3aIjs2QXvbD+9mH6NkEGooH3KqqO3jwaHRU3MGjJ345cHTP0VhDK8fZK3+w8xlv5BBu4TKqj1XIJ0beuubBfa3De5j665gF9hT765r79zT30RF79xB79DDz6GPl3s1owAd9rD7oY/VBb8v3e1v0NHG0cA7Utxyka+LQw8Da2MZtyLjZX2z9edehuN2H4+OSCuKSCmITc0/EZEdGpR2PyYhPyUnLPnO78sGdB48f1NXVNkuaFDIZrVYDRwOoaYpm2ybPx376slB1enq6r68vCEQIREtLi1gszs/PV6vVZLgrKysbOnSok5OTnZ2dm5sbHrlgwYKNGzfiukqlWrFixZIlS/DPXbt2ubq6AoCtrW1qaiq6nqWkpHh4eADA1q1b16xZo1QqlUrlxIkT9+/f/9c9thZ/Dn+RVM3zvDDYAH+RxPXzPC/kVFQXMwxD4g6JmIusDwKdFa8JTBSGS3IcJ3SdQOuUUBoWfiHoI0rTNOb6wSkCIWa5XE78UJRKJTEvPQuExRcvXkzqigp/7s/jhVI1ywEPIBK9jozcmo70t/nwNMsTVQyEucdZGmg1zyoA1DwoKVZa3/LwXk1Z5cP75ffvlt6+mXMmPzknJyEzMy4j+1hCyk+HT+RdupZ94do3uw9/+f0vPx9LWL7xeyvXAGPv8Wb+k13GRDiNWGQTNtc6dI6x9xTLoFlWQfNsQhfahS3tH7zQzHeusdcsU+85Yr95Fl6T7YNmDwxf5BQ638p3uthzspXvDPuQ+bbB8+1CFlgHzbcKmGvhP9fCf66p98x+rpPNA2a1Lv6zxP4zxX4zkYnF/jMtAmdbBMw29Z1u6jMdtxt7T33ZqdrQLtTUcaiB06g+dkN72IT3tB1qYB9s4BBiYTOo5PrdqBPR0VExx09E791/MCO3aNi4KRu/P97Pyu/9nvZd9Zw/1htkbBtqYBXS29Svj9hPz9xf39JX39K3r6VnbzO3niZOPYwG6IsdzOzcjKycjKycLOzdjCwdja0c3XxDt/20/5dDJ49FJ8UkZiSlnUrJyI2KS/nlQGRGRl5+/oVLl2/cvFVVXnHvTuWDqrsP7j141CxtkSuVFMNwwLPAMhxNMSo1o3ySkjlNOm7mqdvbppzsAJBKpTU1Nbq6uiQSRCqVymSt7m/29vbp6em4naIomUzm5+e3bds2ACguLrazswMAuVy+efPmiIgIMgauWrXqq6++AgCZTLZr167g4GAA0NHRKSoqwgOio6N9fHzkcvnixYuR43meX7hw4X/+85+/8tm1+DP4i6gaBOSKAjFxTUQ1DgCUlZXdvHlTGOlPHBSRd5FEiT8kKsFwHRmRrLe0tLAsK8z4AxqTPP46cbVgGIb8CiFUoncSxk78NmfIs8AwTG1tbd++fWUyGclG9Mca63fRoaiao4FnNAzNClZ4BliKY+Q8q+BByYNSDVI53agGVsFQ1Q111Q11l2/eKr5+I6fowunzxYWltxJyCo6nnorJLDgUn7XjSOzxtPziiprvYs6uP5Cx8ufE0Z9ucx37qf3QBRaBs5xGRDgOW2Y9eIG5/xzzgLn24csGjlzlNGylbWiE4+B51n7TzdwniD0m2QTMGjB4vn3wPOuA2eY+M2yC5tmGLLQKmGvhN8c6eKFNyOL+gQueRdUmPtNMfaeb+c741TjtO/0fQNVG9mHGDuH6A0b0dRje22GEnuMoI8dQI8dQOyfvvLOlebn5WRnZsXGJR44eP3gifs/hE5t/iNIz9za1H2zrNlpP7GdkPVjH0LOXia+OkaeOoYeOkVtPY3ddUxddU5eeJs46xo7G/Qd6h4waNn7mgk+/2HUw6nBUyvG49MLiG9/++MveI9ExiZmpWfk5+efOXii9WHLjYsmNixev3bhR+eBhfbNEpVSxFAMM11rXkOWBA57hOJqjaY5mgeHb6nA4HliOY1iWflmoGgBYln399df9/f0HDhw4ePBgPz8/Hx+fqVOnAsDy5cv9/PzS0tL27NmTkJAAAGZmZt999939+/eHDRsWEBAAAFKpdO3atZ9//rlKpcLRbN26da+88sq9e/cAwN7e/siRIyzLjh8/fvr06SifTJo06bvvvgOArVu3Llu2DM8aNmxYUlLS39cMWvwx/HVUjUAPTPInEXalUqmbm9vx48dJCCCxZxOvxTYaaRA4cOGfSqWSpmmSgnvTpk35+fkYm9gmYBFrRQuflGEYvD5qn/An8CyU7/EwhULx/7E9T58+fevWrbje7hERL5Sq8Uoi0SsArXU2Oe7XecZvyZoCjgKeAZ4FjdWQ5YDhgOOA44ChgKEwUT6mwlfTCopVSmRNPLAKlZzlmWapVM3QjRJJfWNT2Z2q/MKi7FP5eWfOZZ8qiIlLjoxN++VITGRcRkxabsaZkszCK7uOJX+988jkxV8MCh5r6THEa8RM79FzxW5DDAcOdg6d6hY61TV0qsvgqU6Bk+x8J9h4j7P2nmTjO9nCc7KN3wxb/7kWXtNN3KaaeUy39Jlr7bfAPGBm6+I/U+w/Q+yPTDzdxGeqic9UU99pYv8Z5gHI39M1e19iqjZ1HGZoH9bHbmhfhxH6zmP6Oo82tA/WtwmwcXAvLi3PTE0vyM1LTU1LSEjcsXt/dn7Rdz8f6qYn7qZnbtx/UC9DOyMrlz7GDmY2Hub2nnYugb5hoybPWfrF1u/2n4hJPp17+sLFhJTMzFMFJ2MSj56IycrJS8vIiYlLPJ13pvTKtQvniwvPnC0uvnT/3j2FXM5QtEqp5FiG51g0pvAswzI0y1AsQ/3KtTzLsTTR3nAczfE0xzM8MDzP4sLxrMY807amQ0cDDlZFRUUFBQXJyckFBQVpaWnp6emlpaUAwHHcmjVrRo4cOXny5Dt37iiVyvLycn9/f09Pz71796IkzTBMZGTk8ePHiQCwZs2ayMjIjz/+WCQSLViw4MGDB3K5vLq62tLSUldX19ra2svLC5OobNq0aeXKlXjWmDFjfvjhh7+rHbT4o3jhVM0LAvwJOxLSxRUkVw8Pj127dhGlN1EQ4Yk4E6yvr0dqF9qkUXoWKpnxexgwYMDOnTuFN4OM2yaTAACgFI7rbeYB5AbarPwOLl26NGDAAOFtt69nWYeiavQnI8Miz2Otdw5oGmgaGLQw0gA0xypoWoYl3ClWxQNLsWoeOIWqtdBNi1zxuLahvlEilambpYq6BmlNveRM8Y349NwTSdmHolKOJ52Kyyzcczxlx+H47w8mnLtdk3utetW3++d/8ePehDN74s9MW/mNlfuw/h7Dbb3HOAVOcgmb5Ro2yzF4pp3f1IGhCwYEzbEPnOcQNN8ucKG1/zwb/4X2wUueRdVmftNNfaeZ+U23DJpjFTzH3H+mmR/h7JeYqs2cRxjahfW2G6rnMLyP48he9sP62gT0tQlw9x5cXSv7ZdfujNS09PSMhITEg5FRB46ejE3Pd/MfKrZz9w8fP33+6m9/OnrgeFpUUn5S9vmY1ILI+IwjMalH45OPJ6YeT0o+lph4PDohNjHtRHRCQnJG6bXb9x48rn5cJ1eoHz549PhxbVNTs0ql8flgObVSpVYpOYZuY1NhKDVDUzyLM0CWY2mGVuPC8QzPMzww0FbCfmmoWiKRgCbpGAg0fE/1x25paSFfNzmgpqYGhziZTEZMbLiFJDiDJ5WRiObmZhJKeubMGRIPpkXHxwunamF3IYy1b9++u3fv7t2795tvvqmqqgKA5uZmPz+//fv35+fnx8fHY7wBx3FqtfrOnTtZWVnFxcWkz6lUquvXr2P1CwSJVyaSMQC4urpGRka2tLSQtLd4BaIDJ7I7kexxl0QiwS+H5NBXqVQYDI0fxu+7lfn6+mZmZpJbhZdKAc7zagBa1EkEQPNAATAsT/HAcMBywLLAssAywJFFCXIlyClQUaBigWaBfmKkFPr3cAAMoNJSrVbywKlVKo5haZW6Ve0u8A3iVIxKoqRaVGpZo1JSB4xSJWuqr310r6qisLAwNzc3LjHpRHRMVEJyStbpuLTsgydiD56Mj03LuVOnTs6/8s2eqE07jmw/mLJld8zkJVucAqY4Bc4ycR6pbz+yv9d0p5ClNj5zTV2mmwyaJqDqGRqqnm7mN93cf4apz1Qzv+mWQbMtAmcZe08x9Jho7DX5Zadq4wFDDe3D+zqM6DtghK7dMB3bISaOobZeYxYsXnX7zqM9P/2cnZaRdzr3VE7Oqfyzh45F3am+n3v+bO65wuwz+Ueiow8cP348Pv5YXHxUUkJUckJCRlLO2dySsst366rq5NWNqtrmJomkWSqRSORyOcewrf2VZjR+iCzwLNAqViXX2E4oAIpjFJRKSqtaOEbZOv3DI4UOjK0mmTZditM4Or4kTmWCwBMEKepTV1eHLE4cbMl3jYOkUNWHUKlUJE8qCMYZjuNqa2tB42EDmtyi5MQ2xkEtOj5eOFWTKCnQzB8lEomPj4+xsfHu3btnzpz57rvvYnJab2/vLl26TJw40cfHx93dHQDq6+tPnDhhamo6ZcqUAQMGGBkZ4e2NGjVqyJAhYWFha9aswcP8/f23bNnStWvXd955Z/ny5RjI4eLiMm3aNGdnZyMjo++++w4nDU1NTfPmzXNxcfHx8UlNTUUnzGXLlkVFRY0bN2779u00TZ84caKiogIAVCrVtm3b8PupqKj45ptvvvzyy+vXr//O85aVlRkbGwtl9HaP2uxQVK0AmQJkKlCoQMGAmhVWe2UA1MCreF4NQLWOwBwn8ABqpWceWI5RUUjVtELNKKjWEZfigVczimZaKVW2NLKUEoBpbGx8/Pjx/erHdx88LL/3sOzuw7IHNTcqH5wtuZGWe3ZvVMbhhFNHkwoOxp3eczLnYPyZxPyKgmsNaedrdhwrXPdDyld7cr76JX/+usjBU7a4D1/zLKoW+88w9p5i7D1F7D/DxGeqnsvYXs6j+gwa87JTdT/bUEP7cAPn0QZOo3vaDtW1G2rnPTZgzKKf9hxJTDmdGBN36fzFq1dKK8rK79x/dKvibsmt63eq79+pflD24O61iorK6ke1UunV8vI71ffLH9ytqK66X1/dqKyXcS0KkMi4ZgBgmNaUumqlimUY4IFnOeA5nqYYlQJoNJgwwDFAq4BTAacCngIghhJGY1Rh0KUMGBpYpjX6AFgAlucZjmc4juF4huVZDriXhapxPETRgoy3vCBpKK6Qf4W8ThSHbQx/RPLGYVborkvqA4FmxCCStDYFyssFEXYFiqK++uorkmyvfdmaeHhxmuJuLi4uBw8exL0uLi4///wzAAwcOHD79u3o4/3222/fvHkTAHr06HHx4kW00FhbW8fHxwNA586dic8kwtHRcdKkSQBQV1f38ccfZ2VlAYC3t7eXl9ejR4/y8/N1dHQwaCo8PHzSpEkSieTMmTPvv/8+1qUJCwszMDBIS0vLyckBAHd397i4OADged7Q0PDKlSsAoKOjExUVtXv37tjYWJKeUBjnjRp7Pz+/rKws4iv3+zFjz4cXrADnyGVfRGf4o3hWKhuVSqVQKNDHEOdb9fX19+7du3r16uXLl4uLi0tKSq5fv15SUoLmwPj4+Ojo6GPHjkVGRkZHR6enpxcWFl6+fLm07F7+xdKkrLwDJ+J27D28c9/R/+zYs3TV+tmLP3X3H+zmF+Lg6m3pMCh89ETRK29aO7lZeI92CJ5s7jnSwmuUU9j0j8Xu/f3GWfmOtfQebTgo3Mx9hLXfOHOvUWLPkZY+Y8w8Rhh7DDfxHGHiOcLYY7iR+zBj92GmniPE3qNx428XsccIA+dQA+dQM48Rpu7D9Z0G93MOxQsaDQrv6xjSz2mwidswM48RRoOG9B0QbOHoYWrnYuHo4eAZaO8RIHZwM7EbZOnsaevqp2/pYOPq6+gV7Ddk7KS5EbOXrdmyY9/BgwczMzOTk5OTkpJKSkpKS0uzsrIyMzOTkpLi4uISExPz8vLKysoaGxvRyUP9DKhUKjwAc349NU+nFn8UwozfJKqFBKaSMj/4CkCjtEM+Jl63eAp5HcKwWGHZj+dOwfRCwQPHP2nUIDuevginZE/uYmgAAIWc1OpWAbC/RpWywANIW2Rtf1+o3OtIJhQRSaFF3KDahE79SWDfaqPzcXNzKywsrKuroyhq9uzZW7Zskclkzs7O586dw4mkoaFhVVWVSqUSiUQymQx75OTJk9evX69WqydNmuTn54dRB5itMzg4ODc3F23eU6ZMQcp3d3cnLo6ffPJJTU2NUqlEEgIAiqIGDx6MaYMsLS1PnjxZXV0NADKZzMvL6/LlyyqViuf5nj17SqVSiUTSuXNn5GzUAWATocBNKuvFxMT4+Pjcv38fm1Eqlf5WZ/XnoaVqvDGURUhrYHCLXC7H94WR+i0tLTU1NVVVVefPn0fNeXZ2dlZWVk5OTn5+fmFhYfaZi+m5Z1NyzkQlZR44EXckOunQyfhtP+9PyMyNTc0+e/l64aXrJxMzjsenBg4Z5ewZ8NW+pK0HUzfvS9q8N/HrAylTPvt21tofxi39atjcdS7DZvf3G2fhNcrEbZi550hrv3EWXqMM3YaaeAw38x5l7jNa7DNa7D3a3Ge0he8YE4/hT13EHiNMXIeaeYyw8hlj5jFC32mw0aAhNv7jzdyHG7sONXUfbhc40WfsoiGz145auGH0wo1jZixYsGL95u17vt11aN3WH5Z/sWXLjn3Hk7Kj0k4fjE5JzDmbmHM2NiP/RHLOT4eiDsWkHjp0KCcnJysrKy0t7eLFixcvXszOzs7NzS0oKMAGuXr1anV1tUKhIJPRp4LUpNIWP25HNDc3Y2MSHsW8ETjOIIhsLZFI8DCyF6NJhX6spNomPOn9U1tbKxTlOw6eSdWa3b+h6qcTqlrFQtteyVKUUipTtMiVvCbURa5oLcrw5A90SKquqKiorq5+/Pjx2rVrfz9i+PlAjChCQ6+Xl1dmZibOFn19fQ8fPqxQKPz8/GJjY5HbevfuXVJScu/evVdeeYVcYciQId9//z02a3JysouLy+LFiwFALpf7+voWFxdjjwwICPjhhx9omnZ0dLxw4QIAqNVqPT29ioqKqqqqN998Uy6XI6mPGjVq9erVAODu7p6dnQ2ad+bu7l5UVIR+43p6eufPnweAn3766Z133hk3btytW7fIoxHvdHzAwYMHY4gFAGBZG1Kfox2bVEvVpD2RKoQH//YKmOtGLpfLZDJk8aampsbGxoaGhoaGhseN0pqmltomWfnd6jPnL+cUFGWcKjgZn3IiLjk6MTU+NTMuJfNA5MljMQlfbNqqZ2R2MvnU0bjMYwnZkfFZcRkFR2LSTyafjozLjErJPRKbkZh1tqj0TvHN+/nFt6JT87bvidx7MulgbHpkYvaJlNMnUk4fTz51LPnUseRTkUk5T12OxGYcjcs4kXQqOiX3SGzG3mMJh6LT4jLO5BRdTc29GJ9xJi6jIPnUufT8Sxn5l9LyLh46mXA0Jjk6OSs+/dSxuNR9kTFHohMTMk5HxibvPxYTlZwZm5oTl5YTm5p9NDY5IeN0aWlpQ0MDGhEkEklzczOuYIM0NjZKpVJM3vf7nbbNi9DiTwJHJNBkVARB6CkA0DSNijqsXCmc+hPmJsI3CJxpcDgl9T9wjvX48WPc+yIG/D+Ntq6CTznk/0HVwANNcRJJC/BAM5RCIW81nWjOUyjVHNt6cYFDXwemanRMoCjq66+/Jlvb8RUKc3MyDIMd0d3dXSwWHzt27Pvvv+/cuTNOA729vfPy8vAsXV1d1LD179//+++/B4Di4mJ9ff0HDx48fvwYU+jt3r07KCgITS+WlpbLli0DgMbGxh49epw7dw4AHB0dU1JSGIaRyWT9+vUrLy9nGEYkEjU2NmL/trOzS0xMlEqlfn5+ubm5SqUS56cDBw6MiYnBO+nTpw8ap5F0Z8+ePXLkSBB8GEqlUqFQ8Dy/f/9+Hx8f3NjU1ISjGE6K26sxEf9TVP07ILKd8A6JMhb1h/9V+CMGUhqgQaqsa5bXSxX3axrqpYpGmepudV1tk6xeqmhoUd6uetirn8nDJqq2hatp4apqZQ+b1DUtXJ0calrYsofNmWcuH4nN2Hc8ad/xpOMJ2fGZhTFpefujUg7FpUcmZh9LPnUsKScyMTsyMTsyKft48qmnLpHxWZFxmccTs3FOcPBkypHY9JjUvKiU3KiU3ITMwpyiqyVlD6tq5TUtXIMSWmh4UC8te1D7oF7arOIlaqiVqu7XSRsVzKMmeXWjvLpR/qhJUStVNyk5SiCBCV2QftsshIm5Z+AFvM//dVRXVwslXTLCEGsaUix2ZiI6kxUcZ4jojLU6QPPGhae0uX4Hw9OpunVeyAkXZNJnUrVKRViMl8tlACzDqpslLRKpvJWQWZ5huCcd7zswVeN/PM9v2bKFTJPbfejH7kKSiPXt2/fnn3+OiIiYPXv27du3AeDx48fz5s27fv06jg5+fn7FxcUAUFdXN3ToUJFI5ObmlpOTQ1FUbW2trq6uu7u7oaEhisIKhcLFxSUoKOj111+3tbWNiIjASOjAwMCsrCycdvTr1w9/aMOGDV26dPnqq69cXV2Dg4ORsx0cHFJTU8k9L1q0yM7OLisry8LCQiQSSaXS4uLiEydO5OXlRURE+Pv7A8CaNWusrKycnZ2dnJz8/f0HDRpka2t75coVoaqKoH3NQlqqfhZ4Te1tsk4YmhAP6m8Ji1MMp6IZ/Cgp5lfvJCVFcwBNkhb0M6Y5XiKT6/TqXXLxYmsQMEMDwwDHqeXy5oZ6WXPzw3t3H9ytevzwwYO7Vffu3KmqKL9xtbSyorzqTkW+ljZXAAAgAElEQVRVZUXlnYqK8rKK8tt3KsqrKivuVJQ/dblfVVlZXnan7HZVRfndOxVVFeW4UllWVlledq/yTk31Q2lTo0omoxQKtVyuYnglzSlpjuKA5oHmW213ahZoDtQsMAAqhm+WKSUyZbNMiXNl/ECIKhujIZ6qn/h/UrVWyP6TIKEiwjZcsmTJ0aNHyV6WZXfs2LFq1aodO3bgRsK+OMrdunUrPz+f5DsDgIaGhuTkZKHd+tatW01NTZymelDHw7Oo+umLxlbdVv6m1K0KcLWaYhiK51kARq2Wt5qxGZ6ifq0T+ptf74iOiSKMQZLJZF988QUJXmp3oEiqVqux07z33ntxcXEURREFMu4lrUb0NiCY/ZFC6yRBt0KhQGrU09M7ffp0ZWVlc3Mz0Q6dP3+eaIeioqJAI+KfPXv2p59+Ki0txT9lMtnhw4fR3622thYt1ps3b164cOHjx4+PHj1aWVkplUoXLlzo7OyMWe8VCkVpaWlubu6FCxdycnJSUlJOnz59+fJleFJqIY/TvoomLVU/FUKeJlv+61nCgUFFMRTDsQAKNcXyvxI2B4B/Ll+xcsumTcAywHO0UgmMJgaJ4ziakkslaoUcGIZRq3iaxl0cQ3MMzdIUrVaplHKVUk6plAylpinVUxdgUV8voxQKjqJ4hmYpNaVUqGQytULOUuon45c44aCioFipQi1X0RQHKoZHH3z2NwMPkZV/bQSOE3qHET7+nQZ8qlXiZekqHRCkqVGiSE1N7dKli5mZ2apVq0Azfq5YsSI4ODgmJmb+/Pm9evVCAZpYsnft2qWnpzd79mxXV9cVK1bgOObj47NlyxYTExMci27fvu3k5NRR5WnEH1WAt8ns8MReDOKnaTUA19hUC8A01DcDD7IWRYv011pQArsaCuzsr8vvGuD+SojI2jfffAOaHvMi3A1omkbhUqFQzJo1686dO4RTKYoiIQQkfxnmB8WNQk8uYcQhGRp0dXVRwgYNzZNACLVa/VtlEVqRiRMHTlbIraJDGQhMPoR0Sc4B0AxwwmfEO0fRDTQSSbu/Vy1VgybEhfwpZAvi+sRpKi+hXpHVlCtu80QkoE64vU0pF8wRGx0dPSIsCHgKeIpRSHm1nFFI8E/gKWDVrSuUnFVKOZWMkjUDowRWDRwFHAWMCmglMEpgVa1bnrKoWw+jFK3nsmqglb/+CkcBqwZGyavlrLIFxWLiCNIGOPmmaRq7N/HxbPP5PPXc36fejjB4/ZOAr4BorVNTU2Uy2Zw5c9avXw8ALMvKZLI+ffokJSWhRa9Hjx5SqZSIIjU1Nfb29lgpq7GxUSQS1dbWpqamBgQEqFSqGTNmoINtv379sKY1GWP/jmf9fQgLCfCgSWvDarIgkoXmgOaAB4oHisfEOK1DQGvuJqVSDQC1tbV4zcc19wFoGyvbRw8eEy6XNkuJOxHP85oki7/+WgeiaizhgsFaZGs73goZJki34Hke7dAgsGHDk/UxSWg/eqKSKljYNXmeJ7EKSJZZWVmkEhfu4jX1r0hIN+YEaKOL5jQpAsht4PyARJeR0UroICY8i6RXwyOx7EebZmzfV6ul6v+K329wQuqcxskZt5MEUqSFGYYRMlZzc/MHb79ByyWElXm1DHiKV8uBpxiFBCjFr5yKtCpk2f/PwlFPcD/XZq+67cZnQOiUBJr5KydIl0HaAQQv+reJ7p81VGkZut1B0i+SaeKQIUOWL19OJqDffPONg4NDdXX1hAkTxo0bB4LaB1VVVV26dEEPcJlMhtmfqqqqHB0dAWDo0KEXL16cNm3anj17hH3+JaJqFcWoKEZFcSqKU1K8kuKVFCgp4Hg1x6s5juY4mhhnsAvTNAsAw4YNO306WyJtBKBl8ib9Pv1kUjmtYhQyFYdlBAWCtYakOyRVg+ZDfUEpUJ5l63qOJsDbQxJF+sewWlISA8fZNol+EEQDD4IRGdq75tVfAyGdkNiz9sI/g6r/CLinLxzz1AXDClDl2KY++t+D1qxe/+9Fiw4JQs8k8ScATJs27eeffyZ2SYVCERYW9tprrxkYGJAEotj9Tp06JRaLSelMZ2dnrMcVEBBgY2MTFBSUnp4+ZMgQXlMYkBQM7HhgBHabX6larmJKrt08f+na2QslhRdKL5beLrxwraj4BsXIACgeaIZV8TxHUWr0pccZD89zY8eOKTpX0NxcL1c08aA2NTCVNkiBA2WLklJSwAG6nRKWr22o5YBjgGGBbWxp/O2UFwnor6fwl4aqMdkIkcXR6ZrsJdYXHEPVajVGNWCzEg0n+s6o1WpUNGFQCrxshE0SqoOWqtsBf4yqp02btnfvXmG6qL+5fbRU/U+B0JqG9Dxs2LB9+/bhFpVKNXfu3MmTJ9++fXvGjBlOTk4ymYxME/Py8nr27Eku4uXldfDgwYaGBhwYHz9+7ODgUF9fb2Zm5uDggA430EGzoDyLquniK9fOXrxyrvjqucs3ikvLzpy/WnTpBsMqKFrG8RQAU1R0ViQSde/eXSQSRUVF8Tzv7u4mEolEnUTuHoNYXllb98DKzGrpgqWviF55419vnIg8IW+RA8Dhw4dfeeWVTp06+fj5cMApGaWTi9O02dPe6PzG2rVrAcDV1VUkEolEok8++QTlQy1VP/NRf5vLvrm5ubGxEbmZOHMhNyOjk5FU6JVNDOSkalb75if5C8AJcvGLRKJ2f1/wv0XVv82qwAPwPMc+ddl/9NiIsRMYABpAxQGuUHzrAPPbhf2Dy7Ou86xFS9X/MCiVSiLDzZ079+DBgxzH1dfXX7ly5dVXXwXNsPbvf/8bUyuiI+2jR4/+/e9/P3z4EEO53n777ZKSEiKH+Pv7Z2Vl7d+//7vvvqurq+vdu3eHJGkAAKwjwLbmMG7tsiyATMUUXSjJP3Pp3MVrFy/dvnDpdv6ZK+cu3AJQM6yc49VVd8vefvutq9euyOXy8vLyjz76qLKykmGpwCD/4ktFSpW0oakaQG1oYDxq5BiG4UpKrnbu/G5Li7ykpMTBwQEAampqlixZ9OOP2xlGHRISOHbc6PqGWpZlk5KSRo0axWu8uDiOQ9+pfxpVP+uRnkOqxhWZTIbpDIWGFp7nlUolxltjoK1cLic+GvCkVYY8oEKheGo1mw4OXuPyJpPJPvzwwxfhXq6l6jaO1mS5Xn7HSGxJAah5YDQkTT2bSrVUrcX/B0KGBoBr165FR0c7OzsvW7YsPz8fv8HXXntt+/btALBnz56uXbveunVLqVQePnwYiwP16dMnLy+PpumLFy+amppicI1Sqdy9e/fGjRtVKlVUVNScOXNYlrWwsACAysrKv+dRfxfPomoW4PLVm+cuXiu5Wl56/W5J6Z2i8zdLr92laKlc0QhAp6Unjho9gmFajYMLFixYuHChRNI0dtzo07mZAHR9w0OWV3TvpiNpbmlqktA0p9enb21N3ZEjR0Qi0b/+9a/XXnvt448/+nLDepVaMXHiuLS0ZIyZYFlWLBa/8cYbWBiC+EJpqfqZIA7hDMNkZWXV19ejtkcYe6BWq2/fvn327FnhKfivRCLB6zc1NV24cKG2tva3hS9fIqjV6suXL9vb27+IBOP/O1T9DKJ+MteCYJGpVEZmZrcqKnD4oDju96n3Wdd/1vJHqf2P/4IWHRfEMLdly5bw8HB3d/eAgIBBgwZVVlY2NzcnJCS4u7u7urr6+fklJSXh5zl8+PC4uDiVSnX16lUDA4NevXr17NmzqKgIABQKxbVr15ycnPDiVVVVHh4eixcvHjJkyN/4jP8NmpItwGCPRYuUnOKLLl09XXTlTPH1vIs3cy/cyDhz5czlcoqWyhUNAFRaRuKo0SMYtlWTumbNmsTExJaW5vDwwZdLzjc2PW6R11FMy0BbR2ltM348/Xr3rSq7E3nk6PBhw+obGngAFrj7jx8qOFXIsNBzVy7KGAV6NNfV1bEs26tXr06dOrW0tKAr8T+Nqp+F53hUqVTKsuzNmzf79u2LZTyEfmSNjY1VVVUuLi6urq49evTQ19fneR7TJXp5eZmbm8+cOROvU1BQ4OnpCQLv9JeLqrGVaJr+5Zdfpk+f3r5uTVqq/q9UOnLs2N379iFT0jyvpWot/jxIoghSNZiUtW5zpDCsVFi3UKggJGdVVFTU1dXxPC+TyZRKpUwmu3btGmhMhB0ywPrpVN0spy5du33xWsXFqxVnS8rPld7Jv1R24fo9ABXDyjheVXX39tud37x6rQQV4J07d7548aJKLQ8I8C29VkzRMgCVXNFg2Ktfw8M6ZbOcV7FmRqZAc5cuFvfp1ZsDXq5QsMDJ1HIZrRgyZlju+QIlTwnbXyKRBAcHHzp0CKN8tVT9dOC98Tw/evToqqoqXV3dM2fOYLCW0O6Snp6OF/Hz81uxYgUA7Nu3b/PmzQDQs2dPtEz36NHj7t272E1JJPQLftz2BCmQN3fu3B07drRvF/lfo+pnOJU9cwFgDh7aO2r0cACG41vHFJZ7tgqc/4PLH1eBa/EPgDDvGJl8t7S0kFAXAJBKpYSneZ4nLjh37twh15HL5cjZKpWKaNTJkSTkFbe8UGp5XlACgxIPGgU4DdAoo+QcSGmoU4CEgTol1KuAYWUULeF4FQBVdO6MqJOoe/duIpEoNTVZJm9paq5PTIwVdRJZ25jJ5HVKdZONiSUtVfFKllPQNub979+5Bzz8snuPqJOo07/+9drbb2Tnn6KBGzlxdE5RXjPVAgCbN29Gn7K33npr6NChJJJTS9XPBIlXlsvlurq6WOkSNJ1bmMsMAIYNG4bJwyMiIvbs2cMwjFgs5nne398fE+8RbzKSfeVlAalfEhwcjJkNtFT93HgOqr5xo9RMbMxxFM2ocEyhKIWWqrX4k5DL5SQzCWFrTpCYGSHMP4HeyKAZzUiOB/TaAYEIzvM8+veQ0aM1OqnD4elUreahRc2pAdQACgAlgAKghQeKkQIoeVAzrILnaYpSNDY2APD4LwDb2FQHoAag1LSEAwW6g8rqJMACq6KBA5VCCTxPMTTLcRTPsMBJKbmcVck5FQUsCYcDQZSvTCb7e6ga8dVXXxFx7cX93nMDi12CJuDKysqqqKhI2DTI1nhAXV3dRx99dPv2bbVaXVBQYGxsvGDBgqVLl3799dezZs3CBE88z2M/bnctUJtvgGEYodxPas2SvfiOSQIE4XUw3SNoXgoGCSiVSry+oaFhU1MTmcG0183D06iaOO3jYcKuSQpmcBxHfC7a8ZY6FPDT7dq1KxZRaOPTx7Isjqp3795FeyEAyOVyfLk0TQvHWaHbI2gaDVWaeHFeEwWLAzHm8AGNBMZpkuVhByCOlsIIXfIt4291yJQXWmjx/HgWZT4r8qi98Nc/qQiHD5qm169fL8yt0TGhVqtxYBKJRDdu3ABBhVcQZDrz9/f/9ttvibhcXV1dUlJSWlrq5uaWm5s7depUDw8PMpISb7V2AbFtoJs62Y71IdocSdIR4ArJpYrVFPBxhBVnhcVzGIZ5+PAhuXh73f8flarJ3AIVbigZdNhQkD8PbGofHx+sdtrmNSFUKtWXX365fPly4UvHFWwZEvEPGqKtqakZP3784cOHQfN+WZbFDkyYGACkUmmbmSXHcUROAs3LIiXeeU1eP+igQbRaaPGn8D9E1WRty5YtnCbvYAeUiohKB8cgkUhUU1ND9qIUolKppFLp/Pnzp0yZQtKbgGb8Mjc3LywsXLx4cXR0dFpa2tixY0lt9heRAgUrfqIOgAymwrKMvCCnIwGnMYQQ2zwpfETU+8LMawAgkUjases8i6qF1SS5JyVs7LsvVxqZ5wZ2v23btk2dOhWerDHDcRxJj7By5cqxY8fW19dzHKdWq6VSKZlOoUxMWk8ikSANz5kzBysmYUVt3IvdAE8pLy8nt9HQ0CCcYuK3gE5JQk9JIT03NDR0wO9aCy3+DP6HqBpTgNE0/eWXXwqn5x0NwrtiGOb111+/ceMGsiDHcTk5OThCTZ06NTw8nJyCwYUtLS2zZs368ccfAcDDw6OkpOTRo0ceHh4v4j5xaP6tEUFY5IO8aZLbHACam5s5jXxGRn/hUIuTFcLlAFBbW9vuL+tZVP07EAqI+ODtq5PvUMD3VVpaamxsDAKdP3mP+Oe6deuGDh16/fr1VatW4YtraGiIi4traWnBIwsLC4nxIjc39+7duyNHjoyKipJIJGgxuXLlCmq8sUoxghgjEQzDkAkrTg1BYMDCXoRxE/AS+mRoocV/xbOo+kXjr3/SX0fkzZs3d2SpGgDu3bsHAEZGRuiP9+GHHw4aNAhTB3Tv3v38+fO7d+9+9dVXXVxcnJ2dvby8li1bBgA8zycnJ3t7e+OR33///fLly2fPnv3dd9+hLvHBgwfte59kAsFxHKqyhdVFiXwMGhbEWjdtQI4nt6dWq4menBxDAtXa6+b/K1Xjj9IatEnO+o/XshKXAl1dXXw1mOsf3ynqUQBg9erV77zzTlBQ0Jw5c7DMUU1NjUgkwjdVWVn5zjvv1NTUPHr0qFevXn5+fra2tkZGRnv27AGADRs2DBw40MHBwd7eHgDq6up8fHzef//9Dz/8cOjQoRjWWVlZGRYW1qVLl4CAgIEDB2ZnZwPA0qVL/f39nZyc0tLSAGDr1q3nz5/fsGGDu7v7sWPHQKCa0kKLfwb+t6ga8fXXXxNV598i4P9XkPrqoPHBw+2VlZUkhyjZiDTMcZxMJouPj0fxGmvJ5eXlFRUVCSXadgRpOqVS2abElrBsEadxLKRp2t7evrS0FADq6+tRQhXGi69fv/7+/fvEwxOV4SzL4hahJbsd7/+pbmWcpr6ksHvgT5eWliLNIDpkvGb7gNfYJnx9faOjo3EjvhRcx2D9Tz/9dO7cubhl5MiRu3fvBoARI0ZgTcMvvvhi3LhxHMcNGzZs69atcrn88ePHBgYGSKjLly/v1avXw4cP0eN04cKFkydPJjbyzz//HADCw8PxmqNHj46IiGAYZtu2bSNHjlSr1adPn/7www8rKyvXrFnz9ttv//TTT9HR0SKRKC8v7y9uKy20eNHoOFT6oiGqrKysqqqqqan57LPPOr7eUiqV8k8qAHEF7xx14KTCJiGMyspK0BTt4AWONuTEdrSzClWUHMeRnAbkVoVSNW784IMP7t69K7yI0JV30aJF5eXlaK2UyWRE80F+oo0j8Z/EcyjAAeDMmTOrVq1ChzKpVDp+/Ph2vKWOBuxIW7ZsWbx4MfHPb+Pnv379+kWLFmFUwsyZM/fv369QKPbt22dhYSGXy729vbOysjiOs7KywhrDAGBjY7Nv3z6GYdauXfv111+DZlYqFouTkpKwz5w8edLPzw8AAgICDhw4wDDM1q1bIyIilEqlpaXlzp0709PTMzMzzczMMjMzFy9evGbNGvwKZs2ahTWa/vLW0kKLF4j/IapGZSbHcSSuusNK1eT2kMPa+NYSEx2OmG38xdRqtdANhxSffhF1DJVKJd5SZWXljz/+uH79+oMHD2IHKioqWr169erVqzHSjOd5iqJ69+5dV1eH6n2GYfLy8tCQiXIzRoEDgEQiqaqqEj4v9sinmsafG79D1aiTqK2tvXv37q1bt65du3blyhXiV3Xx4kVykXav99WhgFl3cnJyAgMDsYMJExKwLNvc3Lxhw4Z169bh8cHBwWilBoDOnTtnZGT06dMHjzc2No6KigIAnuednJwOHDgAAKtXr16+fDlRcXXt2hWjFViW3b17t7e3NwBMmDChd+/eTk5OZmZmZWVlAGBkZBQYGLht27aIiIiVK1devXp17dq1q1evBoDm5ubx48fHxMR0/Lm4Flr8IfwPUTVo9MYbN24UVlfU4vmA0whMNTBo0KAxY8YkJCQMHToUzYSTJk2Kj4+Pjo5+9dVXb9++jcNxv379bt26haePHDmyb9++ixYt0tfXR9fuf/3rX1euXAGAu3fvdunSBbX9DQ0NnTp1AgCWZT/44IPNmze/9dZbn3zySVxc3MyZM0UiUVhY2HM/glwuxxo+JH8CRqLj+oEDB8Risb29/aRJk95///07d+40NjaeOHHC1dUVRX8HBweRSOTt7b1kyZKYmBh/f/9+/fq98soryOhr1qzp0qWLSCSaOHHiw4cPOY6jKGrIkCEWFhZOTk5OTk45OTksy6akpIwZM8bT0xOFzry8vJ07d2ZnZ48ePXrLli3P/Wh/HiReTqVSGRoa2tvb29nZ+fv7+/n5DRw4cMGCBei9tXHjxoiICDxlwoQJO3fuBACO42bMmNG5c+d169ZhPd1FixZNmDABAHJzc0Ui0S+//MKy7M6dO0mZwvr6+vHjx69cuRLfhZeX15dffknTdO/evcvKyjhBfgw/Pz90ICce5itXrvzyyy9R4p84ceL+/fv/6sbSQgst2glaqm5nKJVKdNy9ffu2SCTCcRMblqZp3MVxnI+Pz7Fjx1paWiQSCXobyeXyhw8fvvrqq/X19QzD3L9/HzXbb731VnV1NYkmr62tZRimoqJCJBKRuLXNmzejtfKjjz6KiYnBtOc7dux4DicvrJ3+6quvokyP81N0ZQIAtVq9bds2KyurhoYGhmFmzZq1Zs0aANi7d6+Pjw8AqFSqioqKTp064Ynbt29/8803L126hBc/evSosbExpuaYNWsWnrJ06dJ169bJZLItW7ZMnjyZ47ji4mJdXd179+4VFRW9++67p06dOnbsWJcuXXx8fAoLCy0sLHbt2vXn39Sfx7lz5woLCwsLC3NycpKSkjIzMy9duoSfT2FhIapDJBLJ1q1b0TeCpumEhIS33nqLSLfl5eWhoaHvvvuuv7//1KlT4+PjAWDSpElYJRd9v69du9a/f//Q0FBdXV1SaGH06NE6OjpYRvfzzz+XyWSpqamGhobz5s3bunXr0KFDAWDNmjWbNm3C46dMmYK2bS200OJlhJaq2x/IalFRUba2tsKMKACwZcsWGxub4ODgd999d+vWrbjrjTfeqK2tValUhw8fdnFxEdbPVqvVIpGooaEB1d2dOnW6fv06AJSVlREls0gkqqysxIg1Ly8vVLQGBwejA/zz4c0330SuRY9llN5w2nHixIlBgwYBAM/zERERS5cuBYAvvvgiPDwcTSdKpRKraDMMk5CQMHHiRDSXtrS0DBkyBPOxA8DNmzd79eoFABs3bpwxYwYAxMbGenp6UhS1YcOG0aNHnzp16sKFC6NGjVqxYkVsbOzIkSPxxPnz5+P84G+BQqEQZhAjfnZC7wEAoChKoVAQRRxxj9+5c6ejoyP2ChJrR7wN1Go1SSFJeg4egw4lANDY2FhaWmpoaEjmYe+++25tba1cLr9///6xY8d27dp1/vx5ACgoKLhw4QJe4cSJEzdv3tTaqrXQ4iWFlqrbGSSzZkxMjKGhIW5EkouLi8NKsUql0svLKz4+vrq6mqbpt99+G/n11KlTBgYGRJxFofnjjz9GB2OGYUQiETqgXb58WSwWo7OxSCTCqKHdu3ejnEpR1OLFi+fNm/ccUnVTUxNN02QegJ5xuI4re/bs8fT0lEqlHMd9//33W7ZswYddunSpVCqlabqkpOTf//43PsJXX32FNIxsPWbMmLi4OMzOdv36dR0dHbVavX379tdff93FxcXNze3IkSMA4O3tHR4evmHDhpkzZ65YseLq1av79u0LCQnBpvvuu+/QC/pvARGIUbFMURTxXkQPeWEldfSrEL4FExMTVAkI3UHQCUAmk5Hkz2q1GlubuGWgBQ5/vby8/L333lu9enVGRkZYWFibDAEqlUoYCoEnCovTaKGFFi8dtFTd/qAoSi6X8zxvZGQ0atSovLy8gIAAtVqdmZnZs2fPvLy87du3d+rUCSNzVCoV4cWSkpJu3brl5eUpFIrdu3ejFCV00erWrRsWKdmwYYO+vj4APH78+L333sNx/8aNG1jcU6FQjB49mrg1PQc++OADklsDBWWcTMhkst27d2PJMrVavWTJks8++0wmkx08eHD48OGg0f+LRCKkil27dqE3OFLO+PHjw8LCcH3FihWYrMbJySkzMzM/Px+TwHAcN2bMmJUrV5KbUSqVu3btWrJkCc54Vq1atWDBgud+tHaBsPigcCOKrcSxhZR9w5h+jBjEP5/lXY+NQ1wgMV6LYRhh/JtSqSwvL9+0adOXX36JXmmo/BDeDwkqE96w9tPWQouXFFqqbmcQvWVLS4tCodi0adPcuXMTExNRsfnjjz+GhITs2LFj165dhYWFKDm5u7sTB66UlBQ7Ozs9PT1UX6tUqr59++KwrlQq9+7d+9prr+nr68+dO1dXVxdPR6O1QqHIyMiws7PD64wcORJDeJ8DdXV1H3zwwTvvvIOpZjp37vzqq6+6ubnhbaSkpKDSGwD27dsXGRmpVqsPHTq0aNEi3KhQKMLCwnr16vWf//xn7969kyZNItSlVCoHDhzo5eXl4ODQp0+fxsZGiqLWrl3btWtXX19fHR2dOXPmyGSye/fuGRoaLlq0aN68eTNnziwrK4uPjw8ODsYrfPrppz/88MPzPVq7QCaTtQnAw9cndJXHFXxq4mkIAEQK5ziuubmZaCwePnwojMJHqm4Thkd8wskWoUK7paUFxXpS916hUJDMAW2Eey200OLlgpaq2xnYhjjIogmzjcESR2FSd4GQNI7aJCM0QZu8lfBkRTzMCwuaOktYwEOhUNy8ebO+vv45FJ5CdS5oyIBQwv3798mRbQrao2cc3ioGr6MvtPDOGxoa1Gr1zZs3s7KyeE0hqa5du2Jz1dXVDRgwICoqSqlUNjY2/vTTT5s2bcrMzASAs2fPxsXFAQBN03l5ebGxsX/0udoRQlEYH5YUQAON83+bU4Qvos37JW8TewuptAG/ye5OKmuR/AFYH0V4M+REYXD/8z2mFlpo0XGgpeoXBaGkRdM0UqBcLsctwuBv0PC3MDScE1RMIttlMhkp44FbcKQmLk7NzZLHMvkAAAxsSURBVM2Yywyv3IYV/p/A3yVDPF5cGMVO8qTiLqRkvKU2LIW3R0LhyQF4MDbR+++/v3z58tTU1AMHDrz//vvo9kzi3cmTCi/yN4IUrCVPKnxkcrfCjCgknSf2AdJ6+NKFVYTxX8zzQ05HgVhYNBee5H6ZTIY1QnhNXVcCUioG/gdyvmqhxT8Yv2a6IClQtNPwFweapskgS2oftZkbEUISDrukSgeRovB0NN/+jSDWWWFic5KLlNweybQDgkLLiMrKys8//3zt2rVbt25FqZ1MNf4BIGbpp+7CFaLJIBFxoGkxUk4NNBMjeLIqFwi89Gmabsds8FpooUXHgZaq/zoQryKpVIoqX6FAJpVKhZptYawOyXCOW4hsTcpYtWO96ucDmW0oFAqcTEilUjKrEBpKm5ubicTfpprn/7V3riFR/F0clyhKokIppbRCw0TL3pgtdqE0u0gXvCQW2UXQRIIKtIgKii6SSTfE7rWVJRSVWXjD7GKEi1paVm4lwuZqlra2V52dWc/z4jx7mL/Pvxfy6K4u5/NC3Jltm9/MOmd+55zf9ysXWsEPdA0tcfJZAQC9Xt/d3W21WmlJFa3XUqvVV69effXqFb5TnkLAtvyamprOzs7Ozk7qEgf7OngAMBqNHR0dOEfvN7dmGGakw6HaQVBnL8Vj3IL3cTIoxBCO8yfU7MQtNGeVtyxRldqRA+kHZW5pzicIgnyuL+8kp41UBSBxGJDpmWNCeDiku/9/8HHEZrOhED0A1NXVRUVFBQQEoJ8HXtmioqKJEyceOnQoJCRE7raOjzsqlcrX13flypX+/v6FhYVms9lms61Zs2bHjh3h4eEAIIqiRqNBaRpnjZRhmKGDQ7WD6FdcxMBGHtVIvxZimpWS5oYoipjh7O3tpcmrc6+XXOgDAHDNNNhLy3RsJpMJBc4sFkt3dzepl+NesiEBAL1ej59gMplcI50rd4FrbGwsLy9//fp1enr6sWPH8Fvx+/dvd3d3tVqN193b2xsLAfSvvLy8KioqaCEcAGi12o0bN4qiGB8fX19f397evnXr1ocPH5KqqFNGyjDMEMGh2qHILUMIbDuiAm1XVxc2FeN8VB6xqO0Ip6H0czhUdnU6HR6GJEmYOSDtrX4O6JiexdY5sE+7LRaLzWaTd8m5xqwa7K4wchE6ANi6dSsub7NarU1NTV5eXgAgSRJ6ZFVWVmLyX6fTqVQqXEOv1+vNZvOqVasqKipu3bqFk+/IyMjPnz/fvHkzPT0dpdPAhU4dwzAIh2oHgfGJst9XrlxJSkpKTEx8+/YtAPT29losFurX7erqev78+Y0bN968eYO3eJ1OV1dXV1VVZbFYMGWq1WovXbqEn+bES9bT04NVZ+obV6vVL168aGhowDegggfWobEBvrW1ta2tDQBw7a/806g9DUXZ/vXJZmTRz6cO7Ul6enqio6OfPHkiCILRaHzx4kVoaChmyAVBWLp0qVKpBHv/tkaj8fT0tFqteK4WLFigVCptNlt0dPTevXs3bNhQU1Mzd+5celz737PKMMxIh0O146ATW1RUtHv37ry8vMuXL7u5uXV2duIdHPf++PEjLCwsNTV19+7dgYGBr1+/NhgM165di42NTUlJOX78OADodLr9+/ejSweuznLaqAAMBgMegEaj2bVr19q1a48dO+bl5YWzRprhCYLw8+dPHx8fhUIREhKyf/9+ABBFMSMjIzQ0NDQ0tLu7W5Kkrq6uyMjIjo4OFyu74uo7ulKrV68+ffo0/q5SqSZNmkTvjIyMvH37dk9PD9YCampqfHx8cJcoiosXLy4pKQEArVb78ePH379/e3t7f/r0KT09PSws7Pr1644dFsMwjoBDtYPAiY5er5eveBYEYfbs2aWlpWCvTIuimJubu27dOrwoR48eTUhIAIDExESVStXS0rJgwQIAyM/PRw1Rp2e/6dtCC7GwWezy5csoeA72XILZbN60aRPKnba2tvr5+TU0NIiiOH36dAA4cuRIbm4uAOTk5KAfVD9pzBGKTQZuwXFFRETcunULr3J1dbWnpyeeN0mSxo4d29zcTE3jRUVFgYGBYD/Dvr6+tbW1mG/o6+vbtm1bYWHhhQsX8MR6eHgMh2oIwzCDixvpHWZnZ5PKP0froUCemcR8uNVq9fDwaGxsxBOOCc+UlJQ7d+7ge6qrq728vERRTE1NLSsra25uXrlyZXt7OwqIkhK1c6+XxWLBcjtKWuLGEydOoI0EjrSvr08URXd3d51Op9FoACAmJga9xWbOnInvv3Tp0rt371atWiXvTXPOkAYPTHuAbMUaNvZHRETcvHmTVgEEBATk5+ejRGtwcDAOvKqqSqPRWCwWT0/Ply9fSpKEreD0Lbp7925SUhIAHDhwAF1AfH194Z+CowzDuABueFOQJIk8GbGnyalH5YLQeiTSsRIE4eDBg8nJyZIkYQ8Rbl+2bNnZs2fRW6m4uNjf3x8APn78GB4eHhUVVVpaGhkZ+ejRoy9fvsAwaCAiKS6z2YzV6OXLl8+YMQMjirxNzGQyjR49mhZMZ2ZmpqamWq3WzZs379y5c/78+e3t7SEhIVilhn/qp45oyDcTADo7O0+cOBEeHq5QKBISEpYsWfLnzx9Jkt6/f7948eJx48ZFR0eTgOi8efPOnTtnNBrv3bs3derUNWvWjBo1SqVSAYAgCN+/f/fz80Nxt6KioqioqNzc3GXLlnGhmmFcD7fm5ua2trYfP34cPnzY6UoaLgypUpAA5/379+fOnUuRiUhLS8NUsCiKz549CwoK0mq1lAo+fvz4vn378vLy9uzZo1AompubHTiIf4eGhlnZkpKSd+/excTErF+/Ht0jAMBsNtfV1Y0dOxb9HAEgKSnpzJkzAPDnz5/a2lpBEGJjYx8/fpyRkZGcnJyVlQXDQIttELFarfRYLEkSxm9Kh2DoBZmsDXYa4l4s21dXV+NLbAVvamr69u0baco2NTWpVCq0QXP44BiGGVrccPGrIAinTp2irRyzhwjsfDabzZWVlYGBgTQlxY2SJBkMhu3bt2PvmCRJjx8/jo2NBbvydnl5eXR0tMVimTJlitVqvXr1akpKCji1U5pmzPgSlah//fqF7tpardZkMpFDFPbQYSZgxYoVWJMGAFEUlUplZmZmTU1NYmJib28v+m45Y0CDjLxyjLFZ3lwGslNH78SnNxIGlxtuSpKEajnYo4C7aIU91Ro4Ac4wLsZ/vZD7+vpycnLIrJBr1YMO6ZFJklRWVubh4VFQUPDgwYOXL1+q1WpBENrb23ft2gUADx8+nDhxYltbW0dHR1BQ0PXr1ynLPXnyZFwEFRgY2NPTo1QqsY/aiWBgwC9Ma2vrjRs3cHttbe2YMWMwwOj1+oaGBkEQsEUZlcwnTZqEEb2jo+Pnz5/+/v5Wq7W4uDg5OdloNCYmJra0tLhAWxnYldtNJpN8ODjDpoY7sBeY5U/JOp1O7m4C9j9MdLfsV6Uih+whHg3DME7ADdfpGo3Go0eP0j2XGQqoW6qgoCA8PHzhwoVxcXERERHZ2dkA8PXrV4VCgTOkrKyssLCw4ODgixcv0mQrODgYU6BGo/H8+fNbtmyZNm3a9+/fsVrpXNDcCQDi4+Pd3d2nTp06Y8aMN2/eoBtjXFxcWloaAJSWlk6YMGHRokXjx48/efIkSXzPmTNHrVYDQEtLy6xZs6qqqgICAlwj+y03qQQASmJRCx7+pBQCCdXhXyL16+HvNpuNMt4AQMoqFouFhOWd3r7AMMyg40a/YeEQbxyuMZsZbuj1eryN0unF+7jcmgJz4GDPaaNPAwD09vaSSBkADB9LBtIBpUGRvjcdLZo6g32MxcXFuB2DcX19/dOnT8EekD58+KBUKsktyrGjGSrk104OnjSyu6bZM3Yayr8etEvuf4pnXu5ojltcpiOPYRjEDfUdcbEWbWUN4UGHmn1IZZOWVstznriRPDDk/sfoiohbqBgpz506Ebn9ts1mw+hCbVPy+EEpcVI3k9t60romuXXYiIbsOvAllZPBftVQpQ73krEpPTHL3c3JoAUAqEscAAwGA/4v2O7gmHExDONIWAKFcSh9f8H2F5x9vAzDMM6HQzXjUDhUMwzDDBQO1YxD4VDNMAwzUDhUMw7lb6H6bzj7eBmGYZwPh2rGoXCoZhiGGSgcqhmHwiGZYRhmoHCoZhwKh2qGYZiBwqGacSgcqhmGYQYKh2qGYRiGGdZwqGYYhmGYYQ2HaoZhGIYZ1vwHbPSi+PrLlEQAAAAASUVORK5CYII=&quot; /&gt;&lt;br /&gt;

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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
 Refer to the figure below. The figure shows how much of one element is 
present in the Earth’s crust relative to the other elements. What 
element is the most abundant in the Earth’s crust? What comes second? 
Are these metals or nonmetals?&lt;br /&gt;

&lt;br /&gt;

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&lt;img alt=&quot;&quot; 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&quot; /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Refer to the periodic table. What constitutes majority of the elements, metals or nonmetals?&lt;br /&gt;
Interestingly, even with the fewer number of nonmetals, their abundance 
is higher than metals. As you have seen above from the two graphs, both 
living and nonliving systems are mainly composed of nonmetals.&lt;br /&gt;

&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; As you learned in module 4, elements form compounds. The 
percentage abundance of the elements reported in the graphs above 
accounts some elements that are present in compounds, much like the food
 ingredients you encountered in the last module. For instance, sodium is
 present in sodium chloride. The 18.0% carbon that makes up the human 
body is mostly compounds of carbon such as the DNA that carries your 
genetic code.&lt;br /&gt;

&lt;br /&gt;

&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;&amp;nbsp;Oxides of Metals and Nonmetals&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Similarly, oxygen accounted in the graphs may also be in 
compounds. Some of these compounds are called oxides. These oxides may 
be formed when an element is burned. These oxides exhibit different 
acidities.&lt;br /&gt;

&lt;br /&gt;

&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; In module 2, you learned that there 
are indicators that you can use to determine such. One of these acid 
indicators is the litmus paper. What color does the litmus paper show 
when the sample is acidic? How about when the sample is basic?&lt;br /&gt;
In the next activity, you will separately burn a sample of a metal and a
 nonmetal. You will test the acidity of the oxide of a metal and that of
 the oxide of a nonmetal.&lt;br /&gt;
&lt;br /&gt;

&lt;br /&gt;

&lt;br /&gt;

In this module, you learned about the properties 
of metals and nonmetals. These properties are the ones that determine 
their uses like aluminum’s malleability to become soda cans, and 
copper’s ductility to become electrical wires.&lt;br /&gt;

&lt;br /&gt;

Most of the
 elements are metals. Some metals are malleable; some are ductile; some 
are magnetic but all of them are electrically conductive. Nonmetals are 
electrically nonconductive except for some forms of carbon.&lt;br /&gt;

&lt;br /&gt;

&lt;br /&gt;

It
 is important to note though that most objects are made not of a single 
material, rather of a combination of materials so they become fitter for
 a purpose. This is where your knowledge on the properties of materials 
comes in. Which materials do you combine to make it fit for a purpose? 
As you can see from the image in this module cover, the electrical wire 
made of copper was covered with rubber. Rubber is mainly made of 
compounds of nonmetals such as carbon, hydrogen and chlorine. As you 
have learned, nonmetals are nonconductors of electricity. Using a 
nonmetal to cover a metal makes it safer to use as an electrical wire.&lt;br /&gt;
As you advance to another grade level, there are more properties of 
matter that you will encounter. It is hoped that you will be able to 
maximize the properties of different materials to create new beneficial 
products or find other uses for them.&lt;br /&gt;

&lt;br /&gt;

&lt;br /&gt;

&lt;img height=&quot;320&quot; id=&quot;il_fi&quot; src=&quot;http://www.popartuk.com/g/l/lgpp0465+periodic-table-of-the-elements-table-of-elements-poster.jpg&quot; style=&quot;padding-bottom: 8px; padding-right: 8px; padding-top: 8px;&quot; width=&quot;452&quot; /&gt; &lt;br /&gt;
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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantzoy.blogspot.com/feeds/6468155500862403916/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dantzoy.blogspot.com/2012/08/metals-and-nonmetals_6175.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/6468155500862403916'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/6468155500862403916'/><link rel='alternate' type='text/html' href='http://dantzoy.blogspot.com/2012/08/metals-and-nonmetals_6175.html' title='METALS AND NONMETALS'/><author><name>scascsac</name><uri>http://www.blogger.com/profile/04606276285163913931</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3410715850893598058.post-6600315578380291464</id><published>2012-08-06T07:40:00.000-07:00</published><updated>2012-08-06T07:46:05.649-07:00</updated><title type='text'>METALS AND NONMETALS</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Elements are the simplest form of substances. This means that 
whatever you do with an element, it remains to be the same element. Its 
physical state may change but the identity of the element will not. It 
may form compounds with other elements but the element will never form 
anything simpler than it already is.&lt;br /&gt;
There are already more than a 
hundred elements and are organized in a Periodic Table. Some of them are
 naturally occurring and some were produced in a laboratory.&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
 In this module, you will find out more about the elements. You will see
 that majority of them are metals, and almost the rest are nonmetals.&lt;br /&gt;
&lt;br /&gt;
How are metals different from nonmetals?&lt;br /&gt;
How are they similar?&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
 In the earlier grades, you segregated objects according to the material
 they are made of. You did this when you were starting the habit of 5Rs —
 recycle, reuse, recover, repair or reduce. Look around you. Which 
objects are made of metals? What made you say that they are metals?&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
 Perhaps, you have been identifying a metal based on its appearance. 
Most of the time, metals are shiny. They exhibit a certain luster.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Other properties exhibited by some metals&lt;/b&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
 Some metals are ductile. This means that metals can be drawn into 
wires. An example is copper. Refer to the figure on the right. Note the 
form at which copper is mined. However, due to its ductility, copper may
 assume a form similar to a wire, just like the image in the cover of 
this module. Gold is also a metal that is ductile; however, it is rarely
 used as an electrical wire. What could be the reason for this?&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
 Some metals are malleable. This means that they can be hammered or 
rolled into thin sheets without breaking. An example is aluminum. It is 
mined deep from the ground in the form of blocks. They are passed into 
mills and rolled thinly. One common form is the aluminum foil that you 
use to wrap food to keep it hot. Most soda cans are made of aluminum 
too. Find a soda can and strike it with a hammer. What happened with the
 soda can?&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Some metals are magnetic. This means 
that they are attracted by a magnet. The common ones are iron, nickel 
and cobalt. Get a magnet. Try them in different metals in your home or 
school. Were they all attracted to the magnet? What metals are these?&lt;br /&gt;
&lt;br /&gt;
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&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;132&quot; 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&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
 Metals are known to possess luster, ductility, malleability and 
magnetic properties. However not all metals exhibit all of these 
properties. For instance, the metals sodium and potassium are not 
ductile at ordinary conditions. They are very soft that even a kitchen 
knife can cut them into slices as what you can see in the image on the 
right. Note though that only experts are allowed to do this. Recall what
 you have learned in module 4 about sodium when it comes in contact with
 water. Zinc at room temperature is not malleable. Most of the metals 
are not attracted by a magnet. Nevertheless, a material is still 
considered a metal as long as it possesses any of these properties. A 
material that does not possess any of these properties is known as a 
nonmetal.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;color: blue;&quot;&gt;&amp;nbsp;Properties exhibited by all metals&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; But are there properties that are common to all metals?&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Electrical conductivity is property of metals that allows electricity to pass through a material.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=3410715850893598058&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;200&quot; 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&quot; width=&quot;153&quot; /&gt;&lt;/a&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
 The metallic probe in the figure on the right is the one that comes in 
contact with the sample. It will measure then display the electrical 
conductivity value in the liquid crystal display (LCD) screen. Refer to 
the periodic table found at the back page of this module. The electrical
 conductivity values are written at the bottom line of each box. It is 
expressed in x106 Ohm-1cm-1. What do you notice about the elements with 
electrical conductivity values? Where are they located in the periodic 
table?&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=3410715850893598058&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;199&quot; 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wdCbmd3DElboAK+rbzH6EfLpL77vl9brV0FeYA+Hep5994Sii6n0HRWxcSMUZUYvxH70ImV5CiwaAgCpVKq2tpat98uuclTuOVdBKVD8kCWEdFsI2MvnRmQZhx4WtQGHTsWOWq+r8d7vqr+E7DWUwiosVhIUiNgoII6x4S8eE1fB8pHPGENRT/TyeSepqTSuMmLhiomhEEVqFSn3zKtgsxF92HlTMSAXKCiKommaWCUVDVshRqNcE3KKF9YU2GPYN3aIuehvQ6/oECqCWGnR07gz+vhYRmPjkN2uVcnoAdF3GOQzrqHJwvM8jAijRajjXq719fVspD4d4eWefBVsNvBBUrtAdXV1XV3d/PnzIUdYef2MjuPQxEYKHJEY2AXxTnEvX5yEH7EHdzuOC/BXBf0NPpPXnVdJhHxyWfQAN7dKMXTNPIuLIAOmXmYqlSoQWgEVOtvqwD48XAC5rq6ONRYg8r7WouIVO/LoTpoGxJpvganPRUezG1/ZOcpcFf7aWkCfaehdFbXus/lheaPMLMvCCq5xjz7kl0TQ0cvzfLerxpR7RlZQHPI+vG7XwWYRpx6y+/2I2Qu6hhGFaCg0XguTV4W/tgr4XX0vdGf0ObKPPq9r0ssV46UCPmtf67Ylsizn9VGiX5J+LPfUrKA70EfFPrb6+vrC0jWCGiywOAQdOvStGHo9xhFN3v1RoYwe0yP7SwX9BNSdEn3c0Z2smBYiL/YnwPAXPaaA/Z6N78kb47o4V40aAHB2lHuCVhAP9slhhBduszVwMKAGLVxsMiP0vFQmHWSs7hD6iv3oRWIp4ozHFf7q/4h7UlEV0o+Ey+R9w9ED8l6OvlBx0GKAGM3MZRFawY+lMKjwV/9E9Cmy8lfINBA1z1Oxix0rdDDlzQ4JfWTtX34EHhPPlXd0VrD1gmUxv2uAmNu1PlJ0YIRectA1D5zdT6UwqhMUvxIl5OIqKjGu/RRFPsVochmFx+TcsiE57GDCY0LZQtDV7MWOOfar4odaBVspaNRryNDpd62kFH35sfvRI8Smfxeur99TlHumVpAP3T42VVV1XUdBjFapx/U1PM+jSRshQclj8nvoIKNfsYIYHa+h61b469sGNnafWgxC8lR0FPm5GLGQ7gm5tymyGC0/TYH1WtEviaolvqTRYYXlw1i3e7lnagUR4IPBrEaqNtbU1OAjVBQFs4JwP41NxahoZBa6DmNoLMbxDj2SNWnhazOqF1TwbQYrbbHvvLzqJMQPuahdn4XjOLIsq6pqWZYkSbTejiiKbAVEenxFkewvYJ/i4sWL6UOqr6+nHmWe5/E1FZdKhoMJX3GsMBVdPYiVs1gFIfTDvD6mCr6diA6PqOROE4ncrnUT3dz6bLReBSoNUUFsc1DuSfztQ7ePhI2tp67G0CP3uoY4hyR86PraDO0P/adg9YWKG7ECGmPBslJInYzyGkSc2l5k5b3SGiXKPaG/TSjmebD52HQdRppMi8MltJhVaEiF2Aoi0nteYZ4Ou0oYRAXQNUyMkpTXNZ+M/Srv6xCYl6UbUxoTx7ZpmoqidFuJAFGJqygDQs+ATclm4ySy2SxdjRFlb4iP8PK7miSoAyivXBZSB0IDEbpbCKeCbxXYwRDinehYispi7H6/q7IZ55cMBQMhCCEtLS240CTuqaurQ5NxuSf0twnFjxvDMOKqD3qRKFO0u9NoCbaqakjgYsdT3qCeCm1VwCIuLNnNVzXfZ9bNZTnL7+qdxJ/gcI2adDGPMmQq0XUdS+mzvkhKYRVz/hZC6FHFLe1ZGLjcGeREbi9np6dUxVooWJE+7wuTflthrgqKR0h4D+0PjTrIZ2z1c/V2WI3B8zxc2SjuunR93BDKPbO/HWB7nBbDocAgL8jlglHzFl3vGiUyOjiiLzd2Px1PfsTUyv42bqBUUEEBFD9yolyGwOGH/MUegy/juFDtxsbGvPvLPbO/BcCORqMjlby6LRvCwovEo4b2hySskORV1DUCAwLDg8CDwAawAQIfAh/A8wJdB98C3wLwTVNXXN8ECCwVAttQZfA6FQEfgOiWB2C6ge0F9KrUnNencABUxw9827F1CAzwNADb1mUHwHBdvCPX8wIA8DQITDTrhKpW9TSTtBACgBih1rIsAB/AV1XZ9WwAD8BTHc0FzwPfAx/t3XyWgwBs0wp838eGA+iWwymkdK0ssv34wQVwdV0B+Pr6tu0CgKE7ACaAB57lOZ2PW9NMXbcAwPfA9cEDsFxXNQ3TtSFn+vAjNTULg67J1tra2tDQkFePKfd0/2aB7dm8lbyAiZMoAHxluV2XKcX/aPNirQys0ZSltkIXiOUvHzxfSbUFugzgW5ZhAqg+QGBDYEPguqYuSZJt224APs5FyG143hZTTlXHMwPAOQaBYSkZABvA9gDsAGwA1Q0c5C+buLoYbRXVx0uDeP4yTRP5C/8cx1QU0QEP+as90y5KAoAPATiWhefxPN91PM2yvc477HvE8BdSmKoRAHAc1zJtAAAfACzwDMfS6fsMYZlhZdPxPVGRUW1kLbbsypLobWd/RTN/WUUy72yCCoVtPvJ2a1x3dwufSZGlQhbklEF2P2sLY8vOFcFfJgQmsg/LX7Ysge+BoYBveb5jGJoJoAbgaJKcTULgQpDLEgdwfLD9Tv7yAXRdz2sr6Qs4ADYAgOvYOriqpwsQWOBb9I5k0+2Uv1wNgq/T4DmOQ52lxDp1DH/lpFHf8xxdVynVu+BJhoLyl+Pauq5CAIHn81kO/MC2HABwAZwAXIAk15tVijej/V/zl+dbAC5AYFkmdpimWQCgqwKAA+C7lm7oOvi+Y/ui2Fkbx3FB1S1FU3XbytvL3QpicS94nFO0WAWdfeWd/ls9aP+yyzWG1iygCL32DcOg76W8RlDWEAYxE48V06hGWUgUiuEv8D1DFFB/lGQxCDwTgDMslL9cU4PAdV1XVVUfQLccJwAnAMcHn9HLSrieWxxMHzTXB3AhcFGWRP6SVE2zHRuAOEEA4AeBq4sQmGh/Aab3dF0vMv6oKMTwF0oZpmWYpuH7jh+4fuDKipAlvOFbpmuarmlahu+7EICpG/Q8gd8p24qaXkb5y3YMANfzXdvufAekOrDuja0Rnsg8CmOu7YAPAGDojiSpmt45ACzXkVRiunlC8OPeH8hr9NGEDGR0KaMQhVXQe7D9S21era2trM2LLndGg7wo4mQWlr9Yaos6dyBfeHQ3qlxgQWDl4S9TA9/xNcmWs0HgqRrpkPVO+5elQeD6toFVNDO8RPVHYnS+Zjuna9eyP30BB8ABAHBVIllKBhyiKxyAbXo+MS0bQDKdAEBRCfIXAGzcuJE+kVJqjoh4/dHzPE0jKKRqmkLlLxe8tlQbrwj4hHVVs01LEsTWTS2aZoii3Njc4gFkZaW8+qPrWbgnk8kCQCbNq8RU5Ax4Bt6LrmkA4HvQ2pqUJc3PDWfTsW3PxU+h0evn1jFiLZIITdNc16VlDtEElk6n0QTGzqlQ1cMKeoPQMJgzZw7NbaTpqQXq4UDOtMk+3RCjxemM9MGzhvyiyAvi+cu1wNSTjevW/u/zk0/+9fAjj0gRQ3Y67ffg2dMvnbLddtsNHDjwez/88bw33iKG7QGohu34AMyyNIUuXQrYAGYAEDi+Z6H8Vbfs07pln+72gx9edMnUTWnOBkD5CwITPD2ZTI4fP37o0KF33HEHrpTj+37eWsa9RHf6I4BvmBpO+A8XfbBs5fJfHLDXxIsneuDruhoEHgRw3jnnfm/33asSiW2GbFtVNTAxYFDNvNc1p4RehiLb/zV/ZbkUgKuqhOezDQ2NN9986w++/6P//ncFgG1biqEplkEMTW9uarr1ltsSiYGJxKCb/m9mOsMDgJFTHm3v60BrOtSpSx0v6eXSj7DH2JKHuLh3KpWKU2igwl+9Q6gTQ/4RanosLI+wdZ9DDxXhM3ESLH/ltdkXG1IfOBA4XfgrgCAA8C1L5g7b92fbJBI77rjjMcccsykrmwAQ2EKq9ZorL9912HfGjh07duzYRNXAYd/d7c133/cA3ABMx4fcdN0CJnwHwALolBEcZfmnCw/cd8+BicTQnYZNu+JKC8AGIKpKNBUCk/DJE088cbfddkskEnfeeSfEL/PVe8TwFz5Kw9Asy0AWa9iwbu+9f54YmEgMTFxw8QUdXAr3i4Jw4cSJu+7y3dPGjDnzzLPO/t2Esb85c+nyOrdT0uxjxMtfAK7nOTNn3ppIVA0ZvM1Pf/Lz5559HsDmMq347dNPPvW93XevSgw8YP+Dxo0788033sWzKJpKdM0F34WvQ3/oNeKMIYVNEHEUVm4m2DoR6sTQ6hsY52WaJq0KDQCYUeEVrIfD2uwhwlmhh80Oix7kA8Xxl62Bo7/8rznTJp0zYMCAQw89lDc8DXlN4Q/ab+8zxpwCAKZp3nDTLYmqgVdd+0dZM30Ayw0gN+xKWHIgDshfrmMEvg2B4ahc9a03XjZlYqJqwHmTLiKOb+Vmoalk/3rXrCFDhuy///6JROK6667rPEPXNXI2FwX1RyQvw9Qs23Bc6/77/3b2xAmJIYnTfzNWVCXkL6Ioxx59zMTzL4CgM0yhUze37DLKX35gA7i6oS1f/vnMmbcddNAhicSg/y5fkRs17oL33tl3732qEompU6c1NW0CAMcGRTVMq7PVDvi6ZbKFXmm3+LnofFbzwMHDuh3Zx7Ry5cq8zS83E2yFwI7DzAaa3shSVZzaSPkLwUpbrP4YJ2exFvreI/Ah8NFv6LBveEsB3wDfWL9y2YABA4YPH94umih/6VJ20YL5LU2dTtXpV1ydqBr4j8eeUE3HBzBsjxr4toD+6ACYAfieBeCCLUNgANhvvPpC1ZAhU6ZNTwqKDWC7rmbo77358g5DEtddd93tt98+aNCgK6+8EnLyVynbWTB+wvc9AN8PXOp/XFK3NDEwceaEMxVdsW3TdR0I4IjDDj/vnHM77fcBeABEN10A1e57CSyGv1zXxCrQAIHnBWNPPyORGLT4o09cR3Vt4jnmdddcVZVInHryKb4HngeW6aH9SyFfD37DttyueUj0KzrUQ/UqCj8aWZbXrVtHF8StGMJ6DLY3sftwm12VIBTnRU2VuN/PJZGZpul1zVWkJZZYwqIexpCTsZeI4y/fAN8IdHFN3WfDhg077rjjmjokxQWbCJqYwfiJG264Ye+99x4weJuLJk9NcaIHYDoeNqVbv3ipQOMnAFxwCbgq+ObTTzycqBow/qzf2QCiYQcAy+vqDjvgF9MmnwcAt912WyKRuOOOOwDANM28i0r0HjH8lZMdfADftHTDUHVDdT3ruZq5iW0HXHTJRVJO/spmMocdeujggQN3Gbbzvvvuf+Two97/cBHGf5VRf/R8KwDXsgyAgOfF8eN+M3S77yz84COUvxSJO/TgA7YZPOTiSRcddeQxP/nJnuefN6nm5dfwLLplqoZuea6Xs42wo5dGfqEUZlkWVg3DKBx8F3qeR7PoELifpnmjuBClMKgQWRx6MTZCUxpDJXAbH57XNdfHZ+K8gAm4ByYXkg2S6I29KQAIoCt/+QA+BJqnceCQhlXLEomqI44YLlmA8hcENhE5CNzq6urdd999+x2H7fGTn21sTXoAGV70AYIgKOypKCGo/9H3LEflHJUDsP/9ryd23OW7ky+9TDRsQbcCgLPPOWdwIrFk8XsrVqwYP378Nttsc+mlly5cuBBPUsrWxstfAGBZBiFKLk7OA/BefO3loTtvP2bcmLZUG9K+JIh3/+mu44791TG/PHqfvfdNJAZsv+Owp/71XHnj71GF9HwXIHBdb/ToMYnEoDffeAcCSxJSXCa5y7Adhu240y4773zgAYf88Ac/TiQG/fKoX61d1wBomvBczTQgUn4nZAvzclHZqNSzxpMQqECATpjCKDdV9D/QrmHXDYqLU42rh5NXhKZf0Z1597MRqtAjg1cI8fwFgWaKHR+8+fJOOw0bMeKEFV+1Kw5AYLc2rnvj1ZebN3yFt3bTrbMGbTP02mV/JBEAACAASURBVOv/T1INops+AL5FoS+iEyKQDFtzfBp/D54KYP/z8dmJqgFX/+GPvGai/f7scyZsNzAxOJEYMGBAVVVVIpEYOHDgTjvtNG/evM1VwEOI4S98NIah0/h73VBlRfjg44WJgYmjjzsa84ds27QM8/XXXvty1SoIQCXaddf9ceiOw4474UQXQHf7Pio4hr8sSwNwbdvUNNLW1v7b3545bNiuH330ieeoAHY2ndzr5z+pSiT+fNfdnhuYhnPiiScnEoP+9vcHZKXTQ2I6dlwIa+ijn0vwjn5LQYdWkR6YchNGPwPtF8pfDQ0Nra2ttHo3MAmAuq7TxGxqmPR9H9du8bsWHqHPL/qCCsllUc2xRPzlAriE2wSeDIG2cU3d4MHbjBgxUjTBBPBNsvyzxQMTiYnnno0nmPfGW4mqgceN/LXpBj6A7X0tCZbeuxcBbbNlamDJYCumJv77mSd23OW7o8eegbZlhZC3333nvr/cfs+dt951110nnXRSIpE49thjZ82alU6nYYvYv3IlQzqTFCRZQPnrXy8+mxiUmHDBOS54siKZprHks8+qEonLp03H8/zvf18kqgYcc9yIllTa9Ps+Jas7/yNA4PvBSSednEgM+vDD/wDYnqNxmeQRhx1UlUis/GIF/ujPd/91QNWQmbfdoXZ6dRy0+SHYcRvapsObLdWJQF0ENceoa4itnR9FuQmjP4Htl5qamm5zswuUgaY1vIApEecxtbqo8Qu62u9LYLlHxPAXBCoEqkMySxa9PWDAoOFHHLm+VTIALCK8UfP8wETiZz/+YX19vaZpN95868Ah217zxxsxfkIznbx33UdwAEwfIHBcB4PvDT7T9uH7bycGDjp/0kXE9hXbE2UJ84ccXbAs68Ybbxw6dOiDDz6I4rAoiqXMEyioP+qGhrkAjmsBeFku/fbCdwfvsM0ZZ54h6516Ze2SJdtvN3SfvfZavOijIIDbZlUnBgw8d+IkSTfKqD8GgeO6Ju7heeGMM8btuOMu77+30Hd1y5A92/jDtVd9d+ddrrh8RibNE0Xfd98Dt9v2Oy+8WAMAju+pho4bIZc6dI1oDQ11yDeK4h5W3gW9KcrNGf0GvRsVeeEz+Yx+1zgJSk8hHZP1RZaoEQB+Hv7yjSwE5PwzRw/bNvGdHXbadtuh3/vZwbfc+SAEtqUIUyZdMDCR2HXXXXffffeddtl1j5/s+enS/7oAimbYfhfnaV/DZuK/NCG5/stlxx87fOiQRKJqwDbb7/Djvfb79yuv2a5j2hZmSgHA1KlTE4nENddc0ycNKpg/ZJhf64/r1tWfffaZ2w4bmhiY2GHnHX6054/vvvtPjmOZunHWb8+sSiR+vMePDjzgoERiwB4//dknS5aWN37VcU0A13Gs6upZP//5LwYPGpJIDPrB93985m/GmLoIgbNh/dqf/fSnVYnE8ceN3GGHnQZUDblw4uT2jgwAoPzlAViuE+IpiPAXvTa18+ZtZtx+GiseQrlpo3+gyDEQV3QtpNJT3TBOT4QIf7EoTXRoDH+BrxhS23m/PfW44fsfcfiRe/7sF4ccffJd9/0TbA08M3DMm274w8EHH7z//vuPOvnUdQ2NLgD6yHzGHL4FXJAW5PIfwQVbMeX0qb8+/ohD9jv6uOP3PeigH+2137uL/hMAGJYV2AoEhuu6d9111+jRox9++GFsZ6ho7eYihr/wErZt2rapGyqAn04nR48+eb9D9z/y+F8efPjBe+7z83nzXtE0AgGoinLXnXceuP8Be++1z6hRJzVuavEArKDM8auGqQIEzz337OGHH3HggQf98qhjhw8/+szfnMZl2gBcUyc8x40fN26fvfc/5ODDr/n9H9MpPgDIcCJGruqWSX3TIf6i4591VVGPZKiBOE1oyoRt21ipFZ/ml19+SY+k7kio8Fcihrweeuihuro6juMkSero6IjzZLHBLLQQOKvtQ0R/RBWyZ4MPB10QuK4bBAEa4ArL1WUEXZcEP/ayXliELwLmr/CRJQE+KSh5HZ7SAQcDMC/OLZBXH1eHOqQkxklhIfMIdTJms1koKNp/8cUXK1asePLJJ6urq3FuslFN8G0msrz9VVtbS62G2WwWl0ELjWNqjMSxblkWzQJjjVxsRAybZlFABIuCXosC64v7/QxsCzEVgRabpcM9KAJYp4yFF3z91+WKng+e3/0ZiwM+I8dxsLVebvGUuOPj+qFU7WFBe8/3fVy2nfYznfl9cV0WRT56PzKwfWZJB/pe1zTNZ9RJRVFogWJJknAFI47jiqkXUG4WKR+ga7QExCdhFYbXNVERGBGabrDvH78n1nr21RRdFqH/gBCCoxy6EnQJ50lf8wV7O7Sfe9rOEran20b6PXw39AXoG5qO81CEEG2qn7Oi+ow5FT3aBfLtk8lkJpNZu3ZtTU3Nc889d99991VXVw8fPhxFsG91mR28f1YW7VExaIq80i99qCyXhZ5lUITBC0fJ+vXrZVnOZDKCILS3tzc2Nmb7GTKZDCGko6Mjm83yPN/W1tbW1rZmzZqNGzc2NTU1NjZu2LChMYcN/RWbNm366quv1q9fv3bt2tbW1lWrVpWxMWx3NTY2NjU1bdy4MZlMbtq0ae3atatXr16/fn1DQ0N9fX19ff0Wa0wIDQzWM8BWrVmzZt26ddjODRs2bNy48YsvvmhsbNy4cePatWubm5uXLVvW2NjY3t7+xRdf1NfXr1q1atWqVY2Nja2trR0dHaqq1tfXt7e3p9PpkA36214mLEpeAMBxnCzLNAEFFUMAwDXTqRbp55JpQq8UVv5i+Yt9R4WIqRh+/PDDD3fdddcddtihqqpqjz322G233Xbfffeh/Qzbb7/9LrvsMnjw4CFDhgwbNmzo0KG77LLLQQcddPLJJ48aNeqEE0444YQTRo4ceeKJJ44cOfKEeIzsIQqcqkcYN27cD3/4w6OPPnr06NHjx4//9a9/PW7cuJNPPrmn7SxVe06IdNeoUaNOPvnkn/70p7/61a9OOeWUU045ZezYsWPGjBk1atSpp55awuvmxYkxGNUV2NoRI0accsopJ+eA26NGjTrxxBPHjBkzduzYn/zkJ0ceeeSpp5567LHHjhw58vjjjz/zzDPHjRt30kkn4Z2OGDFi+PDh++2334QJE8aMGXPwwQdvv/327PzFkgrfXgqDriVVEbIsE0Koy5aNs2ftUKE4LzafMZTbiMeH7F89xccff4xtHjRo0KBBg3B7YD9DggmFp0NtwoQJAOA4jmmauCAmhvKjEScvrB4i7jw9ha7rN99886JFiwghjuO0tbVlMpkC5+/r9kS7C4ffddddt3jxYnzLyrLMcVw6nS7Qn6VCgUdg54C3jzulHGRZVhSFEIL/seDXzTffvGzZMlqXXNf19vZ2juMEQQjlDzU3N/M8L0lSKJCCzY35Ni7inZcpism9gq5yFjA2S6otQr51z+hXPYJhGAsXLhw8ePAvfvGLu++++89//vPs2bPnzp37l36G++677+9///vs2bPvvvvue++995RTThkyZMiVV17pOI6u67Is47tB0zSceEoMZJXIKlEIUQhRCVEJ0ZSv/3APftt5ZIkAAJMnT16+fDkABEGgqiqK4XHHkxiUqj3IUJqmYTABxhM4jjNp0qTPPvsMcu5R0zTpkn19irj7RYaiQM4SRdEwDL0rNE0zDMP3fdu2zz333NWrV+N+0zTb29vRK2VZlqqqgiCk02lUWgVBQGZMpVLZbDaZTK5YsaK+vv7bXi8s782zdb5QakAnmtk1xSGUDESDXFjOCmmLvSMvxHvvvTd48OARI0YA46/p3an6FGyNw9mzZ2+77baTJk3yPM8wDDohcRwXmA+KpiqaSlSVqKpGVI2oOvOHe/DbziNLBAC44IILGhoaTNNMpVLYZjTq5YUag1K1R1EUTdN0Xad0bxiG53mXX3758uXLbdvmeR5JjeM4juNKdd2eAu9aywF7QFVVPgdBEEQGkiR5nnfGGWc0NzfLspxOp5GFeZ7HO6XymizLmqalUild123bVhQFM4ra29tFUYwzVZebV/oYpZ2xobQJ1v/CftzMqyxatGjgwIFHHXUUvVDvzkNZD2X+qPWNRmz1Ou4pyMUl3X///YlE4tJLLwUAnI26ruO4pBt5IWpE1IiiEkUlqkJUhRgyMWSiS4qjm8hfhmUGAC2ppKyXjC9837/ssss+//xzFAFQWizQzjgIgpDNZlGawN7AAgxUiimS6bDHSNeuA4DLLrtsyZIlGIIgSRIKaL1AnJyFdaKCIHBdF9dDQJFq889PctK34zjnnHPO2rVrPc9DEYx2OCEE2RBv2cst+ew4Dh5jGEZTU1N9fT3qj1gmDMfeN98QFjfrqGsDN+jsxYBMiI9TZRcpYO1fNAqMzXbsNUrCXz4T+kzHRF1d3dtvv/3mm2+uXr2azrfNIdy+4y/XsAgvgh8sXvTRm2+/9emSJTb4nNLjeRWHUvGXYRg4furr6x9//PE33njjjTfeqK+v76lo1tf8RbpSDO5RVdV13VdfffXhhx9GBY0Qks1mfd/v6clRjGL1Styjqqpt2+edd96aNWtQqsLDeJ7HDUEQUAPlOI69R+RQPLKjowNtf62trfPnz8egVvhmU1gx069wHHM0MSVEZyxVxbkde4FSyV/QNSa+oaFh3Lhxv/nNb2bMmLFs2TJ6WnMzFhnafP4SdCLonbYttHmZEjElYoiKnOYWfbDwwvMvOOeC8//x6CMOgGzpvZq5eVAq/mpvb5dl2fO8Dz/8cOLEiZdddtlhhx02ZcoUVJxVVcVZWtioRPqev5BPaWNQ6jEM4+GHHz7ttNPGjh07c+bMxsZGSZJ830+lUj09v9wV1JavqqplWRMnTqyvr7csC9uAMavYJHq8IAhoOcUnQl8M7Pisr6+vqamJOuLgG6ZIFjn9CpfuZGsTspZ7j8lzZO1fLH8VGSqRFyXhL1YlVBQlCAJN02644QbP86gpAUcGftW7pvYdf4EHQjJ9/XV/+HDBB5h5x2tKa7bH8yoOpeIv3/fR6GOaJvb5zJkz586di4Z2PDPrlYvDFuMvBKpspmlecMEFTU1N7e3tZ511VnNzM+p3JeEvVEUJISH+woMJIdg/SGQoZ6mqimvCI/XjAayQ0dDQ8Le//a26urq6uvobm1dU/PSjCcB5v43G04fELqo5AsNffjGLnhVESfiLOqrxYxAEq1atGj169GmnnTZjxozVq1cDAL6Ee91OKAV/8TrhdSKpRFKJrhBdIZbU+adx4t57/nzUiBN+d+6Et+a/Ixgq8axeTd48KBV/cRyH5i00IS1atOicc85ZtWpVP+QvVqVFdjAMY9asWbfccsvjjz9eXV2tKAoSMT7EHiGqPyIURTFN88ILL1y9ejU6SUiORlmREAMmCCE8z1O5lRCi6zptEgC0tLRgauTVV189bdq0kSNHsqOx3MRTChSYbPg2YPeEqqqyghXk1nNk+SukIbJxEizB9R/+QpimiR8lSfrss8+qq6sffPBB2kLbtntdf7nv+MsUlaWLPj7nrN8tr11630MPnDvxgvqNDXbP51UcSsVf2L2bNm3CnJhnnnlm1qxZGETSr/RH0tWFSnIS2VdfffWrX/1q1KhRr7zyCgplqVSqF/3AGtdC/GUYxoUXXrhq1Sp2JNAOp/KXIAiKooiiaJom3iwek81mMdAMADo6OlDsuu+++yZMmBCd7+Wmn81G3mkW53yNmn661ROj2yGjGM0U6xERsCit/YuK357n4ZR44oknrr76aoyQRMdZr8+/+fzF6YTryl+2RGyJgAfL//PpZZMvsTR9Zf3qK35/VZpISYnvxbzNixL6Hw3DQMmC5/lp06a9+uqrANDf7PdKzhlKWRVVvGuuuWbJkiVvvfXWlClTsHbNpk2bgiDoxfnj+EvX9UmTJmH8FyEE42lYHwL2lSiKeB4clriTjXfDIdfe3l5XV7dgwYLq6uoDDjggNCDLTT+bDbyNmpoadiW0devW4ZDCwGVqG8J3Jn70cgUJaOYQa79n7Vxsf7EHhDJde00KJeGvkEhl23YymURrwrPPPnvVVVfh/s10QfYdf3nEqF/+xblnnS1ksqvW1F889ZJ1rRuJZ/di6uZFqfgLOcXzPEEQmpubJ06cuHHjRqQzShn9JH6CEEJDzFBV5DjurLPO2rhxIwCcffbZCxYswHCHAnFwBc6fl8JQ/rr44ou//PJLvEEa9kVBcn5G/CESnCAIKLdiSZjW1lYMp8DUyHXr1lVXV48ZMyY6JsvNQJsHeht1dXWhsN1utSRaCorKX1SqovojHrmZHsbC2Gz+6iwQqukEC9fphgLgrl9fP236lDPPPPOSSy756quvAABHBmxGJcXN5y9JNSTVUIiqEFUlikoUXRF1RXQtXcymnpjz+NG/PGrkiaNefuVVoluq0e/4K92etXTHtVxDNe/5819u+OP1hqFZlkmITIisqLKiyuidwL84lI6/FEIUzFjAqJTcpVVZVSVVk1RN7PzTRVW/409/OmXM6LPO/t2l06Zt2NiUTKV8gHQ2w7a5mPajWEdpmtI32uMvuuiiFStWYFeT3JBgnQn4c8uy2H7AQHz0k9KxWltbe/fdd1988cVXXHHFfffdhzvpkmuIcpNQbxGaXc3NzVHN0bZtGlXg5Up0I0nhok80BpXWIGQLe/mbkRtUJErFX7Zj5tYuNQBc29EWfjh/wYIF8+fPxxtE9yvLyz1F3/GXImRNVW74at3rr817+9357ckOyw0yfL+L/zI127P8TDKjKfqa1fXLP1/mBx7HZbcW/trU1vryKzVzX3hhyedLXd/jREEiim4aPeWvkJjJ0pNt2xdffDHlLyQsNG+JokjlL1EUVVVFLVIQBEyNRI+kqqq4UItlWRs3bpw3b96zzz5bU1NDZ/c3wRcZnV10De24OAnKU/iRrQ/nM2sIhcDuZKdxqVAq/nJcK7d2qZlbPtUBxpRgxqwEUzz6jr9UWbB0YpmGoWuGZTuer9ueoPTeeh1CqfhLzIq+EwgZXlc0CMA0DE3TZFnu5BFVUVRlS/IXy1xd+YtlMfzTJFVzA99yHU4UXN8juuYFvqjIMlE2k78IQ2GO40yZMmXlypW2bWNX410ojGcD9UQqnaH6idY6VosEAFmWN2zY8OWXX8pMgR0a0UpRbjbqIaJTK7QYGgtKWGjbZv2PLFnkDZtgd9I53A/5y3WtIPA6154Bx7I11zOQv2iNIDxz4SDewuhT/VFTRFkSVaLICuFFSSSa6fQ4LjwOpeKvbEfWNhzbsIlEHMvWVQ1T/LYW/mpLJn0A3TQs12lpa/UhkAnhRbGn/FXgvmzbnjx58sqVK03TJLnAeqQqNJCRHJfh3VHjPRrCsByFIAhY0xV/1a0tqNyE1BOw7cYiX6g5okUQcm44LI/DVqan+fH4Wy9XRBjByl8hLss7jUuFUvEXgI8LZ3WuYGqrjqvTs9G7Lm/8fRx/mZqiE0kjiqYSWSGCJIuK1g/tX77jyoJoaroiSrIo2aZJM/tIWIPbIvyl9uxPIoogSZzAm44tEyLKUpbnNaPH+mMcMJ5+8uTJX3zxBbo10DCP39IYfRTB2HBW6gfIZDJYNQj9b5hpJIpiKHSRrcUAWy9/zZkzZ/78+clkEmsTslMUYwVYhqJ+RvzIJjCG9MRS5WYXg5Lwlx/gWkKuZWu5FWgcy1bp2TD/0c+3Qkzx6Ev7F2eosmXohq6pmq5quqwafC8mUAxKxV+uZWdTaVPTLd3gOc7QNNM00YhDtgb+0k2DaJqiEl4SFU0lukZ0TZB6LH9Rgz2CqpOyLKP8tWLFCtM0kb9QN1SYZCaWuSid4WmxTJggCLQWE43XL1A/udycVDRC7Q7RMIImMIf2s95G6BpDH7Jq+34PathvJkpl/wLwfd92XdMP0BDmeL5JXatebpGkzWlq3/GXpoiaIhJZkiVRkhWFqLJqSKTf5T+KfJrIvKEptqnLoiTwvKYZhGhE0YmiYx2zLclf7LWQoWj9NPqndsarSCqRMjxnuY5m6KlspiOd9gLfcpxe+B+pGQs/suYwx3EuueQStN+TnM5Ig+/p8YQQvLucAbEz2oPKYtQXSQuEtbS0YC9FLUXlpqWiUcw0wzgvmktFJSmsMEH9jxj/FfIz4hn62ufIolT85fsutX85jh4EdgCdOiPlHeSvXquQfcdftk40WVAkUddUw7RU3ZA1k/Q//dFQJQicbLpDErKB5xuarqq6IqtbC39phk40LcNzPoCkKETXsjxnuU5J+AslJs/zpk6dumrVKmq/RxmK6om0aqOSy0CifklCCGqLWCIR9U3DMDRNa29vx9I6ra2tDQ0NdXV1OCbRkF9uWioO2OJEIjFhwgR6AxQhI180Tyj60e9aYTVq/+rdPO8RSsVfhMiUvzzfBHAC6CyQjZQNAK7r9jp5CPqSvyQuYxuqbZmGpuLCj7JmaqZDa+aFJkxPUTL+0jhNzbq2BuCoCrEMQ5E11wHPBQgg2ZElqiWrKtF1WSUSKVTHtUT8pcqq2pW/ZEJkTZVEIWvqsq6KhioA2MmWDRBYtuv4AI7nOZ7nBj7RNVXXBFkqlf1LVVXXdVH+Qvs9LTFGg1dJzn5PCKHURnIxZaIo4hBNp9Pt7e2u637yyScAsGzZMsjVlZYkiYpgdXV1W0csBbavurp6woQJ1dXVUc2RJjwahoETFWkIbfl0GmPMF2vzwp97zDK0UY2y71AS/goC1/Xs3NrxeiabfOrpx/90121z5sx56KGHstms53mY+LI5Te07/jJUWVNE17bmv/vOrTNn3XPvX994e75muf2NvzyXaCTz2CMP3v2n2z6vXeq5rmV6c//94uyHHsukRYUYthMIkiwpRFYJ0WPZp6/5yzI1nktpRLAMokpZTeYAbCKm5y94//4HH3hg9kNPPvO0KEuCLHWkU72I/4pDiL8URUHZik0wwrtGXqNSmJILf/3amKgouFj3Pffc89FHH915553PPPPMunXrstks/jxulJabqGJA21dTUzNnzpxou/GGIacfRfMZPWb1WXY/5HQryl9bnf0e/zzfdl3TMMmnn320y3d3HDCws+umTJlCcqnsrusWePaF0Xf8le1og8B9/bV5P/7RHgMGDU4kqr63x0/WNjT1N/7StVTLptXDjzhgQCJx1RVX+J6X6hBGnzruqCNHrF2z0fXAtAJBUlTdVA2tQPhaqfhL0kRJE2VNlDVRUUVFFYkqElU0NUVVRINIjk40gVeyaXCdf/7joQGDBg0aMiRRlUhUJf7v5ptc3+td/H0cKH/R+AnKUxT4HJHOqNZJjfqoMKJHLpPJPPfcc4lE4nvf+x6OZCyZj9GtcSgTP3UH2r7FixcXMNtDTnMMxaZCpP4Ey19U+ApFsfZunvcIJeEvxzFt27AdA0Wwlav++/3vf3fqpRctWLBg2rRpiUQCk3Wha9RuT9F3/AWBW7/yf9/deVhVIvHKq/PefOvtM35z1kuvvt7f+MtzxabGFYcctNeOOwzef9/9FEnmssqI40/ad+9DWprTjgOipCuqbnu+Zum8JMSdp6/5S+TS4Nm2RjSJN2URXPvjBe/v+YPv773vPvPff++DRR+ee/75iarEg7NnC5LkeG6p+Ivk7PcrV66k9nvW1EWfI1UnaRAsDXNltYRXX311wIABU6ZMmTt37v/+97+GhgYMByO59zFbY5qi3FyVD7RxIcsXDQyhIU4sWwGzHhruyVtngqYNscxV2jivOJRGfwQP4ycAXJ5Pvb/g7Z133uH+B+4FgCeffHLAgAGrV68WRZFWJukd+lR/vGPWLdsP3e7vf/sr2r8ygpwRpP7GX74vNKxfdvxxh58zYey+e+/zxJw5EMDY08868ogRPGfoRsBxqqqbmmmrhiYoYtx5SsVfmBuEEaqdVbmJpBJJyCbBN00lq3DtrspBoF996cRtEomXamp8gCzPf/jRR9sO3W7ipAsFWTJsq4/4i9rvSc7mFaqMhl/R4jkol2ma1tbWls1mRVF8+umnhw4d+uCDD+II3LhxIxJcJpORZRkN+fPnz4+O1XLTVQQ9nWwsT6GfMRQ/AZGcbdbtWPI4+ziUhL9sxwTw/cAJwAFw29qbf7HXTy6ePPGjjz4655xzRowY0dDQQAVPQRB619Q+lb/Om3DW9kO3W77s8yzHN29q8QA4Uelv/GWZqa+++vywQ/f+vxuvmj5t2vDDjwg8OPWUcYccdHQmrWqapxBH0fQMJxBdVeLDP/qavzSZ0wlP+HZV6HA1LjDFEUceeMCe329pa9VNEwWuQw4/7Gc/3zPNZe2e+x8LAPkL/Y80H0jpWqMCQRVGVsfEvEhcHgwA5s+fv/POO19xxRWvvPLKY4891tTUhI8Pe0+SJKwxHR2r5aarrmDTzWmetlJwnbG89q/w1M99RfmrdxN7c1BC+5dhEscxANw1a1cOGpxA+9fgwYOnTp2KfdVv479UWTj/nN/t+t1dGhvWBwDpTFYznYwg9zf+8rxsKlV/2KF7zZr5hyWffXbg/gf8d/nqM8aevf++w5Ntkqb5hgEy0VJZ3nQsQd4C8pcuqjrmBrH8ZWqixCVtklX59sDgdaHt+CP2O+GoAxoaG2Wi+ACpbGa/Aw/44Y9/1NLWqupa3/EX3hrlJjTnU/4KPVykM13X0cOoquqzzz6bSCSGDh164IEHJhKJZDKpaRpaimi+0cqVK5ubm+koRa4oK11FgHlCqDnW1tZmMpmWlpbGxkbaaEwVotvQ1c7FRnixJBXiuC1m82JREv7yPNsPXN+3MX+7tvbjAw7ce/SYXz/99NPTp0/fdttt//73v2NO7OZEsfYdf3m2cd7ZZ+4wdLtPP/k4ANANMyvIimb2N/4ipLm9/cvDDt3r2msuVRUybuwZM2+9a9wZZx9+6HHpDpUQVzcCWdUlRfMhaEu1x52lr/lLUzhFSEFg/G9K4QAAIABJREFUSJkWcBRTTJ524lF7fv8769avNyzLsK2vGhr2+PGPjhtx/IamJtf3tgB/iaKIi0VSi5iiKGzRWpLTHwkhqqriwkiLFi3aaaedTj311Pvvv//RRx9tbGykS0li4mRLSwsA1NbWhsZquRkrB2AWEIdIkRyJWXk8lJlM10OjoPojqzNS0Yzqj1tGbaQoSf1C2mbk7tra2t122+3hhx8GAJ7nd9lll2OPPVZV1bLXL8QwSnb9NKxi6FnODdf9sSqRePrJpxzXDQAUXUtx2f7GX6rOZfnWvff52YwrpgIEzz77zP77H/irY48fcfyvUx28SkyBV1Sim6YtSbKmxSqQpeIvophEMYliEMXAGFrcrWmaKIq2bYgiZxhEIcLZE34zcFBi8adLVdP1AOZ/sChRNfCyy6+gC6kRQjRF0hSp0yKpCIYS63+Ig67rtm1PmXzJqlVfOo5HiCZLRNPMzvhe/C8bsqQrsk4Ug32sNJFI13Xf91tbWx3HeffddxOJBK6QAjljN8ZV0GFJ/elYF4yqk+WmrkQikc/shWtwIlAKxW0M+MJt3/cty2JDJSBXYTUUJEG/oo65rZG/EI7joO9m2bJlP/rRj6644opUKvXqq6/uvvvuM2bMoDaFXqdA9h1/QQDz33p7yODBBx940JLa2s9ql0ydPu2Zfz/X7/hL45Kppn33+/n1N/zecaxPP/3k2GOO+/73fnjwQYe3tnRAAJblKYomS4TnhTLyF8aFihIviJwf2ADu7H/cl6hKjD7jt198uXbVmq+OOf7ERNXAV157AwCamprwV1uAvxRZkyVdljRZ0hXZoI9AycV/YVCFLMvZbBYAXn/99UQi8cgjj7S2tiqKwnEcruadTqfRkI8FWpET5s+fz0ZWlZu6Ymz2ceFLXtdyqXm1JBr/FdIWyyV8QYn4C99LtPGLFi3afvvtBw0ahN3405/+9M0334Sci7as9Vfz85etGen25KyZMwdWDUhUVQ0YNPA7Ow977a03+xt/AZj/+2LJzrvscMWVl2GY+OWXX5lIDDzxxFMaN2yCAHTNVhRVlgm1MedF6fiLZS6NkM7jeZ53HEeWBUJkRRFMS8tyHZfPuDRRNWjI0O8kqgZWDdpmVvUdTc0tAJDNZvFXGpE1IuuKpOdYrKf9o2uGbTtTJl+yatVqx3EJ0WSZaJpBFI0omqJoiqwpsiZLqiypiqyRyDojNGEbU5GeffbZbbfd9pFHHsE6RdlsFkVLjuN4nsd6+YQQ5ITm5uaQLb+s7NVDnyM1wLPSFntASGfslr+2Ev8jQK6puq7jRktLy5133vn73/9+2rRpd95559KlS/EwpLlelwDrO/4KHNcgKgTw5BP/nHjhhZfPmPHcC8874Pc3/rJsOZna+Ke7bnvn3dfRnvjJx5/NvPW2J+Y8zfMKUQwuK1mmYxgWRmbGnaev+UtRFNM0VVU2TV1WhI0bGwDc9uSm6j/9+ZJpM6ZcOv2BfzziA0iKmkqlPM/DX/UdfymKRhSNKLqidJJXJ4V1zaCkjxg3bNuura29/PLLly1bZlmW53mZTEbXdZS/MB4I/ZV0iGKCEUV/Ia/6+nq0fGF6Ae4M1ZnwPA+36QodlM66zcfGb0OEtRXxF0LXddM0KT0FQUADvrDW+GY6WPuOvzLtHZlkh2WYXDaL8V+W73KS2N/4S5TSfmCYluo4BqozEIBj+0QxIABZVgVeBgBaUyEOpeMvlrm+5i/HcSRJkiRBUSQAP53uIESyLJ36qg3LCQBU3VByxSEIIWi1RxZDXbKn/aNrhm27XflL0TQDSzuSzgKPRJGJJCmKTNiIMNaQL0kSx3E4kTdt2gQAtm23t7fj+k+KomSzWY7jCCHpdDoupbe6urq/8BfSKmv5wluiNh1gCIvGr4Zs86HZG2K0KFttRfzFVnfzPM+2bVxgle6hLK9pWln9j/n5y1R18ME2LaIoAUA6mzEcW9JIf+Mv01Z4IWmaKlFFNMR4bqASI/CBKIYsqZJEXNflOE6SJLoAdRR9zV84yXVDS6WSrms7jpnsaNU0Rbec9o50a3uHICmcICqqhuoY/moL8BdSmCwTWSaK/HV2N/4cY8QIIZjlxnEcnbOEEIxoxbQkWZaxRlg2mzUMQ40pGd9f+KsAonUmaP5QSE+MqpMF6kxsPfGrnaCtxZR1PA+uIIeFZwHAsqxy14/Oz18GUYkoa0Q1ND2VSTdubLI8V9bU/sZfmi6JUsa2TaJ25sQIvCzLmiiQ9va0quqCIOm6ns1mVU0xjNgAhJLxV/z5SU4KSyaTuGix53l44wBg2za1MVH+2nzommnb3pTJUxn+kkNLQBIiYzSrrEg0nILkEolQHHNd1zCMjo6OZDIpiiLmbPu+L0kSOqnQeK/rOo7nkGSDqKmp6RfkFdJpKbDOBC3yRUPAaJ5QlAtYKewbxl+6rlOREwDQ/cqKnFhQfHMu0Xf8pckKESUumxU43nFdx3UllXByv9MfDVPRDVlRJFHiMY2By4oqMRw7kCUNAERBRuXRNLV0Ohl3nr7mL8uyMpkMWrWTyaRpmq7rZjIZLKplGEYqldI0jeM4rNHcu6tEURx/IfNLuSTuPPyFlXMcx9E0zXEcURSxozD4S1EUnud5nseAMgCor69nHZEUZSMv1F1HjhxZV1fHBtcWQEgfDOUG0a9Y2urWLrYF0CP+QgKiCa5oQkYGp25ZLI1Ej9E0DVVsSse6ruNjtiyL6pXF1AUrnr8UJpCa53nUCwzD0G2rPZ3yIVB1jctmUx0dEIAqybqiKoJoGoZtWo7ryorSlu7QHQv95el0GqP8stlsc3OzbdtKrj4nx3G6rhuGwXEcLveQF3H8hXMbRVRJkoIgwHa6rosLU6uqihPMdV1JkgQhqxsqlsYUeMm2XFEgiqKLgiLLWidzWTovZDk+paqioihYRFRRFOS7dDqN87kk/IVTGi+BNf/QEJ7NZrHBjuNYltXW1ub7vpJbNUPTNHRQuq6bTCZp1VPDMAghWGxekiTU1EjXlwd1FMbwl5Xjr3qWv2RZtG2LFzIKkQyT8EJGUXhVkwRBME0zk8nQO8W2qara0dGB1iFN0+jqtji2ZVmmseuO42zatInN6k2lUosXL54zZ0551ojE67F1vthVaVlQPRHBrkfr53IeQ0KWn1snjWW3rYi/AAB1Q7TH454gCND+RRMbaUyvn8vl5HmeqpBIQ6IoUkcHboSWSIiieP7C6YQaCr78cUokM2kPQFLktmQSAoAA2je1cKkMESQIoL2tTRJEUZY4gbd9L5lJ0Zp2tm2vX78em4GvXyUX2G1ZlmEYaA3pKX/hGqCY1yIIgq7rmqahtoWMhj5727ZxPrueremkpaUllUo5jqdrpmV5kqhapgsBJJNJSZKy2ZRharajabqMhrCOjg6UjlmyKE38vSiioC0IQjabTafTyLmoHoqi2NLSgi3XdR238V0CAG1tbYqiSJKEugsKZa2trTicHMdpa2ujVLWZ/KXrmqaRjo42XScArqzwvJDuSLWihIXlVdHW0dHRIcsyroUoyzJ2tWmamzZt8n0fe6mlpaWlpcV13XQ6jdLZwoULV69evXTp0k8//fSzzz7LO3q3KH8BQHV19Zw5c/KuSktnMvuRDZjwmTpfwJCCF1meduviL9psfOEoinLbbbdt2LCBSk9+boElvC/04uNXtKA2q1fiTtzfrb5cPH/h/JFza2RhM3ielzXVDrx0JqMZusDzGlGFTBYCELN8pr3Dc9yal15+b8H7umEYjq1ZJi2RjqKNruvpdDqVStEZpaoqJYIC+mAcf9GfoHKNUUWpVAq9WrZtb9y4EQAaGxs7OjrQWINxlaIomqYjiaQjmQ186EhmLNPBe9d0JZPtMC25tW0DIcQ0TcdxcH3WTpWT40rFX6oqiyKXyaYUIgH42WwaS8WbpikIQuCDaVgQQHNzi6FbEIAi8eA5Es9pRG5vawHwLcsSBGHDhg2+7wui5PkgKWoylZFVXbecUIpi7qLx/KWrtmNNmXLxqi9XOo5FVEWWRU1TCZF1QxMEXtNVRZFS6Q7LMgH8p5566rjjjrvlllvmz5+PJSWwyiYycnt7Ox3SiqKk02kUJOlKrytXrsQNSgVoL8s7erc0f8XV+aKI8hdbYYL1soXivELC11bEXwh8nQJANps977zzUKg2TRMzhHAmUNrieZ6yFRr1cDjiHlmWgSmRVhg9sn8hs+BbPZPJ+L5vGIYH4AFwPK+bBspfukwUXoQApCwPAUy95JJHHns0ALA8N5lJ03VMcbZT8yWSAk4kFJ3w9nvKX3Ju/RtUvtjKU0EQbNiwobq6et26dQ8//HB9fT32EkalKIriOD4EYJmeIuuO7TtOZ2lf01IBXMfVAGx2stm27bou8mCp+IsXsqoq6zqRZVHTVUJkL7fIPBb560imdM0EgGQyrRIDAk/gMrahu7YJ4NuWgZYmALAsixdETTd8ANcHopuuDz21P8bxlyDwlmUQVVGInM2mOS7ruLYsS/fff//cuXMfffTRG2+8EeV0URTRcifLMvaYZVkowKIivHz58jlz5lANQ5bl9957jz41fLhxA3iL8ldcnS9qsqFVoel+L1+eth+JWaWchfN56+IvWuYMDR/XX3/93Llz//nPf6KU2tDQMHfu3JdeegkAZFn+5JNPMHcsnU7jIuymaaIu9tprr73yyiv0bOjNKXzp4vkLTcKoyAiCgHS5adOmvz5w3/M1Lzmu29re9tADDz77zL8szVAEcemnn70577XPly69589/ueevf338iTlvvzffAzBN8/HHH3/ooYcUReE4bsmSJW+88cacOXMaGxtpejA62jEnrqf8hVEOuq5jtQNBED7++ON33nnngQce+OKLL0zTfOeddz7++OMzzjjjhhtu+PLLLzdt2rRgwYLZsx8GgMYNzQ//47F33n7fNFxFVj9Y8OFjjz32wQcfrFz1X4Xwjzx63zP/egyT+JYuXTpv3rxHH30UQ5k6gxtKUj9a5k1LtSyN59OiyBMiz5s374EHHkC2ffXV1wFgw4bm2iXLapcsD3yQ+UztJ4uJyD/z5Jx/Pf1kzUsvYPzEP/7xj8cff9xyvdb2jsWfLPnXv1+Y+9IryQyPki9eqxgK0zXbtoMpky9dtWpNTn+UNE0VJU7TZUHskJSMaUsAZpZreeGlpw4//PB///vfc+bMmTlzZjKZrKur8zxv/fr1a9euBYB33333nnvuWbJkCQC89957CxcurK2tXbRo0cKFCw3DeO+99xYsWPDxxx8DwOuvv/7iiy/Onj37/vvvX7hwYdwA3qL81S1w7tFYAVqnMMRfXqQ2IeWIIIfiL1py9JS/0CKL29ls9vTTT58+ffpFF1107733btq06cYbb7zqqqsmTZr07rvvzp07d5999rnpppvWrFlz7733XnDBBVOmTHnqqaeWLl16yCGHXHjhhaeccspLL72EHVVMaGvx/KXrOnoJ0P5qGEY2m509e/bJp42eOPmixf/5zwcLF0679LJTTjr5tZpXsh3pQw88+JJJFz/+6GO331Y95vTTrr7mmtFjT1/bsP6pp54aPXr0+eefP2vWrNra2mOPPfa888474ogjXnjhBZqgo+s6hgUV8KPF8Rea/3FnEAQdHR0XX3zx6aeffv75519//fVffvnlLbfc8vzzz//gBz+YOnXqihUrpk+fPnLkyHvu+evSpcuuuvLayRdfOmb0Ge+++8Gnn9ZOmHDeyJEjjz766BUrl7/51rxpl198+thf33vvvR0dHWPGjJkwYcIJJ5xw00034VVKxV8AbkdHa0eqDcAD8N97793LLrvssssumzp16scff3z27875z+JPrrv2+htvuPm6a2/IpIU35718/bVXP/PknEkXnHvEYYdcOmVyOp2+8847zz333CuvvPKNt9/5ZEntgYcePnX6jF/+asQz/34BDYLRKjc956+spsmykpWVLFGzAKYkJ1946anhw4dfe+21N9xww1NPPTV37twZM2Zks9nbb7997ty5zz///Pjx46dNm3bJJZc0NTWNGjVqzJgxTzzxxF/+8pfnn3/+xRdf3GOPPY455pijjjqqvb390UcfffDBB6urq++5554FCxbgcC1DUYq800aJqfNVoB50VP4qe5xEHHqhP/I8j8M9m82OHz/+008/9Txv+vTpDzzwwB133KGq6ieffHL77bc/+eSTU6dOBYCmpqYpU6ZYlrVx48YZM2a89tprF154oW3bzz333JNPPonnZLPf49Aj+z268HH067q+Zs2ac889d1N7m6SSJbW1y+v+6znuKy/X3H7rrPZNLb89Y/yX/1sBAfzxuj9ce911AcAdd99108xbL7nkkvXr12NJ9RdffHH8+PHoXbr11lsFQcD0ETSuo128p/yF85NGe7uuO23atMcff7y5ufmqq656//33J0yYoCjKrbfeunTpUtd1p0+//I477gSAF198efq0K/+fvTePjuK88oYbLIPtJJNJ3kwyzuaZvO+cbybnS/JlcZxMxvbrAAatrdbOKkBilxD7LvWqjZ0YbGyz74uE9n3fhRACZNnsSEJSq/euvbq6luf746JKISFi4cbgxPfU4RSt6qquqqd+de99fvd3kYRyLhSuX7dlx47dJ06cdroc6elpDufg7DkxxSUXJMQkJiZ2dHS89dZbnZ2dzc3Nc+fOhYjYV/jFsLjTZcFwB0I8jrsWL1lw5MgRhNCqVavef//9goLi37/+h9g5cUhCixYuq61pzDp9fHuGyZCyub/nztnTJz/6YF9/f//06dMpiioqKkpYvqKhuXXytCABIX3a1vTtu4fh10gB1Ufgl+cR+IXhDpJy04yLZlxmy12MGESIvnn7SnJyMo7jBw8e1Ol0x44dy8zMRAjt3bv3yJEjK1asyM3NFQRh+fLlJ0+ejIiIyM7OFgRhz54927dv/8tf/pKYmIgQSklJOXny5K5du3bu3JmamvrBBx+0t7fjOH7r1i3l/KNsTxe/lPIX3d3dVqsVpm+Uv0AGLMhhyxGQ+DB5QnhY/14ZQg57Jr9C+MXzvNyjRBAEgiCSkpJgFmb//v2LFi3asWMHQgjHcaPRuHXr1o8//thut1+5cmXt2rUIIUmSdu7cuXPnzo0bNyKEjh07lpGRAX1i0OdQN/z8+GWz2ViWtdvtEOJxHNfd3T19+vT75gGvJPCiUFdf//abb/3yF79I0xudVtucGTOtA2ae8+q1uqzsbMbDHjhyaGPKlsWLF0Pm/qOPPsrMzFy7dq3H48nLy0tISKAoShAEq9UKnhdkr8aKX/JUILgVNE3PnTu3s7PT6XQmJiaWlJQsXbr0xo0bKSkpEJXo9YYzZ846nVjOhbwtm3UcJ5oH7CuS1qxatebUqTOnT59KS0sdMHcHBr07Zeqbb771uz/96U+tra0LFiwYGBjo6+tbsmQJKCP7Cr+stn6EvATpstoGGIaMj5935coVjuOOHz9+9OjR65/d/OlP/72kuIIkWG2K6czp7AVzZ3927XL83NmtjXU7tmWeOnHsk08++fnPfx4QEDB16tQZs2PLq2rmL1wiIHQup2CLPhX86GH49Zj3xGj45fXSDseg02UWRBojBnFiUETk3e5P4uLibty48dFHH+3evfvw4cMpKSk0TW/btu3AgQOzZ8+GGec9e/bs379/8eLFt27dYhgmIyPj6NGjH3/88YYNGxBCW7ZsOXnyZHh4eEhIiL+/f2JioiwnDUWHw8bw00KuYYcBZWugKUGIDo8BTLgqPYXRdL6QIts1mvP1PNiY8EueXkQIAW8gPj6+s7NTEITk5ORNmzYZDAaE0L179xYsWPDxxx/r9XqE0LVr12JjYxFCGIatXbv2wIEDSUlJCKEDBw5s27ZNxvq/Sc0fE/8LyN/AQgA6VUhIiM3hZjmhveNaWGT05Y5r23fs3rBho9Vqnz179vXr15GEli1Zui0jHUliZnqqyaCLmjMT5xgkoekxMflns+ZGz2AJqrSgMGnNKhdJMEgwux0YgQ9aLQLFCjQ7VvwCmABWATyrM2fOvHjxotlsTkpKys7OTkxM/OSTT9asWXPjxg2v17tu3brTp0/DpVuzZg1CqKWlJTExMSUl5Y033oC+YTiOz549+8CBA6AUarFYZs2adevWrZaWluXLl1+7dg35zv9yOp1AjoErv3DhwsbGRkmStFrtiRMnioqKfvGLX6xfvx4hVFRUFBISsnr16ps3b8bHxwcEBCQkJFgslk8++SQ8PPzq1auQP83Ly5s5c6YgCGfPntXpdI8/+iPwC/Rz5s27du0a0PFk/iqcC5DLvF4vhmH37t1LSkq6ffv2/v379+7de+LEidWrVyOEEhMT33vvvcWLF1+6dMnr9aampsK7uaOjAyGk1WpPnjy5fft2GNvr168/f/58QkLCwYMHYWoYIXTx4sXHTP19GfhVU1Nz9epVmAqFuQa52lGOdOSnDqgSSlYqGsELe+bzjKPZWONHSPNBsONwOKZMmRIfH5+YmJiQkHD37t3p06enpqYuW7asuLh43759Op0OiNeJiYlr1qxZs2bNzp07i4uL165dS5LkoUOH9u/fD2MOfY4U2OfHL2BOOp1OYG/BJL3JZFq2fOWGTclnz1+YH79IqzPEzp2/bev2GzduxsTEdHR0SIK4fu26qZMnJS5dEjtrZlNDnWFr+uz4+YkJCSlbkhsrqtckJFn7zcV5BSvWrr57vxfzMBjH8ILgcru9BO0atD4BfuFDggckSdrt9qVLl1ZWVvb29i5fvvzMmTNr167t7e01mUyxsbFms3n16tV79+4VRbGlpSU2NnbTpk2JiYmHDh06efJkQkLCjh07oB301q1bFy1a9MEHHxw5csRms2k0msHBwatXr8bFxQEzzlf4RdO02WyWebYHDx5csGBBSkrKypUrT506NX/+/Lq6uujo6LKyMrvd/vOf/1yv13Mcl5KSkpSU9P7773d3d7Msu2DBgo0bNx4+fLilpaW5uXnVqlUcx33wwQcbN270FX7JTBoob/R4PBiG3b9/f+7cuTdv3ty+fbvBYGhra4uIiJg/f/7kyZNLSkr27t0bERGxb9++6Ojoa9euzZkzp7GxEcfxjIyMEydO7Nmzx2QyEQSxefPmgwcPvvfee5s3b165cuWRI0dg/rG9vR2AGwzuC9iXgV/379+/fv06/JRhhA6ZviQTMocxuWSfS4lfShfs2QaMw2ys8aMMIvDJyZMnz549C7dfFMWOjo5ly5YdPnyYIIjr16+3tbVBwuXWrVsrVqzIzMwEKmBhYSHHcZcuXWptbf38zulY8QuITgANHMddvHhx9tz5xrQMuwurrK7dvCVl8ZJlJSUlHo/nwoULNpuN93LVVZUHP/rQZNCdPHYESWJ717UVG9bqUrTXrlztuX6r5EIeS5Cdl6/kFhU6cMzFUi6WwknC5rCLDIdZ7WPFL1yhXAzP29mzZ2/cuHH//v2cnJyurq6jR4/abLb29vaFCxfevHmzpKREfhLOnDmj1Wq3b99O0/SuXbuWLFmyYMGCadOm3b1712KxmEym+Pj4w4cPd3d3Hz582GazQacJm83mw/gR+Bk8z8vdMZKTk41GY0VFRXd3N+TCzp0719raihCKioo6cOCAx+NZvnz5ihUrFixYEBER4XK5bt++HRsbu379+qNHj3Z0dBw/flwUxba2toaGBl/hF6jcyMUMcO5Wq7W4uLi/v7+pqam1tZWm6SNHjuh0usOHD3d2dlosFqPRmJycXFxc7PF49u7d63A4PB5PSUlJc3NzU1NTaWkpy7JlZWWXLl3q6urKyspKTk7+6KOP5DDi5MmTjxzGTx28wGSKx7CWX3K8I087KtP28r8yqCk5X8rn8DmxseKXvKJs1gvUB5jQkAnW4hBfWU4UAgscDYWKY9XC//z4BeQdq9WKD3Hxge4gIkR7vB6vYHe6QSdHEAQY4h6Ph6ZIu82KJJHEMQ9NSjxH8ZyLJkmcQBJiXDhpd0mcl8YInKF4hBw0YSOxQavFYrMiXvSMLtg+Gn5BZgfaPsOrzmazKSk1NE3DJYKnDiFkt9vv37/vcrngakDsFhMT09TUxHHc6tWrs7Oz5SsGDDi4+HBTgJblQ//L6/XCdYY9WK1WINbAQZ1OJ+DIZ599lpCQ0NXV1dXVFR8ff/v27Zs3by5atEiuaiCGZKmgpOHx87lPjF+ywgSsA08NQii4HTAyAengasvyEuDHWCwWqJSADRiGgQISHMf7+vrMZvMj0yBKMtaXhF+ywQ+SuYXAEkRDmXvlAz+S5CU+u8Zon9OegD8BoTQaAiylRyYTPmUvFaIkeTNqRLtMNKJ0dDT7/PhFkiRwJkiS9Hq9UAIpCILd6eYlRDKs1e50uFxeQQRFTQgxkCTYrRavh2EogqUJmsScNEGLXpZmKILkSYYnaKfFKrAc6WEcOGZ2OzAPjRE4RuCI4ynnqHovo+EXVD7iOA7PPDxRUFFks9kGBgZEUbRarZAbcrvd0C0CIeRyuaCEGAbntm3bYIJ/8+bNDoeDpunBwUGguXo8HmglbbfbYR2Kn3yCX9DkQp4nkWVk4FhwOoAg165dW7FiBZQ9xsXFBQYGRkREHDx4ECEEBVJ2ux3QHERpoIrIh/hFDCl8QQs1gDPILdA07XQ6rVYrvGIpioILDmWnPM8DRQakpeFAoHMHc9BQCQtbQjlRR0fHMNEHZTrsy8YveNhk/JJ1FIbhlzLzNfLzYZyvv3nEL82eoP5xZA9ahmHkk4I3PAxl5VwtXDS5GIuiKBmPPqcj9vnxS65bhDcqlN1QFGW22p0YQTIsL6EB8yDNsiCSBZXYCIkUgeMuh9ths1sGBC/rZqhbvd12qw13Y5TdRTsxBicoN06wzKDDPuh2YhxD0jRJUTzJ0K4x1w/BD5b1i6HKB34q0D5omoZaHJfLBVxweNggcS4LV1mt1quVuNKtAAAgAElEQVRXr968eRPo7DiOS5Jks9kcDockSTA9CvsBZomv8Av8FLnTosPhAFU/giCcTqechWQYBvqMQanGzZs3b9y40djY2N/fD5WPUKZqs9mgSJMYEtjyFX4pFSZkBpnsZEFQSZIk/H4oJMIwDHzDgYEBQHx4B8hnBz8VdgJ3rbu7W07hu1yu7u5uSEANDAw8XV1W2Kkyx6Y0paeARugUKnFKGT8O+1zpfH2l8Us2eLSU05GwAi7PSGEJua5i2PVECEmS5Fv+KkEQ8LaEIfvXxAfrcRMERhICkuxOB0lRHo/HZrORJO5w2Bx2C+ehRS8reFmXw0ITLlrwOikCiRISRcru4jASiYhyY5wkYDTlpAk7hbtx3I3jlMPNU2PmT8AMA0EQAExych1wRxAEs9kMyTuLxUIQBIglwAkKgjA4OIhhGNwFmqYlSZLlQwVBAAdN5tZCQfXAwIAP+ffAgJOrzQEZQXEEx3FBEO7cuQOnBsEXHBoeB3h8qCEJQEA6r9c7ODjI8zzs3Ff4RQy9LcghWW05yQADAxxhEBEhSRJw1ul0AgPB5XIBiQr2AJXbMKThxQznC2oiygcEircGBweHESl8jF9A+1LiF+AxrANIK3VW5cyX8r+Qv1BGjvLe/m7wCwoM4MSVMCSXsClrgOTTlAnA8ldk6q+Mer6NH91utyz163A4ZHKWw42xXt5stdicDpKmMAJ3uVxer9diNSMk2m2DXg/tdlpxt4PEnRxLDrodmIe2WSwMRfMEzbpwt83O4ITV5YT8vZMhKYbGCcJptnL4mPUnID0HZcOQ97FarXLcZzabZd9BEATwyMDzkn00mAUG/xE8LKhkkhM3HMeBUhXkaMDd82H8yHEcxLngm0AKD7xs6HABIALlEF6vFzzEgYEBGVBAnQZQDGJqQHYf5r+oIQkwiqLgCmBDbbcBfCHZDT8DaDcgcg+vN0ADq9UKOwQ6IWwPpa/ghAICEAQBjjBCqLOzs7e3t6urS8nF97GutPIJuXXrFkCmzIEc9ogqTYYt+b9K/sRIFHs+zYf690/bxhQ/wuMNTgGGYX19fRzHiQjhFMl6OSfmJmnKjWEURUATGc7LDJrv05QbIS9DYTxHuZ0WWvC6GYpjWdyNIa+IBGTtNyNBFBBykbgVd1sJN0FRNMswbvwJ+F9jfT59Zb7Cr+fNHuN/jdXwIXax/AlkJIbNGoP7CS4n6BcCJjocDjkXPJr5GLyGGbw90JCzIHsKw3RWlU0elfOMj6kZeq7s7xK/zGYzTOrLWCaKotvtrq6rvdN9T0RowDIoIgkjCJalLRbzrVvX+wd6EeIl0XPn1qe3bnQ57WaWxpw00Xnz+kB/v9PhEEiGJ2jbgLnvXnfXzRtOAucQwjjGhbkJiiTszifgfz3Bc+UT+xq//qbhinIlGctk/TKYBADpEZgfAMyC3Bn8CRKCSDGphXxOBPv8D4887Sgnm2WdaOVmI7FMjhyf9LF9uvZ3iV+QnrDb7TDacBznOC4rK+t//u/bf3rrzWMnjwtIpFlKQuLdu7cWLox799134hfMpUhXbU1ZgP+kAP8/r1uTyHvJ0zlZb02Z9L///WclRcVIQPVllYHvTpv01v+tbqjvs5gJ3uP20CRNsx6PyHgkdlQJiq/x68sxX+EXABagFRiMomHCbdhQFw+4ViDiCDkBcPxl6qhSVxradKMvDb+GpXvEIW3CkWruw+Ycn2fahGx/l/gF+WCYkocpyNu3b8fHx3dcu1pQXLQ0cdmnNz5z4y5e9G7fkblh41ocdyxLWHTq1JFtW1NPnTh0/bMrq1YsLSm6ELd0cUV97dWOK5rQ0E/br2jXbey4eImjGCeBe0TeSrgdNMFynM1hx6z2J8h/Pelz+kXta/x6vOGKWkul/zUsnCQIApJl8iwnBJgQS8LE9yNHslza7UvwerzOvZwLkxNbI/0vJWCJCgmK5zBtL9vfJX5xHAcdImBiDiHU3t4+Z86cvsH+AatZE6Gpa6wTJC/FEEuWLsy+cA4h785dmYkJC+PjZl2+1EhTzsRl8Rs3rFi+drUXIevgYMLSZcc+Ovjfv3l90fz4dIPxTm+3F4mDmNOCuzwcZ3c6SIeLcT8Jf+KZ2Nf49XgDqAKfCz4B/JKjSGCQwSfgbUGyFejEMJGi1DKUgayrq6umpuap4Nfjde5lQoDsf8HnymrtYfmv53naUba/S/yiKKq/v18URWBschzX0tKycuVKTvS6SWzhkoXlVeUczw7azCnaTVlZZ9yYrbyiKC5u1qJFcwfN3SJPvbdn6/LEBQlrVg44bU67Y97cuR+/9/67b/7f44eOzIqebkhP7bdaMI4xux0UQ7MeDxLR1/7XMzef+1/D7pGMYphCgRLYIXA9YaYSMmIgiwRDF3tYlBV6a6Avgl8jHw9ZaXeYDcMv9PDM4yP9r2Esiq/xyyc2pvohmYUEhKm2tralS5f29vcSDDl77uyisiIJCR4vs2HjmhMnDiPkzb5wJilp8cIFc+7e6ULIo0tZFx83c/WmDV6ELObBlC3J2wypq5YkIF7svHwlbvHCQYedQ8hO4S632+50ChRr6xu1X9nX+PXl2FPCL6UyuBxXEkP4JceP8FdQEgZc6+3tlcXWwUDY5qngl6zGP8xAcEJuwio+rDAxzP+SYUumuUoK8+HD7Cv7u8QvuVcYFIh4vd6bN2/OmDHDK3ovX70cHhV2r/fulWuX7/f37Nq97b29uxDyrl6TuP+D3StWLKmpKkYisyBu5qmTB+ctWdhvt969fWfmjBklF/LiZswWPVxbU0v8ksXd/X0Yx1gJN0GSFqsVebxPwF8d63PlK/savx5vcv5+2D0aOSkJNR5AwQfWIYCa1Wp1Op03btyAWUiz2QydgLq7u9vb299++23f4xdSuHlQ06TMcCl5Xo9/yEdzvp5DaOA8YkNDi+oF1a9+/ysOMaSESYjjJQZ5EfIixCHEISSKSBQ5xHCIQdAAQ0BIQJI4fBFFJIpIUCwjt0HKRRi+eBDhQQSSvEjyPvgNXgl5JYQ8vEAxEuFFrIjEXe/tGq+aED93kSiKQICUK2lgYAF1WyYiAmF67dq18+bNi4+P37179/Xr1wMDAzs6Otra2gICAkwmk0aj6e3tPXXqlL+/f0JCwvLlyzEMM5lM/v7+K1euTE1NvX//fkJCgsFgiI2NPXny5ODgIJSIw/wA8C3xUYzjuMTExKamJoIgEEJOpxNKF0fbflTDSBwjcSi5hOXhP+M4hj+oCIBllN0MsTfhokHUw3HcsmXL6uvr6SENNcjswDM5JvtiKPQQXozJIOu0cOHCjo4OqK8SBEGWIXkCA7QCMgRAIbx+8KFrCDwvwHocxwE0BEEAuhVU+7pcrrt37/b29jY2Nu7YsUOlUvmARSF/X1kajuM4OHuQ91UqrAL1XOlYKfNc8HXZQfuq4BeSUEvLJdULqt/96XUOMU7W5hUoEXkQjxCPHiCIJCFJ8iLWi9iH0EcavkgSkiQkKpaR2zy0iMMXDpEcIhEcnkd/XZBHRCyPWB6xJEvu2bfnmy/986K4ZZIk0UPCzTJnFbIPMNqgjAbu6aVLl5KSkrZu3Xrnzh2v11tQUHDnzh0Mw06dOrVly5bS0lKobd65c+eSJUsuXbqEEGpra9uyZcuKFStAY7apqWn16tUGgwGmekRRlJu2ylr7jzSWZePi4jo7O6GQFtjwEGiM0ViaZmmaUSxKo2iaomlSsYxqMDMLlQnwC0VRjI2NraurAxI5FB7RNA2c9a+EgYceHh5+/fp1KKWmaRqa0Y3JlPdODh6VrH2CIGiahqpSURQpigKPhxiiufb29vb19QFs9fT0XL9+XfnYffjhh/K6D/wvGI7DJjvhx6Eh/JJ5qjJ+IYU2tPxfZfwoiqL0sPkOeHxkAl9TVqoap3rzrTd4xHoR8wC0OAlxEvIg5EGIFxEvehDjQYwk8IrFKwleSfRKolcUeVHkRVEQxYcygJIgSIKg/BYSvCMWTl48iPQg8sF/PSLyiIgTESdyXhohr4A8PPLQDJ65NXWCSjV/+iyIdGSeqlztCCUpBEF4PB4oBJEkCd5J4GITQ+0zEEIgISCKInSNlvMDFotFWXQBFSHwdRDdhdEMNB+r1Qoyfo80hNDMmTOvXbvGsixEEzBFhY3ZcMUy2ibuvy6jbYLj4DXIMRH4X0uXLgXgdrlc/f394HnBRRuTuX1kYz0uQRA8z4eFhfX29mIYBhU/UBb6BL8f6KngLEMNFgww2AauGxSZQ7QI5HuoRVeK1rAsC9I6V65cOXbs2Ntvv/3hhx9+URds5LOMPTxHAG0s0VDkKA/l0fS/Rsvcw7eeU/wShYqiQtU41aTJb7KI5BGLkNfDkQ/7XwhJiEccj7hHuEyPcMmUNsLdehBJCiMWHkm8F9FeRD/kfwkICYggXQjxrEgKyIMQv3ff7gkq1aolCQghSZLAY4eCZ1iBz0HXCQ0hlPyawXFcvpvKaRmEEEgpoCH9DJl+AR6TvAc4ED0kzgUSK+jhXKfSvF7vzJkzQYD46Zvymo/NFi1a1NDQoPxEWYr/lTCGYeLi4qBTHPocTRWewOSne6wCdmDNzc1arbampuYLEVlH7hd/uM8Q9LNEo+CXMouvDAwf8j4eBqznEr881cV5fn6q3/7uVyW11fWXLl680tXa8Ulb6ydtrZ9cbvnkcssnrW1XW9uu1l/uqL/c0dzeNmK5pFiG/7X1UvuYlvqO9vqO9ta2jta2jvaWzvaWTvgllzqvX+q8Xt3aWtnUVFlZuWLFilfGqYInT2pubq6rq6upqamrq6uvr6+tra2trW1oaKirq2tsbKyurq6oqGhra+vo6Kitra2pqcnNza2qqiotLe3o6KiqqmppaSkuLq6tra2qqqqtrc3Pzy8qKoKv19TU1NfXt7a2VlZWnj59+tNPP+3s7GxoaCgtLS0vL6+urm5qagIdTvgNlZWVVVVV9aNYS0vLrFmzDh48mJWVlZWVde7cuVOnTuXm5p5/Rga/4dy5c9nZ2bCelZWVn58fGhqakZFx9uzZ7Ozs3NzcM2fOHDt2DDp1jnX/PrGxHvfcuXPnz58PCwvbt2/fuXPn8vLyPv7444KCgrHuZ9g+z549e+ZhO3/+fG5ubm5ubk5OTm5u7unTp8+cOQNd186cOZOVlXX69OlTp07t2bNn9+7dqampmzdv/vDDDy9cuFBcXJyfn5+YmPjhhx8+OX4pH2GZtjqsz9Bo+KWcZ0SPqh8aDb+eRxM9jRUlqnEq1TjVt77/PdUL41TjJqjGTVCpXlapXn5B9fILqpdVqgkq1QTVC36qF/xU41UjlnGKZcRfx40f2+I3XuU3XqXyU6n8xqteGq96CX6JatxE1biJKj+/F7/9bZVK9Z3vfGeCSvW9b7zy+Ls8fvx4WJkwYQKsTJw48cUXX3z55ZflbV544QU/Pz/4k0qleuWVV775zW+qVKpx48bBZt///veVu3rppZfk9RdeeOFzjrcXX3xRpVL913/9V1hYWEhISGRkpEajCX92FhkZGR4eHhYWBisajSYiImLGjBn/9m//5u/vHx0drVar1Wp1UFBQcHBwbGzsWPcf4SMb63E1Gs3s2bN/8IMfTJ06NTIyMiYmZtq0aQsWLBjrfuAUYCUsLEyj0YSGhoaGhsr/DQ8Pj4qKioiIgKs0ffr0qKgojUaj0Wiio6NjYmI0Gk1AQMDy5csTExNnzJgRGho6Z86cxMTEhQsXzpo1KzY29gvh18jWbBiGydJ6YMqIAz3siCoVJpTbyKD2PKbqH2WE21lbVfFPP/ipavzLqm/+VOX3fZXfT1Xf+D8qv9dUfq+pXviR6oUfqV78serFH6sm/kQ18Seqia+qJr6qmvBD1YQfqib8SDXhR6oJP1ZN+PHQ+quqCa+qJvxANeEHqgn/oprwLyq/V1V+r6r8fqjy+6HqRVh+pHpxaJ8Plp/8dZn4Y9XEHz/Yxg+W11R+r6m+/XOV32uql36ieuU11fhvqfz+SaUaN3HiS35+fuPGjRs/fryfnx+sjxs37sUXXwRkASSSgQZARLZXXnll4sSJL730kgxwMjABoilt/Pjx3/zmN8ePH6/cybhx4+T9v/zyy36jG2wWERGhHEWyIuZY7LHR+sgZktFNmdCQh+vq1auBPyFvxnHc3+wL9VyZx+NZuXKlrHfK8/zf1IEYacqEtdIjAdl00B9WBmFyQaHcjQyCbhAFGnkNY2NjtQr7Qvh1//59KPQdVj9EP9xnSMm/FxVEsNHqt78CzhdCSBIG7vdMCYn8/VvvTopZOmV6wp+nr34zPHFK1IopUSumRiZOjUycHJ04OTrx7elJb09Pemf60nemL/1zTMKfYxL+HJP455jESdHLJ0UvnxSdOCk6cXL0ssnRyyZHL54cvXhyzKLJMYvejVomL1OiEqZEJUyJSpwSlTgZlujlkx98ffmk6KRJ0UlvT098e3ri5OiEydEJD44etXJy1Mo/ahKCF+r/oI5/O2rZnCVrfvXfU1SqcYGBwbm5uRcuXMjJycnLy8vNzc3Ozr5w4QKEgcePHy8qKiooKMjNzS0pKYFoIjc3t6ys7PTp0/n5+fJmBQUFhYWF+fn5ubm5+fn5Fy5cKCgoKC8vz8vLy8vLy8nJKSwszM3NPX78eFVV1YkTJ3JyckpKSrKysnJycmD/8MWsrKzcUWz9+vXf/e53f/vb3yKEOI7r6+vDcRxmrMZohGIhKYp86I8kPXwZxWDOEQTFYNaMoihQdoZeGwRBQPWoPKU7JhttHmOsNtbjut1uSZJmzpx57949yL5DFnus+1FSQGQiBY7jcN0IhZQrcMQoigKBOTl5D1N/kJICBXMgf5WWlmZmZgJ/VavVwsrYwOtzPtqy/zUyfoQ5R6X+qjiiYPsrYZAin79ue2Ds2gWZBfNSc2aklsxOL5+bWTw3szguIzcuI3deZv68zPw5mWVzMsvmZJbOySydk1k+J7M8NqMqNqNqbnr13PTqhdvqZ+lLZuny5xiL4tILl+2qnGvKnqU7tySzfL6hYFFGWeKumvmm4rnGwrj08nmmkvnpFfPTK+alV85Lr5ybXjU3vSo2ozo2ozo2syw2s2x+ZsH8zIK4jLy4jLzYzNLYzNKYtPKZmdUzjbmx6YWrtp38Q9gy1YvfXLR60xc8fWV+XZIk+RYPe1vKry74nFbQqT+nZWVlqVSqgIAAIELDzNoT8KEcTgvDkl4v63LbBwcHYBYRni6apnmvaLXYvZzocLhtNhdFjqpfio/CX128eHFDQwPMWgCoPdnvhH2CBj9M1AKrwGazyRsQQwq0T6Cz+pjj+oS/6lYoXyOE+vr6QMuQoiiQ/AepHISQrJlDDDVkgcOB5DRBECAwOTg4CGSU9vb248ePBwUFyWMDEMnH4MXzPDh+aET9kKyzOkyn8KuIX6yAeITmrMqYOmPFXNOF2fpzkbr8GGNRjC47Rpc9U3dmpu7MdN256bpzkfpceYnS5Ufp8qO1RdHaohhtcYy2eJahNCa5INZYND05J2jFwYiNJ6cnn4radHyONnfG5vN/jt83fdP50NUn4tNKIzacm2Momp6SPz0lP0ZbGKMthP3AEqXPjdLnwhFn6M7O0J2N1uVE63LC9cXRqWVR2qwZxtzE9CO/C16keuGVuKR1X/D0h1FbKIqCO04PtaQErTdQ9weZ4Cc7kK/wCyHe4bRYrQOSxCMksiwNSkEIIZfLxXE8SdK8V8LcJEmyJDFqPcDTxi+HwyGf6cDAAPxI+bno7u6mFORwWVT+i5uv8AuoCED4Aj1bOdiHpx7YFdAICk4Tf7guErgUGIbJ7QvAF7t161ZOTs6UKVPkaE8GpSfBr9FqttHDgl/oUfl79HAu/6uIXxQveRGavmLnOzHrog1V4Sll/tqGQENzoKEy0FAZYigIMRQEG8qCDWWB+vpAfb2/oc7fUBegbwzQNwbqWgN1rcHatmBtm1rbOm1DfXTqxXBDU+DGovm721Oy+pIOdk3bWDhjW5M21/FeE1p24GaYsTZoS2VwcpVaW6fW1qm1DWptgzqlSZ3SpE5pVqc0B+kagnQNIfryEH15sKE42FDsb6z2N1ZP0bf6my4FJleq9bULU0//v0HLVX7fmL18zRc8fSV4lZaWtrW1SZJEEARC6Nq1a3l5eeBqyS+qJ84E+Qq/eu/fQcg7YO45feZYR8clhIQrVzt2796VkqI9ceKk20309w32dA8IPEISGjSP2v/iaeOXxWKRm3qQJCkIgsvlKi4uPnbsGI7jQG05dOhQRkZGRUUFQugJDvFI8xV+EQSBEBocHMzNzYWAurOzc8uWLXq9Pi0tLScnB+CMIAhIh8FpQoxJkiTgF8AZkIFBDgwhZLFYOjs7IyMjAXlqamq+EH49xobhlxKVlIRVYUSfxycb4s/EGBF5EZq5avekGRumm2oidRUBusYgY0uwqTrYVB1qKg41FatNFWpTRbCxMdjYGGhqCDQ1BBmbg4zNwYa2YEObWt+u1rdHmC5PWVOt0TVEmlpid1w05Tvze9CeGmbyutwlH396/FO0rxnl9aIZ21qDtlSGGeo1+gaNvkGjb9LomzT6Fo2+RaNr1eha1YYmtaEp1FgZaqwMNZWGmkoDU+sCU+umGi4GpF0O1lZpjHWL0s/+IjhJ5feNOb7zvw4ePPj222/v3r0bIQS1k3FxcX/4wx+A4Dosz/0EfCjf+V/e7p6bqWm6P/zxt8ePH/Hy7Nmzp996683Vq9fs2rkbxygkIZbhB/qtNoubZYTR9vO08YuiKJqmZTFll8tVVFSk0WgWL14MciC5ubmLFi1asGBBSUmJsjr6C5qv8MtisVgsluPHjwcEBCQlJdnt9vb29hUrVhiNxnfeeScxMXFgYADKkux2O6wQBOEe6mNEEITD4QAgkyteAb+gkfD8+fPlsREZGQkrXxS/lGrRaAR+jcSsx6x/ZUz0IOSdt3Kn//R1s4wNMdqaAF1bkLHd31Dlb6gKMhQEGQqC9GVB+rJAbXOgtnmaoXKaoXKavnaavjZA1xSgawpKaQlKaYlKbZ+2vlqjrQ7eXB6dWr7yUFfWLbS1xBy47kz8rvrYbdVTV52qtKLlH1/986qzs3c0BuvKgnVlgfrKQH1lgL46QF/tr6/211cHp7QGp7QG6yqCdRWBhuJAQ/G7hrp3DXXvGq4EpH0SklIfZmhelnb610GJqhfGxyclfsGzl/Hr008/3b179759+6Cmp6OjY/r06QkJCT09PeB2KZuVPMErylf4Zbb09N6/VVtXvnrt8qrqMjdmz8/PW79hHULIarUhCdltLg8jeljJZsVJfFQ92KeNXwRBAIsdwAse2l27diUlJZEkeefOnUWLFpWUlIB7K5dhfnHzFX4JguB0OltaWtLS0qBpvCAIMLe4ZMmSwsJChBDLstD5Sb5KGIZBzxHg5eND6joYhgGcsSx7//799vb2xMS/Dl2f4RcM02GBLhoLfn21gkeEkCSwCHnnrtgxLWbtDH19VHLVtJTWAH3b6PhVNc1Q5a+v9X8Yv9TaplBd84yMloANJYEbLgRtzNlbjxvzetQbsyJS8hbvbUk+e+cvtXT8X1oCNuVp9KWAX0H6yqC/4leNv75mCL8qg3WVSvyarLs8zXQtaEttqK5xienk/xe4TPXC+PmJy77o6Q8ZwzB5eXn79u2Dz/fv33/+/PktW7bIlEAYFU98c32FXxTtRMhD0a7klPXFJfkk5T5+/Ngbb7z+5ptv63UGSUQkwQ7023GMxd0sy0ij7edLwC+5ZzBBEOAT3Lp1a9GiRaIodnd3/+AHP/D39586derOnTshweQT8xV+yTLQhYWFu3btwjAMelO2t7er1eqenh4o4eju7iYIQu6lJN9WmJeAfyG6BJlpj8fT19fX0dGRlJQkj42x4ddI5pds4OCNjA5G5u+H4Rd8LipqHp9slD8D8zqRiC1anhYStTxWWz1jU1nglqaQlBa1qVJtqgwz5YWZ8sINZeGGsjBdS5iuJSStMCStUJ1aqk4t1RirNMaqcH1NuL5Gval4emptbGZl6Mbs6YbzAasPvF/Tu7eqO2rLkcjNh/eU3S3vRXur+uK258eYsoI3Ho0wXYgwXYD9h6YWhKYWhKYWhqYWRmgvRmgvRugrIvQVYabCMFNhkKk2yFQ7NaUt0NARuqkqIqVuueHQ69PiVeNVS5bN+4Jnr8x/HTx4MD09HSHU0dGRmZlJkuS2bds+++wz2FLm0DwZhPkKv1zYoNV+3+7o1+k35uSe5wVWkoT+/vuNjc0L4heWl1V7WEHkEUV6XQ6aIvjR9vO08UuSJMhwMwwjt7QoKirauHGj0+lsb2+Pjo7u6ek5derUypUrnxgiR5qv8AvgieO4AwcOrFu3DiEEzIn9+/cnJycjhKB/ncwYBbaHnL+HyVa4euCguVwuYIGBFsWGDRtg+rKrq+vtt9+GnXxe/Dp37pw8sCDNBusEQTxyjkkmp8mE+0f6XF9J/BJcSMQWr8gIjU6ap6+ZtaUiOLlZrWsNNlYEGys0xhyNMSdMXxKmL9FomzXa5uDUguDUghBjcYixWK2vVOsrw3TVYbrq0C0l0caaiOS8gDWnF+ws0Ww6/kHt/X3VPVFbjsSkHAvffHim8XRxN9pwtCVg3eEZ6TnhhuxwQ7bGmKsx5qqN+WpjfoipIMRUEJ7cGp7cGq4rD9eVhxrzQ435gcaaQGPNNF17kPGKZnN1pLZ+hfHw7/0XqsarlibM/9sn+FhT8idOnTp16NAhURR1Ot2sWbMMBsPvf//78+fPEwSBRtS6jtV8hV8SYpxuM8W40tK1Z84cJwgnQiJJ4gihGTNmnT6dxXlEzMXgGCt4EY49y/gRqp1B/xbQv76+ftWqVR6P5+LFi1FRUQihrq6uefPmgRfjE/MVfsHpezyes2fP6vV6hJDdbne5XAsXLszLy0MIQSNhQRBsNhtAFY/aT6cAACAASURBVMSJcv4eAklAcLnRJEIIpMFWrlwJqdWuri4ZkcYQPA7TzJHXH4lfSkq9kvYlTwB/9dJeQ8ZLoojQzKTMyTErZxgronWlgbr6YH1jsKEq2FClMRRpDEUafblGX67WNah1DVNNDVNNDWpDhdpQEaUtjNIWRmmLorRFQZuLolJrwkyVU9Zf8F93Im53dWZO14H6wbC1J3UnulZ/WD9l2d7ibmTI6ozQXpiRVhimqwrTVYVqm0K1TSH6hhB9Q7ChOthQrTYWqo2FGm29RlsfqqsJ1dUEpRYEpRb4G8qD06pDNzVGpLQm6HN+O22tyk+1YPnCJz5xQC1R8oqSR5RYknIVFl04eOgjgnA1NjZqtdr4+IV//OOfjh07JjeOlr/7BPmv8+fPq1Qqf39/wC95oI/1uWJIp9PWjxC/c0fm6bNnJISq6hrsbtzmxNXhUXX1TR5OcDtdXg+HOVzC6P2QRsOvMesX4jSB0wRBKRaCGGryimGu+/d73JgTIdGNOZua6jdu3Oh2u3t6ejQaTU9PT1VV1ZIlS/r6+sZ6HUYzX+EXtK1FCB09etRkMsEAqK2tjYiI6OvrY1l2cHAQdg5bAscVXkuyLgUAGcg38Tw/ODgIogCNjY2TJk2CgbFnzx5YUX0eFpg8nmT8gs7g0KYNcrTKPtuwoqxzVAaMsgr+E7+Wn7n5Cr+CtxSHGyo1xgq1vmzBX2q3l5qL76CLbrTtQndm1t2Cm+jcVe5sp2em6Vx4SnbolnPPG36lZxh+8cv/5yc/eXXHzq2wgWXQmpKivX37NvxXxq8no4D5Cr+QyH7a2b54UfxLE/3+9D//k5ufd+TEqUlT/d98Z7IpfasoIV5AHoalScphsXKj99N92vgFipIul4MkCYREp8v+8YEPJ09552c/+1lcXByGYXv37n399df/9Kc/5ebmouePPwEzp2vXrv31r3/9q1/9KiMjw+Vybdu2be/evcC2B2lMiCJlfUdZGgwS9oBoQNnleR4QDSHU2to6bdo0GBhjwC/leJLxy+12Dw4OwuhUslWVNqzyUSmioqRNfBUhbKz4Nc1UP81Ur9ZXqPUVkbqiSF1RhK4kQlcSoqvUGGvUpupgQ9WMrRVLPmxbd6h59YHGFR90BK46u+Zg+9aC+4kfNb676uD09JJwXZ5GV63RVat1jWpdY4i+LkRfF2wsDzaWPyv8+uz61Y4rrVeutpsH+9AQw77vfj9sLHvlQFx6gsP5Cr8o3E7h9svtFxvqq8vKy2/eviUglFNQlJVbQLG8hxPudd8XvDzLMCxJMcSoz+3Txi+IQJ1Ou9VmIUiMJLEbNz8tLilsamq6cuUKy7JdXV3Nzc3Xrl1zu93AkPKJ+Qq/eJ6XJKmlpQV0Ta5cuSIIQmdn540bNyCHBTOPZrOZHFIDJ4Z0wYihvtxwfwG2eJ6HFBhC6Pbt2xqNBgbG4cOHYWVs+NXV1SUzV0mSBPyS+2nLo1bpeYEp/S+5uugrCl7Id/gVsKU0RFcZbKgMMlSGGwvCjYWajUffXf7+TH1p2Mbcd1ccmrL8YOiWU5H682G63DBd7vOGX4LIIsRhmEMQPBRFwTZe74P2BQzDyDf9ycSwfIhfPXevQ90XzTI2h531Ch5BAv1tm93lxkgSJ+xWG+IF3DkqL+Fp4xekhFiWIQjM4bThuEtCAkICCLGxLAsFW16vl2GYgYFR+56M1Xw4/3j37l359gmCAJ44FDmazWbg2YCyK8SJcvxIEASEjbArYITxPG+z2eC9+Omnn8bExMCe5Vz8mPFLXodAVzYoexQEAWpHkEI5Gs5E/q+cCPvHwa8AY02AsSZUXx6qL4/UFUfqisN05WG68iBjfbCx3t9QO0VbGagtCDWVzkjPm5mRH7S+JOGD67MyawPWXwg35E/PLPPfmB1uLAnVVYfqqtW6erWuPsRQGWKoDDEWhRiLnhV+UbQLIQ7EEsFo+oHDhR6WaoAncKyH81n8iDinrZ8i3eaBXqvNxgvCgNXuwAiHm+ztt1C0RxCRw2ZnGUby8ubeUfNKTxu/QK0Ux90sSzMs5cacFuvAwMB9juNIkgT5Wbk8cKwX4THmK/yCNxZFUb29vVarFX426IM7nU5oegD14dCkFjwvl8sl90AAXVa4FMCckKcKr169OnPmTBgYzc3NsDIG/Gpvb79165b832HluDJ+yeKKSvwSh5o/yitfXfBCvsOvYGO9OrUxOK3R31gbkJLvvyVXk3wmXHsuaH1JyMbyCH1ptKkiJDk7VJcbYSqNTC173vBLEBmScjIsieNOpPC4lTlQcBnQM83fD/bfQyJLUxjmtvOCwHo8bpImWU5ACKc8LjfpcGKYy40kZB+0eCh6tP08bfwC7HA47S63k6RwhiFpmqBoAloU0jQNWe3e3l5wc8Z6HUYzH9YPcRwnIxRw6G02G+hKy4l5giCgQYwy/yX7YjApCSsej8diseA4znFcZ2fnsmUPqItyIgtYYGPAL+BuwDkrh5rMtFYK3is3GDa4v3KcVaWNFb+CjFVBxiqNvkyjL4PIMVRfFaqv+vOW6nd19YHpLeptlyK31mrSK6OMFyIN2fF7rvuvqwzeXKLRVgSn5AduyYlMrwxKLgjVV4fqq9X6OrW+Tm0oVxvKQ0x5Iaa8Z4VfCHGixCIksB5KFEWXyyWJCCEks64h2HniG+0r/OI9hMCRA/09mNvu8XoHrVaLw+UmqD6zzebCHU6M84okQTjtju7bd5E0Ki48bfwC8ifHsQxD4bjL5XZguJMg3QzD9PT0yGR0ENKSRSm+uPkKv0iS7OvrA+0daBNlNpslScKG2tNCSTbwS7Chdmqylg4AHDTQwHEc6PsOhwPyVLdv35b592VlZbAyNvyqqakB/CJJEiAWDc0xyVmt0fBLHsRfXdq9bL7Cr7DtHUFpLVP0dZO0NQHawgBdUbjufKQhO2RzbZi2KSq11n9D4fStVWpdocZQqtYXP2/4JUqsl6cEwYOQ8EB5guN5XkSKNgiQvH8yd9tX+OWh3U5bv5ejccxpdzoYlnUTFM3xJOulPLzF6uC8ksvhFHnBS7P2Qeto+3na+AVOCkniGObCMCdJ4RSFY7iT53lodAKPuuytjPU6jGY+1M8B/wvHcZvNBlQvCBthn1arFRhedrsdriTxcP2jjF8EQQB+QUSJELp79+6SJUtgYMg9Z/8Gfj1mbMlT47D3kdGBsgskmOx5oRH4pcyVPP8mIElEaNaKrVOmr5ppqozRlwXpG0IMTaPhV7CxMthYqdGXavSl4brScF2pWl+t1lcHpV8MTr84RVcTmNYYrM2LTC8LWvNxtPbUTFPr1JVF0cbKaGPVn1ceU6fkavTFam3hUPxYq9bVhhjKQwzlIab8EFP+08YvuDMQ+wsih5AgIc7LU5yXQogD/ILxwHsfut3yIHkyfrIP8Qt3WRgad7lsDpcTJwmS5XCadROMzYXTDAf8L4fdzrMep2VUv+Zp4xekt51OB0XBc+1gPbTVNuh2u8G9JQgCmp7IeSKfmK/wq6+vDyEEXfg4jrNYLOBAgTtGEAQIgbmHGtwqIZgaasTt8Xig/JMgCEEQ8CH5w7a2tsjISNAUkrsQySx89EgUG21gwX0iCAIpWs7II1Xpf41Wp/01fqn11e9srpqsrdNsvxSc0RKiKwjYkjNdfyZ887GIlLqgdWWR+vJ5O1tSC83rT90I1RWGpOQ/K/ySPSee5708KyEemvRyXhLy94LIIYQoihJ4ESFE07QkSRBFPrhiz9T/EjgSd1k8LIUQDwLROMUICLFeiWS9DifmchMkTrhdLg/FEK5nNv/odrtZlrVaB11uJ0UTdruVJDGOY3ieh6fM4/GAF4Oe1/pt0PZCQ2XRCCGGYQoKCt5//32n0wnuGMdxwKeHGwrflfn3oG0LwTLHcRBI0jR9+fLl6OhoOPfGxkYYIV8IvyB+hCurTNnK+CVn69EIqdV/LPwyVAYbKiF+VOLXNF3t5C2VkduapyaXBq8/Pn976anGviPVd+NSa6ZvKYrcdD7hLw0dLDpykVJvzgrdkh2mqwzTVUL+HpirQaaSIFPJl41fktxknHv/g90zZkYvWbpwcHBQkqTDh4+sXrUGxqiS9PdkXGVf4ZfbYUaShyLdx44enDV7dvzCBWs2bNq6c3ffoA34Exarg2UYiiBJN84+O/4X6F45HDYcd3Mc43Y7KQr38p729vZly5YtWLBg//79kFeSJEmOv764+Qq/EEIsyzIMk5WVFR8fv2jRor179yKEIiIiXn311U8//ZQkSRAglMse8SEjhvQnyKFWyqCARhAEJCK6urpmzZoFtAe5r62yLvtv4Jdy8hF+KODr4/FLTt+Kj9KckMOKf0z80mS2TdPVBeorp2wuDl5/fFfZQD9CZoT0x+/O1pap155M2FN/F6GTHZx6c5Ym+cKzwi+4MyAVLYocQoIosQyLr12X5Pei6hvffOmll19cu3YtQmjatICJE14ym83wbhOHunk+W/4XxI9uly0j3Qhdo1Tj/fxeeuXDg0c8AiJI1uHEONbD0gxmdz5D/io8ujiBeTwMSWI0TTAsdfVaxxtvvPHtb39bpVJ997vfraioAPY4RFg+MV/hV09PD0EQO3bsgBYw48ePf/XVVxsaGmbPnv29731vYGDA6/VCx3WQCSKGZPKH4RfUuoL/RRAEEN+uXr06b948qH8EcUTkE/xSdttGijetXCcEn4sj9HOUZdt/5/j1IH4E/CoL15VB/j7YUBukrwnYlBuTUR1nOlt1F/WQyCqgMw1YfMr5iFX7N7xfeQ+how3mGO35qJSzEdqKCG1FqK4xVNcYpG8I0jcEGqsCjVVfQv5ektBQy3QBIcHDEXbHwPd/8M/BIdNcbvu586dXr16NECopLr1+/abNZoP3GdxWufp1rOYr/MKcg7yHoEj3ksXx3/3e/6pvbKxrannln/75jf9+q89s8/ISQbIUSbI047Y76NHT4k8bvyiKGhgYIAic57m+vl6GpWiG+GD/vldeeeXo0aMdHR16vV6mbj4Zv+GR5kP/q729/Vvf+ta//uu/lpeXf/LJJyaTKT8/f8mSJb/85S97e3tpmvZ6vUCwUH5RTvBDwTZMD0LkCNeTYZjLly/HxcVBzaLMn1i48K+DeWz4JdMRlfqFcmEjGmI0Dosf4SvK4qF/ZPwK0FYFG2qnrs+OSqtc+37FNQLl1N9svonV3kZLU/MjVn5gONL8KYuONJhnGi7EaM8/W/waigcFhATWQ9js/a/+8H/9z5tvmAf74JaSJLl48dLfv/6G3HoL7q/4cLu8z2++wi8SsyGBQYhfvDheNU51+UoH5fEGa8L9Jn7j0xt3WA9PM5zL4WQomnC6nyF+AauepklR5Ht773k4xuOhd+3arlKpMjIy4JrcvXsXiAjPIf++r6/PaDR+61vf+uCDD+DXDgwMCIIQGhr685///NKlSzabDSj1GIYxDCPfSmVfImhlBDQx8NTgl3R0dCxfvhzwS2b5f/jhh/Jo+Rv4Jef8hxkA2cj4ESloq+jhhP0/Gn4BfyJUXxY6hF8afaVGX6k2VIcaqsNScoM2nNuT1X6PQ2l/OZFXdeUOhlI/qg5P2Jp6qPIGg7IvWaM2HZ+lOxupLYvUlkH9dpC+OUjfHGCsDzDWP/X4cShzBfwJhHhBZBgWmzT5zW/908Sp0yZnZZ+VJImiqJkzZ7/++hvQjwspSDPPFr+ctn7RS7EMuXDBvG9/5zuDVsuAxfbb3//hZ//xn/fNVpygGdbrsNkZiibd2LP1v3Acp2mS41iHw8p6aC/vqamp/NGPfqRSqRYsWNDW1gZX1eFwAND4xHyFX16vNywsbPz48Q0NDQghKACiaTo2NvZ3v/vd3bt3oasL+F+4ou0QCIHJ+AXbEAQBXTzgk6tXr65atQpkyuUuHp8LvwC5ampqYMoAPpT9r2H4pRy1PM8r6Yty/Pg1fgF+BWsr1Ibq+N31QevPZrUM3uPQ/OXavxzOdSD0cU5X0ALj5r35Nz2osBMLWrF/tv6Z4RdQusC8XkYQPJC8v3Hzk1mzo1XjVN/4xkRwEEJDw37zm9/Z7XYo5X1O8Avqtxma0Gm3qMapNOFh70yZ6jfx5ZhZsZyIXG6S9fAuh5MmKcqNU6Mrd30J+hMej8flcroxF0liGOZkWcqNOY8cOfLv//7vfn5+//mf/9na2ioIglzn7BPzFX5xHBcaGvraa6/duXMHiGAw2xAVFfXTn/703r17PM/39fXBL4c4UXkWUEsE+S+oiGRZFviuDMN89tlnSUlJMLnZ2dkJI+Rx+AWfarXaR3peMn4N04lGCuYE/HXYnKPyv08wpp8HEyQkIjRrZcaU6StnphbGGPKDDDUhxrpgfV2wvk6jq9LoqjT6Co2+Qq2vUuurInWFkbrCcF1FuK4iVNsYqm0M1TaHapuj9DWB6woWZuZHbDhyyczaELrhxLpsDkJC7TcGZyelbT1Q0MOjM/WWWbqCiA3nw7WV4drKUF1dqK4OsvhqXZ1aVxemLwjTF0Sk1ESk1ITpysJ0ZcFp54LTzvmbCoLTS9Sba8O1jUsNeb+etl7lN27+8rHrR0uIoXkvJyCEBNHr4RiEOIS8rIegGezkqeM/+9lr//Iv/3r3Tnfc/MU//69fwfwjUsi9IUU7j89vPsMvzOIY7EGiZ+P6Vapxqgkvv6QaP37W/DgXRbkoCiMJjCQowkkRTga3MfjT53+NMJLASALDnHaERNtgv2XgPuJZyu1w2wcljkYIFRcXG41GlUqVlJTk8Xj6+/uhKNonNlb8ovBHLyzNaELUr7z0cnvbJYkXCDcmenmWZiIjI19//fXOzk4guEHBEECVfDdl/hcQ8QmCACIrvAtZlr18+XJoaChCqLu7u7e3Fw1VcY+awoe/RUZGyvillF0d5n9BZ3Ck8Lnk/mnCw4I5Svz6CvlcSvMVfs1MawzdXDYz5XTKsUs2hK4T6C5J3/d4rTSys2il8aON245dJ9C5Jtv05NxYY/EzxC9R8XpCSETIa3eYKdqNkNfDMQsWzH/llW990vnp4kWJv/vtH202mxK/ZBd7rIf1Wf0Q45I4wushlyyaP/GVl/MKCz67c8eOE88bftksZg9NMiTGkBiDu7wMIXmZnjs3ZF6oSqV655134PICSd0n5iv8Yiham5zy4vgX0kypXo8HSeh+Ty/HsPHx8a+99lpXVxfP8/39/RASQgk6hI2wW6jflnP58MMcDgdobwB/FSFktVpBBWfM+IUUsqvyhCMUQspxogxYMn7Jldv/sPgVoSuL0JXB5yH6+hB9fbC+IVjfEJRcOm1j4bsrD71f57rJo6S/5C3NOLTA+GHR5XsOhLadqdu8P+86j853UEHrz2i2ZEMFeIihOsRQHfxgqQw2VKoNJWpDyYP4UV8Zqq8MTMsOTMueZioKSi9Tb64L1zYtM+T+etp6lZ8qbvnSsZ6vJCIEFHxB8vIehESKxi5dav7DH3974uSRltamt99+88c//umdO/fCw2J++YvfuFwucLskRXfuZ4hfLOnEHGa307p+3aoXXnyxtr7OixCPkIukXCSFkwROEiThIgkXQ9gZYtS+sE8bv7wexmW3km6HlyEdg/0M4eq5c2PTulULFy7Mzs7es2fPSy+9tGHDBuCj+5CC7yv8QhKqra7+53/69s/+7d/Onj5TXFg0M2b6tozMRYsWfe9734OkldlsBpyC+k0Zv0iSlJ0ymIgE78xqtdI0zbLspUuXQD+np6cHGiyMGb+gZBzWZfxS9u8A2JIdLqTAL2GEfY1f0RkNs3e1xe2sKOpBdxFatPXczI27Ilam782qusegY9XX92Q3X6PQ+Q4q2lAQpc9/VvglCg/wS+Alr9eDkMiw+NVr7b/93S//+TvfUKlUP/7xD0+fPosQCgxQv/ba/8FxXIYtObHwDPHLPtiLREbk2aTEJRNemlhaXsYjZLY7njf84jnWYbNgDivPUgzuQhJPY469u7ePGzdOpVK98MILb7311o0bNyRJgqKcsR5lNPMVfrkdTiQhk97w0osTxqtU41WqH/7rq1cvd8TExPzHf/zHpUuXEEKgB00QRH9/P+xNFv+S/S8lkcJms3k8Hp7nr169OmvWLISQ3W7v7+9HCOXn56OH5xUfjV/KJBlBELDySPxCivlHJQtsWObrHw2/NLoaja5Gra9R62ugs4a/qcrfVDUpufBdXUmgrnD5setphZYwXWHY5uwYQ2HC3rzdpV2rDtYsfq9In3dn5ZF2taFYk1oWZKwMMlYCZyLQWBlorAwylgcZywNN5YGm8mBdc7CuOdhQG2yo9U/L80/Lm2oqDUyvVG+uD9c2LzPk/GbaOpWfKn754jGfr4C8nJyshAocwcMxFy82b9+RuW/f3oaGeoQQy3hqqutLSyuUyoVfZGbGZ/4XhfEeShL57Kyze977i8VqFRHCKQojSYwkh/DLTRJuinBRxKi80KeNX7jbyXsYD4XThNtlM9O4E0lewmk9d+7c3r17jx49CgJ8DofDh+IThA/xy+lCEnLa7EX5BUcOHT51/MTJ48cFL5+Tk3PkyJE7d+5AXbfb7QYWmDztSAw5YuB2EUNXGOolAWE6Ozvnzp0Lpw+CQoBfo6bw0cP4JSvnDBtkAGSP5E+goTnHYbTVr/EL8Cs4vTo4vTrUVDZl0wV1cl7w5pzgdWcjU/Iikj+MSP5QvemAetOBoM2nAzaeeHdTdkBy3rPCLyQhLycCi0KSREHggQXG8x6EBIQklxv0v0QkIbebGKaZ88zxS+RZc1+3h6U4Dy0h5HK7u+/32V2u5w2/XA4bkgSacJOYk3TZB+93u21mBndCqovjOI7j7HY7cAiew/iRxIn7Pb085xV5HnO6kCjxHIeGbj7P86CTA9wuu90+DL+IIdlVYugKMwwDVZMIoevXr4P+BE3T0GAUVHR8g1/K/Jdy7MqB5MgQ8h8HvyDjHqKvDtFXA9ZMSyudllY62VAUkFERlFY71VAZqK/XpLdqjG2hhrZgQ55/SrYmrTwis0qdWh1iqgoy1oWkNgQaYKkPNNQHGmsDjbUP0DC1wj+1IlDfEqhvgW2mpRVOSyucaqoISK9Wb24I17YsM1z4jf9alZ8qfvmCJzhlUXxwp7xeL03TPO8VBJ7jPAhJTqdTFoNzuzA0Qm3iiV0wn/G/HDYPS0PYBb+W83oZlsUJYhjZC3BktP08bfxy2q00gTltg16WQhKPeFb0UC6rGSEE0vhAEIN20c+Qv/qY/JfdamMpmiEpp83OUDTHsg6b3Wq1AmyB2wh9beFWAn7JE5FK/0uWDAMAuXHjRkJCAkLI4XCMGb+6u7sHBwdh70hRXI6GhHSG5e/lPSqz9cMmIr/Gr2mpZcFbqyellIRk1qtTmwO0dWGm9hBti9pYoDYVaNLKArT5AbqyYGPl1OQKdVrjM8QvWRhn6JZJoiggJAnCg9sNrzee/2vZkPzdZ45fNEW6nA/cFmhwjRE4SB88V/jFUgRN4rjTRrqddnMf5rAggXNY+qHhhTzhiGHY4ODgM+SvjoZfdquNIkiaIDGXi6FohqJoksJcboZh7HY7EO5hz2azGUQ1ZP8LDge0VciFAX7JfTBv3LixdOlShJDT6YTB9jj8+ptjS8avYfEjerhfvAxnw3j5I8lfXyEsGw2/wtKaQwz1QVtKAzeVqLXlEaaasNTaEH1lpLFWnVwekVoVmVb97ubs2X9pDDDmvavNflebG7GjOsBQEWisnJZSP2VzTUT6J0HaS2+vKwrf2hZiagrU14emXpy0oTI68+o7q8tDdC0hupYQXdOkteXBuga1oSkgpUaT2hySXhq+vWrqpqpgXUP0tksBKdV/TskOyiidZqoKyqgN3dIUobuYYMz5TcBa1Yuq+BV/G78Acf46TYxESRKhQ8cQA1lECNEUI28PKziOeb2cMKT8BSEDepTb/nnszJkzKpUqMDAQeNvEUJYEmtmAPDG0RIWECNQGMwwDusOQBmYYxmZ3urEHxXROp9Pr9VIESVM0QzP9ff0IoYGBAZqmaZq22R0ESblcLp7nMQzzer2gs8IwDDxUoJrg9XrBFQJlq7HiF/gBcEQ4I4rAGYr0MBRNYBLvGezrwZ1WxHsIl81DYXAicCXv378P35Wl5UE1sLu7m6IoOP2x4hcQ5efPn3/16lWPxwOnBkeBVrIEQQDpAWYJLQNmJCG3w0kRJEvRHpoRvbzL4SAw3GGz424Mc7kpnPAwLMewNosFLhp0ToOGtdBpzW63EwQBDC+LxQI3sb+/H64JxI/Qf4jnebl/B1BY0SgVQY/DL5n8hRACEVs0ev5rWP5e/iv6+8WvqVsqgvV1Uan1kan1YYYqtbYsSFselFKuTq4I2FAUqi8L1ZW9veZUkL4gOK0waldVYGrxu7q8d1NKwrc3Beoag40tk9bVqQ2XQzNaglMbp6bU+Gvr1MbWqVtqI9I7Iv5/9t47LK7rTPwf23GSzTrJJrHjOGvv/pIn3mxixyWOnXWLooJEmU7vvYNoosOUO4WOGkJIiCoQiA7D9EbvQkKiqFoNRGdgej+/P46YHcvCMTK28t3H73MePXdGw7l37tz7ue/7nrcwLzhk9qFJ/Y6MUTSpzy1vnEAftCdJbTPEf09tsKOy8LQBLLXPJpVvmyHG5Qnsmeyd4hf02cMfCBaG1qgfRv9tbMgBACsrK2azWaFQwE/CH9eyVA3TIZ+gBMUX+SXf7FKj0WhgiwdIRr1ev7i4CMO75XL5nTt3AACLi4sQQGYAVtdk8/PzKysrJpNpbW1tdWVVvrGh02iB2Tw7O2s0GmFi3eLSilZnWFlZMRqNsAsh3PXNmzcBALDrBKyot7CwsLy8DMu5bJdfFjpAUqyvr8s3ZErFhkalkK0u69SK1aV5s05tUCsW5+7KV5dUKpXRaFxaWoKBYPB7wWSY1dVVS7YD7PHxBHXBtuKX3MohkmRPnQAAIABJREFUBQ8YQhw66e/duavTaFaXl+fuzyrlio01GYw/UMoVOrVGpVDOz84p1jeMej2sh6PRaBYWFjZ7lGzAmWGEKnw0Qm89PD9QTYP6F3wgTUxMeHp6wmcJtAK/Fr8s3f3gk9YSzvpFfj0Wbf8n+YWhdmGo3QSqGE8R4ylCAlVEZHS55PT55oixKU1O5PbgIz0BhRJCZrMzrc2NwXKmd9qn1ONJHa4MPi6T453XZ5fU4ZHV65w1YJPMsU8T4EgSN8aAK70PnypwIkmdSRJCmsCZIsUkc1xpXZg0rhMiIZBF7rksIq3JJ3fQN28QncbFk4SOeXxbSos9TYzJesivSHrru/aJqOdRgdvnl0KxbjYblCqF0WiA7dGMRiCTybVag8n0MDtydXUFALNGq5Ktr+j1ekgreFWsr69/8ef+KnL+/PnH8ksulyuVyvn5eaPRqFAorl27ZjabocKlVCp1Oh3sdvPgwQO5XK7VaucWVlbXlQYj0GgNKoVy7v4sMJvVCsWD+/e0SuX6mmxledkMwM1bdxRq/eq6UqVSzc7OwrtuY2NDr9dbmhXC7hJQLwCbaN4uv6BlZIk4l8lk8nWZQr5u1Gvv3fkMmA0mnVohW1bIloFBs7G6qNVq5+fnYTOeGzduwJLwUBWCX3Z2dha6dCwW7o7wa319HapLENnyzbaMspVVlUIJzEC2uqpVqzVKlclg1Gm0d2/fMej062uyDdm6Uq5YW16Rra6pFUoAAEwDWlpagsVwYBVGOPn8/Pzs7CwM8pqdnbXoufD8WBoRXbx40cPDA+yU/mXpk/aI//5L4if+z/PLMWvQgSy1S2WjM/hEROxIk2CpIjRZ4EplH4irdUVYWR2z9Lbb6JQ6dFodLrPRhd5JpLa7ZQnskhsdUtoJZB6BJHCiiomMXrfc4biqu870PkyqwInS7ZDIIaaLPGi9ruQuV2qXE0lMJIls4ludaVI8SeiZzz6QUoVJ5ThTJa6MHidEeoDcjGGwdopfm6uNOpVaefv2ndnZOZFIevRIkVqlu3dvTqvVr69vQM1Lp1MD8L+eBOjgAADAtbPtnmfILzQaDfllqRIFIaXT6dbX18fHx5OSkqCuBzUa6DGBNWBhSOSqTLGwLLt3/4FGa1DKFfKNjdWlxejw8Asjw8Bslm9srC6vbMhVOr3JaAbLaw/5AgCAjhu4vbS0dPv2bQgp6MHRaDSwlfR2+QVnsDiq5XK5Ur6hUsrVSrlsddms16yvLq3Mzy7P3zeo5Vrl+tTUlJeXl0aj6e7ufv3116urqy2Zz/CbKjdbW8NOPzvFL0ugA4x1gK5DlUq1trIKTOblhcWYqOierm6NUqVRqa/NXGXSGZcvTWhUarPRaNIbTAbj0sKCTqOZm5tTKBRTU1PQbTc3Nwe1KqhHAwC0Wi18E6rVGxsblupm8AxDfnl7ewMA4BkGAMAm5I/IV/V/WfgF1StoVoAvVAo2Pq5m4WOd9/8H+OVAltiTJASK2IXZ60SXojO4B1LZtukcD3I9IanCLaOuvGf1WOc9bGy5W+r5ABrLM72RmFDtj7Q4HqoMYDTvCz3snlntkVmNT6uPKu47wn2AT661jyr1yGj0p7a6p9Z5pNV7ZZx3TqkNzeU6p9ehEyrcaS34tFpM4glC6imXtFaHmFo3MteLLtqXdNajQICmCXFMKT59wIk8EkFve9chCfV9lH/cP87ffoRfRpNGoVwDwASAaWBgqO5cfdHxU1nM/P6+4XO1DZuufdPy8qJCKTMaNevr62arnttQQ3+C37ehocHCL4vxAkukAwB0Op1SqRwcHPT394cpNfDxDgCAdaZgkKdGo9EagQGAVZnCDIBOo4E2rhMOO9zXp5HLzUaTWqmSbagMRqAxAL35oeUL3TQmkwnCwmJGPHjwwGQywR458BZ4Av3LOu9PpVKpVUqNSmnUawEwbawuP1x/NBu0inVg1l+7di04OHhubo5MJnM4HHhsFocUPL0WdcaiKn59fq2urkJzG1rNMK0C2o9KuQKYzYH+AUP9A8BoAmZw4+o1F0enyxcvATMw6vQPZueAGaiVKkv8BIlEgnWfLQ8bqA/BQBCj0QiZpdzsTiTf9BXArMnJyUkY/wXtevAE/LJ4NMAX3Bn/kF9gE2FbLT7+H+CXbYYIg3S7ZfW5MHoc0tl2qZ3eR0ZTm+aP8+6Say7gD1WUiBZKBAsJJ3qTTg75ktsyysYCkHZ67URe09XK3uX08gGkdqREdNeTwQo5Islp/cwTaT/ScbeYP1/MmfMhNaWU9Ccc73JKPkuuvhhSwEuvHi/g3svuuJVcIcljXTnBl4Xmdblksn2zpPtTz7nmcneKX2uyRTqDgiCUW7du3Lhxa2pqht0pQKjM+/cWJOJeg8EkFIrT0lOGhwcBMFy9NslkMsvKytbX169fv97Q0EAmk6urq5/gPDc0NDzzzDOP8EsmkwkEgtra2uzs7IsXL05NTQUGBpaVlVGp1I2NjeXl5erqajKZfPbsWQDArVu3KBRKTkHRwop8ZOxSU3NHempqRVm5TqlISzyUy6Bn02i93d06jWZy+jqdkXv4+Klrt+5fu3aturq6oKCgp6ent7f37t27c3NzQqFwcXGxpKQkPT1dJBLBVTCFQqHX6594/dHixVcp5Qr5entLU15OVk1l2eriA35n+8zliw/uftbefH5kZMTf37+2tvb999/38/Orr6/v6enRarWDg4MTExNCobC6urq4uBhmBe6g/x5W6bF8I6VSaTKZLl26RCGRU5OSN9ZkpIyMHGZWXk4ul82589ltf19f2era1anpo4ePZKal37h2fXF+oaqiksFgNDc3T01Nzc3NtbW1CQSCoKAgHo8Hs4JIJFJBQQFky2effQbVasgveAyw/j38oYGV/mWpgm8tW/ILOjgtsl1+WStf/1f5haf3YpEeIlWCIwttU1hYEi/8zEyuWNs0Lmu5tOGVXn2Kf+ck626VaOlU+6xbbHXnqOHwuWnJtIl9QcmfXJ9YAVXiiYH7mvy28dQy4WnRtazzA9c1oH18ueu6JqtK3DRwv4w3GUSrOD80m908xJqRcz7T1V9aFt/WVfbc5EyC4x33fKlcPxoPS6onUpswiJDAlBDSB5zJIxH0tnccklHfR/nFb5tfJ4oPBwR6VVaVLy4+KC+rLD5R0tTYfrjwREszi0rJmpm5jsMRUlKTioqOdXULXd0IiYmJ4eHhQqHw5MmTe/fujY2NPXDgwMTExHbPc2NjI+QXtJLgZS2TyRwdHb28vIKDg1NSUlgs1t/+9rfMzMxPP/20qqpKJBJFRUUlJydjsViRSMRgMPz8/Eor65bW1Fk5hRicU3JiUnRkVK9Y5OfhHuDlmZoQ7+rkvDi/EB1zKDWd4ujmW3j8dGNj49tvv52cnNzV1eXv7z8yMjI1NeXv79/T0+Pm5kaj0SQSCUxqgZrgE/DLOkRAoVDI1laXFxfiYqLjY6JZbc2K9dWo0KBeqXBl/n5cVBiPx0tOTq6oqLCxsUlJSTl+/HhCQoJOp8vPz6+srExPT//4448RBJmcnDRttinaEX7BxcfV1VVYxxlGYxUWFvp5+8TFxI4ODft4erk4Ovl5+4SHhM7evRfkH3D96rWUpOSE2LgAP//C/AI2q/N/3v8gISFhfHzcx8eHx+Pt27fvk08+IZFInp6e165dI5FIMTExQUFBtbW1AADosnxE/4L8unr1Kqy2CvViAABURWFOgkWekF8ajeY7fuEZfXaZInQGz4ne7cLsJlCFeJrELW/gUDG3/YoqppBdLp6lnhmpECxUC1c94mtb+lW5VROccRXlVFcEo2p4FgRRTzCqOWe6PqPV9dcNPWDW9XOurLvEHyllXz7DuVwpnClqHXVOONx2cYlW31s7PEdrHPCiVwwtgeCsqpy6q6e48z4Utlt6GxFpckSad4pfObm040UFGo0SAFNhwZGjR44LeNLsrEI2S5CZgTQ0NOXk5AFgevBgtqa2IpOUAgAYHR1NTEwsKSmBMTu5ubnwAt2WQH5hMJhH+GVvbw8r5IWHh9fU1GAwGIPB0NrampGRkZ2dXVZWplKpmpqayGRyaGgoj8fTmoAegENJ6emZCDCDLDqjvORkkI83p71tZf5BRGhYQ129X0CozgCu3pqNjE2urKz09PSUy+UAAGdn5xs3bly9evXgwYPV1dXh4eEajQY2l5bLH3bGfgL7Ub65CgndTEsL87P37jo7Em7fvA5M+tWl+RB/n0tjQ1cnL8VGhQkEgpCQkPn5+eTk5OvXr3d0dMA7uaio6MSJE7m5uampqQAA63CHHeEX/C/oT4RnfmZmxsnJaeHBvNloun71qr+PL5/DXVlaDgoI4HG4oUHBPA43wNcPmMHd23eiIyIryysIWBz0uLu7u4+Pj0dERNTX18tkstDQ0Lq6Ol9f34WFhc7OTn9/f9hbCIZWWKrjQ/8X1L+CgoKgdrYNfllKTVuLQqGAyz2Wd6wLnFv7761d9dbw2uaVbAbgq9HNDIAZmMD/Do1OYzAbTMBgAga1TmkEehMww0Uzy9iuPORXbJ6NW8LD+oWUYSx1FIeMYClDRESMIwtt0+ox5ObIquHD/avDN2UzS6bQnPrjnMnkuvEj0vlc9lU32rn6gZtIBad54Gp2FSskv659Ro5Bzqc0T1aLbx5rHqsS3SyoH2ronydGFZawpst5N0pY05WCW86xR2ukd0in+G2jy5kl3EOHWzqn171IJdl1M43DOufkZm9ypzO91YXRtl1+mbeQubm5/fv3+/r6mkymurq6o0ePtrW15eTktLS00On00tLSoqIi6B5qbGyEhQwXFxfJZHJRUVFpaalarT569GhLS8t2z3NTUxMKhcJisQAAi/9+YWHB09MThlxmZmYePXqUTCavr6/z+fzs7OzU1NTGxkadTjcyMpKamnrhwoVPP/2UTCYvLS2RyeTm5ma9Xt/Y2FhcXJyUlDQ1NTU5OUmhUEpLSw8ePAgAkMvlqamp+fn56enpJpNpYWHBxcVlaWlpdHQ0LS1tfn4+MzPzvffeE4vFsDAB5FdYWFhvby8MkZdvenC+hBeWSE74MRgfoNVq6+rq3n777fLy8uXl5cjIyN7e3tu3b8fHx0skkqioqNu3b8fFxY2OjjY3N6ekpKhUqsrKyqqqKhqNVlpaCgCYnZ19sqI6CoVCq9X6+flZ4lchPlZXV2FZXehWVygUt2/f9vPzg+HvCoXC399/bGzs5s2bBw8eFIlEwcHBra2tcXFxJpNJqVQymcy8vLykpCQIxMTExP7+/oMHD8IWJIcOHaqurn7jjTdsbGw+/vjj8PBwWJcVPqusi1LodDqtVjs+Pu7r62upSAE2+QX/tciX8WtsbAza2HDVFlqhFv89/IzJKmEIfMH/9e3wS6szGU0WPEFaGazGw0V/g8msN+4kv+wz+9HkQUealIhI0KRm1xxuevu1musgraCSM3wzkFFT0XMnT3DvsGSuuHsWk1wqviHPrZe0Dd1ASpsDss92XFVgaOcz2q9WCq8X1A9Wi2/m1PS1DC25xB473TlzunOmnHejQnArilkvmNKcZk81Dy0kHmmNyjrHvaYIzqrMqp2u7VN6ZHY4pzTbJlcTqI07xS+oazMYjMbGxqampqKiotbW1pMnT7a3t9PpdDabjSAIAODGjRvV1dWHDh0CAHC53MLCQjqdfuzYMbPZnJiY2Nraut3z3NzcjEKhMBgMAMByTS8uLmIwmK6urmvXriUkJNTU1ISGhprN5pqaGiqViiBIfn4+ACA/P7+goACaP15eXleuXGEwGHQ6Xa/Xk8nk3Nzc8PDwnp4emUwWFBRUWloaGhpqNBovXbp06NCh06dPx8XF6XS6O3fuBAUFzczMDA0N2djYwLIHfD7/0KFDUNlRKpV6vX67/LIsPsqtfPlQG4BdpmdnZ6Ojo3t7e5eXl4lEolgsJhKJ8/PzCQkJHA5HIpFER0cDAGJiYkpKSmg02rFjxwAAMKLKUk7r6/PLEisPD1Kj0Vy9etXDw2N2dnZubm5+ft7Hx6evr29ubu7QoUO9vb2hoaFSqRTmSyiVSi8vr9OnT0dHR8NFFVdXV6lUCu3x27dvh4eHl5SUpKWlwWA9yIS7d+9qNBqILUtFCmg/jo2NeXt7Q35BW3Db/JI/Looa0spiPz4SP7FD/NqeGEzABIDOYFBrdQaTQWfUq/VKCC+lRq5QK4xmI6QbJNF25fP8ErpR+WjKEJY6YpfRi6EMOtG7iIgETWpxzeGnt12vngFtQyvd18w+tPYTgsUs7urB8iudd8G5y0ByGxS0TJ0fWKSWd4cdFbZMA9f8LhJrvli8QG+cPileROonz13QeyGtxwXzhzn3UyrGmq6AygEl5ybIbr1xpleWcfZi+BHh+YmNiGMdyLmbp0Ty4Pw+dwrPPuP8E6w/bsWv8vJyGo2GxWKnpqYaGxvj4+M7OjrIZHJHRweJRBoeHnZ0dExISMjPz+/t7Y2NjY2JiYmMjGxpaSkpKSkpKQEAMBiMmpqa7Z7nL/ILFlTZs2ePn59fZGRkXFycUCgMCwvTarXNzc1UKnVwcNDV1TU+Pt7R0bG7u7umpiY1NdXX13d2dvbkyZNvvPFGeHg4NJQCAwN7enru3LkTHh5+7dq15ORkX19fFxeX8+fPd3Z2RkZGQquHyWTa2Nh4e3uHhIQIhcK0tDQsFnvs2DFYvgZCZ7v8sigXMJACenmgeZicnBwWFra4uHjy5Mldu3YRCARHR0eJROLr6zsxMZGUlNTb27u4uIjFYv38/NBo9IkTJ7Kzs/Py8qDaIpfLn8x+fCy/4LHNz8/DZmMGg+HBgwdZWVlYLDY0NFQsFsfExEil0pmZmYiICBaLFRAQABdM/Pz8PD09i4qKJBJJYGDggwcPdDqdn58fn8+PjY0dGhq6ePFibGwsjH3x9/dPSkrq6OhYW1tbXl6G3wLyC+ZLQNzD+Im1tbV79+49if5lCRuDYvF/Qc3L4r83WdXJAV/wf307/IJsMpjMOoMR6l8Gs85K//qc/Wjc/rFsxS80eRBLHXakSfEUkV1aA5rU4l/cldZ6rZR1tbjlCj7x7KFTgyHFY3+PPUdtuV3AX0LOjhw8zEkvER7Ma/agNVPOX3GgdHoe6Ysv6QsrFBws6oo4Ks48e4mYUhtT3Btd1I1PrslpvXWEO0s+d8WD2hxb3BN5TOLLbE+ukLiSK8Lyu2OLRjyofJdMtm16vUs2e6f4xePxTp482dzcDACYn5+fmZlZXFycmpqanZ2Fl4dUKs3Pz7906RIAoKenJysrSygUKhSKO3fu9Pf3azSa69evP9K/6qsI5BcajQab7cKgOyY8PPzw4cO5ubkXL15cWloSCARqtXpycrKvr89oNFZVVR0/flwkEi0sLJSWljIYjO7ubpPJlJ+fHxsbW1xcfO7cOQCAUCi8e/fu2toah8ORy+UTExNHjhypqqpaXl6enp7u7u6GJurNmzePHDlSVlY2MjIyNDREIpEYDAYAAIZcQs/RTvErLy8vJydnbm5uY2NDo9FUVVWdPn364sWL165d6+3tnZ+fF4lE9+/f1+v1nZ2dOTk5ra2t9+7dm5iY6OrqMplMcks07A7xCz4wYJiIXC6HIXWTk5PZ2dmnT59eXFwUCASw4XZra+v8/DyHw1lYWHjw4AFUdU0m07Vr1/h8PqyhKpVKb9y40dvbe+PGjcXFRT6fbzQaR0ZG8vLymExmT0+PJebZwi+L/qVQKMbGxvz8/KztR6FQCL7QF+0f8EulUi0uLi4sLKyurkKfF5zL2n//iP1onf/47fBLrTVqtEat3mCxH3VGjcGsU2kVkF8avVal0X5t/1eujXuCJ13gRuWiKYNYZAhWsCFQxQSqCENqc8hoQVNbiFmd+0LK3NNZTiQRPo2HIXUfSBESqd27Djbbxze4kDiYhHp3Uic6tQOb3mlLkuxN4aFJPDSJty+x1ZEuwZJ5B1I77NJYaBLHkS62S2MdSGnHUfjoTK59Bnt/cjueKsSQ6hwyalwQKTaNg07nOVIlaHoHmt6x3fjVrfhl+b3gWj/YjDsHVtn78H2FQvHIjwv1gu2fYwCs+AW9MJbqK66urtevX4fuCzg57BYBV98sfw5vS7CZBhAREVFVVQU/DFfrNRoNTBi0znAyGAww0xtGvVt/EYVCYbmYZTKZJRFyu/yyjly1GI8w6RKe0vn5eblcbtrs/gvVHxgJDACAhwesEo0VCoVOp4OuoieL/3osv2DkFwwxW1paglYbPJnwUC1n25JiAWeznDT4AXhs8ITDCDIYdwLtcYsmBPUv2AQXZj5A/Qs+J3aGXzAG1zqWGu7+i/YjlEfyt781/UurN+kMRhMAepNea9AagV5rUFv0L51R903wC03udyD14SlCR5rUmclzpHPQ1BbbzAaPdJZHOss7ux+fxsOSe9xyxpxovURqFz6lLSi/j5DU6McUOiNC28QW98MXcfQ+PCJyYnbZp7Pd8/owJK5rTg+GzCXQRB55ffYZnRgSF0fhExCRE1PqkMl1ye7BUc+7Zrf55A6gU9iOVIkro8elUGSPtO0Uv4DV7wjdYZZgTvg+RAnYVMZNJtPi4iJEGxS9Xv8E8feQXw4ODjCIFKoAq6ursbGxn332GQAAZv/BGHFYJR0+ruHzVa1W6/V6y41XXl5eUVEB4x4sGcLz8/NqtRo2JVxaWpqdnV1fX4fuanid37t3D/rFIV+Wl5fX1tZgOiRUdsD27UeoS1qHUEATCdIQ4mlpaWlhYQG62KDtDDNp4HeE9ZfX19fv3btnOWCYCLldeH0Jv1QqFdSDYCwFZBlkCmQN/AzcWFhYgGuXMDETZj5Y4o3v3bsHDVu4Qgp9Xmq1Gp5h+GBYWFiA14z8cfrXpUuXgoODLVlNYIulRQARZnmxlf0IRa1Ww14g1v57a5B9Y/yCHn3rVUSjZZgAWFpZ1+r1kF/Qf683a41Ar1BvKDUqi/2o1Zv02+8MbcWveE8Gzw3hoKl9WGQATelDU/rwFBERkTgzBc5MIYHBwVBZrvRe+2T2vkNsF+YgntZvmybandCJo/bgKUIneheOxCdQhFiK0DaVjaf34GjdWIoUQ5YQaF3oTCGWIiTQpViqAE3m2aS0E2hi7yOj9hnc3QltrjkDGLIET+2yR1gHyG1Yat++ZCGG2r03meuQxf17RuN287e34pclbnltbc1sFeYCH4xwW6PRwB/a+vELFw23fX435bH8Wltbg3GVUH+BcfbwJpHL5VqtFrLDaDRC3w1cvVpbW7OYe9b5gxBJ8L6C3wIWPID8hSl78HvNzc3BYE6YKge1AMiaJ/PfW1uR8Nutra3BIvFwcqPRCI/cUkNmdnZ2YWEBRr3CKmAwbQiqnxAZsDrgjvALdj+DznulUglLGEFjEKbfwDRymE8O9dMHDx6YzWZ4HmBViZWVFajwwtO+sLCg1+uhnwvqsAsLC/A3mpubg/mVX/Tfw/6PwcHB8Bd5Qn49ePDg/v37looo0JptamoCW6w/Pi1+8YWSuvNNUzNXYfyEVq81Av2Nz64xsmkZ5LRTZ05du3lt00f2NfWvz/ELhwziaYMEqhhLEmBIHTgKG0dj42hsXIbQO3d4XyLHmTHgQJLikD7XnBEctYeISPYntrtl9eAyeXhE7JLVuzeFjaZI8Ei3fbrAq3B0T0K7S3avQybPKavLgcR1zu7en9Jhn8nDUoRoksircHR/CteR3kfMFe5Ja0KTe7DUPrf8sb3JXEKByCGLs1P8AgDAiBsAgEajMW8WooDvwPQ0yzbYNC4sZqPJZIKuk+2eZwu/4L0hl8th4jS8c+CDE3r0YawD3IZG7sLCArxQFxYW4F0K0QZTke/du2exE2FHCZ1OB1vjaLVaCCa4yA5nXlxchMVq4PwwRgmS3WQyPZn9aA0vaCtB/QviGFqRlhxvjUYzPz8PIbu6ugrzh6CGCI8WroTCMg87xS+oPUG9CWo90FDd2NiAgaZyuRwmFcGShPDg4ddZXV2FpYegwggtbrgNFz2gmgYfEpC80IcOf8cv8uvChQuBgYFflV8WhIWEhKBQKC8vL/jpoaEheJliMJi9e/eiUKgDBw7IN9cl4aPJtNl86JvklwkAk16vVqvlAOgB0JuA1mhSny4tcnLB/uqV1557/ocz169D/5dCrZyYvPjm239EPYtCPYdCPYPab7v/8tSUCYANufpr8CvHxj3Ok8FxQzrR1B4srRd25disX8gnUPk4hIdDeGiahJDVg6Hy7TLZrtlir4IeNInlxBTuS211ze8+kNmBpfOdsgUYCsuZwXbL4blShNjkDmI6C5/a7kLt9KDzMMn1Pjl8NxqLmNHsirAJ6S1eTAk+rcONIsKnsr+F+oVPRXaqfuFOycY3Vr/w6cp26xd+HbEEIcMNxWbZVejctNTVeaz+FRoaaqmxAbbwf4Ev5xdchFpbW/Pw8CAQCCgU6uOPP5Y/JX4BYNTpVGuyRYNRYzJrVtfmQ8P8Uc+gfvyTn7/8yqtXpqdlcrnepF9YXnjz7T+++5e3h8cGWZz23ft2o55B4YmOcIqVtW0bONvlF5YutaeIXPN63fJ6bVNb9iU22qa14hGuU450d1KTW2Efnin8JLbagdRul3beNrXePqHFmcR3InGcMtnOZJZjZpsbjWV/qNYh6Zwnk4NLbcIkN+6JqnGl8oMKhtyoou/49e3Id/z6+vKU+WX5dE1NDZPJfPbZZ21sbOTfOL8Mjx06nUpv0MBtk0kHgGFjY3V6+vLPf/HySy//euTCBah/Tc5Mfu8Hzza2nIf++9q6WtQzqP/8zW8/u3P3a8V/xWXbuMd6MthuSAea2vX4+tGICIeI9mSw9mZ2EpAO27QGF2pDas04uWkal1l3ILPJMZuLy+Kg6azIsoHo8qGggtbggta440NIzbWkU8PpZePBOayIAm5O85VDJZLEUxIPUk1wdgft3KURxokiAAAgAElEQVTUM2OOSefwcXWeGR3feP+OpyTf8evbkX82fsm38N/vAL8sMjc3x+PxXnzxRQwGI7fiF9jsuryj/q/H88syDEbt2tqSTq9Sq+XzC/ff+fMHL/7ylbHxi9B/z+ax/QJ9Lk9dkqvWTcBw6szpf/nXf3nv/ffnF5c0OpPhieO/vjK/iAV9jgV9BKTDLVdQJF1suwFab4Is9m1bUrNPUe/70WWRZ6+w58HZSXPDFZUnrfZsv75hFLRdBsPL4Ajr1mnJQvOERnwXCG+DqCOcc8PKulFV/wJIPDnkktIcmiP5jl/fjnzHr68vX13/srgFLf6vHeAXrGALAFCr1d3d3c8///zevXvlj9O/vmH/PXTV68xAawZqADQAqABQAaC8e3/6v//4px+98NOZa9et84eMQG8ChrWNlb/t3oV6BoXG4mD8/YZC/Y/39si+rfnFZLnR2tCIBEuTYqhdGGrXQ35RxASKGPZM208R7Mng7j5YFnFyoHVCE32YE1/S1XkdeB+W2iTX7c9oiaqeDDrCiyyWXlwFUbn1uLhaTMxZytmJxnGjB6nWB6nHxB/Pb79cN7oSe4LdekXvRak7zp4t61rzoXQ6Hqr/pvvXPi35jl/fjvzz8Eu+GRb3WP0rPDz8a/Hr+vXr9+/fh2nikF8oFGr37t2WaEatVgs59cV2RN8QvwDQAaDR6td1BplStQSAcmH51p/e/vO//Ogn12/eMprB2saaCZghvHRGjZefB+oZ1DvvvXPp8mWtwfC14r++Mr/s6VK3o2OOlNbUc9OizwAh4ZQn9fzACog4M/ZR1BnPo70YGtsusSyiWNIw9CD2cLNLShPxUP1p8XL9iC6A2eTPaHROK22a2MhpuZjberHpkvpA5LH4E71jMhCSLXJLa/mOX9+OfMevry9b8Qsehvzz/LKOX4X8AgDAdEjwBPySy+VgM00UADA8PAzT0x7hl9FotPBrZ+LvH5O+/ZBfBqNKo1szmOQAKAFQAKCYuT76+z+8+YMfvnDj1i0TAEZgNAGz1qBW65QIg4J6FvX6f//XiZJig8m8Lld8PX5lWfFLjKVJoO22CS8JgSLBUbtw1K49aQKnvDFiWktU0TDrotY1/kxYdmf7hCmmbMI+pdkpS2Kf2Vl/0dD1AFRyp91jj7iTWCF5XXXjpviSQTdqHS65/FCZuOOGwTf7fHb7RJHonn18Sfypoc4bAJ/USExuIlJZRCrLiSR1IkmJFD6RwscwGzDMBjs6C5PFxaV3OZL7IpD2d22TUd97JuBg5Pa/8dOR7/j17chT5xf0eVnzC4azwR5Flvh7C7/g5fFl8fdf4v9aXFyESVhQ/8Lj8ZYYRYitR/hl+vr5j1vwyww0AOgAUBvNCgCUCtUCAAqleuH3f3jz31/9/+7en5VtyKH9uLq+HBEdhnoWte/AnonJidn5OTQWNzk9bTCCr+H/+qr8wjEHbcldhNRmct0N7mUjIbo47qiYdxV45UicEK4jU/xJzLnIo5KU8tHWgQf0UiEmoT657DL3FiCk1PnntNnGFh/hX68aWcIknSyW3j7VPW8TXYScv1o5qA7KkfgyBN/x69uR7/j19eWL/IIh9XIrfj12/XG7/AIAgIYGEBLyXvRR21Mdr5w9a9tRiwZgAAAAwK3aM7mO6I9+/5tfvfLiC3Vn6m5eeTiLXq8zmYwAGHVGtd6o0hlURpMGAL2Vu90I9A/jHwwas9kEgBmYDMBkeOipMhuBGWpXpq8wjACYgEquM+kBMIGBnuETx0699OvXfvDCT7IPH+8fu6Qyg7tLMs+Qg6jnfoT60c/Ts49UtXCD4tLe22V76ebsssasBtahr19paABYUQO/Q3kY/xRvapM3tcmOxLfN5O2jDeyjDeylD+ylD9gwJDYMyQEG7wCDt5/C/Xt6Bz6rw6WQz5oD7nmNwUdaufdBcD4rubzfndyYXjVuG3fK5uAJzj1w8LTAPrX+RJ+C0XnfLqUOl9lEILecnwEptVfsk2tTai/XTpj3HCw91bdxul/uRGlCp9TY04T2NCGGPIghD2LJPVhyjz2dZU9n2TMkmOxuHGlkf2L3wQLJG/bpqB98zychdqs41e2KaQvZqfkhv+zt7WH96PXNmpzKpySWSHTLnQbvpdjY2K6uLgAATOKBH7AkBu3Ufr8oOzg/AMDFxWV6ehrCAgbN79T88s+X/Idgkm/2wYTvK5VKmBQBz6p8s9cn9N8rFIqhoaGYmBgAgCV/yFJ/wnpp8XPKl7Pzw9fvoVG2nqixsRCVqkGz3sduzXbHf/TKz5/7Pgr1PAr1qx+/lE1izt+dAwCo1SqFYkNjUOlNaiPQ6owqo0kNgBYYtUCvBjo10KkNGhMwApMeGLUPdSuIrUcj6v/R0KqMshWFhWILcyuBfqHfe+aHqGeff+FnL6Ke/f6rv/2vDT0YmphBPfcj1HM/Qj33r6h//QXquRdQz73w/m67DRNQA7Cm295OgQloAFAYQWDKYVuvBHdSvQ+tmZjV43Psgm3WiG3WyP7s4f3Zw7bZPbbZPQ7ZIodsESZb6lTY73FMvDf9XPklWe2Mun5SkcOePFTa234VJJcNF3be6bwF6id0bTeNocdZgcd7zk0BpP0OgdLqTOtA2m43zICgY11EcrN/gbDjM1A2rO74DCSUj9onVUec6MEwpRimFI+M4pFRAq2fQOvHZnGxWdw9mRx8Xp8r8/L+xO5QJvcPtqmoH3zPKSL0G1GWvgHp6OhAoVC7du0CAMButTDzbv0pCQwTh7qDJVPHYDD4+voKBAKtVgtbUcBMppWVFdkOyZccz46IUqk0m83Ozs7T09PwyQGLUO/U/BZjELYygvmbMDsSAs6SpWQ5q5Y/kclkMMdgbGwsMjISWPm/LJrXlvxqcAbvvfeera1tSMgr0eQP8k+FXJhpW797/dbMhKBd0HyuubWW3VDdVHGkeLx3QCf/3EKeDoaAWb9leqh+AbBuNMmM5nXosQJAAYDSaiishhwA+eff+dwwgQ0AFJapevo4ZyqOtFSXNledbqstHxCygUmjWXnAOl/Db21gNdTy2xql7DZey/lBMQ+YNCbFqm5tcXPt8qsOPQB6AMJTDh9wifbNqPEj1domnMektGCoEgxVgkZEaESEQ9g4hE2kthKprdh0zoFDrY7kVtuEsxHHuIzmy4XtM56kGmJc5dG2zzzTWnxJHScFi4z6mbBCNib+dHCeJK3yMjG5wTm9GRNfm3RmPKZogJBU75TSgI6tRs7NMBtuppVfdM9scUyqc0quJ1A7CNQOp0yJU6bEmcR3JvGJSAMRaTiQ2oCjsrxpg05pkristj/tjUY9jwqIDtxKb9qu7JS+tpVUVlZC+xEAABsgwqQ/1VMSqKooN9UrmIpkNpvDwsIuXboE0xXh4cGaDTulv3zJ8eyIwCwof3//6elpaM3BpKudmt9aZ7TWvyDCLDFf8JSur6+vrKzAIoUwPx8W7L58+XJYWBhMTVWpVAAA2KLl8frXFyrgjwEwBMAsAF+ohfKwexYwqXWadSXUqI3AJFNsaPV6lVYDsz2NOqNJbwJ6APTABNa1uiWDWQaAwmje0OpXjOYNAJQmIDcBuQlswGE0r5vMMqNpzQjWHz/M6xrdMgAKtXZJoZ7/X6htLAGjChjVwKgGmg3D+hLQKYFBbVSsGeSrwKQBOoVJsQaMGqCSAZPGaFZsa0B+BcRl7yWEhTGa4w5znClcJzIbR+vC0bqwdAmWLiHQuQQ614ne7kRv98jqsUtqd6OzAg9L3Ci1hNRyX2qdZ+ZZX3KzP7XV+VC9d0abL9JGSKh2Tq/2oTV60zgeFBY6riYgW4BPqg/KERGS6n1obH8G15Pc7p7Z6phcj0s4G8Dkxhzvwx+qcaKxnWhsV3K3K7nblSJ0pQid6E1O9CaXbIFDZqs7udebNphSwH1zdyTqeVTYof9n1h+bmpp+8IMfQH7Nzc1Zrvhvwi/zFWV90wdniVTS6/Wenp4jIyNKpRImVC8sLMBObhs7JFvpXzs1v0ql0mg0QUFBly5dkslkUPOCufc7Il/UvyxqrMX/tbF5VmUyGaxrBFt8wpcymWxkZCQuLs768oD8amhosH5zK34BAMDGxv/iS78BgAYALVDKwMaKyrRZHEWhB0odUAOgh6ENDz8FdCag3/QgaQFQA6DdHJrNOAjrof1qQ2k2Wb9c1ahXNWqTGZjMQKMBarX5oe/fDIyGzQ090CgNFveZSf9V92UZ8AijUk+g3Q+FUupjstv8GbyQHJEHXehBF3rS+Z50vg+9w4fe4U9r9qc1B9B6Ahl9vlR2SJYwmNEezGj3y2wMorYmHxtxP9QURBHHHx4NpAkCqPyQHF4gk+2R2hKI8GIK+4JoPK/09qi87kCEF8oU+lM5ETkSj7TWYLrAn8LxyewIYQoj87q8GW3ejDY/qsiPKvJHOP4Ix4dZ78OsD8jnuiHN/mSxZyo3mVH/qcPBH/8UFR7lZdwhMWwh+i1ku/N3dnZ+//vf37dvn+UKtK7J81QEKoZw27yZkZ6UlHTx4kXLS3hmwNb58Dult+7U/AAAnU4XHx8P6wJZvt1OifUxf5UVPEuBDRjtBc/nzZs3/f39dTrdwsKCdf+OR+Tz9mMD2LVrl7Ozc1xcXGJiIh7vnRZLP5bXXVkkLj02UFHSf7ZsrOK0tKyk6kxJZXllfUXV+ZKK+lMVdcUVTUXl54vKmo6daSg601xU2nTiVHNRSVNxSXNxSXNRWVl+8YmTVZWlNWcPl5w8UV5Wdq628OSJo6dPHSs9XVR25kRFeXFF+YmKsqLysuNlZ7YalQ3nT1ZWHi09XVRWdrrm7Jlztaeqq4srKyqrGvLyi4uKzrS384uOlZ4oOnOutun0qcrDBceLjpWUn6muKq+tKq85fbLs9MmyM6cqjpeVb2sUHKstP8v58EDAO39z/wCX/NaBmN/Zpv8BQ/lvYs5/E3P+QMz6AzHrTQLlTQLlbUL624T0/zqQ9Rbu8Ov70/9gT/rAhfo2Lu31vbHvO1L+e1/6Ow7In3F5f9iP/NGe+p5j7h8c0n5vl/IOjv77/envO+W86UB53yn3TQfKmw7UtzC0123SPnDJe8Oe8g6O/hfHnP+ySfvt7qR3Ccw3iJlvEDPfwua8hc15G0d/G0d/wynxDafE13Fpb7pQP3Qt/t0eyj5C4h//6ol6DrXH5v0TOyRF25Ttzh8UFIRCof7yl79UVlYWFxdXVVVVVVWVPz2pqKgoLS0tLS2F22VlZWVlZVVVVXv37g0PDy8tLaXT6QUFBYWFhbCS6k5J7hayg7soLCx8/fXXyWRyYWEhg8Gg0WhZWVk7NXmelVgfP41GYzAYcHdMJjM3NzcrK4tGo2VnZzOZzMLCwiNHjhQUFJw+fbqysjIzM/PVV19tbGw8duxYYWFhS0tLQEAA2Er/gi+cnZ3hy1f/x/kjbEBg3IBnyFkMpv2DTxi/+U3mf/xH2H/+Z/hvX/d7Y1/wy3+y++Fvdv3kd7teepfw6vuOv/yz88/+hPvF2y4vvePy8ruer/zZ45V3PF95x/Pf3/F67V3vX78X+G9/cP/1n/1fez/wl2+4/+avQf/5ni/qhf95+Q3XV/7k/ut3vF/9s++rfwl49b2AX78X8MqfA1551++x4yf/5fzLt7x/9a7fv78X8Kt3fF980/Pld3x/+Zb3Tz6K+Ne/hj37hufPP4n8+YchL34S/uzvCT/7wO/Xfwv71cfBL7zj8YsP/H78rtdP/+L7sw8CXvoo5JV3/bc1XnsL/+7uINRP3n/5T86/2xv/H59Evbon5Vd/O/SLTw794pNDL34c/+LH8b/6OPpXH0f/+qPwX38U/utPMl76a/IrnyS8uivpNzYJP37X99/+EvIbm+SfvnfwdTv6b/czf/Z+4r/9Ne6lT5Ne/nvcaweSX7fN/Nlfwn/+QcRruxN/70D58bshL3548LU9yb/6NOG1vamv7kn90TuhL32S8Oqe1Jf/lvjTD6Jf/DTixU8jXv4w6eUPk17+KO7lj+Je3BXw4q6An34c9m+fhP9uH/3lvya/tyf0F7+1RT2Heu/DP0Z/w3JwC9nuPPb29igU6oUXXvjxj38Mr8Pnn38e9fTkmWee+eL2s88+i0KhXn75ZSqVGhAQEBUVFR4eHhUVFRkZGb5DErmF7NT8CQkJqampr732WmRkJOzGCN/cqfmtjzkiIiIiIgK+HxERERUVBc9VTExMfHx8bGxsZGRkWFhYUFBQWFhYaGioj49PSEhISEjIhx9++OqrrzY0NOTl5cGuVx999FFDQ8Mf//jHLfkFACCTyWQyuaBh4Exb337nUt+IitCYi0kZg4lplzMzhxBkJCNDGEIui2FUpR5rST/aHJ3dEEYpD2PUH8xtCmc2hzMawmnNEbTGcGpTBLUxCmk6iLTE5QmDMpsiae1RdFYYqTEpjx+aXvenPdFhGfURpIYoaksMvSOGyY5hsqOZnCgGO5LWsdWIy+FFIO3h1LZwanskrSM+lx9FZ3nnCLxzBKFHu4IPS9AJVdEnekLzOIFZHX605qCsdk9S/cGjwgBmux+jzYfWGpzHiaSxtjVSc5rikJq3baJdo4tCGOxQJjussM+dwvHN7vbN7vbPlvhnS4Ky+EFZ/NAsdmgWOzhr0JskDc3t9iR1+jNYofmC+OIhl7Sm8PwhT7LAG+mOODzuw5C6UwXBh6UedLYHqSPqSF9QlsiXxvWisH1p3KijA/5MYWCOlJDcHHVsOCBb6ssUe9EEgTld/tlSv1yuXy43kNkbyOwNyhIHZYn981r881pCj3fhM84H0fsi80bTclr+50DUj3/xfFR84D+wkf5ppLGx8aWXXoIX5A9/+EO48dxzz31rwHpEHssvuP3xxx+bzWZoNho3i9P+PyRLS0skEmlycvKRvhY7IhYrdSuBpiJ0PhiNRkszDbBZrhoAsLy8DLteWuK/2trawJb9H1EAbMKLTCb7kqW7IoqyagHmYDsx4rPU/LmUrPXQhMHwhJGEFKkds9uBxHKgcAiUdiyF70hl4xExkSrAUiSYTD4mU4QniYgkMYEkcswUEklCTEYvNrOXQOomZHa5UroJaUIfes/P/yfJNrrJnSx2o3QT04REco8TtQ+b2Ysj9RHJvdsa6Nyxv5O69mSKCPljxJwBO4oIRxOjKQK3/H4CXWJH4h/I4DoXjKIZvX9L5RPyR4nknm0NH1J7AML+912JuwJPedDFTmQegSLGk0V4qgRPlcD4VSeywIkscCHxXEg8R7LEkSxxpHIdqVwC0k5A2vEIG4+wiXQpmsR3ZvbtimtxZAj9i0Y+iTvjms/Fk1qdkU6PbL4zje2IsHGkdvu0Fs88KR7h4hHuw5o8CB+L8LE0AZYmgPlDRFIvkdTrSBY7ksV4eiue3oqhcQlMITG914U8GElve9c+GfU8yj9u2/77x3pMwGadQkvBVblcDi84eM1BT4fl+rNcdl9dVldX8Xg8l8u9evXq+Pj4lStXxsfHJycnL28hV6zE8ubExMTU1BTspXjlypXR0dErV65cunTp8uXLk5OTMCvuwoULly9fvnjx4szMzMTExFbzT05Ojo+PT01NwcOYmpqanp4+fPjwM88888knnwAA1tfXLSt6TxBnC8vbwjrRKpVqeXkZBmHNzs6azWatVnvnzh0YnLG+vm4ymXZqUUKxdf/abYlWq5VthmtZwtOgJx767GEd/aWlJa1Wa6kTa1l8lMvlMJgDrk4olUq5XA7PhlarvXjxYlBQEABgbW1tYWEBbFqOk5OTUqn0c/Dail8eWet/xZR+7DwWkno5Mm0uIKbfP1IaGsuxy+q1p3SiqVwCtQNL4RMpHDwiIVD4WIoUk8nHbvKLSBZ/O/yyyxreQ+mxZ/TZ0nrtqGIMvQtLFeLpkk9jGzBUATGrx44kQDN6cFn9+6ldtrTep8gvu3SOE7PXPW+YQOdjyGx70nkis92FziaQWh2pLCKlwxHpdM8WEmkcu9Tmfx5+WfyyEE/wfgMAqDcFbLq3zWYzJNeXu2y3kujoaBjmA/UC+O9Wx/PYAzZtFgSGh2Fpl2WZTaVSWZQOvV6v1Wq/ZH7Ln1t2x+fzd4pfer1+dXUVlq6Wy+WwJKlMJgMAXL16FZ5qeEvL5XK4ILsjslP8gg3W4EEuLy/D4tFqtRoWmLZEpcLSrPClZY3Skkik3KxCAc8kpJ5Wq52amoL6FyxCDb6cXygAUACgABkFGlBjp/6zQvpHMtn38O0PvarR3r1hiSPxybejYrvCw7khYQ1/z5nYQ+3ZiwzYUyX7kWEHpMeWNmaPDBxARveT+20oA7bUAVuk3x7pt0N6bKk9++gCG7rAjs61pXHwTLY9pdU1l/Ovn4bvTqgg0tvgO/YMHjpLYEMX7GcI7Rj8bQ1cWgsurRmfct4urhqXUOmWft41pcYxsdI9vc6b0uRKanEltzpS2G5MIYEmQpM4dgzutoYLRehBl764O/N/gqucmD04ihiNSB2oEgek2wHpRiPdaKQbS+3GUrtxlG4c5eE2hibA0AQODLYDg23P4NozuMS8fluq0AEROef37045tzv5nMdh1r7UMpfDYpvMxgPklv2k5o/jz9ojLO+iQSyDh6bx0TQ+miZE04RomhhNE6MRMRoR29PF9nQxhjKMoQxjKb1YSi/ciy1djM7uxmQOE6gXQhjcNx0yUT943is+9gk4Ys0Fy0KS5U3LhgUEwKol+xMvGppMppCQkJmZGctevo5ptrKyArvMKK36LoPPdzX9h0YT/Cvrw+DxeDvFL1j/2mg0qlSq+/fvwwOD9pTZbH7w4IFMJoPNR8xm8/r2+wx9yX53hF9yuRzS1vLTqzbrhsOYfkvs8cZmtRy5VUiK3CoiH4ZWKJXK5eVlyK+JiQnosF9bW4Mq/yOee/Dl/HorL6/iIkgovhRPUzOPzx4u0mVn30rLHD94kLUr5/JuWu9eZNABke6nDdkjPbb0MTvqwAHa2H7KgA1l0JY6YIcMfGv8wqQ05nTOVwxqT/cooo9K8AmVWfVXqnrXjnXeiT0utY2p8EQ6XBl8FxoPTxUQEOHT4pcDXWKHiBwQkT1V6JIvyGTdKxnfyJbctUPabCktcfUzBf1K/1PDtuQ2l4Kuvyc3PnV+AQAsGo3BYOjo6AgPDz9y5Ai8nsrLy0NDQzs7O+Hla+noYbTqp7ctMRgMQUFBU1NTYPOWgF6SreItvrhObwllWFxcrK6uJpFIMGhIp9NRKJTw8PD29na4L6g4wC+41fzASv+CM+v1+o6Ojp3i18Zmk4vFxUW4u46OjoMHD4aHh9+/f18mkxmNRth+8dKlSzqd7gn48ljZKX5BHbyioiIwMDA7O1smk925cwdBkMDAwIMHD/b39wMANjY2lpeX4b/yzRL7j/DLEpUG26fDH/3SpUu+vr5gs78cAIDP5z9ywXzefkQBgCI3NDScOnXKlnP0rbyEUwAwxq9Hc1YyWDezeMrc9juHSi94k+rQjAEMiYMmi4lkDobcQ6CI0cgghtJtTxuwp/TYUbrskW4HmsSBJnag8e0Rng2dt5/Oc6B32tNYjox2DLnRM6ftp58G2cSfdqE3OjLbMZRGBwYbm8XdT+cdYPAdGJxtDV9y3WnBvTL+7Z7PwBn2zEHmefbYWn3X3Y4LGyc7ph2TqvyQZkdymwu1A4/wnJgiB0bntoYrme9FF/9yd+pHwWWuTBGBwsUhPCyVi0WEWESIQcQYRAyZhaX2Yqm9OEofjtKHRcRYRIymc9F0LprOR9P5WLrEgSJwz+m2S2sPOyE9LHpwXHqTNwsSyi8FH+k9Kl7vWQO09ge2SY3OTLFdahsOEeI253egSR1oUgdalwOtCxINRx7EkQfxlG48pRtDZ2HoLHuaEJslxWUMOlJGQ+mdbzmko77/rE/cwe1yxFqs+VVYWFhcXGxjYyMWi+/fv48gSElJCR6Pn5qagtFJlnx+YKWmbUsiIyNv3LjxdQ4Y7np8fJzBYBw/fnz//v3T09MCgYBCoTAYDE9PT+vGWv9Q//rit+BwODvIL71er1AoYHsxjUZTWlqalJTk7e2dmpoKu8CRSKS33nqLz+fDROsdkZ3iF+yukpubiyDIvn376urqxsbGcDhcYWFhTU3N/fv3VSoVbAQFo1ghp2QyGVTEYKQrTN6GILPoXxqNZnR01MvLCwCgUqnkcjl4An4l31pL7RkPZa3ENUwyRLoT4tXMqivepHoHxiCaxEeTJQQyF03uxVNEaGQQTe5xoA3aU3rsqN32SLcDXeJA/5b4FYA0BjOasRFHijuuVvJv5NcOtQ0u4kKyi9umOsbWIwp4PtQm20O1bjQ2kS4g0gRPi194htQmrdMzr9c+vcON0eqZ3eFIKq2+sJTTOe+TI4w8OVI7AZJqrn0aWeme0+WR2/3U+fWI/Qgv2WPHjp0+fRpaeQCAmJiYtrY2i81oMBhgks0T7M5kMgUFBV25csWyDmBR6L5E/7LWvKCAzYteqVSGhYUNDQ3BzqkymQwWXYBHazKZoCL5JfoXNJAtGiVUQneKX0tLS9BdCPvXLi4uwjaXDQ0NkZGRGo1mZGQkODjY3d29p6cHALDd+beSneLXxsbG3NwchG9ycnJVVdXNmzeJROLIyMj6+joAADbrNhqNsP+ThV/rm5n5MIHU4hFTKpVQ/1IqlSMjI25ubvCnhMryl/FrE2EP+fW769HvnQqxHTobIq11Zg1Ec8TZA2tnLq8y2i97ImU+5A6vlBqP9FafjCbXTK5nJsuJJHLK5BGpUgKJj6NwCVQunsYi0DrwtFY8rdk+c9CBNIgn9eIye9wpUsc0vj9N8tJf4x2i671IfPgOgdznSB1wIA2iyUN4cv+2hiulJTBfQK27fG5Mm9VwJa95+vyo0i7yePzpgdZp4He0n4BwdqVxcbmDu2n9NtkjeErPtoYXqcMP4f773+N3BRV7Mdgu5FYnapsjpQkHw/sAACAASURBVJWIsIgIi4BwCQgX1hHEU6R4itQxs98xs59IkRApEjzCwyM8PJWPp/Ix6ZwDh1o9Eb4bmeOHNEYf5iHV4s5JWXhet31UlXsG6+yAKatpzj6m3o0iwCa1OZFFTmQRkSwlkqWQUzhKD47SA1cDHEndjqRu+BkCrZlAa8YiHCKT75je7Uruj6K1/tk+CfU8KiB22/Wjt/Jnr62ttbS0REZGjo6Owrt6bW0tKSmpr6/PtFk0CWwafU/AL7PZHBwcbG0/PhkHoYY1Pz9/9OjRuLg4qMiIRKLU1NTDhw+DzUbcX2WqR3RJs9nMZrN3il/QNwThBQDQ6/X37t3j8XixsbGVlZUAgJKSkpqaGgaD0djYCP75+AXba9+4caO1tdXT03NgYGBxcRGPx+/evdvb27uvrw+u7ayvr9++fdvCL/it4deH/R/lmxWKIL9getPw8LCHhwew0r86Ojoe+XUezy+pVGrhV+R0S0DfTKxwpPgmaJsHx6R3A7Pr/BCOd3qdR2aHb0ajK4nnQWI5k8XOJL4j0kUgC54KvyJP9PJvA85NEHtclNs8XdmzZB9VlHhm+PwlE5bMwpJZ6Ow+fP7QhxkSu/zxp8UvV0aXK13qRuY4pXd4ZNTmNF4R3VA3jc1H5Pe4pbX504XV/QZm4yw6rsGH0eWcyf3n4Rd8XyAQ2Nvbx8TETExMwHfYbDaJRIIOcuVmYRZg5dDd7n4t/nuL+vPV/WjWR6vX67Oysry9vVNSUpaXl+/du0cmk/F4/KlTpyz24/r6+pcfp9lshgamxX9vMplYLNZO8cvi/YHebqVSeeXKFUdHR1dXV4lEMjU1BQ/+xIkT8Nbd7vxbyU7xC/5JR0eHo6NjRETE8PCwSqWCngQvL68TJ07odDrYIBKmAVnbj5Zty35hU1u4ZGEwGMbGxlxcXKx/jn/Er8/LwMDAR9hE70jmp2nNNlHHfE4PZ/NuJdZdcKNW4pA+JzLPERG6ImwchU8kszCIGE/l2VPFDiS+A1WEporsKSIHihBNFWEQIdzAU/g4Ms+VKiCkd/owRD//MPZAzDk3CteZJsBldmJoAhxDZIsI7GgiaHl99bE/rS6opP89v2xqyzRrSlvYdqW+b9Yp9khmqZQ7pXOltDimN+AZXQcyuOjcC7bMke3O70Hu9KHxfrU76ZOgU25MIZHCxiM8LJWDRQRYRIBFRFhEhKOKcVQxniKxDFhLGvtwSLBUCTqDg6cKvXOlmNQW3yyuU0bz3vDiU5KVurENx5Qy/6yWyv4VWsOUU1qtU0aTF73Tmcx2JrOdyEInshBSjEjuJpK7cbROHK3zYf1oihRPkaIZLDSDZYcIMEwJPq3PiTQURW19zzYR9T1U8MGQr3j/f/HutV53g3eyWq0uKysLDw8HAIyOjvr5+V2+fNn680aj8cmUJiihoaHW/DJ+6frjVnqiXqvSquXAbAYmY2hwWOP5RpVKB5Nh9+y2mZyaNgOgNxlUWjXs0/5VTgXYhPIO6l9QTCbT4uIitJehnTs0NEQkEktLS21sbPz9/d94442wsLAn6LO9lai2Wb9QLVOrZWrlhkK5oVhXbKwrNtZUa2uqtQer83KdwmA2GoGxpuqsi6MzMAKzxgQAoFKpdDpdo9Hcu3cPuslgorjcav0RJnhbrz9ubGzAahMajebixYsRERFwfVMoFMIUyMcHr1r4RSaTLf83MDAQkHimoJR3qOF2csUgWbRyon85tWnGg16DpQ84kvlOdIk7wsZTBQQSC4uICAjfnipxIPMcqGI0VWxPETlQBA5U4bfAr8CTfanN17HpZ6kt09X989kNF84PzCUcbj3Xu9A2Liek1hPTzjtl9zmQhfuo/X8ndT8tfrll9xAQoROVYxNfF360J7XqcnAu7yhntoh3y4tSG32MX9G3TG+cdiWdJ6Y1uFPbny6/TJvdWIxGo0qlWllZKSkpAQAcOXIkOzt7dnY2ICDgxIkT0OpRWTXfhhtPFs+9I/wCZsPFCyMCLkenVqckpRQdK2psaLl5487Ksiw4OPzSxGW1RmsCZiMwKrVyE/jHquI3xC+NRmNduGJ6erqtre3u3bs8Hi8xMZHH4xUXF5eXl+/fv59CoUAzc0dkp/hlAIbrd6+fbzq/tLpcXVFFSs+8PHr5wsDY6upqUlJSXl4eVHVhCC4sMQYhZZkZ8ku+GdRqza+RkZHQ0FBo5vN4PMivrYpPPKp/TU5ONjQ0RBQ1FHf2kqXKov4H2YPao73LMWdHiZnlOFq/M1ngSP//mXvv8DbOK98fzt78crPJJo8TJ1knccpd32TjTZyNkziOy8qWVUiiAwSrqEaLqqQaOwlMAcAqyuoyKYnqjb2A6I2dlEhJlGgVSmJvAFEHg17e+8crIXSNRav85uFjgxQ4Aw5mPjjnvN/zPZo4XMrElBxBMx3XsHB5FKahoQoqpqVhaiqmpqIqOqqmY0+cX7HF8lODQDoFGkZA9sk+du6Zo62mTiM4qDLyz1xfsu0sM6+RW9BORzVL8rWRWMeT5tfDWR5aJqZ9wC9cx8B1kfmypdlNbEzO4EsEF+/V3wVVN0DLCFi/R7v5YNuxbtc1H9AZQUHj+IoiDT2nlovKuaicg6o4qAr6U7NRHRvVPR1+zb974SD4VatWvf3222w2+969e0NDQ7/61a9ee+01Go127do1+zxLcfhgYSqwx8QvX0erlkGjLnnvvU0bNnndXrVK/8bf3nr7rUWFBSUhAAIh4PS6giDk8jmfIb8CgYDRaDQYDGazGQAAi4l/+9vfFi1aVFFRAQ9tsVj27NnT398PHl/++Mj8srlcNpfD7nDYHXaH3e6wW0iLhbSYHeY7I3di4mL+9ubfIpZFDA4MDt8ejmXH/uUvf0lNTYWh0/ziF9xb+AF0hYTHDSvF4Kol9F9NTk6GV1F7ezucIvSV+AXlrcePH9+EHMguPJt85HrayfYNVcObK7sSPlREZhxioF1sRMXBtXG4jIGpOAIJHdcycQUV09JQRRSmpWNqKqqJQpU0VPUU+MVA6+NKlXEFzQlFLXFYNTv3zCpx/ZqChpRdKnb2OVp2baxQwcS1NES9TKDnlPQ9K35xxXoGpk4o1i/LrI1MP7+mTJdUII0XNsdidfHChkSxZHWJfEWhnJ1fy8yrTyxU/f+EX3CDVoLj4+MAANjp4nA4pqampqenp6amwkL5sApsYVnk4+EX8IOQn7BZJ0ZHQBAE/UGX0zczbfS4/aEg8Pr8xjnTQ+tyvx/4vuQQ4QOBJ8CvsAbNYDBAv0aDwQCF7F6v1+12GwwGu90+NjYGe4kWwqrP2x4Xv0yEyewwW2wWs81sM1sN0wan1Tlxf8JsNg8PDweDwenpaZfLBS0J4a7ClS9iHr+gkAL+ZGpqChqrdXV1rV27FkZwEokE8utTQ2k/h18whezr60MQpFRxbRXy4d931jLzzr9doIrAq2nCOmZ+JR3t5CLKaFwTi0sZqJItaGZgGiYqp2FaOqqgYho6pqKiahqipCFKOqp80vxioU3U/Fq6oJEuaGQL5dEFKppAFsVvoSPK9zMaEkp7Y4s6mYiWjelZiI6DPfH8kY2q2KiKhWlYmAaSi4braLhuOV+xNE8aV9rBLdBF5tazMFlsgSKuUPl+ei0bV7FxFRNVxBS2ckVaKl/GQJVMTMXEVExMPe9Lw8Q0T5pfsIYVDAahh9f8exh2t83Xdn4KJX6/3+PxfDl3vmR7LPyaM0wB4AehEGm3gRDwuDzBAAAhYLORfl8oEAyFAAiAoCfg9Ye8zzZ/nJubm5ubCxetDQaD0Wh0OBzT09Nmsxl+KsDcCjy7+Iu0uchP8stGWmykxeEmDOZZj88zPjEW9AfnjCav0x/0Amij6nQ6zWYz9Kc1Go3EQ3iFGwkgv4iHolb4w9nZWVgKvHTpUlJSEoxM6+vroYT1y/gFNwR5IKHYu3evYgZkFVX9d440Aqn9W37ze1mn6OLGFSW1dLyXg6g4Qn0MLqOjKpZAQsO0DFROw7U0TPkgf0RVVERJQ58Gv2IK5SysmSuWs/AWrlgZX6KLLtDGFrdxRLqofFlscVdUnpyJaHnijtiCrsgc+bPiF1PcupyvYOAqXlErC5PS+E2M/IaonBquSBNX3MbGVVF5EhamihZr2biaK9Y9K36FHnYyQp8AWNKCPyRJEjIlDCkYkcHFI/jrPp9vwWYGjy3+An7znNFmMcOyvcftDxtbwv/bHHY459jqsHzJIeafkMfOL9j2aLVaTSaTzWaDxsXwNEIZAewcJAhiZmYGPvmxbI+PX3YbabU77BabxePykg6nacbsItww6XO5XJOTk3AA9vxlx3BH0Xx+QQNY+CfD83zlyhUOhwO1L1VVVdeuXQMAlJeXz39fPp9fPB4vJSUlNTW1vG+Kl1W0CNGtP9G1rKxrcc655VjTyt1NDLwnGlFyhbo4TMZAlRxEQsM0TFRGx3UMTEnHtQxMRUNVNIGchiroqIKGPVl+0XNrovHmmCINR6hYkidbnNMSgbezd/VHYJ1LkfYopG1RuixG1MFGdEmFncwc2ZPmFwdVclAlVFQwcC0D10J+0UV6qlAbwZcyhJqYYj2vSBtTqGLhLQxhGxXVU1EdFdVHIZpIgTpKoKaiGjqupePahy9DzcDVUDH71PJHGIWFv4WixPkP4OUFIzWfzxcGX2ChQ4sf1/ojjL9AKASCD8x4HYQbhIDBYCZIZwiAIAjZSbvvmcZfNpsNym7NZvPMzAxsLJ+cnIQJFwDAaDTOzc1BqIXX777+9qj8cthdDruLIBwE4SAIO0HY7Q6L3WFxOO0h4LfZrWazyWicAyFA2JxzBjNBEJOTkzMzM3DnRqPx/v37AID5HtPwoFar1el0wp+E/Sfgee7u7qbT6fACKy8vn5qaAp/k1+fAC248Hg9BkIiIiD/TkJdfj/hrtiqj4Rbn2J1FORfe5VfHFDbQ8UvRqIYn7kgQyhmYmo200IVaFiqnC1sZmIqGaxm4ioapaYiChoT5pWFhyifEr4RCRaxYGpXXyMbl3JJOdmE7Vdy9KEf1Pr+VVnCJJeqOFLSu3NW3NL05Dtdz+apnxa/lAiW3pCsKUSzNk9BRKROXc4QyBtLMEndG8DUMYVt0cQ8d00fy1UxRa3RR57Pi1/yu7E/dw3BiBQAgEAiEs5v5HlLhyGthKeTjir9IuwWEQj6PO+gPWs3W+ZbiIQBsdsLtc8P4i/QQX3KI+X/7Y+cXSZJGo9FkMkFjj7CRzvzhF/DncCTPQnn16e1x8ctKmK12k8Vi9nhcLpdndtZgszi8bj/UQ8A1HzhPyGw2h1NI4uF0NRiCweVXCDKSJA0GAzzPnZ2dHA4HLjuePn0a8ivsPAE+l18AAJg/wiiM8vM31hYf5VXZ2CLZb/IUi8VSWqmeLayiIZ2sPClLoI5DJWyhJgaTsYRaJiqjYVoaoqCiajoKM0cFA1UwMQUVVVJRNRNVMASyGFTBym1OEqmef2Pro/Iruqg9Ik9KFSg4Yj1VoFye28ISauNKu9i5F1YVyRZvO7V6tz6mpP3trRcT9w1EINrlSGsk1kFF9Ey8I76wm4PqWLmyOFz3xPNHTMnGlCxMxcIesBL2XUeXtC/nSxmYjFOgpvHrWZgktkBKy62KLmin8lV0RM3CdQxUw8R1bJE+iq/4RIyJq8NfTyH+8nq94ZI8vJ5gPAVnw4CHPnNQsBpucnY4HOGw63Mh+E+3R+JXeIPYCvdyA+AP+T1elysU8IMQCPgCkFxebxDyi3S6vAEvrN+7fZ+ZUPN5+wdPgF/wBp6cnIT8mpmZCQQC0E7HZDLBmUMGg4EgCJ/PFx7eE16/C7tuPWl+WW2knXCRpJN0OGG2R9jNDsLi97kchMU4Z5ibM7hdnrk5UwgAi9UxMTEBNRPw5RkMhunpabfbHf4TYMMjLNvDQ8N/gvNQ4HkeGhrasmULlEZ3dHTANwLO1vvCyAs8rN9Dfr3BK1tbfHTZkcEoRPJbRLcEl0QWK6nIeQZ+iZmnZGG6WLSFLdLFCBUsoZ6FKmi4lo4qaJiWjqnomIqOKpiYkoUpqajqsfArMl/GFGrZIh1LqI0uao8r7WKLdMtzW5IKJCsKJFxMEpFxIUog4xbqo7BWbskluribU9LPK75ER9uoOQp6nioW1SaK254Vv5blt0TwZSyhIrpIyxVK6fwGpqAuGm+mCVQMVMMW6jmiVgamYQn13II2jrj1WfErTI2wVB3O3Qn/3Gg0hp8Ml8k/lWY+nfp9ePssv+Zmp2D+6CJdcN6o2+UDIUDYnXbCEQLA7ff4gv4g8D/D/NFkMsGkG+oGiIeKiqmpqUAgAH0B4ZBXYt7wsU/xa2G+EY/EL9un+WUjCAvpsM4ZpwnCAkAwFAoSBOkgSOOc1esNAgAgiebm5sLxFDFvmlS4hQh+S5IkrABCpStsS7px48bWrVsfmV9wg/zSjYBNB6r+UNi+OKfxlaK+93DZO0jTe1kneKKrvHwVG9HGIi1soTYGlzFFehYqp+NaBiqnYWoGpqSjSgYiZ6JKFqp4XPyiIUrIrIh8GQ1RLslqXrSjjo6ql27ax86sTMRruLln4vH6FeLmpdtPU7MuRmTUULPq2YiSi6k4mC6xuDu2oPP9HY1Pml8sTMnClLD7mvHgS8nAldwCZXypnp5XvXjbCU7+hWjBRWZmZXTemVi0KUbQwBM08pAmDr+RmVvP4jfzhAo2pmBjCli5h3koHdfR8SeunwhTA6pS50dSgYcGNTMzM/DagtvMzAz85AzLvhbgvwoeE7+8bofbSUB+eVwemDwGA8Bud4br97NzszB/fIb6Cbg8RxDE9PR0eFUEAACZNTk5CZ0YYAksXP8O//pT45fVTtocLgfpJEinw24j7DYnYXU5bAD4TYZpr8cNQMjl9oQAmDaYrIRzcnLSbrd7PB7IqbmHG6zWEwQxv4Ub/gnQLAzyC07SvHTpUlpaGgzww2njV+VXVVUVND/ceUrxy626vyO1f9l1422k5U1EsiTvLLdogIdqmaiWJ5AyUW00LqcL9UxERsW1NFROwzR0VElHVXRUzsQULEwO1x+/Pr+oAgVbpIviyxmYJrqofXmudO2hgeph0D4LOgyg7mNQNeDPOt5P3XlydakmBmteU9YRK1JFCzUcVEnNlXFxXXxRF0Pw6PW1x8QvjkgRU6SJzDofI5Ic0BpbRoD0PlCOgeyTN1aIZazc2hUFilUlulhcGo3JVxTrnhW/4AbxFDaTOHbs2LvvvvvWW28tWbIEthMDAKBn02dvdfBU9KvzD/qp+IskrIlxsUkJCf2X+0OB0Px5eqTTBev3QRAymGeeIb8gj6B6zmazicXi11577W9/+5tarYafBPA+h3IwmJE9lu2R+UU4bQ4XQToJB+mw2xx2m8th8ziJ0ftDW7dsfPd/3nnrzb8vXrL0WOVxm8Nlc7gAAOPj4/DFO51O+F/oogN3GFarhv0L5+bmYPwFme71ent7ezdu3Aj5FXae4PF44Ev4RfnHILUH/FpReur5LFXE3iuv7x16A5G/LW6L36+PLbkZjWmYiI7Hl9ChCxiuh+uPdERBRdUMVMFAFAxEzkTlLEwOOyKZqIIhkH+t+AtVsUX6yHwZDVFxC9oi82XrK242TYE7fnDVDqYBmAag6HR75DrRBvxM7I790TuPxKQfjUMak0QtdL48MkdCE3ZElz5x/er8Wjt8zgMn6PyaqOwLKbvlZ/pc9wEYBuC2C0wAcN0K0MpW1taD0TvLWTuOUFMPc7LPxyN1PLSFh7ZA/SoT1TNRPQNrY2BtT0c/AWMBKKwvLi6Gl8f3v//9b3/72xQK5fbt2/ONtGCkYLfb58cRC9geF79kLU3foFC+QaHsKtkVjr9sVjIYAD5/IASA0+PyBX2egOsZ5o8QSTABLykp+bd/+7cXXniBQqG89dZbw8PDoVAIijbh6X2M/tGPyi+Lw2klXQTptDtIh91GEnaPw+5zOS53dbz07z96jkL50Q9/QKE897OXfnF/fIpwewEAUK4FADCbzbOzsyRJTk5Ozu92DPMLOk9AIx3onAPj/f7+/sTERIIgAACnTp2Ce4OA+qr8GgKAloK8vHdoswosOef8C6JiH73JV8wk7L4fi+sZaBs3X0IVqFgCKR1rZSAK6gN+aRioio6qGKiMhSpYaJhfyq/JLyauidvVzcQ1S7Obo/jy5bkty/Ok8bu6V/Ar1xWcv+UCA1aQc6A5fU99zoGW9A8bsBM9OR/pVwhbuHk1sYVtMQX6ZXzNcoH2WfErVtQSlXVhj3x8CAD1MNi+T5aUd3Rjwfmmq8TGgosf4BeKL1wRnbvGP96z7VAXbcfJZ8Uv8DD7gzjo6ur61re+9eqrr46OjsIJo9nZ2eG27ebmZolE8inTwbDG9VG3x8Ivn5tMSoj9n7ff+tOrf+CwOGHlFwgBmUyl1bfaHaTb53a4HEHgd7jtX2X/4AnwC+ZNwWBwdnb2D3/4w69//euZmZnp6enS0lIozR8dHa2tra2rq4Pn5LMJ46cyyifEL6vDZSXd8/nldRIBt3N2YuzlX760IWVd0O87ePgjCuW5c1W1dpdHo9H09fXduHGjuroaRvFQBhHmFwzNIL9gdAZB5vf7w9Ic6P8FPz7DsolH4BeCIDxk8Oe87W82gCPjYHkteFXYul5KXJgGKw9OxIo6GEg7O1cSwdeyEBkdb2WiChqmpyFKGqphoEo6qmKiChamYGNyGqahYZqvz6/IfDlLqGWLdExcG13YFlfazRG3RubL1olOHpbdmAXghPLGduFHyr6xO7OhOzNBMwCTXrC7YYi+tTwyT8Ir1C/B2qMKep80v6DjIKy1w7kbbLyFjbfEYvUxaK30DhgFoPBUa8QHwsQdu+O37fogZx9tTe7ei53DLnDHCe57QdsE2LJLFoc0xSFNcDIIG21lo61MtJOJdj4FfhHzTOJTUlIoFEp3dze8Y4PBIDSZIwhi48aNMBz7+9//Dnv0vubE7MfDLw/5y5+/mJ2RkbZ584s/+ens9CwIAZPJtj5lE4Xyv577xr8gGA7zx2er/wp3Ps7Ozr711ls/+9nPuru7HQ4HzMoHBwdXrVoFJ2BGREQMDw9/il+fKuc/OX5ZSJfV6baTpM3hcNhtToLwOx0hj+vuxzde/OHzyatXg1Do/MWqf/3uvx05edoLQGJi4h//+Mcf/ehHL774Yk9PDwBgbGwMrj/CFclwLS+8/mgymWDJDK4UAQBaW1vZbDbEWbjt8avyCwCAIAjlFR7lDR5vEEgAoKvBn4SdOX2gH4A1B40JxX1sYRcbUUQI9CxUQRd2MjENTdhOR1VUTMvAVAxMxUSVD/iFPx5+ccT65XlSOqriFbXTUdXS7ObIfDkDU68TnfyYBEMk2CKujNuEyC+NEAAMjnuq9fdHSFB3zb9WVE8TyNhC9XsCPWf3wLPiFyf/4ge7VV0G0DMH1mEndn5Yp7/lqGkfOa24nrnr7MHa3qrW4dLzverbvlseUFZ7+1nxK5w/BoNBt9v95z//+e233zaZTJ2dnXl5eevWrSstLfX5fIcPH/7BD36AoujJkyf/4z/+Iz09PdzFvTD/L/CY+KXXKH/yo+dVCrleq3n++883NTQ5CNf42PQ3nvtm+s7sst0fpm7dBvX3Lh/5DPnlcDjcbjfUPRUWFlIolB//+MeZmZlQs87n87/3ve8VFxeXlZW9+OKL2dnZ0GHt6fPL+rn88rqv91/+22v//ac/vroqacU7i96NTUi8PzHlDoB169ZRKBQmk3nixImxsTEYgs3OzsKjhIVs4fNGkiT0z/H7/RaLBep1JRIJnU6H57+srAw++Of8evAMBFAW6VIAoCxCeAcGrwJwqNOx8WD9+d77kwCkVU1xRS3UnNp4tDa2UB6H17JRKYdfxxaq2WgLHdMwMSUV19EwNR3X03EtA1UwUCUblTEF0hhcxspvTCxQff/NrUu2neNhsmihisGXMjENW6Sjohoapv0kF7RMTMvCdCxMx0Q0yzKbo0VaDq5m8JujhQoGv4EpaLygvWIG4GBtV/z24pW5Fboh300PSD/YQsvcp5wAPW6w+sP693aeoiN18aU9UfnKJ54/YnoGpodzPaKErVHCVppQTROqafxarkjS7wDKUbBRWHFaPWgDwAKAywdKdp/KFe9qULVrrn88ZLEPucC5ttu8nLq4/EaOoIuLdNPwThreGVWooRZpn8L6I5R0wfXHP/7xj6+++qrT6ayurqZQKHDE7NDQUFFREYVCgY4Uzz///O9+9zt4k4ddDBewLYxfLpcrTMxgMJiRseOV//rt/eG7w8N3X3zx33fu3A4AuHLlyne+85333ntvYmLK5XS7XB7S8UBa8U+3r8kv0uYmbW7YhUPanaTdSdoJ0k54XW6ryUzYLIaZyWDAk5O188cvfP8bFMriZe9ZHRZ2NIfyHCU2IWFZZNT3n3/hjbf+hyDddtJtc5BWwmElbFbCZnVYbKTlSfPLTrrtpJtwkDY7QdisJGH3ucmQzz05ev/nL/74OQrlf3/r//vW//727/7r93K1zhcEHA7nt7/97fXr1+FCqtvthknig73Z7eHTBWWrBEHA50AJmNfrNRqNZrN5w4YNV69eBQDodLry8nK4CvlP4PUPfvFAHwAv7x1aoQAqAMTSaTZScaCxv38WbK0zcwsUVKQ5Hq+PLVDGYfUsTM4RNLCFWjbaQsd1TExNw/V0TEPD9XRcx0CVD/kl4+HyBfMrvriLzlfyRNpooSZaqODicoagcc2e9pkguDxmTys4npSxOym7vPmK9YYTrCs8n1RwSj4WVBnB2r1NbLyRiTWwhXo68sTXH7+IX/ElyhVlmmtOcNkG1uTto6XwC8svaK6O+EKgcNeJC80qFwDDhHPU6Z4EoFI1wMutj8tv5CDdYX5FFjwNfoXvWChBioiIeOmll6Dn8sDAwLp167773e+2tbUlJia+8MILs81ZYwAAIABJREFUL7300r/+67/+7ne/i42NhWUOAEAgEAgXMh5peyR+QZFU+FuYd/j9/lWrkyjPUV544fmXXvrpc9+gLF78LkEQoVAoPz//xz/+8Y9e+DGOiwAAPm/gQV3sq52Nx84vq9lsNVtcJOHzugDwh4JetUqavCbp+Re+X1FZzo2NpjxH+f4PfkB57rlf/Z//uyVt+7PnF+F4wC+XI+hz9/V0vv7aH9euWd1/+VJjU/O3vv2vi95fFgAgKSnplVdeGR4ehpJmuIQa9v+Cla9wIgn7h6BBBVyC9Hq9BoNhYmIiNTUVNmwPDQ3B5UTwqPyKkA4hfaAHgP03weajyrPtY9fMYNO5mVixksFvThA1xhQoY7F6JiaPRhrYIg0LldJxLRNTPeAXpqfjWiaqYqJKFiqH/GLmLZBfXKGegai5Qg0LUbCQFmpuQ0KJ5qNu/6gb7Dojo6/DPsg/vDL7iOSKfQqA7Xsa45EjmnGgM4C1u6pjsPoYrC4GU8c+IrwWwC8uquSiSjaqZqMP+q5ZuIKFK6Kyzi9PP9P0sW8UgOPyG9wthWvTi6Q996YtYP8R2eU7hhFzcKt4T9mpuvs+cLFrNDa3Nj6/nidojUHaWJiOhWkZYhmzQP50/Cfgf10uF4ZhFAqFz+fDfy0sLHzhhReuXr26atWq73znO3Dc7NTU1M2bN8HDBqOnkz/C4R0wVITDzQAAk5OTv/jlz37725ffeOOvf/nra//3Ny9/+9vf6u/vHx0dhXr3t99654c//NHI8BgAAISAg3ji+vtPkosk7STkl5NwWM0Wm8VkMc3pNEoAAgGf6/TJY5RvUApLxZH0qH//2b+PT04FAbhzd/jylYHP8svmsNgcT5xftk/yywHr9x7X3dsf//qln7KYDABCIQD+6/d/ePm3r0zOGpOSkn71q1+Njo6Gve1hCgnPP6zZw7QX+t+Hp9vCupjD4RgbG7t169bmzZvh1bVAfiEA8KpA2TiYA6ALAMkIuOUGBABrT05zhSoqIksQNnFEymikjoHIuFgzS6RlojIqrmViKir2gF80TMtA1UxEyULkTIGUh8uYeY0JYuX3Hp1fEdktTETNE+sYAjktr3F5Zs3WyoEbAEwHQWPP3Y/qLx9pupLxYVPDJfNwEGwousjO3H/ZBq55weqSi/Tss9FIbZxQG4M98fjri/iVWCSPyjpfUHX1shWMeMDFtnt7z8h67losLnDouFLXf3/EFKioV3bdm5kF4JhyMC63LiG/IQZ5wC8mqqWLpEzxE+cXvNrCstWBgYH//M///OY3v4kgSGlpaUREBIVCuXXrlkqlolAoq1evrqyspNFohYWFsFsNcicciz3StoD8EdbpwusGlZWVlOcotbVVAAR9PveJk8ef+walrKysr69v0aJFR48effXVP/6fX//H+PhkMAA8Hv9Tib8+n19T4xMgBAAItuq177/3Pwg/d8+HpUvff/dH//7D2/duFpUWU56jpG7bVryrbOnyqNx89Jnxy+GykW7CQdohv+w2D2n3ucnBgSsv//oXS95ffLSifPXaZArluZVr1xFOT1JS0ssvvzwxMQHPyfT09NjY2Kf872H/IzTFDivvYTgGW6lGRkaSk5PDY67C1tBfmV8IoOjAK1UAAUAHgMQGGu+DPhe4ZQdJh4a4WDODL0kUNnIxGSevisZv4WGNLFzDRCR0TMNAlVRUS0NUsJeIgakYMP7iS6MxGTOvIUGs/N7f0x6VX3S+ko1pYwr0LFTJweQMfvPWyoFLXjADwDQAEwBcNYHTraama/5eI8g90rYCO6UZA/oZsKaoOjqviptXFZMv5+U9cf+JGIEsRiDjIQoeooDqBw6m4GCKOKGUmVeXhNeWNty9SYJpAMb9wAiA9npgXc5p8VHtPQcYC4JxAAadYH/L3Zi8xjh+cwyqiUG1HFTJRpUsXMIWtTyd+r3f7w93BTU1NS1evPhf/uVfvvnNb373u99lMplDQ0Mul2vnzp3wmvnFL37R1dUFAIBGFI96xPD2qPEX+OSkIrvdnpub++OfvHBt4Eow5A8G/Vev9v/0py8uWrRoYGDgJz/5yTe/+c2f/vTn+/YdAAB43D6vJ/A0+PUJcv2DXyAEZqdnCJt1cnwsec0qKFj74fPfK9tT6g96RsZGYuNjKc99g0J57k9/fr2r+5KDdBMOt91B2giHjbDZCJvNYbE/eX5ZIb9Ip51wEHYbYbe5HTavkxi6NfjKb/7jOQrlOQqFQnkukkr7+PbdAACRkZG/+c1vrl+/DhWC0E8pGAyGbXPC4vuwqT9UfsEHAACLxXL//v2EhARoeD84ODjf2v4r8AsACgJ4AKT0gUU6sEIxwzx+NfXYFeR0D16pZJfdiEIkTEyWIJIwBC207PNUviwakzBxHQtpoaKQXzoaqqZhWjqmpqNqBqpkCuRMfgsPkzNyG+MXxC9eQTsTUTMRBT1fGiNWRQsV0UIZv3Y0v1wqPKEtOnsJP96Rc7gtbZcs/1jHWmHVSuEZ/ql2/pmuOOTkmiIZN/ciN6clHnni/hNfxC8Ov2FliSYm7xx125EtJbX4iXb8iAL5SLpdXB+fengTdrr0dKfwuCZjX0PmR9rcI62x+Y3xguZYVPuAX4iChUvYwifOr/lb2PDr8uXLOp3u4sWL1dXV4amIbrdboVB0dnbeu3cPAOByueCT4Vr4Ag73qPEX7HyGj30+n9/v7+jo0OnUAASCQR8AQQCCHR1tWq0WADA+Pl5XV6fR6Ewm84PfDwGX84nP7/gifk2MjdksVgCCDrvt3t07GpVCq1Yq5C0h4Hf7nFa7dXZutqGpWSZX9PUPBILgmfHrof7e7iCJh/1DbtI+NzMplzSqlQqVUtEilQ1+fNNgso5MTF+6dAleJPDMGI1GaAQUbn6Eu7Xb7dC7EU4ah0+G/DKZTNPT00wmE9p+9fX1QeU93P55CAb5RakCfy4HL+8FL6Y0vZwqXYSc5YlOsNL3xpR2MvjVHESShNexBU3MzNN0fkscJmHjGrZAQkc1TFRBQ7UMVElHNQxEycA0TFTFQhQMgZSHyRi5jfEixb+9kbqA+ldUnpyFKqm5EhbSEiNWRWZXU3NrmbnnqBknGdnV9KyqeFy5fNsFrqCRnl3NRaojMk7Qc8/Scs6uKm1j5DZG81vj8M4nnj8iai6iho7P86d4ROZJ44o7Eot1XEzGyavhCeoTsTpWxunoPOmqAv0KsZqV00DNqGZk10Vm1r6/7RxLoOSgao5Qz8b1DFxDR9V0XMkQKp9C/cvtdsPoBrYQf+pfw/LU+V4688fWPjX9fdixJzxxFgAQDPn8Aa/f7wUgaLWaAQiCzxOmBYPA63068dfnf7mdTsJmdztdDjsBQiDkf7CeYLYYSdJmMhmdrgcdpk7SY7ORpMPtcLgJgrTbHXa7DfZRE8TT4xcB+WWzOu0Wl8Pmd5NeJwGCgVDADwN1i530Bh68L8Fg0Gq1QmE9bP4Ph122h/Mfw/yCzZLQKQhOLerr64uIiID1+/n8+grwCvOLV0VBdPDBb4s7tleNbzvdt77wPEPcw0UaYgt1a4tlTIGEnnmWwVfEi2RskZ6DyuiYjo0qaZiOgaromIaBqhiYhoGqWaj8Ib8aFsYvWr6SxleuKO1kIYqonPr4Im2MWM5EmuJFDVxBVaJYzsqtTRCp2XnNa8v0XEFjQmETI/dcXEEjF62OF6noOQ1xeCcn74n753wRv6ILWpdlNVGz6xIKNbFoIyevZqWoiZd7IVag4OVLufnNMYKWWEwWjUi4qCy+QMNCVJ/mF6Zg4E+cXxAH8IYPm3yBh245YTaFvcDAvG7tsOvxwlQUj8QvOB4JPByVBP5RxQ8Egj6/3wPjL7/fG3o4FBIAEPAHQyHgcLgCgacWf30hv8xzc3aL1eN0OWx2q8nssNudDofZYvD6XKTTYZwzBAOhmRmDy+l1EK5nxS/LJ/llt1lJu8VFWP1u0mE1OUmH1WI2msxOl3tmzmIwWaempqCXv8VigcciSRLqv4hP6ieMRiM0pYCym7BT9s2bN7u6uhgMBnT3BQ87H8FX5RcFUCgAAWCRDrxSBd4oG3/lwODbhZLFOefeSinKr5pMwhuYOdXx+Wd5qCQJq+Nhqmh+AwtTsfhNdIGKhchpiJqJKBioioUo6IiajiqZiIIpkMUI5cz85oQC1QLyR65QzxW2cjAVnS+j5TUy+M0spImFNtNFKoZYvThbGoVqo4v7qGg7FdUyRW00oYyKS6OwFioupeOtDLyNjlymCp64/p5bdImGtTNEXVFoWwTaHoV3LkNaqaKudzKkKw/dpAtb381oZov0dEzNFmroiIIq6qSJut7P00XhXcsFnZzia+/n6ejiSxGYnlnUzS7tWYqoGYVdzKLudzLlrOLLX8SvKKGKUahj53XykN5UvOEvkZmU/0VJ2boe3n5wMTtMBLfbHTaQgHcmvM7AZ6Kn+a6E4YlqYB6hILwcDsdD+0AAZeVhEQZcKATzDHnCZq3hKhv89lHjL/hS4cd7+GWHQn4AAiEQ8HicEGHh/cynqs8XBCHgcj4wL4M/JAgi/LIfF79MxjmPy+1ykBaTiSQcXpfbRZJup8vv9ZoMRsJqM8+ZfG6P3+MlCQdhs7tchNU253KRhMNuNltMJjMIgdGRyZlpIwiB2VmD3U6EQgGTyejxOl1uwuFwGI3G8LBYOE0SBj6fz1OS9Hg8q1evvnbtGmwIg33UXq8XSmdJkpyYmIDvO0mSc1a7xU4GgiGbnSDsNo/LaZqd9rlIm9kY8DhnpqdCwYBxzjRjMLp8QSvhhI6ysBN7ZmYGdjhCYxyDwQBn2cIT63K5xsbGoGc07FeHEjAIu02bNpWVlX3ZzKF/yi8eAJQ+8Mvj4NVTM4s+1EWIqxal7qXmK6nbT0VlVsfknmULJDH5VfR8OT27mi3UswUtdFTLQhV0VMtElQxUzUSVNFRDQ1QsVMFC5Dx84fyKzJEyBCqeSBtf3L6itC2xRB9boOTiUoZYzRCrOUVdEQL1khz1khz1e1kSbnEXFZMyC5TcYi23RMsWdzKF7Sy8ny28+qT5FYnol+SoluVrlwv0NFEXq+hSlLAzStgZhbctzlUtyZXHll2OLe1altvCEWkSy7q5pf3LkVZ2cT+n5MriXD1D3LcMaV+OdjAKu/6+o5Fe0M4t630nq2UZquWU9r2b84Xx1xfxC3zSAwd2qIQfh0Khz96rcIMXepgj8yvlfr8fTiTyer2hh3Oq529wn+H4CB4RPh88lGjA/cwXWyygfj8fSfCWc7tJGHz5A16n0wHzx4et3cBstrqcbgBAMABccK4tAAAAi8US/is+Zf7zNfkFQmDk/rDFZAYhMGcwGGZm3U7X1MTk7PQMCAEYf81OzwT9gbGRUb/H6/O5zBaD3W5zOOxer89onDOZbCAEPO6Ag3A5HKTdRjhdpMlkHBm563QREAcEQcDxtxAQsMHrkfgFMzjYEmAymaxW6wNnLtI9YzTbHeTI6FgoGJiZngIhP2kz+1ykcXqCJOyGmekgAHbCYbISw+OTs7Oz8AMMWtrDNwi63cOTbDAYJicn7969C9s8bTYb5JfFYjEajU6nc3p6emRkZOfOncePH//nMzu+EGGwkN8HXpaCPzeBiNNDNKRpScZ+6raza3MupBQoNonr4zDpCqSKhyqjc2u4uJYraGaiWi6qYGIaFipnoio2IqejGjqqZqJKpkDOwxXM/OaEQvXC6vccXM9CFAy+jMFvpuU1UnPronJrozDZ+7kN7MIOKqZlF/Yk7rm+LF+xLF8Rs7stCpe+k1n1VvqF93MUUVgrFe2L4D/x+Gs5qmOX9MZ+eIW761Ikpns/TxGJapjidl5pNw3TxBR3xpf1LM9ppiMKjlC9PKeJXqR7M6OGt/sqvbD7vWw9TdRHF/dShd1RuIpT0k4VyhkFKk5xB02oYwh76HjPwvgFsfUpZVZYZQrrDmCeE2GYC2HYhe/t8G9B5/twHOdyuQwGQ1hHCo3owtQLR3ngk+Wq+Wb5j8Sv8HHhHRsuxgEQMBinAwEvDL7C8Ve4vQki2u8PPpjoMQ/ZcI7G/J1/fX7NGaZdpN3jIl0k4XaSHhfpdXtCgSAIhobv3TcbzSAEZqcMljkLCIGx4XGbdc5iNvh9XtJBOB1OEAKG6TmTwRLwhkbvj7udbr/Xb5ydIR2Ez+t0OmxhTBAEAcMui8UCDREfiV/w8oBGz1BcCsdNzVns3gCw2YkQAGOjI4TNajZM2y1zhNUEQn6L2eRykharbXpm1uMHQQBgnX5qasrpdEJJzezsLJRTwBYoeFZ9Pp/JZAoEAtA5zm63z8zMwKLY7du3h4aGEATZu3fv1+YXTCGrAOPo3LKyrkXpx5dvPb8Rl2zc27MGq2Pm1q9Aa3libSzSzBbq2XwpDdVyUCUD1bBQFRNVsxAFDdPSUBUThfmjkgX59ej6L564jYVqGHwZQyBnozIuLo8tUCSWaJgF6khUupyvfC9L8l6WgoZ3MAvaIxH1oqwaRoEq8UBPwv5uuqhjaZ4qgt/LFD3x/scIVLeUr35je/272TK6uJ1d3M0t6V6ar6CiGhqmYYv1EfmyZdlNyQev8gp0vAIdo1i/DFdEl11ZnK9ZjnTTxf3LkXZm4eVF2Y1xe3uX5Dcuzq3nFHcsyZO9n61liReYP4J5sVU4hofjzj4VboSXF8NUgjdzMBicbxgNzcvhTkKhUNgyBXyy/Tu8c4IgwmEX+KRlazidfNT8EXq9hr2tg8Gg1+sFIOD2kAAECcLqIAkAgj6fD74MkiSdpMtud3hhnTkEAv4QAABWjsEnw8/HxS/znAGAAGGzTI6Pet0ut5Ocnpxy2Amb2QJCYGJsYnx0HITA5NgkCACryUbYzXabKRQMuEjH6PBo2ILRPGcDIWCz2CfGJoIBv9NBzM5MWs1Gl8s1MTEBrb2h8TT8SxfGr3DF3eFw3LhxY3R01OkNjE5M2x2kcc4UCgZAKGicnvC6HLNT4w6rmXQQhtmZIAAzswaTjZianYP1eFjVgouMsIzl9/utVuvIyMjY2JjX6x0bG4PuYLCqMD/oGx8fn5ub2759e1VV1T/xvP8q/KJUgV/qwKIqA/VQ+1Lk1Fu8oqQdFbz0qiVJRW+tKY/NPsPDtZycKjamZedL6AI1B1UwEA0bUTAFSrZATkO1NFTNRBQMRB4jVLDymxILNQvQ39P5SjpfxcXV8cXtcYUapkASlVNDza1l5p7adECTXnk198xgoli1fPu5xEIFm18fI67nYNV0/kUa/wITkXGFymhhd7Sw+0nzK7pAuWZ/T0yhMqZAwUWb6Hm1q0qUsXhTHFbPE9Rwc86vFDWiZ69XtttyKy+33AEfHJBknO1MKlFEZp6NF+p5qHrp1vMxmCK+oJ6RdyahoGbtbgk96yI7rzal7GqsQL+A+Gs+CCBHwt/CsCWcx8H7PBxhhStWHo9nfpwVZtD8niGPx6PX64eHh+12e+jhvDX4TxB8n13K/Dr8Cu8trJuFEZbLTQIQACDocNi9XjcAwfnBlMfzIJV2EE5Js9RJesIBJhRPQi34/ED1a/IrFPAYZidNxhmPy+Gw20jC5vd4PU6XxWSemZpOXp3c09ULQoC0u0bvj4MgAMDvIm2G6Smfxw1C4OaNm52tXSN3xwgLaTZYbGabw+Zw2Gw+t8vvdTlsD+pcHo8nzIW5ubkvW0/4An6ZzWaTyQTfaI/H43Q69+/fX1lZ6Q8Btz9EOMjJqelQMDBnNBhnJkHI73ORLoctGPC7nOS94REAwN3hMW8AWCyW2dnZ0dFRlUoFrzev12uz2eAUOPDw86+rq8vtdkOzVvhDWPwKX35wFgfkF9R/LYhfVYBSDn55HCw9BXjl9yNyqlaKmrPL5KtxFX3DIXpmY9oe7dq9/dz8BibeyspvoSE6NqqkozqmQMlEVEy+jIrpoCiMKZDHCJUsfvOKBfGLg+tZqIaDqaKFEF71TKQpsUQbsfMIK+/02l2a9MorKwrUtMwaHt68bMeZ+KImJnJxWeapZZmn6PkSDq5kI+30J7/+uDj9Qnypjok0cYVSRn7t+9tPxWCNETtPR+04kVQgiRNUL089smWv9lQ3uWWvpn4QrN5TXyC9GY018vCmBFErD1Gz8poTCzRctCoy43is6CIHOcPIropGGiO3NUVua1pA/AXhMr+zJ1yth9fNZ29Us9kMv7VYLKF5g9Sg355j3qiOUCgUTgpOnTo1MDAAH4epAashD/HhCc+ddrlccCdhTi0s/gLzLPn9fr8/4AEg4PW6QiAA80ePxwMjTfic+/dHAABO0l1RftRBOMPLl/O3+YHY1+TXzPQ4AH4AAm4nYbeabRYTSThACAR9/oDXl7w6uaO1wwMrcUFA2l0m4wyc/2a3WEAIdHd0nTt9IeQDIAimx2dgLOZzu/0ej9tJAOAPBoNGozH8giGDvmRe5Bfxy+12G41Gn89nNpshQUQiUVFRkcVOBgAwW6whAPw+r9vlBCG/aXYq5HODkH/OMAsAsDsevNek+8HHw82bNw8cOBD2iYPLCwAAt9sNL6GxsTEAwMjICDwWZNz8twBBkK80MO2LCfZABUYpBy9LAa0JRJw2vV+gKq81VilmSqtGsw+q+BcmDqtms89PxyItLGE7my+lIXoOpmGgehaqYqFqlkBGxfRQDsZAFTyhksWXrChaGL90dL6KzpexUGW0ULFqd6egdvRoH2i+Zt7+YXXOYVXOIaXgaNdJnfGodvJsl3nJxuLMI6rTl0wne40ZRy+zss7Rd9ateER4LYBfq0skieL69zbsST2gPn/Z3nwreLHHtKm4RlChPqkZPqcb3V5avbO0Wn/bU3BM29Azu7GsvFzTmyw6XVp9OUXYvKlILj59JeugvlJ797B88Jj2ZsE5baV6qlI9tTJbsrX4C/1zvohfn7Wi7+3tzcjI2LBhQ3JyMgBgcnIyPj5+x44d0MmkoqIiNze3urr62rVrO3fuTE9P7+zsLCoqWrt2LUTP0aNHk5OToStmU1PTvn370tLSdu7cCQBQKpUff/yxRCKBzgF79+69ffu2XC5PT0/PzMyEpubHjh2D47Bg608YDY/Kr/Hx8S1btmzYsAHycdeuXXv27Dl+/PjtOx+vS0netHlDCAQIwrZly6adO3cqlUqfz3fu3Lm9e/evXLlapdQAAGpq6h2Ec3BwMCUlJSsrC+4Hsv5T08W/Dr9AyKtRyVYkxmZn7rCYjIaZKVQgYDNZ/Zcu2y3WNauSB65cnxidXpm4OnXTtvGRaavZuKukIC87O44Xfa3/6ui9kerzNYPXbp48dgoEgVapOX3iVHdnB8rP37wx5Uj5ocrKyvz8/PPnz7vd7uHhYSgHXcD6YyAQCNtywVNRVlaWlZW1OjlFXFQaCIYuVlUXFxWiiGDs/pBSJlmVGFcsxkkHIZO2HDl6bNnyiJNnzpcfO8Hj8RQKhd1uV6lUd+7cKS8v37Fjx8qVK8fGxoxGo1AoxHFcKBRCbT0AwGq1QhnH/KEKU1NTqamp5eXl882/FsovHaAMgje6AKMBUA9dF5+7f0YzfUhm333hZkUPqP8Y5NfaaBl17MJeLqqi450cXM/E29mYloVp2aiShrfRMD0TUzMRZYxQ9ZBf25ZsO/9o+glRKwvVsFElG1XS8hqZAsnGjy4XSg3to8HUknPHVCMHm25VyCcuzYJK3bTsNuCfatsnu3Wyx1iuH889eW1VgSQ6VxqT/8T7h2iZJ9aUtMShF0TVg9VXnRf6iDPtM1tK6/bU9B9uGmy4ZCw7172t6GJDjwE5LJP0mfgnaquv3s07olLfC6SVqjIPdNRccopO9d9wgErdXf2Yt+7KzPkOc/OAb2txZ3x6wwLyRwgLj8cTCoXMZnNTU1NGRkZycjKKogaDYevWrR999NGhQ4cqKiru3Lnz85//fM+ePZOTkzQaLSkpqaKi4ve///3+/fvT09MrKyvv3r176tSpU6dOffDBB8PDw/v373/99dePHDkSFxf38ccfb9mypa+vb9OmTXq93m63r1u3bnBw8K9//Sufz8/NzX311Verq6t5PJ5erwfzYpwwyB6JX2fPnq2pqUlPTy8qKgIAvPbaa1u3br1582ZxScH+A3v0eo2DtJ87fzYrK+P8+fM5OTlmszkpKYkaRauoOBodHTs0dO+DD9YPD49t3boVw7DKysrLly/DXPJTVbCvyS+71VhUgO3Ynnr9Wr/VPHfo4L5taVvPnz23acNGw/TMxpRN3R09edmCQlHJ3t0H+LnoxOj93//uN/k5ORtTUo6VHz11/CSShzbWNqesXe91+g7s3X/i2AkkP+/P//3Hwwf3LV/6Xlpa2rZt2xAEsdvtkDsTExMLiL+MRiPs6fH7/fA5AoHgvffeq2+W0pgclVrDieYteX9xb3dXm04dzWY019ckr1rR2FAv4Of/1+//cPRY5V///nbq9nShUCgUCq9fv/7222/fu3fvT3/6U2ZmZnJyskgk6uzsXL9+/dmzZzdv3gynloyMjBAEAQCA3AwH8uPj4wiC6HQ66KW6EH7BHSEIsmjRIui/c+3atfr6+r1thHQA4GevlJzrPt9p3lt9daW4OSHvFE8oi+bXUDEFC5NECjUMkZJeoGWIFJG4noprmbiKgcq5uIyeWx8vVnzvjdQlW8/GoC08XMnKl7AxdbRQx0C1TEzHElxiCS5BdtBFTXRRE10opwvlTLQ9IlsVh3dF89tW4M1x/Lro7P1FNd2H5ZOMtCMHW4aKL16p1N0+2Xp3aUpuw8DUrrrOltuWHYcVvNyjH5Sqo/OqeQI5N1/2wI1LqKIJVXShii4MT9nQMHANVJwy0VYm2spE25lo+yPrJ3LOJ5WpkvALR1tnduy6WHhSe1ZzZ1Xmvo2F5/hHVFW9c+WKoW0lF06phwqPNGsHDOkHzzQMjPKPyc60399cVIMca61Uj+6qulLVO7Ox6NwMvdypAAAgAElEQVRHssETuntrBGdrem3iE9dXZF18VP3qfBY4nc5AILBjxw6n03n9+vUTJ05MTU1FRERcuXKlsbFxzZo1PT09KSkpoVDIbrevXbv26tWrMzMzK1eutFqtWq1WKBRCa9Du7u6EhIShoaGKior9+/cDADIyMlpbW7Oysnp7e4uKilpaWgwGQ1ZWVn9/P4/HM5vNN2/eXLlyJfxUP3ToUJgL8IV9Sf3rszV1mPGNjY2Nj48LhcKioiKSJFevXg1trDEMy87Ohr+7devWAwcO3LlzJz4+XiqVZmVldXd3ezyejIwMrVa7Y8eOlpaWjIwM+GSDwRA+1mf1t/A5EonkkflltyclJR0/fhwubq5evXr37t03b96k0Wjt7e0ZGRlVVVXx8fEqlaqxsZHNZmsVqg9Wriatti59W9b2nXUXqwowoVahyty2w+Nw7tu1++KZs3t3lRWLCkAQJMXGq1Sqe/fuJScnj4yMkA9nKX7JvNsv0q/C6W1wBRmKYwQCgVgs9vv9x44d2717d1pamkqlIghCJBIdOXIEAHDhwoXdu3fz+fyDBw8CAJYsWTI4OHjr1q01a9b09fVt3Lixt7c3Li7O6/VKJJL09PR9+/alpKS0trZiGHbu3Dmr1QpNaGHyCNshAQAzMzM6nS4lJeUR2h6/CGFwllp5efnQ0NDU1JRUKs2umzzaMZd9rB2v0BxpNZWe64vFGqOzTkSLVVxBbRSuZuGySJGeLlJSxTqqUBElbKPiWoZQTcfkXFxOz21IECsf8AuTfnV+sfFOar4uBungIe1x/Lp4QcPOw01ne6fSD7RGp5+80GP+sH7wYMvV47o79DT8fM+94623z/eOJghOvr+hJAFrikcbVha08vjyJ82v2ELpO6lHuVnHJHfA+dbhqo6xiqYrG9CjF7qmz3VMds+Aw9LbmXvqWu96SyultfrbORVVstuz4jPazslQXGbFtt1NtZcspRf7ay7PsreVHW65cUR5K3r7R3WXCbzyasz204/KLxjahBMij8ezadMmPp+fnJwMP5MiIiJiY2NjYmIwDOvo6EhNTYVh/Pbt29va2qxWa1pamsvlqq2t3bFjx8jIyKpVq7hc7pIlS+bm5j766KOKigqfz5eRkdHe3o4gSH9//4YNGyCGMjMzdTpdamqq1WptaWnJycnxer0HDx48efJkGEzz5bJfJf6Cog2Px/PRRx+98847UVFRxcXFY2NjaWlpMP8dHx9PTU1duXKl3W7fvn3766+/zmKxWCzW8PAwzGHdbvf69esHBgZ27NghkUjC3iww0TaZTPMLdl+fXwCAS5cuvf7661lZWdPT00lJSUwmc8mSJTExMV1dXenp6c3NzW+++SadTl+6dGlGRkZfd++OLWmTw6PXLvWViArOnThVIipQSqSbUzaAILh4+uzpY8c/LNlViItAEGzbnNrb2zs7O8vj8SwWC8wB4Ut6VH5BfEAlzdzcHEmS+/btg5w6d+5ccXFxfn5+TU0NAADH8QMHDgAAdDpdVlZWYWHhmTNnpqenN23adPv2bXgBqNXqjIwMhUKxYcMGgiB0Ol12dva+ffvefvvt1atXv/HGG4cOHYIhrc1mgwcdGxuDpVjImZSUlPni1a/FL51ONzg4OD4+3tDQsP3I+PFecufRzpx98nK1UXiiMw6TxOWdY4mUHH5NJKZiopIIXEvDFZEiNRWTRwnbaLiOiasYqCwak9Fz6xPEiu+9sWXptvn80nAf8ost6GYLuqHzDF0koYskdKGCLlREF/ay8E5mvp6DdETsOEfNrMKq+y5eJ6PzLizedHi/YgK/eL2kfvCgciQ2v/JM71xJ483KDkP+2YHtFV1rd7dFZVYxBbKonKaH/s4aOq55OGvjH1+QRDBvhSx7VH7FFasTd+liBRcOaWZarpPl0tuJWeVZ+yVNHwcyDmsPqaeK6+9kl+vOdplSiy6qbrq3HmqoujaXiJ5pvh3Yuk9XWHWr+oov52hP401fZNq+I/qJCt0YJ/Nk/Y2Q8OxQXE79AvqH5svTJyYm8vPzN27cuG/fPhh0MJlMqJAGAAwMDKxevRo+Mzk5+dKlSxaLJTExEQDQ2dnJ5/N37dp14sQJu92+YcOGqakpsVh87NgxAEBxcXFrayvM4HAcP3369MDAQERERH9//44dOxwOx+XLl9PT0wEAKIqWl5d/SkjxFfNHqCOD9WkWi2WxWFpaWvh8vsfjWbt27fDwMHg4PFUgEKhUKgRBJBJJeFfJyclKpRIAsHnz5vb29jVr1ly9ejUlJQVWrwcHB8OUDy8yfH1+3blzBwDg9Xrj4+N7enp27tzZ0tIC92mxWGJiYvR6/aZNm2DFkCTJe7furIxPJEyWNo0Oyxc01zWkbdx89VJf2sbNY3fviwToob37dxeX7t+9B/iDyUmrdDrd3bt34ccJnAIFz8Cj8gtqF6CmwWaz+Xw+oVC4YsUKAEBGRsbx48d37NjR19dntVpLSkrKysp8Pl9FRcXevXvT0tJOnDgBAPjggw+uXLnS3d29bt269vb2Dz74oLe3d9WqVW63W61WCwSCPXv2pKamht9WKPeHeovp6Wkou4d6C5g2fo3i10N+QYRBfo2MjFRVVSH1oPYeyDt/I/+wfp/cIDx1KUYkWyluYAq1TEF9BKZlYLLlwlYqrowQaaMwWSTWSsV1dEzNQOVcTE7PrU8QK7/399RH5RcNaaUJWqk5mhXFV6IFTSsKlMd751qGwfEux7aPOst1s/sVExW6yQOK4TUFFyrbp/NPdR/vNNbfBo1DAK+f4OHS+MLWuAL9k+ZXZF5t0m59DP/8h9JR/T3QfI3IPSTbWlrbcjt0utMkHwb7FRO5R9uqLttLzna2XLPnn9LI7ntWiS6e6DRIbgHNKDjbS5bU3TnZZUxATu+TDe1puZWIVB3Tz+VX3khCJAvOH+FwhFAoVFJSEh8fn52dfebMGQDAgQMHIiMjExISGhsbb926tWXLFijGSUtL6+vru3v37rp16+x2++nTpwsKCrRabWxs7JIlS6Kjo2dmZsrLyysqKsxms1gs1uv169evb29vVyqVLBZr06ZNHA6np6dn/fr1Y2NjV69e3bx5M0EQe/fuvXjx4qdWFeCL/Cr8gu3iXq83IyNj3bp1b775ZllZ2dzc3Lp166anp4PBoFAo3Llz5wcffDA3Nzc4OEij0bhcbkZGBkEQ27dvVyqVNpsNw7DGxsYtW7ZMTEzgOL5kyZLY2Njbt28DAOZ3WT0WfrlcroSEBBaLlZaW5nQ61Wr1a6+9FhcXt3HjRo/Hs379+q6urpqamnfffRcWaj6+dn392mT7nFna0JSfmd1c15C5fefE8Oj6NcmrE5PoyyM/2n+wVFx4vOKoy+7YvG59W1sbdPubmpoKO8ovIP6Coi2TyQRXMAEApaWlLBZr+fLla9euNRgMVCpVoVAEAoHbt29HRkauXbuWzWZ//PHHBQUFBw4c8Hg8cXFx0Kdk27Ztra2tmzdv7ujoSElJGRsbq66uLikp6ejoSEtLYzAYSUlJAwMDNpvt5s2bMFWHnhNwaXJkZKSvr+/rJo+UeeM8AAB9fX1SqbS8vDz1tOnsbZBxtH9jYU1R9d3cw2oe0rJKXB9dqIlGG6kiHRuXU0V6ulBJE2tomDQS00ehagaqZAik0ZiUkVu/Qqz8/htblm07G4tJeUJVmF90VMvE9GyknY20szA1C1MzhDKGUAazPDreTsfbI/M08aX9DIGUzpfmVN3MrbolaLjPETas+lCbWKJcU6ZfWaJZtPF48u6OGFy1oqg15WD/9hN3Eso6l+U0RSKyxdkND9k0/0vzjy9cxcRVTFwZ/nrk+bUi9XsZtes+1Fd/DPDTfWV1t9TDYNMuadrhHv65W/nVo2v2dFKzLq4p060SN6fsUjLyzmae7o9Gm1cUqfLPjaUfvxMnVK4qaV1/oDWhULJuvzplv4aLNG482LWisJWV98j+OfCeh5EFNIfLyspqbm4+fvw4k8kkSdLlcjU1NdXU1MCyOnRSBQDcv38fWprAuhJs+3A6nTU1NTqdbmhoyGazTUxMzM3NhUIh6P918+ZNeAnW19dL/x977x0eVZU//o+iooIKun33u+u67rq6FgRFQBBFSJl2750+6ZmQEHoJpE25bUoqnSAIhBJSJnV6rwnVgIAgRUFBOoIhvZ/fH4fMjkrcxbXs7/ns+3k/eW5uzj3nzs3c1/M+57yL1QqzC3zwwQfwctjz2bNnz58/D4uDhHu0/jv8AkPVOgYHB0+dOmU2m48cOfLJJ59A7224b2i326urq0NF5202m8lkMhgMvb29n3/+OQCgr68PvjYnTpwAANy8edNms3m93nBnjm9EHfwn/Lp+/brBYDCbzUePHr1x40ZnZ+ehQ4cMBoPRaBwYGAgEAtD43bp1a11d3ZEjRzpb204cPTbY29fe0nq0+fCnJ09fOn8BDIITR47tKt3e6Av0dHR+9OGRT0+dBoPg0P6Dly9fvn379r59+2A6U7iW9B33Mxy/4NpZqL5ZX1/f4cOH9+7dW15ebjKZent7z50719LSMjg42Nvb29zcXFJSAh/ymTNnTp482dXVdeDAgZ6enps3b3700Ufnz58/d+4czKTa2dnZ0tICv11Hjx7dtm1byLA6e/Ys5BdMJB3+wP/TyeO3EabX64uLi5/ibsH1F4S4+R1ZYVqRLwmvfCejUkLW8rVBPmlk0o2Y2h2laWSr3Szax6LskUQgmvBwCCdXZeOTViS3LlbrfGLSgoil5ffEL1S9B1Hv4eABlGqKyjHMWKZnK6oiMndF51bMyirjU8bo7EpWlj5G5xQS1jidR6rxIrkmjsLCI51c0omp3YKCIKr1/Nj8iineG5FrnLM60HAG0GWHczY32k6DtDwja/lu1orytxfvwggLHzcwMyuFiiopUcsn9NGZ2+N0Lk5ODSfbyMkyYgoTpjDNWlYaozNz5btRZYWAMKCKWkxh5Stt32P+GHII6OvrO3LkSHx8vNVqDQQCGRkZnZ2d4dGR0FUKAAADG8HQwhn8NWQ0tbe3w2ah71w4a8LdqULH385rCB33w898D/8veBCa98GXAXYL37RQY+gbOTg4CK+C2bFDseXhUZx3TcH4n9hfoWfY19d36dIl6IkOt/kAAJcuXQr5Ddy6dau3s/urG192t3f0dnS1fdXS19Xd19V989p1MAj6oC/+AOhoaW1vab1x5VpXWzv0mx8YGICpaaAX/nf43w/Hr7a2tlu3bkH/VejHHw5x+GAvXboEY7BD3n9ffPHF5cuX4Yy1fUigVz0sTAtzRre2tsL/OHSdAQB88MEHkGjQ1rt27Voo2wSU/3Ty+A1+hfYyGdPX4/VfzcrY+RoilypqREu3vrNwp4yuE2p8QlU9m/byaCuL9iGUnUM7ObgpmvCxCReC21GVRURaUHldvNY5ZtL8yKXlEuoOv1DSw6f9HMLHJf0w8wzkF6QJZERErp2pcqOaRjbpE+Q3SVcd4Om80pV7osh6rMAmLg5w1faoXBtCeoX0/uhsd3S2hyMPoFQTS+mdpbBGqhwRhJWpvpPZGSM8GDFkMRE+lPAN8cuJUE7ITS5t4dKWe54/Ep5IlYuZVZtv/dJ+Fuza31VgOM/OKGPKTbFFTaKiA7PkDqbKGbPyQHxhY8SKGlGeZ2ZWDVvp5OIeZq6XqwyI8/ZxcW+UvB5T2zG1iUPWY7QDpWwo6ePRgXvlVwg60DMIALBmzRqRSMRisZqbmzs6OkINYADwt/Ovhg5CHlLw17Nnz4KwBfjr168PxUjfWf+Gdlbo2w+X4eBw33AQhW/4d/Br8FsSXiQJJpAK//ZDBsEYzNaweKbQMdyKBWF+tiFv2Lvm7//e/ILIgC85jLKC63Td3d2nT5+GUVm9vb1w7+/27dv9Pb3Xr1wF/QOtLbc729rBIPjqy5s3r9+4fuVqZ1v7zes3vvj8fG9Xd39P760bX4JBANNOQABdv34dlsX9HvuPMGsFBF9oEwAuSIWCImEWk97e3itXrly5cuXq1asQxDBc/PLlyz09PaGYbRgXARNRtLa2XrhwAZ6/ffv25cuX+/r6rl69Wl5eDv9xMGb7248d/FD8AgBs2rRp4cKFv01r3tQM0oqaZ8rWJa9sTFBUs3JNC1YGUF2TkDCz1I082sXSNHFpF4t2swkLkwqySQ9COlDCKiJtqLw+XucaM/kOv0S0G1VY/h1+sQkvQgeEBfvfyTRHqxyYNvDm0gqu2okV2iOJundz6nh5br4myMHdYu1BRBnkKoIC+oBAu5+p8LBpL79gD0vjQgt8Pza/mISHn78vRufhyg28rHJ+doWUMIhV9QKN563FFRx1ANM1YZpAlMI2M0MvW7M/IrtWtuFgRJZFqG2KK/qQrfBHZtt4dFBa5I/MqY1b5cXUJqbCINR5uLiHrXR9v/X7UMh0uFNC+OsKQQChEHJnD4XmwLQEYCjJ6uDgYMh9v7+//xtpJMCQrQHC2BcCR3jFjYGBgVDWHfCv+AVtpb4hgegJN7Lg0hjkI3zT4Hno+BaK4oSfIjyYKWRFhqzRb2fU+N78unz5MszzcenSpVAaZRjiAwCAed9bh7JH3Lhx48tr1/t7er+8dr2zrb2t5faVS5cHevs6Wts6Wtv6unu++vLmQG9fX3fPtctXOlrb2lpuw9Q08HI4hYShqffKr/b29ps3b8Jq2NB6gsugPT09sHoQzG/T29sLbxhWRbt58+ZXX3119epVmNK+ra0NTuThGejQ/8UXX8Avz2effQbpBivahn+1Ll68CIvdQvlhJo8hhMG9ALgXqb8AZFtuRCzVM+et52XUpOE1SfnuJGU1j/IIcvRMlQNRmpi4k0fZULWTT5jYpJ9DuDDCzsPNYtLCk9ckaB1jJs2btaRMQlrFtAdRWLi4GyW9LNzHIQNc3I5RLh7lQ3E3V+VGCQ+P8grUfqbCxMGtbMImyPNGyM1ctXtmjhXTNmKFTpbGxKZsiMbJwd1ROVaO3CdS7+fIfXH5h1HCz1F6uLSLn+fnqG2zFPXxBQFEYcJUdkRh5ZNeIeVHcS+fDNyhGCQm5JfazFWb75VfESrPLKVbmu+PyqoTKetEynopZeYr6zm4g6/1z1J5ZuQ6olQuNu0X6fwclY2Dmzm4WaBpFGiCXFUgItPBVXnEefvE+R5xvgdTm95Zvit+1R6MtkdmW/nq4A+Vv/DbFk04Sv799vcqw/UPhvf/+kH6/x73E7oQ/Aj1a4eTttv3pvcq95q/sLW1tS1MWodyqIYk1AB2Di+BEIQNYHltaNzdvHkTOsrCKWd3dzdcAoOGXuiZC4XC/xRb4fyCAvmV6APTcd/0xfXChfpY3DpPa0/QBKVKPUb6kdz6CJWPg1sjSR9KOVC1G6OsbLqJS3kx0oHhVglp5cnr4rXOJ96YG7F4t5SyitRuRGnlEp4QvxDcgZJOjPCghAfBPRjhxUgPRnpii5v4GjemcXEph6R4Lz8/wCI8bMo3admOKMqA6dzRhAUlfUlrDicUHYnKdArIvZiqMTrHgZEBFm6flWNg0zY0zxW1ooZP2JJX7hervRy5nU94+WSAlev4ofiF6Pay1Y0x+f7ElXvEqnqRsk6IGxLzXTyNl4M7WHSQV3gQ0QQFBfveXV4r0vk5uFm2/gCPDry5QI+Re5JXH8dI//Ql9bOya6Ll9UxljbjQySWtLJXpTh3f//Hre/X/Pe4ndCH4v82v1jCEtX6LX/Djwz/BaWxrayvcugk1hkv4oS1OOK+HbivQi+IbguP4D88vvV6flpb27MIzE9KMUQut8dl1MtyZUWiI1bhFGdv4uIuXW8NSuTClkYU7McLMo+w8VT2HDiCki0/Y+SqzlDLzcmsStI4n3kiPWFImIS0itQdRWLiEByG9TNzHoYIIZeeQNmh58fEATxXgKR2Ywv5m+nus7AoUr546fyNGWQVqe0zhAR4diFvtYypronOrhVqbgDS9u2TXrEW7BAoDO6NSrDLHaRxxajuSW4vIaxOLvTOX7WLKK1mKKowyi3R2ttyC4g4BFUSUbgz3Y/id2StGOjDSgZFWjLTec/4v0htBeKKya/m0g7Vsu5So58v1rIyds1bouSqzpHgfovZMW1wemdMwZc6mpGIfD69iZu3gZNfE6VwiwsXKNEQvr+YpzVx5pVRriskz8An9q/ErJWrL3HWHkdx79p/4od7ne+XI9+DF//j1E8h/wq/WMHjBfITh9RxDtTnawurUtg7V2YbzzVu3bsG5Mxwarvp/+5n/kPwKIezO+r0QTFq6l5vflF1yLOf9s1mrG2X5TcLlZSjuw+SGSIUHUViiCS9CWFHKiaoMLLqRQ7gx3M5TmUWEmSevSdA5H5+YHrF4N+QXqrBwCC9C+SC/UNrBJqwcpQslvAKikafyYwo7KrfF5tkLbJd11guyNR5mbh1XZRTp9rDkTkGebX7p4eS1je8uL+PK6zK2f5RnuKxruJSx+Qg3szqWthWar+bsPhWxrGzRlkMa40VVw1lpof3N+VsFGpuA9iAqO6ryCtWNPxS/mOoAWrCPozRxVab5a/159ed09efi1KaYAr9I65qZY4pUWFZUnCtwt2aXneTk1ojVdekbfBrDRbL2cwnlUVZe2BjsySn7RFH1ccSy7ekbfEWOL8jac4mF7jfTtn8P/4l/+X7+98j3qP/4E8j/cX59w5Us3PiCRhbkFzwfagzPQ+rBVIgQVS0tLXBFv6enB/ohh9JJh8uPwi/Y74RNILEUZOwEm1y31ugvF+tPL1/zkQyvlZBBsbKejfsEuIVDeASkjU87+KoGFhnkqpyYysZTGiWEmZ9TnaB1PPZa2qxFZRLCIqI9yD/55edQjYjGwSTMHKUbowIiYi9PHhTIrWKlo8R72XAKbNlzZfvBG/E6i0BZzVM4xKR39xHguw4KTedmLXpPpqveErxcc/hW+f4rwhXrFVvcDUfa3Z+AwpqPJTll24O3TSdA5bGeIutZdlZZnNYkoRwiwsbNcfBxHyQCQgYQMgC9W9m0g0077p1fXk5eUKxzSPNdWxtvvu+/3nACrHdc4KlqhGQ9M0e/eNuHDWfAe8EW48eDs/MMS0oMO/ZdqD7Svtb2yew8S1H92erDvbZPgPcCyN4aqDp8e7PvfPAS2OK7ji6tmF/8g61//RfK//j1E8j34FeISiFOhZgV/tdwvzPYIOTQD9NDwzUvaI6BoZX71rDd4XD5Ufil1+s3AbDQCnAjWGP98n07KDVfyyr9bEGRT0jtF+FmJrlHQLnZdCOPdPDUHp7KEE00MlVuRGVDFSYxYcFyayG/IhaXiQmLUO3hKixcyC8iwKEauRo7kzBzVV4eHRTie9Bcv0hhT1D7d+xvUez6IDFfb/p0cPGmfXylHs21pa5sXr7tcOnBHuXuI8kF5k2+Lzb7LyaSO1gLi+OVW3YGL2y0fcqav4qzaJNiyz7rKSDJ1avrTuiP96Wu8gjxWnZWXYzGjSrcmNLzQ/ErknLPUFh5lCm1ZF/d8cG0IktB/anaj/oReZWQrBdrbesb29e4r0Us2Vb+Qdta62dbG89t9n/Cy3yfm/FeItWQojVFzd9I7Prwfd8XWv3hhhNdrCVrtfoT73uvxalMnMVl/+PXTyz/41e4hC/bfwNe8DnAP8HFe9gttLyg2QXzTIS2d6FFBgC4dOnSmTNnwh/7D8kvRtgU0gcAfhzgpWAefhwv/apw56d0xcUVq/fx8X3CbGM0uY+ntEcTQQy3o5QTVdZHE3vZKg+KOzClSUJY+Lk1iVrXYxNSZy3eLSGtItrDlVs4hJdL+iG/OBo7kzQjhJ+vbhIq9yBZvhiVPb1wr+MsmFNQx12+yn1hAN99mJe1XSy3xaicolx9/UeA2HlgVvrKUt/pY7eB4fBnxg8/lymLnScunfgKmA5drt5zI3/XgTLPl3EryuK0FaZPBxaU+NDcXczlVfE6NzfXIaYC0G8WxmxzKB+H8sFI73tevy8IcPL8XFVtZvlx6xkQvWh9al6t41NAVh2LU9dyc3ZVHOvHyw5GLVy3M3B+h//zqoNnjrUBy/FbW1wn4uWlwoyNqVS558ygeqd/QUFl9cErW1ynLMd6tGUfxGRWJuRU/49fP7H8H+fXN0yt8GX70JwxdB7yKzSvhD1ADzVodsHw+JDv3pUrV2DABgAglBEMyo/CLyhpzSBq4Rl2mjEWP6PdcREv75BvPsXFD/NznZH4BwjpjyL2orQPpQOYysKkD3LIIEK4eYRdStn58vqkPPfoCWkRiyukpE2o9iEKK4fwoXTgDr/UNiZlQcmAQLNHoGjiZHrjcOfCNR8YTvTEEbsEORtMp9oVOz9Alm9LK9jLWVrLz6qoOjRAlh2MVZWV7/ms1Hc6d2Ol5dgXW2z76g6cXlkRoLZYbUc6dzg/r93bEbt8V0pRrfsymLfezVeWiwhzrMY5c0l9jGbPD8WvmbiNV9w0ffHWZTuPmk4NoivejyfKnGfB3DVOzoptQkLvugQWrLGJFTs320+Xes/5Pm+Rb6lWbrUFz/dlrLHE5W7L3eiynehO0+ySZG3YZD9x4ApoONyeSuvjs/Uy1feJ3/7/i/yPXz+B/CD8CidXuMA48NahtXxYWwSu3Le1tXV3d0PAQZ/nGzduQLe1u8oPzK8wkumn+3y4Xl+s129paNhtNmvK3YtW75i9zpWoLuNoHDyyJoq08Yh6lGzAFOXT8UAE4eJpA1FZdWLKKSZtIpXtsQnzo5dVi3A7j3QiShtCexDKFY07OWovlwxyiSCM7OGrnSKtOybfEVfoqj0FeMrqpDz71j0d2upzaGYVb0W1RGGIUVdtaryiqjzEU+zYuu9WkfXsO/PWbNnz5fuBa6bTYP4qSzxZscVzoXzvjdrmFu6CNbKVNsNZkLomIFVb+LiTmWmQaA/wySaE3IuQezlUE4dqYqt9bLWPpXGxNC4paY+lXU+9lTlRtjNtE8QAACAASURBVEmgcaOEnU05WYSdRXtYtIdF+ViUj0P5OZSfQwY4ZIBFOzlqF6a2z9t6tLS5j51TMX+tu+FjsPw9n1RZxl26aff+FrX+o6iFJetcl95vvGk82b10oz160ZqGj7vpqkPvzCnUH+1a7zqPZG/P3n6g+gTAcndv2dta9RFgLt8ppuq5pJ9L+uHz4VBeDuWNVAcj1cGZtG8G5eWQBlGBM12z/SVmKuP+0SkLswYGO++qg6DrrtoO+kLaAXo7QG8n6OkEPZ2gqxN0dYGOLtDRBdq7QHs3aO8G7QODPXfVQdB7VwWgE4A7ow+A7gHQ3Q96+kHPAOhNmp3w0ccfDoIeALoB6O7suglA13D9DDcuAB0AdAyAzgHQ2QM6e0BnF+juAt2doLsTdHeDnm7Q0z/Y2z/YOzjQOzjwjW57BkHPIOgeBN39gx29/W0AdPX1t8F7BqDTZNE/+OCDkF/QdRPOjGD9i3uS9mGkbRgZrv29jtva2trW1paYmHj06FHofgwT5nwH70I3HI5peAb2FponQmzBWSE8ht6tMCwcNoNhBjBNPgyQ/In5Bab78LTmZtzn23nEoW92FRmbl27UR8nrsJwtM3A7B6+NJF18jZWvcwjJ+pm65ih1kKdriso2iCm3hHZKaffYyUtmLdYLlFZM5UTkVpTyopSHRboQjY+N+9m4n4O7ObgbIawoaeOTRgFlrP4YqOvPzlsbrDoKVmw+pKv5LEXrjlGZudlbdn/Ynm86NXPR+pX2z7bt/ypOU7MpeK3Y/MkG1xda/ZFlG9zm4z0ltk8NR9rn5deudH6x+2gvH6/n5lYLSTdP5eARjexcD0fVxFE1sYgAiwhEU+5oyh1F26Nou0hljVW7fv1u7ptztol0XpS0c2kXh3ZFk85o0hlNuKMJNxP3MnEvC/excJ90zf43M/TvLK9ctvt03RkgUZuWbgw0nATCnO3rbefmFVu2Ba6td1xI1jXsbu4iKz8q/+DLVZaPM95zVR2+Ld+xR6TYXn6oDa84hGRtX2n7zPAJmJ6+LmvH4R0fdKet8YrIOjbuZeNeNu5m424m4WYS7lmUfxbln0F6IrWNLLyeQxrmqEsnYPMZIx6TLciELPj3tQMMdICBDtDfAfo7QV8n6OsCvV2gF775PaCrB3T13tHOXtAJQN89ahcAXXAsyIsB0As1bV7K6U9PDIKenr5WALq7e74CoOve+/8nH+F9wjvvBr3doLcX9PWCvkHQH8qO//VrewHoBaAHDDEUgK6BwY4Qv2z2OgaD8dprrwEAurq6urq6oGdTx1Damf9cvhpGfqj+4dwtLS3t5MmTcEIHixl/25j6xoQRuqTevHkTek7cHBKYvhXCtKurKxTzePv27Y6Ojs7OThhVHio23DZUa/LUqVMulyu8ctWPDy8GgwEAA+jTmjcttFo3NRsbmpqK7XuXr9fHFHpi8xuidHuEedZotZ+f5xTkuwVU/QyyaabCjpDumcsqBEqLUNEgJWxPvbGQuVQvUVkEhANTWHi0m0e7OKQD03gxKoCRfh7l4ZFuPmnlERY+Xs9T1Sl2f+S/DsoP9Zd4vhTmVNcfB6uMl5NoW9WxPvdlYPkMLHu/acW2fYYzwPwJMJ4GKfkmXe3J4GVQ8UHHJtfFRLKq1HfVcKx3+/6WfOMZblY5X66PVbtj1W6+yoMp3HwyyCeDGOXHKD+qdqFqF6KxIxq7WN6QSNv/38ycd+Zujc1zC0gLj7bz1Q6UdqK0E6XdKO3GKA9GeXikl0d6ObhFUuDDcOOs5RVb9rS7LgL3eZBb+kHW5qaaD3tkWkPm5j2mM6D+BNh9qE+kqlGUfeD4HNSdGNDUHk/Ka9DUnDCcBnHqOixnd9pKx+5DvfqPwMFWUGD8nL18lxiv45EeHunhky4+6cIoF0a5oLUYrfYIVh1AiTqWvGqeZtsb2HzGfaOS05cN9oG76kDv3bV/GB3o/6cO1+e/0/9gLxgcZqzUlIVnTp0Hg6CzrX+oeOPw/Qwz7h3s9ADQMzRW3z/1DqbCAPUdz6G3G4AB0NXR393Z39M12N8LzEb7yJEj33777cHBwRs3bsDVHLiyc6/S+QPJ9xi6p6cHw7CjR492dXVdvXoVRj4O1z808cJtw9avu4OFps+hg9BstKOjA658QcBBNoUCZltaWk6ePBmK6P5J+TXd5xMe15f6fOt9erzet3CNPnbz0bhi+8y8ZibpmEoGI3BLBG6JztbPzDs0i/ILC/ayck0xGp+UtMXRnl9Py2Auq5bgVj7uQHJNCOnk4vYohYVFOLgqD1flQQknSrgwwoKoTKiihiuvFpP1uWXHFLuOzV/jF+XWpBW4Z+tcKVqnfPeh9DVOUv/RwhIfJ7N0YYkve/uBeE29WFkRS1bju5rVlUeTqGr+8q3zi8y6yiPLNgdj1TV8uV6M1/EVZoHKguQ4BLgXU/kxlR8hvAjh5ZAODung0BYObRHl1sXipl9NWzpFViKmbTyVCSEsCGHhknYuaeeSTi7pRAgXQrhQ3I3i7siceqHOnbQyELG8IqXItXxrM152hJe9K0XbsHS9d3aeibdie+bWA5qaU3FqoxivTdDUZJfuzdmxf+4au0hVHq+unbvGxZfvTtQZE3WmxRubFpU05u48IlLVSoj6xDwrirtQ3IXhDgx3IIQDIRxMysOkPO+qbNz8IFuhZyv0C7Tbx7FSGfeNSpm/IgSC/1QHw/SH7XMAgAHQ3wdkSfM+OnoGDIK+7v+gT2hCQU59a5SvmVyw5fBdDfQN/Rz64C67l8FgTJ48uaurq62tDWYBgiHTw9lNP7Y9da/jtre39/X1CYVCGH5/48YNmLtiuPa3hgRaWxDZ0BmiY6huLgx+hKmr4aP48ssvr1+/3tLScuvWrWvXrsGlrtu3b1+9evXatWuhsnvXrl37aeF1h1+AAfQTmjcttK7BjZsWrrHGZ6+LzK2NzCqdjPsic42T5Y4oRX20yhKVXTE91/bOimohZUNzquNpqyhXL1U0/HJiOraiOpGyxNBOMWEWa1xijROl7UKdC8NdfNIlJB0iyimmrWLKKiYNIqJBStRxVuxCM3ezl22fU+BCMnbxlpdL5bXszF0xakMM3cBXVKUU2hM0RuaSbXF0w5wiR/SiLdxl2yUKPT+rfHaeTaqowVaUCXK2c5Ztmp1nTqDrhbl1sYRJijtiCKeYcIkJl4h0ikingLIKKKuANgloUyptSlWb/jBt4duyNUk6a7zaHKOximmTkLIIKYuQsgkpm4i0i0i7mHCICUdigYedqY9TWxO0drGydta8zejynRKFXphdwV26fU6RW6yoZi7diWZXzVxYmlLk4ymruTkVfGW1hGqQUA2crN1RS7bHUMboJdsTNJZ4tRnLrhTkVgtzq+cUeyMWbIVjSUiLhLSISYuYtPBoB492RKvMbNLGU1YlFFgyi8snRKcwGKOWZpL3/P4PNy0L50K4/ju8+/fYNydlzqGDh2Gzvu6BwX7Q29V/z/2Ez4Z7w7QfgP7QZwlb8hr+/ns6e8EA6Ovpu1Opu3/AZDCOGDFixowZvb29nZ2dXV1d165dg2/pT2A3/SB23K1bt3p7exMSEs6cOdPR0fH5559D+gzX/7eX59rb2zs7O0Nog1PF0JyxZcgLrO3rmSDPnTt3/fr1S5cunTx58vPPP7948eKZM2eam5u/4Tbx0/ALZ+j1DB8uxHFh8VIhrkcWr8IK98Tm+SLWfyJZfYhTciam5HDsug9jV3qZec3RhCOuqElMWWUFPqmqPp6w/n7q4pnztguya1C5gZtVgxIWHmHlqMwYbecqbIjChiktPNwqIExCwiwiGkREAy+3UpZvi6cNWNZuqaJmts6eSJrEOdV8RVWcxoTlVkQs3sKXV0qJWgleM7vAJlXV8LPLF6zyinKrEmmjRFEt01ikihqxYhc/u1SmMwlzdovk9bGEOY72YFkGvsLOV9h5SitPacVURkxlRPF6FK9PJuplZMPv3pw/LXFlHGWUqOoERANPWYfhBgw3YLgJw008lYWnsgiUVoHSGqO2cbKqhaoG9vJysbJ2wdpgeqFTLK+arbNIFHpuxs5EtUlKGmMoU/qapuhlZZi8KiHflpBn42aXi4j62cXuWLVJQjSkFntEqrroJTvi1eZ42szJKJtd4ErW2vkqC19lESiNAqWRrzLyVUYuYeUSVlTjilaa+Cp9YoF1LrH5hbdjGIxRSalLhn3/h9PvXlzq/5bea//DkagPrFi64sPmI/88+f16+zazoMJRwin2r/jb19MPBsFA7wAYBGBgcKCvz2I0MRiMGTNmwHweMPExTFkx3PrRcHKvdtlw7e913L6+vo6OjtjY2Obm5q6uLpjMo6OjY7j2IeMrZIjBm4RLWtAHtaOjozUsfqijo+PWrVvXr1+/fv365cuXT58+DZNof1suXLjw47pNDMMviDDhhLS0qDUL2Tg+MXZh/LoDsSttswqPoJTzHaqRSTuYpI2bo09Yu59HGZN0DlFOeQJeJ16+I0FV96dpCyQ5NWk6a5LWGU+bY/PccTqnSGOPyXfF5XnjdJ5YnStO64rXORPzXMn5TlmBKznPnqCxJNCmjPf2JalNYnm1KKdq0dpgYoGLr6pPXenLeL85SWtNyXcsXtfIz6qIJ40pOntqvkesqJ+7ak+ixpVSEBCrLPOKLHMKjHMKrLEqfXqRJ1ltnVscjCOsiRpXosaVoHUmaJ0JOluCzhavs8TrLGlk7eIC28vsbGzx++mF9kSqLl5tSNAYE/JsCXm2BJ0jQedI1DkTdc4krStJ60rS2OIp86K1TWmFHomyTiyvxVZUzC32SVWG1EJvLG2dXeiLVTskpHVBSTOW25CyqlFM2wS4KbnIn7amSUxZhbgxbXVjDGlJzvPE07bUQl9Knlumc6cXByUKQ6LOlahzJWvtyVp7ss6WrLPF5bni8lwp6/aJtM7kfEtqsWMe/v67kuVP/uZvKelZ/aDrnhSA2wDcBqAVgFYA2gBoA6AdgHa4rwdX34c2K7sHQXc/aL8n7QM9faBnAHQNgK5B0DEIOmD/t9su6woUx09+0NZ5vR90dvR+1T3Y0QO67rX/0Lp76D4HQMcA6BgA7QOgfRC0DYK2oU93G4DbA6BnAPTAnVB4V0Pa0T3QMgA6ekFrP2jtGWwZAG2N+xwPPPDAzJkz279ejfyuQXz/nTIwMAArMJ04cQLaR7AeynDt+/v7BwYGwssUQOnp6YEIg7mS4K9gqBpeeEso58+fv3z58qlTpz7++OPbYalWm5ubQ8c/Pry+zi8GPv0FXDhpafF04TzG1OxRkzMYEUWMN1Yw3sAZU5aPeCvnibcyGOMXMJ6LeWhcyn1/Fz75WtqTryY+OzOL8cjk+/8qffK1tMden/vIONnI19IfGp/GeFk2Ynzqw6/NHzl+7shX0x4alzpyXMrD42ePmjB79Gupo8bLHntt9lOT5jz8UtyoVxJ/MSn9N2/OH/E30RNT5j/4SjLjb+JRr6WOmThnxAsxo15J/NWUeQ8+H/NMROaDz8eNeS39gReSHh2X+sA/ZGMnLR71smjMhNjHxsU9/A/xb6cuuu9Z4djX5z32atqocXNGjZvzyKupj7ya+sj4lEfGpzw8IfnhCcljXhD/+c10xoOvPvIc/7dT5456OebRVxMen5jy6ATZoxNkj06Y/eiE2aPGp40anzb61TmjX53z0D/iH30l+ReT54/8R/yoccl/eHvZyBfjH5+QOurV2Y+OS3lqyqIHX0x66JXZT0xaeN8/kkdPXMB4MWnM1CWj35j/wCspD7wsGzVx7pjJC0e8lDR6QvroCXMeein5sQlzHn0lZeRLyaPGpT72atqj49MeHZ82enzK6PEpo8fLRo+XPTwh7eEJaSPfmM94MWnUhMTHXk/+7cvMMX99h8F4/K8vTOJLuXdVnoRzV5UKI6XCSIkwSiKMEouixKIokYgpEjFFErZIwhaJOSIxRyjhCiVcgQQRSBC+lHVX5UmYd1VMwsUkXJ6YwxNzBGKWQMwSiqOF4uiUVMmTvxjJEzGFUo4knseXcgWxGD8GHa6f4cYVS1CxBBVLELEEEUq5QilXGMMRxnAEUpZAyhJIowXSaJEEapRIEsUXc8OUE1KeiMnlRUgTMJ6YiQojUWGkLE3yyoS/Pvzww4888kh6enpUVBSKokwmMyEhAUEQ7B6FN4zwh5Hh2t/ruBEREampqaNHj+bxeGw2m8vlTps2TSwWc/4NYbPZLBaLyWSyWCz4K5vNRhAE3gaLxYqKiuLz+TBrfmRkJIIgfD4fw7DIyMjly5fPmTMnIiLi5ZdfZrFY8+bNEwqFL7zwgs/n+wnh9U+EMRgAZ+DTJ6Sl/Wn69F+//PIzwrwJUvy5+Q0TF+x8YWHDlCXlb6+oe3fR1hdi105KWTU1eWXU3DVvxedHpRTPkq195FnsRQ4+Nb7ojcQ1r8cVTUzZ+EZKyavJ615P3ThRtmFi8oY3ZBsmyUomy0omJW+YlLxhUtL6N2Ulb8pK3pRteFO2Yaps3VTZuqmytVNla99I2fiytHhKSsn09M3TZOveTi15O2XdjNQNbyWvmygtfDd926T4da/Fb3xrzo4XJRteS9oyTbZ6mmz1NNmaabI1U2Xrp8rWT5WVTJWVvCnb+KZsIxxlSsr6KSnrp6Ssm5KybmZiETN1zYN/Qf4esezdtLXTkoreTFk9NWX1lJS1U1LWwpbwqqmyjVNlG6fJ1k+TrZ8q2zBVtmGot/empLw3ZfbmcTGrX5KsnJSyadqcrZNk701M2jBl9ubXkza8NXfbtPStL4mLps3ZMn3utsgl5eNiVk+RbZoi2zRFtvkbOjll4+SUjfAJTJOtnSZbOzmlZHJKyWsp772atGHG/PcnxBXFZmz440QJg/ErxojfMh4YyxgxljFiTJiOHTp5N33g0TAdxXhgFOPBUYwHRzEeHct4cDRjzG8Yo55kPDiaMeopxsNjGA8+xnggTB8ee+dg5Jivnf+aPsl44Mk7d3L/aMb9oxn3P8K4/xHGyCcY9z/CeGgM4/7RjEd+xRgx5k7LYfsZRh96jDHyccbIxxiP/4Ix8nHGQ6OHdBTjoVGMRx9nPPIYY+SjjIdHMR4fyxj5KOP+sYz7xzLuH8O4fwzj/icY9z/BGAH1McaDTzBGjA7pfY//ijFi1EMPPXT//fczGIwRI0bcd9998JjBYNx3jwKvGjlyJOwKHjAYjAcffJDBYDzwwAOhbkePHv0d7+K9jjtixIhRo0YxGIxXXnnFbrd7PJ7Kykqn02kaRiwWi9lsNplMRqMR/jQMicvlstlsRqNx165dfr+/tra2urq6srLSbrd7vd5NmzZVV1d/9NFHdXV1hw4dCgaDR44caWpqMhqNLpfL4XCUlpZu2rRp+vTpOI7/wAHb/0JC/NILp+P4C0LhHyZN4uY3xejMM1afReiDU/EjLMrDpAMcpQHVeMRqs1hVl0w3CDMr4uUVMdn6302aLcisSqHNsbRNqjJItA6J2opRZqHGJqZtYsoqoa1S2iahrHChWkKYYylrLGWNpSyxlCWWMsVSpjjKGEcZZcUBqdqeoHMmaB1SvEEkr5EqamQaS4rWnkCa0osb42m7hHQlFzZJ1P6UVc3xVH08VR9PGeIpQxxljqPMcZQ1jrLGUrZYygZHiaHNMbQ5hjbF0KbZePU8teGv7y6OSlubojXGEzWxVEMc3RBDG2NoI2wJr4ojbXGkLZ4yx1PmOMoSR1ngeSlll1L2hDxvcmFAVhSM13mltCNG7UzM98mKggLcFJ/vidW6pGr77FWNQsIiUJqklF1KOaSUI+aOOkMqpW1S2hZHmeIoE/wUUtoqpa0xeV6R2hmvtXKzKuaSu95Alj405m+/f3bKk8+88uSfXx7755fHPv3S2KdfGvvnl5/888tPPvPKWHjyW/rkM38P6dg7+vzYZ55//Onn7nvqd4yxv3nkD3/55d/HjfnLPx7+/V9+8dwrTz7zj6f+8uITf/r7E08//4tnX3rymX88/sfnnnzmH2OH0TF/Hjfmz+Oe/PNLT/75pV8+/cIvn37h13967td/eu63zzzPGPnEmN8/O/YPf/v1X8c//v9eeOrZCY//6eXh+hlOn3x+3Ji/v/zA7/9836//+MDvnn7smefH/u3FR//011++MG7Un//26NPPPvr0syP/+MzoZ597/G/PP/CHPz319Mth+tJTT7/01NMvPvX0i0/+6flf/eWlsX/8+y+feXHsH58b+8fnfvfcKw8++TsGgzF27NjJkydPnDjxlVdeefHFF1955ZUpU6ZMuEd54403Xn/9ddjJ+PHjJ06cOGHChFdfffXFF1+cPn36Cy+8AE9Onjz5L3/5C2x8V7nXcceNG/eHP/yBwWCIRKLQTPBfTjlD+XvDZ5HQazfUDGb1Cv0amlPb7fbTp0+fPXu2s7PzrqkKv2eF7f8YYYAB8Ok4npaWNn369IxCR1aeXrrplCy/iYUfFGqC/PwmKWkUFwWTVzkTNOa5RZZ4Vc0cdV0KZXr6rfncjPIE0igizHxFHY+y8SkLGzditFVIWgSkWUBahKRFSNqEhFWA2wW4TUQ6RKQD7r6JKIuIsogok4gyMbOqUUWDUNUgIoyJatPsPNtsjTker5Xk6oXZlbG0XSBvYGWbuHJrRJYVIX0iyiqirCLKJqJsIjJc7SLSfueY+qcmqupS1aanZyx7N3VDgsYiwetElFFMGYfbf4R7gvBaAeUQUA4e7eLRrsisOh7lFKmd7NwGdla1ADdLSDNPXhdDGePUZr6iVqSqj6GtIsKI5NTG61ywTyHpFJJOAekWkG4B6RGQHj7l5FNOOIqUNElJk5CyCyk7S2nl4A4ebhXSjnn5Zmn2rhffShCl5yXJ7Ym5tsRcW0KONSHHCo9DJ7+tMUpTjNIUqzSGNF7REK9o4C0tU77/YcbqoDSzMlFeO0dtSSWNMZnlyQqbTGlPklsTci1Jcis8js82JeZa7qrxcme83JmUa03Ktc7OMczOMczJroU6MVIhmLt9do5BprDHZZpSSH9Mtm24foZTgbwqjm6Q6SwxeF0iYZCpzalqW6LKkKZ1JqiMSaR1tsYZT1oTaVuS1iXFzbIcqyzHKsuxhKlZlmNOyjbMVlgSsxpSFRZZrjE5x5AiN0YmljAYjOjo6KtXr4Zyh/3L9/+uMjg42N/f397eHsp5/Q06wDYhCvQPI99j6NLS0scff1wgEPT19cGEqN+9bxBatofNYGw2vBbuM16+fBlWP4AurJcuXWppaYGeZQCA8+fPAwDumicHAACNL/Bz8Uuo16elpUVFRU1aWsxdkT9Vd2xGjmFCVuO72ZYIhYeZWf2O3MjBDUhuTQJVx8+sSMKrE3DzbyenRy8ukyrreSozklODEBaUMEUpGjiECcONmMqAKU08lRFTWXhKM6awYAoLX2Xjq2xw942PG/m4kY8b+LhBqnUmFPpEuIEnr5UoaxJoYzJtYC18P05VL1XUxJDWONou0fjFah+X8KKkn4+b+LiJj5vD1BKm5m9ovLxaRjb8cfrid2RrYymjUFHNx+sFeD2PMPIIIw8383DznT1BlVWgsgpURoHKCK/FcCuGWxHCjhB2jHQINR6R2img7FK1PT7PHUNb0dza5HwHL1fPl9fw5DXRy3Yn6JzxOpeUvvNJeSobT2XDVA5M5cBUTkzlRHEbitvgKCJVg0jVwMMtPNzCVtlRyoUoTGK1K05RHq+seH5KbHLGuhSVS6Z0ypTOZIUjWeGAx6GT39Z4whpPWBMIS0iTcFMSbpIRZnFmVVTaxgRF7cJ8V0JuTXyOXrqiPDHXkiS3zsads3FnssKWgjvTSDeE2l01SeVJUnlSlI4UpWOOwjxHYZ4nb5gnb1ioMv31jQVo6tYFpCNF6UzKtc7RNMXlOobrZziNVxsE8sokjUkkr0okDXHKunhFfRJhEq2o4mdUJODmNJ07VmUS5tTF4OZY0pqqcKQqHKkKe5jaUhW22XLzHNyenGNIU1rTVJY0lSVVaX43di2DwYiMjARDcZHd3d2tra19fX3D8eW7uQPf8BAKYRVh6HkQnl7xrk7q38217xh3+/btDAaDzWYDACCJvuGhGu6nGn4y3JHi3LlzHUNpcC5cuACX5CGq2oZKOsKlelivJJQn+uTJkxcuXIDOEzClIPwgPy2/7iAMFw7lxU9MxDPiCmdmudjLdr863/nukpqoHCt3RflMjRfVWlCVISnPzMupkWlMiRrXb6csZGbUxJIWPuVClSZE40bVjmjSxlU7MMqGUVYeaeeRNh7p4pFOHuHBcDef9PJJL49y8yg39Hji0TYebRNrbGx5LTuzPF5nQ1fsmDl3Q3qBedFqZ1qeVSqvjFyyi5NZheBOBHeyCF+U0o3QvpCitBelvXd86MOV8oQ0FjclaRx/eDdretpmqdbJJ8wYbePR9q/733sxygv97zHagdEORO1C1C6O2sNRezhqL0ftZVPOaJWNrTSylUZOjp6VVSnGa2cXueLwqndmr0wvsi1Z78eyy/m5VQJVA3N5uYCyCyg7/Lwo7UNpH0IHEDrAVfu5aj+PcvEoF2wD75OraUJ1e7mUX5C3F83Si1SGX4+PEy3ZzCf28vA9PHwPpmrCVE3wOHTy24oQexBiD0o0oUQTDw/w8IAQ9wpx7+yCffFq/+y8YIrWz164m7u4Ym6+f16+H1E0RWd6efhesbqZK29EFE1idTMP38fD995VEeIAQhzg4018vEmi9EqU3liFI1bhSFH7nxi3YEZ6ZaJmD0/VhCkbBerDTHnTcP0Mpwmr/DOWlYloGyu7Jk7tZi2vYS+pk6pc81cdEcvdvBxPDNHEVwaRXB+qbMJUTUJl4z9VFQypQOmVEEE0x8lXeARKr4QMSsjA6wnbGAzG22+/DQCAeRT+nQyudxX48sPLr1692t7eHm7HtQ5lxYJmzndw6l7H7ezs3LFj57GDZgAAIABJREFUB4PBEIvFkDIdHR0XL14MBTZCtwlofIX7ecAzIVusp6fnxo0bZ8+eHRgY6OnpgT18/vnnJ06cgMACABw7dgwenD9/HoZYnj179siRI7Aedqik2c/IL4AP5ZW2rjmj1+9dsQXMLTk2Q3OMjTei2gOYwv5O3kGsyI9SzsQCBz/XKNM5knXBX09Z/O7iKpHKxMXtLLmBRTk5pD1CaWGSNg5u5qhMXKWZqzIjSjuisiMKJ1fhQFUuVOVCcAeCOxDciuBWhDAjhJlHmFg51ZnbPzR8AvJqTyeqGzY5L9Uf6d3mv0WXfyQlzSKVUajxYaRbkL8fUTeyCXdIOYSTQzg5hCOkXByqM6QSRUM8af3N28vfTNkoom2owsDFzQhh4RA2DmEbusrJxZ2IyoWoXNAbi03Y2YSdSTqZpJNJupiki0u7UY1Xku8V53kwZZ2YNlP60/UnQUaJX6apLzvQrv+wd439yrw1vliNLbnIg+FmDDfDzwujQVmEl0V4mYSHSXgQ3I7gdgy3YLgFjj5T7nw318EmPJimUSCvT9I5/zQ5JSm3LEQuVNmIKhtDFIMH31Yu0cQlmhC8EcEbMTyA4QGByiNQed4PAtMZ4L0AlDs+ma32bPF02D4GlfsGU1adjM70cnICEnUzJzfIzvaLqIM8fB+m2ntX5eL7ufh+nqqRp2oUKz1ipSdWYY9V2GdrAmNeXRgxvzqebsSUQZ6qEcH3sxR7hutnOH1n2a6YQrf1C2D9AtSfArk7z8xffUi18/PKZrBi0xletlsg90nVB+J0zRJNcxi/gkJlUKgMhJQn90jIIJrjxHJdPLlLQgakVHBiYimDwXjnnXdAmNHU3d1969at72EHDQwMhDugFxQURERETJ8+ffXq1QCAlStXTps2LSYmpr+//64l3aDc67h9fX3l5eUjRoxAEKSnp+fatWsQQCH7K0SxbxzAv0K0tba2wpCj5cuXP/PMM+PGjXM4HOfPn8/JyUlPT58zZ86hQ4daWloOHz4MbxLald8hPzm8vs4vWKDI5/Nl7ARZm5qn46ck+CGe7qAQt76ef2hmfnCm0iXKc0dlm2Mph1TbNPq1BZFZZqnWh2qbuKSLm9eE6PxRag9H5+Vp3TyNk6d289RuPu3nq/08upFHN/LpJj7dxFMHeOoAT+PlabyY1oVpXRxFjUhjXe+7eaAdFNafnlNo2ez6QrF1T/3R/rXmz+O1djFhRAjnzMwGFhWYpXBxtPs42n0c7V6Odi9X28TVNnG1Qa42iGgDiDaAaIKIJohqGkMqpRyJOt/vIpTT5m6X5Pt5lBPVeFCtF9H6Ea0f0QYRbRDVNKGaJkzdhKmbEJ0X0Xk5Oj9H52fpgiGdITdFU05MbWfjJlRRnb6+cUvTV/u+Ais2OKmd+/TNbcrSvdv3tGRt3Y/kVEoog1DtEKodPI2Pp/EhmkZE08jR7uFo97C1e9navagmgGoCfLWXr/aimiCqCXJ0B99VBdD8g9FkI6a0Cknn2PEyZPF2Vp6FmWdm6szROlO0zsTUmZl5Zlaehakz31VZWhtLa+NoLRytBdEYEY2Rr67lq2trTg1k7tqXoK3grtio1e+vOnSDKgtsdp8mvbc4+c53lHVokSdKY51FGbkFriiNhamz3VUj8+yReXaWzsTSmTBtDaatEWoqhJqK2MLax99Kejd7G6aridY0cPLN76rNkXl37+Q7lF+wPX2bWX+2a9EOp4jeOWvZmmWb/bUn+syfgKxtB9mZ5ezMcgw38kkzSlpYSgNXa+RqjVytIUwbuNoGJq3nF5k52lqOtpatqcYKGniFhpfnFN93331vv/12d3c3xEF41e57kvCyb9Dnc9WqVSUlJTC25tatW++9915nZ2dOTk5xcXFvb+/3zt//Denv79+6detDDz0E7a+WoUyE4V6yIZ/VkOV1e6hIB7TIWlpa+vv7z507N3fu3P3793d1dfX09Fgslrq6Or1en56e7vV6Q50fO3YsVA59OPk5+MX4Z1YwaIItXLhQWAy4Kxr+OPfYG4vcM/FmlsI5ce25yHXHIjT7JMV7o+SueJ0vtuCDRyYsemuJgUe6mGQgSmGPVAeiafe7uDOScnIpB4e0cQg7l7BzCTdCuLgqH1fp5eI+Lu7jEh4u4bkTn0jaOKQNIw3pG/dvbmqtPQWWvxekyo/YT4M45e7NnqvaquMS0hRDW/gab0S2AdXtZVGBaLIxmmyMJoPRZDCa8kdTfiblZVJeFulhkR4W6WWRXjbpY5M+NuFjEz6h0hJLO381I2dy6haB2s1RWdikg006mJSbSbmZpJf5z/Z+NuFnUk4m5Yym3dG0O5L2hpSj9fIKGjG1LTK3VkQ1ZO06tnVPS93HQLWtcffeG1u8l8YL5CWuy2vtX4jJBkxejREWjLBwSBeHdDFJH5P0RVOBaCoQRQWjqCCbdLNJN4x/ZJNeNull6w5Oy3ah+QdnKr1C0inReH89KV2wYvcdcmlNUVpjlNYYrb1DsWit6a7K1FiZGitbY2ZrzFy1gas28OgaHl1jvwi27P+Srm6OpcrW2U5sdJ1mLypcZThc+ikQrW2cmqPnFDijtbYIysTOd8wkDdFa6101QmeL0NmYWiNTa0Q11aimWqAuF6jLxbqqJ6Ynz8wpZZMVEVQdJ988nWiIyncM189wGoVvmFtqcd0CWvsxeeW+pOIaMb5bSlbsbu5e/v5+EdEgJg08wsRR1GO0TZzv4WgMHI2Bo2kI03qOpj6KrBQUm9H8BiSvnq2pRvPrkby6F1Ly77vvvoiICOi2OjAwADH0bXfNfymwKiUIY9+iRYsWLFiwdevWtrY22H9XV9euXbsoigL/Qf2Rb0tJSQmDweByuQCAlpYWWPU2PDw75HwfnhUHtgmdhz+ZTObSpUs3b97c1dUVKhs6f/78jRs3AgB6enr27dvncrnCR7dareE+q+Bng9fXBR+SjIyMrKwsHMdXrFixYMECoWZ/jM77Ttp7SXhNvKo+Xl4myan5/aS0iIXlsbiJT3r5CgumbhKofSyVF6W8LMLJJuwI5UEpN0K4uSo3ovIiuA8lAhhUMoCRPpTwooQbwV3CzM1bfV8U1ni2ej9c22BOUBBb7XsPX+v+8DqIzdoRo3TEqpwijY9HuJikgUkauJTnnvSe86/SNoS23bmcaOISTSi+D8X3sbMcUvVeLKtaqKhftMZUtu+acqu59vClFausReWH3CdBqevioZvgfdcVZEU5d/luAWEVEFaUdKGki0352ZSfSQeZdJBLBrhkACNdGOnik1Y+aUUoB0I5oigvN68pGnexaZ+YsIhx829fl0kydiCUF6E8XNIdUoTyIJR3uM+L0PATObmkAyWsGGkTkiYRadJUn9q5r8N6vH+z4/xWy+mt1tMxi1drt3gqjwM+XssjjULazFQYBVr3zGwTqvHDnGjwbhHCjxB+jPBhhA+hrQhthbkhYZ5IPuHgE45ktf0XE+exFm2PJ4w8ws4nHVFkIJoO3uv/S6yuj9EZC6xn32u64b4C6Lpjb89fnb7OtuNQV8b2gxylga0wIFQwSu6aJQ9y1R9gpBMjnQjpRkg3l/JyKS+8K4T2sXAXX+3h4g6R2oUqzQn53tcS1zOG5o/9Q87r34MgUOCqf2jz0eFwZGZmYhhGkiScMLa1tanVaqvV+gPaXwCA0tJSBoOBYRgA4NatW6Gkg7e/ntsemmMhokGEtQ4VsoVBQtu2bcvPz4+IiNi4cWN/f//mzZsjIiK0Wi1k2fHjx0+dOgUAaG1tdblcR44c+eyzz0IrX/9F8GIwGHq9HhboLi4uzs/PLykp0Wg0y5YtY+WfkGiC09NLEzXGONwSr9JLVJbfTpo7a5E+lrTwqCCqtKOafTx1gIn7ENLPpjwcyoVSHoxyo6QXwT0I7rvDL9yPEf5v8EuxLbjN90X2Jv3OxuPrDBYZqdnt/3BdnWeb82JRxdFkdUCSa+PILRjuxPId0T8fv+J0+xPyDyKZVRKVMaPEvqPp8oqS2m3eE9lr7HPIysKKI/m7D7s+AUU1p8TKuvlrgv9t/Iol6thLS1Vb91Ttb9nl/mxjw/G3BCvebzhafRLEaM0C2iykLRyVWaTzzMoxI7T35+IXpqoUkjWIfOf0+Ws3NV7d4LuI5pbG59VUHB/M3v0hiptR3CzKP4Cpm6JVe9nk/p+LX+HLZ7dv3+7v74dnPvnkEw6Hc/Xq1Vu3bgUCgdjYWOhp8dPwKzymErIs3CILLYG1tbXdunULpiS8cuXKrl27EhISLl68eOjQofr6+qKiotLS0vDCjufPnx9uCvlzc2tI4CoYlMLCwk2bNq1bty43N3c6flKct29a2q4k0iRWGuPllWKV+VcT58xcpJeSFoz0I3IrQu/BKF+0ysvFPWzKg1AujPZgtBulvCjhQgkfRvhR3I8SfniMkV6U8CKEGyFcOduP2D8D1UdbPuoGttNfbvEebfpiYEayolB/xvYxiCV8ghw7R+ngKB38Qi+Lsvzo/KIcCOWAZ+7kSiUCCBFgZlu5SicnqzZ19Z6ChrOeL0Ddse4LALg+AdLsssj0DVJ55dZgq3LnMdbyCvaKSj5h4xM2+F7BN4pFBVhU4MfmF5f2cGgPl3JxSBdC2hHSwSetAsrKk9dMTS0hyz/ynAfl+25XHWyflVK40XJ26/5eqdrGJy180srFbSKdL0phQ+g7FOBSPi7lg08DI90Y6f6x+YXkVKat8krImrfnrt9xoGX7vlsSvCw5r27nwbalm4KRS3fOWrKDhztEtIdHBvhU8Ge0vzo7O8MBBJfJL1y4IBaLL1++fO7cuSVLlsC9vIGBgZ+AX9Dg+ob9FeJa+BIYPAityvv9/ri4uBMnTpw/f/7TTz8lSXLJkiXhMdtw2/GuN/Nzc2tIAKxOtGmTfkhKSkpwHJ+IfyEs/mRSmj5O68XkFkl2rYhwPfXGvLcX1sZQDoRsYsttHHo/SgWiVD4O4WPTXi7lRmkvRntQyocSHpQMYIQPVQWQIYShYfyKJY2zC13zVzcYT3ZtCxzPfr+u7tAVotSxK9hqPAqQ5SZBrj22cG90jgXNc7Fo68/FLx7pFWmCmNzAV5nESv2Ctb4Fq21VzW30rg8TlFV02bH3PdfLD/Yuf2+/mDAlF3j+2/i12nm90Hxpa/CWuvLE/EJLdXPn6rqPaw62ystPofI6VGnk4WaOysZXu5kqJ08b/Ln4xcnavWTT/mLreV39mepjPUTlh1KinKw4dLAVbA7cmLMmKMQb+ISThzs4CjdH4fkZ+QV76Ovra2tru3Dhgsfjqa+v12g0arUaADB58uS4uLiGhobjx4+3tbX92PwKd5W4PUydDmiLhZb8z5w5s3bt2nXr1sXFxa1fv76pqYmiqJKSkoyMjLKyMjjWkSNH/j/23jw6qvy69y0P7y7fl5vrex3HeSvLL85LfF/e67w4iTvPjvPsxt3NINVwhqo6VZpAQNP0QAPNoKGmM1eVBgQIECAk0AgIzTXXOadmDUhCjA1iRgwtRkmAQLNUv/fHDypytzsxdqvlJHevs2odSqVTPxU6H+29f9+997lz5x48eHD79u3Pr2ShoTXH4IIoiiotLa2oqKiuri4uLs7Nzf0F37e6/O6ijxpXb4uoLR6dsS6TD/3xTz94a0N9OuvD2Bhi8KBcu5qLKMkgRgeVjKRiBIyV1JyEM0GcljAqpKbDKBmCB0aHMSaIMUGUCaC0RHBt8ly/mnRtrbywcX90hd2R13T52KmpvdIzw6E+zCiiBn9GUc+yXI86P7KMnHf/68VdykgoIyGshLCSihNUnKCkfRgvoZQfowXE6NbSYgYfKXQ9fmdbOLfqfGMfqOkFWysvLNtc9/amOsTs+qL7ar75peTDSi6sZINKNoAwIsKKOCvgrLA7Olb7CSiJjabnBXBzS5HwqPkSKImMZNhCqpwWNeXXMiJKiSgtKShJY2+Dvflf+ESsiLIizvhxxj/f/FJkN20sPeO4AurOAr7+Mppdu7Ek4rgInBfBbmFg0/6uTLsvhfXpaI+GEghGXEB+wdam8Drj4+MHDhxAECQ9PX10dPTWrVtGozE9PV2n05WVlYEvNX//a/k1V971ZM6Ejs+k80deznmcnZ3t7+9nWTY7O/vjjz+Gk4QsFgvDMOXl5VC/1tfXByd0FBYWJuq0ISV+H/kFVRTwsaioaM+ePRRF/Z317orK0X/aGlyxvVuZ60W3NCzP7/juTz56c4Mjgwur6E6FwaviuzE2JqciOBuRM0EFI6gYCWVElA6glIRRIYwOIpYQagkiVAijQxgdxOgg/J1bvNmVltf9bnGHMrcRyalK4xo1ubUplmPvFkRVm+uX2zpRgx+hggqzqN/e8bZx3vNfX8QvTV5IbQsipA9nRIIWEYMraVOj1uwnSIfG3KIlnfKtdclZ9am8uGpHp46Xft/4tXhLnZbzE6wHMTVrKEfS1iNrdkQXb6zCjE4t6dFxAT0fxNkgQooKKoDxkYXi1+qi9kUfVCZtOqzKrl/BuzJYx5p8j3zjgeVccwpZrzbWa4z1GotTR3t0rJTCL5j/lagcjMfjn78IBAQAAMopYKQ53/xKKCfmOl9za4kSHcGg2v7BgwePHz++evVq4tPo7++/fv36vXv3oCg/FovBd/z+97//lff5ekUDL0uZoAvm9XpLS0spivqv73QSFf3/34b6NdukpR/VYRvLV1oj3/nxmjc/qlvB+FEqosx1okybhgkiZEBLSwpGUtI+hPZjjA+jBIz0YWQAJyWUDKJkACWDKB2CvIC/c1rb2aW5saXZAkq36biIPMetzHEsz4spspzyLAfBRtR0MNnkR5mQNr89mRTmnV90GKfDMO+OcD6E8yl5t5J3KzgPYvWrGAm3RtILTums3QTTi5o6MUbU8EGE8qO0iEHq0WKS0Q1/upf31ZwlzTu/IgouomRDCjaoYiSElTBWxDhRawuhjLDM4NTYwkRB25tZLUo2gPJh1OBO40NaOqChJA0XxZiQigkp6eBLfkkIK6GsD2V9OOvBWc+8x49URMN3vLP7LGFt09BCUlbz8ryQlvJgplYt5SJYH8H41IyA034V6U82uhfQ/4IG22/BJs6w8gZWC8Xj8bnV0V8ZvxIpMLjhmPgSDBufPHkyNDQEKQarheDncO7cuStXrsAiR9hn9cGDB52dnfAdoWYCumBfbauJ39jgQhNCVvhYXV0tIyTl4ZG/X9eaUdj18/fqFRsqVxR2/+HfvfvG+uZMaxRhu5S5XpTv0nBtKiai4cIKLqxkBJSRMMaPUhJKCRgZwF7wK4hSL/nFhuDvXLKxA6FPqCyR1IKTGjqImoV3tncpslqX29tXFXYt3tyaau/AuQjORhSMpLa/8v3wZfFrKdmK5Ym4NaykJZU5kmwI6NheDdWjtYZwVlqa06q1hnV5sSSjO9nkSS3s+H3jl4r04pykpHxqaxBhAynbOpeaveq8GGZwp/FhlcGjyHVruIiGj2JcVE5KC8UvhI5gbJvSLC7e6szc1omY3DrGl8IJWsqtZ70E69fQHjUjaPmAhg+h9ELGj6Ojo5/pCAheDpqEUEu8xRfB68vi11zx6lx4jY6OJrYj50rwoTxtZmbm1q1bIyMjFy5cAAAkBkoKggDJOzw8/Cd/8icVFRUAgIXo8/WKlviAEloKpVIpW936c3ubyuBYurlEnXU4LefQzzP2/Nkv3keyWnW59QQdy+ACGqZNQwlqKqAlPSpWQmgvxvhxxovTgpry4nQApyTC2pac41GYBcLWhvMRlA1iXFBJC0pzFGM6NWyXwhjBzDE11a7I8avJkCLXmWILK4wOlPSoSB/GiqnbuhHmi/PW88wvxOpX8l6EDeDWsMocUZrDqdYzaksXkdeuYgIKUkTYEMqG5BYh2exX0S+YNdfTfHGPzTO/llhE3Y7exQb327kufX5Unx/V24NKszMlL7wku3GpwaHLj6G26DKLsJgMLKVDBCXqaElDBzCzX2kWUSqI8VG1rW2++YWywWSLX24RcD6ssUVVdEBBCio6oOQ6l1FRFdu+2CghTFRrP55k8OvsHTgf1drbMWssmZSWkgGltU1p70zm/6X9R5QLo7SgtYZw0qNl/GlWEfLrrbfeSoAmUQn0W3AkwayZmZmpqSl4wenpaQgmiADIx8STXxa/vva1r6nVagAAVHglcvZz5amf2YuEaa9nz55B/wvm8h89egQrwMfHx+GTd+7cGRsbS8x2TIwXWqA+Oa9ic/kVDocpisrMzJRtObO4tBfb3bfM2KSnfJmU8433q/7il1sV2aLO6CT43jRbDOOOa5iQmo1paEHJh5WMH2UlnPFjtIRTPowKYqSkZqMqk4BQQTUbVpKighQRNqCiRa21B6HacbpTw3al2XrT807q2DY915ZiC6fnxwheSs2PYKwkN7lRJqQgpYXil5LzLqMcy0xelAviTDtOt2vpE/LsyJJc91KDJ9niR9gQyoUxLqy2RXUFHQvFL8TensyE5LSI2SJKyptscmk4QcsLGOPT8hLKiggjvmVwq/M78MJuhTWWwgZT2KCOC+u4sJaPabiIigklW8T55peKDqhoCWECGBdC2aCKDiBMUG2NYPYeBdeB27uUbJuSCinIULLRr8/rfCvLuczgTSYlBR1U8DHE3qHK61RY2xeKX7CPM8TT8+fP4XVgNSJ42XJramoKjpgF8xA/Qn4NDw/P5VfC+UroVBO6VjhPG0rwE7O14fn4+PjIyEh/f//AwEBCjjs8PDy3bca/AX7JPueCURQl21RP1IczK8KEoXgN1bS+4Kjqw8q/fvsDLMuZbqxPZWPLOVFLh3Skh6AFncWl5EMI68UYv5r14rQfJ70YJWKkoDKLajqIc2GUDshJv5ISES6A8kEd5URyjuEGt54SNaag2iipzYJiq0NNty7LOoxYjmnYZoxxIZRDzYY0XHje+fUF+XsiP6K2BQlrUGcLpfChFD6UygRTmADOBfR5sdSCdsIexbkg+jIFNpdZLw+oyZhn/aq97Zc5Lo0trCtoU5lbNYw33erVMU7UUL8iT9AyHh3ne2trI2EPJ1Pi2wa32uLGTS7U7NHQgtYa0VojKBdW0oH5zt8rKQnjwjgfUdEBBSkiTAC3RjS2KEJ7kk2tSrNTy4sEHyT4oI4Pq8xefV4HYWtT2zs1+ceRvK4kNvYWHXmLjiwUv+A3JtiUcMQgkmDbr0RH+S9Xf3/o0CHZHH6NjIx8Jmf/dM48IUgo+CUYPyb8Lxh4TkxMjI2N3b59++rVq3CcB3yXz8xG+33cc/y8zV0rRVFr166VFXuVzoH0Yu/STWWZVP2Gnc7kdUf/x5ublFt9utxWHduVbg2jVIfaImmYEEH6lLaokoXbXj6MlnBawOgARopyo6DhIjgXVZISwoXU1gjKh1A+qMo5pqed6VwolQnIN7lUWb53tnWvyGvXMk55bt3akqjO5sRop87mT7G3af4Fv2Oe+SUnPSrGr+GkpFyHPKsFNbqVWa16Sko2uhFaQGlRYfEpLD6MDeBcUEUJC8UvORtaRoravKiC8qOkc3lhRGNpUWQdUeXUacmW5Oz6zG0RjTWYvr0ziRTU+e0E5VOb3ajZg5M+jJYwJoDxEW1e+3zzS0UH1NYIzoeVlKggRYwL4XxYRUtp26K6vKDS4kIoz5KtjYjF+05x7+LNTTgbVpiFpWZJToWWMdG3ydDbTDTZfnxh+ZVomzM3VZ8wSDEIqS+dXzD/BXsQwi1FyKnPi+8TWXzol8GYMeGpTU9PT01N3bhxA0olILYGBwcTkWMibQ//udCI+tcMrjKhpZBRRGa4gthDLV5LpG7elpVfTnx04K/feEeX5Vxlak7hOlewAS0d1pOeFCaYRnkUtoiKEzBO1LA+nJXUjB+jgzgtKS2i3taGMCG52a+2t+G2SJLFJ6fFlNzd6wqPrLW2vm93ZtK+dLMrk/ctXVexPK9p44Gw8yawNJwguBYd30owAcS4YPp7xCKipKRjvMqcxve2i8bKk6usjRnUkTR7INUqaRkfTro1jD/FFtRZQzgjYIyI/fN9NWdJ852/Z4Pagg6cFZIMrTqqVWNu0ubUbtwV3lgc2LBTwrNr8exaVW59CudRGFtS7IE0qy+F86ZYxVS7pOYkpcWjoKSvQL8Ke7chTEBJSSgbVFsjCBNMMnmV6/M/KqrfWuLJ3uvVZpVt2O4O3QSOT0A6404hHRrKR7ACxgURRlKwQdS2YP5XwsbHx/v7+69cuXL79u27d+/eu3cPTpZNXHNycvLp06dfOr8wDANz+JUob0wIvqD4Hmbx57aggLCDrhYk7OPHj0VRFAQBADAwMDA8PHz+/Pn+/n74dgva5Ou3MrhWiDBZ6dokb7GSWvtXyD8pPrBvKazG19e8tugdfIuQamzWc6fTqDBCHVdbJC0bSaGFZdb2ZFZSciGME1AmhNMCSodRSkLoiN7emWyRlhl9antMTolv5rTi9oj5oP/0Y/ApAHcAqIxOENlNhLFpdZ60dFPJ5oPRqwDsjt7CqQbEXKemBOIzLPgK+ZVibye4aCon6BlfaXgwchdY605n0Ef1nIBbXIjJgVlcOOXFSA9CejHKv4D80uS3JxsdhC2YxnuUWUeo6tOBm+DiJOibAJUdz5azrWpLSyrv1bA+xOLETE2osVFNuVPtAcIWUlE+OSlgfHi++aW2RlS0pKRElA3ifATjQggTRNlQWfDyiSFwZRqcHQE5+4JrrA2d90CwH+A59TpzK8H4CUbAuKDaGlJyoSRKWED/C/pcR48e/c53vvMHf/AH3/rWt+Bcj1/84hdwqms8Hn/y5Al8/VfGr4RaNVE8NNf/gucjIyMzMzOwW/TU1NSZM2c+/PDD9PR0qLZ/9OjRZwbTJpiwsFx6BYP8IghCRlFEff0iKvNPfvSjpPT1ubt3Z26t+L9/tnrZxlbdpjrM0q0zScmGmNokaplIKuVfzLUvoyXked0AAAAgAElEQVQ5E0QYQUUHUMqvpEKIRZSTQa21bZlJWGb0YbbYEpN3qcW3vubatTFwYwK0dN+LXZs6fhuQB7p1ubXY5kM6+uDGUu81AHYEzqPmGtRcQ1D+5fbIvPPrC+q3cXMQMwe1xmZka11N5/2rcVDs7E7J3SHffHjZxmpV9rFU1kvQHmV2g8rYmmYP4YyAM8LLODSIsC8VVfMdP1ICwoWScppW7uggTPWZNnf7HXB5AogX4x23QU3boHbrQb35GJZVrTY1KrIOp9s9qOlYck4dRrVqeBFjfEomgM9//wm1NaIgBSUlamxRjA/LLYLaGnln77nrTyYuD452X3vQ/xSU1IVN2w9fHgbtl6c06/dl5FTqDHXIx5WKrLpUzpNqD6jpf0n/9dX4XydOnNBoNCqV6utf//oPfvCDDz/80GKxJJwXAMDIyMiDBw++RH4dPHhQJpOhKJrgVyJVn4gfoRYMeltQ8wXbgT158uTRo0ew/wR88eTkpM/n+9nPfvbaa6/19fVduXLl3r17c9efsIVm0qsYXDFFUbL6egqECYqS/eP3FxEf7qhoWWXw/v3idUs+ErBst8JyTmNpX2o6iZhjWltPKht503piMRdJ4mIqNqhkoggdUJARhUVaYhBwvm2pSUq2BNT5HcvMPk1hR2Fs+uYUcJzok7/DZebutVadXWE49tF2sbr9SXnnnQL32WsA5PtOa+ijBHsMM7k1Ft9vwqz54BdmCqbyHct5X/LHNQeCN6/GwV7vqVVs6U7/o0LX3SLvw+3+R1mVFzSkS57TnGYPLhS/FLSE2SJyQ0t6QeTN9/Z+vLd9AICmk6P4hpJ1ec3koeMr6WOFjhvmqlPbfffLOsbY5mtrd0URc7PK1IQxPpTxqZgAxofnm184H5Fb/Cpa0uW3I2xwicGtL+jIOvbpUwAONHlVmevZPdXZeRWmotr+5yBwdqQ6cLc6eNd+7PK7di9uakrjvXqbqDQ2LyC/4vE4LGwEADx+/PjP//zPcRyfmZmBTfF7e3tXrVplNBpbWlrAl+p/zeUXhNTTz3VbTWwyQm8L4iyh/5qYmICNw6B72NXVtXjxYoIgwOfS9nNtoZn0WxlFUYsWLYLdDV9fu/afVq/+9gdpf6BSLS1pURVVKwrDGN+MUpKecmSw3jRTA8oeR0lBZYlgpKCgYigVVNDtCB1F2BhCBzXW4Ntb6jPyhYw8X4a9tfMpuDoINtAHkS3lK9gGhakOZ5odF8YuzYBnAFy6Oz4KQKOvV2eo0xnrFnMn3yCPQ2XDb368Kr8IMkyQYTUVUVMvM19MCGFCOpugZj0p9FHCUlsRunxtGmw77M+rco1OgSkA7j0HzwHo6J9dnlOyKs9NmOteZLuZEMqEUCaMMmF4/8+7/svUiVnPKi2htMJeJKfuo5LOC6Pg6jTY19ydmV2csc6+iS7vPDMyNA4ej4PB52AAgArpLL55f5qpiqA8Kayw1ODBuLCClxS8pOT9St4PP0kNFdFQEbhaJRtSsi967GhoUUOLq3jfd3/6oWJDxXLaoaa9GsaXxIaSuTCMwV8eYYQJQ8ogbFBJB5S0SOS3afOiS40uFSN+VHX5PgB9zwBT6llj3q95j84prO0fATefg/sADAJwcQKwNSG1sSWD9ydnRQimV02Lalp8uesSQpkQfBecDWNsGKMEHR9SWzw6xp/Biz9Z8TvyawaAGQCmAZienZ0CYAYKu6anwNDg0+9+509VSs3zsUEAxk6fOfEXf/ln/+W//DeZ7Jvf++4PTp7oi8+A+AyIz4L4LIiDqTiYejm9/F+yz5AOrrO6uvprX/sajB+fPHkCRaqfDx4Trhn0wuAJ3HOE+a979+7BgoGenp7vfe97Mpns0aNHTqcTRo6/12r739xgFAkff0Bl/mhLxn/PWfuHy7HXtze9WVj7Zn67wu5XMu1qzpfKhtMph9J2FqXblPRxjIok010IHZOzXQo6puI6UDZK5EUXZzURrBMjm9Jtjp5RcLJ/Zj1Znk7WrbI2//LjQ2n5vrOjoO0eyLXujZ7qHwVgf40/xVy/gm19gzyu3HZhofil4bwI5dDTR9CcQzWxa58CwBxoNO46PDIGrt16sKuiNdB95QEATJmgNR3NtDkXil+o9Uwy1aOwBNVcO5JTp7E0HRCv9Y2BQQCO35hkipt0a9nzN8DjKVBx9NSe8rb+adDcc0uXczDNXKWjfQTpUZCiLr99vvmlYgIoF1LSooqRNPaIihGTSa82P9rQdbt/BlwYAuInw1n51e8adt18Bh7GQV5VS7mn7co0aD79QGt2aE2tarIrI+/cQvELnkNXa2Rk7NrV/v/9+z9MWoYAMBYHox+t/+AP//A/V1cdjkU7/vZvfpq54v3fkV+zLw0AUFVV9bWvfQ36X5BfibBxrmACAgs2g4Xkgn2ioeBrbGzswYMHsBCyt7f3T//0T2UyGQBgbuT4b0Dw9a8aeJnIX7t27Wv11D8WbZJRhGwj+r9ZD/6tcd9PuOgbrPstYxS1+AgqnGJuVfO9OCUhdAwnRSXVhpIhBdOpJCMKOqZiIrr89mSjE2NcS7PrMgp8J6fBuZvTH5OlaYaKlWQtZqzNquy+C8Ae17mV68x7KlpHpkGTt1ufU51mOKzgj8u5zvnml4YKaqjgXNbAeERFeVDGuyLPJd9aUd0+cAcAqszDHPQPTgJv2yfqteS2St8AAEWNp1U5R7RkE8YIGCPAOwpjQhgTwukQTs97/KhkY8vIEMaJCO0jmHqVoTqDKt8nXey5N/sAgO6bEx9Q+45fmbg0CD40VawzV1wYAe23plcwx1bQdRn2EG5yqeiAxhpTcpKSk1ScX8W94NcLpv+W/Ar/8wH5RUu4NSIn/ctMHtwaUtvCSWb34tzWNWSJ++SndybAEAANgfObubKBMXCq//H7ZOEH5Labs+DsMEgnW9LI5nS2S20ILRS/pqbGp6cnoNpzZgZcu3rzb/76dUSlnY2P3n9wMyVF+63//L/IZN+Qyb4hk33rzUXJv8qv6TiYjoOxOBj7Tfg1O8dmZmbm8gtGhQn919w6x0RSf3R0FLpmcM9xaGgIumP9/f1QoRqLxb797W/L5sg/P2MLDaHfwcAcLcXrpaU/LF4vo5SyLESWe/j/MOz8S1P07yn/zww9SZYISh3HjT6l7ROUalfSXRgdSaJ6lHRbEtMjJ2PLyLZkKqK2tyFsQGsTkgwNq3YE25+BC3eAKb9Wua5Ys3lfCtu4obRtAIDillNrNlL8jorBUeAJndNlVeqzqxF7z2JzZKH4pSRdal5Ys11csvHAgcC1OwCY97sKDkeeA1DvPZ65uaC0qePyBNjRfDYz3682NywUv942CKitk7CHVJQ3hWtMt7VocnYvW2d/l9kv9g3dnQW2cnfwzPCVIbCFr3tn6/7OT2dPPAAZ5JE08+EV+RHM6MS4MMIE551fjITxYTnpT7b4MD6IcpKS9mvzIrqP7diHjHHHsRvPwNVBQBcfuzYUF3qursrh3zHY+mfByYdAb2pYzjjSmE7lVmEB/a+p6XEo/pqajPdduPLH3/1+0lJkfPIxAOM//vGPvve972xYv2n1qne3bjHXVjf+jvyCo0bgY3V19de//vW5+a+582sTWvzh4eHR0dHR0dGJiQkYXUL9PdR/DQ0NXb16FTafaGtr+6M/+iPZF/BroQn0uxn8GV5oKcKUjCJk1CJZxhJZTumf2qpeKzj/M1Pw57lnFOY2HdWrt4h6PqojvRoqkEq7UTKioQQV3YlYQnI6pqKCKjaMckFdQURucegLpEOnwTgAta5T6o27V9M1ha2X7U0XLo8C56nHGR/SLcFPngNQdjScYTqymmmUWyStvWO++YUxAYwJwJgR9n1WcGEFF1axoooRUm3+tz6uLpHu9gOQvS+Ysz/0EIC9Lb3E1r0lrr6+GcDX92GkAzG3wMw9vKNwOojTQTUdUNPzXj+UTHn1Re0o48A5F2quWrvbv819Op07pM3Z4ewb+hQAukpqOjl0/B5439a4ij7cPgC6HwKd6Si6tVLPBjCjh7C341xEyYlKTlRxPhXngz8LTkXwV+cXjJ1fHjCaDqJMEKElhJFUtIBzQYyTkkwurT289Wj/AXcv9iGbmVXcNwRuPAVb7bV9D8CNp+B9ujivwnEHANeZh/jWmlRzQ4ollGntXNj4EcBRj3Fw5869b//XP07Rr5iaeQ7AJIIq/+qvfnjx4pV4HFy6eMPrDrwg16/wayIOJv5VfkFsJSzBL5j/gj2g55YNQcEE7DABO5TBqmwYaU5PT8NG0uCl7wYAkCTpRz/6kUwm+0yTnH/z8JLNQTLci5StXSujCBnxj7I99d/e0fJD692/zz/5E9PNxexJnO/TMZ0aW6+GEnG2k6ADKroLpyJytkdpicjZLoRrX0oGFVRAnRdeZnQoSMeGynP3xsHAKAhcnj3+KQgNgLymPunixI1pcLb/+YU7k88BqG4+nkkeW0nVK8iA2tq2UPzCrMEkiwe1tGgYV3XXs34A8uvPZu0NPgSgWrqEbthZWN/bD0CB49rP3isjOO9C8QuzBjBr4O3sI7p8ATVXbSiLnB4H7YNAujF2G4DgjYlVTHn0Fjj/DLzL1b3LH7swBnqHwJo8D2E4ojb7cJMX56MoG/4q+EVLCCMSeVGcDyzJbdXlRyjnw2tj4OwjcP4RuPIU1IkXs/Jqb4+CYQC6b45cfQauT4Pili5t9uHldLPOHFzBdyxg/BiPTwM4gjsO+vvv/Pf/9idJSxEAJgGYLD94QPY12d/97eu//OXb/+Mv/7pkd9lvxy/wspQyAa/Z2dmampq5/Ep0VZ07dht6WPCfsDb78ePHUO0FdyThxeHJ+fPnCYJ47bXXfh8HC/3uBgCAw7plgJJRi2Slr8uSfiijSv8ov/zP7Ld+RnX8JPtKkqk3hb2wnGpPo1rTLLVppHs51UCQYorFjdNR3CwkWyJ6W/sys5Rk9Cr54DKLa6m5FeV85n2BM4PgLgA3AdgpPcBNxwyHunqfgIcAVAjX/Z9M7mw4q7O0aIyNSiaSTAbmm1/weagPUHAhBRd64X9xITklqiyetMKYzTHgugHoo5fWl3S23QclwqcZvNNQdTo6DKjG/iSDI6PoV+q3cTqA0wE1Lalpad7rt1lRSQvJxmbCJqqphnd3hxv6po+PgIsAtF6efW+n7+fvbnNcAbFHYGVBQJl9tPXCdE3X8Or8wHLei1skLR1SkUEVGYBVUwjnRTgvykooK8HxUa/KL+xl+IwxIdh398VfCErAuSDOSXBUqNzswjlx3cFPPJenrgFwA4DDnUPvck0btnm9FyYOt98/PwZOj4DKrocfFLs0lDPNKmiZDnmOtGD8mp6A/hcAYPT5xLmzfSqlZsXyNROTzx8+HABgtrR037e+9b/+p//0LR2Rdv/e4AtyxeExE4/PwCz+b8KvBMJmZ2enp6erq6tlL+enPXz4cG6FdiJ///jx48HBQRhFPn369OHDhw8fPoQR5dDQEPTFnj17BptM9Pb2FhcXl5aWfuatFxo8X6IlEFZPyKhFMuI1WSYl21L4HWrw/8rtfm3rg8XU9dT8hyus51IYIc3SmMZKmayX4NpTGQnje3Aq/JYhnFrYm8TElpoEhTWiZCQFJyRbXGnZZR/aGrCsquVMI26qX273aHKrV3BNK42HNOt3GUvEtKwDhLklg/O8leNV2+c9f/9F/JJTImqNoLRfzYqosXntzvYUqlVnaV5b4Ekl61LoZsLSsLwgiJMOfV4kyehcKH4lW7waWzilIKi0OFDLMcR0VJVzcG2xN9PegBnKVxc6ddSRzHyP2lSHmxrXbA+/X+RabW9SbT2SwXk0ZCDd3qEigygdnm9+qUg/YY/gnITQfjUvYayosLhRxrcm79hyuno5WfsOX09sKU831KwraF5urkw1lb5feCyFrtZT1RrSiVta02w9SkNgYeNHOAIjPgtAHDx9MjE9CQCYmpoem5gYA2D28eOnAICpyTiIg9+aXwmEwUVOTU1VVlbKZDKVSgVexo/Q4YL1QM+fP4d5Lpgag2kv2EwCqlVhaPngwYO+vr6uri5BEMLh8L/DyPFXDLw8KJmMkMkWyWQUIdtEyD6s/4scadHmAdzYh248jbzvy+TrlzPly6nGlUxtKuldbmnW0+EUk1tpChKUhLAxFSko2KDaGkb5YJLZSbAeNdWCkC6UdCKMH6F9GOVBSTdqaMmwBXScgJocKjqAcaFlTEzOz3v+C7UGVJyo5ETEGkBsYZU1pOLDiDWiZAJqe0xh8eFcUJ7r0FuDyVsb0+3hFN5PMB6MdGOkG2cELR/Q2iJaW+TFNZkgxgRxWsJp6avhF8q0IXRMYRIwOpieFyVYCTO16jm/KqdRY3Gm2UJ6TlIYPKhF0Fnb1UxUTzfr6WaC8hGUD2boMTqC0RGEFRD2V/gF1SSvzq/gnCOAMS88aNj0EWP8Gl5SkR6E8iKUR80JGqsTY1p0VlFnFVUmN2LyqGmPytSKsS0Y26LiHCrOoWCDCjaYTHcl011fxC8M7pyQAsGHNKRHxwjLrdJPM0tkr86v6elpOEBoenoiHofO1xgAMzMzk/F4fHJycnoKgDiYnQEgDqamxgGYHR19DkAcADAxMfmCQTMv+AVeVHPPxuPTs7NTv7mKFXphAICysrJvfOMbif5f0KC8fvilwWegtAI+whfAQBIAEA6Hr1+/DgdzJEY6/ptXe/1LluAXJZMtkslK18qKk2RFt/8qq/3nuYCwjhD8oPrjHn2eO52vSeWcK5k6PRXMYD0E10FYJCXZoWGjqLULYUJyNozboog1lGTxKM3NmKUFIT0I5UIYAeckDSditE+e1aC2uBCjQ5nbgjBBjAslsW0qe9d880vJCgrGL2cEBSvKGUnOSHImoGCDmDVCFHSgtEjYIojZo7eGFDnNOlbQcz6C8ahpL0a6EdKHkF4l6VeS/oXiF0JFca4dpQIqi6RlJdTsUeU2E7Q3zSrqaI+a9OAWj8rkUxq9KBXSWTsWil9qTlJzEmELorQfobwaq4RzgpoTEKpRbqpDSRfBC2pa0DCi3ibprCLOteJcK8o7Ud6p5EJKLiRne+Rsz3zzK/5yeiMAYHp6YmxsZHJyFIDp6ZfxYzweB3EwMw0mxuJTkwCAWQBmJybGAYjPzsafPXs+OwNGRyd+lVEQY7NxMPMZfiXUEvCfMGb8tfxK6FdhY9XHjx9DRyxRCPnkyZPJyUmoUJuamnr+/Dk8h2Wb586dm7sg2O/v3zW/ZL/qgoUpGUX8gAorKWc6Nbip6PYGw/2Vm6OLbGUq9oCGOpJGVeotzuVkXSoppptaCEsojRa0bERN+lRUQMMKGCcipDuJFhFrALeFEdqvsAgoI6mo0DKDD+M71NbOZDqaTEdQ+3EFG1tiCSj52LzHj5yE8gHUGkA4ScWIKlZEuQDOBxUWL8ZKSouHsIVwxp+SF4ZVMkqjCzF7cUrQMJKWCxJ8SGeL6O0xeEe9PKTEMe/xozmisfaomXaFKYRZAqg5gBp8BB1MYcMEFUBNoo6NpuefwKjI0hwRoWIaxqNhPGoqqKaCONWGU20YHcXoKMr6UdaPch6U88D+OQgTQ5jYq/ILxs4vDwmnX0w2UZpdKXkRDSfIja0o5SGsopr1YbQHtQnJtCuZFBE+gvLHFXSbnImq+HalNaC0BhQ2UWET5daY3BpL5k8k8ye+Av8LvGygCjUTExPPAZiemZ0EYGZmZmZ6ehrEwfT0CyhBGMHLfoaDvxaOn4fXi2vCq8/MJFaYOC8vL//6178O818wvQXjx7mjtqGQYmxsLMEv+BqoZX3y5Mnc8mwwp8nEQiNmXm1uFAnqZWHqNer8Iqo/oxCszRtelwsyPzz/OlX1BrsPZVs0lmq1wa03NxBklDC4caqNIIMo14FTgWQyhNJBhA9hnLiUCaL2CGaNKBlBQUooF1QxkWVGP1FwQmPvkjMxBduG53fL2djbJlHBRb8CfmG2IGYLIpykYkWUD+B8EOMDcrNHRfuTjU6cFVHKh9F+HR+QGxx6azjVHknNi+ltYTUjIRaf0uRVmLwLxa9lhpDG2qNm2xWmkIaOEGxUQ0oEHdRYRD0TwiyShgql5nVr2LZkQwCl2xaKX8mGVr0tpDS7lGYXYZVwxoczXpT2qPMCKt6XRIpKNoRZu+RUbKk5oORiCquksEpyqyi3isl8NJmPJnM9ydy8+1/QJiagVHUGgJnpmfHZ+OTk1DgAL9pGz86Cqcn4zBSIzwLwclotAADq3ePx+NOnT6FXNbceaK6fNZdf09PTcG0Jwdfc89nZ2UOHDn3jG9+A+S8oUoUSirGxsUQJN4wfIdogvGD+HvZfhUOGfu1PutCImW97yS8KyIh62dq1pevXF28iAPXhAyqzf3Nq+LvbfX9lP/pmfqvCXodZnHpLQ7pZTM9tzqAiyy0eHR1KpXyIRcAtbi0npueJSj6gZHyoxYVaWnSUJ53z67mIjg4kGQMKc3BxrrTMKOF8BGUCqNmptwrzzS+5xYvQIkILCosXIb1qTlSzfpXFRfCCziphlFvD+lRmR7KhOWNbdFl2A2r24ha/mvSrSb/a4sMtPpz0qSn/i/uKlnDYFPCr6l+YbJFwaxvKBBUWkeBCOj6ktng1pE9j8aZykob0KrJbFLkOnPJruIDe/uLvAczN41QnTnXCc4z1Y6wf5dwo537xWf1W/FK/DJzV9Iu9QjUtqGkBo7x6a1BuaNbbAhmFEcTi1HJ+lHSpyGaccynMXrnJo7V2qblOJRXW5XerWL+K9as4t4pzvzhnwiom/NXwa3Z2dnJycjY+BfkF818TEy+rf+IAxMH0FHj+bAq+MsGjuWz6jAv2azNfid3Gzz+fkLBWVlZ+85vfVCqVAAAoRoVUGh8fT7SHhjWPUDkBX9bf35/o9vX5ebT/xjp8/U6W8MLqZdSi8Nq1peuTwNq1A1nIow8UbbLi2PeLXL8ojC7OcyNsRGdxpFjaUg2edPZ4ilHE6HYdHVZYQiqTV82HVhS1rzvcT2zrUFncOOUmaL/G7EJMAm4R5Zaw1taF8J3JljBsXopZXATrm29+KUg/wkgIIyC0n7AFM7a1p9hDSrNTzXi1nB/yC6PcKOXOrbu+cmeHlhZxix81eTCzV0uLKXwozR5Jz4suFL8QNoJZYyoqoCQlLRtALX7E6EzhAmqLBze50m2hFQUxnPJjpE/NSMkG50LxS834tay4LLsxxR7Ucn6V2bFyR7vC2ILSrSt3xXT2aLLRjXMdaq5TbglqrJ1K1q9k/UrWpWRdKsavYvwqOqSiv7B+6EvkF3RhAMx/jT+Lgym4/9jd03n9+vVz586dOXP+RUYrDhLRH7SZmRlIkC+yzyBs7lbjZwzya2pqqqqq6hvf+IZcLgcAPHjwAO4zPnnyBNIqoWWFHtnz589HRkbu3bt3+fLlu3fvwv45AwMDiSLt/xiR41wDMhmQASCjgIwgiEWLFhGvnc9cFF6rBKuRdtnec7K9HT8s7nq9OJhExTDWnUq1pRpdy9njqTkerSWWRgdU5oAq16mzhd8t7tzbPft+aY/WWJ9ON61inLqsWnRTvc7QmmrtWLevb83uTzRMREu6dIwnzXw0xXR0vvmFM0ENH9ZwAYIPrdrR+eH+06t3tOOkCzU3qykHRrZqGJeGdett/j3tY5amftPhmxtLz68qbNczEkH6NGYPanAospq0tF9Lv/DC5mpi533/0SahNglhvSjvU7PuZEMDwTg3HTz18YFu3FS/ukgyHj6/antATTVp2NalWTUvNKV0O5rodEZFcSoK688xzo295JeKaVMxbb8tv8Q5h6CmBYz0EJyoMLbqrKLc0JRRGOacdwnen25tya3uXVfSgxlbCCqkZyIqg1dDSRrGpWFcGrZJwzZpmVYt00pQHoLyfAX8isVi3d3dMzMzAMyMjo1Afo2OjuQX2I4ePbpjx44d23cPDT4ZH5sFc1gEte8XLlwQBN+9ewOzs9Px+EyCVvF4PD4LZmcBjBZnftVmP2eJ5Nfk5CTsP5GUlAT5Bf0vqEp98uTJ4ODg4OAgLHKElY8w23XmzBk48HFgYCAxIPHf+57jFxl4IQiDfSkWLQIEATIXgYwl92Q1V2Rl579Xdv2vS3qW2s7j1o505pM0Kroi70KKOaymejNsXQqyTWkU9PnHP9x3tuICWLW7W765Np1ufT9PyjA36o2etXkRnIys239p7b4+jArhplY941tON6Zb6jD21SSsr6yfoCWcDeK0qOWCa3Z1byj/5J3iDsTUque9KVY/wXk0jAujHGrWXdo9zTjvbDl4ae2OHj0j4SaPjvKn88E0PqhnxIXiF2IVEauI8X6NXYL8WrktuM1/v+bkbIbNuyLfZzpyPj3PK885nFEoZBQKC8ivjIKojhdT7AG5oXlrzcWGK+CD/ScJ6pj5yJmPD5zGDC06Orwir5NgQmm2Ni3r1rJugmsmuGYd69CxDh3t1dHe+ebX1NRUQUFBfn7+p59+CsDM+MTzicnnw48fAjDDcbTL5Tpw4EBJSSlUeIE4GB0dn56amZ6ehq1pbty4EQoHAJidnByfnJqA+TLYcn5ycnpyYnp8fHxiYmJycjLxpQS/EixLuGZwPbW1tTKZbOnSpQCA4eHhsbGx2dnZkZERuMkIU/hjY2OJ1q8AgOvXr3d2diZ6E/7HhpdMJvvVUs/EsCKCIDIyhLVEqS1XqtjTXVV/vVG8Vuq5XnS4c0fL6ZYTd4903uKrpJTsoqrAJ01dN84NAnfHs21lneEzU47IveNXwTHppqN7yN3zeIXhYIV4na3uOCjd4I90r2RrSwP95so26eyN2KVP3Sf7Q33369pvha9N5h6I4VvK9LRDTzvUjKBmXszohrrTV85/sRE5F0FNDQTrzNnn3+06b62W/BeGxcvPTw2C3L3u5abS0Pmn4pmhvtuzuyul3Z5eQ5mrOnbbelZZFR4AACAASURBVLhDn1V2pP2R/Uh3bdtd/9Vx96VnBztvHzs3HB4E6XktOOVAzC3z7n+ZBB0bQejoMoOI8e3LTOLKbVFhAFydAHvdV/hST5XvE9OupuD5x55zT049BIYDx9NMdeqcOq2xXs/502yS3OzVWF/0j37ZRTqIsEH49+BV+xcmG0IY04lRjVq+dUNpU2wIuPru5xxofMdyMHZtRjozEe2L1/j6GiP9V56A9isPN+xqPBS7ZjjoO3pioPHMQ9/VUdfFp7Vdt71XRtcXN+hNe2u7bnc8AI4LjzPoA/ukvtgVEOqbFU4N28oCze231O9budrO2o57ONmoZVsQxo/zEmb26NjASl76Sdou2Svy69qVcz//px//w+v/T56dHnv+xGzMxhHV1k0fjz59Xra/7HDV0drKI4dKq31Oaf/ug/FJsHtn8cmeE3lWW5o+JTcrW/T6D5WV9xzvsrLczOSU3+1trKtvqDumxdX/8Pc/Zima47gf//jHtbW1AIDBwUH4pnC+7Gfy95Bus7OzpaWl3/zmN1NTUxNdcYaHhx8+fPj48WOos4dJseHh4YmJCThJW5Kk0tLSwsLCoqKi+vr63t7ehebH74HN/W8Oh8Nw5G1REaCo8zuo06WlvaVNNyuOXsyvv2jeF1Rt2ksdiu72Xylq6lljrTjgP0uVO4uOSl2XwWbOcfEhsJfGmmIP3F3Dpt1+76mRrF3eA97L5rLwkY77/OHu1fyRxjPPqJqOtssD22paD7g6whcfbt7RUBu5vtN5VZtd8WXxS8FFFFxEQ7emWN18bfvhzruFRyNt/ZPZJa01sevlwqVS3wVn1wC529F5buhQQ6fjk0e2usjh9oHtzafScyvqu4YL60+13QYl/vPmSql9CHxU4tjb9rCs6/EbHx1KzRPnm1+4RdKxEZxtU1ERIq9rqUHATI7S9qkS1+XV9BF2vztwdmhnXVv71TFbdeSgeGmX6+YaqzOFbE5nHDrWr+cEudmL0OKXxS993sm3tvhX7gxkbPNb6oKri6pK/D01xy9tsB+98gxYD8SOSp8ecp7dmnc0dvlB1rby1bZK8cbEe4WHvVeel4Uv2xs6QrdnLVXS4e47RY4TJcInDacfKD8uqOq4eTB69UjPp00dgzvrTvt6h/IOhsSzQxut1QfE66XitS+LX89HHpaVFufbmZmpZ0HRu+Xjj8afP9u+rbA90rZ75676I411tfVNdY6S4tIC6w4wAxgL5WhuWff+B1mbt1y9dPl4WwdlsgT84paPN4E4qCg/eLi6Js9qW7NqNQDgp//w/zIMc+nSJZ1OB5n17NmzRPoMMiuRy0+wrKysTCaTpaSkTE5OQsctobOHO4+wQhtm9OH3nj59es+ePUVFRcXFxb29veFweKHh8Xtgn3HBIMKueEFp6UB5/sWKHacNxafyd5/8aFd0LdW4cU94t+9qw9lx3/nR/IYTrrMPt+w8ts56sOnEcF5NW2PXwDtk6SHpUnFj9xquqq7jdkFjT2Wkn6xpazr7xFgV1VsOtl6ayKkIe849NJQ0kWVCS++DFWRtiedqQcv1Nfk+gvYQtAfuzUMqKbmgknvl/tEKayyJCatpJ2JuZmq7jvYMGUp9ngvPVvKHDYdC210XyyMDu1vPL1ltb4p9yu0XD4Uumg64qsM397ovrDTVtPSMGEqE1t4nHxYezdrr9F2bUG4qKnRfrep5qja34Obm+eaXlhUITkS5oIqRtIUdy0h/cm4967xT3fkg1VJJlXkbjt/evKup6eQ9wrh/m/NMaWQklXIguY0prBchvWpGROBw2RfwCqnYEOzO/KJT8yvy6+0tfr29d2lW7c/e37+1UirtuCn2T2x39b7L1XnPT71LNXIHe+pi95myqPvso/f4QyvI8qaTj7bucXguPNuyuzVnn7u+514mdbCo6USx41RF+HpBfdcKsqyg/vj25t7KyPWixov67Krm7mGmPNrc/XD7sZ6jJ57mlsdQqkXNOhFGwPgAZvboWGkVL/w0bafslfNfE1WVpbuLCwGYrDxUtnTxL+08J1+2rGRXSeneUrfDa2PzaiqOlO2rOFRaDWbArh073Q7n7p3F4UAQxEFLU7OV5bo7jxtzckdHnjXUHdu9s/jggbI9xbuePXlKmi1+vx8AkJqaClvZDA4OTkxMJBJhc7UU0PmanZ0tLy+XyWRarXZ6ehqqUkdGRqDaPiHEhzn7R48ewZ+hvb29tLQUFjm+mGvxP032OYRRFHW+HlRUgFIK5OdfzN17a0thx4qizrTcxjz3YLH3023+T/dKt9bv8R3uHNhYVL9lZ92h0Kc10VsH/Jf0W3bVtt0qqu9azVa3nBrMKhVqjw9YqtsqOz41VEZTqcqjZ55uOSDVd/Z/vO1wTomzoXtAl31wt+sSX3cxlWz8svilsrUnMWGcdiTn1NE1x4/1Ptla4nSce5xGVeQ3nao//ayma6io/tSbK1j/yeEDLWeaTg4UHIsdClwvrOvJNFYFLgJrVYd0cfq9vFrbkbaqzts60/4DbQ8LXFcyCwLK7GPzzS8dL2kYv5IWk8xezB5VsAEN57Z57x2Mfopu3kuX+1pO3DWVeQJXx9Ctu/aIlyqPTxKmJmV2fSrnUxidOO1XW6NfIr8Qqn3tvmsI2bR6V7Qkem1f2w3XpaeVHTc+sDU2nXj6LtVo3tvmPDnClsfqOvrf4w+9n3ek6eRDvjYW6p/5sOAoVRl0nnsMgVUqXAz3z+xoOfnz5UauJurte1bTdquw/jy6odRzZtRW1bm7+bT79JPmcxOZbN2Xxa/ZmdGKg3srK0rv37tVVGh/Z9VyhiKP1tbeuXmnZNeeIzV1FWVVgidYU3E0j9s2+mTSbrV5nC7KQnpdbhAHzpZWjmYkv2AxmkAc1B+ta6pvyLfZS/ftn56Y3PjR+lu3bp0/f37r1q13796FLhgAYGJiIpECm6vFh0uF9Y8EQcBmErA8CKolhoaGYEU3TOQnRF5Op3NuI+UFpsbvlX3OCwP1FKigQGHhGapmkCq7vaHs+vrirqNXwMGukW3uu9uaz6dTNfWd9wuOtB+JXjt6cYhtCAcGppGteSXhC60XBxevt/tujL+/q7Xp4jPjkeM7pStlXY8KfZcd/YBpPtP8yewKtpE5ct57Fcg31ZRIQxVdIHnzMZhFhlyA9S5w+uwr+1+29mQ+hrMepcVBHTlVf3aSOtzjvgKWbi7nHVf3tj+zeT6t6B7LqTwlXAO2Y58cO/GQO9y+x3mlTLzFHDoRugq4yh7n6UlTeXBriddzZTqdrtoTuF/W/liR1ZjGz7t+VWf1qhknwovJlCeZk5I5Cbf5TI5bB7uGdfQRS02stueBoba95crUW1tLqdYLh04CnTWA0WJaYXuy2aeiJYSLJJmFz0eOLyaSvCK/5Mbg4i1enHZnbm9ruQo+2h+u6h4+1PnovQJ/bACkmlpsdddaz4PVNp+/H+QcPL6KOeo6P/VBfov/Unz9dvcHBa3hmwDfvN9+9GR54LbtSG/zqecZ5urDnYOFjecOBu/kuz5dYfe3ngd07ZmPd4u9w+DwqSmt5ZiScmOsT8VIGB/CzG4dK67mff+YViR7Zf9rqrysZOeOAgCmnI5mkzHn8dDQ82cj46PjRYVFRw8fO1ReWVSw82htPc/k3b55L3lZUiwS3bJp85HaWhAHsWh008cf91+/kZaa2ttz4p1Vq0t279ldvKuqonJ2eiZz+Yq2trYbN25gGAZFW+BlT5sX9PzVWiK47CNHjshkMp1OBwAYGhpKyFZhzh42zElcYXBw8MyZMxUVFRBe/6Fz9l9k8JOCKpJ6Aqxd20tRoKICFAqgpgvkNgPDkfuHPgFlJ0HlaVB1cmplvqvlk/Edjk/ES2NW6QzVGNsRuqCldrNNnYWunqSsnTuET9bt9x3svvf+Xt+WqkjV6ZGqU09Kjz/aeDCy23/n3Xx37sGenZ7bhLGpwHEnz3Ffa/F8WfxK5mMKWztCuTDGvX5PoMh1beuBcEng1qoin8153VDX9/6+jobzoPkScF0AWfti+4TL2ft8RY2fCBeB89SM8/RMbkm4XLj9UVHze3nHKjvvEaby7IqeXdJdJLdFz/jnPX7kPDjt1BZEUKsk5wNLGf8yc9OqvcdDDwDfciG/5dS+wLUth0Llnff0eU2s6xLruI+RXowR9faI3OJH2aCKDcupwJfFL52tOyXvBE67CV4o73pcfWrUex3ktV5YbXWVBh+toN3Z+3u3OW69vy1w+MTo/vD9rBLpUHggtzRcGb2XtTdgKo/VdjxaY23Y0dpX7LyUbqqq73kSvQWcn0wut9Tsdl3OrjizMl/c6b754XYh3XK46xGwtVzFDIe/RH5duHB60Rs/27mjAMSnbVb2l4veWLp48cP7Dw6WHfS5/Y4Wl8cpDD18smlj9ut/99P16z461XvyUPnBnq7up48fB0SxML9gamJyV3Hx22++uWXT5pam5urKqtbmloE7d3YUbb948eL9+/etVuvw8PD09DRkUAJbiZOZmRmoQZuamqqrq5PJZHq9HgDw4MGD0dFRmMKHLXHmbjsCAOCGI0VRa9eura+vB/8ORnLMh/0zwihQT4DXS3uTir2b6gFV/yCnHqzb/ekPiIrXl5cqslwbdnb8n0kW0/6oam2RZbdnCVeT1dL7xpbi1ILDK3c5l2zdlVrQkmqv11qbMwqdS3KqFabD75TE3t0b09s9S7ZWE4ykY0XM5FNkt6jJQEZex5LNTjUZUjNhNf2iU+CLTDMroKzwqvxawkZU+cflZqfaKmks9Zn53hSudWWh/xcf12htArGt/RdbG1WML2VbLM0uEKx7VZGgMtQmbz6y3Ca+k9+WRouqLXVrCsJITs2aImFFoVdN1afmhdIKwsu3n1qaM+/80nF+1OzAbVGUDyusbXI+9pbBqeJDBO+W5x5T5tSk25xyU33aNunnWceW0e6Uou43s50QWHIqgFljSiaE8pGX3SwCKBOAs3h/O37hbBSlw4u3NKYXtKGmlpXbIulWX7rVt9wqpfNCKhdQmz2Iya3ng0qz6/19p3WkE8mpz8yT1Kbm5M1HVuUH5VuOYoZGPe3GDI0r84Nai0NHOdHcxvd2tmktrYQ9mGRyrNoelufUZeb7HFdBZlFYZWySU4KKDSiYIMJHMLNLxwqreffP0gtlr8ivpyNDiW7RE5Nj4xOjQ0ND0MFJRGeTkzMgDkZHJ6H+a3Z2NpF4Ai83EycmJiYmJqampmBBInx3+CWY84LPQEglxBMJadjU1NT4+DgE3LFjx2QymVarBQDcuXPn+fPnU1NTjx49evbs2Z07dwYGBqDOHtLt9u3bXq+3tLQUwgvaQtPi98/m/pfX14NFFEQYIOrBoj0ApU5vC4P07b1q7uS6A31/kZyXve/EPxLM+3yDYo/3bz7apil24vbDb2SX6gsbkiy1+rwmIs/98/V7NTZXSoFncc6RJTm1ycZjOptHx4WWbmlM4SN6LqTjospcb3KWR8fG1ExYzYR/d369TQWxohNKyr2iuBM1HMFNdSlcK2aqI+zi4ux6PD+K2cNy0q0vjCZl12kYl8pweOU2fwrjUWyt01u8WqM7g/Oj2Q0E2ZBhdS7eVJ6e50Ysrre31KUWnEDpyHzzK8UqynOb5JSQTAoKWxu+rSeZEVFbGCNbVhSFtFRDus2pIptQugXLD8o5H8KGkyyCJq8Ds8YQLqK2tSWZBdXL638p/FqS7cncfhynBaWhUZHbkMK6MWOj2tiqpz1LPq7LLIhpaAEnfQqjU2V2EaQzjfPpKCea27DCLmktDrWpZYVdUpuaM6yC1tKqNrWs2RbRmFsxQxNBOnFOWJzdqKUdy7bU0scuNl8EBOtJs4tfFr9gt6+xsWcAzMzMTgEwC/s3QJudBc9GRkEcTE/FQRxMjE8nrjYzM5OI4yYnJ+E5BNbQ0NCLS09PJ1gDAHjy5AnkF8x/fXYd09PwsaWlRfZy/vbDhw/ht8Ce0Tdu3Ojr6xsYGIBFQp2dnfB7YeQ492oLDYzfW3vRoIKQUdTrpSCp+Mrr1MBrH4YXbTyt3BxON/atNnUsz5XeMTjW5ja8l1Oj2HlBYW+Ts2EV40E4ieB8KCMgFofC7NXx0pJsh94W1nBhxOLV8SHU7NFaO3A2quXaNExEw7arTMElW3w6vvP/Z++9o6M6z7XvsYm7HcdxHMdJznHyJnEMGLBDcMNGpkiautvMnqqKQIBASEJdM7P7FEkIEFUSklAvozK9d1UEwmCKC3HvLbGduIA0w/7+GJAVO845Psd5fc77ca9rsfbMbLa29lrz03M/z/1cN4hFQDx6xQPaD5F+kPSAhEeJOzJo789Wlz25sUlhCEgoN8x4IdrzTfxaR4ZS6Aii86eqrWl6N6QekOA2KeWA9WE+7uEzkXWYT7prcp3aKTUGAMIBGkIC2iepPsrDAgJNRGqcBvEQQo+ICNfasgFJTUhSE1qr9oKGcQFzQqA78V3xCzWOCTAfQAbFhhERGRDiPpAKCnEfivuACocQiyhqT6zTjKzTRBHDMa42Iqx0IoRfSnqBSqtQ64OpUAoW4dPjIBNFayZT1G4+5pfWjPO1Hm6VQ6KPCDVOVB+GCK+YCaK6EK/KLtS6UP1/oX+tH6D8Cf8chAgiRFCM+8W4X2WIgBqHsjoqN4SFmBc1jCD6Ca4mkHCvXlvmgOiIkAjKaib5Wl9qlVtiGBfiQYlhbG2ZA2KiEBNFdCMCLAAZQqmYA9V7YMqZu2+sqPUkQnnEtE/ERIV0lE+GQf0YjDkkpDubtq5M/y/wKz5Pl+272C87m7Ff0Vx8vXXjXA19IuZ7S8zVdiWGWolj9u/nv+bqV/fv33/bbbdJJJK33377o48+euONN959990333zzL3/5y6uvvvr888//w+7ZV8n1n4vLG7xxjgnlhNlFprO/rWeX42/duf65J7aMopVvy/ETsvJJlSa4SePJ1Q4sJ08+SY6nGqcAfZjHRAHSD+pGYdr/VIkdYUIQMwKRQb7aB2A+CROBCR9EjfHU/tQKb2qZW6QNo8w4TIzBxAiIRyAsChIJw8+v8Mvzs9VlT/zn+MXVjaQyUZD2pqqtMtImo2wy2imqHBBRfgHhFRnG1uF+QB9OKjNDlAsgnclaxzqtQ0CEBEQIJMZgehLAQwAWRI1BmPEJabeQcgmYKI8Mr1aPivQnvyt+QXRYiPtAOgQzYSHuExJ+mAlDdEhUblPQIYgeSy73gIYTqfg4wEyAzGT2rilhpUNKeFDCA1OhjN3HAcPUGnXwqVIbpBsB6DBAhaXV4xLDCEQFRLhXwoQQOpBabuFX2VFdSKILIXQApr51/dc38UtCeKWUn1tuBjGXWBcVaL0iMgoxY6tLrKhxXLVrWlo9sbbMzlV7IDqSvucEV+1JrfLATBTRjSC6keQKF1/rh5goZAjxCBeq96SWm0RVA+nVfhB3IZT3++XX1/s2zt8bNB9niU/n6iTYK3Ve8zPHxMu5beENDQ033XQTiqKJ+f5EnWpifPf222+fPn36ueeeu8qv/2pc3t2d8Mtnk8LsIpxNwl/hLJ9+HBgTbHktO/9pdFNgwzbvth2ebUVDK8vOA+RzcuNLKt00gI3DlX4EH5WTQTEZlZHBrLppWO2ENN40fURG+SRaB0gGhVoPiPthwi9S+yRURMpMCCo8EB4BsTBEhCAinOARSPgAwqeYzy+9X0K6YNoLUd/IL2H1eAodgiiPtDokxS1y0q6g3TLSCZIBgdYD6KICKqTcPYFWR2R6l1A9ANeNQzvH+FRUpBsXkRMpVSGACIuIsAB3qHaPCWkXF7ehu44JddFUYpJHTX1X/BLivoStY2LwBZABmAlDdFhJ+VS0X26cWFNkAegJITkmq56CqVFU607Z3pdbO5Kp868rMIkq7HxtCGbGpYao1BCV6kMI5UdwF4K7EMyOYA6lPiCjvTDugjCXRBeSGaMQHeJr3N+WX0LGJWRcib1TMD4G42MJl0RhlSVz56gIM8sM3rTdk8nlZq46KDFMIYaRVI1rTbk1ucqJ6KOQLiIgfGvLbULSLzaOgkxIbBwVkQE+7oX1EbFxFDb4RLQrvS4EE1ZeSY+EsMGEFya8InpUSI/yySion4Awh4TyZDHWxzO+Nb8ufYPmt+P4e7Fx9lL80qXYpXgsHp+Nx2fjsVg8PhObTWg2Foux8Rgbn4nFZmKziUmuxJgrNq9J2txEWGIsljgncUtNTU0cDgcAgMQ7H3zwwRdffJGo3Z/zs3/llVe+bgl9FV7/uZjHLw7LcsLsIpzlJL2yPPctbj6r3PIanHYqY9PEhm3R3G22x/GL6/A3kvEXRZrp1MppYcUIVz0mrAxm7X0+eYcN1U0m77BKqBEx7ueXW4Xl5nUVLr7GI2ZGMncfh/BwSolDTI0K1QEAi4BYBMQTexiDIBEESD9A+BSYI532/Oyp0ic2NMn1fvF/yC/j2DoiAFJuZd0oWNEvKu0FK4dQzI7QIZDwQ4axZI1XgLsQfRAhrRBufrLCwmUCKVhQyIwJ8NG15X5EN4Ywo2vKBkDaw8VtSWX9XCKwVuNBak9zyaPfGb8IP8xEADIowHwgFYTokBD3C3GfHPes3doFk2ExFU3VhAF6QqKbWFPiyDRGoUqbEndJqixSKphVOyHAwhLDUYQOris1C9UOiPCKCbeE9CCYI706LKwcBqosquqoXB8ECa+YCYoIv4j41vVf38QvhHCLCbdQMyzSmiHKB1E+gByF6HHEEBWSfsQQFRtHJNVjyVXOVI1bSPpBOiStHU/VuNeUW5NKzCAThvVRrsbNxaxrKgZRxqmq8UtJh4xyoEwQIjzfH7/mwyuWANZMLDYbjyWANRuPxdj4bDye+Gj++OubzHPYeckmy7KJ+tWE/9eFCxcSJWCJsdj58+fnw+vqnNd/NS6PwnAOi3NMLCd3GkXZTJztKGbxfLYIfb047VTVppPqbdFc3VtgQXht7jBcaFLink3GYE5tOIuxqnSONVv2rd/pVlGDubvda/PqkaojuTstEp1HpB1aV9SdVuOX60MpO/rFZAglQyAWArEgiIVBIgwSEYAIJ/xVFJg9nXLf/VTpyg2Ncp1fTLggygOS7m/iVyoV4DIhiHTyKodR9dB6ozfb4AdL+8WET0oF0nZOcCttawraJZRDrO5OZ4bltV5lXQDCnbyKYTHmUekjMsKZtLklw2jj7miR6waV+mEJZU/Kb1EYRlH6O9u/DdIhiWFEiPv4Wq/EMALRIa7aBVDBLINNqu1FcIuUccCMFzUG1xZ1yHRuXn7DxmpHFt4DFRySqntERS1Jec3pRq+wfBDWWNL1XkFJL1DSoyRtwh2dQEm3inbyd3TJGZ+EcHGr7BJdGKDCsH7k2/JLoLcJ9LbEmRB+FMKPIvgIgo8o9B5uWW9arQPEe9cWd6ftDMmNkwAWRDATgg1wS9qf2tbIK2lX6m0y2sIrbQerevmlHTLaotDZFDqblBoWVXajxFDargBADAsrulFyWE5aUe0wSvlRyi+ix0TUGI+MgvpJEHeKKW+Gzvpo5rfmV/wblGhHe0XxeboUYy/NsvGZeOxibHZOs2w88eYsG090AZmJx2biX90bNMevubL7xA6hxPpj4qPW1lYOh5PoX5toqc2ybKJs4ptcCa/C61vGXBaJJ6wO2cZG1nSWfeUI21HL4iq2KOdjfPM7eP4zhkF2y+4PM5kXcmtOFLe+sdP6fn3w4h7PhzLGs/Xg+J7An3e6X69xv55c0Iibntnrf03n+XNJz/NP5ncIq4Yz6iaElVYxGYGxAIiFQW0QxCIgEQXICEBERERYRITkWkca5b47qWTlhkaZzpdYf/wn/FqjdQM1YxKdb3VRj6bjbEPo44P+j4sbTsCYR1BuRfXhjN1Hy7uePTT+xbZ9QbiiY1XRkZLeZw+Oz2bUja7Mbc/eObHb82f7i2xxy6QE69NZX6gPvrU7+Of0Gj+E+b5D/3uICUsMI3ytR4D7ZDXjIsIvwLwbG840RT9om/ikrPNscnEXagxIDP6Uku790b91T/3tcPg9aWnzRmZg8FTMeo4lB18WlPVl1YSN9nf3BT5K13vz94/3TF/qP8m6XmT3+j5UUg4p7YE0Nr7aqawdF5EhERn6rvgFY5b8pumW6c/2RN7Lrh9FKIdI6we0gfRq5+HJv/WdZQ32VxDMVHB4cm/ofcuLbG59iF/WYbC/utv/zr7wB4WHjyr1Np31pZ2hD42+dzfWh2GtSaweBMv7xIRXxgS/R37NsvHZeHyOXBdmZxL8SsBrPr9m2S/Lu+YGX4kJr/kjr/kHs7OzifqvRP+ON954IzHy+g/j+ybC/7qYsznksByOKRxm2WmWPcua6tjiNDafy+I5H1fmvOQKf+bwv9vueGH3kXBFg22Xadx0+v3gy5/n7R/sOvZqx8k3msbOmc9/mLvriOWF9+s9E/vGPuo6G5fQ1tSStuxdIzBmEZN+oMoB42EYC4J4FCKiADkKkCMickREjigwRxrl+WlSycqchv8Mv7i0n0sHlDVBmHT0Hp896Hv/yMjnfccvpemC/B0mSGPPO3iiaeTjqb+yRMdR4fZ9bVN/7j/9xdDpSypiME0z1DX+WYPrNbr9eFG9Rd3ks5z+qN520vFc7KDnZZV2WFrx3e0fIgNifVSAeQEyIK0e42rc0uqx2tBM9/S7Xcff6Xv2AqRtg6l+iOoraR8dfGF2l/nY0NPvGzr9zZ5T3eOvNXrPdR3/cH21yTj8ivsl1vYsq8LNssreyuZjFU2T3ZOfDZ1ms3ROOe2Rki4h5lHUjqdqfXziW/OLZzDzDOZExw0QnwLxKTE2IsZGMmp9h49+3nzsLwMvxA+OfQJjA7wyG6z1Nvhe6Dn6zgHXs71H39W0Buttp+vMTw+d/Etr+JVcQ6/j3GcH3c8NnfxLo+883haxnP6Esb9keZk1Wv8kxfulapNUMyCj/CjhBS7zawTUi2fjDQAAIABJREFUTwK4C6G8GTrrI989vxLMis1plmUTqEoogbC5l/MRdhlkV+a8ZmZmEv/O1YJ9hV+JmJmZMZlMHA5HIBCwLHv69Ok5J9WvWKpexdZ/O77kF8uaWDbMstOsK58tepRNS2ZxFYvnsJW6yaHwh92jHxdQvcvQEu5mhrRMO174NGffcO8z721tsW05ZBr400cFTUOu1z+FKmsy9kaGX2M3HBhPLm5XVUdArRXVRSVkAKZGYTIKkWMQOQJS4yA1CpCjIiKqwBzplPenSSUrcy6Pv0DK/c/8C3eOrywdlhn86/dODJ9mZerBbbtH3C+wW+qnZLhbQrhR0pN/cKzz+MWCere0olWibdf0HBs+w6432DfqXe7n2D3mF7bXuZVVjXvMJ/uPvbMmh6gdOtN3/JMs2i6rMn1X/OJrPYguIsB9IBWSGEaTK+xZ+542vcRm6jug8v3hP7MFzWEh1i3UdrUe/0u18/k1OVhr+Lzz1LsjL39esHtAuM3YeeyDyiNROWautb7eFPpLJm1PwwbTsEG4uL178rPdzrdStzXDGquc9vA1LoQJratyi6snvit+UeaXOk9dWrVtT2FrdPhPbPYuv5QOgRrP4Ik/a1tD8qpG0/EPqk3HSg+6+FtrK5t83vMz+buHB0/8WV7ZaOyfah953dg/1TX+1hN5B5qPf1Zjfwmu6pJqBjIZu8oQhtSO75FfCTbNp9j849i8i/zjn3glkfwKv+ag5vF4OBxOwr/w7NmziZn7119/PTH5dRVe/5KY2z6a2AdfV1dXXFycn5/vMU1YewKdneFdu7ordYM1+x2drjccYx+sS69usZ+3Tn8+/SaLNUTpxnDk2Vll4d7MmiHny+z2plF+yWGEdgmqBqU14wDp4xFBPhEQUgER5ReRThHhgEgbTNlQ3KVi/Hc9VfloTrOYDok0HhEeAoiwkIgIiQhARgAyApEhiAwjZAihQqvxiKjmeHL5cOXA6wOnLgHF7RsNdu+f2PwDY0hVf0pRpwS3Zhlcw+dY7MiUtLxdWNah7n6m/+RMlt5avD889T7re46dfINt8bzb5HyrxfuxuKBbffg51zkWKrZnEJcr1CSEW0K4UcKOEnaYcsGUi0/6IENEgHtAyq/ErQrc+ss/ZiqLWyRkVEJExHgIwYMI7kdwf8L/T8p4UcYLEzYIt0K4GSEthW1Pt52Mg7QDYlwtp1jK8dbqonZVrb9h/FNN/3OpRa019tfMz7JHJj7pf/pCzfALljNx48A5KL/Z2HN28Nhsrs4pKe1TqofLGk+aT7NppF9J+KR4QKL1IZoAog0gWFiMRRDKjlB2gPYAtEdI+4W0HyZdMOnK1DvueHQTv6AlnTSLCaeEdAmIoJAKI7hdTDqklENGO+WUXUpYpdigRGPa43itIfCeUtNT1TxuPvlF2cGQovxIntHSdXImtz4AqHs6Ts1W+97kVXVD9KDG/Fz96PsQ1d8y9VHP6QtDZy5sP+DbUmseOPGJ+/j75tHX85iBbHWHQmPOZtywxiejwjAxAuNRCAui9KhY65KRvgyd79HM/ZwFNz6awr/Asp/G2RjLXoyz7CV2Dl+JuflEf9qLLHuRvdKydn4FxfxTL7GXLrHxS5euQI1lY/H4bCw+G7/SnJuNJ6jGsmycnY2xs7HLl5yJsbNxNha/EGdnEm/MAyabKNNPNEC7Ynl4+YK1tbW/+MUv5HL5/Dkvl8t1FV7/wmCvFAF/BWFGY+PhOtOePVa8rGlLRbdur6fF855l8hNxcWdX4P1Gz3ueM6y+/RTVMmk59lc0f5/COGw6d2HzwRGgqlNeGxVqLIBuNFXj5pJhHhESUEEhFRCSLiHhBEkbRNqkhEelC961Wv3ohlYxHQG0XhHxJb9ERHiOXzAZQsiQsOY4sPMESHq2tz1nOcci5d35u/0DJy6UHD6OagbX14XltDNd5zA/y26udmRRg1BVz+a9oZ7pLzIY87ad7uGTF/OrnfnVztGX2cHJL/ZZ3l6dsV/X9ZrrWRYt9+Qap74rfkkot4T2iCmHhHZChBnEhne0n+x7nlXsDAkJW+95tqjz7JPbWiS0Y+B5Vt33LL+4Hes9dzj657w9gY6JT5ojH0x9yFa1TMLbWzRNU32TX2yk7SrNsKJqaJf1nf5pVo555Jgbxfyo1ifGghIsJMEjEiL6rflF/AN+oZoBsvuZwVOxpOyarXWu0MtsmqZrXU5NyT6f6zV268GRJ7ce3B/9sPH4Zys21W9qGu1/kd3cGF1TcvhA9J2Opz+1v3CponU01zB4OPBa+MxffU9/qD7gVxQ3phN2tGIAUnuk5L+MX/G/I1ei4CvOsjE2fnkGPpZYaPySX4mBWQJkszE2Fme/hB3Lzsx8Ho9fjF+mWJxl47H/qCl3XV3dLbfcgqJo4mUibfwKvK7y6zuOuceacAqbnp6+grDaerwTx0148cGMojZ1rXXv4Fsdwfd2W95p8b0vLGir7X124NjFztC73aF30W17tzeOdj/9aXadD6rqSquNCisGBViAr3YJ8JAQCwBkACB8IO4EcDuEWxDCqiCcGTrv3U+VP7HhsIwJwpgbIgIwGQTwAIAHQCIAEon+sgEx4ReTfgEdSSp3gBrL9sMnLacvAYXNRfuClmdmZdiQkrLKKEdKUZeKtg+cYYsPhBXqHmFl3bbGweA7M1sP9OXtaR8++/bmmubNNc1DJ9/oP/5K+9hLqXn0bufp4bOfiNXN/OJ98/NHhHQhpCvRKTaVComMY1w8kMgfpbjznhU5suJ2hBqDyVGIiIJEBMRDIBECiQBIBkDCC1F+hPGhxiBAOrjq4a2tp3peYHM0zZuItuC5z8p3m4uMvfKCXb2B8x2uc9It+m73Oc/UW7ll+9YX1eVrGsyhF6ob7Ki6h+h5ZuD0pQydFazoleHDrUdntL0vQJgdxh0Q4UFIH0wFYSoI0WGIDoOUC6RcAjogoAN8JsxnwolMPE3vuf2xPG5Bu5Kyw4QHIX1cMsqnRgHSC1I+mPYhtF9Me2DSjeB2CLOpe55zvsImbTpU3Hw88DqbpXdk6e051S7P9LtVdf0b1QdDZz/Wt3pEuUR35Pkj3tNZFXuMbW7XsVc3qffqDw46x/7kHf+Ta+T51VlMg/tPDf530MruNGNYofMrao6tLraJyDEROSbCwwgzBmMeCeVP0/sfzjrAufaaJ9etjbHshdiV/PFSnI3Nflm8xcYvsfFLV1YS/1H2eGmeWDYWv6IYG4/FY5crU79apxpj4zH2cvUEe/n/sSw7E7vIsrPxy8xkWTbGfkPMFanW1tZyOBwul/tNI6+r/Pru4ysPN2F2WF9fbzJNeDtOdXaer6vzFNeO1x06udf6RWfwQmXbG6bjLFLuYPr+5H2RbfK8e9j1dk3PM7tDHx45/plU5+KWdCBMKLlsiIeFYd0onxwREhERGRKRQRHhBggnRFgR0qrAXZk6/92rK57Y2CzXhRDMDRFBiAgCRBDAAyAeAK/0JUw4WIh0I3wqLCGdmw9MDZ2c0fedbQq8PXDii6KGyfajX6yvC8tpV0XbqYHT7AH36+ty67Pq2jX9QdPZd9INTZvqjvhf++t+11GszdZ/7JUD7uOWMx+WNlgPBc/XWp/ONPbl7jZ/Z/wivSDphWmPrDoEM+6UioHMvWN7x7+oNx1rtJ0eGH2jQN9jmXw7n+kkDtgj5/6WT7T4T3zQNDCZsb02s6A2dOK9kWc+3Fp1QFLVvdP64tBZduveEFTRW9Z6wv82u/XgUQizI7gDJr1iyo/QIfjyokHw2/Ir0TsSpn0w7UOoy/yCcVv+oanOp1lN19nDo3/b5Xxj+/6R1rFPxBU9g5EXO5zPEAdtwTMfle7qc5x455kP2eK6nqzKPc3O6fDZ94t0zfs6vONn3w9OvTLsO5WFdfpfuNR/4qK0qgeotEhJj6ruBECE/wX8upRomH1FV7A1G2NjsfhsLB6bZWOJ8dVXfbtisVg8/nf8isXZmcufz7L/KOa2c8+Vrc4VqSYMJJKTk+dGXuFw+Cq8/uUx//nOJZLnz5+fmJjwdrzT2XkUP3y2tuNFxvTZbvM7t62o8L/Edh5jOyOf19vek+7oKN83OvEqu8f3bp31T6h6SLijTUb6ofJBGAukG0ZhIiTGAgjhF+MeBHeIMTuKW6S4JQ0zr2fsv1i1Y/WGg2mMT6q1i3G3GHPBuAfG3DDmgXG3GHeJcTeKu1DcBeLOrD2TSGUfXN5j7D1pPXWha+zPJfuD2/aPNkY/zt07XtTyTPP4Z6F32MgbLNN7pqr9tPtl9iWWbR3727bdQYPp+cETM+Nvs4V7Q7y8Q63Rj10vsOZzbG6tn1vQDpX3J1ZFr/DLjVxZCf1mfo3C5AhERkAinKjLvewmSPtBwgsQLokhKNb7UyuHIdpV1PW873W29ySL9z6vpOx9p1is+7ncXeGOY7NPf8bucb+rwC0N4Y9sL7ADp9mCg5NgaU/D2If+d9jQB+yBkQ/SalwlnU/vHfk4pawLouww7YAYD6zzgIwPoL0C0sMn3BDlhih3Yv6eT4f5dDhBqHS95/bHtnIL2pWkHSa8COnjJcZfdAigQwAdBOggSPkB0gcSHpBwK6tDBteHQ+fZvnNsZk1w68GpwWfZnLpwttEbeYcdOsfuC3yQYXT1PsP2nWVNz7ItR/+6cbeP6DvjeZU98Ve2tGlcqelzv8B2PX3BdPbSlkOTEtIKkl6B1rm6zIXWTAmpUSE1IsIDiC4KYw6U8qTp3Q9n1V9zDWft2pUsezE++yl76SI7+zkbv8jGLrDxi2z8InvpInvp4pXc8SLLXmQvzVxW4oTYRTZ2kZ29yM7OsLMz7OwsOzPDzsyyF2fYmVl29su9ivN967/uAc3+/dLBXNlXLBab2yeUiK+8ZFm2s7Nz6dKlc/nj1+P7/qL/vxtfR9jlRLJoorbWm19/vuLg6Wzd23J87JFNbv3wJ0rjM+l4uLzlJbRsCCjoNHafUVUHVTqHsHwYqhxUGsZlVFCgCYmJCECMQFgYIsII4YdxF4w7JbgVJawqrWU97bxnVdHqDYfSdH5Ua0cwF6J1wpgHwj0w5oExD4K5xLhLgrskuEugtkGEW1jcIdUOpqs7y/YHNhutisqOTL1Lig1JKReC21S0I7vGB+5okVV1Zxk9GTqnkjBn6RxoeTdQdCSHsWRT5oI9wTU5e/Lq/JtqPDLtEG/7kQydW0navyt+QZQfpvwi3AlRHoneL9DaeGqzrCaUUxuUYhaJZihl+xGkakCiGeLv6BRXDSBVA/yiDlQzJNUObdoVkmqGFLhFXGkS470qgzm9xp53MMIt65AyloxdAYG6H2GcCOOEGA/EuAHaK6I8/11+UQGQnOOXZ3Vhj0htzTt0PL0m9OTmw0DVUE5dBKgwgWW9mXq3grKu2doEVPbk7gnJaHPmTrecGsqotm+s84jVvRn0cDo1hBS3ZdPmjbu9m+p9SfnNMp1Dog+J9aG1FW4RPfIv4VfsIjt7gZ29wM5cuIywmfmKsV/rfDbngTP/zQSwEnVe/2Sd8R/G+fPnOzo6cByf6zh7FV7/V2PuQSdWJBOJJIqbMvFwWu0pFe56Yovjt2h98wl2dd4gZ2Hp/0nGtW0v6rqeF2w8mJxmSNlyGNh+WFk5pCzrS8f9OZRbXO5Gy2wybUCmcaNar0zrRLU2qdYiw4Zl2qEsTX8ubf63J/LW5dRnMU6FdkiqtUo0ZpRwSjC7GHOIcYcEs6OYXYrZpJhNpXcLy/uy6OGi/eH0yjYgbw9c1LTZaE3TuVIK2jJ2RhQGP4qZFZRdXNqeV+dNwyKCfDNS4tygn0zHwwq1L4uKpONBJeZNJwLZhhFB4QCvcCBDF9m0+xhS5UhkqTLcIcMdctwsx80S0iYhbSLCLdYHAcwJk540bDgNG7r3j2npO5pkpE9GeKW4B8XcEsyJYk4Ud6C4U6y1KBg3StgQrVlO22WkDdYMooRlzQ7zmh3m3INn1u89ydd4JboR5c4phInKao8CZChj70me1ickQyvyenmYX153TKzpASs6EHWPjBiQkkMyalhY0aMyuFDKjpJ2MelACAdMuBDChZBuhPRICbOUMCOkEyGdiR5riVWIHMb600dywPzGbHxQjlkVuB3EfTDhF1M+MeVFSA9CuBHChRAuMeGUEM6s2jCitUCVg2DFQLres6EuJMMsKsohr51aW+aQGEbT9hyH9eE1ZWbYEORhTh7mSFFbQdqPGqOoYUSsC/Or3GI6IqzsUFXbxKQZxAZTykwAbk/fNYHQAYT0IaRXjNkUtFumHVCRw+t1w09kGhdwOMlrHmfZC5dmP2UvzbKzF67kj4kJ+UQWmZiNmmEvrwzGLrGxS5dm4/HZxBag2MzsleTxyomJgzh7Ic5ejLMXYvEL8fjFWPxCLPbF7MxMPDYTi13Z8xiLxWZmZi98fuHT2dkvEiO22Lx5rwS9Evj8mP3iL+xlU+nX2I+f++ADr9ebaH3W2Nh4FVvfT8xHWOIgd5o1nWWPvMLiNvbx0g9uFxy8lWt6stBttLE5dWdFZcEsJireMVBYG1QxoXTSsbl2QlY5DJa4sumQuCosVftlxJgMC0rxsBzzo5hbqnWgmFWKWbLxoc2M9ZdPbF23YV+2zq3QDku1NonGghIulHBKcKcEc6C4Q4LZpQmEETZBae9Gg01S3qEqb91A9GyptsFFTVLcIietMsaL0m6w0iTRDm/d5UMrOjPJUbjElWs8Kqv0CbcPbTRMZJJhcakdrXBkUiGkwq4k/BtqJ6QaN7dwII0OfVf8AiuH0vReOe2E1INS0qrSu2SUTUbZMnYd51Y4ATyQUu5A6AhIBPkaL0xHhERARASFZFCAB0RUOK3+hIiOJFe5lfRQptGWu9u3Nv9QusGeVeMWlveoDC4JaRMTVhi3w7gNxp1i0i2hvajO/9/iF+5CCJeEcEoIJ4rbIbVZituUtEtG2FCtOcGvlApX1t5Tq4qGQDokILw8zA3pAiLKKzaGANqH6EMA5UutdIh1YTEdAfCAXDcsqOhASDPKWKUGf3Jpv6JmdG3J4HfOL5a9zK/4bCw2G2Pj89YR59YoWfZi/LLmmDbLxv9RtVc8Hr/IsrGZGMuy7MUY+/lF9sIs+8Us+8kMO5cxfs6y77OXDcKeYz+wTU/jOH727Nnp6en5ll7f9xf6/8/B4hwTysFxTmMuBzfdm3mEI7TdCVTfnnTk1uX4zSvwOxbvuGt5yb2PFNz72ObfPpx558P5P3sk564/br5zafoPF+Xcfn/aDxfm3rF4w433b7hlYfYNizfesDDz2vvTrr1Pce1C+Q8WyW/+HXTP8nTOdX+4/jfArUvSr7tPwvmdbMEi1YIHsn6wJGvBkuwFS7J/sCT7uqXZ1y3Nvn5p1oIH0hcsybjpAdnND8hvWyy+dZH4xsWyGxZJOYszOIvSb3x0O+fXsh8+uuXaB9Kv+Q3wo4fSbnkQ5fyWd+NS8e0rlNcuBhc8AN24XMpZKLxmGXTNMuiaZeA1y8BrlomuWSa65kHhNQ8Kr1+Ucf2ijJsWym5aKLt5ofjmheLrF0uvXyzlLFL+YGnGgkXK65ek374Q+beHMzmcX/9mGXzjIsXXJL9xkfzGRbJ5ks7ph79Dbr9PfPv9kh8tRH+0EL39fsltv0duvQ/+0QPoTb8DbvwdcOeDitsWixf8mnfHMumPH5TfsFBx4yLFDQsVNyxU3LQ4/eYlGTcuylhwn/L6hZnXL8y8bmHWdQuzrlu4fk43LxLfvEh8/WLF9YsVP1ic9oPFaTctkt60SPqzZVLOtQvvfgD52RLxzb+X3HI/etOyDdfen37d4rTrFqddtygh1XWLVNcvUl6/SHnDZSnmdPn3+g14+yLpDxeKr/sV/2d/UNz6e9GdS6Cbf8u98TepP1suvem3gpvvE/54qeJHD8h+vDTt+t9AC5ZIFiyRLFgiW7BEtuAB5YIHlAsWpy9YnL7gfsVNSzNvW6q6aZHs9iWSOx9S3LpQyLnnSc41nJ/e87P7H1i27A8PL3/0qYdWrFq47IkH/rBqyYq1S1asXbJi9QMrVj+wYtXiFU8uXrFy8YqVix5JWvRI0uJHkhY9vGrxiqTFK1Y98MekB/6YdN+SxxY99OSDK9Y89PC6B1esXbZ8zbLlqx9cvnZ5Uuqih1fdu/gPv3vwsYdWrr1/+cpfL35oySNPPvT4qgcfXbX04ccf+ONjS/746OLlDy98aPl9Sx964KGnlj60bukfUxY+uO73y9bc/wfuohXJD62C/m354795MuXepBX3JSXdCybdCTzOyb2Hk3nv9/11vRpfiYRThQnlmEycxulF+FlO5iscoQ2o/iCp4OSKrVMrMk1PZpnXZnenZDaultYlFwxw89tT8nq4m1pSNnTzNhxJ3WTibewSFdrB7UP8giH+9v6Ugh5uQWdqQQe3oA3Ob5LtaP7lyk2rVAZhwRFRQUtKfltqQVtKUXdKQde6gq7kgq7kgs6Uws7Ugo6UgnZuUSd3RydQ1AwUtSCFjXBhg6iwWVRwmF/Wv7awc12J6eGNh4VlvckFbfCOFrS8Ay5v5m7fyyvYzys8sHbbHm7hAVHFYW7xodSSA6klB1JK96eU7k8p3ZtSujeltD6ltF5Q0Cko6AQLWsCCFqigASpoEBY2Cwub1xUc4e7oSM5vSd3eKtq0R1rQ8KsHANkGnajgyDy1igpaRQUtX6qweZ4OiwoPi7c2SLY1ovmN0u1N6PYmSX6jOL8B2XaIt2EXsv1QlraHn7sb2LpPXtYq2dHEzd0l3N4qLGgVbj8i3N4qKmwHd3SCO3rAHd2Cgi5BQZegoEdQ0MMv6OUX9PIL+vgFfWBBA1jQIChsFRS28oraeUXtQEEzUNAsztvz7yvShNkG6dZ64ZaDorxDgqIebn4nv7CDX9jBL2znF7YLLqtNUNgmLDwiLPzK79UqKmhVlXVKC1tkOw4riltkRQ3JWXokf09WVUtmVWta+WG06JC0qAHadoi3cQ+0rUle0sHb0cjb0cjd0czd0cwtauMWtfGKOnhFHbztR4DiLqioVZDfCOYfEBc1iLbUJalwzjWc62+6kfODGzjX/ICz4NYFN97Bue7H19xwJ+faH3GuvZ1z7Q85197GufZmzrU3c669kXPtjZwf3MJZcEXX3sK59hbONbdyrrmVc8OdnOvv4Cz4EYdz2xXdzuH86PI5t/yYc/OdX17nhh9yrr2Rc80NnGuu51xzA+e6mzg33sq5/hbOdTfceMu/X3/TvQtu+CXnB7/kcO7mcH7B4dzJ4fyU8+NfcH76a87Pb+PcweHcxeHcw+Hcy+Es+r6/rVfjq5Hw2JlzqgiHF+Fn7808gtvYvP1nc40vbdX7t+sCZbirWG3aXNos17lU+qENOvcWejiPcRcZXQWGyHa9L1PrzFSblVpXOm6Xkw4V7VAyjjTGuoUxb8T6fr1qa8r6unTCskHvSNe5lZRDofMpaLeM9shoj/TygUtOO6WMV8b4VIw9jXFk0uYMyqyk7UrKJmb8MOVBDWGpMZJd65doh7MJE7D9UCZpyaasWYwzW+fKMHgyDF6FziMhHVKdW6pzozonqnNKdXapzi7T2WQ6WxrpSiNdWaQli7RkkwPZ5EA6PZxODyt1rjSjR0nZ0xhnVlXXBrx/8WOq9QV7MynLt5KS9CpJr4ryptG+NNqjojwqyqEkHXn1UaTKtL7ahWpMubt8MtyEVHXl7Q1kUu5Myp1JujNIVzrhyiDcWZQvRxfMILwZhDeD8GUQvgzCP6fL90xZ0ymrinKoKEc2ac4mzbna7oVPbZLm7d2i7dpAmrO1Axm0L5PxZZD2r8n2TyTV2iRqi6RqQFI1KNP0b6rzrdebBQWNMm2fcEeLDB/O1DszjMH1dSMKXViMe5TMsJIZVjEWFWNR0TYVbUunHOmUI4ty5Ojc6xl7Bj6cTQ5u1FmyiX5ZWeu1d/yfu+975OeLV999/6qfLeH9fCn/joWCOxby73pQfNcy5K4H4Z8sg+5aJvzJMuFdy3h3LeP+5EHgJw8CP3lQ9JNlwruWCn6yVHDXEv5dSwV3Lkq54/51d/xuzY/vW/2T+9betTD57kUpdy/k/nL5ql889OS9K1b//KEnf/z7Fb946KnfPMK7Z+lT9z6U8stlyf+2JPXflnDvXSr896XgLxcj9ywS/+aBh3+17PFfLXns7kWP/vS+R+78/eO3L03+8cPwT9fIf7526x2okYPu56AmDtfFQc9ykq6miv/T4u/9DjkmlhNmObjpt/Xso0UTSXnhdbn+HHyiGB8vqrJvKu9dW+EUVA6JSy3SykFpiSWtfFBV6UuvsKdhwXSNE8X8csyNYC4Us4tJB0pYcmlrtqb/nkc3JWXUyLXDGZQVxexitVlMOMWYA9Y6YMwOY3YEt4txmxizgZgdwuxS7RCqHVJoTXJNn0Q7JNEMSRg/gDsFWgdEeqFKE6IeLKr3ZRH9CrUpTTuo0A4rtMMywibFrTBmRXAbRFghwgoRFoiwwMQwTAwjxCBCDMo0VpnGqtIMqDQDaZqeNE2PXNsv1/ZLCKuUsksxs4pxZFV15Wh7Fz6syNq+R6EZ+FZCNQ5U45BqE7JJtTap1izVmlHtkEQ9oCSHeYWtmQYbWN6BanqV1KAKsym1NhVmV2F2udqKVgxLKy1KjUOhdijUDrnaKVc75WrXnK7c86BcO5i4skrTr9L0b6NMv3tiA7ShdrO2ayNlSa/slWlsStwl1wx9RYp/qvXVIaDUpCLt+XvH0imzXGuSqbs317nWG+0K3JRtdMOVfbzivgxjUKmPQFoXiveheB+KmVDMJNUOSbVDMo1ZpjEr1EMqrVmlGZRX9adr+9ZTQ+tJU7qm64GVQuUWdUXNEfXOjhJj93b6yBayY7u+L4/py2N683TdW5juPKZ9C9OWx7RsYVq26Ls26zvzdB1bdJ1bmY48pn0r076N6dhGtW5n2op0HSXVPRXkJipBAAAgAElEQVS1/WXVvcW6rgK6vXRnw0ZtzUZNTR61exNWV2g4VFbTmqvdU0g3FelbdzBtBVT7DqJrO9G9DevdqhnaWqnbQe8prW4oMu7bqm/aZDiyqc5U3DGO1nlyG6fzwmzd62w9yzayLM6ypqtTXf8T4+8QhnNMJk4Y5yxv5HDzH320Li25Nl/Vaajo1lWaSkv3PVY7uI7qFlMDUrxVUdKdVtyaXjqYVtK9ng5uoBxyxqcgnTDtRkgrQFkhYjiHtG2kLb9aXZS66YCCsKsImxhzIJgNobwQ4QIJD0i4IMKdKGVASKeIConokJhySWi3jHJKKbuYciOkS0D4BIQP1oUkxii/uBOs6FtP9Ep2NGZhYXmZW1rul1eGwLIgUBqQEMczas4hxAmEOIGQ0wg5LSaOiYljEuKohDiK0FGEjqKUD6V8Msolo1xixitmvIJEw13CJzGOKAibinT8+vGNyuIjEto7T76vyS+h/RIqoYCECqTqT6XoT6bqT6TqTqTqj3H1x3j6Cb5+IqnKydNFeLQP2TmacejY6qphuMYvoJ1iyouQbjHllRtCMl0AJtwQ5pJQvoSLlpQKfCkyICUDcsolp1yJn4vQIYQOySivjPJuqvb9e1Jhau6hbMKaqQ9J1HaRNgiTUSnlmye/lPKjlxVAqYDksoJzQuvPrsGiAt1oUqX7qUobn/Ina2wCyrO6yroOcwK1R4XV40nE2FPk+FP09DrjKTHjFjPuxPO5cuUgSgXFmE+M+cSYF9a4xbhHRgfkuoCM9v380TTeptocZiiT6JdUDSAV/YjWodIHIcwNYW4Ic0JaB6w1Q1ozrB2EtYMw5kC0DkRrg7V2scaMaCwSzRCqGVbgwwpsWIENyDQmaVUPXNYJlrQJC48oyhvR0oZsqrtgj2uTfkBWcURZ2ZbDDKRrOzNwUxZuSseHsylLOulQkW6VbiQfNxdToWJdeBM1uV4dBErHuLqRlLqzv8U7l9Z6fzlRxzlfz2FzOWzSFTeEq/E/ML6GsKQwu7xxOj/fVYSaaou99bjLYHDoKlvuZ9zLjTaoJigzOpS4N1fv2KibyKU9SKUHLTfz1QFY7eJiPhHhFNAeAWlHdvSma4d/vqooeVODFLNLNGaR2g5p7QDhFWEuodYtxFwA5gJxN0g4QdzBxXw8zAdo7SDmQLQWRGsBMAegtSdXOZOrHIg+DDFBsKJ/c/3I1mpLYZ0zXR2AtptzDcc1La+vN56CykIINiUhjgPaKUA7BWiPAtqjkHYC0k7AmjFYMwbgQQAPIrgbwd1i3CbGbSDhBAknnwrwCB9X44J1YVQzLFEP/Xx5Jrq9CcZdX5P7a/LMaR19Yi01vZY6tpacWktNrKMmUujRVHqUx4RVh07L6o/yaN/Kkl7QGNjU9gxaF4YJl6DKIqyySiiv9Aq/xKQ3cYcI5kEwD4J55yTBbBLMBuEeCPcAhB8g/GLMJcZcGYT1nse3rl2/L009qCS9SKVVpA2CRBjB3F+TB8Hmbtj7Fa0s9z5e5k0/9CxgnFjfdAatm0zW2qR1o2kHTwDG8IPb+teRIfH+55OI0ce0E0+Sx0DSAZIOiHBChDNxzcR9okRAgvsT/II1zkSJn5hw37duk2BLXZq2R6nuUuCWdNohwd2I1oHSAZQOoLRPQnmltBOlnTI60f3AK6W9MtojpT1y0ikjnQrKrqCdKsoqw82oug8q64bKOmXawY21nqJDR8sO+fN2WkWFB/j5B3P0Q1mMGS5pVeKDSHEbVN4tLusCSk1Q2QCveDi1wJ5U5BOvb0Y3WdAij3D7aGphlJv/tMBwmtvJcoo7OHUTHFc+Zzr3Syuqq/z6nxt/jzD2yh4jHMdx/Ehjo626uhnHd3PwxrvwI3+ke9cauoWVgxn4QBbp30Da04yTGXofUj2prBkT7Z5C6kbBXeNgbUCmcebo/fc8VZa6rU3GBGSUB6QCMOWHDaMQEwHoMMiEQDqE6EKwLggzgRRqJJUaEZJ+ERmAKA9MugHSKyK8st3TqURARAdXl5rTGEfb1MXu6LvT77KVhwPZdHeN5VnLuVlN3xmUGhTrHEJsCGRcc4JpB0w7ENqG0LZU5ngqc1xAjwvocSEdEdIRrm6UqxtNrTmxVn9sDTUuqH0aokIAEbjr8QK4bIDHjM7T2DyN85hxHjPxpehJHj0ppXwo6UUJlwR3SnGLjLAqySEVNdw29p7t2dmxt9jqgeOqqoO+859HXr7QO/GKfN9Rvt6fTDgF+gBUExXqg3zGDxhCQiYgZAKiv1NQxARFdERERxI/MZWZSmWmhPSYkB5DycBdazSrt/WghA/RTYDkiEB/UqA/JaJG52lMRI0lzk88AQE9IaAn+Jc1yacnVcRwtt5hPXvJciY+8gabX2fNqxkYeZ2NvMZ6XpiVarq52w9mVHth9UBaTURuCAiYiICJCOgRAT0ipMaE1JiImhRRk4jhBKyfBnXToO64kJkSMlNC3RRgOH530vanNjegpEtKuqWGcXnNUQE1ubYqvFY7vlY7tlY7ulYzsk4TXKcNpmi9KVpfqmY0RTuWqh1J1Y6masKpmghPE+BrQyI8ICJCAObhq10i3J22+1iF6a09E2zPiXjHdFxBux7JadTb3u1/ji3rellVeyxz53T67nOZe56V7XpZsfNloPb9FObDlYaLsgJfRsmZLPWbmfinCvyvmbvZ9RYWf4tNeoVFWXb55dlhE4fFr/Lrf3ywc9P5LHulQD83NxdF8cxMPDcXz0Nxjv+lnw9PPXJ4cs2hQCruhvBhGB9Xar18fFykDj5FHk0how8T40/goUfJwErMmV1zNKd29LZHi1fltiJkWEz6eViAq3ELmTEBGeYRIT4RFJABIRUQkX4R6U2hxlLoUQEZEFEBiHRDpEdE+kSEl0sEkiqc0p0TQiqwZe9I6+QXBbW26p7pjrG3yxt8jeE3PS+zO45McUuOIIwDpm0A7ZwTRNkhyo5QVoSyptDHUuhjfGqMT40JqLCACqcyI6nMyBrd0VXk2JPaCNd4XIQHhJj/J49tF1cM8uiReRrl0aM8emyexnn0OI+emJOU9KKER4I7xZgDxcxS3KIgBpXkkPMFFi5tqh064Xz2i8I9g0RbIE2933XuL7kdz4l3jaaQbh7jA4whHu1LJdx82ieg/QLaL7yswJeiwkIqzKXHufR4Cn00hT4qoEYF1CiMeX+6RrsmvxfRukV4VKANpdLTKeQxITnypahRITUqoMYE1Bj/ssb51DiPmpgTWtWnaT/ZffSvSOmRw/5XWoKvUe0jO/batu4c9r94qaRpBKlok1M2fklXxs4RfsUQn47w6QifjvLpaOLKQnJCSE7w8XE+Ns4nJgTkUR41wSMn+PSkyHDsntVF3MK29OqQhHDyqjwCjY+LjwvpqVTyaCo5lUpNpJCTPGqES47wqTCfigioKT41JaCOCqgpETkhoCYBegxkJnkaP0CPwExERIaEhF9Wd7yw983qEXbzvvH2k2xR67NPFQ22nGAnZ9jSnnefLPatLHQ9Vjr6ROn4oxWnk/CXHmc+Xk6xSyh2g/r5Dfhn8kp2xVb2dvAVzuMfcJbbOPeGOWcTX4QwhzVdHX/97wv2it9OgmI4jufn56MoiuPh8tzGohzT5rSO9Vt964sdaRUTaL5FXj4uLfOJ1aNohQep9MgrHMpKa1rFYCbeJy1pXsQvfiqDUWhNyqouBWlB1SZQY4E0wyLMDRFOEeET4R6A9IOUX0Q5RKRdRHpAyguSIZAMgUQIxEOA2o4QHriqG6zqLG5yel6+WNo0sN8ztXPomUyiW1jU2Dv9qc76KqQxQZRHrPML6LCADieIk/i2J/Sv7l/L040kkyEuHhHS4xJmXEyNyimXknE7/hSn+6ebo+cP+s9KyvcrNA05uv4jkbcqTW9LdFFupVOii4qZiEDjAXC/mI4kOp59XYm7FVIhIRUSURERFUlU5GYz7p88kifYfiSdsCKES0y6uVSIR4e/6T6/SXDZ4crW0eEznxUf8rZPvlU9PJ2yvVasbihpi3ad+mtanUeE9UP6gIB0c8kQYBgD6dA/FMSERWQQIIMgHQaokJAIgFRIYhz71ePrBRt3KQm7TGsR4gGADPHwEI8IQ4QPIvxS0iUlXRLSIyG9EBUAyYCICgqpoIAMCMgQQIZFZATEAgAWEBMumS4oquwTVPSBmra8htDB8Td2hV/e1e3u9D+9hT7UETyzeyASefmznaZoGnYoCz+cwbRJtc2Qth3GO0XUwCrN4CPlZhRF09LScnJycnNzURQVCoVJSUkoii5fvhxF0YRl3tUi+/99Mb9AP2G509jYmJ+fX1f3em3xKTz/aMWW0Vz8rcKq6Sz6TWXFMQR/Rao5CpPPy7RHYe2kVBtR4REV5l3POBXq7oXCqqTMWhVtV2CDctotxcwg4YIxh4j0Q4RPSIaEhD/RdFpIuYWkU0R6RZQ34aAP4GERFkyrHVtXPCDG+rceiCRvNTREzh/9MzvxQWzrTqtS3bZebx585mJZ+6nkwiMQ5YFpr4AOCehQYtzEpce49Nj/HX7x9aMpdJhHRAXUGEREAG1IorXKSadu4Gn7+Vjo9dmqIx65ugEo2lV6KGA/dzF779MgERBpfQgdThBKzHwjvP4v8CuN7IFKm2zPXYy8xQZeZ7fsGoQrDx4efdX9Bnto9C2BpjetzgMbglytAzCMCXUj/5xfoi/55U/w69crc4S5u1SkXYZZhEQAoMI8IswjIiDugwifBHeihEtMehDCAxBBkAwKqaCACgmIkIBM9E4fBYiwEI9AuBci/GLSmrk7CmBdyWVH1OaTLWc+nXz104Hx80Aeud8+zXT6e6fe3LbbJNM2rdf3ZtQOyvUDIGOGjI4UvWcl7r+fmc7Ozq6oqMBxvLi4uKio6Mof6ctmn1fh9b81vrLHaA5h9fX1OI4XF3eUljZn4ie36qfke16C8aPJ6lO8iikB/iykPQqqx2F1UIoHlbh7vd6j0Jh+x69YlVWbRtnlapOcdqPaYYhww5gTIAMQ6RMSQYDwicgAQPgB0iUi7CLcAxAegAgBeFCEhYXaEIj7RFo3pB1UGpxphv79oVcN5qN7vM/sNJ1SVbRlYH39xz4les7B5T0y2i0oH4BID0R6QNL/Ff2r+QUyQRHlh4gwTIbFWj9c5VVg1iydZ/DkJ3WW04e8Z5oCz0rLD6ZjLe0j77WE3hJhPqHWC5MhmAqJMJ+YiciMYyLM933xK53sy9vlbBt9B+8Yb/Cfrx48vsHYs3XPMDNw4vDIm5v2BlR6C79yCGU8yp3jIsILUqF/KIgOi8iAiAyAdAiggkLcD1AhiXH0V09sFGzao6ScMsIuJEMiOsojI3wqCuBegPCJcacYdyGEG8Y9IiIoIoIiyi+kAkLCLyBCIBkRkVEQCwJ4WGGMCLWe1JIuZXVQbhyGSVPV8Knq0BsHrePD028Qrc7RN2L7Hadaxl8tb/Zvb/ApjCZ5tUWE96RSlrW44490dBEevnVHuKCgoLq6ura2tq6urr6+PjHhexVe/4/EVxCWsNzBcTwz80hubiOKn801TqfUfZyMn3qo9LXV6nNJ+Htc/Gxy1Vm+dhoijyHakNIQleL2e3nYE1l7lYYAoh4W0wFIYxORQZD0CcioiAzxyYiACPKpqIAMCkmvkHAKCZ+I8AqJiBAPi7CoEAunltsRKqQ0uJ/MazLYzjheZlfmaIqbHcfeYXOIXqio+XDgbaLnHFDSKaPdUsoNER6I8ICkDyR9V+DlA0nfv5pfIsovovwIFRHTURQLSrSBLJ0nb/eI5cznwoK9m2u6TnzEbjL27ned6xh9X6nukDBRAPfDZBChwiLMh9BhqX4EwP3fF7/A4qa2sQ+OjLy9ZqOxznLSff5iSYNLUnEQrmiyn4/hprP80jaR1pK2M8xTOxHdN3OcDomIgIgMJGzLBLgfoIISw+ivntgo3FSvpF1ywi4kwwAd5ZFRHjUC4H6ACIgJt5hww4QXwr0CIiQgIgIqyKdCPCLEJyMiclRAjgmJiAAfhamQ2DDBrRjiqq0QM7yt4+n9Jz4ps78oK9npPf9Xy+mPRv4/9t40Oo7ruvftL2+9d++7cW78kpc48bLvzdKK79J7ceLLWKJkWZBIDI2uubqrGxMHkTI4SCBFgiAa6K4651R1oxsEIRIkTRkkKJCgQFJNTD1V19RVPWEgCQ6iQFGiLFGDZVu2LMmy7MTTO+9DU4wsW/eurBtFSYz/2h9Q+FTdderXe++z9z7fx/uy1+bexdMv4tZBlYtMUvFcrZy+G+RWRub+3+jVPwg+59p+uaurCwAwOjpabcm+Da9P+81b1j+TPtzzmkgkEtgFHJcA7uzouGPl4GDdwMBdQwv3Bcf/tqf09Ujx63tfXB07XwNm3cDiUEFQ1NZoaV0k91/d4fs2HlgTd7y9Z3lkcuEkgywO5mjZYWWLkh0KmhSyaKizUGNBhpF0TtIYWGChQ8ESKRWF+NyqXamHDszX7Z7Y/ETp7As4fPZS6hU8Xvrxo/25/qdfWPwhPnX+1w/16W19ZouseUHmtvlAygdSgpQUpOQnzS9O1jlZF5Djl52AaAlhc72ibx0sn7nw3hPGq0fsm1NX3xNPzC++i88s/mpf+vUtw9e8kULV82KgRUkGJ9ufYvzY+NixgfTNM5d/vi97M/M8Plb6fu+T5Zmlnx82X59e+tWWIZvrObUmbjUpufu2jq3ZU65OE/ptY+XqgbsmgywaWaSk08jyxUpfvK/ds/lAs5LzwwwhF8hIqQGV3HKZQRYt531I8yGNhzoLNQLaBHIYZFCyQUOTRBaD8rTssNBiYL6u82zrwPyaPaYQ1Wt3Penfkz187r2D53/yLfVy/uWfdwxNBsJHWpRx6w2cfg3/BRdm4xn3nnwtSK2IFO8burTy6Gt/GX/JBd5sb2+v5nmr8Kr+SC87XP+u9JuN+64EdgFQ096+4o6OoZU7Bv904MqX+it/CG7+t77n7t7/k5WDr90Nrt8vX2qIX+YiRRZVWmPlP6lX7tkw3Dxwntw9Q6ISEdY8qEzCfKMyS8ilRlT2oIIHFQiQp5FJgxwlWTQwKVimQZEAs4RUYuRKY9gipCwfMb3KVOfJi4cr3z96/kebIumH0cyh7HeTV/G3rHcf3V9Z128z3ZNeKeuVMlWr1kz9y/DLF7F42fBB24dsX8jgg7mmcHKdog3OXH9q/kfj5978Rv/T2w/qJxfe3pd+PXHp19uPf1voK1HiLX4RYY2B1v8AYZ80v5rRVDOaip699i37+3umr207qHc+YZ2Y/cFo5a3dR0tcz6l1sQzTOyXADBPO+hXrw9/MR74lChgUMKqXhGTQsuWNlb/wtXbPpgNNSs4PMx5UIJRSPSo1yBVazlOy7UO6FxksNGloeGChEZUpOU8qNiHbhFyk5CIhVyhYIFHZH591h/MP7DzTNDhPKzP3dJ56dPyZoPbm0xfe2Je99tV1YFXHECuOE3Kic/LbgSNX6gaKNfGFrwLnr8DiXx9+9Y6T+E/HsCuBOzo6AADVkTi34bXMr39v+jC/MHYJ2FXjuFyLrjsTd35xFKwYBq6th/6ye/jOwbkvg8mvgJmvgQS7Rw3Ep7iwtjai/ed7u+576MCa/hLReYqRDDo0QwKTCasUclhoUjDPAJ0GOiNleUnjwhk2rPFijpEKrJQnpRIpOg90qUL8XM3OCULMNe91CHFaiKXru8fWyCa7e8oXyj64+XjDzonGXVNCxOahyUKDhToLcyxQeSnNS2mvlPR+8vzi+4q0YjOwyKIyJ5XoXoftzfkkY1XHsZqtR5oi057dJ6jeSaLn7KrHJtxdqda9C5xsc7LNKw4p6gy0vJEC8+nFj4F+x907w6EsEZqu3XGyKZpriaoNO082KyrRdYYV02v6CzXbn26Ol1sGFjwhnYHG7zQWmRTQKWgwskUjk5R0VraEePnz97W7Nx9oUnJemG6UCx6lVC8XG+Ry1QH3QtULcxzUGCnXCPIeVGChysgaizQaGTzSGdlkgcoAfeP+2fquyRXr9gVixkODujuYWPO4UdN5ak348EOxcabrMJi6vOupc5+t3d52yBm4iGv7jXuA/t8emfqjbvNL/ddXpPAXR7FrCN/2vz6c8Pq037ZlfQL6ML8AdgnY5cKuFYsr7lxK3HFjyCUMujrHPju08IVY+XPAuRM47qEF4UCxMXiubeDK/3Z38KsbRtYdvF6/K0lGF2jgNCrzlFIi+y7QkXkiskArJSZSoVGelwscMBjJ5kGegbMMLJNwgZAqjaDSIDp8vEJAiwBpCmU84tOEmGgSc3z3zNqow3TPrB+YY3qzZG+OAwYHDRYYLNRYmOOlDC9l/mX4xfUVKWTRUoGTK355zgsqPsn0Q6tZSbdEs1TPU+v3anR4ipVmfCjfEivX7pohRd3fV2JRvrFX9UYKzf1zpKh/WvwixLTQl/fKORZmmqI5v5Jt3DXepGTY0FRzROVBNhAxWGisHVxw96iUZH4sv2SLgkY1fmRki5J0Rs774+XPf+0b7s0HmyKagNRGpeiJVBrkcr0yRyKLQo4XajzUWWTSwGpEpUZ5lo2YTMRhIjYdLfHREhOtsBGHjlTufWQ8sPfC+qH5tYcuPbj7TM3uyfaRq3/VPuoXhx/5lnn3w3tXtB/cPHKeP3w+VPyZ60+E+6KlL8SuujpU11bHNYhdo9iVwK52vAyv3y9V+eX6iC267lCHvuiAFanUvSMzNfumVx+cqhsYq+06uGFgltp69Ctrvvm1tsH6R8cD4rRfcbzhpLtH93QnG8MWE1LJsE6HMpyo8mLaK2a94TQvqoKYZSSLkwwGlVhUIIHD95UpZJFSTugz+YhKiRM8miF6VffuDCNZDLAoVGCUYoOY98CiRykRcpGQCwRySJSnkEUjk0YmCQokKDBAZ4DOggwrZUiYI2HuFr+gRUUKTUhtQupf3P1wS9fJj6sP+Dij915YDQtM/PKqULGut8L1Xa4PGhQoCjH764+dFvbkaTnrH5hzi1pdqFAX+q1SCZhnocVC65Pm18fdfwOy2D1zXP9sPTDcosbHSt5osTGUawxpnFKg5CIBHCo6R0ZmG1CZiMxTUu7DRkv6LYMGg0xOsVjZYmSLlfN8tCDESn9xz0ONm/Y1RXICTLthvhHZddBukEsMMmlkekHaK2V5kONAzgPMBinvhRkeZjmQJqUsIyVJKcOIk6Q4I8ApH0z6QcIbnmoCkwGQbQG5QLSwMT6+bk+iNZoQ+pItAxlh0KKi1lf7zL8B0/f2X68buLJy8DX30I07wZILYFdimVa/f/od/HJcrsVh1xL4ouOsSC3WJJbcJxeIw+X7osfWHbpZv2X6y21jf9d6uK5T90eKwp6rXqXcgBY9YrERnqeUOY+yQMtlVilyKM8CxyvqLHC80KRgkQEOieYYubK6x+Jj82ysQik2EzFJKUPDZOtgfs3gohAtMbDQEMzVBjWPZHtQiY3Ne+SSBxU9yPFAh4QWiarugEHCIgmLDDQYoHMgw4EMBXMUzLlRno5XGoFFKU4TVJuQ+hd3PdzcNfZx9QEfZw+I+a+HDH7gGSZ+yRu/2rr/BQaVfX0LFMyRQPXFzfs7T3mAQUfs5n1Lvj2X/wep+k+WXx9z/55IoQ6YbmgysRIfK1FynlVsf3+lee85LlIkoEOiQiMs1YbytWKBiN7ml0ZJGi3pNDBoYDDQoKHOIJORLRblaWTSyOIiBW+s/Of3POTetL9JyXlBuh7aDahYC4v18hyj2LRS8MEcj3Retlhke+SKG815IwYXubXJwyp5SinSSKUiFiOlCEklQ9MNvUmid7ohlGsI5h4MltcPTrfuy/GxDLO3yD2+6D52o35waUX8pTsPLa1I4RoHC0t4xSKucbArUf0pXtbvoX6DX8CFBVdCcDngTpBwq6qQmGsb0zf0zzBgX7BvimqK/g3R+yAfonaMbZSn2mJlv6iSIZPpUXlQ8AKDB6ZP0gJQa4IZXsoK4WlOyvikJC1lOTFDQYOBOW/MEeI2GU42Bs964QwnTpBdJ9me8Qd3nHR3P01KKa+icX0FRjEbgPVgr+pGxQZUaEBFNyq6YcGNCh7oeKBNoRIJiww0GWhwMMvBLIU0CmkNKE/Fyu7b8SPM/vldG5t3jTFy/p9kDfHKg7Lt6Tu/Siqt7ik0iJXabpUEDiklm/rzvr6sJ3w20F+kJNUTzt/76GT1NLlPg1+/25r2VaiI7gFZJmKwsukJZxlotgzMecIGBfIkKtb26F/fnSOic8zA4gOiw0gaI2m30pdQZ6DGQJ1BBiVpDDQYZDHIpIBJQZOVHW+0/PmVaz3tg81yyidNu4HhQXY9sBrkIoc0TjYCYCYA0wGUFaBGI5tCRT/KCLIuoCyvaIKS5JWsHyW8kakW+XQgenYNOBPoOf1QaKo1qLbt0AK75zf2JVoGJoje46t6TrEHTWb0Mj1S+fKALgzOdagYLOH2RVzN1uMPTkJb1u+lPuKCAZdLqM6hHr4zsVQz6pAgVbP1UHvcJFoO3+GOflXYU79zuk0psn1XiB59Ve+cu9fxKBcpNO8W52jgsMDhJZ2WbCas0ZLFSGojsEmge1CBhFZtWKeVvEfSPOGMv88IRDUBzazp15r22P6Y2dCbIqS0W9JqezOeSImIFBuUcr1cbEClBlRyw2IjKnpgoRE6Vf+LhQYDDBaqHFQpWadkvR7lyb6SWzII2faDTABkPvfVjU27TvxT+eWOz65SnDpYqQVltzRLoAVOKTftOU+IM74+vTF0loYzgXjB3ZvilErzwEUGWsxvBowcynPoE99//Lj7rxdTHqTSilHlFw11TyhX353ilCINbW98wdd/zq1UiL65xtjC14JmNRJnoM7A6h8GAw0GGRQwqv4Xg/IksChgMUqBj5Y/f886z6bHm5QML83UA8stF2thoVauMNCkZNsHMgJUBdngUZ5AZbc8z6Icg/I00mWpWmoAACAASURBVD3IYSMaGbFYOUlH9eZYSohrzSjlB+p6YLWB2TXBK22hVwLKdENk8r6exEqg1Q4vCglMDr/xxdGb7qEb7YsYODjxkd30Zf1e64N+b5cLuFzA5UrU1ID2FYuCkOhwq4IwODY21tXVxTDr1rCPbNx2qqt/pkXJB3adJnscb4/qBecCoMiLBb9oNAGjKZzkFcML03wkKygpWslwcpKOZBllZlXXeFN/rm1Pzisl6N3H6zoON3Z8s00a9/Yc8ocOU7sObdk3vemgyUvjgbgmRLO0rNNII6FJQYuCNg1sBto0sAlYIkCJlgwaGCxQOZglkU4ivQ7myb5Sg2gQsu2X0n4p87m/2xDoPE6j/D/J3HKmUclQyBD6S019RSascT2TbPCsNzi6IT61Bp1skY6vRYn2/tSGSM4fPMsA8wOEVeFlV7cjP/H8/cfc/5ro0y3yKX/4KW/PcV/PeLP49Fo5vaEv5w1N1z56or4z0RyzvX12bXCmNpT29herk3wYqLPgwwgzGWiyssXJeQblKWiRMM8oBa5v9r/c20ZvGmiRZ3ziRCMwSKXQAPIN0OGgyiK9WZpqhqlmlA3AHAPzJCx7pSwPdQ5maMXwRSbZaMaLTnDKKb7nm0xouOmxg9S2b7Y/OtHeoW5tyT/SdHHjfmvNQZMB03R/pW3sezvm8JCKhcTS7X1GjHF1UideDh+X5XLd7sv/UDApYFCDqxRzHAcAIAigoxVsiZV37nUEsOTumKzpvkyE5+noDQZcJsAFMlTmwKxXtBrlEglNIlJgI7onmicjOhlzqKjePDTnjZmru06T4sRjRxZCTz2ze2Su60h52+F095NWaHwu9eKvTj37q28cMFg5u2rnOKWYFDIIZBMoTwKbhDYNHUqyPaDUKBUpyaAlgwVZRlJJqJNIr4cWGavUS6YHOYKUEaTMn/3dQ/6dJz6uvuljLa4z/WajqDIRi5MMsje7aV+p8+ilrqPFXUeK7QOT9M5D2w+YCz/EZxfxWpimgUkD87YLxsk2L9u3eyE/SX797vv3iyfWxya2H873Hp8PjixsftwQeicaO0Y37HHCJ194dPiKp3uqdvcU32dzsQKpmB/Clk4Do5q5p6FJQ4tBNqM4NLJJYHugTcllpm/hv9y7jtr8eJOc5sPT9dD2ROdWw9IqNEtBg0R5v5gSpJwfaF5guUGlDlwgJMMDi25o1gGHjGbrIhalJNzKFAuOesBTQs9JPjzRDS6D+Ouje/D4Xhwrv9uhviUcWiKH31jn4I4buH0R1wD8m83YLoyXZ0ks6zf0j/z6EMIwTgC1w71jpdDZ1tbfNQPANPuIeQ93+N5HKkyoSIAXAuAK0XOeDs96xfmAaN2H7AeBWhfRCTldp6juSLKhL0NGZoS9el3PU3e172uNTSeu/MPzv8avYPwyxj/D+MX3f6Fde/11jIuv/2pT/IQfPCWEjvvgjFea5KQsJ2Y4UeNEjRd1Lqy7QdktFUnRoCSTkVQGqATSSajXIZvoK9dLpke2q/z60xUPBXYe/5++8B8xVk4IsWkyeMoLJlvBTMdQMXP1Fzd/hX+A8c2f49lv/3jXwImdsad+iHFx6RdrdzxBSyYNTAZYzG1+Kc6nyK9N8PDk3Lff+DV+C+M3Mb7xYzycep7Zsu+byZee+RGevIKbwgly9/g39tn+aHrVzuMM1Blg0FCngEEBkwYmBS0a5kmQp2SHkkskKjYCxw2KHrlC9Z3/4spWetNAs5zieycaoN0YnatD5QfBLCXpJLD8YlIIZ/2S6pWMerFYK855wlaDVKoN5x4Q7QZlZhXK1YnD94dH2qIjQv/Jx8B49/7UqZEfXtHxj02ML+ORH+KBK1hIvHbHEBYSeMUwdtUAl0v4jTX66b4oy/rXKfyh4WEA4ISAEwLGTs3iCpf7jjtAzTrQngIgcVfHwheIwyvan1/Vc3VV5Ke88l238iYJnmfiL/kjz/01WLgHFO+LzdX2F+7fU66LO3UDxYa4dU/wrLDPad6b9/dnHz1c6p95PnX91zcxNq+9NJYv9Z/OPvsOzr/6qzXwiB+ebotOCErGC5Ms0Fgpx4omKxmsaHKi4YazblihQJ4EeQbkGJgjkEkgsx45ZHyuHuQ9csEPVQFk/3TFQ/6dJ2jFpuSq5X/DkPW7DZxuHkiz4YQXTHK7xtfKqeSln72B8QnjmvHs229hnFx4KbR/4sY7eMJ54+HuY5Rk0MCsRpH/kvz66G1/8Lladu0xnn3zxZ/gicrLk7NvvPxTbF375Zrdx7YN5IbV10KjF/mupwIoyYXPrtp5Yt0+m4EGAy3mA/xRyKaRQ1fLVuQyFZkl5IoblhvQbGPkAtX/zBfuXsts3d8S1XkpXR9ZaBx4prbvYk30CqWUicj5ADIFpSjIJV6Zr4VXH5Sv16Pzq+VnV0Uv3Be9Whsv3xcr3y8/tQKMP7hr6J7OQ8KmJzb2JMf3vnc1g/ECxkt4EeNRjN0qdg3fLlMUXC7wwRJdhtey/mnCLpfjWjHsEhJ3dKgrdyTq2sbu3dDfPWzuGEx0RI/t2jO6O35kO3hiBxjcuF1uApYQnOZ2J/3dE0LPZKs4GQBJf0+iLZJrVVICmGmGU0zvaWLHk/DU1Wd/jveenWMeja0Tjy68gUtv4K0DU1Tnk/7ekz5p2i/N8JLGA5WRTFYyWJjnkONBGQIlPSjtQRlCzpJyjpRzpKJRKEujLB2eEpQsH54QwNRn791E7TohIFtAtg9ZPmjx0OShyUGDq/ZpQo1BOQbmaJilYZaCWQpmyWiFjFZoSaWlXIuYaAMThed+/t1f4cfC39oFR37wPr6w9Paeb07f+M7/Z5//rj77yrlXfzqau9C06+i60NjGeMUfyvmVhYZdOg2LNCwyMM/APC/ZvGQL4aIQLlJyjpJz1ZRZ9f8+SfNJWmtf9g9Wbqp9bESQp1gpxUlpKmTQYbO6u0ohjYIaBTQSaNVah1spKmhx0OJgnoM2D20eOi29R56a/c5rGAudg21de1/6GZ575acP9e4PPpHOXH07/NRFpnuUlLKklKXjC265wqM8j/I8sjhocUBnJZMXVR5oAtQEpAkw64OqD2QFmBOQ1hS1/mzVzru/cVhAaX9EY8UZWkryYJqDSR+c4VHKK51lYdIrT3FwhgAzbpRq3XV8XffpNcFEU9cp767j7PbTQvBoAJxuBUMCOCREOzYOgrgZ778+MnClc8ecoKpqIpFYXFysbjIu7zAu639R2OXCLgG7AF4xjAWAa4Aj7JjrHLuyob+yHUzvGEz0DCV6Iyd3x49s6t7X3H8tIM97e0otoi2gwpqo3RQvNyEzEC00KQYj64GITouphq5xNPXyDYyfMJ73dQ2tk8cu/AhX3sSP7svwvadb5WkeZHxSmgMWC3RSsikpT4EiAwtEJOeRs41I9chqo6IRiuZRdELRKZSjkEqJM76IyouTApz6o3s3UV1jPmT7oM1Di4cWD0wemJykc5LOQI0GGg1yNMjdIhfMkjDrUUpk3ywDcgzINfWeCfSc1i/9+OX38WPicOvmyCs/wK//CO8bznz3Xfw+xi+9iX+A8Sv/gPtOnmvpPsZ3p+mdU4HIOb+yQIEiBYo0zNMf8MsXLvrCRVJWSVmloUVDi5NsTrK9kuaVtNa+7Gfu2Vz72IhfnuKkNAcyVMhgwiYl67f4JesU0imoU5JOSfqtvBuwGGBxUp6T8hywOWCvRydmrrzzyq9x/+kyPDJz6ft43LnWETu258zs5XfwPu1VX/gUF7FIqDUos6thiUM2hwoctFlkc8BiYJ4DJgfzPDS8suWFOocMHmo8snxKPhAv/1+ruu9qH/FFTCFWYFGOViw+YtBK3hs1+XjJG9O4PluIO8xAmYgXGwbm14em1yP1IVkTgMWH01SnzoROc5Fi2+FJ4ajG7AMbZkYGvjeWwHOjGAAsLC4ufmT006e9/pf1b1vY5cK3ap0BrnFw+zB2D92oAc6K9uGarYdawcl1YPSRvhObweH23sfXKy8KoSIfLgTCRhMorYk4zX2VZmRQoiagDBVO+kCaCk25O8eUyRdfxvhY4VV/9xNr4ImFN3HhDbxlMMWHEm3KDCdmvFKKkUxWyhFhiwybpJinpTypaCRSCVkjUY6QdVLWSdkgZZ1GORrlKDHpU3Le8GQAzvzRyk30rjEe5HkpzwGTqzpxksFIOiPptJSjpRwFcpSkkpJKSSoBVAKoD0pqQ8Si5AwTyTbBMwHptPnc+6/9Gh+dmjuWXHjr17iy9IOu2LHnvo+f/S7u3jN2YNr+9s/x8cKra8FoM8oKYpKFFi3qJNRJqFMoS6EsC1QWqLxo8KJBIJVAKgUsClisaLOizYsaL2qtMfUz92yp3fGkEJlhpSwHVSpkMaJNKQYlV82kkEFCg4IGjQxaMmjJYKoUkyxGsliQZ0GeeyQ+Mf/667/Er/8Sv/Qefgfjg6d1Yv3OA4nymxgfL3/PHxxpjuS8INUY1ghgctDioc3DPAfyrGSyksVJOg8tTtI4aPBQY4HOSTkOmrycF2Llz96/866Hh31yTojmGSnLIMsX0SjF9EY0rs8Wojrdl/fHbb6/QkVtd99sS29mrZwPAJMIlutD2r1dRl3n5Oq+c+tGHfeQWnMIkKnh0ZujKlaHcTvAH5k1sFwhsaz/VeFbmTGAq+dL1jh4xTC+HU6SICWARAdQtwTH1wQPcgM/4XpfqQ89S4UWePlaa/QSF3vWG6ncHyy4RXtVj+VBJoGsut2T0tR3XsT4kPUa0zUcAOPF72H9NbxhT5oJT/tAkgEGBzQKFCjJ9khFQrQ9UpEERSJiEYrRqBge2WiM5AnFIiIWoZgU0inZoMSUL6J7xRk/Sv/RPZuZrnEO2JxkcyDPShYLLFYyGWAwwKAljQYaBTQS5kioUSBX7UNaJaruiEUrGSaSDYBTAemU9fzP3sD41Z/iH2F89fV/EPeNP6YMv/4+rlx/J7BV3hL75vcwzl77WWvomC+U9EtpRrJYmCeQTiCdRFkSZRlJZSSVDxt82PCgnAflSMkiJYsRbeY2v+K5z9yzZfXOJ/2RJAtUDuaocJ6RHFoxq0bJBoUMChn0rVFFFg0tBuQZaDFSngF5FtoscDpi48a19669je3r7ybnXrj5U3z+5feCjx9XRrI/wPjJwneJ7YcEWfWibH3YYCIVBtgMLLCwQIECBfKk5NCSxaACA/IMcliYp6DNQJtGJVap8P0X/uDru7/y8JO0bJNysU7UG0CR7CvVy2UiWnLHzhORYn3/ArXnQv3g5Zo9l78avyaE83zsKhlfqgXX7+6ZX7Fz8a+D5buG3qo55KwAi5/fIdwx1AGWwDAeBtjlSizza1n/7ML4NyxR9cWcFcOLd4KEW72xIzEHUotbDyXa48PB2KvtYLGpx9rQZaxXzj+sFNf3X2oFVn13ek3EYMVcM1JblBwfnohNfvtVjPdlX+a6j7YpTy+8hc3XcftelZdm2N6EF+k+WeOQw0OTBg4j5Rlos8imFYuWdVI2KFmjZIuuGjJpqLPIYMLppojhl5ItKPPZuzfxXac5ZHMwz8I8Vy1xgCYLTQYadNWqERnSaaTTsk4jo77PaOy3iEi6UUnS4kkqNDZz7Scv/BqfPffak+a17oOJ5l17ew5Pvvj3OHXl+76dAw/HDr2GcfL6+wHxCCdOecEMBXMM0jwo7UFpQp4m5GkKJimYZKQsI2UbkdaINALkCZCnRYcRC5yoc6LeGtf+08qtq3eMCpEkC7McylGiTUsOJZukYlGyScomhaqHpJgUMm9N6UJ5BuVZVK0+s1lk81v6pue/c+NtLB6cEDaFEvln3sY4fnQSHJ74AcbH7ZvkI3tb0HQznKZD6UDU5iSDAxYHTAZYrKQzt/yvvBcZvGJ7ZZNHeR4ZnOJ4oyX/3vOf/VrH3Q8dFkCWBSoRnGKhwUc0d6/KoxwftXiUZSOWN2ZyA7N0f/5BJc8rs8LgC9T+l2r2vnFf7NUV8bfv7b9eN4ZXDiZcHapLuNPVvgI4IIETiUR1rS2Ta1n/7Powv8AH4WQC1zi4fRGDJQycmzsSc51jelc/bo+/3RJ8tXnnYlP0pQ391wN7vyMoV2rD861DS9Sei0JsQdhzjgaZ0JlXr2Hcr73hDZ9aG1MX3sHad/Gm/QVf1CZDM7RSYpFDKfMMKnnAHAHLJJqn0axHKXpQvhHmPdBqlB1CzhOyQ6A8AS0SmGQo41csn5hqQup//rt2tus0i4oscqp59KrRyGKgVR3ORyGDggaFDEo2admkZaOuz2iImY1ykoikfEpCiJzVXvrFyxg/LI9Qj0RbugbXhw5u3/vUi3+PF3+IHxs8PTBtXf8FPlq82QyOCSjFS9MM0kigelDGgzKEPEPIM7f4BbIM+Ci/aNHhRIMTjZa4/n+u3LJqx6igJBmQY6FGhm1aKpKyScomiUwCmQSyCGRS0CKRRcv5W8ejIJtGeQbaDHQYVNgYOpK7/KNXf4Y74yf5b/QkKy/8EuPBE+nYk+oPMD5ReJ3febhFSfulJBnOMcCiJYsGDg0LJCySkk1IRQo4JCozqMDIc6xSpOUyBUukMk9FLzB7nv3MfV0rNh6n5XyjVFzVrdeDWVKpfC3kNKKSu+98XcSpi56n9513Dz374MDFv4m84Nlz0z30Xv1RvGIYf6kff3kAr0zgGge7wJKrfdFV43IJLgELAAOAqwttGV7L+oT0kX4jDKpdkzWO0744LCwl1o2CwcG5zk69a8NMd3tiSzCzE6Q2Rq0NYIbZebrzQLFZTq8JT22MJoXO471Hyi/8DO9Vv8MFxwQw6XwXT9/AG2K55qjFdCcYyWClLA0tVtIp0aJEnYUWK+kMsmgpR0oaJeVIyaChTkkWJeq0qNFhje6ZaUK6EJppkTKf+ZuH+M5xFuUZaNHQrLZMMlCnoc4AjYIaJWkk0Ch4ywWjoE4jfbVs1spmvZQmoro/pgoxdeZFfPWXeNshQwgd3xA7GwiNbohNvIjx9zFeeBu/jPHSL3HoqQtM8EkyOOPeNSHEykKsfGtjVE6RSppGWRplqz06hKwR8q3Z8IxYZMRiNS/WGtP+412bVj32pKAkWahyMEeFbFoqUMgkkUkig/zA86KgTqFql4/5Qa28wUCz+hnbeo5PLf7kLYyfew8vvYPfwth+/v01wQPoSev6z/Bh/RXv7ieb5AwvzrDQIsI6J6o8MHhJYyWTEXOUqLFSjgMmB1QWmjzUKEmnwlmPZJLQ5vrmP7dy06qNB9vAtD84Te8aF0Q1ADLuzjMCmPbKSTp8kg1NtSgTwmDaAxJ/23OsfnCpZt87947gLw/gz4E3XKP4jiF8ZwK7QLWwy+X60GSnZS3rk9dHKAZuUwysGB7u6Lixbp0jCIm2tjF6Q6W929wSu9oOnLs3nnrk4HVGKVKhZLNc8Gw/vWN48cWf4z79p7Xbxr/+6Nj0i/jYFcyCjC8+39ibbQQVCpYI+Twtz7nhPIFmSTRLyxVGqdCoQKASiRxSLpNKiZRLBHQoYNMgT/aqgYgjhLMtsvYf//ohbtcZVikyqEAjh0Z5BuWZ6igeaJHQIoFBQJOEBgnNDwqpTHes2NDn1IGsW9FZOdXQmzg6+276Jt68L8t2H/UGj/lDx3cdsU9ffC8+fS35/K/tN351wHiG6Brxhp9au6fMSaovVqkPZkhFIxWNUjKUkqFllZbVasRXPReSQgUKFVhQYmG5ujfaGtf/w12bV+04LkTSLNI4pFNikQYl8nbBmmJTt8eWKTaNbnVB0nKehnn6liPmBHYfO5h6Ubv2i0tv4efew/aNX24ARzdIR7sOpSvfwfGp68zuE16YYyVV6D9HoBKPHF4u8UqZkWdZuUzLc4xS4WLnaFig5TlaLnvAbAMo1oM5t3y+Mfbsn37tsdVbx9YPzHpRgepVm/rPtQ0urOqxAn0lInbeE8qsiljCHsc9dGkl0L64ffquobfuPIQ/Vy3m6sAugF3D2OXc2g66taCWAbasf1HhD0eU4JYlBBeoaV8x3N4+3OEeAutGB3ckBjrHNnTNtHcPBw+Xd4LUxuipR8CpLaHTm8DoxuCh5kf3CrLZFJ4RetP+ngkvyDWJSR4YTM80Jxl0MO3p1VlR5aDlhboPWbyYEWTTC1Qe6gLQeNnyySaHbB6aXmSx4RwfSjdDbS3MCsGJz9/X4e0co4FGSSotqSzIsVDjkcYhnUM6p5g8MljZ4JDBIpNDBosMFhmNsExH5z3AcYt5VrZpyfB0TzPhrE/K8OG0N5z2hpN8OMWHk3woxYVSfOikH57yhlN+qDYp80yv3dhtC8q5aoaeADkC5EjJJCWTCheocIFAKiHnKGhR0OLEAicWfKLmk/QmOfXHNdse6BgW5CmfrNHhNCsVeVimoHbbbWSRySKDknKNPSkO6ZyssyjHQJVDOa9i8rLBQo0PJb3htDc8zYWmvKGnud6nudA4Hz7Di2d4KcFKSUpKNYpGg2jWgUodWgjAnFfU2N4sI2oC1H1K3od0TtK9UpaXzYCc80HNh3IM0Ggxx0XLX/raxrqWaFvnsdauk027jm+UM5vkCf6xcaF7WOg9vg4cEqLHNoJBBuxzAyAcOuRqH3YBxzV0wwWWXMOLtzIPwu1+22Ut69PSb+T1b1EsIWAAnOH2RQCWhoZujI7eHEy81jmgd/Vfb4+bW2LlR/rMzQN6e2TyYXAysP2JwJ5nBbnilc8JwPFGzgl9FVo5R4Ei1XeRQWWPfJ5R5tnYRW9swRe/wEfK3ugcrxRoVORkh1Fm2UiFjc4zcolTKgx02LAekO01sin0JP/snm3eztMEsglgEcCkoEnD6jS+PIPyjGKzKE8ji4YWBT+oPodmPZwloufdoOiWCt6+CqsUyZ4sE84JSBeg7oc5AeZ8IOcDqk9SfZLKh8f96GmvlBFALiCf46QKESpz8Bwp2aRkE8AggEGCPAnypFgmxXJ1X5ICNgUdViyyYtErml7JDCjZz97/2APbjgpy0quYlJhlQZlFswQwq4O9btXcVw/UkPN09Vgm2WTlPB/N81GHVfIktDgp55U0L8hyUtYrTfPSNA8meDjNoxmvkmYiFi2bbrnSIM+vli/VRpf8kSKnlFlYYFDFG5sT4hd90Tk6ssDKFb7vvDc+z8fOc31zZPQcHbtI7nvxv96zpW7dobaeyeaeVFsw+fDAwpa9RRoYTdFk+97FjUe1dfuc1qGTwqEEOTy8znFcQzdciQ/5XIkP8qfLtfTL+lehj05DxABjIYFBNbWfwEMqBqM3hcFEW+cY3TUidA9vCR5+JHhwc+dAa3svt3uB78zzQTMQzAo91lqgcsCigzMt0VIA5HjFCUT0pr58W8xsi+otSqZJTjdLk4KYFKQZHuQEmGGAzohZDpo8yPHhVEDKtMFkU8/ZP/nqBu/O4wzM0lKaltKslGKkDAcyHMxyUpaDGgdURlJZUWUljRVzrJhjRZUIFXg0S4dtKmQ3RecFVKZ7TU60BVQQoOODBR9wvMCplqTyUp4Xp3ww6ZMsPmz4xHN+eMErnmN6Z6u1EbdmmYoWLVp0uEyHyzTK0CjDAZMDple0vaIdEHMBMdcWSf7J1x+p3TbchCb9co4X0wIs+UCJkWY4lPYpWa+SZUGallI8zPqjBidlWSnLg5wgG4FIXpDzvGQyYYMRCwwoMdChYZGGJglMujpiO6Kz0TwTdaiIQyiVBjRbDxcblGcCMCdIqgCynKQLsikoeb+s8sgUwEwgoq9RMgEl14KSXnHGD1JNUeuOvxXoVrkjdHxD50hrx5HHIpOdA5PNO4c3gqPdw2bXyMzWQwlyGNSMAvdQx50J4FocdmHHhRMunKj+wi2Hisv616cP8csFbiEsgf+RYu4OtWbdqLAj0dY5JoBEKzi5bvs+9pE+d8cNz9Zzq3bMkdvKVGiB6CrU98zWdepMZIkG59yRRVaZp6OLQnye76uwyOQjNgdUUjI4SSPkAg0tNyi6xTwll2lUYEXLK5nNUA9ImT/8yjf4zlOknCdBtexTo5HBQI2BJgV0Blk0MGhg0ZJBSSZdNVFvDJX5yAUazBKhIgtnabHo6c17UYWViqxYYESHER1GLLCiU730yRkvTHGSTfeYZPesD1wUlGfI4BwtlWipRIE8BfLVWnxKWqCkBQrlKJRjgM1AxysWvWLRL5l+yWyNZP/46x2rHxvxy1MC0llJ9aE5VqrQKEuBNAtVb8TgZZ2GWUpSGaRz0CSlHCXqHLJ5pchAm5TyNCgR0iwBzxNozoMWPKjYiMqEbBORMhEtkfF5In6uoe9crXKpBl26H16/P/ISK5o0LLGgRIASKRYbQIUI5xtRub5Hc4MyBYxG4HhApq5HrwdarVz4wpfbhDX7d0TS63YluM1jj/SZWw6Xa7sTdNdI24BODg/XjI7eMdRxJxBcw+0uUPMBuaoe+vLIm2X9axb+rWKxqjl4xTBesYiFxNK6UUcYTLQPp7aCQ60ArNt+c+OOpeadz2/cNt/UVWndvcCHZtmOqTV951qBJchmk6z6+8zmvlwgmvaLExv6zq6Xx5vkRDM6IyhZQU4ysk5LaVYxhbgtKLoAM61yal00/Yf/va0peNIb0TlFZVGGR2kvUgWU9SLNC1Uf0gWoeYHhlTQftHzA8AHTK+l8KNMWsQNQZ3vTXDhHB9NET6YpWuSAyUo6AyxWMlhgspLBAoMFRiCWpcWzPDQ5yXB3Gnyo0hI5T/fYPMjxIMfCFAtTDMwxMEcDhwYOAzMsyvKSyUumP2z7RadZzDWL2vpI6v++b4tnx9FmmAhAVZAyATjLhQp+2WJ6Vbo3LchmS5/jhTodStKhVHNU56QUE5r0oZSgZFhxmpWm/X05vrfoDc96xTIvznLAZkCBr1ZyKTkhkm+Kmn7FFIDFhS0h7PikOT6UDch5Qc7zIE+JmqdHY3qmWTFHdp6kwzMt4aeEnkQgeCKw63ig+4lA6PRXvkRv23Y0OqTu+b7psQAAFlRJREFUAIl120fB0MKhxFLbwNjKwcEaMHrHUIfrNrkSgivx2+75p71El7Ws/4l+F8IEjGscDHDVHVvqUG/sGEy0g+GtAHf14/Y43hJ7d03fj9vAtz3gJrFjToi/RCkL9eAiLVfo6AIVLdFygRRTa/bkWqPTfDQjRJNkvMDErIZouUHO18tzvsELfLTMQKtJsR7a4/wfX14fECfoaJFS8lR1iLtssbLJyjYDTE4usijPwgILbBYWWVjgQIEDDhM2mpQCJ+WZkCYoJS+yibDpVUosLDCwwMAii4oMLLKowMolTi4Kcb0ueEaIlNY+ftHTXSa6ywFlkQgWGWAywKRhhoYZEhokNAhQJECRgDkCabRk05LNh0t8uBQQzYBoro1k/+ieLQ2PPemHE7yU44Hug+fInrIvUmrs0RqDWV4u+KMlFuQZaAZi5aZ4gRJzRDjJR02hzySkLCFl+bhN9ZyjQxdpcZEULxFgrhEskKhERuY9yKYiZU6ZZZRZFs7S6BwtXmbQdVIsc9FL/v5nmei1BrFyT3B2dXfBDS6u6lQfDOcpkKRCugASRG9aAAluQP/qVx+JBTPDiZc6gCpsTYDUG4NzeN3ozTs6hlwg8SFyCbcS9MvwWta/SX2k5PVDvliNg1cML96ZSLiHhpxRPAxw5wDu6sIdAG8H7wjgNXLnItVzlestuoFDApNSdApodHimYfeptdHja+TDHDrpj5x0KyqhTK9WnBqg3QdMZu8CEXXqwmlWVjfsK7r+ytcEzhIRiwCaB2gkUElYbRuyaFFjocOKeTpcYEW7GhtyYpETC4KYEMSz5O5xP5zqOHrp0eELvqjhCU3RSKOQSsoahTRa1hhFZxSNVXQ2NnVf55G2xytdZ15ujp1zBw2fXCR6NBpO03CaRGdIdIZAU4Q87YGaB2rVLks6bNOi4+0teUNlf8j0h6y1SuYzKx527xgRpAQfUr1SzgfON3YVBVSkek2y1+BhkRVNMmys3bsQSnzP35cnQlkGZNfsm3voQIVBucbeaSaiB7oKTbsrgWBJCM76g6YQtIWw2gxMfzARCE1v6J1Y3zu1pXdyc+/0zp5Ul2iwynzr0I3133ypaejmqp7SXZ2lB7tyVN/Fus5EbXeK232S651s6tnfDIY3gsHt+0bvuqO1v7+ij32vvX348yt3dAzdAEt4xTB2DQ+7gOPCCVci8cFmzjK5lvVvXb9duP+hDiRX+/BSAqtDGAA8OIjBMN4KMN2Pa7vfvi/27urgc/f13FgVvVoLLrrjCw8q+bqQLvQlBHnEHZ1plKfvjxVq+527B66sjM59BVykDn/b/fiz94MCGSk/fOQ51xd8gpKr7TtfF5mvlSsNqNiozBJyuRHNN4ISIS+SaJ6E50l0npYvMvIigy6yaFGQs0xoavXOU2178jH9nbjx7ppDFx/YPe2RrUZkuZHdKNuNik1GHCJikxGb3pO+a+exh49ef7yCNx153ROe5SJznnCBjuToSI6KzlDRGU9U9URVd6TgjhQ8iu1RbAouUHCBFxd5cdEvVQJgdl08/x/++6aGzqf8KMUCm0clr3KtIXiBjy7S8jlOOc9HLzaE7IZQcdvY62PXsTc21yg5fP/clhM3Hz1507v3/GpJd0dL/uCllt7rTeFrgvScX1oUpCt+NO+XF71hrQk465G2ARW2gnyHMhtE86D/qrDvzfVP4U0J3HoS1/S99uXQK/eELnJDP723y1gVvSpEVbbPbImNC/HEhv6RrYcSn/tce2LwNcfBbrfqulNYMYwBxi7g3HqmH/W7l8m1rH8X+vBQlKqqE4EdxxkeHl5cXEwkEkNDQ4ODgwCAzs7O6uW+ffvGx8dPnDhx7Nixo0ePHjx4sBW8vqb7pbbOK2075lq78ht3FzZ06m07Jtd1Jh4F6TXbT7TvPNEdS7e273+A2O3f2M/JBieqnJTxhWe84aQgJb3hGb43IUhJQZzgpSlBnBDAdABOBsCkH0ysl0vr5SK36zTbOXYwd/1b+RebwvvX9x0Jjkxv7D+6ql1ZLz/Z863Z7fvMzVHLs2mEe/RA9MnyoeTz46U3H9tvNAXHVm8+uHmvFgAzATDDoyyPsiy6dQA1jYwmMdkspQNSOiAl/WLKL6YCUjIgpr2hmT9fFVy5/olmWfeJWa+oEl1TbG9GiEyycKIxeJKDieboBNlzfMtQ9uzSPwRH8tsOZDai0abuw2uC39wcObl7/yQ4ou0CwztD3zo8aof7z2wLH+mNn31k99EDT852iCceQ2c6wOQ2lOrttwaPPTuS/lHmIu47eGLouHokoZ9IlYdOql1ghNoYvU/oWBM8uCU2vg6MtoKTAkjUdepke2rljoTb7a4+uNsD6asz6T/t9bWsZX3C+shcgQ+fmew4Dsa4SjFVVUdHR+fm5lKplK7rMzMzCwsLjuOUy+WpqSkhipt6cGvv+627X18DXtoErreHFtd3za/rcR6Tz63dltzQPQMerzRtPfZ1DwhsPuwduEwrc0xklpcLfKTsjzp8pOiVDVbJs7LOQp2VNS5i+BTdh1QeZblgqQkt8D1psnNiUPv2sfkfbvvWdH/mQvaV959afG37E3rP8dLp8782X8ZnzuF1cv6I9srT8++cWfix+SLufXJxQ1+6bttoazTrQzkfyrFKnlXypFIklSIRLRN9Fb9s+WXTD00BWQIwfND0QVNAeS+0/mQVuPsbJ1ric1656FPKRMhiUZmP5+hIrkGcYPrUpniuUUxsPuxMv4xPLr43dvH9sbk3R4pvjFg3R/KvPlV+/eyFt/sPZwcO64VL707mXz+Rei5Vfvtb41eLSzh2eCFy5HJ8+JnosaV9ie88aWDzBXz5Hbz/ROp4+nKu+Epy/vuJ0o2+E+e2xMaZ7fs6htSu/krn2JX24UVhcK4G3HQP3bgT4Cq2Pkyu5XqIZf0e6bcHpHxEi4uLi4uLS0tLqqo6jjM3N7e4uHjlypVKpaKqag3A9wXfXR38jrvnBtVztbV3UeidC4SKfGdmCzCprWPC9pPhfQVuw/7/58FHvZuH6MhFGpUYUGSQxaKSoOQ5ZHFA84g5sjfV2JOiwhlayjBSlgmnqHCy/tGs0FtpAlrjYwk5cXmk8t2+6ZL2yk+5nseHC88OJp/5Rv/Twu7T2/YX4qe/09ydyT37q/0T1+Knnslc/cX2Ibs9lvGGz7bIGU7KcFKmehwZAW0C2m5YcMOCIGmCpPrEnE/M8VKOD+e8ouaTtACy/7imZ+XDJ1pjs5yUF1CR7NVZVGQjGSaSre99mpKT/ljW3XPq4QP51Ms4ODoXn3ruiPnyUevVQ9OX4uOzsfHy4JnFUGxCfDxZfuYX6eJbCfu7zhI+mLiev4YPjN/ce/qlPaffVMa+NzDx9hEHz1zH597EA2P6MfXS1LnvlK/i6cvvDKk3ukYqbQN6+/DijsRr60Zvdnwwh35FO3YB/BFsLfNrWb/X+jiKVePK6ttyG2SpVOrLnfhLXfiuDlzbjYngu/XgXRK8Udd5pWar0wQu3tV6srY9sX3f5dUth//i7m305pH75Zs14MoqcHV1+Hy9fLEezNWChQfE0iqxUtNtPhgqrg45D/TadaJVK9p1vbqn+xLde7Vtz0V3V27nifMHSz+Ka5esH+JDpeeLb+OR+Xf6UtdHyr8qfg9Xvo+3H3juhPNOIHhaCCaOFd4TxGSrkmuO2n7F8kiWR7IaYLkBllfBhVVw4QF44QF4gQVlChQosUCJBUJyiJBDhouUVGTlhf/9HvjVTRNC/JmGUImSL9b2zBHyxXrFdMcKD/Rm65DF7ine35tqetw+/W1Mhk5vGZ4b1G5+0/7B3tTzYOx836kr+9WX2rtOtmw98mT2NfnI5Z4DiwenftC2I3kg+Y7y1NvK6R9Fjv/0seH3tx3FnYcxGMeDGg4ezsQTi0PqjZHKD8eu4OFFvCPxGhjF7qEbQgLfCZZWDH+QuBSwS/jH8H8ZXsta1sfy6/Z5WR8B2RdH8crB11YMv1E38D3h0BI9cl2Im8w+p37H0UcOmn8rRO/eGAWjzr0bwGfv4tZ072fAPA/KVNChwzk2bHjDOSZsEt1pr1xgRZ0UTapXZYDGApUGGVZU10afJXeWNsbn/b3p4GjpxPwPBjIL09d/2DUyE5sqPhQ52XPUGLXfOTX70+POLwM7k4XncedApvNxI/8ibgmeXiNNtEgpITQhQE2AGgNtBtqkUrltAclsAkYTMARgBCTDJxlC2BLCVluk+J/+rvP+RxJr9lxo2JnmxTLdazPhCgWSrY8XKTHJIHXtYIEUp9b35yaex83iePDY/LD60nH71aGz5/ccnx9JX1EX3jowfnVnX3aq8vehAwtblfw3p38k7EiPGPhQ4v3Dk3hvCgdP4OA43j6K24dx1wgWwKG2MR2kFgfnXgPOzaEbGCxhYQmvGF6scX4zMQ+wC3z0MX3ay2dZy/rXod9+MW6n+avnOFRBdmcC35nAd6i4ZhSvTGBy+I26ge/VHFq6t7/ScfLGXwrx/7+984tp67rj+H3Y+7SHqZpUKQ/LXpi2drKWRpsqLwshd2CTQHTIwAYXmx3A5C4xF2KbP/opNv8dN7kNoTsJqTNTSHUaAjj0JgSSmz+EQHpJaHBD66xLRaVUediUqQ+TtoffHq7tOIRU+1Mt63o/+jxZCPka3S/nHn/POT+q6IbzqxZ6UHiZeA5PbO/4NB9WREjZQN8Ot+3hJbF1Ob/tRnHvSmFoUexMFnUuiZ2LhR0LYvfNotB82YEHL5XPlPV8QA4s7Iu9f2LpbzC+oFxN7Qofbz992R+fH1r8gml//+2RW33v/jV86tGFe3js3ENl4sHin9AZnvb0aSUwTcKaPbxgDy8Udi0Wdi0WdCULupJbuz7a2vVRSXihJLxQAgulBxZ2tC/shHkbzNsPvF/R96Hwk/ZX5Stl0XuvNEyL7Xe2tC7mQ/IXBy6R390VO64V9Mw5jt4qCF0qDk2fWMb6ozeC7/whMp6C4TuNB9/zdE0EXp+OxJcufojht+7NfIxumCVNWvw6itLVM3fx+ByO3Uf+CQ6lsHcWI0sIOvrmkES5sZUz4Umqp2PLml2r+HSVz8TE5Fms+ceOOdP8xhBM0EDQQGBUYDSPw0ZF2qhIG8C1OeoDPfHCtm3fJdbBldlNkkPY8O3A8IAPztPG4eogr5NHXU2ctoxWtZx17B+thOmK1knSOlUBkwTOl7ddIG3nSoOJ2s7kS/Zj8uElD8w4204cmrzdNvhuaHhs8RGy6eu/rGqJjFz6+C+of4bnFtEdSIBy/q2xlTC7furiw7J9x4OvXypreqe2b6qsfaKsfaK0faq0fcrefilrRXDC2Tq5u3Vyd+vY7v1jJJAgTWfK9k94D+nf+kH1zv1nfxO5+dPKwZ2BqV3+6R0tWsGeE56+mTIYte8fkZQZW+Nwcd2hN89+NjH3cPLmo6krn56++MdTYzePDWnjI7PnRvWRiS9K6uLDGm6t/H2Bh8c0/I6lBxTsHcd+DY0nxOgcgoaSiqKCkORU1y06EzRIb4XEyfqLKMz8MjH5l1hnntg4zJQQAawCWAVqEahFICSPg5RSBesGYfOLHFe/R23CC0J/UmvuXZFgnvbo9YFrHphr6FooB72685Y9eKMQtO0tejHMijBf0HozH64Vtl7vPoWbnFfYRfT233u5PFRz8D0SGtjDhneHDinqvAOGqkIjRXXxzSTqP/LJr5uu2j1HT6p/9oC6J3R+U9kb/jeXf14dd4aulbRdK2m7VhS6VRS6VRBaLggtbwktbwktG6/vgqu7glftwav2ppkd/su/8l+WBz8Xvr+PdCZr33zww92nSuFOcWhlJ9x9pXbY2b8otl58VZ6qPXR7i3zaQg6HT92rauHFDYMljo5CV1+dPFAtKbQcCgp89d13hA172TSK0nxx84r2EIUXIjbAzT60AloBRQXzjMksCwoCaogckSCme6cAAsCazDKfE01MviJyK908IwhWTbAwwcKEPBA2SsJGSdjgEl4kAic+RmnEKQPxut1uSZIo7XG5oD4w7PEdrwycKW8cJkFeIo/agyOkKUZbrtCWK24Yr23hNXCsPnyUQo+7NewNR2qhu6b1jerA69WBE1VNrEo6WSWd9AXivkDcG+DeAK9tG65tG36t7fRrbadrQxdqQxdeC11ea9tpD0xkpWHVsKh+oKh+wL7n2I69sVL57VL5beLnu1vHHPuPVflOupsHacuQtynmCY7UyXEpyCk92NBwxOeLBuq79+4FP+2RJGhu7vWC5gVNjixR0H3RVVcMXXBfUjCPJPNI0kLRQtNBRjgSjunDYddd62OmlonJV8zT91jmgEqCglVLm80yVZRUSYq5IOYCoxwLkJDlOPQnm3tnHcq8pKQo+8R16HZF952K7jue6Gpl110KGj2oS528LjJaFxnwdB729vV7+/ppxxDtGHLDuBvGq3xnq3xnfR0zvo4ZCVQJ1BrQHtvzQU3PBzU9qZqelMNQSTmUVPYHajvmsjb0LuY3jG/fd277vnOFTVphk2YP3iiBpRJYqg5yConyxkRl4IwHztcHJusDw3thzO/nAEO9zePNzYMA/RE5DsAAmC+6CjFUVJRUBI6EI2VI2ROZRTgCpjVjy8Tkv82XzM9wnjb9JGQVdIugU4GTPE6IKomKogBALBaLRqMUEsASzviSHF/y9ifdvbPu5nEHDDlgiPoZ7eEuiNUHBuq7Bzxw3LAycKQycKS88WB5IytvZLQxQRsT1RJfa1B9hoohBZbr1oaurQ1dBb6oYVFgYAfEdkDMT5mfMklSJElpdg96vf1e0i87I7IcB0hEo3NRHwfQwKVJkipJqjFLyBhjjGmali2arlvawuwSHzOzTEyeA5nbb80iy3RjiT++PTWroFkFZrFQSrMlclFSRUUVFbTG7rtiSKKrxDdng4QNEk457ozEnZEpL3BvP3f3Dho6QDECzgFDxM/y6fS6Ev/65vvZGkUYEmFok6RskpSfNQ8aWoFbgW+LTMlyXJbjQBOUMh/hhERdrpjLFVMkVZJUgCQQTginVKcWBlYttxxvFFCMz2lNY8ssQJiY/G/x9FgMntwEgQsCJ4JRyLBarVar1VhDLjC0MBQ45nEkPCkqqqiqoppyxe67NHRp6OOrJKON6TaWsLGEjTEbYxaGP458vk3OdWmbvOSUp9ZoJJEzEslKGctqA2YDRqI8qyumuWJaLKapSkpRUoqickgCJIEkGUVKkRozWVYUrMaO8igIaHRNDJ78cMzMMjH5upAdlz115NsT9zbh6aITR0FDQUMrohXRoiPVkSJSREimK52GooqimhLVlKgaMYdZpVyVtSoKKgpKampdRUU1Sli5Uh31jKihpqEGqAFyjpwgJ5lpv5yrzB1nPdc/gImJyVdB7tbWmT4AZg5/e3JvMkSBEwGfKEAZiWak22OZLuhU0KkF0YJo0R9LdaQ6WhhaWHrunOVIUV/XdK9tjZiZtOLIOXKOCAiG6dn3zPvPXqLZ0zIx+f8mZ9766WfOTK6ted0Y6aQHa8Z3BOtXPUm6ToVC5ss+niPB9U3/tqyZ85zS+WVkVm4Up1PYbJaamJj822SPv/znfBbP+zJMTEy+gXxJlWM9n8XzvgwTE5NvJv9Bfj3vt27y9eYfaX8R+A37e0wAAAAASUVORK5CYII=&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
 One amazing feature of the periodic table is that all the metals are 
placed in one side. Those that are on the other side (grayish&amp;nbsp; shade) 
are the nonmetals.&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Notice that there is a stair step line which somewhat divides 
the metals and nonmetals. These elements are the metalloids. They are 
elements exhibiting properties that are intermediate to metals and 
nonmetals. Name the metalloids. Name some metals. Name some nonmetals.&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Which are electrically conductive, metals or nonmetals? Which element has the highest electrical conductivity value? Is it higher than copper? If so, what could be the reason for using copper as an electrical wire more than this element?&lt;br /&gt;
&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; You might wonder why some metals do not have electrical conductivity values when supposedly all of them possess such property. Notice that these metals are the ones mostly found at the last rows of the periodic table. Elements in those rows are mostly radioactive. This means that the element is very unstable and exists in a very short period of time. In effect, it would be difficult to test for their properties. In the higher grade levels, you will learn that there are ways to infer the electrical conductivities of these elements.&lt;br /&gt;Electrical conductivity clearly distinguishes metals from nonmetals but there is one exception. Refer to the periodic table. Which element is electrically conductive even if it is a nonmetal?&lt;br /&gt;
&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; One form of carbon is graphite. It is commonly available as the black rod in your pencils. Get your sharpened pencil. Place the black rod in between the end tips of your improvised conductivity tester. Make sure that the black rod is in contact with the tips of the tester. What happened?&lt;br /&gt;
&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; In the higher grade levels, you will learn why carbon (graphite) though a nonmetal is electrically conductive.&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Look for other objects and test if they are made up of metal or nonmetal. Write down these objects in the appropriate box of the diagram below.&lt;br /&gt;
&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Were you able to find a cooking pot as one of your test objects? What element is it mainly made of?&lt;br /&gt;Refer to Table 2. This table shows the thermal conductivity values of some elements expressed in Watt/centimeter-Kelvin (W/cmK). Thermal conductivity is the ability of an element to allow heat to pass through it. The higher the value,&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantzoy.blogspot.com/feeds/6600315578380291464/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dantzoy.blogspot.com/2012/08/metals-and-nonmetals_6.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/6600315578380291464'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/6600315578380291464'/><link rel='alternate' type='text/html' href='http://dantzoy.blogspot.com/2012/08/metals-and-nonmetals_6.html' title='METALS AND NONMETALS'/><author><name>scascsac</name><uri>http://www.blogger.com/profile/04606276285163913931</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3410715850893598058.post-4466304015929320945</id><published>2012-08-03T04:29:00.003-07:00</published><updated>2012-08-03T04:29:51.838-07:00</updated><title type='text'>Qualified for the Final SciTech Elimination Round</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;i&gt;Congratulations to:&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
Earl Darwin Chester Cabiling&lt;br /&gt;
Stiffer Love Calawod&lt;br /&gt;
Ryan Joshua Vergara&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Please report to I Archimedes room on August 06, 2012, 5:00 P.M for the final elimination. Good Luck guys. &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantzoy.blogspot.com/feeds/4466304015929320945/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dantzoy.blogspot.com/2012/08/qualified-for-final-scitech-elimination.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/4466304015929320945'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/4466304015929320945'/><link rel='alternate' type='text/html' href='http://dantzoy.blogspot.com/2012/08/qualified-for-final-scitech-elimination.html' title='Qualified for the Final SciTech Elimination Round'/><author><name>scascsac</name><uri>http://www.blogger.com/profile/04606276285163913931</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3410715850893598058.post-8417730597272099127</id><published>2012-08-01T05:08:00.003-07:00</published><updated>2012-08-01T05:41:28.844-07:00</updated><title type='text'>ELEMENTS VS COMPOUNDS</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; All substances are homogeneous. Some mixtures are also homogeneous. Being so, it is difficult to distinguish mixtures and substances based on appearance. However, there are ways to tell if a sample is a mixture or a substance. The temperature of a liquid mixture changes during boiling but for a liquid substance, it does not. A solid mixture has portions that do not melt but a solid substance melts completely at a given time. From here, you can say that the more observations and characteristics you consider, the better you can classify them.&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; In this module, you will find out that substances may further be classified into two: compound and element. You will start with the primary characteristic that distinguishes them.Compounds Like mixtures, compounds are also made up of two or more components.&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; In module 3, you separated the components of seawater through distillation. One of the products obtained was distilled water. Also, you have identified distilled water as a substance.&lt;br /&gt;
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How are elements different from compounds?&lt;br /&gt;
How are they similar?&lt;br /&gt;
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In the video you will about to see, how to separate hydrogen and oxygen atoms of compound water.&lt;br /&gt;
This process is called &lt;span id=&quot;goog_1666550818&quot;&gt;&lt;/span&gt;&lt;a href=&quot;http://www.blogger.com/&quot;&gt;&lt;span style=&quot;color: red; font-size: small;&quot;&gt;&lt;span id=&quot;goog_1666550819&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;a href=&quot;http://wiki.answers.com/Q/What_is_electrolysis&quot; target=&quot;_blank&quot;&gt;electrolysis&lt;/a&gt;.&lt;br /&gt;
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&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/IxANIkNjUv0?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
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Q1. What happened when you placed a lighted match near the mouth of the test tube?&lt;br /&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; As you have seen from the video above, &lt;b style=&quot;color: red;&quot;&gt;compounds&lt;/b&gt; are made up of components. These components are called the elements. Like compounds, the elements are also substances. However, unlike compounds, elements cannot be broken down into simpler substances. Chop a sample of an element; you still have the same substance after! Distill? You get the same! Electrolyze? Still the same!&lt;br /&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Notice as well that the property of a compound is different from the properties of its constituent elements.&lt;br /&gt;
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&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;Elements&lt;/span&gt; &lt;/b&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; There are&lt;a href=&quot;http://en.wikipedia.org/wiki/Ununennium&quot; target=&quot;_blank&quot;&gt;119 known elements&lt;/a&gt;. Each element has different set of properties. No two elements have the same set of properties. Just like the two elements that were generated in video above, hydrogen and oxygen. Even though they are both in gaseous state at room temperature, they behave differently when exposed to a flame or spark of flame. Hydrogen gives off a “pop” sound when ignited; while oxygen induces a brighter spark. This difference in behavior implies a difference in property. In effect, hydrogen and oxygen are different substances, or to be more specific, they are different elements.&lt;br /&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 119 is quite a big number! Thanks to the works of our early scientists, they were able to systematically organize all of the 119 elements in what we call the &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;periodic table of elements&lt;/span&gt;&lt;/b&gt; or sometimes simply referred as periodic table.&amp;nbsp; Amazingly, they were able to logically arrange the elements in the table enabling one to have an idea of the properties of several elements by knowing other elements related to them. This means that there is no need to memorize the periodic&lt;br /&gt;
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Q1. What are the symbols for elements with long names such as beryllium, phosphorus, germanium, and darmstatdtium?&lt;br /&gt;
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a. Notice that most of the one-letter symbols are the first letters of these elements.&lt;br /&gt;
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Q2. What are the symbols for boron, nitrogen, fluorine and vanadium?&lt;br /&gt;
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b. For the two-letter symbols, most of them start with the first letter of the elements. Notice that the second letter in the symbol may be any letter found in the element’s name. Notice as well that only the first letter is capitalized for the two-letter symbols.&lt;br /&gt;
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Q3. What are the symbols for lithium, chlorine, argon, calcium and manganese?&lt;br /&gt;
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c. There are symbols that use letters that were taken from the ancient name of the element. Examples of ancient names are ferrum (iron), argentum (silver), hydrargyrum (mercury) and plumbum (lead).&lt;br /&gt;
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Q4. What are the symbols for iron, silver, mercury, and lead?&lt;br /&gt;
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d. In the earlier grade levels, you already encountered elements. You studied rocks and learned that some are composed of silicon and magnesium. Some even have gold.&lt;br /&gt;
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Q5. What are the symbols for silicon, magnesium and gold?&lt;br /&gt;
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f. When you were recycling materials, you segregated the objects according to what these are made of. Some of them are made from aluminum, copper, tin or carbon.&lt;br /&gt;
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Q6. What are the symbols for these 4 elements?&lt;br /&gt;
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g. In nutrition, you were advised to eat enough bananas because it is a good source of potassium.&lt;br /&gt;
Q7. What is the symbol for potassium?&lt;br /&gt;
h. In each box, you will find a number on top of each symbol. This is the atomic number. In the higher grade levels, you will learn what this number represents. For now, use it as a guide on how the elements are sequenced.&lt;br /&gt;
Q8. What is the element’s name and symbol that comes before titanium? How about that comes after barium?&lt;br /&gt;
i. Elements that are in the same column tend to have similar properties. For this, each column is called a family and has a family name. However, at this point, you will refer first to each family with their corresponding group number. Notice that the columns are numbered 1 to 18 from left to right.&lt;br /&gt;
Q9. In which group does each of the elements listed in Table 1 belongs to?&lt;br /&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; There are other elements present in the food you eat —whether it is a natural food like bananas or those processed like banana chips, biscuits, milk, and juice. In nutrition, you have called them minerals. These are nutrients which the human body needs in order to function well. Some of these minerals are calcium, magnesium, zinc, and selenium. Find these elements in the periodic table. Can you name more? Did you find them in the periodic table?&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Note that these minerals have to be taken in by the body in recommended amounts. Refer to Figure 3. How much calcium do you need to consume in a day? How about magnesium? Avoid taking in minerals beyond these recommended amounts. It may lead to sickness, and even death. Thus, it is imperative that you are aware of what makes up the food that you are eating. Also, make sure that you have a balanced diet. You may refer to Table 2 below for food sources of some minerals when preparing your meal&lt;br /&gt;
Figure 3. Recommended mineral intake (WHO, 2004)&lt;br /&gt;
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Macrominerals&lt;br /&gt;
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&lt;b&gt;Calcium (Ca)&lt;/b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Milk, cheese, canned fish with bones, sesame seeds, green leafy vegetables&lt;br /&gt;
Essential to formation and maintenance of bones and teeth; regulates nerve transmission, muscle contraction, and blood clotting. Rickets in children; diseases of the bones in adults such as softening of the bones and decrease in bone mass&lt;br /&gt;
&lt;b&gt;Magnesium (Mg)&lt;/b&gt;&amp;nbsp;&amp;nbsp; Nuts, legumes, cereal grains, dark green vegetables, sea food, chocolate&lt;br /&gt;
Catalyst in the synthesis of energy-carrier molecules; involved in the synthesis of proteins and relaxation of muscles&lt;br /&gt;
Fluid loss due to too much alcohol intake; heart failure due to spasms&lt;br /&gt;
&lt;b&gt;Potassium (K)&amp;nbsp;&lt;/b&gt;&amp;nbsp; Orange juice, bananas, dried fruits, potatoes&lt;br /&gt;
Maintains regular heartbeat, water balance and cell integrity; needed in nerve transmission, carbohydrate and protein metabolism&lt;br /&gt;
Sudden death during fasting, poor nerve function, irregular heart beat&lt;br /&gt;
&lt;b&gt;Selenium (Se)&lt;/b&gt;&lt;br /&gt;
Liver, meat, grain, vegetables&lt;br /&gt;
Part of enzymes; antioxidant&lt;br /&gt;
Keshan disease (heart disease)&lt;br /&gt;
&lt;b&gt;Sodium (Na)&lt;/b&gt;&lt;br /&gt;
Meat, table salt, salt- processed food&lt;br /&gt;
Regulates amount of body fluid; involved in nerve transmission&lt;br /&gt;
Headache, physical weakness, thirst, poor memory, appetite loss&lt;br /&gt;
&lt;b&gt;Sulfur (S)&lt;/b&gt;&lt;br /&gt;
Some proteins&lt;br /&gt;
Component of biomolecules and ions&lt;br /&gt;
&lt;b&gt;Zinc (Zn)&lt;/b&gt;&lt;br /&gt;
Liver, shellfish, meat, wheat germs, legumes&lt;br /&gt;
Part of insulin and some 154 enzymes&lt;br /&gt;
Anemia, stunted growth&lt;br /&gt;
Microminerals or Trace elements&lt;br /&gt;
&lt;b&gt;Chromium (Cr)&lt;/b&gt;&lt;br /&gt;
Liver; animal and plant tissues&lt;br /&gt;
Needed for glucose utilization&lt;br /&gt;
Loss of insulin efficiency with age&lt;br /&gt;
&lt;b&gt;Copper (Cu)&lt;/b&gt;&lt;br /&gt;
Liver, kidney, egg yolk, whole grains&lt;br /&gt;
Helps in the formation of hemoglobin; part of 11 enzymes&lt;br /&gt;
Rare&lt;br /&gt;
&lt;b&gt;Fluorine (F)&lt;/b&gt;&lt;br /&gt;
Sea food, fluorinated drinking water&lt;br /&gt;
Strengthens bone and tooth structure&lt;br /&gt;
Dental decay&lt;br /&gt;
&lt;b&gt;Iron (Fe)&lt;/b&gt;&lt;br /&gt;
Liver, meat, green leafy vegetables, whole grains, cocoa beans&lt;br /&gt;
Component of hemoglobin and myoglobin&lt;br /&gt;
Anemia, tiredness, and apathy&lt;br /&gt;
&lt;b&gt;Iodine (I)&lt;/b&gt;&lt;br /&gt;
Sea food, iodized salts&lt;br /&gt;
Part of thyroxin, regulates rate of energy use&lt;br /&gt;
Goiter&lt;br /&gt;
&lt;b&gt;Manganese (Mn)&lt;/b&gt;&lt;br /&gt;
Liver, kidney, wheat germ, legumes, nuts&lt;br /&gt;
Cofactor for a number of enzymes&lt;br /&gt;
Weight loss, occasional dermatitis&lt;br /&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; You can also find information about the contents of the food in its product label. Usually, they are written as Nutrition Facts and Ingredients.&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; The Nutrition Facts is a list of the different nutrients provided by the food product with their corresponding percentage share on the daily recommended dietary allowance. Refer to the figure on the right. Notice that some of these nutrients are elements such as calcium. Is this food a good source of calcium?&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; On the other hand, Ingredients give you a list of the materials that have been added to create the food product. These materials are the sources of the nutrients. These are the ones that are taken in by the body. Refer to the figure below. Find the ingredient ferrous sulfate. Ferrous is another word for iron. Refer to the figure above. This is the Nutrition Facts which corresponds to the food product having these ingredients. Find the nutrient iron. How much iron does this food product give as part of the recommended dietary allowance? From this product label, you can tell that you will be getting as much as 35% of iron that you need for the day and eaten mostly as ferrous sulfate. Notice that the name of the ingredient gave a clue as to which nutrient this ingredient contains.&lt;br /&gt;
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&lt;b&gt;Cereal drink&lt;/b&gt;&lt;br /&gt;
Ingredients:&lt;br /&gt;
sucrose, creamer (glucose syrup, hydrogenated palm kernel oil, sodium caseinate containing milk, sequestrants, emulsifiers, nature-identical flavors, sodium chloride, anticaking agents), maltodextrin, cereal flakes (wheat flour, rice flour, malt extract, sucrose, corn grits, acidity regulator), sweet whey powder, cocoa powder, iodized salt, thickener, artificial flavour, zinc sulfate, iron pyrophosphate.&lt;br /&gt;
May contain traces of soya.&lt;br /&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; As you have learned from the activity above, the minerals listed in the Nutrition Facts as elements are present in the food as compounds. Thus, you are not eating the elements themselves.&lt;br /&gt;
A product label that lists sodium as a nutrient does not mean that you will be eating the element sodium. It means that the composition of one of the ingredients includes sodium. In the case of soy sauce, the ingredient is monosodium glutamate.&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; It is very rare and most of the time dangerous if you take in the element itself. In Activity 1, you have seen that water did not give off a “pop” sound nor induced a bright spark when exposed to a spark or flame, unlike its constituent elements hydrogen and oxygen, respectively. This means that the properties of compounds are different from the properties of the elements it is made up of. There are cases that the properties of a compound pose less risk than its constituent elements. An example is sodium and one of its compounds. Sodium is an element that flares when it comes in contact with water. Refer to the photo above. Imagine the danger that you are in to if you will be eating sodium as an element. However, sodium chloride, which is a compound made up of the elements sodium and chlorine, does not flare when it comes in contact with water. In fact, sodium chloride is sometimes used with water as common food ingredients. Perhaps, you are already familiar with this. Does table salt ring a bell? Sodium chloride is commonly called as table salt. As you know, it is safe to eat. Do take note though that it should be consumed in the right amount. Excessive consumption of sodium chloride may lead to kidney failure. From here comes the importance of reading product labels. This will let you know how much of a nutrient you get from a food product. It is also an advantage if you know the different names of the elements and compounds. Take the case of the food product label below.&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Refer to the Nutrition Facts of the cereal product on the right. It tells that this cereal product provides the nutrient, sodium.&lt;br /&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Now, refer to the Ingredients. Do you find any ingredient that could be a source of sodium? It may seem not, at first. However, knowing that the other name for sodium chloride is salt, you can now identify one source ingredient for the sodium that is listed in the Nutrition Facts.&lt;br /&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Note that there are instances that the Nutrition Facts is incomplete. You may find an element unlisted but once you check the Ingredients, you can tell that the food product could be a source of that mineral. Refer to the label of the cereal drink you used in Activity 3. Is sodium listed in the Nutrition Facts? Is there an ingredient that could be a source of sodium? When you read product labels, make sure you do not miss out on these information. This will help you decide if the product is worth buying.&lt;br /&gt;
Any ingredient added to food should be safe to eat in terms of quality and quantity. By quality, these ingredients must be food grade. A substance undergoes a process before it becomes food grade. It is only after that, a substance may be safely added as a food ingredient. If it is a non-food grade substance then it should not be added to products that are meant to be ingested.&lt;br /&gt;
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&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Refer to the product labels for a soy sauce and a lotion. Notice that potassium sorbate is a common ingredient. It has the same function for both products, that is, it acts as a preservative so the product would last longer. However, it is important to note that food grade potassium sorbate was added in soy sauce; while a non-food grade potassium sorbate was added in lotion.&lt;br /&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; You can safely ingest soy sauce but never ingest the lotion. Notice that the product label does not indicate if the ingredient is food grade or not. However, there are government agencies that make sure the food products that are sold in the market uses only food grade ingredients. Thus, it is safe to assume that food products consumed in the right amount will not pose any risk.&lt;br /&gt;
In the next activity, you will encounter another substance that is common to materials that are not meant to be ingested. However, this substance was made food grade before it was added as a food ingredient. This substance is iron. This food grade iron is sprayed onto the food or added as a powder to the mixture. Because it is the elemental iron that was added as a mixture, its properties are retained. One of these is its magnetic property. Thus, you can recover the iron present in the food product by using a magnet.&lt;br /&gt;
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&lt;b&gt;Compounds&lt;/b&gt; are made up of elements.&lt;br /&gt;
&lt;b&gt;Elements&lt;/b&gt; are the simplest form of matter.&lt;br /&gt;
Both elements and compounds are substances.&lt;br /&gt;
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As you have seen, elements are part of almost anything around us — food, clothes, rocks, and even this paper you are currently reading from. Elements are said to be the building blocks of matter. They are like blocks that you can put together and build something new. When you build something new from these elements, you call them as compounds.&lt;br /&gt;
With the 119 elements known, imagine how many combinations of elements you can make into compounds and how diverse can the materials around us be.&lt;br /&gt;
In the next module, you will learn more about the elements. You will work on samples of elements and explore their properties.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantzoy.blogspot.com/feeds/8417730597272099127/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dantzoy.blogspot.com/2012/08/elements-vs-compounds.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/8417730597272099127'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/8417730597272099127'/><link rel='alternate' type='text/html' href='http://dantzoy.blogspot.com/2012/08/elements-vs-compounds.html' title='ELEMENTS VS COMPOUNDS'/><author><name>scascsac</name><uri>http://www.blogger.com/profile/04606276285163913931</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3410715850893598058.post-6436597586522333032</id><published>2012-07-29T04:41:00.001-07:00</published><updated>2012-08-01T04:31:49.531-07:00</updated><title type='text'>2011 REGIONAL SCIENCE QUEST HELD AT KORONADAL CITY</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Going to&amp;nbsp;Baguio!!!&amp;nbsp;&lt;/b&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; General Santos 
City High School participants shone in the 2011 Regional Science Quest 
held at Carpenter Hill Elementary School, Koronadal City.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAHtlMmEY-XRim15P1plUVxW_Tnk5hRTJWjZ8JLaBkm5ZnFua-sUbgElI5TaC8KmFVhsK1T9eNnkknm5RVTu1NIeHyuVK16tOmH8G0Xc5HbYSJENr4VvKV6OM7lR5eCvKJ_J7lDRzSCihM/s1600/9033017.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;265&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAHtlMmEY-XRim15P1plUVxW_Tnk5hRTJWjZ8JLaBkm5ZnFua-sUbgElI5TaC8KmFVhsK1T9eNnkknm5RVTu1NIeHyuVK16tOmH8G0Xc5HbYSJENr4VvKV6OM7lR5eCvKJ_J7lDRzSCihM/s400/9033017.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Among the 
participants were, Gaille Anne Surriga, Bb. Kalikasan 2011, Keefe Alfred
 Pulia, Ginoong Kalikasan 2011 First Runner-up, Dante C. Arboleda, 
Champion of the Science Intervention Material (First year level), Debbie
 Plana, 3rd place of&amp;nbsp;the Science Intervention Material (Second year 
level), Arriane Magbanua, 3rd place of the On the Spot&amp;nbsp;Painting&amp;nbsp; and 
Hannahly Diaz, 5th place of the Science Quiz Bowl (biology). Among the 
coaches were, Rosanna Elumbaring, Shirley Regalado and Noel Baterbonia. &lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantzoy.blogspot.com/feeds/6436597586522333032/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dantzoy.blogspot.com/2012/07/2011-regional-science-quest-held-at.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/6436597586522333032'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/6436597586522333032'/><link rel='alternate' type='text/html' href='http://dantzoy.blogspot.com/2012/07/2011-regional-science-quest-held-at.html' title='2011 REGIONAL SCIENCE QUEST HELD AT KORONADAL CITY'/><author><name>scascsac</name><uri>http://www.blogger.com/profile/04606276285163913931</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/AVvXsEgAHtlMmEY-XRim15P1plUVxW_Tnk5hRTJWjZ8JLaBkm5ZnFua-sUbgElI5TaC8KmFVhsK1T9eNnkknm5RVTu1NIeHyuVK16tOmH8G0Xc5HbYSJENr4VvKV6OM7lR5eCvKJ_J7lDRzSCihM/s72-c/9033017.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3410715850893598058.post-2616214548096736947</id><published>2012-06-16T08:17:00.000-07:00</published><updated>2012-06-16T08:23:08.385-07:00</updated><title type='text'>How to convert units using SI prefixes?</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 0.5in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: small;&quot;&gt;Example:&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;TimesNewRoman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: small;&quot;&gt; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;3 cm = &amp;nbsp;_____ µm&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 0.5in;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 0.5in;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 0.75in; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: small;&quot;&gt;1.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: &amp;quot;Times New Roman&amp;quot;; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: small;&quot;&gt;Write the equivalent factor of the
prefix which you wanted to convert.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 1.5in;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;cm = cm&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: small;&quot;&gt; which can be written
as, &lt;b&gt;cm = &lt;span style=&quot;color: red;&quot;&gt;10&lt;sup&gt;-2&lt;/sup&gt;&lt;/span&gt;m&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 1.5in;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;µm = µm &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: small;&quot;&gt;which can be written
as, &lt;b&gt;µm = &lt;span style=&quot;color: red;&quot;&gt;10&lt;sup&gt;-6&lt;/sup&gt;&lt;/span&gt;m&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 1.5in;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: small;&quot;&gt;Notice that prefixes &lt;b&gt;&lt;span style=&quot;color: #548dd4;&quot;&gt;centi&lt;/span&gt;&lt;/b&gt;
and &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;micro&lt;/span&gt;&lt;/b&gt;
are replaced with its equivalent factors &lt;b&gt;&lt;span style=&quot;color: #548dd4;&quot;&gt;10&lt;sup&gt;-2&lt;/sup&gt;&lt;/span&gt;&lt;/b&gt;
and &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;10&lt;sup&gt;-6&lt;/sup&gt;&lt;/span&gt;&lt;/b&gt;
respectively.&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 0.5in;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 0.5in;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 0.75in; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: small;&quot;&gt;2.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: &amp;quot;Times New Roman&amp;quot;; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: small;&quot;&gt;Use the units and the equivalent
factors in your solution. Study and follow the arrangement below.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 0.75in;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 0.75in;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;3 &lt;s&gt;cm&lt;/s&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: small;&quot;&gt; x &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;10&lt;sup&gt;-2&lt;/sup&gt;&lt;s&gt;m&lt;/s&gt; &lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&amp;nbsp;x _&lt;u&gt;µm_&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 0.75in;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;color: #76923c; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;1&lt;s&gt;cm&lt;/s&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;color: #7030a0; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;10&lt;sup&gt;-6&lt;/sup&gt;&lt;s&gt;m&lt;/s&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: small;&quot;&gt;Notice that units &lt;b&gt;&lt;span style=&quot;color: #76923c;&quot;&gt;1cm&lt;/span&gt;&lt;/b&gt;
and &lt;b&gt;&lt;span style=&quot;color: #7030a0;&quot;&gt;10&lt;sup&gt;-6&lt;/sup&gt;m&lt;/span&gt;&lt;/b&gt;
are written as denominators so that cm and m units can be cancelled. &amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 0.75in; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: small;&quot;&gt;3.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: &amp;quot;Times New Roman&amp;quot;; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: small;&quot;&gt;Multiply all factors in the numerator,
&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;3 &lt;s&gt;cm&lt;/s&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: small;&quot;&gt; x &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;10&lt;sup&gt;-2&lt;/sup&gt;&lt;s&gt;m&lt;/s&gt; &lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&amp;nbsp;x _&lt;u&gt;µm_&lt;/u&gt;, &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: small;&quot;&gt;and all factors in the denominator, &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #76923c; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;1&lt;s&gt;cm&lt;/s&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&amp;nbsp; x&amp;nbsp; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;color: #365f91; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;10&lt;sup&gt;-6&lt;/sup&gt;&lt;s&gt;m&lt;span style=&quot;color: black;&quot;&gt;.&lt;/span&gt;&lt;/s&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #365f91; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;s&gt;cm&lt;/s&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;color: #365f91; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: small;&quot;&gt; x &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;color: #365f91; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;10&lt;sup&gt;-2&lt;/sup&gt;&lt;s&gt;m&lt;/s&gt;
&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;color: #365f91; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&amp;nbsp;x _&lt;u&gt;µm&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;_&amp;nbsp; &lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&amp;nbsp;=&amp;nbsp; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;color: #365f91; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;0.03 µm&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 0.75in;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;color: #00b050; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;1&lt;s&gt;cm&lt;/s&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 10&lt;sup&gt;-6&lt;/sup&gt;&lt;s&gt;m&lt;/s&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;10&lt;sup&gt;-6&lt;/sup&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 0.75in;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 0.75in;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 0.75in; text-indent: -0.25in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: small;&quot;&gt;4.&lt;span style=&quot;-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: &amp;quot;Times New Roman&amp;quot;; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: small;&quot;&gt;Simplify by dividing the numerator and
denominator.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 2in;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;u&gt;&lt;span style=&quot;color: #365f91; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;0.03
µm &lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;color: #365f91; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;= &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;30 000 &lt;u&gt;µm&lt;/u&gt;&lt;span style=&quot;color: #365f91;&quot;&gt; or &lt;/span&gt;3
x10&lt;sup&gt;4&lt;/sup&gt; &lt;u&gt;µm&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 2in;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #365f91; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style=&quot;color: #00b050; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;10&lt;sup&gt;-6&lt;/sup&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;margin-left: 2in;&quot;&gt;
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&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;sup&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;/sup&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: small;&quot;&gt;&lt;sup&gt;GSCNHS teacher I &lt;/sup&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;sup&gt;&lt;br /&gt;&lt;/sup&gt;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantzoy.blogspot.com/feeds/2616214548096736947/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dantzoy.blogspot.com/2012/06/how-to-convert-units-using-si-prefixes.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/2616214548096736947'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/2616214548096736947'/><link rel='alternate' type='text/html' href='http://dantzoy.blogspot.com/2012/06/how-to-convert-units-using-si-prefixes.html' title='How to convert units using SI prefixes?'/><author><name>scascsac</name><uri>http://www.blogger.com/profile/04606276285163913931</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3410715850893598058.post-3712964871967423981</id><published>2012-06-13T07:19:00.001-07:00</published><updated>2012-06-13T07:19:43.530-07:00</updated><title type='text'></title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/goog_368796897&quot; style=&quot;color: blue;&quot;&gt;&lt;u&gt;&lt;span class=&quot;apple-style-span&quot;&gt;&lt;span style=&quot;background: white; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;b&gt;S&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/u&gt;&lt;/a&gt;&lt;span class=&quot;apple-style-span&quot;&gt;&lt;b&gt;&lt;span style=&quot;background: white; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;a href=&quot;http://chemistry.about.com/od/mathsciencefundamentals/a/sigfigures.htm&quot; style=&quot;color: blue;&quot;&gt;&lt;u&gt;ignificant figures&lt;/u&gt;&lt;/a&gt;,&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&lt;span style=&quot;background: white; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;apple-style-span&quot;&gt;&lt;span style=&quot;background: white; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;also called&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&lt;span style=&quot;background: white; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;apple-style-span&quot;&gt;&lt;b&gt;&lt;span style=&quot;background: white; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;significant digits,&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;span class=&quot;apple-style-span&quot;&gt;&lt;span style=&quot;background: white; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&amp;nbsp; are those&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&lt;span style=&quot;background: white; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Numerical_digit&quot; title=&quot;Numerical digit&quot;&gt;&lt;span style=&quot;background: white; color: windowtext; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/a&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&lt;span style=&quot;background: white; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;apple-style-span&quot;&gt;&lt;span style=&quot;background: white; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;digits that carry meaning
contributing to its&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&lt;span style=&quot;background: white; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt; precision.&lt;/span&gt;&lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Accuracy_and_precision&quot; title=&quot;Accuracy and precision&quot;&gt;&lt;span style=&quot;background: white; color: windowtext; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/a&gt;&lt;span class=&quot;apple-style-span&quot;&gt;&lt;span style=&quot;background: white; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt; The concept of significant figures is used in rounding numbers into much precise answers.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;apple-converted-space&quot;&gt;&lt;span style=&quot;background: white; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Rounding&quot; title=&quot;Rounding&quot;&gt;&lt;span style=&quot;background: white; color: windowtext; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/a&gt;&lt;span class=&quot;apple-style-span&quot;&gt;&lt;span style=&quot;background: white; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNoSpacing&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Rules
for Significant Figures&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNoSpacing&quot; style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;1. Digits from 1-9 are always significant.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;2. Zeros between two other significant digits are always
significant&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;3. One or more additional zeros to the right of both the
decimal point and another significant digit or nonzero digits are significant.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;4.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt; Zeros used solely for spacing the decimal point
(placeholder) are not significant.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt; &lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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  &lt;td style=&quot;border: inset #808040 1.0pt; mso-border-alt: inset #808040 .75pt; padding: .75pt .75pt .75pt .75pt; width: 41.3%;&quot; valign=&quot;top&quot; width=&quot;41%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-top: 20.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;&quot;&gt;
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  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-top: 20.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;&quot;&gt;
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&lt;/td&gt;
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  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-top: 20.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;&quot;&gt;
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&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;453 kg&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border: inset #808040 1.0pt; mso-border-alt: inset #808040 .75pt; padding: .75pt .75pt .75pt .75pt; width: 16.9%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-top: 20.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;3&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border: inset #808040 1.0pt; mso-border-alt: inset #808040 .75pt; padding: .75pt .75pt .75pt .75pt; width: 40.52%;&quot; valign=&quot;top&quot; width=&quot;40%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-top: 20.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;All non-zero digits are always significant.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 2;&quot;&gt;
  &lt;td style=&quot;border: inset #808040 1.0pt; mso-border-alt: inset #808040 .75pt; padding: .75pt .75pt .75pt .75pt; width: 41.3%;&quot; width=&quot;41%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-top: 20.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;5057 L&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border: inset #808040 1.0pt; mso-border-alt: inset #808040 .75pt; padding: .75pt .75pt .75pt .75pt; width: 16.9%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-top: 20.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;4&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border: inset #808040 1.0pt; mso-border-alt: inset #808040 .75pt; padding: .75pt .75pt .75pt .75pt; width: 40.52%;&quot; valign=&quot;top&quot; width=&quot;40%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-top: 20.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Zeros between 2 sig. dig. are significant.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 3;&quot;&gt;
  &lt;td style=&quot;border: inset #808040 1.0pt; mso-border-alt: inset #808040 .75pt; padding: .75pt .75pt .75pt .75pt; width: 41.3%;&quot; width=&quot;41%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-top: 20.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;5.00&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border: inset #808040 1.0pt; mso-border-alt: inset #808040 .75pt; padding: .75pt .75pt .75pt .75pt; width: 16.9%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-top: 20.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;3&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border: inset #808040 1.0pt; mso-border-alt: inset #808040 .75pt; padding: .75pt .75pt .75pt .75pt; width: 40.52%;&quot; valign=&quot;top&quot; width=&quot;40%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-top: 20.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Additional zeros to the right of decimal and a sig. dig.
  are significant.&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 4; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td style=&quot;border: inset #808040 1.0pt; mso-border-alt: inset #808040 .75pt; padding: .75pt .75pt .75pt .75pt; width: 41.3%;&quot; width=&quot;41%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-top: 20.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;0.007&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border: inset #808040 1.0pt; mso-border-alt: inset #808040 .75pt; padding: .75pt .75pt .75pt .75pt; width: 16.9%;&quot; width=&quot;16%&quot;&gt;
  &lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-top: 20.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;1&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td style=&quot;border: inset #808040 1.0pt; mso-border-alt: inset #808040 .75pt; padding: .75pt .75pt .75pt .75pt; width: 40.52%;&quot; valign=&quot;top&quot; width=&quot;40%&quot;&gt;
  &lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: paragraph; mso-element-frame-hspace: 9.0pt; mso-element-top: 20.6pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Placeholders are not sig&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;br /&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Adding and Subtracting&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;RULE: When adding or subtracting
your answer can only show as many decimal places as the measurement having the
fewest number of decimal places.&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Example: When we add 3.76 g + 14.83 g + 2.1 g = 20.69 g&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;We look to the original problem to see the number of decimal
places shown in each of the original measurements. 2.1 shows the least number
of decimal places. We must round our answer, 20.69, to one decimal place (the
tenth place). Our final answer is 20.7 g&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Try:&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;a.
(1.650 m) + (3.0 m) =&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-tab-count: 2;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;b. (3.0 x10&lt;sup&gt;4
&lt;/sup&gt;g) -(6.889 x10&lt;sup&gt;3&lt;/sup&gt;g) =&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Multiplying and Dividing&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;RULE: When multiplying or dividing,
your answer may only show as many significant digits as the multiplied or
divided measurement showing the least number of significant digits.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Example: When multiplying 22.37 cm x 3.10 cm x 85.75 cm =
5946.50525 cm&lt;sup&gt;3&lt;/sup&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;We look to the original problem and check the number of
significant digits in each of the original measurements:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;22.37
shows 4 significant digits.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;3.10
shows 3 significant digits.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;85.75
shows 4 significant digits.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Our answer can only show 3 significant digits because that
is the least number of significant digits in the original problem.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;5946.50525 shows 9 significant digits, we must round to the
tens place in order to show only 3 significant digits. Our final answer becomes
5950 cm&lt;sup&gt;3&lt;/sup&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Try:&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;span style=&quot;mso-tab-count: 1;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;a.
(1.650 m)&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;(3.0 m) =&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;span style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&lt;span style=&quot;mso-tab-count: 2;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;b. (6.0 x10&lt;sup&gt;4
&lt;/sup&gt;g) (2.5 x10&lt;sup&gt;3&lt;/sup&gt;g) =&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantzoy.blogspot.com/feeds/3712964871967423981/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dantzoy.blogspot.com/2012/06/normal-0-false-false-false-en-us-x-none_13.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/3712964871967423981'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/3712964871967423981'/><link rel='alternate' type='text/html' href='http://dantzoy.blogspot.com/2012/06/normal-0-false-false-false-en-us-x-none_13.html' title=''/><author><name>scascsac</name><uri>http://www.blogger.com/profile/04606276285163913931</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><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3410715850893598058.post-5553703660477820742</id><published>2012-06-12T05:31:00.003-07:00</published><updated>2012-06-12T05:40:39.601-07:00</updated><title type='text'></title><content type='html'>&lt;br /&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;color: blue;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;;&quot;&gt;Why we must celebrate Philippine
Independence Day on June 12?&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b style=&quot;font-weight: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Filipinos are celebrating Independence
Day after &lt;/b&gt;General Emilio Aguinaldo and Filipino revolutionary
forces declared independence on June 12, 1898 from the Spanish colonization. It
was the day when Emilio Aguinaldo himself for the first time raised Philippine
flag and played Philippine national anthem at Kawit, Cavite on the mentioned
year. However, the declaration of the liberty was not recognized by the United States
and Spain until war between two countries ended on 1898 through Treaty of
Paris. Spain then surrendered the Philippines to United States. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirMkmrDCKNmvQvr76FY-EfE-P1X2ENbxsVtuHRYvUexgNjzhYiLpcapPnv4sFXs_XUZjOk5eX4lT_Qm6CNFJJ7HFPRy4naYGqtwkW3YnfNlKyn_vmIDS10wyyJT882M86H4H7K1MlkK7CY/s1600/independence-day-kawit.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;300&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirMkmrDCKNmvQvr76FY-EfE-P1X2ENbxsVtuHRYvUexgNjzhYiLpcapPnv4sFXs_XUZjOk5eX4lT_Qm6CNFJJ7HFPRy4naYGqtwkW3YnfNlKyn_vmIDS10wyyJT882M86H4H7K1MlkK7CY/s400/independence-day-kawit.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Filipinos were so determined to achieve sovereignty
against United Sates. On June 2, 1899, the first Philippine Republic officially
declared and war between the two countries officially ended on July 04, 1902.&lt;b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Independence Day was observed on July 4 until the &lt;i&gt;Republic Act No. 4166&lt;/i&gt;,&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNoSpacing&quot; style=&quot;font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;signed by past President Diosdado Macapagal on August 4,
1964 which set out to move the holiday on June 12 as official Independence Day.&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantzoy.blogspot.com/feeds/5553703660477820742/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dantzoy.blogspot.com/2012/06/normal-0-false-false-false-en-us-x-none_12.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/5553703660477820742'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/5553703660477820742'/><link rel='alternate' type='text/html' href='http://dantzoy.blogspot.com/2012/06/normal-0-false-false-false-en-us-x-none_12.html' title=''/><author><name>scascsac</name><uri>http://www.blogger.com/profile/04606276285163913931</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/AVvXsEirMkmrDCKNmvQvr76FY-EfE-P1X2ENbxsVtuHRYvUexgNjzhYiLpcapPnv4sFXs_XUZjOk5eX4lT_Qm6CNFJJ7HFPRy4naYGqtwkW3YnfNlKyn_vmIDS10wyyJT882M86H4H7K1MlkK7CY/s72-c/independence-day-kawit.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3410715850893598058.post-6931261756497372903</id><published>2012-06-10T07:10:00.004-07:00</published><updated>2012-06-12T05:33:14.045-07:00</updated><title type='text'></title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.youtube.com/embed/l8qeo5e2Ojc?feature=player_embedded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: #0b5394;&quot;&gt;Election of YES-O Officers will be on Friday, June 16, 2012.&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantzoy.blogspot.com/feeds/6931261756497372903/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dantzoy.blogspot.com/2012/06/election-of-yes-o-officers-will-be-on.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/6931261756497372903'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/6931261756497372903'/><link rel='alternate' type='text/html' href='http://dantzoy.blogspot.com/2012/06/election-of-yes-o-officers-will-be-on.html' title=''/><author><name>scascsac</name><uri>http://www.blogger.com/profile/04606276285163913931</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><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3410715850893598058.post-7669057770848429669</id><published>2012-06-10T06:02:00.000-07:00</published><updated>2012-06-10T06:06:39.436-07:00</updated><title type='text'></title><content type='html'>&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggqtgUgbx7sWOQtG-xu4b5NBPL0HoX0Y7u73xG8xWixqMq20cB4Gj-t5gsW8P1cB5rbAJq-qCYVMlIXl6dekuYOj9Ma2uUaYJCT_GSdkS17LUGDXtwpTuhhafRKR7fENP19u4Klbu5_mOS/s1600/551832_116909928448285_394984672_n.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;212&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggqtgUgbx7sWOQtG-xu4b5NBPL0HoX0Y7u73xG8xWixqMq20cB4Gj-t5gsW8P1cB5rbAJq-qCYVMlIXl6dekuYOj9Ma2uUaYJCT_GSdkS17LUGDXtwpTuhhafRKR7fENP19u4Klbu5_mOS/s320/551832_116909928448285_394984672_n.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: center; text-indent: 0.5in;&quot;&gt;
&lt;span style=&quot;background: none repeat scroll 0% 0% white; color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;span style=&quot;color: blue; font-size: x-large;&quot;&gt;Astrophysics and Environment Seminar at CDO&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;span style=&quot;background: none repeat scroll 0% 0% white; color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt;&quot;&gt;Dante
C. Arboleda,participant from Division of General Santos City attended the
astrophysics and environment awareness seminar at Capitol University, Cagayan
de Oro City last May 17 - 18, 2012.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: justify; text-indent: 0.5in;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgd61dM4HapsjNXpgDzm3SzkYiGfb7LHdYp2YzujiY8TvlOFid7hDZUU5dtPB-RoQI8mab8HGaskN9UyhBuWs3jmeh-4bO_bEwu371xaR1uuUHHfIOVNdQYnNPHE-jYydY5URZ04gCUfd_b/s1600/543749_116922631780348_2065469174_n.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;213&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgd61dM4HapsjNXpgDzm3SzkYiGfb7LHdYp2YzujiY8TvlOFid7hDZUU5dtPB-RoQI8mab8HGaskN9UyhBuWs3jmeh-4bO_bEwu371xaR1uuUHHfIOVNdQYnNPHE-jYydY5URZ04gCUfd_b/s320/543749_116922631780348_2065469174_n.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 0.5in;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;The two-day seminar focused on the current issues related to
environment specifically global warming. Dr Theta C. Ponce, speaker from
University of Asia and the Pacific, stressed on her discussion about possible
solutions on how to address global warming. She discussed ways on how to cut
off greenhouse gases (GHG&#39;s) and gave latest points about astronomy. The
speaker also encouraged the teachers to use their knowledge gained in this
program to use it as their tool in teaching science subjects.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 0.5in;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify; text-indent: 0.5in;&quot;&gt;
&lt;span style=&quot;color: black; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 115%;&quot;&gt;The the activity was attended by 58 science teachers representing
each division in Mindanao.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantzoy.blogspot.com/feeds/7669057770848429669/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dantzoy.blogspot.com/2012/06/normal-0-false-false-false-en-us-x-none_10.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/7669057770848429669'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/7669057770848429669'/><link rel='alternate' type='text/html' href='http://dantzoy.blogspot.com/2012/06/normal-0-false-false-false-en-us-x-none_10.html' title=''/><author><name>scascsac</name><uri>http://www.blogger.com/profile/04606276285163913931</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/AVvXsEggqtgUgbx7sWOQtG-xu4b5NBPL0HoX0Y7u73xG8xWixqMq20cB4Gj-t5gsW8P1cB5rbAJq-qCYVMlIXl6dekuYOj9Ma2uUaYJCT_GSdkS17LUGDXtwpTuhhafRKR7fENP19u4Klbu5_mOS/s72-c/551832_116909928448285_394984672_n.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3410715850893598058.post-6844766002148192706</id><published>2012-06-10T01:42:00.001-07:00</published><updated>2012-06-17T02:43:12.793-07:00</updated><title type='text'>GSCNHS  YES-O joins Tree Planting</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Youth for Environment in Schools Organization (YES-O) joined
the Tree Planting Activity and Environment Awareness Seminar at Silway 8,
Polomolok, South Cotabato, Philippines on June 09, 2012.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-Y-aL0KaoSjprWLAmzBFnzsBxehZWr2SAzBeZDFge3HLHLxIc87D0mgpRmpQBPDmjO4sHAhoK59eIUxhiqHqvNxh3F20T0vFJ75h9T-uJc1Yo_ESRR20bDHOTQzpXnOHCnBLf9qZzwIVa/s1600/543273_429229973765485_409801920_n.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;214&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-Y-aL0KaoSjprWLAmzBFnzsBxehZWr2SAzBeZDFge3HLHLxIc87D0mgpRmpQBPDmjO4sHAhoK59eIUxhiqHqvNxh3F20T0vFJ75h9T-uJc1Yo_ESRR20bDHOTQzpXnOHCnBLf9qZzwIVa/s320/543273_429229973765485_409801920_n.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; The Activity and Seminar were organized by Philippine Youth Leadership Program
(PYLP) alumnae, Nikkilyn Sumagaysay, a bona fide student of General Santos
City National High School-Engineering and Science Education Program
(GSCNHS-ESEP).&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; The mentioned activities were participated by the various
organizations and NGO’s. Among were, GSCHS-YES-O, Brgy. Officials of Silway 8,
Women Organization of Silway 8, PYLP alumni and Students of Silway 8 National
High School of Polomolok.&lt;/div&gt;
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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; The activity stated 6:30 in the morning having tree planting
along the highway of Polomolok. After which, the participants were gathered at
Silway 8 gymnasium for a seminar with guest speaker Dante C. Arboleda.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; The main objective of the said activities is to inform the
community about the importance of planting trees in their respective vicinity. &lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://dantzoy.blogspot.com/feeds/6844766002148192706/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://dantzoy.blogspot.com/2012/06/normal-0-false-false-false-en-us-x-none.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/6844766002148192706'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3410715850893598058/posts/default/6844766002148192706'/><link rel='alternate' type='text/html' href='http://dantzoy.blogspot.com/2012/06/normal-0-false-false-false-en-us-x-none.html' title='GSCNHS  YES-O joins Tree Planting'/><author><name>scascsac</name><uri>http://www.blogger.com/profile/04606276285163913931</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/AVvXsEj-Y-aL0KaoSjprWLAmzBFnzsBxehZWr2SAzBeZDFge3HLHLxIc87D0mgpRmpQBPDmjO4sHAhoK59eIUxhiqHqvNxh3F20T0vFJ75h9T-uJc1Yo_ESRR20bDHOTQzpXnOHCnBLf9qZzwIVa/s72-c/543273_429229973765485_409801920_n.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>