<?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-5678981387687411835</id><updated>2025-12-11T06:49:40.510-08:00</updated><title type='text'>12th BOOK KEEPING</title><subtitle type='html'>WELCOME TO PROFESSIONAL AND PRATICAL WAY OF LEARING BOOKING KEEPING - (ACCOUNT&#39;S)&#xa;&#xa;HERE IS GUIDE TO GRADE YOUR SELF-ASSESSMENT AND INCREASE YOUR SCORE</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://hscaccountsnotes.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://hscaccountsnotes.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Santosh</name><uri>http://www.blogger.com/profile/05009326212868800695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//4.bp.blogspot.com/-1C2n6_YUJSY/X-WBnajXfsI/AAAAAAAACbE/n0DLTtP1w6gOmJ72EhLRO_18V3MgXILdwCK4BGAYYCw/s113/WhatsApp%2BImage%2B2020-12-23%2Bat%2B10.02.49%2BPM.jpeg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>32</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5678981387687411835.post-3639007905018199290</id><published>2013-07-18T02:47:00.001-07:00</published><updated>2013-07-18T02:47:19.978-07:00</updated><title type='text'>Preparation of Final Accounts - 3</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
12th BOOK KEEPING BY AJAYSANTHOSH MOURYA&lt;br /&gt;
&lt;br /&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;Illustration : 3&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;The Trial Balance as on 31st
March 2004 shows Sundry debtors as Rs.12,000 and bad debts as Rs.300.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;tab-stops: 418.05pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;tab-stops: 418.05pt;&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;No
adjustment given.&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
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&quot; width=&quot;561&quot; /&gt; &lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&amp;nbsp;&lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
  &lt;w:PunctuationKerning/&gt;
  &lt;w:ValidateAgainstSchemas/&gt;
  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;
  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;
  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;
  &lt;w:DoNotPromoteQF/&gt;
  &lt;w:LidThemeOther&gt;EN-US&lt;/w:LidThemeOther&gt;
  &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;
  &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&gt;
  &lt;w:Compatibility&gt;
   &lt;w:BreakWrappedTables/&gt;
   &lt;w:SnapToGridInCell/&gt;
   &lt;w:WrapTextWithPunct/&gt;
   &lt;w:UseAsianBreakRules/&gt;
   &lt;w:DontGrowAutofit/&gt;
   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
   &lt;w:DontVertAlignInTxbx/&gt;
   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;--&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
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&lt;![endif]--&gt;

&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;Illustration : 4&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;The Trial Balance as on 31st
March 2004 shows the following:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 2.0in; margin-right: 0in; margin-top: 0in; mso-layout-grid-align: none; text-autospace: none; text-indent: .5in;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;Dr. &lt;span style=&quot;mso-tab-count: 3;&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; &lt;/span&gt;Cr.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;Sundry Debtors &lt;span style=&quot;mso-tab-count: 3;&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;&amp;nbsp;&amp;nbsp; &lt;/span&gt;40,800 &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; &lt;/span&gt;––&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;http://www.blogger.com/blogger.g?blogID=5678981387687411835&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;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;Bad debts written off &lt;span style=&quot;mso-tab-count: 3;&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;&lt;/span&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&lt;/span&gt;1,400 &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; &lt;/span&gt;––&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;tab-stops: 418.05pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;tab-stops: 418.05pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;Adjustment: Write off
Rs.800/- as bad debts.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;tab-stops: 418.05pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;tab-stops: 418.05pt;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; line-height: 115%;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;210&quot; 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&quot; 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  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Table Normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:&quot;Times New Roman&quot;;
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;Note:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;In the above
example, Trial Balance shows Rs.1,400 as Bad debts. This means the double entry
in respect of Rs.1,400 i.e.debiting Bad debts and crediting Sundry debtors is
already completed. Hence Rs.1,400 found in the Trial Balance will not affect
the sundry debtors of Rs.40,800. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;But for the
adjustment given outside the Trial Balance, the adjustment has to be done after
the preparation of Trial Balance and this would result in increasing bad debts
by Rs.800 and decreasing debtors by Rs.800.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-align: justify; text-autospace: none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://hscaccountsnotes.blogspot.com/feeds/3639007905018199290/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/preparation-of-final-accounts-3_18.html#comment-form' title='7 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/3639007905018199290'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/3639007905018199290'/><link rel='alternate' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/preparation-of-final-accounts-3_18.html' title='Preparation of Final Accounts - 3'/><author><name>Santosh</name><uri>http://www.blogger.com/profile/05009326212868800695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//4.bp.blogspot.com/-1C2n6_YUJSY/X-WBnajXfsI/AAAAAAAACbE/n0DLTtP1w6gOmJ72EhLRO_18V3MgXILdwCK4BGAYYCw/s113/WhatsApp%2BImage%2B2020-12-23%2Bat%2B10.02.49%2BPM.jpeg'/></author><thr:total>7</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5678981387687411835.post-6869737573289784060</id><published>2013-07-18T02:32:00.005-07:00</published><updated>2013-07-18T02:32:50.586-07:00</updated><title type='text'> Preparation of Final Accounts - 2</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
12th BOOK KEEPING BY AJAYSANTHOSH MOURYA&lt;br /&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;Illustration : 2&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;Pass necessary adjusting entries
for the following adjustments:&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;1. Interest charged on drawings
Rs.5,000&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;2. Interest on loan outstanding
Rs.3,000&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;3. Depreciation at 10% is to be
charged on Machinery Rs.3,00,000.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;4. Write off bad debts Rs.2,000&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;5. To provide provision for Bad
&amp;amp; doubtful debts at 2% on Sundry debtors Rs.60,000&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt;&quot;&gt;6. To provide Provision for
discount on creditors at 2% on Sundry Creditors worth Rs.1,00,000&lt;/span&gt;&lt;span style=&quot;font-size: 12.0pt; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&amp;nbsp;

&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;605&quot; 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width=&quot;537&quot; /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://hscaccountsnotes.blogspot.com/feeds/6869737573289784060/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/preparation-of-final-accounts-2.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/6869737573289784060'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/6869737573289784060'/><link rel='alternate' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/preparation-of-final-accounts-2.html' title=' Preparation of Final Accounts - 2'/><author><name>Santosh</name><uri>http://www.blogger.com/profile/05009326212868800695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//4.bp.blogspot.com/-1C2n6_YUJSY/X-WBnajXfsI/AAAAAAAACbE/n0DLTtP1w6gOmJ72EhLRO_18V3MgXILdwCK4BGAYYCw/s113/WhatsApp%2BImage%2B2020-12-23%2Bat%2B10.02.49%2BPM.jpeg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5678981387687411835.post-3020292881144803706</id><published>2013-07-18T02:28:00.003-07:00</published><updated>2013-07-18T02:28:54.303-07:00</updated><title type='text'>Preparation of Final Accounts  1</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
12th BOOK KEEPING BY AJAYSANTHOSH MOURYA&lt;br /&gt;
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2.2 Preparation of Final Accounts&lt;br /&gt;&lt;br /&gt;
Illustration : 1&lt;br /&gt;Pass necessary adjustment entries for the following adjustments:&lt;br /&gt;1. Salaries outstanding Rs.20,000&lt;br /&gt;2. Prepaid Insurance Rs.400&lt;br /&gt;3. Interest accrued on investments Rs.1000&lt;br /&gt;4. Commission received in advance Rs.2,000&lt;br /&gt;5. To provide 10% interest on capital of Rs.5,00,000&lt;br /&gt;6. Closing Stock Rs.4,00,000 &lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://hscaccountsnotes.blogspot.com/feeds/3020292881144803706/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/preparation-of-final-accounts-1.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/3020292881144803706'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/3020292881144803706'/><link rel='alternate' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/preparation-of-final-accounts-1.html' title='Preparation of Final Accounts  1'/><author><name>Santosh</name><uri>http://www.blogger.com/profile/05009326212868800695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//4.bp.blogspot.com/-1C2n6_YUJSY/X-WBnajXfsI/AAAAAAAACbE/n0DLTtP1w6gOmJ72EhLRO_18V3MgXILdwCK4BGAYYCw/s113/WhatsApp%2BImage%2B2020-12-23%2Bat%2B10.02.49%2BPM.jpeg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5678981387687411835.post-3813737085400434834</id><published>2013-07-18T02:06:00.001-07:00</published><updated>2013-07-18T02:06:33.810-07:00</updated><title type='text'>FORMAT -  BALANCE SHEET</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
12th BOOK KEEPING BY AJAYSANTHOSH MOURYA&lt;br /&gt;
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&lt;tr style=&quot;height: 15.0pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;
  &lt;td colspan=&quot;4&quot; nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 280.05pt;&quot; valign=&quot;bottom&quot; width=&quot;373&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Balance Sheet&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;of
  ............. as on 31st March, .............&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&gt;&lt;br /&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 1;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&gt;&lt;br /&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 2;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Liabilities&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Rs&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Rs&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Assets&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Rs&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Rs&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 3;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Capital&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Sundry debtors&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 4;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Add: Net Profit&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Less: Bad debts&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 5;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;(or)&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;written off&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 6;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Less: Net Loss&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 7;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Less: Proision for Bad &amp;amp;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 8;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Less: Drawings&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;doubtful debts&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 9;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Interest on drawings&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 10;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Less: Provision for&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 11;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;discount on debtors&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 12;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Land and Buildings&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 13;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Less: Depreciation&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 14;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Plant &amp;amp; Machinery&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 15;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Less: Depreciation&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 16;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Furniture&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 17;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Less: Depreciation&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 18;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Goodwill&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 19;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Less: Written off&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 20;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Cash in Hand&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 21;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Cash at Bank&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 22;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Closing stock&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 23;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Prepaid expenses&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 24;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 126.25pt;&quot; valign=&quot;bottom&quot; width=&quot;168&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Accrued Commission&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.0pt;&quot; valign=&quot;bottom&quot; width=&quot;28&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;XXX&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 25; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 110.5pt;&quot; valign=&quot;bottom&quot; width=&quot;147&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 21.65pt;&quot; valign=&quot;bottom&quot; width=&quot;29&quot;&gt;&lt;br /&gt;&lt;/td&gt;
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&amp;nbsp;

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</content><link rel='replies' type='application/atom+xml' href='http://hscaccountsnotes.blogspot.com/feeds/3813737085400434834/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/format-balance-sheet.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/3813737085400434834'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/3813737085400434834'/><link rel='alternate' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/format-balance-sheet.html' title='FORMAT -  BALANCE SHEET'/><author><name>Santosh</name><uri>http://www.blogger.com/profile/05009326212868800695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//4.bp.blogspot.com/-1C2n6_YUJSY/X-WBnajXfsI/AAAAAAAACbE/n0DLTtP1w6gOmJ72EhLRO_18V3MgXILdwCK4BGAYYCw/s113/WhatsApp%2BImage%2B2020-12-23%2Bat%2B10.02.49%2BPM.jpeg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5678981387687411835.post-6821225885645186862</id><published>2013-07-18T02:04:00.000-07:00</published><updated>2013-07-18T02:04:39.689-07:00</updated><title type='text'>FORMAT -  PROFIT AND LOSS ACCOUNT</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
12th BOOK KEEPING BY AJAYSANTHOSH MOURYA&lt;br /&gt;
&lt;br /&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Table Normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:&quot;Times New Roman&quot;;
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;br /&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;border-collapse: collapse; height: 762px; margin-left: 4.85pt; width: 562px;&quot;&gt;
 &lt;tbody&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;
  &lt;td colspan=&quot;6&quot; nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 322.05pt;&quot; valign=&quot;bottom&quot; width=&quot;429&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;&quot;&gt;
&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Profit and Loss account&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 1;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Dr.&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Cr.&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 2;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Particulars&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Rs&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Rs&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Particulars&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Rs&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Rs&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 3;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;To Salaries&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;By Gross Profit b/d&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 4;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Add: Outstanding Salaries&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;(Transferred from&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 5;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Insurance premium&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Trading A/c)&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 6;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Less: Prepaid Insurance&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;By Commission received&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 7;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Premium&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Add: Commission&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 8;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;To Interest on Capital&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;accrued but not yet&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 9;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;To Interest on loan&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;received&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 10;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Add: Interest on loan&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;By Rent received&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 11;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;outstanding&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Less: Rent received in&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 12;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;To Depreciation on:&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;advance&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 13;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Fixed Assets,&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;By Interest on drawings&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 14;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Buildings, Machinery&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;By Discount received&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 15;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Furniture etc.&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;By New provision for&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 16;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;To Bad Debts&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;discount on creditors&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 17;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Add: New Bad Debts&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;(given in adjustment)&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 18;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;(given in adjustment)&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Less: Old provision&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 19;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 20;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Add: New Provision for&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 21;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;bad &amp;amp; doubtful debts&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 22;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;(given in adjustment)&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 23;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 24;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Less: Old Provision&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 25;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;To Discount allowed&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 26;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;To New Provision for&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 27;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;discount on debtors&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 28;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;(given in adjustment)&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 29;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 30;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Less: Old Provision&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 31;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;To Net profit&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 32;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;A &lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 33;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;B&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 34;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;(Transferred to&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 35;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Capital A/c - in profit&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 122.85pt;&quot; valign=&quot;bottom&quot; width=&quot;164&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 17.25pt;&quot; valign=&quot;bottom&quot; width=&quot;23&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 36;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 130.2pt;&quot; valign=&quot;bottom&quot; width=&quot;174&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;&quot;&gt;
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&amp;nbsp;

&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://hscaccountsnotes.blogspot.com/feeds/6821225885645186862/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/format-profit-and-loss-account.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/6821225885645186862'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/6821225885645186862'/><link rel='alternate' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/format-profit-and-loss-account.html' title='FORMAT -  PROFIT AND LOSS ACCOUNT'/><author><name>Santosh</name><uri>http://www.blogger.com/profile/05009326212868800695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//4.bp.blogspot.com/-1C2n6_YUJSY/X-WBnajXfsI/AAAAAAAACbE/n0DLTtP1w6gOmJ72EhLRO_18V3MgXILdwCK4BGAYYCw/s113/WhatsApp%2BImage%2B2020-12-23%2Bat%2B10.02.49%2BPM.jpeg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5678981387687411835.post-7507777932076312864</id><published>2013-07-18T02:02:00.002-07:00</published><updated>2013-07-18T02:04:19.265-07:00</updated><title type='text'>FORMAT - TRADING ACCOUNT</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
12th BOOK KEEPING BY AJAYSANTHOSH MOURYA&lt;br /&gt;
&lt;br /&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
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 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Table Normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0in 5.4pt 0in 5.4pt;
 mso-para-margin-top:0in;
 mso-para-margin-right:0in;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0in;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:&quot;Times New Roman&quot;;
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt;
&lt;![endif]--&gt;

&lt;br /&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;border-collapse: collapse; margin-left: 4.85pt; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184; width: 462px;&quot;&gt;
 &lt;tbody&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;
  &lt;td colspan=&quot;6&quot; nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 346.45pt;&quot; valign=&quot;bottom&quot; width=&quot;462&quot;&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;&quot;&gt;
&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Trading Account of
  (Name)............ for the year ending 31st March, .........&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 1;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 143.7pt;&quot; valign=&quot;bottom&quot; width=&quot;192&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Dr.&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&gt;&lt;br /&gt;&lt;/td&gt;
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  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&gt;&lt;div align=&quot;right&quot; class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: right;&quot;&gt;
&lt;span style=&quot;color: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Cr.&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 2;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border: solid windowtext 1.0pt; height: 15.0pt; mso-border-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 143.7pt;&quot; valign=&quot;bottom&quot; width=&quot;192&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Particulars&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Rs&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Rs&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 102.35pt;&quot; valign=&quot;bottom&quot; width=&quot;136&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Particulars&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Rs&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Rs&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 3;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 143.7pt;&quot; valign=&quot;bottom&quot; width=&quot;192&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;To Opening stock&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 102.35pt;&quot; valign=&quot;bottom&quot; width=&quot;136&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;By Sales&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 4;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 143.7pt;&quot; valign=&quot;bottom&quot; width=&quot;192&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;To Purchases&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 102.35pt;&quot; valign=&quot;bottom&quot; width=&quot;136&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Less: Sales returns&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 5;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 143.7pt;&quot; valign=&quot;bottom&quot; width=&quot;192&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Less: Purchases returns&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 102.35pt;&quot; valign=&quot;bottom&quot; width=&quot;136&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 6;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 143.7pt;&quot; valign=&quot;bottom&quot; width=&quot;192&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;To Wages&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 102.35pt;&quot; valign=&quot;bottom&quot; width=&quot;136&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;By Closing Stock&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 7;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 143.7pt;&quot; valign=&quot;bottom&quot; width=&quot;192&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Add: Outstanding wages&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 15.0pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 102.35pt;&quot; valign=&quot;bottom&quot; width=&quot;136&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 8;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 143.7pt;&quot; valign=&quot;bottom&quot; width=&quot;192&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;To Factory rent&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 102.35pt;&quot; valign=&quot;bottom&quot; width=&quot;136&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 9;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 143.7pt;&quot; valign=&quot;bottom&quot; width=&quot;192&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Less: Prepaid Factory rent&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 102.35pt;&quot; valign=&quot;bottom&quot; width=&quot;136&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 10;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 143.7pt;&quot; valign=&quot;bottom&quot; width=&quot;192&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;To Gross Profit c/d&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 102.35pt;&quot; valign=&quot;bottom&quot; width=&quot;136&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 11;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 143.7pt;&quot; valign=&quot;bottom&quot; width=&quot;192&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;(Transferred to Profit &amp;amp;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 102.35pt;&quot; valign=&quot;bottom&quot; width=&quot;136&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.0pt; mso-yfti-irow: 12;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-left: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 143.7pt;&quot; valign=&quot;bottom&quot; width=&quot;192&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;Loss A/c)&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;height: 15.0pt; padding: 0in 5.4pt 0in 5.4pt; width: 102.35pt;&quot; valign=&quot;bottom&quot; width=&quot;136&quot;&gt;&lt;br /&gt;&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: none; border-left: solid windowtext 1.0pt; border-right: solid windowtext 1.0pt; border-top: none; height: 15.0pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-right: solid windowtext 1.0pt; border: none; height: 15.0pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
 &lt;/tr&gt;
&lt;tr style=&quot;height: 15.75pt; mso-yfti-irow: 13; mso-yfti-lastrow: yes;&quot;&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: solid windowtext 1.0pt; border-left: solid windowtext 1.0pt; border-right: none; border-top: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 143.7pt;&quot; valign=&quot;bottom&quot; width=&quot;192&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: double windowtext 2.25pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: solid windowtext 1.0pt; height: 15.75pt; mso-border-bottom-alt: double windowtext 2.25pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: solid windowtext 1.0pt; border: none; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 102.35pt;&quot; valign=&quot;bottom&quot; width=&quot;136&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-top: none; border: solid windowtext 1.0pt; height: 15.75pt; mso-border-bottom-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-right-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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;/td&gt;
  &lt;td nowrap=&quot;&quot; style=&quot;border-bottom: double windowtext 2.25pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: solid windowtext 1.0pt; height: 15.75pt; mso-border-bottom-alt: double windowtext 2.25pt; mso-border-right-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 25.1pt;&quot; valign=&quot;bottom&quot; width=&quot;33&quot;&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: black; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-hansi-font-family: Calibri;&quot;&gt;xxx&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://hscaccountsnotes.blogspot.com/feeds/7507777932076312864/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/12th-book-keeping-by-ajaysanthosh_9610.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/7507777932076312864'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/7507777932076312864'/><link rel='alternate' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/12th-book-keeping-by-ajaysanthosh_9610.html' title='FORMAT - TRADING ACCOUNT'/><author><name>Santosh</name><uri>http://www.blogger.com/profile/05009326212868800695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//4.bp.blogspot.com/-1C2n6_YUJSY/X-WBnajXfsI/AAAAAAAACbE/n0DLTtP1w6gOmJ72EhLRO_18V3MgXILdwCK4BGAYYCw/s113/WhatsApp%2BImage%2B2020-12-23%2Bat%2B10.02.49%2BPM.jpeg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5678981387687411835.post-5188340148244544394</id><published>2013-07-16T20:23:00.003-07:00</published><updated>2013-07-16T20:23:49.555-07:00</updated><title type='text'>FINAL ACCOUNT  Adjustment 4</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
12th BOOK KEEPING BY AJAYSANTHOSH MOURYA&lt;br /&gt;

 &lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; style=&quot;width: 679px;&quot;&gt;&lt;colgroup&gt;&lt;col style=&quot;mso-width-alt: 1243; mso-width-source: userset; width: 26pt;&quot; width=&quot;34&quot;&gt;&lt;/col&gt;
 &lt;col style=&quot;mso-width-alt: 4315; mso-width-source: userset; width: 89pt;&quot; width=&quot;118&quot;&gt;&lt;/col&gt;
 &lt;col style=&quot;mso-width-alt: 6985; mso-width-source: userset; width: 143pt;&quot; width=&quot;191&quot;&gt;&lt;/col&gt;
 &lt;col style=&quot;mso-width-alt: 8082; mso-width-source: userset; width: 166pt;&quot; width=&quot;221&quot;&gt;&lt;/col&gt;
 &lt;col style=&quot;mso-width-alt: 4205; mso-width-source: userset; width: 86pt;&quot; width=&quot;115&quot;&gt;&lt;/col&gt;
 &lt;/colgroup&gt;&lt;tbody&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl70&quot; height=&quot;60&quot; rowspan=&quot;3&quot; style=&quot;border-bottom: .5pt solid black; height: 45.0pt; width: 26pt;&quot; width=&quot;34&quot;&gt;Sr.No.&lt;/td&gt;
  &lt;td class=&quot;xl71&quot; rowspan=&quot;3&quot; style=&quot;border-bottom: .5pt solid black; width: 89pt;&quot; width=&quot;118&quot;&gt;Type of Adjustment&lt;/td&gt;
  &lt;td class=&quot;xl71&quot; rowspan=&quot;3&quot; style=&quot;border-bottom: .5pt solid black; width: 143pt;&quot; width=&quot;191&quot;&gt;Adjustment Entry&lt;/td&gt;
  &lt;td class=&quot;xl72&quot; colspan=&quot;2&quot; style=&quot;border-right: 1.0pt solid black; width: 252pt;&quot; width=&quot;336&quot;&gt;How dealt with in&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl65&quot; height=&quot;40&quot; rowspan=&quot;2&quot; style=&quot;border-bottom: .5pt solid black; border-top: none; height: 30.0pt; width: 166pt;&quot; width=&quot;221&quot;&gt;Trading or Profit and Loss A/c&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; rowspan=&quot;2&quot; style=&quot;border-bottom: .5pt solid black; border-top: none;&quot;&gt;Balance Sheet&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;34&quot; style=&quot;height: 25.5pt;&quot;&gt;
  &lt;td class=&quot;xl78&quot; height=&quot;95&quot; rowspan=&quot;4&quot; style=&quot;border-bottom: 1.0pt solid black; border-top: none; height: 71.25pt;&quot;&gt;14&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Provision for
  Discount&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Provision for
  Discount&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Credit side of Profit
  and Loss A/c&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
  &lt;td class=&quot;xl81&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Liabilities side by&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;on Creditors&lt;/td&gt;
  &lt;td class=&quot;xl69&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;on Creditors A/c&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; &lt;/span&gt;Dr&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl79&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;way of deduction&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl69&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;To Profit and Loss
  A/c&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl79&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;from Sundry&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;21&quot; style=&quot;height: 15.75pt;&quot;&gt;
  &lt;td class=&quot;xl83&quot; height=&quot;21&quot; style=&quot;border-left: none; border-top: none; height: 15.75pt;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl84&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl85&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Creditors.&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://hscaccountsnotes.blogspot.com/feeds/5188340148244544394/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/final-account-adjustment-4.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/5188340148244544394'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/5188340148244544394'/><link rel='alternate' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/final-account-adjustment-4.html' title='FINAL ACCOUNT  Adjustment 4'/><author><name>Santosh</name><uri>http://www.blogger.com/profile/05009326212868800695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//4.bp.blogspot.com/-1C2n6_YUJSY/X-WBnajXfsI/AAAAAAAACbE/n0DLTtP1w6gOmJ72EhLRO_18V3MgXILdwCK4BGAYYCw/s113/WhatsApp%2BImage%2B2020-12-23%2Bat%2B10.02.49%2BPM.jpeg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5678981387687411835.post-2604728229992688290</id><published>2013-07-16T20:20:00.000-07:00</published><updated>2013-07-16T20:49:30.868-07:00</updated><title type='text'>FINAL ACCOUNT - Adjustment 3</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
12th BOOK KEEPING BY AJAYSANTHOSH MOURYA&lt;br /&gt;
&lt;br /&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; style=&quot;width: 679px;&quot;&gt;&lt;colgroup&gt;&lt;col style=&quot;mso-width-alt: 1243; mso-width-source: userset; width: 26pt;&quot; width=&quot;34&quot;&gt;&lt;/col&gt;
 &lt;col style=&quot;mso-width-alt: 4315; mso-width-source: userset; width: 89pt;&quot; width=&quot;118&quot;&gt;&lt;/col&gt;
 &lt;col style=&quot;mso-width-alt: 6985; mso-width-source: userset; width: 143pt;&quot; width=&quot;191&quot;&gt;&lt;/col&gt;
 &lt;col style=&quot;mso-width-alt: 8082; mso-width-source: userset; width: 166pt;&quot; width=&quot;221&quot;&gt;&lt;/col&gt;
 &lt;col style=&quot;mso-width-alt: 4205; mso-width-source: userset; width: 86pt;&quot; width=&quot;115&quot;&gt;&lt;/col&gt;
 &lt;/colgroup&gt;&lt;tbody&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl70&quot; height=&quot;60&quot; rowspan=&quot;3&quot; style=&quot;border-bottom: .5pt solid black; height: 45.0pt; width: 26pt;&quot; width=&quot;34&quot;&gt;Sr.No.&lt;/td&gt;
  &lt;td class=&quot;xl71&quot; rowspan=&quot;3&quot; style=&quot;border-bottom: .5pt solid black; width: 89pt;&quot; width=&quot;118&quot;&gt;Type of Adjustment&lt;/td&gt;
  &lt;td class=&quot;xl71&quot; rowspan=&quot;3&quot; style=&quot;border-bottom: .5pt solid black; width: 143pt;&quot; width=&quot;191&quot;&gt;Adjustment Entry&lt;/td&gt;
  &lt;td class=&quot;xl72&quot; colspan=&quot;2&quot; style=&quot;border-right: 1.0pt solid black; width: 252pt;&quot; width=&quot;336&quot;&gt;How dealt with in&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl65&quot; height=&quot;40&quot; rowspan=&quot;2&quot; style=&quot;border-bottom: .5pt solid black; border-top: none; height: 30.0pt; width: 166pt;&quot; width=&quot;221&quot;&gt;Trading or Profit and Loss A/c&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; rowspan=&quot;2&quot; style=&quot;border-bottom: .5pt solid black; border-top: none;&quot;&gt;Balance Sheet&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl84&quot; height=&quot;442&quot; rowspan=&quot;22&quot; style=&quot;border-top: none; height: 331.5pt;&quot;&gt;12&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; rowspan=&quot;22&quot; style=&quot;border-top: none; width: 89pt;&quot; width=&quot;118&quot;&gt;Provision
  for Bad and Doubtful Debts&lt;/td&gt;
  &lt;td class=&quot;xl69&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Profit and Loss
  A/c&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Dr&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;i. If the provision
  for bad and&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Assets side by&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;To Provision for Bad&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;doubtful debts is
  given outside&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;way of deducting&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;22&quot; style=&quot;height: 16.5pt; mso-height-source: userset;&quot;&gt;
  &lt;td class=&quot;xl68&quot; height=&quot;22&quot; style=&quot;border-left: none; border-top: none; height: 16.5pt;&quot;&gt;and doubtful debts A/c&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;the Trial balance,
  then it is shown&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;New Provision&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;on the debit side of
  Profit and loss&lt;/td&gt;
  &lt;td class=&quot;xl79&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;alone from&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Loss account.&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Sundry debtors&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;ii. If provision for
  bad and doubtful&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;debts is given in the
  Trial Balance&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;(Old) and also in the
  adjustment&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;(New):&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Add new provision for
  bad and&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;doubtful debts with
  bad debts&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;written off.&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;a) If the old
  provision for bad and&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;doubtful debts is
  less than the&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;above total, then the
  difference&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;will be shown on the
  debit side of&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;the Profit and Loss
  account.&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;b) If the old
  provision for bad and&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;doubtful debts is
  more than the&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;above total, then the
  difference&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;should be shown on
  the credit&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;side of the Profit
  and Loss acount&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl84&quot; height=&quot;161&quot; rowspan=&quot;8&quot; style=&quot;border-bottom: 1.0pt solid black; border-top: none; height: 120.75pt;&quot;&gt;13&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; rowspan=&quot;8&quot; style=&quot;border-bottom: 1.0pt solid black; border-top: none; width: 89pt;&quot; width=&quot;118&quot;&gt;Provision for Discount on Debtors&lt;/td&gt;
  &lt;td class=&quot;xl69&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Profit and Loss
  A/c&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Dr&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Debit side of Profit
  and Loss A/c&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Assets side by&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;To Provision for discount&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;(Amount of provision
  for discount&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;way of deduction&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;on debtors A/c&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;is ascertained on
  good debtors)&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;from Sundry&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;debtors (after&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;deduction of bad&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;debts and new&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl69&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl68&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;provision for bad&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;21&quot; style=&quot;height: 15.75pt;&quot;&gt;
  &lt;td class=&quot;xl80&quot; height=&quot;21&quot; style=&quot;border-left: none; border-top: none; height: 15.75pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl81&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl82&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;and doubtful debts&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://hscaccountsnotes.blogspot.com/feeds/2604728229992688290/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/12th-book-keeping-by-ajaysanthosh_16.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/2604728229992688290'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/2604728229992688290'/><link rel='alternate' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/12th-book-keeping-by-ajaysanthosh_16.html' title='FINAL ACCOUNT - Adjustment 3'/><author><name>Santosh</name><uri>http://www.blogger.com/profile/05009326212868800695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//4.bp.blogspot.com/-1C2n6_YUJSY/X-WBnajXfsI/AAAAAAAACbE/n0DLTtP1w6gOmJ72EhLRO_18V3MgXILdwCK4BGAYYCw/s113/WhatsApp%2BImage%2B2020-12-23%2Bat%2B10.02.49%2BPM.jpeg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5678981387687411835.post-7824373759126210951</id><published>2013-07-16T20:06:00.004-07:00</published><updated>2013-07-16T20:06:52.854-07:00</updated><title type='text'>FINAL ACCOUNT- Adjustment 2</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
12th BOOK KEEPING BY AJAYSANTHOSH MOURYA&lt;br /&gt;

 &lt;br /&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; style=&quot;width: 696px;&quot;&gt;&lt;colgroup&gt;&lt;col style=&quot;mso-width-alt: 1024; mso-width-source: userset; width: 21pt;&quot; width=&quot;28&quot;&gt;&lt;/col&gt;
 &lt;col style=&quot;mso-width-alt: 4315; mso-width-source: userset; width: 89pt;&quot; width=&quot;118&quot;&gt;&lt;/col&gt;
 &lt;col style=&quot;mso-width-alt: 6985; mso-width-source: userset; width: 143pt;&quot; width=&quot;191&quot;&gt;&lt;/col&gt;
 &lt;col style=&quot;mso-width-alt: 7680; mso-width-source: userset; width: 158pt;&quot; width=&quot;210&quot;&gt;&lt;/col&gt;
 &lt;col style=&quot;mso-width-alt: 5449; mso-width-source: userset; width: 112pt;&quot; width=&quot;149&quot;&gt;&lt;/col&gt;
 &lt;/colgroup&gt;&lt;tbody&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl63&quot; height=&quot;60&quot; rowspan=&quot;3&quot; style=&quot;border-bottom: .5pt solid black; height: 45.0pt; width: 21pt;&quot; width=&quot;28&quot;&gt;Sr.No.&lt;/td&gt;
  &lt;td class=&quot;xl64&quot; rowspan=&quot;3&quot; style=&quot;border-bottom: .5pt solid black; width: 89pt;&quot; width=&quot;118&quot;&gt;Type of Adjustment&lt;/td&gt;
  &lt;td class=&quot;xl64&quot; rowspan=&quot;3&quot; style=&quot;border-bottom: .5pt solid black; width: 143pt;&quot; width=&quot;191&quot;&gt;Adjustment Entry&lt;/td&gt;
  &lt;td class=&quot;xl65&quot; colspan=&quot;2&quot; style=&quot;border-right: .5pt solid black; width: 270pt;&quot; width=&quot;359&quot;&gt;How dealt with in&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl64&quot; height=&quot;40&quot; rowspan=&quot;2&quot; style=&quot;border-bottom: .5pt solid black; border-top: none; height: 30.0pt; width: 158pt;&quot; width=&quot;210&quot;&gt;Trading or Profit and Loss A/c&lt;/td&gt;
  &lt;td class=&quot;xl69&quot; rowspan=&quot;2&quot; style=&quot;border-bottom: .5pt solid black; border-top: none;&quot;&gt;Balance Sheet&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl73&quot; height=&quot;80&quot; rowspan=&quot;4&quot; style=&quot;border-bottom: .5pt solid black; border-top: none; height: 60.0pt; width: 21pt;&quot; width=&quot;28&quot;&gt;6&lt;/td&gt;
  &lt;td class=&quot;xl88&quot; rowspan=&quot;4&quot; style=&quot;border-bottom: .5pt solid black; border-top: none; width: 89pt;&quot; width=&quot;118&quot;&gt;Interest on Capital&lt;/td&gt;
  &lt;td class=&quot;xl85&quot; style=&quot;border-left: none; width: 143pt;&quot; width=&quot;191&quot;&gt;Interest on
  Capital A/c&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Dr&lt;/td&gt;
  &lt;td class=&quot;xl85&quot; style=&quot;border-left: none; width: 158pt;&quot; width=&quot;210&quot;&gt;Debit side of
  Profit and Loss A/c&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Liabilities side
  by&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl85&quot; height=&quot;20&quot; style=&quot;border-left: none; height: 15.0pt; width: 143pt;&quot; width=&quot;191&quot;&gt;To Capital A/c&lt;/td&gt;
  &lt;td class=&quot;xl85&quot; style=&quot;border-left: none; width: 158pt;&quot; width=&quot;210&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;by way of&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl74&quot; height=&quot;20&quot; style=&quot;border-left: none; height: 15.0pt; width: 143pt;&quot; width=&quot;191&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl85&quot; style=&quot;border-left: none; width: 158pt;&quot; width=&quot;210&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;addition to the&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl71&quot; height=&quot;20&quot; style=&quot;border-left: none; height: 15.0pt; width: 143pt;&quot; width=&quot;191&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl85&quot; style=&quot;border-left: none; width: 158pt;&quot; width=&quot;210&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Capital&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;23&quot; style=&quot;height: 17.25pt; mso-height-source: userset;&quot;&gt;
  &lt;td class=&quot;xl78&quot; height=&quot;143&quot; rowspan=&quot;7&quot; style=&quot;border-top: none; height: 107.25pt;&quot;&gt;7&lt;/td&gt;
  &lt;td class=&quot;xl90&quot; rowspan=&quot;7&quot; style=&quot;border-bottom: .5pt solid black; border-top: none; width: 89pt;&quot; width=&quot;118&quot;&gt;Interest on Drawings&lt;/td&gt;
  &lt;td class=&quot;xl79&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Capital A/c&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;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Dr&lt;/td&gt;
  &lt;td class=&quot;xl86&quot; style=&quot;border-left: none; border-top: none; width: 158pt;&quot; width=&quot;210&quot;&gt;Credit
  side of the Profit and Loss&lt;/td&gt;
  &lt;td class=&quot;xl81&quot; style=&quot;border-left: none; border-top: none; width: 112pt;&quot; width=&quot;149&quot;&gt;Liabilities
  side by&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl82&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;To Interest on Drawing&lt;/td&gt;
  &lt;td class=&quot;xl87&quot; style=&quot;border-left: none; border-top: none; width: 158pt;&quot; width=&quot;210&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl80&quot; style=&quot;border-left: none; width: 112pt;&quot; width=&quot;149&quot;&gt;way of addition
  to&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl83&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl87&quot; style=&quot;border-left: none; border-top: none; width: 158pt;&quot; width=&quot;210&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl80&quot; style=&quot;border-left: none; border-top: none; width: 112pt;&quot; width=&quot;149&quot;&gt;the
  drawings&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl83&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl87&quot; style=&quot;border-left: none; border-top: none; width: 158pt;&quot; width=&quot;210&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl80&quot; style=&quot;border-left: none; border-top: none; width: 112pt;&quot; width=&quot;149&quot;&gt;which
  are&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl82&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl87&quot; style=&quot;border-left: none; border-top: none; width: 158pt;&quot; width=&quot;210&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl80&quot; style=&quot;border-left: none; border-top: none; width: 112pt;&quot; width=&quot;149&quot;&gt;u
  l t i m a t e l y&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl82&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl87&quot; style=&quot;border-left: none; border-top: none; width: 158pt;&quot; width=&quot;210&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl84&quot; style=&quot;border-left: none; width: 112pt;&quot; width=&quot;149&quot;&gt;deducted from&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl82&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl87&quot; style=&quot;border-left: none; border-top: none; width: 158pt;&quot; width=&quot;210&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl84&quot; style=&quot;border-left: none; width: 112pt;&quot; width=&quot;149&quot;&gt;the Capital.&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl78&quot; height=&quot;100&quot; rowspan=&quot;5&quot; style=&quot;border-top: none; height: 75.0pt;&quot;&gt;8&lt;/td&gt;
  &lt;td class=&quot;xl88&quot; rowspan=&quot;5&quot; style=&quot;border-bottom: .5pt solid black; border-top: none; width: 89pt;&quot; width=&quot;118&quot;&gt;Interest on Loan (Interest on Bank)&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Interest A/c&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;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Dr&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Debit side of Profit
  and Loss A/c&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Liabilities side&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl83&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;To Interest Outstanding A/c&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;by way of addition to
  the&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;by way of&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl83&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;Example:&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;appropriate interest
  A/c&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;addition to the&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl83&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;Interest on Bank Loan A/c&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;particular loan&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl83&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;To Interest Outstanding A/c&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;A/c&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl78&quot; height=&quot;80&quot; rowspan=&quot;4&quot; style=&quot;border-top: none; height: 60.0pt;&quot;&gt;9&lt;/td&gt;
  &lt;td class=&quot;xl88&quot; rowspan=&quot;4&quot; style=&quot;border-bottom: .5pt solid black; border-top: none; width: 89pt;&quot; width=&quot;118&quot;&gt;Interest on Investments&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Accrued Interest&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Credit side of Profit
  and Loss A/c&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Assets side by&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl83&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;on investments A/c&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Dr&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;by way of addition to
  the&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;way of addition&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl83&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;To Interest received A/c&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;appropriate interest
  A/c.&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;to the particular&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl83&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;investment A/c&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl78&quot; height=&quot;100&quot; rowspan=&quot;5&quot; style=&quot;border-top: none; height: 75.0pt;&quot;&gt;10&lt;/td&gt;
  &lt;td class=&quot;xl88&quot; rowspan=&quot;5&quot; style=&quot;border-bottom: .5pt solid black; border-top: none; width: 89pt;&quot; width=&quot;118&quot;&gt;Depreciation on Fixed Assets&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Depreciation A/c&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; &lt;/span&gt;Dr&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Debit side of Profit
  and Loss A/c.&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Assets side by&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl83&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;To Fixed Asset A/c&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;way of deduction&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl83&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;Example:&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;from the&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl83&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;Depreciation A/c&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; &lt;/span&gt;Dr&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;concerned asset&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl83&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;To Machinery A/c&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;account.&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl78&quot; height=&quot;60&quot; rowspan=&quot;3&quot; style=&quot;border-top: none; height: 45.0pt;&quot;&gt;11&lt;/td&gt;
  &lt;td class=&quot;xl88&quot; rowspan=&quot;3&quot; style=&quot;border-bottom: .5pt solid black; border-top: none; width: 89pt;&quot; width=&quot;118&quot;&gt;Bad debts&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Bad debts A/c&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;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Dr&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Debit side of Profit
  and Loss A/c&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Assets side by&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl83&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;To Sundry debtors A/c&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;way of deduction&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl83&quot; height=&quot;20&quot; style=&quot;border-left: none; border-top: none; height: 15.0pt;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl75&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;from&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl83&quot; height=&quot;20&quot; style=&quot;border-top: none; height: 15.0pt;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;&amp;nbsp;&lt;/td&gt;
  &lt;td class=&quot;xl83&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Sundry debtors&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://hscaccountsnotes.blogspot.com/feeds/7824373759126210951/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/final-account-adjustment-2.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/7824373759126210951'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/7824373759126210951'/><link rel='alternate' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/final-account-adjustment-2.html' title='FINAL ACCOUNT- Adjustment 2'/><author><name>Santosh</name><uri>http://www.blogger.com/profile/05009326212868800695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//4.bp.blogspot.com/-1C2n6_YUJSY/X-WBnajXfsI/AAAAAAAACbE/n0DLTtP1w6gOmJ72EhLRO_18V3MgXILdwCK4BGAYYCw/s113/WhatsApp%2BImage%2B2020-12-23%2Bat%2B10.02.49%2BPM.jpeg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5678981387687411835.post-7175366627718806975</id><published>2013-07-15T02:31:00.001-07:00</published><updated>2013-07-15T02:31:24.900-07:00</updated><title type='text'>FINAL ACCOUNT : - Adjustment</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
12th BOOK KEEPING BY AJAYSANTHOSH MOURYA&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=5678981387687411835&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;/a&gt;&lt;/div&gt;
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&quot; width=&quot;640&quot; /&gt; &lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://hscaccountsnotes.blogspot.com/feeds/7175366627718806975/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/final-account-adjustment.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/7175366627718806975'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/7175366627718806975'/><link rel='alternate' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/final-account-adjustment.html' title='FINAL ACCOUNT : - Adjustment'/><author><name>Santosh</name><uri>http://www.blogger.com/profile/05009326212868800695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//4.bp.blogspot.com/-1C2n6_YUJSY/X-WBnajXfsI/AAAAAAAACbE/n0DLTtP1w6gOmJ72EhLRO_18V3MgXILdwCK4BGAYYCw/s113/WhatsApp%2BImage%2B2020-12-23%2Bat%2B10.02.49%2BPM.jpeg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5678981387687411835.post-4628039381817212020</id><published>2013-07-09T20:28:00.003-07:00</published><updated>2013-07-16T20:39:40.974-07:00</updated><title type='text'>FINAL ACCOUNT - Adjustment Entry 1</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; style=&quot;width: 712px;&quot;&gt;&lt;colgroup&gt;&lt;col style=&quot;mso-width-alt: 1243; mso-width-source: userset; width: 26pt;&quot; width=&quot;34&quot;&gt;&lt;/col&gt;
 &lt;col style=&quot;mso-width-alt: 4315; mso-width-source: userset; width: 89pt;&quot; width=&quot;118&quot;&gt;&lt;/col&gt;
 &lt;col style=&quot;mso-width-alt: 8667; mso-width-source: userset; width: 178pt;&quot; width=&quot;237&quot;&gt;&lt;/col&gt;
 &lt;col style=&quot;mso-width-alt: 8411; mso-width-source: userset; width: 173pt;&quot; width=&quot;230&quot;&gt;&lt;/col&gt;
 &lt;col style=&quot;mso-width-alt: 3401; mso-width-source: userset; width: 70pt;&quot; width=&quot;93&quot;&gt;&lt;/col&gt;
 &lt;/colgroup&gt;&lt;tbody&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl100&quot; height=&quot;60&quot; rowspan=&quot;3&quot; style=&quot;border-bottom: .5pt solid black; height: 45.0pt; width: 26pt;&quot; width=&quot;34&quot;&gt;Sl.No.&lt;/td&gt;
  &lt;td class=&quot;xl101&quot; rowspan=&quot;3&quot; style=&quot;border-bottom: .5pt solid black; width: 89pt;&quot; width=&quot;118&quot;&gt;Type of Adjustment&lt;/td&gt;
  &lt;td class=&quot;xl101&quot; rowspan=&quot;3&quot; style=&quot;border-bottom: .5pt solid black; width: 178pt;&quot; width=&quot;237&quot;&gt;Adjustment Entry&lt;/td&gt;
  &lt;td class=&quot;xl102&quot; colspan=&quot;2&quot; style=&quot;border-right: 1.0pt solid black; width: 243pt;&quot; width=&quot;323&quot;&gt;How dealt with in&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl76&quot; height=&quot;40&quot; rowspan=&quot;2&quot; style=&quot;border-bottom: .5pt solid black; height: 30.0pt;&quot;&gt;Trading or Profit and Loss A/c&lt;/td&gt;
  &lt;td class=&quot;xl105&quot; rowspan=&quot;2&quot; style=&quot;border-bottom: .5pt solid black; border-top: none;&quot;&gt;Balance Sheet&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl108&quot; height=&quot;60&quot; rowspan=&quot;3&quot; style=&quot;border-bottom: .5pt solid black; border-top: none; height: 45.0pt; width: 26pt;&quot; width=&quot;34&quot;&gt;1&lt;/td&gt;
  &lt;td class=&quot;xl69&quot; rowspan=&quot;3&quot; style=&quot;border-bottom: .5pt solid black; border-top: none; width: 89pt;&quot; width=&quot;118&quot;&gt;Closing stock&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Closing Stock
  A/c&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;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Dr&lt;/td&gt;
  &lt;td class=&quot;xl69&quot; rowspan=&quot;3&quot; style=&quot;border-bottom: .5pt solid black; border-top: none; width: 173pt;&quot; width=&quot;230&quot;&gt;Credit side of the Trading A/c&lt;/td&gt;
  &lt;td class=&quot;xl109&quot; rowspan=&quot;3&quot; style=&quot;border-top: none; width: 70pt;&quot; width=&quot;93&quot;&gt;Assets
  side.&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl79&quot; height=&quot;20&quot; style=&quot;border-left: none; height: 15.0pt;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;To Trading A/c&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl71&quot; height=&quot;20&quot; style=&quot;border-left: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;37&quot; style=&quot;height: 27.75pt; mso-height-source: userset;&quot;&gt;
  &lt;td class=&quot;xl108&quot; height=&quot;211&quot; rowspan=&quot;7&quot; style=&quot;border-bottom: .5pt solid black; border-top: none; height: 158.25pt; width: 26pt;&quot; width=&quot;34&quot;&gt;2&lt;/td&gt;
  &lt;td class=&quot;xl80&quot; rowspan=&quot;7&quot; style=&quot;border-bottom: .5pt solid black; border-top: none; width: 89pt;&quot; width=&quot;118&quot;&gt;Outstanding&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
  &lt;/span&gt;Expenses: (Wages, Rent, Salaries etc.)&lt;/td&gt;
  &lt;td class=&quot;xl81&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Respective Expenses
  A/c&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; &lt;/span&gt;Dr&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
  &lt;td class=&quot;xl82&quot; rowspan=&quot;2&quot; style=&quot;border-bottom: .5pt solid black; border-top: none; width: 173pt;&quot; width=&quot;230&quot;&gt;i. If the outstanding is an item chargeable to
  Trading A/c, add the outstanding expenses with relevant expenses in the debit
  side of the Trading A/c.&lt;/td&gt;
  &lt;td class=&quot;xl113&quot; rowspan=&quot;7&quot; style=&quot;border-bottom: .5pt solid black;&quot;&gt;Liabilities
  side.&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;65&quot; style=&quot;height: 48.75pt; mso-height-source: userset;&quot;&gt;
  &lt;td class=&quot;xl67&quot; height=&quot;65&quot; style=&quot;border-left: none; height: 48.75pt; width: 178pt;&quot; width=&quot;237&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;To Respective
  outstanding expenses A/c&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;29&quot; style=&quot;height: 21.75pt; mso-height-source: userset;&quot;&gt;
  &lt;td class=&quot;xl85&quot; height=&quot;29&quot; style=&quot;border-left: none; border-top: none; height: 21.75pt;&quot;&gt;Example:&lt;/td&gt;
  &lt;td class=&quot;xl86&quot; rowspan=&quot;5&quot; style=&quot;border-bottom: .5pt solid black; border-top: none; width: 173pt;&quot; width=&quot;230&quot;&gt;ii. If it is an item chargeable to Profit and
  Loss A/c, add the outstanding expenses to the relevant expenses in the debit
  side of the Profit and Loss A/c.&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl79&quot; height=&quot;20&quot; style=&quot;border-left: none; height: 15.0pt;&quot;&gt;Wages
  A/c&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;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&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;Dr.&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl79&quot; height=&quot;20&quot; style=&quot;border-left: none; height: 15.0pt;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;To Wages outstanding A/c&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl79&quot; height=&quot;20&quot; style=&quot;border-left: none; height: 15.0pt;&quot;&gt;Salaries
  A/c&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;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&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;Dr&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl71&quot; height=&quot;20&quot; style=&quot;border-left: none; height: 15.0pt;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;To Salaries outstanding A/c&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl108&quot; height=&quot;120&quot; rowspan=&quot;6&quot; style=&quot;border-bottom: .5pt solid black; border-top: none; height: 90.0pt; width: 26pt;&quot; width=&quot;34&quot;&gt;3&lt;/td&gt;
  &lt;td class=&quot;xl69&quot; rowspan=&quot;6&quot; style=&quot;border-bottom: .5pt solid black; border-top: none; width: 89pt;&quot; width=&quot;118&quot;&gt;Prepaid Expenses: (Insurance Premium)&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Respective prepaid
  Expenses A/c&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Dr&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Debit side of Trading
  &amp;amp; Profit and&lt;/td&gt;
  &lt;td class=&quot;xl113&quot; rowspan=&quot;6&quot; style=&quot;border-bottom: .5pt solid black; border-top: none;&quot;&gt;Assets side.&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl79&quot; height=&quot;20&quot; style=&quot;border-left: none; height: 15.0pt;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;To Respective Expenses A/c&lt;/td&gt;
  &lt;td class=&quot;xl79&quot; style=&quot;border-left: none;&quot;&gt;Loss A/c by way of deduction from&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl79&quot; height=&quot;20&quot; style=&quot;border-left: none; height: 15.0pt;&quot;&gt;&lt;/td&gt;
  &lt;td class=&quot;xl79&quot; style=&quot;border-left: none;&quot;&gt;respective expenses A/c.&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl90&quot; height=&quot;20&quot; style=&quot;border-left: none; height: 15.0pt;&quot;&gt;Example:&lt;/td&gt;
  &lt;td class=&quot;xl79&quot; style=&quot;border-left: none;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl79&quot; height=&quot;20&quot; style=&quot;border-left: none; height: 15.0pt;&quot;&gt;Prepaid
  Insurance Premium A/c Dr&lt;/td&gt;
  &lt;td class=&quot;xl79&quot; style=&quot;border-left: none;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl71&quot; height=&quot;20&quot; style=&quot;border-left: none; height: 15.0pt;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;To Insurance Premium A/c&lt;/td&gt;
  &lt;td class=&quot;xl71&quot; style=&quot;border-left: none;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl72&quot; height=&quot;100&quot; rowspan=&quot;5&quot; style=&quot;border-bottom: .5pt solid black; border-top: none; height: 75.0pt;&quot;&gt;4&lt;/td&gt;
  &lt;td class=&quot;xl69&quot; rowspan=&quot;5&quot; style=&quot;border-bottom: .5pt solid black; border-top: none; width: 89pt;&quot; width=&quot;118&quot;&gt;Accrued Income (Commission)&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Accrued Income
  A/c&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;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Dr&lt;/td&gt;
  &lt;td class=&quot;xl78&quot; style=&quot;border-left: none; border-top: none;&quot;&gt;Credit side of Profit
  and Loss A/c by&lt;/td&gt;
  &lt;td class=&quot;xl113&quot; rowspan=&quot;5&quot; style=&quot;border-bottom: .5pt solid black; border-top: none;&quot;&gt;Assets side&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl91&quot; height=&quot;20&quot; style=&quot;border-left: none; height: 15.0pt;&quot;&gt;&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; &lt;/span&gt;To Respective Income A/c&lt;/td&gt;
  &lt;td class=&quot;xl91&quot; style=&quot;border-left: none;&quot;&gt;way of addition to respective Income&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl92&quot; height=&quot;20&quot; style=&quot;border-left: none; height: 15.0pt;&quot;&gt;Example:&lt;/td&gt;
  &lt;td class=&quot;xl91&quot; style=&quot;border-left: none;&quot;&gt;A/c.&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl91&quot; height=&quot;20&quot; style=&quot;border-left: none; height: 15.0pt;&quot;&gt;Accrued
  Commission A/c&lt;/td&gt;
  &lt;td class=&quot;xl91&quot; style=&quot;border-left: none;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl93&quot; height=&quot;20&quot; style=&quot;border-left: none; height: 15.0pt;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;To Commission A/c&lt;/td&gt;
  &lt;td class=&quot;xl93&quot; style=&quot;border-left: none;&quot;&gt;&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl72&quot; height=&quot;125&quot; rowspan=&quot;5&quot; style=&quot;border-bottom: 1.0pt solid black; border-top: none; height: 93.75pt;&quot;&gt;5&lt;/td&gt;
  &lt;td class=&quot;xl69&quot; rowspan=&quot;5&quot; style=&quot;border-bottom: 1.0pt solid black; border-top: none; width: 89pt;&quot; width=&quot;118&quot;&gt;Income received in advance (Rent)&lt;/td&gt;
  &lt;td class=&quot;xl94&quot; style=&quot;border-top: none;&quot;&gt;Respective Income A/c&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;&amp;nbsp; &lt;/span&gt;Dr&lt;/td&gt;
  &lt;td class=&quot;xl95&quot; rowspan=&quot;5&quot; style=&quot;border-bottom: 1.0pt solid black; border-top: none; width: 173pt;&quot; width=&quot;230&quot;&gt;Credit side of Profit and Loss A/c by way of
  deduction from the respective income A/c.&lt;/td&gt;
  &lt;td class=&quot;xl109&quot; rowspan=&quot;5&quot; style=&quot;border-bottom: 1.0pt solid black; border-top: none; width: 70pt;&quot; width=&quot;93&quot;&gt;Liabilities side&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;44&quot; style=&quot;height: 33.0pt; mso-height-source: userset;&quot;&gt;
  &lt;td class=&quot;xl96&quot; height=&quot;44&quot; style=&quot;height: 33.0pt; width: 178pt;&quot; width=&quot;237&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;To Respective Income received in advance
  A/c&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl98&quot; height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;Example:&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;
  &lt;td class=&quot;xl99&quot; height=&quot;20&quot; style=&quot;height: 15.0pt;&quot;&gt;Rent received A/c&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;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;Dr&lt;/td&gt;
 &lt;/tr&gt;
&lt;tr height=&quot;21&quot; style=&quot;height: 15.75pt;&quot;&gt;
  &lt;td class=&quot;xl117&quot; height=&quot;21&quot; style=&quot;height: 15.75pt;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;To Rent received in advance A/c&lt;/td&gt;
 &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://hscaccountsnotes.blogspot.com/feeds/4628039381817212020/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/final-account-adjustment-entry_9.html#comment-form' title='43 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/4628039381817212020'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/4628039381817212020'/><link rel='alternate' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/final-account-adjustment-entry_9.html' title='FINAL ACCOUNT - Adjustment Entry 1'/><author><name>Santosh</name><uri>http://www.blogger.com/profile/05009326212868800695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//4.bp.blogspot.com/-1C2n6_YUJSY/X-WBnajXfsI/AAAAAAAACbE/n0DLTtP1w6gOmJ72EhLRO_18V3MgXILdwCK4BGAYYCw/s113/WhatsApp%2BImage%2B2020-12-23%2Bat%2B10.02.49%2BPM.jpeg'/></author><thr:total>43</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5678981387687411835.post-6017236832436411876</id><published>2013-07-09T10:20:00.003-07:00</published><updated>2013-07-09T18:58:13.476-07:00</updated><title type='text'>FINAL ACCOUNT - Bad Debts</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
12th BOOK KEEPING BY AJAYSANTHOSH MOURYA&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&lt;b&gt;1.1.11 Bad Debts&lt;/b&gt;&lt;br /&gt;
Debts which cannot be recovered are called bad debts. It is a loss for the business.&lt;br /&gt;
Example: The trial balance as on 31st March 2004 shows, Sundry&lt;br /&gt;
debtors Rs.52,500. Adjustment: Write off Rs. 2,500 as bad debts. &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=5678981387687411835&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=5678981387687411835&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;http://www.blogger.com/null&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;http://www.blogger.com/null&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;348&quot; 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&quot; width=&quot;487&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;i&gt;Bad debts will be shown&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
i) on the debit side of Profit and Loss account and&lt;br /&gt;
ii) on the assets side of the Balance Sheet by way of deduction from sundry debtors.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
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&quot; 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&lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;span style=&quot;background-color: yellow;&quot;&gt;&lt;i&gt;Lesson to be Continued&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://hscaccountsnotes.blogspot.com/feeds/6017236832436411876/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/final-account-3_9.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/6017236832436411876'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/6017236832436411876'/><link rel='alternate' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/final-account-3_9.html' title='FINAL ACCOUNT - Bad Debts'/><author><name>Santosh</name><uri>http://www.blogger.com/profile/05009326212868800695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//4.bp.blogspot.com/-1C2n6_YUJSY/X-WBnajXfsI/AAAAAAAACbE/n0DLTtP1w6gOmJ72EhLRO_18V3MgXILdwCK4BGAYYCw/s113/WhatsApp%2BImage%2B2020-12-23%2Bat%2B10.02.49%2BPM.jpeg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5678981387687411835.post-4727716038768227140</id><published>2013-07-09T10:13:00.000-07:00</published><updated>2013-07-16T20:49:57.175-07:00</updated><title type='text'>FINAL ACCOUNT - Provision for Discount on Debtors &amp; Creditors</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
12th BOOK KEEPING BY AJAYSANTHOSH MOURYA&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;1.1.13 Provision for Discount on Debtors&lt;/b&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=5678981387687411835&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;http://www.blogger.com/blogger.g?blogID=5678981387687411835&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;http://www.blogger.com/null&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;To
 motivate the debtors to make prompt payments, cash discount may be 
allowed to them. After providing provision for bad and doubtful debts, 
the remaining debtors are called as good debtors. They may pay their 
dues in time and avail themselves of the cash discount permissable. So a
 provision for discount on good debtors at a certain percentage may have
 to be created.&lt;br /&gt;
&lt;i&gt;Example:&lt;/i&gt; The Trial Balance as on 31st March 2004 shows the following:&lt;br /&gt;
Sundry debtors&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Rs. 45,000&lt;br /&gt;
Adjustment: Create 2% provision for discount on Debtors.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
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&quot; /&gt;&amp;nbsp;&lt;/div&gt;
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&quot; /&gt; &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Example:&lt;/i&gt; The trial balance shows on 31.03.2004,&lt;br /&gt;
Sundry debtors&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Rs. 85,000&lt;br /&gt;
Adjustments:
 Bad debts written off Rs. 5,000. Provide @ 5% provision for bad and 
doubtful debts and @ 2% provision for discount on debtors.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;img alt=&quot;&quot; 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&quot; /&gt;&amp;nbsp;&lt;/div&gt;
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&quot; /&gt;&amp;nbsp;&lt;/div&gt;
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&quot; /&gt; &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: yes;&quot;&gt;&lt;/span&gt; &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp; &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;&lt;b&gt;Provision for discount on debtor&lt;/b&gt;&lt;/i&gt;s will be shown&lt;br /&gt;
i) on the debit side of Profit and Loss account and&lt;br /&gt;
ii)
 on the asset side of the Balance sheet by way of deduction from Sundry 
debtors (after deducting bad debts written off and provision for bad and
 doubtful debts).&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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rwYNrb6aR0H3RAepiXJfdPSq3AQAv1rsYnRRkNskNn2ZDrDtMDc1GS4Lm5ixbQAArrvWRlH+K0E1++J21Caq5cUtOZ5vVR95d75585HBwI0NRVtr6z62TW6fHkx8pih0/twtm6xlIsDv9gbeVhQ4pfEkYGSbsFZfaCIrcOqqWdzwPLqv+ammwjeyqvdqRwEAlJ5yGxWx/xGWv5rZsEF9Y+VkQqu3g9LZo9I3rSs28N/PxswvlieV9HeUFAY9kxPhE3wa1okDYHMq2UbjnIjQ3Yz8se09IhFP2UYO5Edd0TO57hnat7Wxg6dSMJipnKiHNxRUnkU2LmF/qLAyCJPDk0NTcz/MWZsve2Qgyv2t3KOnddv7gE6dTnuuzHeK67p5yszW6+O73hjqr8TLef6GY8YU6tWaKAe4rhJXTfGLCtK+PaP7AKxmhptKcojfcSmdQS435DkpXeDR0EscXiAuwmNu6Z4UFriaWbZIAWB/rdLXmZuPU+ZFeP82fqMix1pG7MIVm4QRJKCjOyOeCnGd43Z8XLby1hXTwfJS8QNNUVnZ+3kNRAC2W+ocVCRO6Fx9NoAEzIO5dC9FYXaxey6tKAxuqMNN45LQdZOwUeSHftogHwuU7L8jrIN9MmF6vMDVmPvclydNLMM64TjSPv31SWYeUDaai20VJDguX37aOEJiMFgAABZzq7MlxEZdxs4xtnNqvb850tlEwuJeTMcYhUyaKcy6Kyl0Sl77YVkPnohdrMo2lxD97IL0jbTyuXVkR6iDKv8J2btOZUtb+4zX70FR9uZLk/REeSVs7HM6JpqDnKR5jp80vZU0s0lFoWo9TMU5jsrdf9o4h4QXJ+mLXTyiqv2iYxS9vFzjfkdWVkw/MHV4CTlfkWopy/NfnGJa0QXzxJfvBzEPKPvo2ZlcB3PJE18KGl5L7J9YQ6PRaPTW5EBh+HOTewH5vWPz7TU+Vmpyzu7ZA7OrHVXP7Qyl7rpmDU5NDU/3tlTNb66uTfRHWT90u2+b1V5XApuaWdzCTnUm+z+UdwgtHF9gAgAAi0mmbveVBiZEB9eN7R68+l1hYtfbIjyVuDi+EFC4m1q5RsCj+xvddNTZRKSvhWcMr6IIBDR2d2uootpbW5pPSupWdPrA5jZ2d3dzE0dFTpZ7P76qrfwgv2wCsdwS6G5mJH87u3x2l0kfb/AxucSrrPGitnu2u83PSPEY10WNiNRRDIW6PZvvasXOwSbk4ts8v4LIS7omxH9a3divdZJC3ulP8JPl57hwwyZldJ1y8OqSiUmjoge7427Ic3Oy6fuEDxLJeyvrVd63lM0MHAtbFmamakOdLl01ssusR+8TkU1l1nJiFzS1nrVOkBnv/xob5GOCkv33g0mbrSjwu6YqwX32yJEjR86yXdC8bhtfOoN/1SxAmJsudDSVYvv8f4+dv+zsDlvbetnlAJNEmG8o8rIx0VCTllDRULe5F1jbicSiESV5D5XkOb85+vk3Jy5a3nUJjQu7qSly5tgf/3pUxta6YHJxvqXSS0+BQ0D0SkBsN2rnVQQyqJutZbYKUuwKyg/ScuvSYm/KipxS1nxSXDtcV+p4Sen03/54VMfQJq4419Nckfur/+/r8xqPnjYsotb7e+LsjeTkZfXvugR7P9CSFPnvv5wUvnYrb3qOCABgEmbrSpwNr0meZ/vm6yPfnrsoqqR2WUtHU0vnspwMvxjvBVufQvg2nbQ7XZntestQTVVGXEVL0+FhZMvABpmyvrA22lDdlBpkc91Y39w+vrBsbK6vrWO6Oj7O3cpA45b9ozwYHPuykZmGHe3wNzPh42Bj07vmWNy6RmYC+k53RryplBzbkWN//uLrI3J6Ttm1i5vI0cJ0azXFCxdEVK7f8C+umsCSSdid4cxoWxVxfn52uZu3/coaZnYIrAMKfno43+eBqYa6qqKUkqG+Q0xiBwpNYwFAWG8If6YtJSBhcMP7meddPeXPPz91QVUnoqm5s7LSU4X3yLEvjsiaByUmxz97yHWM/YuT38h7+tUtbW/3tr64pszFz6n5NKR+aftltGMHWpMctEQ5vvviqy+OCas6pJTOE/dwU4NpXvcMNORklFXljU0dU/JH0MS9+el8h2vipz//3+MXtFw8m5A7v6WXsCA/C0r23w/mAbK/syjKzy84NCIqPiY06FloVHxdz9req6t1Mmq9rzA9MTrQPzA6vbh4bAf/w0vnJBKiqTwx+KmLf3hiQ9fqHhUA+lp3e254aFh4eER4aHB2Znp5fV1mXGJseGhQSGpp/sAGbn93d6axOj46JrESBsfuvm5qZ9F2UP0VJfFpaeX9g8sLi92lZcm5+U0j44sTg0XJOTEhQcF5eTktAwOw3NzU8ICAqLTi0nEs8YDO2hxszY2PiEjKrm2oLczLDw+MSsnJ7Udu7gMAWGTkcE9aaGRAYHB4THxUeGTgCz8fH18fH99n3j7PI8Pj2/oXCTQAAAuPn6gtiAl44hoUndE6sEGhAwD292m7SOR8a2VsaEh8Rd3MDpFO38VjCfBWWFp0cGRhzfg25nUPNAek5amy5MxQby+f2Oik7gk0lQkYuzMtjfHBkeEREdGRoS+ikzLaRrZpdBZhZ7y2PPZFUEBETHHvCGqfBQCgo7eGqwsTgjx9o2NK+se3X7UmMTAzwxWxUX7e7kE5+Z3LO683x8TPz8BykiNjU0prqqvKS6NC4mPiE5smx6eHxhvSoqKiI8ISipvbWlubaqPCEyPC/GKrqod39lgk4mJ7TUZMWEJZ9cgW/uUXmTg32ZQdGhQaFhoRFRCelNvYs3FwAABAj/YUxfg9ef4iMLdiCIUBAFBR6735qQlRQf6B0RmlpeMYwo+e5of8lkHJDoFAIIcNlOwQCARy2EDJDoFAIIcNlOwQCARy2EDJDoFAIIcNlOwQCARy2EDJDoFAIIcNlOwQyL+BtkuGN/fPL8/s/fz/QiD/MVCyHxq72Nn2ssTk2JCcyvbZVQo4pG+DE/Bz7aXxcXEh4bEFsOpJNPHnh7Dexc62lcTFxYWExxY21E5hSD/uiRY/P9OYn5qSlVY3NfvqlSQma29xrCgt9YV/SFhyanpD7zyWAABgEXYXumrT05KjK2DdE5Oj5SVPrplbBvhVrmFfrmp/cbw+N94vOCIyJj4+IaGiu235zSH7GFTM7FhRVl5sbHxUaFhofETOwMTW/r99suiEpYGujJi0hOT05skp9LuP681k7C1ONxTmhidlFXYOrO+9NbQGeWakPCnMNya2dBhOeGMnWOil9oIM/+DI5MbO1f2fejuVSERNNcMmJ/8jQ4xDfgxK9k8d64BApFCoB2BrvTXknsSFE//Nr2af04AGh7Qj7e3N7kRPTVGuv//pfwVM9BLGVyk/m4pbyM74J5dFOP/2f/8rZGqYNLn+VhQxmITJwYxHN0S/+9tfvzkm5+RZPr2+zwKAwcQP1XnZ3hY6y3H01Bl2U7fC6WUAAGtttcHfSl5dUcY1NLu8stzbXlxYkMPGNXXqVbdZhKGGKBdTUT6h438/9vnf/iR092byzM4Po0mhUR0RTgLs7P/z569Psp2XumbwqKzx9Zgk/wbKTn9ajNYFzm9Ost2ITRqnvNtSzAMiYijtka3Qd9/84a/Hzxla+tV2re+9HDGcQVqeKgvzMdNVldPSuvnMO3t4cpvCBIBJRaP7shIeXjeUV9XWcXINru5c2t17awdYBzudzdGPdAwiY+pXoFGYPgoo2T9pLCpufaKqc2JuiwxY9I3WqkdK0t+JKtnkNGI+dtF+PTQksvqJufSZP3Je0U+YeIdkB4C2vlr52Ezy9B95jK8mTb2R7CwWHYvpjn1+Q5n3LNu57745eZJL2C4xbWKfBQBgUvfxW/OV3h7KXBcvmD3Im1oCAAAMFlEfH5QYFgWbmBseh0U4i+tZuxQ1bdFf97pF3SdszzXGBqqd5z/y2f98pqJ9r7yXwHr5TWIRJkcybJQ5T37xx8/OqNrcK5xZRJP3f4Hhv1kM7FBP5HXpi5xnzaOSJ2k/vwQALCYBPZoXpS+vxHaK/dS333157iLfrafFU4ssAMAWujfVRfu+s09N/1x3a9JjPWVPz6wpDGCR5mqLbIztn6bkT0yPF4c+UzVyjmzqfqMbTMDYWqx89lBJgkc5ILztNzXo9+8IlOyfMvrKfGu6p1NmQccGEwCAH+r201HlkFa1z2vB/ezCny4qczTCUYP7z7zGRsmTa++S7IByMBRqr871Z/7r11KnkT+EDZVKWhqDNdZVtrS2l5UE3dDlOnNMyc29cfv7XlIo44mRhkICvDceFUwvswAADOYBAbM0UJFcUFFU2Fgc4Sxx3S2kafjtblX2US159w1NL5w8+3/skoYvkqf2XrbDk5ba616YmchxnD1+7Jz+U+/uvV+s0WwfMZljpywoePFGbNrMu1ywschbS/Oddc11jW2tLbA0dycFnvOnFa6Gtg5SASCPjaXaqQja2sbCSWB3q8HPXFDX2L1qBI9eh4U8kFQ19arpA+BgMjNOS1LhTmz82PfjTdGJczWFD1Xk2bnOKgfFdG+9048M5JcGJfsnik7bmRwu8ntifEmYW1VJyz2msG9krqfxuZ76BTmNuzE5TfUlCeGhceW149uv7+2xwNZIb06Qh4uXW0Rt5yLxjW8/aWuwsizoiY+nr49nUnE7HLE6OZgXFOL1IqxkcJoMACCQJipzgp/cexQeVTa59vICm0XEIFpg8c+eu7o4u8WmVU2vHAAAcMjm3Nznbj6RiZGwobHB+tqM3NiMQQSe/nbYkLZHK/KCXNyehkZWzy7uAQB2dyZqMgKCX3gkFda0dLSVZvgHBkaWwyZ3XpefuDNenhvq5+sVlhp6z0iB6wvB68bJk69GD8HNjJdG+rg9eRBQWj+FfZUmrN3t0dKcED9f7/CUEPsrcpxfCJu9nex0OhW3vrJHAwAAHKrM3URUQ9k+o3jp+4NDx/ZEBukK8vPecCmYWWEBQMagR6trsx4Y6lndco8uyA+6zyeioP08rA/9RrMDcXOlryAkMNpcUZPz2DFB4+uRI3AiA4Dd5emmDB/X59p80qePntZ2dW/cJjIBACzW3hK8ITve3fXxw8cesZU1U0QGYADcaFNGzIsHPtFJxQ3D44O1WZlZhdnDWCIAgLk6U50c8/C+u1dYXM3ULAEA2sxYurWyoCDPjYDwsvrmzJiQsNyCvtWtf9rOzaLi0Rjk1qvDi2+tfGwkwnXdOnlwiQ4oC2X5dy+JcN62S5zGAvxmc7C9hIyybWrhYE93pKU6v4q+d00fDexP56ZekxTU8PSsR9EAAIAJcJOTPenBdjqX2XgvKgfFQsn+kUDJ/omiUZAtFU+NVI59c+qEgKDU7SfRDZ0zPY2+ehqc0pduBMdmxwTfkBPkV7/8tLxjhwlYB4A42Z0b5m5146qx2RXz+49S2zo2vr+zR1hviQ/X4+b79ujnJwys43tGF3ubwm9cU7t2J6x5CLeLn4fl+7ndNTfTNTQ3dw6LbF9B7pOIM+X5T8zNdDQMdJVkLkrJKLkHNC+jqJuLJU8fin791XGuk0aB8Zmh/jfv6upGla+Qfhjg6IBImCjLD3G+e9P4upmlpW1oWuvyFg2Lag29L3H+xH9fkDH39Iv1e3xZjJtTXdunqgvHYB4QCRPFya5m2kqGJmb3vV0sdCQ5vhIxNU6ZQVKZYH9prCLOx+a2iYmZwTU7x5jahnUylbaLHytIeHRdS/nKNQtnr0dmWuIcX4mav53sL1EJC4P9GR4e19T5JR48KUagf/jT28kOACBtIFvTEsOcLB4EBBV3jYzUFXk43nOOS+zceOPpGNz60kR5SlVfppurEe9fPxPi100snyUeUBAz0w0JqanxBmJqJ786qe3q3oTZY7EAbXmsIMTD4Iqekqa+ojC3hLaaW1nLGp6y1V7soiv2t89OcF82CcrOCrW9ZeVoHDu2iltdbogOuHHFQFJMWVSYW9njefX6LmVuPNNWVUiQ5+rTwLTElId6suwysnfSChF776OXmZ8AACAASURBVNRL405zU7SzpmlKes8OHbBwQ0nhyvwCZywdkmcwAL/Z7G8rKcJjHOifl1vioSrGr6jpU9dPBeSZvGRDcSFea6cMOBawmAfotR5Y51BtTpjznXN8vJcCo6Fk/0igZP9UsZjr01mPrNi5L0p7BcBWyNQD2k5/m4+mCoeIpFVa8cgkvNT1uhTvKS3P4KF9BmUT2+h719hKxzm3qrWqOsxc3djNOnUKzXq9Mjp6vS0m2EpB4PKDR4VzWDqFjIH39c0vblBom62wUBsVnccuKU3dsIggR2MZm8yC6fn52pAQa+sHKU2dkw3lD3QUvpGSti5v3dxn0odqPfVFj/Ne0AhK7RrqrijLCyns3iK/vlxnUrd66p8aXTdzepDb0laXEGGket05IWv5gLbV1fREReEMO69pZErX6GThI2NJ3jN6PhHjhH30QNczAxW5m2bRQ4uYWUSx602ps58JmhqnI5B7WMpApJvlTdW7KflNsKaEu4bX7lsmDs2tdTV5G6jI37aMG1nCIuAFjywlz34m9JPJvo3I9/FS5RLg4mGTuO0Q0za2Q6W/OjJvJvv0MgsAFpN5QKNRKftUGo3BZDIZDDqNSqXTD94cmgK7OjdRldW5Mlyc5abL9/++5RK2ew5bWBzvmR2rL+qsTDKVUvn2y5Paru4tWDKLCYg9xU/cbMxD0lsGJxtCHmgInpS6aVextkXZpw9GeOle/I5bQzugvnusoby0KjavC9GTEmiooWsenNTWN1Lgc0v7nmNM3wJmbjzTVk1Q4IKWX2LvFKI9wkOM7wKP/aOi+XdomTsgjpVUJvj6VM/N4AEADPRgcpiywA/J3uJvK8HPpuH5ODk130NNnF9R62Wyw/NT9EWFTl+3iRlbZ5EJW1MtTdNLqLnZEo+75/m4L4XE96P/7ZvDkA8BJfuna2uuwN2Gg49TITBmgAAAAJi+tmeayuellB1K29dRyMZnN2R5vlP3CBjeJWOGup/qXr7IzsanqK5+SU2c88SpqyaerTMHbzwcuQefzHbUktPSfFzUNLtLWl/fpjIYgInriQ/T5OVi5+eXUddVFRG5IHBO1DuydXkLu46cnZiZ7G5rTY+0UJD5VkzEsqgRRQVgpuWF2aWLCqpPa9tQVMoekbiD26MzX18f4LBDSU9UhbhPcAopamgpiUtzsJ3Vf+7bT6Dgh3r8tVU4xC85lLSuIZEN3uYyPCe0vEOGt3CzJen6onzS9xzrdwEgkHsCbJUu/IXf7Hr29CpuZiLCwpib7TS3nJK6iqY01+mTeoauhU392ZF64oJyzs6NBAB2SR1+dy9x/EXA9KeSnU7eWpjtKsjwvWsmJirMdcs5qm/2VSPGj5L9nWBXEaOVOf2ryPGhFEfLk5+f47mkFVGVndk009c1sgDLvCF96dgXJ7Vd3Zt2SAwAGISd5WX42PhkT21LipulNNcp8eu3ilc3aEwAT/AzkuWWdPCuXd6g75NIJMzy0EjqbR1+IQmrxJI1Jou8vQJfXETukgnTo+nWygKCF01jc+e3MEOJ/lJ85y/cdcpFYH++wCh4W0NpTts4ln4AAAA09GBKhKqgwJkbDskzGIDbaA6wlRQVuB4aWlxY/lRd4vtkn8lLNpQQEr7nUgxf2VmahjX2wHeIB9uL+a63z/FyKQbG9GxD/bp/FFCyf7o2EHludzl4OeV8w9q3mAAw0X2tz7SUz8tedq7o3USu1Hmay/Cd1vIKG8cRttoqb8vKH+EWU3N4EhkbF5+aktrQPojEvHV+qftzRaEGUtLyJmahdbDeRRyLxQL7qzUvPATP8pxW07f1CYmLjU/Iyy8cmESSD0izk60VsXGFJY25KQ5aSiekpG6XNm9QABiHeZoo8avpR/cN/0R1cXO7xd9KhOv4ORUNh4ComNjE1Kw02MjwJoWy09PyTPPSOXktl9qBbeRy9ZPr0nxnDPyi+xc2uiLdpfnOKDx0ayMCgKcMhNipcf2F38wsd3IZPdj2WOvy0fMCstaPgqNj45OTkutbe/vHGoLuifOdVXrs0UECAEfuDbZW4fwnyf4Si4rq6Q65cemMrvrt0r5X//PByT5clj24tIUmTmfFmQmznTvPZnDrmmdx4+gKdr2h8KaU/Mtkb9wmsQAAB6TZppay1PjCqubsZ47qQmekLK3L1japNDAe7aV/SUjuSVw/5tWwrqTRvjB9GS5BcdvUijfHJyVPjabdVRIQ5LRKLljexvbG+kryX+Cxe1gw+7PJTsOur82hkDgAAKBvo3fxRNJyTYmjuhjPHduEaSzAbTQF2UrIqdlnlI0PDcZbawuoGnrV9NEBeSon2VhKSNc3qBu+2J0RqqlhYWJ2y+aWubqU2IlTZy8qKrrmFEzgD+kDuL9pULJ/upDTmc6Wp7kuyAfHDewCAAB+uMdfV+2CgtbD2mHMNqrJx0KWn03fNxJOZxDGBn11FE+ISd8u6vj+e0an0sHbLzRRF6YizQ0ExHmMwpOG0XtMAAAN1x8fpilw8ZyFfd7y7qv/o7EYm0sV3g/1rkrZl7RONdd6GYh9JSl5t7JjhwHAbOsLcxV+dYPYwVHCj4tN3B1L8VHhZeOyvJOHel2hYzLogIEZ6HyhrcyhqOMKG8VuI2HepjL8Z41DEia3cCPJfqq8pwTv2ldiGGCP0htgp8TxF2FLs8LFTeI8IsFCl01A0CCp8ocM29zojXaV4z4lYudYjWUB0l6Xn7Xi+b+IWJpmz29/f1ORQSAgJzvbxwfnXg4ZRAOj4baWj81fdC29LhljKjnKUFiA/87T6vV3fpSUitucgxXD0XsAgPme2FsyR785flJazaeugwgAoaf2jrTCsc9P6nv59B8AAABpoMz9qr7hXceyiZnGEE893mNSN22rN9EMAGYT/YyUhRSeJgzjXg1Hvjc3m2enx8PFoeEdMbTPBACAAxqVQccjpnLtVYSEua3TSlB44mBCkJQAJ5+zewWSBuiUrZmBWlhz7+zyP74rywSYofrUhKiwxLyy4qKivKT8jr6lvQPKzHSOs7qQnV0MnAT20M3BVgJXLD3rJkm7G61R7rIqpt41vQCw4DlJV2TVHVNz5jbQ41XZzraOZmYWliZGyuIiJ06dvSAn9zAzZwwPvaz0nwcl+6drZ6ncx1mQ55yg/YPcia1dEmm5vsBORvQol9jNlKKx8bFcewNBti9E7z6qWEMTd7DtgS7aIpyyZndT2rvmUBsLKxuobTwAb51hJmFvJP6xyR3dW1nNm7RX9762e9vDrquJiIta+Ie1zC2sbG0treAJYy2BZnocYqJ2WdXdZfkul3m/EOAzTq9Y2MFvwXJtLgmeEpVxLqyZ2/vxQ4l03FCL11W98+LyV/xTuqbnNlELS+gdHIm0WJ1rIy18hFv8dnrJ+PhYtq2uANuXEnbutfNIZH/bMyNtMQ2tB4V1A/3DBQ/MJE/+9yl1jcCeKSxubzTRz0SCW8zgenh9wzQKtbiOxmxsbnbXehhoimrruBTBBvqH8u5fEz/x36c1NP07pvCvR3ymr662hNteuW1sH5HZOjE53DNWHvosqSSpB00HDOY+BjU/0ZXi7CBz7uxpDXO/kvqFjQ0S42cq7gdE7Ppwc0lWsGdWZf3Y8hZypirARZDzPMdN5/T+uZ2V8bqYQHVO/r/96WspU8ukgeE5JG4609dYlkvUwimno6fs2SMV9iO8htczppYwG1v1XrbSPGy8Vo8KZhb2Xj73TiBN5QQZyXFfUL18P6uyF7GCWkPu7mHmu1r99cXZ2b/V8I/rmpxt8HfkZf/uhKFFwsjSLnIN5nNLRIT/sldoN5b8/Q4w9vdQAz0xVtqCpz/7v8++/PNfjxznFnctKlsBAGB3x/J9rz188DiruhdWmeBnYxASUzKLA4C83FLrcsPJPSIB1tmeEx5kZeOb0zP8+jefxWKxWOsTqfdMvz13RsIntAN6nv3jgJL908WgLTdVP72iKCgtbhad1zky3RrhJC/A/eVxNj3nO1Fpud7auuJnv/xKWts6o26NTNlbmMxzt9UQvCimqugQl9m5jKHQf3SZfADIfflJRRHxw9s01qsEYJKJiOr8J1fVxPnPKd26G9XUv0pkMHDL5Z6PFMRF1dyeldbXpD6wl5aS0PKJbOtqTnvsJnOG7ZuLnELWz4omF398Kc7aI8Ircx8ZavHySirfdIxq7lyl0Q82VxtD7knxcn31DZvBI+vo1FwvLS2xs19+Jatnn1W3gt5G1BY+vqIhdlnrqluAr42xutDxvwvIXQnPn97do20sVvm5GIjxiMhLWgXHwOa2qQcHTBJhujTjob6GmIaOkVvA87tXVQWP/V1QwSgsf3r31bUEi4CfyA+7oarAy8kroKyu4eQdW928hMXSWADs0RbKY22NVTkv8HOwnz99gZdPSvVhfNLIv+7OgAl2+2qC7fUF+AQ5xcTEbrmn9Q1PNtaE3NF4mJnZ1j6Q52UpISLGzsZx5sw59nMXJIy0nfIbB6sLvI0v8SppuaeXN+al2GnI8GnqeZd29JalPbwqd/zIiXNy4jcyS6deNmuwAA25WB/uaaAgfFJUXuW+Z3bfFJmw1Z8RZ8gnfJbt6Lk7D7zis5McVQUunj5yXtwmLqlzYrbS3VyK489nrllGjqx8f0b2ZidLvO7JC3AeO/bN8WPH/37k1BnZq6HNnRgAAJNF21ptSwi+oSkvqq5+OzS6dnaNSGcBwGIQSTOV2R6m+mJyqjou3hnd4zsU2ls/d9iFQnfri4J8qmGJA5hD2svFbx2U7J8yBmF3eagTVl3RNDazvoVBTnbX1dWUlpS397WNzcyNtHQ2VZcW1Da1TS0RmUwAAG4J0VVdUlRS2Dw6tUn+J7e2ED29401d2LeqpgwSYWmou7Yop7iufmT1ZTcnB+g5eGdTQ8PA4PLWFhKO6Gxpbh+bQiFXJnoHakoqyqurytqH5tH4n342goRbGuipKiwpqmseXt/cBwCQiWvjXTU1NaWl5e39bWMzcyPNHY3VpQW1ze0zyyQmE5B3F3o7Kisrq7oGRwe6O5uri2qamsfmsLQDAABxfXGgvqKkKL9+YGSN+KqeyCJg5rrbK6oqq7qGRge6OpuqimqaWsbmMNTXj+IxmXubqyMtzeV5uZn5hSXtvXAM8fVTMQz83EhDZXFWQWlldU1VeXlhQWnr6NgW7V8+7MECVNTiQHNVdk5RfkFebn3HxCZmD4/fmO5d2N7AbW3PdNXmFZaUVlbX1tVVFBUXVZU2I5Yx29vzg111DU0Ds6s7m8jJvs76to7RxY2NuYmu1rqi4oqq+opm+AKa8sOm9zdWh1rqcguKi1o6p7dwTDplZ3a6qRJWVVVW2j3QNwFHDDTA6qpKS2q6JsaReBJquLvAy+ZBiHf2LO6H5jgseq6vtaKyqrSytra2pqqmvr5reBGD+/6TQVub764uyior75hd3X9zvwlbE62w3PySmqGJbdqPPkj7hNWJofrGhnbEAoYCPRvzUUDJDgEAAICbhU/2lgwtL090TM5MD20xWFBd69Bg4onL3a1Nlbkt48PL+4e1rzjIm6BkhwAAAFgqzQ28K2nq7x9eODi/ssyEvv6HCGl1sz8vqagLhiBCj6n8TkDJDgEAAIDpggXfMZC5eiOwvnOTAX3/DxXmAYNKIu7RqNB5/d2Akh0CAADggIBbnprsHhhZxGKhd0sgkE8clOwQCARy2EDJDoFAIIfNx0t2xj4Jt72+to5CrSPXVleXl5eX19ZQuF3yz70JAoFAIIcAi0rGbyNXV5aX1je2MVjiHoFEpTN+mcdEP16y4wcaElz0lFTUlJQvq6qoKSlcUtDWMngWlNkzgdmHev6EQCCH2QEOP12TH+pgrK4uJ3HN3iMkIq88OaMHjvr3h04E4GMm+/7KTEuU+zV1jjNaOlZeYVERkYGe7hamV5WNLb1zy+ZIULhDIJDDibWzVBUeff+W1QNvd7+osOC0wsqK4oK8IPf89pmtX2Tk2I/bzj43WxqqoxYb0/xyqIM9wlhe0i0VKYlbN2Knt/6NvYJAIJDfKAZpb64o8rq2prrj88aV7VdzmWTk0ljb7C+T6x852akTo7l+WiqhodVLr4dlIO2PxLkbmipqBWUOIBA72J2Nte31NSSBTodeUoZAIIfA3vxsjq2enIWBe9PUm50QHeyRtpYW5pdWt3d2NrfWECg0kfrBTyB/1GSnjA9nv9BUDgmpXPiht1dMY4qjIf+Xp/jk1FReJEcGeaWF+Ed07+xQPnQXIRAI5DeDgR3uCTa8pHvfKn1u9435LOz4UIqdhYaRtXdIZFiSr0V0WR9y50O38ltLdhbY7Sxw1RP8f3/4y1+PHtF1eRyT397VM7BOJkN9PEMgkE8fbbOz3k1NXv+hXfEK+Y35rH3USmuom5SU9mVb94SG6sqhWRSR/E9X8zN+a8kOwGZlgo2x6LHz4rKifNaR0T146I1ICARyaBxghrr89BXlrS1ipv6xSk4Zq7W4dt/EN3nin3XF+q4+arIzETPFwTqq0VENm6+2Q0BMZT6w1LmtonnniedV1aja3Nl/Y+cgEAjkt4aKRNY/sZTWUTFLqkZRvn8IkEXZXhkvT9K57uWW2Uj8dzfy8ZKdSafielrj3JVknj3LHlnHYrHIkYEsr/tKMnKG7s7BYXHeBipeWXF9OyQSmUCg0KBuZSEQyGFAOUDVpd3R05AyuBNRCZtEbWGwuO356d6CuBe2N/kVbtkllizskcjE3X0a9UNf3Px4yb473JzkqCHEc/I4r6CkirbWZU1VDVU5cwvrkKzywux4Jw2hiycvaNl5vPB7keD0sLpzlQg1y0AgkMOAQdgZqsz3sbqpf0lRWV1NRfuaw7OnoYEvbOVlz3/37XkLc3v/2JQn9/I7YYsfONrgx0v2vfmxhpzgF4FhIf7Bfs+fez318gwMiKxpHNumUFCrI5UxQZGhvnHlpUUF+bUJyf1TO/tQF6QQCOSwoO+t9LTmhgU993rq7h2YVFra2jvYlJmZEv48IDc9pbAalhnXNjW8+YEV2o/azg6BQCCQXwGU7BAIBHLYQMkOgUAghw2U7BAIBHLYfLRkb29ri4uOSUlKTk1Ogabf7ZSRnl5cVJSTlf3RS5KdmVVWWlpWWpqdmfXRCwNNH3fKzc4pLizKSEv7uMVISUqOi4np7Oj4lJI9wM9PVFDokpy8koIiNP1uJxlJKY6z7KKCQh+9JOLCIqe/O3H6uxPiIiIfvTDQ9HEnYX4BjrPsclLSH7cYl+TkRYWEggODPqVk30Chpian4DMz8Bn4Lz4h4IjZ2bm5ubn5uddmZ2cRcAT8Q9cJR8zOzs4iEO+xhldlmJ2bfZ+lfmdTRXm5iIBggJ/fe52Ll0f2h5M7Nzf/bx/nqMjIz//62Ref/S0mKvpd/h+BmH35GXtdgLm5WcQs/MM/YwjEy8/Ye6wBgUDMvvxwI+CIj30qD9Pk9eSJuIgorL7+XRd5HThve8/E+IlpZmpyamNj41NKdggEALCyvKysoFhSVPSxCwIaYLBjX319/OsjTU2NH7sskI8sMz1dXUV1e/sTHiTiUCY7jbjU15kenRATH5+UkBQTGhoYHZXU0LmA2/vAFdJp2MWxiube3gXUu743QKdhZgYKsjLDi2s6lrfoAOoa4SdNTkxckpPPzsx85yVYNPz8ZFlaVlxMXGJiclxkZHBQSGBQYFxRcffyFvXDD3N5Wdnxr498c+RoZUXFO/z77kZfVVVceExcYlJSXHxkSFBAUmrJ4BSO9qHv0+1h5sb6ittG5zH4d14EO9vVkJCakdjQBcf82x2NQH6QEBencklpYX7+3f6dQUcOdFWmRsYkJCUmJEZHRAQHBgVERMVVNk1sYT/SwBKHMtn3dwby024qqvGc+vYoGweXqLSssqLcjVvPqmDz7zkIH5O8T6XsMQi4icJgyWsP7ue1kn5+IQAAAFTyck3mNRnBvypctq3oJQFo4JCf9P7Jztzf6IE9NTbh/+7E0VNnOCXllVQ1VBQkZTRUbgRG1s8jP7S75/dM9k14gZ+PBp8w+4lvj1/kE5WWlVJT1XRxSx+axtLe51wzwQGJRKVTmcjJzMBHfBYvckYR7/rzhF1vCvEQ4eY4buGQPLr6HhuF/Iz3THY6Zboo011T7OLpb46e5RSQuaSmoiqncElM38ghKacfhf8YPZAfymRnMagkHKK2zEVFil1d635R01RbY5Sjgazd3YB2+LvXqZgUKqJ9aBw+SaYQ52FpVxxfPK/sfef+kll7i4hMGz1hPeXbpT0kFpTsP+n9kx2wDijkra4aF3WlC7LSNkWNS5voHXhvgv0NFTXpO/mV88QPq7e/Z7IzaCTcemt48BUxnotWTsntI2NFqU6WSpeehdQu7Lx7CUibmLHmztktFAu7XJkUePlhbPn04rsuzjxYa6h5oi/Gc9cmdghK9l/QeyY7i0UjESfzUuyVeM/rmPrX9aF3dhZbmgNvqQsamnhU9RM/wiX7oUx2AAAA+1ODIVfUeYyvvRhdBzhMq4+pqLykWXTxKuMdQ5ZFmOkM8E1MqOneB4BFxs+vbiBxpHdPaPrWZq2b+aVr6tZlfSSoo8qf9gHJDgAAYGUk+JqBoKa659ASAAAAbIWbs66KgltN0+oHDr71nskOAACMxeKcO4piQm7P63aYAN4bZinJqWkc1DRE+PllAQAA0PATDRXuPqkw+CIAYA+3jVjdxu2/RxdQmN7uSEt5cQf7uKG1d18K8nPeM9kBAADstMGe6UvwWThmzeEAAGBlOfuequRNk+ct8I/Rl+GhTfYDzECHn74yl4lpwDgKYHcaPE2EVRWtMhowDCp+brw0JsrzkVtgalrrMmqPfoDqbc2PDIxOSq6oqchMKiwqLmtva0557CAvrSSrY37fw8PTPzQ2s7R7dmkfAEDah9cXRz5/9DQ2oXZkdn1ysCAl/kliTlH35FR7eUqsv19uUc8Gdn99vcbVTN7ksk3VIJl1QEXNN6Qn+zx6/CImunpqHn/Awk4MVcSGRsbGllSX5aQW5BZXTaxvznc2ZAS53PP2D6/uWvnwEVU+FR+Y7HREr/91E+6LPPJmt12ePfeJjA2PTimsqBzd2NpnAUDYHq8v9vXwdvX0K+zq3Xyni+EPSHbSZGbyDQVRocd+DWgmmOoKspDkNLoV3QOnM0iLXU2Jvn5PnzyJrayd3t2j7uInK/MTwwKSc3IrKipS4/KqG+pbKou9LYyFJNX1LO+6PvXyCYnLqmic3sYAAOjItY7smOfeLv755UOI5fluWFRk5PP8urbB8cHq1ODIwBhY2wKRiuttDzWXF713L2FsA7AoW+N9OaEhT10fh+YW9G9iKPuUpZaajHD/+LSMyqqK1PicyvbuxTXUaHla8LMHDoHx+f1wAgvqaO/HPiTZ1xqqvbVEucRE1W86eHj5h4ZGJKVHZnc0je+QAZ22M96VEhp03/lpVH7xFI7467fPHOJkH+r017/MK69g6huZER12/7aets/zQsTm3iK86oXH7Sv6CkJiYvLCZtEZQyjsfGnqXUkudmFJq6dP7YzsnZ1uvIiOuat4iYvjDI/8ZW0NTRlBrmO8Svcyq5B7e8tt5T6ON3SVBIWU1YzdY2tLM531Vb6UlDOIKICl+l6XOvuthtaLAQRxHQl7bC5/TdOhth+DWumKDXW6ZqgkJicpwaXlHdy4jEa2Vj1VF2fn4rvm8sjB3NnJzjy2tj72gbuVtoiorqW5d1zPBuqwjxH4ock+2+tvZsrDfoFXTFqEi+1zXukbSUWo138l9bckPDCQUNRRV9d5mpHct/uvVvXaByV7TpqVjAiv4TX36JSkFx5mN3XNUvKHtna3e1riHW8baujK83OK6Wt71navriPb/B9cunhGQFPX6anvXS1T9wDX517+hnycZ3l4JFT1dFUVuC9cZFe1jO+bIuK2+/IibUx11RV5+bUsn8TkVKcGa4rzfal3wzO7osznlhj3dzxOblVIwt5AR5iFgqiDU+r4Ch4+nOfhbKanLy/AL6IiY5tVOYNCj6cGXRE4d1FWyd7Tx1rX0iPILaUEFmRurK8rI3rF4UlG2coBGbqc/JEPSvbGGh9tUS4eTkExiYun2M9Kyz1p7scBAACgoza7Ipz0ddTEpLRtnzwonN94j2v/D3R4kx070h2oryPIfpKdV1j0koLqQ4+sQTidRV9ra4t1dI4pLqnOznTWFhQyss4cXaasT8Xb3xRQ1HQvqmkrqWyuiyiobgox1RJWV3cq6UKtLsCC7SWUdOwyqiYG+1Nc9RTcPLIaGsvj4p1couoGeit8H13Wl7uWWQUf6025aXjJWPvFAILwMtmva92v7loZH8hyfRqellJZVuV3XUbwsmFA0/geZrXc56GIpLJNUnZjdXtX0fPM+uoQz8yc/JyGzuH2htYF/Ob+xz6Ov7IPTXZ4zwsjfSENNYfUkrJgVx1pARn7h+VrL79HANlYVxDjGF0F626u7xzvnvjVkn2qIMtaTJiD4xyXoIiwhpZpaFzn2g6TTupPyQx2dUmHtZcFuenK86k+jhjYxGJ6q200NMRN78Q3DnTnJNa05+Yn5zipCQtY2KcMLmMm2kNt9AR078R0jE5W5braqWgGJ7e3VUd4hHlFZnb1tMfe1ha1NH3RNjRXV+R6WVLZzaUcSSQNdIRZKog53k8fmUHUVkc6P0ysqq9KjLilyidp9bh6fpM82/PM9KqAplFgdUdnfkFTbXBcHizcM76ssa6xaaC3r3vjgAxV2n/kg5K9vtxDT4LfyDo8Ny/Z3U5KTOByYFzvNgUAQJpb7Yh3jcxPqmroGuit7kTuQsn+wRi44a4AfXVeZWWLyOzOwYHR5fVdGhMAQMFh18YGeruHamJDrNQE+XSt0oYXGdjFDBcHUWXDoNaeTRJpf297bXg44aa6gJauRwuCSSONJD9W1LjqnJrXXJRrry7G5+xRMr9Dw+NXllDYGiB/JwAAIABJREFUne3OQBc9IwWzvLrF2cl8WzNNMz3/oTkiEtXw2Fz+moZ9ZT+BtLuJmBrqH4BlpLtekeS+pOdbP0Ld24aFekvJabkUViyRKFQCagePXRyYqElOSUhLqpmYxtHoh/3G6wcm+wGi1++qrqC2hmfb6DZ8IveesaTGpTv5zZv0AwAAFYde6a4py4yIyCtunkWS3im6PiDZ96Zz061kRXiv3/ItqOkZHUdsYegsAABjF7k2O9zb3tST52mtJMF/yTm4bxu/N9HqZHBF3tKhbGlrn4AlkjGTxXnOmiKCd1xLlslgeybd1VT8im08DFbh/0xDSVgpumB2l4RHba+itremp7LtdaStzAJ7Jtba6p/rKWo+catAkfYGO8Mt5UUdHJNGV8mYnZWxwe6OwfLgJ1fk+UXNH1bMbx6sjwda3RDXtUgZheOJBDIBtbGxM9HQURgXnVic37O6SWcxoTr7j3xIsq/DKjx0xfnNHdJHFreHG30t1AV0TYOb+3AAMCk0/MxAZ3F8dGpyTvf4+v5/4Ht9aJMd0GaGw4zUeUwtAibQb8xm7i4udBdEZVeWF8ZE2WvwCxnZZk+sAfxShquThIpxTE//yxoeeXw4xlSBR0PHo3mWQSWOpDxW1DJ5lFM91FLvZSDJde16WP/iqw1h0PVP7NSvKtwobkXODKdaXVUyNwyZXKVuYzo8LZUsdJxgY4SdjYmq9PyK3ILUHC8jcX71K4HN04z9HVjYM2l5Pa/yqk0AAAAH6MVh+NzI0FhLdmZafFjz7AzmkFeoPvQO6vpY6HVDQQ11z745AACuNc9eT1nSzCZrZpkJAGFjEz48PTvUU5sXFVKWX9423AdLj6xrHtr4F7X3D0h21kpJ7l0lMeGnIW1v3jNl0tb7u+ryw7MqGnI87TVk+VQfR41giPtTbY4Gxso37zfsvHpifbkow06Fn/+Oa/HSPtieSnczFTdyTOvs70yJMlHiFnV50brz8nYwc2t4LOGmitidmxH9cGRTmYuWjLr30zoM/WCsL+62osTDh+nTm8S5qY7CyKyq2oJgHzMlXgkrj7plNAs1EXj7lrT+zfzZeSoA4GAfjYT3Ts2PdXeVx0dl5qWOoHEfOGjPYfYhyY7paHxuIMFvcS8Tjgas/YnsWDNlaVV3r9oNNI1GXplYWhwf6anKicmOSumbXp+bgOWX5la3r1Epv84v66FMdvre+vhApudTXe5zX/HwKHqFV00vEw9eZuTBUnWlx2WuK54uaVkFz68pXlDU96vvnGmv99aUPsbJb5SYN7a7DwAgzyPyna7yCovoe4dVVpT7m2mzc3D8/+y9ZXBb2baoe26dV3Wrzrv3z6t67x7YZ/Pe3Wd3GpJOd8hOYuYYYsd2zBTHjDEzMzMzM8jMbFlmGWUxWWSBLZbm+5HEHeh0p+PeJ97d6yv9saS11rRkf2uuscYcQy02a2QdOZEXYKh9T8fZs7BnZJOAO2aw1ktTLB7cvO3qn1+c56+tcuXOnaflHcvjAzEmGv/5xZfmOaVTo6MZpsqmvtZZ9b1F7oZXbql61fVurywU2j34w18+UYvPmqDzgEjARk62jE509w/WxESH+Hg2ra7QILO/gVzMxR0M5qQYfXnl//vzn9XD4zq2UdyT47GEUJ1rf77r4prY3tHeOzrUMzHd11kU+8S1IKWoprswUOtTn/DStR9IIPmJZufSNiZgyba2t/74m39V0XQsb18iMF78s4i508mxjnp/cyyo7ChItVT+5hs7v/a1bURN7qNrn/yHsl7kOIIhlgIgp471Rhop/PW+bmBFc3916ROl6//5raJrA2xtabYqyExRQ90hKrF1Co5l06mHmL5wewVtpUfRSaUp8ebfXvn8oVX24Mx8Y4nF7c9/o6Id2zMwWV3pr3vFKjWlsbLCT//OZ3o2RbMIZH+Tx72v/vW6omv7MOZMDDjkffhgzfDMQHtLprd3ZFLMBJX+gclEv2R+6kolCXVztTnUTevKb/7fr+88Sq6YxRxz0Yft/mZfKNxScfLNKskqqoVNjEx05kb6xrrEDi7vTXT6GtkZuScucNh/n/n7L9Ls/OPFujI7Df37Cop3FW7fsLTxapskv+gRLqUuzZX4Wj6NjmzuH2rISDKzc0vv6R2oqYt9qHhLW1kruWwcxwIAAC4H2VHm9sjY3MkuODzGTttE9e7X2uERzdt49t5GQ5invoriQ9/whrW9EzGQHiwVBzzRMNCzCw0PcnI2fmDqFpnZXJfn8Nj2+nU117iYjrHp6nBfz1Dvkq7B3rJcK2uXiLqGgY7eLCttZfWbiqGpzbsUAKRSKmZrZaogNNjB1jy0sX+f/UsPs3/QSiXSLCzE0k71tsLtW3eUH+l5tw0cnQIefCLf+YGS+p27vgF5Q9Org2NlIU5Grk/TR5dwO8ie4mCL3LK+w+N37/cnmp2MrI+J0ldQuad4T1FJ4Y5PaN7i/ouzsPRsq7k62t3YN69sFNad6Bdg6R9SOz7VmRTjqvnllybmzg3D2DMhAEBGOIBlRJk+MHAO8AnwDn2kqKKkfdeqqGaFyKRM98fZmmhoaTqnF0+RT+QiCWW8OcDqoYaluWdYjK+5ma6Jc2J+SUV+oraKgYLyg9jayv4uWJa3pWdqWs/AQHFstJmzT+HQSH9hfqDe9a8f6Dwqal1n8IFEwMVvTw70xD+1tfJyz5/aPJH90gN+H8JPXqm01VQR9kjp3l3F2/fu3rTyShlZ5QnPCCMN3hbGX31+28TFOrdzuD07xdnxkXNB3eYxm7u7lB2SGJ5djzw7hcz+3sjEPAYNfYA6RB2hUagDDAbL5IpfhhMlfD6LSiRSqWwej8NkEYhkGofNZjCPsagjLPqIyuCKJAAAIJeLTzlUPB6HwxCIJOwRFnN0gKaQWUIJkEpPaVTMwd4hjsA4E8gAAFIRm0pGH6EwJDKFRMZj8UTyMZN5jMMRDg8wJCr5hHd6QqOSKWQmh8tjs0lEMpXFYrPYNBwag0Edko9ZfDEAAEglIsEpjUDAYNEULl/yy4+AfkA0RibinhDQGBQKdYQ6QqEPcUy2UAaAWMgm41CHe7t4PI17KuDy6AT0IZ7AOBPJJWIe65jIPOGJfiDV6CeaXcxnEImH+4eoIzQadbiPJ1J5Ly+r5TIhh00j48l05ukpj3FMI1IoTC73hEohYQ4OcDg8kyN6/tcolZyxGAQsBk/A4fEkzCEag0Hh6Ey+VA5EAiYBhzrYx1COuWIpAEAuOKURcCgMGk+mUggELJZIPabR6dSjI9wRCkNlMjgcHoNCJNFoXB7vhMEgkMgMDodNo1EwB4dYDIZ+ciaRAQDkEtEZl03GoNEkIlPwC78k/FB+6kolGZ9BI6IPDo/QR0eofQyezD6VASATnB4TcHvIXRQWTefwTqhkDPYIz+RK5XK5SMA8ptOYbOHf68z6izQ7xD8MHxpn//n5gDg7xC+VD4mzXzIgs0N8TCCzQ1xCILNDZoe4EJDZIS4hkNkhs0NciN2dHTUl5cb6+o89ENDb0/Pc7P19fR97LBAfmbKSEk01dSwG87EH8uFAZof4mBweHKgrq7Q0NX3sgYABGOy52YcGBz/2WCA+MpXl5VrqGiQi8WMP5MP5aGZvb2vz9/ENDwmNCA2DHr/ah7uLy9XPvzAzefTRR2L12OJ3//Gb3//mP60tLD/6YKDHx30YGxpe++JLLw+PjzuM8JBQfx/fzvaOfySz52Zna6qqGxsamhg9hB6/2oeOptZnn3x6X/HuRx+Jyn2l5x2uVe8rffTBQI+P+7h7+85nn3yqp63zcYdhbGioqaZekJf/j2R2Pp/PZrM5EL9uFhcWlO/eKysp+dgD4TQ2NPzH//nX3/zrvzU3NX3ssUB8ZHIyM9WUVdbX1j72QDhsNpvP/5AFi1CcHeJjgjo8VFdWaW1u/tgDeSXOPjT0sccC8ZF5Hmcnk0g//tbLCmR2iI8JlPUIcQmBsh4hs0NcCMjsEJcQyOwXMbtIwCQTdpA7W9vbO/sH+/uHu9vbW9tb2zgi7Uz0ro3kAj6LdLi3t7u3u7+/g9za2t7a3t7BEZg/2j1SJjujkbGovSMylSv+3oosMjGPTTw6OsDiaadvlNaUS/k8Mgazj8ZSuKfSC/WrlYt4XDIWR2UxhW/sRiaV8E8Yp6dnH6Nt4kfi/cwukwlZ5MO9nbW1jT3MEe1M+F25E5lcwKAe7SF3MbjzKigCJh27v7OLxtL4AhkAAMjFHCbuYG8bhaa+swEhZHaIcyCzX8DsctRqXZynwl21O4r3lZRU7yupKCkqKSjfvekRXriw867STSL0fl+ynZ6Gwo07KveVVO/fVVZUua/s6p09MksV/lBtHTlfuFWf7WmkbPosZhBH+r7KpULa0niCrdVdW/ekiXU+eHVvUt7Ocp7rk/tmdoHdswzpBdQr4x32t/mZm/oVFSyfvP4Sk4mfr6man1ulf/+mv0Tez+xM5mptgqWh5ldf3Xzk61q7jT2vj8fHomDZsWbaKtrOHmVzmwwJkDNIk8VJTgYa2g4eGcPzZAkAJ5Sl6gL3hw/uW9nFdI/gvv/MCZkd4hzI7BcwuxA+Up3uZpeQlZOd56+toaN52z09t6CoLDAss2JglAm+vwqd9IRxMNKW42f8pbGxYWhmTXVtdVlpfKCLRURoytQOV/ruYn4SKW1rPNvJ2d76acv+/vd1l5ee4dCj2WF3rD2eNkzxwKu7koloJHh5ooaVs0kBjCJ55V61WCYira0e7R6w3uu3ltNICzmBBkpXPnV7VrhOefUl3h5+qSqhdmF05xff1/o73sfsPNz2Rm1hdUVVeVVFdccIbJPGFj+/3DkmTNclWXj6+iVlZERHpGX7Ny8jpkrzEwMf+ySlZaelPgsu7J8YnejsDHHwDIpPzkqN9UqLjh7ZZIreviiEzA5xDmT2C5idv7O5hhjYEEmBRDwdHhQTaj/AEQMAqPNrGxvL32fel4gAfTzXsjS/AP3iiZP2DCNHY82iwWPJO8M4z9mt7cv3Deo53D151zsIU54J+T71M7y3Ty2E6dDUXIfyae6rT54IMN0p9ZOtcO6bb/8+ZDTE3mh6VHqS4x2v5JhuhPi7wI4QtbjZmFu1jN4+fZ89/UJ4D7MzD7vz4vUtfXNhI8zXXpAzp0YKA3UtiqvhPLl4Y642VNvgyRNjXfNnOclLHJEEhyp3D/C10dK1faIfmLt4zAN0ZGFShHF45erx8VtTAMjsEOdAZr+A2UUnXA6bIQBy6clx7zPfsGdWrTi6UA7EDCYNs7u/uzE3NzcN30AdM96MoHOFmL4M0xC/JwWd8/Pzc2MT9XGBNmEBUeNbXJGQS8JurSxNTs0trq6iaXS+HAAgFzLIOwj4wtpUTUx+sndAL2r/zbZpPDYBub44O7/cXWQekvGsbYEPRGIGZQcBn5xd3kQTeEIJOBwPjk97nNC4sDqztLywhScy2Tzs5GjOUz3XCOfypS0slUk/2l1fXV3dQpHpNJ70rWi+jLU0Mt9Q2rE23xYVlpdU1kaQvTQMn7g40ZNaO4Ois4FMyMKhEPML88urh1Qa/5fcGuE9zE46hGWFP9TV1HdximqELRM4Lz8y8WZtfYaLbsHCJAkAwDjqjnP97e/+9C/XjKI6Z04BABz+XIqr7qf/43/eUTRrmaJLAADHsKzyAOdo2OEe783DQGaHOAcy+0Xi7C+1J2WSuvx9Qv2tmjE0EQBAfHo02p3ganVH8d7XqkZPs8sm8LTXhnEmwnbnPtJT+e2V24qKd2/duv2lwgO3gqp1Hl/CO9tpLvZ+rHftqoKSrrpbRSOCKZNxKIvlGU4G2koWxroPnPzd/XuPjl6bYYtFmOHOaLtH6moaDo4mN13iwnsWWMdH89WFTg8Nrt7UMA2J7txGc/dm4qLi1c38A530ddRuGIbE1XSNNMe63v/qb7//yx8f+LmkVrXnBzw1MTWxcE+qh8H2zrhvTgxpW7Ch9rzxPcYxZTYjLSsrfITGfX5pIEchJvtzcub3Kacy0QGiMTrISFHljpKqXXbRBJHzy+3A8R5ml4j5bBZ5e3WoLMXc3vNpTsMOjycHAADeclldkpNd7eoSDQAgoIzmxvzuj3/7l1uPE2ErIgAAHyDLvR5e/af/R+m+R//yiRQAwFsobkp1e9axs8l88zCQ2SHOgcx+kdyYl5ybvQXPEEmBYGMwNc7XLCy1rKGtLiXM1MrhSXbLHo/33Ui4AnRPhqmfu2VSVU9Pb2dpib+1iaadXUzfPPn07AS9uzg12tvYkB3jqhqa27y8ttrTmeDum1hS3N7VEObgY23r33WI+m7KJpZz1ofiYyPso3OamtsaUz2UPJ4FVXaOd5c4+8ZEFze2lRSGhNvbVvSszvbHhccYeGd0wjo78mOtTZ08Y1JrK/K9dbWsPJyqe7rqqgvMAhLTaup6h2dmETssseC1T08OuPCRgYG8DsoZAOAUVpyW4560iH5+L5c8Nj3YlDFCJLIp2Lbc4uDwtKrqhpIIF1U3n+DeVf477jr84/MTsh5FVHx3anRItG01EsWTAQA4S2XNqS5+7ch1JgCASxjKDP/DJ1f+t4Zj5sS2HADAk6wXeRld/effa6tGTm5yZQCAk5n8mrinvm1IyOwQPwBk9p/R7M+s24hM/ik4LAu28dJzHUICAABzO+eJ0yNr++ZDzOn5xPWEf9SbYpqTkbHxIhpPGamwMjS655o4y2QBAACfudnbFuluddUlsaSpMjs5zDi4cJV7CoBkMqM4wDmg6+C7O6hiBhdR6GMX5pywwgAAiJbrrSOS/dOralNdP1cyeugemvzMXVvzxieWEc3tpQGJGXYFg0wAgJBW7xEWFOhR1TdS5GiX3VR4wJYTV8dSG4ZHpycWEPCFA5bkjeRIGUDVFic43TP19Q8Ijgqy0rppqve4coImkwIgW+2bh7V3kNhM1nLH06BQ1/p5CQCAutM+ONS1hhaCX2pE5qflswunmxsKTBJmNukSAIBgpbIh3cW6YWOJDgBgYXvj3P/t33/zz3ceJw5vyAAAXOFiqov6H//pf9294za4wpEBAGhDmRWB9sFde8i3buRAZoc4BzL7z2F2wGcNBgfGhNr3n4jkQrBT6Gf1VM2td0UCAJDR2/yDnK3Na3YOvwtJCAF1NMciLyN1lfHiGeSov6ndXQv/ju2dQ8TGNKyxKCHB1kTvqnt6TW1xZLT77bBKBPsUgLOpzNJor5AhAvY8u0VEZo3FmtmGPMzcYgEABPBm25i8sLzmjgzXz75WvKaiY2lvZ+XiG5hSOwMrexqTZlM8cQoA4JObAmNjop5Vd/ZkWFmk1qSvCgAQ8pkY9PbCVHtVZW1bA4JGfy0rnk8Zr8z3sTQ2MTJ8YGBsaGx0X9fSPj4XweECwF2aWeiZORDzBezZWnt/X9uy4bcmlb9IfpLZZbjuxpI838pd3PMb5cTeznxfzcjhQRwA4BBRF/zwupLyF4rm0Y0dxwDIKaS2Z26W9//0V/2HRoV9RDEAfFR1QoqNT/Y0Af/W8gfI7BDnQGa/sNllYtHJwWaFk52Lg34RYpvM5jPGa31dTLVDMgfXkQfzsBi3AJeI3CUG43nMWi4WnWIx85XBWiEBfu2LeDwBv73Rkxmhp/3wUUTm8MJ8TVCgT5h/3eDYYEO2rk9OWX1VUWK0url3Ws/w5vJElqvnQ+MnZYsIquhF4pycI9mpDbdx1rHJb1iGr40XBKnaP3VKLqrMj9Cy8Qopq5vdQu7so3BkOm9nPDI01jysYGxjEzHYGOgbFlvVPDc1UWBjHJAS1I9hnZ5yWAwmCYsbzs1IizKv2dxivAiiy8QnbNRIVUhmZlofgv68ENrxUXdisrvNo8T23tWZkb7x3t6DMwCAHAfP8g21eBpUObeMIh/TT7gCseiXOmN/H7OLz07ZNBKFQibsrdWnluTlFy9RiMfUYwabzUWu9xa6O+QUdM6tz1QWpEaZxTU0FYfEZ2SENS8gZjubwt1iy0oyc4pKngZkt03NrfTXBcYEOlaP4Xlv5x9BZoc4BzL7Rc0u5x7tNvt76F754+9/9zsFS6O4kVkSmbbRWurx2OC2spqC5kOryLSW1YMz6YtAswhzMJDipHf3s//429UvFNQ01DVVVZWvaz0wCU/v3tqj4XB9YU+1FK4+dPNKiI800LEPysvp7R/IcnNWVlW7b/nYWFdf6etv1TzjuvbQL2ZtMiA42mxKCjTUUNDS0XayNrl16/4nDx+55hQXJ0Y7PX6spq5vYvckqrpzA4uBdzYGmuvfVFG7Y2rtXdywTGWeHB60+JqpaSi7x2X2wurTs8t8bJ5o6urZp6bOk49Fz88eEh5utP2JrtZ/XrnnkF2Den5cAiLfw+KTP/7lk2s3FG8bR5VUbz8fkJiPhXVE2xhfV1RXevTENam0f32T9yuOxuDGB6sCH9s7Wz7wj4io6t9BHRGWpjLdXPyys2bwTAp8PMPHXlf5puZj68T2zl0Wj7k+Xx3krKOsoW5mF1DeiaQxWQebdeF+uhqqN4weuZVUThJYEvnb96Qhs0OcA5n9wmYX0Mjw9pbqkrzsnIKiqqI+5AFbCgCTvApryc7MSi6o7l9DMmTf/R9K6NTN4eqiorz8vOLC3Jz0tIzUzMysho6xXcwpAEAspq7NdFSXVje3Do1P9rd0jSMQJAaLsDRVU1yYXlPX2tndWVtV3j68QaF/l7giA6zdTVhtYUFhflt3b1tdU2FLc9/6AWUb3ldbnRyfklFQ0jK5hOUKJQziam9DRlZWWl3HHIYkAQCc8bFLIw21td2w4fWN+YGhyfri8rya+r5tHE/y8sOTChm7iLrSmvTMku7pWbxIDACQU1AzA605BaXZGVnpGdXjK8jv1idxacix3rzM3LTCqtr+qQ08QfArNjtzd2u2tbiiuiSnY3AGSwUACAno8fLUwMzCtk0aOD07Gu+pzE0qbO9GUE/lAADZ2eHMeFVOXn5j5wKRIgQASPgUxERlYV5yTdMUCv+Om9GQ2SHOgcz+s8TZIX69fEBFMJmQc0JAznVPzC8cMn787e8LZHaIcyCzQ2aHuBA/3ewyEetwf6Srb3prnfZz5vlDZoc4BzI7ZHaIC/HTzS6XSwR8Not9JhT8rCEqyOwQ50Bmh8wOcSGg+uwQlxDI7JDZIS4EZHaISwhkdsjsEBcCMjvEJQQyO2R2iAsBmR3iEgKZHTI7xIWAzA5xCYHMDpkd4kJAZoe4hEBmv4jZz9jY7dUh2GBvX//Q2MTY2ORwP6wP1tcP3zhkvrOtkJB+fLg8PjY+OjQ0NtDX2zMyMoU8ZAou0JhUAoRU1C52D3XyVj8mGZDQsYdY5B7jTPrBqdNyMQuHgo+Pjsws7pLpgvfZj4hH2NkaHhwbGR0ZHhru7+vr6YMNzizv0Zg/3DJKenZG2lqamR5fQeE40g/PCTwlYTfnRqfgCAyL+3futg2ZHeISApn9AmaX7S6Uhdh9deP+Nzfv3Lh2/dq1r7+9qXDz7u2v7P0zJ9feKsX3AsbKfLn7g/vffPLZtW9v3rxzQ1lJ3SeoYmGNIflQkZ3JmbO1hV2ldTtvddCTgFN4V3VnTskaWfihBdKF+P3hnChbNZUbSmpupdUrrHf9Zq9wgh0oSFH9VvnzK1ev37yjoHj35h2lu4bWzypa4JSTd3d6BUIyeTjJXf/eTev4HDj3w9O98SNtUY/uKxs+LpiD/4yrPL8PyOwQlxDI7BcwuxA+1lwSHFLX3t3Zk2puYmGqFtPaDRsYy0uraB4eob+jUorohIns60yxufck3LkINj1SVx3tZ60Xl1qzSfrJI3iODEhYRCwFR3h7eioHMjaVQEFj2QLZh83ZpYLN+sayWLeUvOJIe0PzSLfSLfqPbyU+O0ZvtGanm2q5BKbmDs7OTo9PtebEO9j5xtX0YiXvdLtcJKIiRtOsXQMjYqbZvB84B/wwQjp2JDvbx8S+eGKU+KE7eT8gs0NcQiCzX8Ds/MO9HeQMSg6ARDz1Sofrk1Xk7s7aD/SLFuIZ4/E2RX1ZOwAAqfigPUPNJiCwY/EyFs0S07oiMuMiImZPeLTdpem1id33bV8toSOmIr3KetYOnv8shXe56No4RuZtSn/48kE0EVuYl5gww+Z8sNkBAKy51TLXwPqZYfwFdvIeQGaHuIRAZr+A2cU8/tkpVwLkEhal+2UfVKEcSHk81tE2fHKgtra2orV/7gDDfX2+zN5D94SbxdXEz4oAAIAMK9IzdzX1S2qH9QzPrx/uIsbgK9NIDBWDnO7uqS2v6Jic2qOwGWjkcH9XVW3n2MIy9uSUiUZOD3T2DkwszE929vbB4AgCXwL4AuraTG9XR+fwIhK5u7+12Afr6Z6dR3EEAADAo+/MjDdXVNe3tc4e4HlcDmZtqa0L1je9MD823N/Z2j+/Tj77LgYi4Z3s99T6PXioomYSU1e1RmMJGJzdid7K6rq6npE1Il0mFdB317t7+ruXNzfX1jaX+xbx5Jcz7TPcFCzAzMfzWUhBTW1VWVVOhIezX3jpCJzGYWGXpzqa6kvKazqHh7epDCEAQMYnri/2tDbXtdQnOoWkpSTPfTdnl7BxR/N9HQ015eVNvRPrSByJsD05MdgPm5iZnx2DNbe3j29tPy8lL6XjlgZ6Gzrq85MLY+296uYmoDk7xK8PyOw/R27Mmx2u+Yz17roge7M7d5W+UdJ5HJ3egcQKXxkI7xDTFWLq4G+d0jcHHx0uj3Y1DPBxcfZy0lK69dAnNSfGOzPdJ6WiJi3CycDo3jfX1cwtIouaYQ0Frmba/+dP32j4xQwfUg9hZf62usbOoSmxIVr3v7nn69F+SGfvbJQEP9Ux1H/snVZd29xdnWqqefNbW/PiLYKIyz/qb41xsFL9VvGeyl2riLThqfHGlJg7N258bmbv7uJspXVX28mldmuX/XKkAjKmJ9RP/4u//Ob3V1RNDLPbWlorav0sDb69rXTQTUz7AAAgAElEQVRb66FzXgNifx9eV6B3//anjh7BMYmlWY6Zs3Dyi25PAtIMzF/L+M7Vq7eVVBS+VbjxzRXTuIRhPEtIxE/mxVgY6Ny4flPZzNC3bQzNEfCQy9WBrgY6GmrWVgYatuFJqQucsxdze7kANz2S5mKpp65w/Y6Wdfizir7+Ck8XjVuK6ubOPm42aqp3tCPie7CnIs7JZkORj8kDFZMHmsaODo+cq+dmKR/+xb4PkNkhLiGQ2X9Ws7fimSIJ4M03h4U5m6VWjsyvzNXn2FnYWsSUrLJOzmMQZ1hcd5C55s3ff3r1zi1VFXVPn4LJZcI2vCbc77qafUBlE3xzvj41w8HaK7Otaxk+XxMaZP/YKL65Y7K91u2Zh3521xHrVIiagw00d6zhUIjNKm9dq0iH+sX9nfEm+9i87I7exbXNVSSafLDXFmpp62+Qt7RHWp5OcAnwic0YWoFP1lf6PzLwzkxpaO5NdlH+9olzeu/MTE1x4jPN4L7+8xarMpGQuT6RYudpZeddPTw52ZjxJMD9aXH74uLSYGHsQ7MnAZU966urlYGGt6z1vcrbt7EHJA7vZf8kHmYKFmATlVhYtbC1vTE5Xhvho6dl8DSzaIXO5VAJBzvI1b76qGgfncS6acRMa0p2cEBE6+zM4lBXgKm7W1jyPIf38hOTi7gc8tEBcnOtNzUyJEw/vn9yravxiZH5/SdhLeOTI1WJhkEJ8T1Ta6O9ca6BqZU1C+uLDYkpVgZPiyanqB/+xb4PkNkhLiGQ2X9Gsz+zbicx+TywU+hv463jNboHAABcVKmrq4WVRd3eEe9lTIaHwvSEmnv5mwRlV5TV17cvrpLPZEByPFSSo2Ielj+zI6Vs1cQ/u+eSOkKhAwAYsM5IJ4WHJXVbqL2BisrA1NYdBod9hDrCbtAAACzBQoqtb4pjzQqGsrNQ0zUxMDQ0Nj02cUDlcsWbRc9CEx/nja6tNGbqWnkHtc8CAACN1Rv8SD/UI6ayvy1VXzc1uZcIwPZia6qmd3vb5qsNTHnomsC0kPCUyX3seIb74xCrpFUWAACgl+PNzJ3CwwbWMdOFTwxCnyTPHr1+n4CLmoQFuuQ0Tq88/5m/g0gzM3z45HHlIR0AORe93ZUc+cDESDGwsLMlyyUgyLm4nwcAOD1u9IuPjkmcY3Nfi7Oz6QcTHbHWuqqWqjHDy8cbM8HuYWZxtejTUwFywD6qMDCjvLYoRNM7rXOfCADA9MBibHwqpsagaAzErw/I7D+H2YGIMxwaFBfuMMCRAgk4LA20cFR1aJ0TAABktGa/ICcbm4b978wuwNHH463LRgv3X93JGba/vED7acHAIQXQt4tCPG5bBbUcoAEAwumRDPc7xsXFi1T6UWNLpp9DxmBXW//qzt4uHwAJ42wu2TYg60ktRgQAkLMYxL3NkYaG+vrske39iZyw2EybskXUTlu+wSMHt4oeDgCAK56JszSPdo+t7G/PMTSoqpzhAHC43FtkGDIygnr1HikPXROYHhqeMrWPGc/wNHE3Dh0/AgCA4/0cayePyIihNfR0qdPDnOiK3TPwGlI6YirCvaDppdll6O1iCz0TG42o1omZttbOzvrS+NjH9jbqkbUDjamPPTwMs3voQA4YmCrv6NjkjHXxS7HzTw7hS02V9a21pdHOZoYueulzSM7OfKhfknPuMB9IpUcTzimNyfn1Dfl+154mVG3gAJDvtbaH2/o1rsz/nRttQ2aHuIRAZr+w2SWnPPzCRIaZkbmxSvzg6DaFyVzojvax1fKMKO8bGmurDnAL9Emt2WS/iMaI2KwdWHea9T3nMMea1QOm+PkApdzdhUI/t6vaT+IGZ+l8+mJlmbORuXdGbvfYVGtyXLDH49zZaZIUCOCjpX73lZ889iiFbZG4QCphba0WPdXUs1OP7prCEXBHGAJybaMzMys52DirqTrV08nc5m5oS8/q5EiSg5utu1dR/8hwY1OKm1VsSWptXXvUk3vfevuUjm9utFaFP71llpI0eEA5lQEAgEx4Rl2ARRrb6ps8KeyfnGkreupsaxKS2jYy2l9V4PokLLmub21pscBH97rdo6iBZdZ5I2sxn4bd6sjNNNNxDUrLH55fmBsdrYuPsNbUcI56VlDekmBl4hQd2T3UV5qbouOR2dpREeMfamDnk9HW1Vdf8lTb2MDWs3b9gCUWAwAAGwPLS9I3sg+r7h+tL02L1nTKKWkpzjA1sNX0SR2CL83XZ+vZ+TjGZ5blpz4ycXJJzu0c6i0I8te5Z+BfVrvKYF8kx+bHgMwOcQmBzH5Rs8s5h8h6Lxe9a5/++c+fKJjqRAxMERmn+JHWCHuTG3fufq1q6JhaOIQinbckfr5S6e7Vv/zlv76wiQkfpTyfIZ9u1Fd4K3z96bdXFBLyR8hc8TF6LC/ZTkv71rWvNSws4lsH9rlnMgAADdWbEqCkbRzS2oOTygGPs92UaaSi8Js/ff7YzrKwMj8xs8zjsZ26gbFDTHpDcaKVvs7vfvuJrrNN7dL66sBwmrPV/Wu376orOycXzCzMtGQm3Pn81udf33JwcbKzsvv8v766fv9OZHvHoRAAAERkdHeov9G1v/7+b7d0HP2bJidHmmr9zHSu3rx3+4GFb3nXLhqFaC7WvaH0p7/+1S41aZbxMqH+fKXSZ19dv3lH4e7927fu3VHWdopOHdhDodfXqjxNVVXuOQYFhj4LMzd1yujqmOqDpTha3VJRVbaxs9TTVb6rbh5fvsJkyQEAUtZ6U7mdutotM5fQqJhQrwdfq9799ubNr65cvaanZeLm46qjd/er//rMxsa3tKElJdpKV+u6gYGRpe2je4qKpi7ZY3D2h3237wVkdohLCGT2C8/ZRWzW4fzcxDCsr39waHwQjiefyQE4PcGszvf19LQPTCAwBN4r7xfQqPuLI0NDg709A7Ory8Sz5zYUM1AoxMjgyDhsaGuPcCYBQM6n4BHj4z3t7UPzC4esl4kiUiENfTQ3u7xPpQgAAGIRC709OTnV0zO8MDuB3Nte3diZGRkfmJxeOiBR0LsLszM93UNTC9NHJzzR6Sl+HT7Y0dU7NADHkM9OT0n720OwqdGB4YW5qYmZ+d6+8ZHhwTUsmi0FAADZGRezAp8Z6esdGB2bXcKy2GdMxt7CRGdXb8/YHJLKkklFJ5j98aHpob7+ZeQG5TxhUsjFb28M9A0PDg0MwGA93d2dXb39o1MbWNIpAEB4Rt5BTI2NzMLh62tbiMWlPQr1lMMhrMMHBgb6ZxdWFhdmJian1/ZowufrXaWnVNLm3PTQ1NzKxvbm2tLQyEB3H2xoaGh0ZnxsdmF2ZGJqsLd/cQGBo7AJqJXJsa6R0cmlFcTs5MjUEpJI++GSBhcDMjvEJQQy+88SZ4f49QKZHeISApkdMjvEhYDMDnEJgcwOmR3iQkBmh7iEQGaHzA5xISCzQ1xCILNDZoe4EJDZIS4hkNkvidlFXPTSYndnz9DGLk3wfqkcQg5qcaGrq2doc4/+w5vwmOilmZbm1pbpxX3G69XJRHwKcqWnu3twdYN89v0lGNmHyNn+lp6JmQMG+40ywTzc0fJgW9fI2DaF/h5V298Nn70ztzg9O43lvjUIuYCEp6LQVKHs79xC4wP5KWYXsvY39la3MRzpK7+LSETbgve11DcPj+8wntfckdF3N0bam5oHxjaOn2eSSjhHO+OdbXV9A3A89R01QSGzQ5wDmf2SmJ1LHEmN1VRSvhOWO0mkvdcmHMJgUrSakvKdiIIZ0us102UikYh/JpbLAQAyIWlhIt/zqeLtm58+sEroHqO92l2Jx0DU5Bopf60eFtyD5X/vcTCw+iB9hfuGliXLa6zXX6LMDCRbqN7T0E8dnnq98JZcLJacnQllsvfo9yEH4t3ZZEsTZWODlAXkyRvNn9i7nZ29xe1wtvjsHdt/XN7b7BIpbabN39HXJaF2h//y/CoR0zcWSsN9dFTuqlrYZvQNoblC3sFme4K3iaaS6mOHsPqBA/bpGe6gNznaSltdwdjUu7px+Zgrlb9dbh8yO8Q5kNkvidmBhIOcy0kMvRtUNnJEeK8tZOKTzamMuJC7IRUTOPKrr8hxa6trg1NEoUwOAGunrqAiIDy3pjzbzdQpODsbcfaKFGSSE+R+W5SBY7pP3d73q1PMJozlFARZOlctzL5RXUvMoS7WVIWaOhUM9uNefUF6srO13Te1w+bzwI/Cl5NgdcmOyleMjR6WD6F5r5xgpECyBWvoLC1eJAlll7F8/fubXYA76gh2uv2NwsPYCiT/RQEHGXqvJ99XPyAyu2t4oKwgN9k2q7u3PjoyIswutRM20tYY6Z1eV19RXVTqYuef1dw11lEdkhLq2jRDOnv7NAyZHeIcyOyXxewAAMZYR5luZP0o6r17RZxiehqLdWNb5qmv9ckjdpU11gV3HcsAAOBoMCgm0rJ4jCXh0XYO0VjUmy1BGEJklXNIWWDdm4VfvoM0PF/sFtC0PP12RVzS7Erp06C6yeHj155db2ot9G1dYol/dGG/nE9jTZc09RYHeMTFPoxuXT/+7vpDJpDjOhs7e4vGmaIPbuP6d+a9zC6i8zA9dVUxTnd1HS0SancFz094ciKsJ9dH06O5dUcCwOFqY6i+go7OjfvGgWXlB2IAjsktvt72mp9/ZWDyILFmhysFZ0dVSYmP/fLniMS3AnCQ2SHOgcz+0c0uFB3DJxtKCysLU8PiojWi6qfwx0DCwyxO1eUV5uRmt87CsWTG0eJwRU116fjyLhp7MAurrK/tQmwz8Ls91bkaHtn55YU1pTkVvb0rGApuaTr7qbGe3m33tLSmtvbK8ABVLZWvLTxis3NKqiqr2gfnNpAEzN54e2dle+8cnnZKPkGUOgUUB9a/NWfnE3ZHGmvyqwoTw9Ojn3g3ryEYMgllfbGjqCivILd9GUEVC/BTs/n2nhm5CQW19VnltW2LSBIWtViWYWGkcdXRJ6Z9bH1nc2m4p7y4tHu0bxlDYgheP4ZMQDtEFBQPLi5NjjU1h/gljRzsvByHXMii9Ze09cD66QBIuCdbwz1VuSl5DfWj+7gL9Vv6OXkPswtPMKtzHTX1U72FTu7J1tG1u4Lnp1fhamVN6hODipVZKgCAi4cl+/37v//u//rqYUzPkhAAcCpB5Ljq/PWf/vnWbauu+RMZAIA5llsb4Rzas4fkvHkYyOwQ50Bm/7hmFwuPN5ZLQrz1tXUsH+kZONorxdTMoLHk5akCXzcDFS2Vu7f0nHzyqpsbMsLV73/5W5eAwsHZ8Qx/ZYVPtZIy4dt7I9U5qqbB3m52DoZ37j408squby9MctC+/Yc/fqr2UMc38JmtvvmXn1356zeKymqaGko3//Ctvk1CyczMYIqN+SeaBi49y3QKY638aWDJG2aXCUikmaJUV2M9DUtjHSNHRyu3+qWlrdWNtvgAR30Dfa17hoEJHVsHB7PT+daOIT62dvZPbytparkHVDfXZnh5KH76xz/cV1QNSivIyIpyeqyt/ygoMaR6fuXw9UsGOYeFW27OHFnY5kn5S4vNUU/ypkdQz+0vFXGOpnKre3uWcfIz9tFQe7qXrZHK19+oqJhF5c/iqX/PmgHvz4+aXcZH78xPdXRvEDk7M5HP4q3im9Cy5/ebuUtlDUlPntavr9AAAHzKaH7cH/7y+f++a5UyuCoGAPDlyApvk+v//G9qyv6DKydSAAB3oaQp1c2vHbnxVg1LyOwQ50Bm/6hml6G3u4rCHkZk1s5sE2Z6EiMdlSJLhqb6iyLinbyiu9fW9xans53sHLwds9tG6mIfa0a4Z6zgGUtTRZ537XMTZ9Z2B8qyNF1SaqeXiTvzxUEhltZepV3NuV6+vi7GJStbJDKV0Fdq5+GgkVAL3zvAzbY42/kZR1RvEYi77Vm6ri52rYt0Mv17zC6mr7Q1Bzn553b27KC2mhPTHczcy3qaiiMyAt2fFvUPTbVXu1n6hxaUDg4MZtk7J1UWzaLJS7XV4fYqrkVF9YUFoc/UDQprptfXYSmluUlp3ctriCUEioJjvx5VERzhEU3RJZN9CBaPu7LQkmZtV1k7RRICAADnjDJbnjfYN0kWMZaWagPdUusr5jdWuzOzvZwCmxAIxn/rd/UufszsEuZC30RDQyeSQGCuDfk8DTIJLUWwGBKZDADOcnlzmqtPO3KdBQBg4wfSAn/350//b3WHjEkkAADwRIhcjwef/4/faqmET25yZQAA5kRuVdQTv/adTdabR4LMDnEOZPaPanbyUEdmgJpdfceeCAABtr06TSekurU6ydHNwyS55fldUWRBpKOPnkPp0ECeo2WqT9Y2Q4I66I/W9SpNmkYg+2pydCNqpshsAMBWdXOUtXVBX0tpYGxqhH3fiRgAADY7vaN9DSqmeAAAxmqUb6xpdOMBi3uyUG8VHODYtvz9Zsdt1KQHqfhmDODpAIDdtv5kJ9+a1uJopwDNq9c0HpmZGRh88Ycvjf2eFNT1ZT0Jrh7rpwEADg97ErQs8/JrysrS0wwsOqaovFPq0sp4d+fIxHhXz/AmGv1GxIe1DK9y0tDWvq1iZGaiqXn73pdX3GKat4kAANkxHzNQ2bM+jeGfbba0BVj51Swu8gGQHNN2VzawTPobcZ2PxI+ZnbSe4x9467qa4UODh3paX3957Y+3dGySK5ePGQBItmobM90eVT6PxtCPuqOd/+M/f/s/bz6K7V8WAgA4Z7NJTzX/9E//oqhg3z3PkgIAqP3pZX6OEb0Hu2+1UIfMDnEOZPaPanZSf0uS69VHxaWrPAAYuzWF0doxTSNdJf4uT3UCstelYgAAuize21/bubivLcXSKN4nD8kQba9U+Wq4V+YgkId95ekqQZXTVB4A/NmSkmfOXtWDHaW+oXGhdr0nQgAA2Or0ifU3qpzmATnATPs5B5tE1x+ecPGwAhM/D4+hfalAim7yjKyPbHs1uwW7Vhbn/YVjTP0uEQDRWm1jpNOzFlhdqlu43s3bD30C4tLz8nLze6e6Yc39KVZuJWMwFgCStbXqUEP38qrmspK4eG3TtqljMQBAeso6xq5vjjVmRzW39B+9MteU8lALvYkx8dGhwUFBYSFhYX4+QXZ2noXjoxwAJFT2Qnvf2hFSJBNst3UEmVkndbej/1u/n/fhx8zOwE20NUWGRAcHhwS52N5XUPlc0yasYQAvkwMA2OMDJSHaPt19KCmQrE+XB+qqP7bU1LCNq6nGyIEYe1Dh4eVmonDX1tEorQ3NlwHmVn5slGlI6TKF8lZ6P2R2iHMgs39Uswv311uS7LQd7UIKqvtKMtxtdT+z8kxqrM0NiXxiYRVaVNna2Jzh7RKWHtG9sr9QHmLkYGKbXdlaXhqsf13bzbF6aLyvrtzKKSi6sLyxtiwiPPRZXsPSznZ/RICbpVps3+TBwf58aZKmvsYXngmtiB364WKad4D2Y/fshs6mZG+lh1qqwdmN9c05HpoGLgYxvfMkvvhFsOSMulBX/tjYzj46paa1LtHdTfu+nndKamJwUqCHc3RF3cD4+OTi8g6RgFpYrvZx9Y8OK2zoqExKCQl8VjW7sj3UHuOtohic0L2+vY8iHa2vIwb6qpNc9VPTitdf5tfwGHuwxuBAN4v0pjXGi+RI4lhvgJ6GoZNNAax/dGKkun0BRaEDAFgbGy0hVvbezlGlLSNj42u7e0Tu2eVIl/kpK5VQox5Pwh6FV26Qj5ALS4jdnWPUwVR9tHNMbGZZTXl8ZFySa8XEDCynMDvWK7miriw73c8vvaO/o7u9LcAnNq20vDIvyT0uNLBvhSZ4e2UYZHaIcyCzf9w7qFIReWky29taU+mWqYWZg6XdLVV19YTs5oHhnqQgI0U1hds3TANCm9bQZ2Ixc3ko2s5cwfDhY9+wZ2ba6ir3fYrLZ1Y22mMC9dUU/kvdyDGzZIZ4LBRI9hpyXI3VTT2Ca+tKPa1drn965RM1TcOMWvgRCl5T4PxATeuxa3CA2yMjna++UVRQuHvrxs2rV6/ZRIeOkLnnTaUF2IPBzHgTDfVvjY1NbZ2sNFVVrf1Taxsa8hOddXRUlBTumTyOam5HEhn7/U2hFg9vXVPUcXDLGZknnkllaES5v6OKno53SX5RZX9FSLCvuYaG6eOwdtj+6csvBLtaEOD1+d8UVa09m5H7fADAKWulOlFH6f6nn31pYPEgtCiragF1fCYHAMjFAuJsb4K9lfL1b7T0jSJy8mGHBNalSHD/KWZHz0SFZflnNsxN9ac8cXCKjYVhTrgHW/Vhrg/uXVW3c84bX6IKZWLCbkdcgP49FRVL54TeCbxQKqWghzIi9NWUrhpbhrb27nME33dSg8wOcQ5k9o9rdgDkAiHtEAmfm1peXd3Z3kOswBdRODqXxyNhVmfnp6YmV1EYpggAAOR8HmEHuQSHr+wcHCI315aXkXg8hy/k4lGIhZmRefg2kfo89CxkkPc219Y2kXg8ZmMNuTg7vwBfWjrEs/hCIYNysA5fQmzuHewhNzcWZuemp6dn5pfnZxc295HHAsl3ypBJ+VTC5vLS5DJ8Dbm7u7G6vLGPo9MZFAJycWF6cmJyYRGJJ/IkcgnvBL2xNj0+tbi1Qz4TAgCA+IyKOlhbWd7CHqGxFOz21sby7PzaFp7J/m5N6tnJEXJ7anJxZX2LyOFKAABi4QnhcGUFMTMzC19Z2MGiKTzhy4sIIBecEpDbi5MTs/OLO6gjKo//jzdn57OxGCKaQD1hUHYn2zKrW7rXKEAsZqF24LPjC1tI0unzXE4JE3O0Mjs3v76N5/KkAAC55JR0BJ+fm0Cso5lvpTu+ADI7xDmQ2T+22SH+wfmQimDCY8rW3Gjv7MIG+a37oB8OZHaIcyCzQ2aHuBA/3ewyMRuLnhmeXEMf/Ixeh8wO8QqQ2SGzQ1yID5mzy+VymUwmBz9vOAkyO8Q5kNkhs0NcCKg+O8QlBDI7ZHaICwGZHeISApkdMjvEhYDMDnEJgcwOmR3iQkBmh7iEQGaHzA5xISCzQ1xCILNDZoe4EJDZIS4hkNkvYnYmcamvOSE2ISIqJjE9My09Kyk6NjI2KqqhcxJL+/6MNinvaHa6KjUzPS0xISExIiwqpaCgf/OIdYE+EiI2b390FL4xR3y7BbQUCI/g0/DBMcyJ+EPX4suPcYvtDQkpaRldgxuvN2+CgMwOcSmBzH4Bs0vXJwoCzL5S0lFV01K88vmVzz69raqloatzw8YvbXD+9HuzlcWstbY6N1WNz//8+dd3VTU0tbW0NRyi4nuRh7z36AX9vfDprOWa6oGJjv23W1FIwNn6QDOsrHaLKvowswtOtnq6Yu1tFRVuf6ppntA9RP3Qcf5CgcwOcQmBzH4Bs/MRMwOdWZUIJGpvv8XjqY+bSdXGHhZLHa3vHZoa//6+EHKZWEBFdDS5W8UUdo3imBR4Q220g5pXRfbcW50UfgJSiVQieody5TKpWCSVfeCqGPxiWmJRSEbtaG9jpKNPSl3NHmT214DMDnEJgcx+AbML8HgcZosCABCcjoYERAXb9TLOAACne0do1Db7ndud4WZGQ9zy2+bXAQAAQ+iL1deJ8yvbeVelp4+HBPAX6h2Cgh2qJk9EnGMUhnhMvRz9Li4PkNkhLiGQ2S8SjRFKxGIRAEDKJHf5+4T6WzVjaEIAgFh0srPSV5bp4+PrGpZSM7VEEr8aR+ccDPX42UbkD0zwAQCooyY/3UcuBha+6WEZOfmw2em2kvaR2umjYzJ8uio+zuupS1RJ2fg2HrM8mpcW6+IRmd/Quko+IaxMNmT4u7t7e/g8C07I7lrZZMvl7IPdzuyUsJTYpK6pxdUD/FxPfnpMZGXNHJULAACUw9HK4mAXT7+I0KopBJVCgve2hkUnx5fX1xXlpsWEJtd2bzPZL8YqFbHW51Ke2l35+uonhk6RtbADBu1wZrQoxMM1wD+yoWuDJhQRMROVifEpMW1jA90NI811rZtM5uVoT/rfBmR2iEsIZPafIzdGyiS9MDuWLpYDOQM9XJ3rbGf94KGprq6+vldI7sT6ieRc7qfokW5vXXPTJ67JJeW5UWHezrZZuUmRzp437n11zTMiKzmsqj29vGWoMjTY2dzCWE9H3+SRZ3RGY21hoL3xb/72rYJf0iSGjh+rjXHTuq9joqOi9sUXqj5lTUgSZaUm1sPO2NTL81lVW98M8gBW66Fz9aqFXs4a5uyYvlheFGBrbaJvbPRA85FrQH13R11akvKNz/9kYObq4+/2UPOBjVnu0srx8zuxUiF9eSzc2vLTv135q6bpk+ii5uq8lJCnVo8M9A311a3MAlv6l1bgrUHmKlf/ZBHkFRFXV1RQAafR3m4J8YsGMjvEJQQy+89q9lYCUygE9P48N38Ly8ohHIPLXOj0tbQ28o6bpNJepq6c4cZ6vNUMbn315fUbChomxhGN3UimlDXXl+h1VzEorHUDL2Gi2tNSTKwCapdW2TzmTHaq8yPVZ809W/PjqRlxVkXDBK5QStyEb86tk5mYqeGQR+4x5U1LazsTZa4Z3Q3TK/uoo80DnkTAPJ1LcfWOMCmYQx6NdXlae/vl1x2dckhzU0kWunbxEVUdY5VhOkr+vuVwLG6srzRKw6+zE/ky/0XOlx4Pl1j4edtUDyARS3VeNp7x/h24E94Rui/OTtnVJXFi5XAClmqs+SQiqAVJOZNIZPJLUTT9vxHI7BCXEMjsP4fZZSeU7me+YQE2HZQTPg9s5nrbeWv5j+8CAICA2ODt42hlUoU84LyQHhc11v/MNjqtrHpmfWN7f5/EOZMAIFqCZUVpaBdWI5gAkNZyw91vu6ePkGkAAM74QJLHPb2CcvjR4XR5TVR08TyOhNvaP8RsnwHA2ViMfewbX1qzSeMS16Ympsb62zrbYV1zZDqfK9nI8wtJtMgfXV+uT9Gy9Q7qmAMAAObpeJyVQbhbSHFnc9oDvZysQQoA2yT1xkoAACAASURBVPNtGTq+nZ3b5/dyJYA/V20XEeLSOLo3NxRnYv0sO30VAAAApS/3gYW7V00PYnq8wMYopjIHfvrhH+A/MpDZIS4hkNl/DrMD4clQSFBsqH0/WwKkAN8QY2mnblY2wAAAnOEqvQPtHT26MLizF+/m4+fHwzxLYRt7r+5DsNCfnaSj3wA7PAXgZLsi3P/eQ7fytS05AJzh3mRnBbuaqrUTHrmrI9fXKKiusLBtcRtFkAExa20h+nFASmUNBgAAgIjDPUYtNxXWpBd3beEp8KLgyDSrMjj6sLfKwtDKMbeGCACgc4fDzGwTfDIbRtqyDQ0qy6fZABws9RQahAwPH/JejkkKhAs19hEhT1tn8BvzBbYmVqHe7QwpAIDYlaLt7BXQPbU3O13qYJzdXbH7K82ZgcwOcQmBzH5Rs8sFdAq8vtxb6ZbirS8cc7L6kCja1kJpjO8DayefuOSk6Agnj5DomgEs/0wOAJCe4lem8jzd73+jZeKf0LX+svcCmzSRE6+p8Je/2TrWru6xAXe3uyPc0tLWwyc6KS3a28M/2Kd5a5MlBxLkbIWf6jV9Lafirl2mSEIjzuSG6V27fs/SM7NvHr4wMTfRW1+W4uYa6BtTPTLcGe/04IbCZw4Z2eNTU2UB4U42Vt4xySmR4c/cnPPqi+uKy+y0rn1iZBJd1tyYGv9Y6zNllydVi5t0GQBAyjvYrgl2/eLmjSsuIdmdQ315EV5uJraB4cmJCUEBDg6FFR0LiMnsIJPrf1V56lW7jjn7oQ/qlwpkdohLCGT2C5udi9ppDvC11Lp/R0FZz9Y4bniGzAOna9PFQS5qahoKBjZBVS2rjJcZjWLmSlOtp66huqriHVOP5I4J6vPniVtV8VH3v9F88Eg/e2yMKAeAy9hsrwowf6x6+85Dd4/iyVXK87VGHNJkRa61rUf28DgNAMHhXmekg6nezZvGHm5RpXWlaXnJfuYPDYyehdRMrW/Aan2dLL/+Wtna16V5Yx+9ulYb5quvoKJp9CCosn0buQUrzdJTfqilruvj6+bs4nlXUVfHQCeptxslBQCIaQt9vtbOSjfv3DG3dCjpWt3emCxLd9O/r6itaRiV3LNLZe1tdcZZaeuo3DF/lje8cJGM/H9YILNDXEIgs184GiMTCdlUKplEwOOJBBKBxjuTAACkYh7jGIfFovFkxvNnXhxWymezqQQikYjHkagMzouWxkAsPGEw8DgymURknZ4+v9cqE5wySCQsGk04Puaer0OSywQ83jGVzuHzZQDIRSIunUIh43GkYwqNxWbRmXQKAY8n0umnIrHolHNMpeKwRMoxhSOSyKXSUyadgMHiCHg6jy+VSM7YLCKBQiYQj6lkEoWKw5NJRAKDxxXJAQByCZ9LJVOJeDyBTCKf8ERSqZjHoRGwaByOwDwRSAEQi7gMMpFEwpPprFP+rzIeA5kd4hICmf1nibND/HqBzA5xCYHMDpkd4kJAZoe4hEBmh8wOcSEgs0NcQiCzQ2aHuBCQ2SEuIZDZIbNDXAjI7BCXEMjskNkhLgRkdohLCGR2yOwQFwIyO8QlBDL7pTG7mMs+JqCxZApbIAJy6SmXQ6VzBJILtNH7qEj5Z0wSFksgvJbODwAAQCYUnlDwODzumMMT/8MXEHsfs0sF7BMiBoshkllnwjd7W8mBlMcgYI92dvaO8Bj6KV90yqMTsLv7KAzpmCd+vrZBLuGxyRj0IY5AP31XhXzI7BDnQGa/NGYnjnUn2+sYOrpXr+wIxezl0eH08pHd4+OPPKwPhbW+XOFrZmhmntI3Tnxd3zzUfkeEo4mRfmhtJ+rt3q3/YLyH2eXc/b42X6NHao898ycQbzZY4QlR3QVulg++uqpo7GJdODa7AoOluNreuK2h6+xbsbjKBACcUOG1RZ4mBso2DnG9YwT+957vIbNDnAOZ/dKYnYNabwx7ZqVrljs2TpMKCIcH0/BDGo/341teGLkMsHZRmMMNquSD+2C/CZ+MHc9PdFA3jKyu2X19pyIGbaUh11XT0D8tCyF4zfoSnvh4cwNDRv3jFCp4nzm7kL6LqI8N1dZ0jW0YeP1cLaBjDlvL6oqLC4oLyhpaa0dH20oqGrMLqrKjY11tHuhGpvWsryN6OiMcPfwjY5MTIj3TY+LGt1mit0+JkNkhzoHMfmnMDgBgzq2VugTUTY9S/5sPzGdPVvT19PeRft7d4ghNnpGlzdXIt04XEgqh1TehsKwQ+frzXDS+J7dxcmv58nUOfBfvGWeX8fYW4tyy8xsHXvtyeeTZ+pxHVn5JLb2U558SdXsEgTw8BUDKQdTGaTz0Do2PjYoLNniWM0Nmg+Ot/KRw48jqNRrtrVoOkNkhzoHMfgnMLj87we1sr2ws9pY3pzr61I32rmJwSOQu6pjJl8qB+JRydLCGWN1HH5BOuAI5ABIpl4jZXF2eW9s+pLJEcgAA4FFJ+6tLiwj4OobIOTvlUMg769s7R3gW94ROIOwgd/cIx1QiBrW3vr2/j0FjdjY21w5QZB5ffMbBTrQH2/q4BqQM7O7Q+ILvPjGxiIFBbcHn59c29ih0gUjEIREPtrf2DtHYo/2N9bVtNIYleisyIDqlovZX1+Dj3f2ZDn7FbY0HciDmsrDbmytLi5toDEssPsUdNnhHZ6bG9Wwg4Yi1dQyRLRALT/5/9t4qPIqsa9g++K9P3u+1531sZhgHBggSgZAQISHuCXEIEeJKQkKMuLu7u1vH3d3dXTtpTUvaZf8HDAxjz8xAmDBM3dc66qSqV5fctWrvXbV3+3KTzLTsvBOzx/fhJ1T6yeH+4tR4/8jU4i4cT2VQUPsbi1PLm+tHCOTW8s7BERxxiFidm55cWV45QBHIZzJF6680OwUx0ellEZVQ0vw9s6MO+tODdZRl5Qz13POr+je/3ZsAAADI8MF6K72Qp/o6j/31H5T2wakAgKOG6EwnC9/GtZUf3c1BZod4BWT2szY7m0TebC7x1NOS0FCSe2Bl+8iqoDo/xS9YSUFFK7F4Fo0nzfXF2ZrKyyo5BDhnDUxtE9jk9XlYqJu63L0rYsomMSmjcCxhd6clztdYVpBPQkTK3qO4o6UxOVlfSlnG1KOyr7MhKUZbVV3eOzU72d9JT1RW/f7T5x4m6lpiBpbhbUM7S1OFz0zErn/5yTfCmo4+zdt75BeZMejIif5MFwv1ezd5ZBUehce0Tk11xsdayMso6Nq4uTzRVJKWs3uaPbNNfb1BhcFGj7bF2RjJKMvJ6Jk9VjFOqq5exh7PwvI8dTRlBG8r2zvlTS/Dt1bLHLx8zR9Y2ljfk5QXf+JWMjKx0NEYqCHJeenCeV5Fl+TMgalJWGTgQ0Xx63dkNd2C8voXxiviHDUFNEx1o7IKAp7GZ6bHpMVEmmqqKDrYPcuqG1vfB+D375D9lWYnH413eFpE/tDsDAb5GH2wMNWRG21k9kQ/OHsCjfn2T3Ti3gjMzqvA397KPeS+Tf0wkgYAIAylloRZOVUtzmJ++BWQ2SFeAZn9jM1O2hnoS3jq7BkcnFddHOHqpatmmdbcNlRZbG6oxueb1ru6OJCSG+zgFFVQ1tDUMLa1d7S20lng/yQ0LDqrMNLBxvKpkmdpbVVEoL+HoWdKdkFqqrulhpaXS0xGQZS9JZ+qU1LH8FpXjbOF5g2HqMLGykxbXUVxfvPoxPzsTEcDO+fQhInNtfGCBA0FdXEjj8LegR0C8UURjp2bq/Yzt/V8GpFbkhMeZGWhrBuTVFmQ56OnfUNK1zMtqyTBX9fO0iC7Y5/86sXs9OOV+Tw3H3cP9/TK4tTwUD1Fs/D8rJqKhlh728Ck5Iq8FDc7N/vwnN6JoTx7Ny8X6+S6pvy4BJsHitYxgY09w1WBTiLSDw380zs6mkrTfB8+c/dOyS1MiXlmZaL6LKqouiDa4pGatIB9Wl5Fw0xvdnBkoI5jXHpZfW3dyOTS0ZnM6vR2Zn8JC33QnBDj4fowZXT0iAYAAPSd/Ymy4KDy5uLk2ORoFa/OCTQdAHDcl5gfaOFQsQCZHeJfAJn9bM2O3mxMC1Ix9y2d3wQArMNq3fTts/rGMeszKdFOEiF5/WuLY7D2msLi3pmZgYGpfTR6t60+2UvxWWP7PgBge2G4NTErP8/tvrZjuHc/CwA22Cr2lTWwdE0uaipPUTSOzBhcA5i1shQ3Uf+MtrX1icRYd2OVuNGpY9JJp39csIffEBKFX+i1tgy0TW38ThZs0nxZqct9OY/K0h0AAHqvIcxcwNAto6IkNTJM2jgQtrwPkLOR0SHKYbBVwsuJU4nY2eokTROX8JZRAABxcjTEwCUxPTwhMPqRkPgjh2fBgb5aQnJiKmqx1bBE26CYpOgZAMAJczRM18DHOGtgYb6hUMMsMmNkBT3Tl+gkrRCXMUYEABD7kyIeKamHVxcXBid6GSqG9w4jAKDO9bbCQgq7x6YH+iY2FnfPZmrt0zE7AIA53lOfqOrb3rlOBoCIWetpKK3I6d7Y3Wotj4vStmoaRdIBAKjW6CwXI1fY0sKPuiIgs0O8AjL72Zp9e64o8imPdUjhwgEAYK2mIdjMqWR8Dr81nxzlKB5WNoU+BtQT+Or8WGdXVWF6dmcvLD0vwVXSEVa39lJk5OlBfzUtcz/vbioAAJz0ZGkZOT4JiC/ICJfSD8sZXWccLGRF2IkGZffubI0nxATZaVfs7lIYoD80NTEsfOYYi5loMzXxskqsRYCXW4uNnyzIs5FXcistXgMAMAhj+QH39Lzjc9Ojo2NUHLLHkThAXIxKTNRJaDugvSyW0UdDuV58pi6+7fMAgOPJsXgzj9yCmLSIBPUbfPziYkoPHz/Q0ncJci1sbIwz849PjV8CABBYY3GWVmF2ef0zY+Xpykahqf1zO4NNETZ378ckDWMBAGC5rMRFVTmkJC3VOyHy2YPSzV0SAIBGxR7szY2NdcIKk/MqWqfXSeC0hvb8en6l2enY+QE/m8QMWNfxz/wHsqO1MN42ZWIWSWWQNmd7B1oHDgkAANZ4jaeX+f2k2m0KAJSNvODwx3YxPbs7P7qQQWaHeAVk9rM1O2G/JytGVs38WVbF9OIULDTwgaJ+WFXzXE+Tr6sRn2t8w8oGnnhCwKARiyu9+d6P4lMjsmHF4YaKLj5Z3SMHaPTxCel4bb3SxfCR9YOA1rGt5dWetOdqbh4RVa2defFK6vYB5c2z3U3Bjtq3nwUV9/bAvNwdHismDo9vbu9UuPh6uri3rm3sjzSbP3bW9c+cIeAY7BdN1Sx4X0+Cmby2p3Pe+CZ8vD83zFzeJ7akqizO003cKLh6Zgm72Onl7aXgnz+GOKKz2AAAQCWsNeRqaZgZhKQNLM715iYbyRt4xIQmRqTZa+k4paS3TCwsLK9sw/fhK4vF9s6efm5Vc6uLnd3xdhYeaQnjW7tT5RlKD1z9qnt3lycLA0zETJ9GtwwfbM5WRkUaG7vnNlZku7s7GCgmjMwg6SwmjU7BY1FHe8u91Z52EeFZdXvs3394/K8yO5N6vNFRZa/r6Z9avnZColLIeAwWRySQyBTSMRqDRh7tLtck5UWFx3Wvre7O9pWX52S2TG7tHyHWF+d7KoJ8I0ydo2qGxmZbS577uRhmtW3/xHBYyOwQr4DMfrZmZ9Gx8xM5bo4KUtJ3H2ipP9BV4uW7Kyoifk+c++qVz4UFFYICIzMqS0OCfU217msqG6YXDe0ht7trvQzVJCXu3NN5aBmfWD20vNbTnPrc5L60iJictJSJqXd16xYWv9fd5KamICKvbvHEwVxH8mseAT5R8btcnBzc3Pf0HZzsjNSEOL7mFtcPTOvqrgswMeaTUbYtbdkhfTvChIHDLlZnuxupy0kKiyopa7i7pLS210ZFG/Nd/4KXV/aJvZOhoRznlXMS0nqFDSs4GgAAsFmUvbX6iMAHcnICqqr39fSV+e8IyGtbByamRPra6us/UFdRMTB2y8gaWN1frK8MNtMSvysrr6plHRLfvLxHppE2G8tMZGT4Hz9J6RlbHmiKsLeUlZUUlFBWtXEOKu7sKox6pnT144tc8u7xvXvog5mF3pygAA8bNRU5BavnWX1L72vNzjwaH0jS1+C7dP6re3r+RbCR/vZYB0evpLji6vZKP4unT3RVnrk7p5b3jM6v9Lek2D6WFLh1S1RBQU5FQUXDOy+7tXs038NJVUFGUF3bMiWjfQfz7aX0e0Bmh3gFZPazHhsD6FTM3GhZWnJQckp2ZU1dfnZKdERweFRsdHxyenxSQ11dx/BAVWVJWnRsTlHv6jYdAIAnrLRUpMUE+sbFZTS3TGyjaWQqfKyvLD40ICI0tqZ1AUkAADDQyNmG0rSU9Pzymqa68vTEpPCwiMjY2JjU7KSs8pL8tMz0iOCE7Nz63tXdjdmOpuycrOKhWdRrj8Awcdi5ZlhmhK9PXGJ+/9gRFrPZP1CVFJOYHpdYVFyQkZcfExGTmZwxNAN/9QYBNouytdCcnx0SF59cVlVTlJuWXVo3PL22Ot2Smx0b7OcXEZ3T1LyEPqHhMdNNVXGBYZGpWS2LGzg2AIBN2tvsK89PLCrtWIfTySf7I125iVGeQbFZLd1LKAJitr+hKCogNiurtnsVQ8Ru7y12VpYXZkTExhX29G6enMmbGH6N2Vm4jbWu3KzU+JDAxMLa/rGNtYXWjAi36ITU0p6RyrScrPjwIljz0haJwSJsLnYW56dERkSEhwUGhgZHJ9ZPzR6TKYejXZlx0QGZBR2rOz/zOyGzQ7wCMvuZmx3ij82bvBGMQcQfLA5Udw4Mb/5cq/sbAJkd4hWQ2SGzQ7wVv93sbMbx2kobrK57dgp5muPvIbNDvAIyO2R2iLdiYX5e8p5YYX7+b1iGRaXisDgS7XTHadbW1Lwwe31d3amuGOKPR1pKioyk1ObGxlkn8uZAZoc4S7a3tqTFJaoqKs46EdDW2vrJP/557p8fdbS3n3UuEGdMXk6OvIws8g/7rlhwhmbvaG+PjohMSkhITkyE4k8bHm5ul74+/1hP78wzMTcx/Y//+2//+W//z8LM7MyTgeJs46GW1uWL3/h5+5xtGkkJCdGRkV0dnX8ks4eFhgre5peWkJSVlILizxtS0goysnLSMmeeiZy0jIKsnIKsnJy09JknA8XZhpy0jIKMrKzUGR8J0hKSgnz8UeERfySzI5HI9bX1zc3NLSj+xLG9vX1wcLC7s3Pmmezs7BzC4Ydw+M57kAwUZxu7u7sHBwfbW9tnm8bm5ub6+joKhQK/HaidHQICAuJDAzI7BAQExIcGZHYICAiIDw3I7BAQEBAfGpDZISAgID40ILNDQEBAfGhAZoeAgID40IDMDgEBAfGhAZkdAgIC4kMDMjsEBATEhwZkdggICIgPDcjsEBAQEB8akNkhIM6E05wQCgLiB0Bmh4D4/WGzNgfm5idGMYABGR7iHQCZ/Wxh0LGLw7kpqUFhMUlJyQlRUSFBwQEBQYEJqbkd/Rv4k3+1LB4521kXFZUam5TVNj2NZPxeOb8GA4Uag+XHhnh6xKVWjE7AT06QCCodtbc21J0Rm5Gcnt0xv4BmnkFivw/Uo4Ph2uKM9Lji3oEN4svfidzqriwKDAgPi4+LK28a2oQzAAB0JmpmoCIvLaKgvG50cnmgM97yycMn1glTK0QWGwAAmCd74wPZUQlh4ZExcQnxhQXlM+vHtNe2HYW43t1VkZaUEJcQFRHun17SurhNeeufQMOgpmvL8xKCkiorureOqKxfXuQVxJ3N3qrc1PS43NbuZfRrxyqDuNXfnBIREZRV2LO5T399GTRiCpYXHh4YV920gCb/eJ1s3F5/73jv1MYJ+ywO6A8HyOxnC40K74M5Gzy69sU3H336xRc8d+7JKitK3L3GyXVFWdezvHntmPSzNR1quyXWR+Dilb9/dsEwLmnqJ06TdwsVczRbne1t/UhZUVz0saVnWkZNa2VW48TGytJodoz8NxyfXrhskZm7QHvrb2ICOgFPppPfq3Odsr/ZHutzn+frv/z13y6r6cV0jGPoTDYAYGc6P8Rd/Kbg+c8/+avYA+/6QTIAgMRYKQzWUxXhMnYJLqnvSg3SEbvzibLO845JPJMFAAD048WGcnu1h4IXvz73l//7v67cEPLJGEMcv9r79M3JWMPHN/7y33/9+KMvbvMLW3in9c38yyv/r4K8t1Pnaiby5f/5q6SEQ9MY7ldvYur2Sl2wg9SVj//jL//nS0kFt9L6JTwVAAAY5P3B7hQnKzUFZalH+tbxuW0rcApgAwDYBOR0baG7ySMZBWkVc9PAqupJ1Mn3DEMmr9elGhjb2yXXw9mnO8/tnw3I7GcLm82kko8X+qMMdL6+yiXoG9+1dohaHsl1NuO/ev2KyuO47lHcz6mdxcBMjiQ+Frt+9cKj6OTp39nsbNYarCTSQdkht2BwG4vB4XYGunPDn5ik5XYfUKnTfVEPBTg4OUzT85ffumbHbB6MtXStonbfo3OdQVupLfJ8IMJ97erXX3798edXVJyet8CPGQAAJp2ER0wU55oL3f5SXM29bogEAKABzEhVdmZoaFXX8OT2YnmkmraBemjBIvnk293LZtEpZMTyfJGdkeSFf//f/7jApfWkZH75W3fTmcjOYjM5ib/87//65OZl5dis/u3jEyr97Vty2FQ6vDFH9y7XP8QkHVvGib9mjWzAptHXqjOfa/Nf5bh6/svzn3/+0TUDg7DhDTYA4GAy1t7d8Klv/fT8Qmupub6lnl/qLJUMAMB35Ts7P9aKKx6ZXx9OddN5om5e2oemv6zpWSzs9EiSicoNcRnTrKYj8F5dx/9wQGZ/HzheL3xqcfkmv0R8yRoDAAB2G8qeCnN+dfW6ZVbRCv1nl6Our5Q9lee7eUUvNm3mdzY7DdsdFmyqLGxf1bj/4hMybnW8Oauhdx5BZa5OZpmJ8dzmtMgsWvktN/g/AXa3oyjTxT+zd3vnfWmSZgIWYn24vw3W0dPX3lXk/UT08qdcmupp87uvmkdQvc3PpUQvS2t4NQwTAQBswKbg0Iu9lbDC1KLe7ryg+wbWRon1CPD96x4F25UYbSt+68bHn3EI3XGvb96hAwAAHXcykZtgrybI8dnfvhDkelTUsPPzR8VvgwXwA1VmMsKfSsm6tE/+qpsAOot+sDLQ11bb1dvb3QOL9NW6ffnvopJmNSNECgvXm2eoqirnHDdPoYKtKR9NLalHBqXbBxQifT7eReWhmGZx9zEdEFuSdTUkxJ4nTmCPXxwg9KPDgaQAXeErHwvJWhe0IiCzvxWQ2d8HDuYyrYwv3bojlVS+BQAArLncxMf8V3jklYKbBxFswMZiFtth0QHeNnbOgcnJTSu7L2qrk6W5fGtZXp4r+rHpszQAWAzc6mxtSrKXvcOzgIDYxp5NPB0A8tZQd2JQTGBIHKytubOpOSU8IjS7oHd971UzCWN3pSU7xcnezSMsDjY5j3pxTp2QFhrLoz1tHcPCiyfW8T8ovRnE2ZxUW8lrgg81bTNKW+e3X1xZ8OgTEolKmBlJMRbjuc1jHp1Y3dSaFR8eVVI+tod4dbKSlqfK48Otnb2Ci+tWjgkvPmRhMOOVOSHu1s6xSXXLcCoLkHeW25NDDeUlr/PLalg45LR37ny/bmdh0YvtsOhAbxs758Ck5KblHQIbAADoh/CRkiR/N3sre8+EMtgi7uTHdw7YxSlYvL/z82fOaXltq/tsANjH2KmK/MRAl/C8DFj3SGdRZmy4f2Jty8Ix6fvfCti4o4Nj7ItPF9Ld5RUElPyiBhHYl76lbDdXP5O4e0lG06thhAIAk0JeHRqs9bMxM1LRD8itzQxVkZLi0bctW9+nfne9YpGwe42FdekOViZ3L5278pWga3jjJhYABh6+UZFWEGmspnLjb5/duaGVVbmIYwMAGEj4ZENJiLfHk6fOIVnZXdsIGgCAjp1taYjwDAkODajs6xnrHaoqiEvs7N84AQAw4OO9BcEBbq72Qfklg/s4wGQf91aYSgt9KS1jn1fTVVUSHxOVVNe2jP/5SoHJYmIPdo+/3W2s5ZFoTZm76kp+w8t4NGEizlnmLr+sR+IMnkDfmo/SUb+rIhc6MItaW823esQtJapX1oU8AYTuPFNFMUEDh9odOA0AcII+mGnNCg00ELl9/q4iZPa3BjL7+8DBXKat5TUOLl5ju/Cs0pLk0CdasuJq6q4lDct4FiBgZirTnxg9klHXkBYRuyvMqeYT2rpxRAGAsjz/rdnjspapdPzSTJ6bi+59DTV5JTFR/iuqun4NvUdkwgqsQO8W98f/+KeMrV1EbIqtguRFfgHdhKwpPB0AQIevNcSHmz7QFhGWE+C9JuboVrKMohAJWx3lYR42hoYaDwwMbIPCmpZXcd+vE0mrs1We+qKcn/37jVvCBvahmQVtc8sENgsAQJwaSTW5x8PL88g/Kjc17amK8MV7Yjb5VStkNmAziZszpbGRVqbmqjpGuvY2wY0dKwQaE4ear8v2cTZ//Fhd29DINSGpf2vncHYkxVyP+7OvPr/Be09dP6KyevX1TsNj1ExV+hPjF1tG/K7QDTWf0JYNDAGFGCxOsdTXUtNSV5RWMfV4VrmJIL9e8LMAcXmiOMxVR11OXl1Z3tDAPDqlaXWPeHjYHeggef7f//02n4ZfYrqvvZbA9WtK2r4toyj6j4pkNhWxPAeLTXyiws+r/yigc/G1k+WHZmeQTmYaazOeWz/3dklu7F8Y7k7ydbf2C6hY3KV8txjzBLPXABvrL85Mc9L88ovL/xDWDGkZoVBPkKsd2bDODEeXx5x/+fTOdc3sqmUCADj4YH6sib62jJqmtJCwkOitRxEpg3AMjYYczk5Sv3b1nx//P5Fnz1OSc3yeqor5JHZvIlCzQ5nuNo8UVRTvcnKISOonlK1jCZj+WgvZu1/dk7SNzymJ9NUS5ruurBPUMYll/Bq3simbUxGWTxwC2KqFwAAAIABJREFU/EaOSZTDo1pHA2HOa4peCdM4Am1jNkpX46qElE1528ZIW5CWyjkBCf2yLuQJG9eZZyZ1k+u+ZvrMKonFwCzNjfTDYJUwL2VFThEZi/wWyOxvB2T29wH4XJaDLfcXl87f4OYTFhMWuHNXTsIgIKRyfAlDobF3V2rinTWcfdM6J6bqS9yUuG8IC3vWtR4CwFhdKLCR5b15xSAhZ51I2u5ocje29UjOHZ2cgPk53OTi4HX2ajyksbZWSp4o3rz03/xP3WvGlobTQ8RvXbtsYpm7eswmkVZLo9TllR8GJnaOzlSHWKnZ2ER1TW+M9iXbKqs62Sa09LenJDhpCRmmpAwc/bDwPVmdKQ90VLgndOXSlS+ucfHoWqUNTODoTPLsaJqJKNet6xqROeMLS+0RLre4rtx09Kg7oLGPESMZPnJaBpbxJb0tTUluOoJWzikD8+udDaHmMqqenrkdg43hATYPRZ+UVK3sHw6Ge0txct0086hc2KDRGa8fkOytldoEFw1nn9SOian6MndlHk7Ru151/Ruzk2meRnfNXDP6JrYXJidH6wbhePJruTPRmO5wR2UtKZ306uXdo6XSSG0tBaXA9JlDDGag7omc4L9dF9RKKJqaGS60NbnJfVs+MGsGh/vhXiMjhwvSdYUleS5/fuO+hmtx8/LxCZP94gLy0uzSmi9bY9hMBoNGpdBoNAaTxWaxmHQ6jUZjfO8MYxLRu/VVowtDnT05UTLfcH9x4ZJxWt740uHecGnt+HCBX7De1b+c47+mlQNbIQKwOZkf7qDhHlrUPztelm4jcYVTSja8ewgF2MytxRJHzascn3LZeJYNjA12Vkbkd0yP9pQ8t1NVk/esap/rrvc2N3vgGtS7fXTYW28lJ3xOSNKppHFpdizbwoCLh185LH+RSPjFI5dNoyLH6jzDM9LaZ1gAMA7h1c/0vzP75my0nubXQuJ6WdWLg01B2vc/FXxl9gILiesc8rKR/dMoFHJybHpyaeNoqjdCU4njrpx1cQcWvGUr3p8cyOzvAwdzmU/MOa7fFHjmX9I1OD4x0V6Q6W6irqRvEt3cfUAhoeFbK0vzY/0T9QlhxlJcHHx3nsMaDl6ZneeKflz6PIlJOcburG3Mj49PNZVG25hzcVzkdnhefUAH+1s1zqr83F+phiTPwDELRQkyvFcvGJjlriIoW2sVT7Vv3eTTiyvaYDCp6P21rc0DxM5oformrZvf3LguKKsiKyB4jfsCj2tw7Qbmx7mTUYjlvs7KWB99ecmPv+HkNnErm99BL46nGYvx3L5hmlm5jUANJvjyc17mfOpWu08kL05mGStyc5y/IiClKCNz59aNr8UehRcVlcZHKtzgvHzzpojcfWneW5dvX78XmjG2tTkWHyR/8xafbVAbHP3D76aQMYdbS0vzYwOT9YnhJtJcHPx3nsNa4TjCWG6CqZasYYhf9fQqlnRCorNY39XsTNLsQICmwhci4kY1wycsQGzLNrjHwaHxIHNs5Wik00VV7KO7Ug51vUd7m/VOVryct6R80iaPj3/47WwG4ehgpq0xy8tBQfjOBUWtJxVdcMqLJi7qD83+q2ASULt1VYOzC7Nbfc3eUoJXv/6P245O4aWjE81V81vTDZEhOlf+co7/mmZW5RKeBShExMHGwsL8aPcYLMJbW5jjmohEcEcfEgAA36z21r/Fz6cbnzVDoFApJDTqZK85z1aa55qMZNjwPJFOR+7srG7v4k6oqO4KU2mBc5Jynu0jyJ21SjsTHq7bcoHZcwT8L2ZMQWAXGoqrB3qWCCwAAB2+V+30+C7X9e9q9kfqN6RlnlV3b491hT64/5ngazW79O3bD/XSBuemu0ZGJvr3yOTjyYFQNbnLQlDN/vZAZn8f+LadnV8yoWzjhYD2tkqf3v/m0rnbLgEt+2jc2kpXZlpxVU1VTraj8q0bwnc9aprhr5s9Nn2eAdi4k42ugrTijEpYTb7HU16ua7xOnvVwOthZq3h2n+/mZb24nBXk8XRujNTta5eNrYvWj4hLU2l6Mtw8vMZJZVuv8mGi+2KDhC5zfy6pbOYflZ6WnlFaWj4yu/162ysFsbm/tYL8thJmYQ8Wmmo89RUuiKi51fSvzY2nm0je4uO0yaveQ6B6Yrz4uDluOno1wfGE0Z5wFWHO61flzJ6Fp6en5hSU1HbNT/UWeLtyX+T8RvmhfUhselp6ZmVVzdQKAr3bG+4ny8PDa+Vbv7H/ow3HxKwst2WkFlfVwHJznJRvcQoJucOaDgBgIBDz9bmJIW62tl4RWeUzqOPXPMHAD9fZSon/VUDatGbwmAKwbbmmwucvyoiFdE5u97Y6q4h8JiXr0TGG3lmvdjDj5eGTC8ic/nHN/pKT7Y1KNzN+OV7R6JJV4otN9KZmR+7UVvWNLW5QkJttAU/4r371N0EBaaegzKZeJHJvMC5A+/J/n+O/pplZuYRnA8A4nJ5uTEsqrmmqTI23kLrOJSET1jWIAgDsrpS56d4SFLXLK998eUk7rEnWFfzyopx09Nji69U4trvUWFLgU1lFn55J9NZK2RNDnpt3lELzFn6xZqczyIid9c1NImABABj4/b0D1ECCp7K40Lft7JtzEQ/VRFUVokYXMNu7lQ6P+WVFdUu7kCcA35ljoiwlaela2tWZbu9mpin7yMLCQEvrHifn1xe/uWFgEdA+hqKdVjfxnxDI7O8DhM0SB8srN+9IJpRuvNjiK3NZpvLfnP+fW06+Zb1j9cHP1OXVQhtahttafGVucAoJeTe0IQAA2xuVDvJ8t66aphXt0ll7LQ3OGncUA3xqhlc6g624uS7cdPFpRgIA3657rnbn1mWD+LytY+J8YZI033UOS7vSfRIbvlfvonPr+jeSrqEDeBoAADCZDNLBaF6aNt+N81qGqQtH3yZJZzLpr+nxZLOjvDI2qWps52VPLPG4M9z0loaBV/Pk0cpMnqUULz/308J6xDF+IN6fn+fqbTf/Ngxgrs/nmilc5eJ8lFJ88N3a9rpiQ2W5OThMHasPXg7QoDHZhL1Wf3fx65y37UI6f1SzU/eWYQF2KjL3Q+qbRtrb/GQ5uYQEvOo69ggkDGofTqLg1tdKnlo+1JP16Z7AfGcJFmVlOv6x6iVxUYPqEQoA5I4sPQmuG3oW5fPbmPFu5/tin0nLevZM4uA7TU4WfLwCimGFK+TXOlFpDOzK+MBY9wT825sYZFmCq4OcRVX3Pvnbr8H1t7lJi16WexjUM/8bjgQqtqN5anEbBQBAdJbrCor87W8f3zS1zFqBAwCWU0N0rvznOYHrOqWtRwAA1Hyek5mSsnZid/8QrPyZyDdckjKR/aMYAMDRVq3v49tCovaFlTvf/miAG4Q5ygt8wXfHprIV/uJDBoVMYh4P1FjI3v1MXsl/cBa/v1nz1OjWbSHVmIptGhWQsAu93S3trbNI7I+GWLLR0xPVyeEx2Tn5ZRVFOUWVHW2LKCJisNJKU1vBKWaexgC7c0EPdJUNzKvhCBqFtZbuqa4roV7Ug2MCSmeGnq6ynF/G6MJEQ2Kyh7nRY2NjPQ11kRdm1zf3h8z+VkBmP1tYLCoWsdJV/fy+0qcXrnDbehd1DU+MDxSH+2uKCgrIyAbWtU0NDcYbil29K+VaXNNZUeIoynmRk9OmoHKDSEQMdgRoCFw8/4mMR1Tv0sZgWpg411URB7fyjqFK98fcHOcumduXLCOOp0fidSWunP+nhGd42+xqT+xzAY7PP5JXC+2dxxHIm9UpRlI8lyWkrNLLuufX93b2j0nIrcnRdDMNIb6bWh4BDXMLG3v7K5tHx4TXBsWRd9tSczzs/LMamyYWF+Ymx4aryuN9LDWj0+rWkajBFl/FWxcufaEamTk0u1jna8Fx4bOvHxqnT+4S8cczOUHqd69xamj71PbObR4cbO5gCQdrfR0RD2X4BAWMwmI7V9Y29uEbu2gKdn8sKUKNl/uKhlli7xiaRHtdL4Tx3tjHdzmEJF2KqzsrS53ucV7k4rTOr15Y3J0bqC4bm5yeXmqP9bB3U3dvHUG+1vXKIpLn8iPMjFW0guJr27tgMe4ahrpmmXVbKOxufa6BIMd/3BQ0z61bmhxMNda58OU3/LY+dRs7r1rq2UTKSnGIlZmSlmdEee/g+MxKS2pSRkZg4/YhmQUYePTOynhNbMTDmzfO8Yo9jsodW99AU2i/0GzMpp8gDya6WiKDUzIKYItbG7szEymPta9f41T2jR462FmZmMl5YiT26f/9y+Uvxb3DKyc31xuL3DVvX5VUDappac9NN7v9zUX+O251bfsUMm6yP+qx3EWOqyqBcX0I/LcXZORapberMA8vr551fE370ub6Pubw6OB4uSRJm//yf/CJ2BQ1LY/3x+trfv3lJWGXkI7tI+LiYLC2EgefkGVx0+bJd55l0yjo5ZEsRyuBTz/963//93/917//f9eFVGPLd6kUgF7N9wmxevI8u6mtrSrf2cbDM7F0lUEFAJBGawJ9rR8GJcPaOpvT/Ex9HF0bp/DMV+UCAz3S5SMn+vlNEcPsRmg8+9sBmf1soVL2u0qfaGtyXLh68TLHlZv8AnfFRYQFb0qKS9q5JzZ07REptIO1ah9zAX4+Nc/I6obm1GeP+fj5tMPThmdmmxN879649eVX575SNAooaxxpKLJVkOFV1woorWrNTjWRvsfz0Ci+oa2vOFv/zr3LX//zoqGNS3JRjvN9Ie6v/36BVzcgbBBNpCJR/SnBj6TufHVbRNzmeUbvGILBZNDI2x01QQb3hbkviekZhNd1r2DITOZrhwNxY2pipKlzcbqjOdfDSvPebUk19eeZuR1bGBIROZgee/86z4VvPuWwcgtIyUt5Isl55etz1wStEtJniXTKzlZT+HMV0VvnxeQehiV0rGxTWQzGCW6xJv+5hvSdm5dlzW2SOsd3T+gsJoM41RNv8YD79m0Fj5DGle/14TJ3V15sGVWPiOqGllRHQz6+25ohCW3je4iV4c6WqgALY3kNZavUjJED7Pf7XgEDud+THWulLn7nrsBNlQe26UUTGDzlEN7qY6fM/fFfOISUrfyKchPMNLS/+PtnHLJi1hUtm4SXq6CzkX1Vvgaqt67y3BQRETF66p0Hm9rdo7BYAADccEOEneYtHv5rl65cvHL1MreI3nPPxu3DX3jegI6dgxWay6nc5uS6fvOekV9g6/zOZGHEI+cnz8s6Fnpgzx8aCF27evmbixcuXrrMd5vPxDs2NSPW8RGfkKh+SEpjXW2khSaPgKBxSuHC1mZ/Rpwq9+3zF744r2oe2jKKe/H6MTYTMz2U4WglxsN/S1jKPDypew+O3tqqc7eU5/r4LxwiaraBxbnxRvc1Pv/7Z9dU5JxgPetD7WH6iv/5Jaegc3TvAeK7LX+03RDpoy1w9avPv/z0ky/OffS3v0goGJd0Y9kMwGYSFsaLvO2VJaSEHz5+XlA9c/jyyVYaaaurPtRcR1RCWP7J08SOoa2T71XlJ7MjEVpK1+8p2ZZ2HUOvTHsrILOfLUwmcXels6mlAlbX3NzcVFtTWV5eWlJS1tTcvbyJpDIBAIBBQa7Nd7e3dk/M7R2h9lZmuzs7+xfWEEjU9vx4fX1bfUM9rL1/fH0Hiz5cGhlq7emZ2tpGwQ/nBwc7BkeWd3b211d6mruaG2prB0eG5lZXJ7u62htrqpt6x8cPKHQAAAN5MNvXXl4Jq+zsm4O/rG7JJ3szY+3VZbCm5vGtA+IPxsXQiQTKCZ4KaCjEymBHXVlhZXPL1D6CBgBgU+BL8x31bY1NdbXDE+PzyytjbW0tTbW1TYNzsygGGwBAOdga62gqgVU3jE3tEb59gwKTeLwxPtBcVVLT1jG7j/o2DSrxYGGyvbm+eWRiE/v9dy3QKai1hZ721q6Jud0j1P7qXHdnZ9/c0j6GzKQQjuHbo+3NsLb2sV3kTz6sST06mOmqLysvKWnrmzvEsAEAZNLuxFBvS3VNU2f3wOTqyvxA/1B9dV1jR2Pf+g7utRsGBh69NjbSXFlVWl5W2to1vot4dUtAPdwc76ovqaiubWxqbmyoqqhu7hvYxJ/8QgnKoqDWljpq6qsqykrKYC1DIzt4Chm1M72xvII4Juyv9zc2V8Gq65vbWhqb62pgZW2DU6sbW0vTXe3tfTPLcARye2Gqo7NzeHnzGI87WJprr2tpbKyDdQxObR9+9wwAg4pZX+praKyshLWNzxycUOgnhO3xwZ6W6prGrt7BqdWVuf6+wfrq2saulsGNfRwGs95e4ePjbJUIm0d814fMIuE3J0c7Gqvrm5qbm1tbmhsbh0dmDrGMby8hVNTyVDMMVt7WPY/AfO/AIeK3h7uqqspqhyf2CD947wSbdoxeGRls6x2Y3kVQIbO/FZDZISAgfgbW0cp4X31RS0vnysEJ9cN9tdsHCGR2CAiIn4QBqItdFTVFhSObLx5Ag/jjAJkdAgLiZ2DTKSQyiUSHtP6HAzI7BAQExIcGZHYICAiIDw3I7BAQEBAfGpDZISAgID40ILNDQEBAfGhAZoeAgID40IDMDgEBAfGhAZkdAgIC4kMDMjsEBATEhwZkdggICIgPjTMze11trbeHZ3BgUEhQMBSnFaHBIUkJifGxcWeeyU9GfFxcUkJiaHDImWfy44iOjExPTUtPTYuOjDzzZD7sCAsJTU5MiouJOfNM3rdkfhDBgUHenp6N9Q1/JLNHRUbeExZRkpNXVlCE4rRCQVbu8oWLXNeun3kmPxmcV69dvnBRUVbuzDP5cQjfEfj47//4+O//EBYQOPNkPuyQlZK++NXXt7i4zzyT9y2ZH4SSnPy9uyJx0TF/JLPjcbhDOPzo3YNAolAY7EswGDQSiThCvPorAolCo1EoJPLnFkZjsBgMBoVEIr73BxQajUajkAgkEoXGYDAYNAqFQLxYG/pHa0O8/BoU4uidsrGxoaygYGNp9auXQCCQaAwGg8VisRgsFvNqK6FQSMSpJ2ttYaGiqLi1ufl2q0EgkGg05uVOfZUz5q1yzs7K+sf//PWf//PX3Jyct0vvX4BAolBoDBr9DrbtH4iZ6WmJe2JeHh6/bTEEEoVGY17tdMyr3f69M/q3Mjs7Kykm7uHm9qYr+C65n8jtrc+jQzgcj//lmcbfI7NDvCMePXjg5e5x1ln8NB5ubroPH551Fj9Nc3PzJ//456cffdzW2nrWuXzgEPB4ZUWluJg3KUVPHSKReF9JOSYq6qwTOWU+eLOTUTNNdeGe/j5+Af7eni6xcVkjSwTGyzkEqCT4XH8WrKNrefcnJtOls+FDrYUxHuGZqZ0b+yevtgWTTdmZqahvqx2Z21ufa8rIiAiPrxiexZLJ2LWJwurWpplNyvdmhGESd7d7S6o6Rwb23+2cvUQi8YGm5nNnl1+7APnwYDA/OTLQ3TsgNNDX183lubOzo0NwVEbH0D6J+svL/zZcnJweammRTk5++V//BVQUYrQ4IybQ3SsgNNDP183VzdnJ0SEwIrWlf5v4C3PS/TzVMNi5f3706Ucf19bUvFV6/wrC4WhHR3p59yIK/SeexgJ+cKAoJx8RFvZbFmIC3FxfUXKIq1dwUGCwj6eXq7OLg5NHQGJG2/Im4c3nXzo8PFSSVwgLCXnjNQAAAG1roSU/xs0n0D8w2N/b97mzyzOn5x6hsRXDU0e0X178HfDBm/3kcLAoy1RSjvOzjz+9coHbzD64fRJLfzlz2TFyJNePW8PBubyH9ONlaaztmlRzwa++EeL1aBs4eiVlGhvblaGkZ60ZWToz0ZP0WOPyJW6NiIJNNHq1JkFE28Ykoxn7wuw0PJ6EI9CpB70dXtKqz8IDBt5Oar/Ebzb7ye5Wc7DrA77z//jk3Bc8QnJqGpqa6mLSshImliH1vTvEn9gqb8HpmJ0C3++I8tYX+OajT859yiUgfV9DU0NdXFpO3NDUH9a+jnuztf8eZidPNvs8kr8sqZM4PI47hcng2DQqFY05odHfbb1w2ryR2RkAM9IQZa3G8dVXf//0K24xKRUtrfvyyjKy8o/cA2GzK/g3fIf86Zidsjxe4msudOPy3z46d5lfWF5LW01FQ05K+r7ls9TOEQTt97+Of/BmZ7MYNOJ6Y/VzOSEJW4u0qQMKg/ndOUUmrLblGXomJHVN/WSByjqYSTE3kZC65989hP7uU0CZbXT1j3QtGUCiUTM5PjLSMprhhVt4/OFwtY13TEjdyAkAgAHwk+29Uz1LZIBfnM995p5YlDNH+amvOTV+s9nZLBYNAW/xshYX5pH0y5jB4ZhM5kxWtK7SbX774ObNw1NN73TMzmaxGFhkV6CDjDCXiHvCCBLDZDIXC1NMVG7zWnvDlvfeyJm/g9mZ+y3FrrLXr9y+blEMWyG9tdpp6NX5gYq+ZfSb36mcCW9kdgDYTDphtDngkdTVu1K+TR1wJou5vVDmYcknIGmTWbj6hle30zE7m8Wkr80Xu+hw3+IzSspaZDKZGPRoiq+04D1V95Ah3Knf/v4iH7zZAQAAoIe6AtXEFdyelW5+vwhls6gEzDYchSKSf/o8w6zmPLWTl5UI6Bo4eu26y6bgDw4R+1gSi0BZLvZXVFTSDslZplAYJNzeIfIIR2IBQNrZrvPzjMuNGcSzWVQKdh+OwmIo73ba3t9sdgAAoJCHwlzkJfjkw4u2AAAAbJem2OoJKkZmDB8RTzW90zE7AAAwqROx3qoSvJIBWUt0FgAADstz0heQC47v2nuT/qZ3bnY2AGQkfGk4391b8y6PsFdIw/bxLy/1LyFOdhWkODwta1/F/glq9hcsDcWZKXJJKIT1jZIBAMd7jeHPBJQMvatakW94Zp2O2QEA4Givyd+YT0DIMqf0AADAYq4Uh8oqPzCIzl+j/cL05u+AP4XZaftdzT4q9+Sc7PKWMN99TD9e7mgI8Qj2i0xtnV87AeBka7MtOczVxsDIOyilewJFZQLMWo79U4V7dy39/Lyeez8NjiobntqdGcwMj/PwjizrG4MjcXMFAUpKqo/94ho7G6L9In1DEpsnpjfWlusjfR4I8QqICKsaWVrY2Lv5e+d0dmxQAKDTkENtsR7ONoFhFfO7VBZg7c1XxIca6Vs99Q6sn1/CvfkvfROzs/DY7pDnanxfXxaR1Ta1snP2DI2NzG+u7lvfxtHYALXTW5T6xPSJqZ1Lbncf/K1uK0/P7GTCYLTvwzsXLglJahhbPHF0D44Kz22o7FndQFPZAHswXJ5pb2FrbO2U2da596u8927NzqYDysE2lorZGhqPNZDg0Xoc2/vy/o3G2O2pTfE0f2T91Cm7ZgZJAsSj4bKMp2a2Jk+cszp64AAABh010h7n4WLtH1I2t3VCZ58sj+c9txbnu3bjvqJ9SeMyCocc609zdbU213PMzuk5IJz+bzg13tzstNm+eEv5CxycAkoaRtaWzgFeIXmFRZ1jC3A0E9DR81NFfv52xjpP4mJr145+nU1Pz+y7G/X+hre4rl0Xk9O1sHTwdA3ISEtv6B1eO6AAFvVgszkhwdlI18LPM2t88fidX4v/zGZn4tfqSk1E7nx8XfRpccvmwW5fpo+FsfYDZQleIQF+c6fqxW0KcqvQ0V7hnoiVn5+nnaOKgtKj588zC/M9HqhfOM+p6Jc6uY+cLQpVUVIzDEpuqiu3V5T97PIdk+Ti8cnxLBsNHo4vvhGUfmDwWF1CiuPzT2Td3TrhBNTMaIqHt5GelqKWrkNkbP/qwXJFupuZ/F25xxaWhvHdPRtvfuv25mZXv3OR446YhLDAV+e+ELB5CoN/2++D7ayJtlMWVdLTfagTVFY49lbGOF2z++kIXuLgF5UUETz/yRe8xubFO9+uF9/fkvxM9Z6y7kMtnYDCzMFfVRy/W7PTj0mzhTnp8f4B3p56olfPc/FaZJau0gAAgIncK/f0MFW7J6tvYegV37GxhxjpTHFQvaekp/NAJ7C0cAZHQc2OpXj6GOtpKWrp2oZE9W/tIcc6/bQVzn10nktF7llpw9LafHt6kLLcQ51H8g8Cw/LGdwF4t7eHb8Hbmd1K4dI1Tn4xKUGOy5/dvKaeVgt/8UNPDkdKYrVU9DTVZR94ukV2LlLZv6YMOV2zG/Fy3+AUFhO9efv85U/veMYMYWgAAEAlH3QXWuqbKMvL6Twzd67o3Se+a7X/ic3OpLNpG6tNYeZ3ZDWfFbcuzc82pj71KizsaW2KNNK4fveuR0M3Yne7xMFGVk46tGcIhcF2+jhqqImbZdd3ZoXoqSmoBGRN7yNnC0OUFRR1okuXD45G0j0kZZWMUms34fCe6Geid3i1wpJXCMStxiozMRFtH5/2qaW2WA8xOX2H8PDgJ7baCoLW2bCG3Jyq0uDijuHJwZaBzc2DN281fSOz47DdgQ5ykkLKvqmt9SVeDxW45eWeVQ+8uHXYb2uozHDLau0e7esYWp5aeU/MTsIPRripSAnIesQ3NVYE6qvelJa0Lut6cUsO726rznie0dw23Ns5vDi+9KtyfqdmZ1P312sCXPTlhYTFpEUERG5euyDxzKVkFccGgH60XhFbmJ1d2DkyOdg7tIk+WuvprMlwy2zpGOnvHFlf3ljbaYv1uCerZx8WFmpnryktYF9Wt7G2UuJgzics8LiodpMEAGKhqTrteXZt51BPx/DU5DoSgPd2Wuq3MPtMd4SJ4k0phcCK6urEBF2x23eMHatWtxkAAPTOaEumS0ZFbXd37+hY//zhr/v9p2j29WpvQ35BYeuktLqSCmdlUS4VnajuUQIA4IS4N1TilZGX1dg1PD7QNrlFoEJmPwUYhz2tfvfF5J2fFqy+aupgbq+jFlrb6qOMhZV0nhU0wskk7N765MDgUHm6/X2FG3eFPBq6ELvbJU+tpGWlwgbHTyi0oQBXzfsiprlN/YVRxtoqqkG5c3D0fFGosqKSTmzFOhIzk+cnq6hqkt6wfXTUF+soKsCPw6HeAAAgAElEQVSnE525y2QjuhqfSEvoBvhVtfTnWstcv3qR4/ZdYZ6bV4R4pcKz+2aXdvurctOjY6taxuAY6pu3eLyJ2dkEXG/QM1kJAeWo4qVDxEJJ7AM5UXE739YDBAMAOhG7O9hcmR0dUVjWtrpPpLPZLBaTyWKx36AkPD2zU4jDke7KknyywVkzcOQaLPWx4j0RS7e6rX0aAIwT3P5we01OdER+cdPiLp7G+hUpv0uzk8mEtf6O0dHB2dWVtfX5np5EI0V+RQW7sr5jAACDgllZbcstSEmKKR0egZMoJ3jc/nBbdW50ZEFp+yb6cGYix1r6KseFy7eFhW/evCLIKxORMz4zWupkfUdUyLi8ZZ8GAIOM3l5sqSqOikkp6RjYI9LYH2LNzpjrjTJW4JFSjOgeQ+xslThZid8TtS6oWCYCwGSQjjb7m6tiYxOza9tW0SdMFpPJZP3SkXp6Zt/frPU25BMUts6r2kai++OD7t8V1AwO7z6iAzZg4BGzA80pCcmJ+ZXjuwgKg8FisVgs1jvbSX8Ks4PjkZ4gNXFFN8eyvZeNb4fTsLbWovLO5hiLe/f1XEo7j5Dw0eY8v6zy+rJcn0f3r4mI+rT0ofZ2imzMxMVFggcnSDTmoO/zx1qSXnWD42WJhloq6iGFyyj8cnmEipKKXkL1DhY/l+8vq6RukdW8d3TYHflUiP/Ww6iMXQbrqLPJRlrCICS4oXss307h2u1bsvbeOXXNzb29rePjfQOzKwtLy0PdZTlB/rV1I29etL9RDyqNOhzuqiDBpxhZss0E4HinxNlSSlbCtLBm4wR3tHu0PLGwNj3WUhwZWF7YPLO+1tsUH53fODn323sqT8/sbMZUnI+qJK9UUPYylQUIBzBPezkZUYPM0mUCDnWAWJpY3Jid7CiNDSnLKW4e6oHF+1XU9e9hf36N79Dsx9vImdaWRRzi29OYDVazvOREb0t7RI6jiXTU1vTy0tj86mgNLC8qsGaoqWfmYHlycWN2oqM0JqSqpAjWnvdU7tptXmk7j6zapua+3q6FTdT6eKaNCa+wgElFyx4FMPd2NuZ651cXxtvrI6NzMhvH0OyzGUf9K3iLHtSVkQRzRS5JxfCBCQoAx10NPjqSArqmSaNrGCwVvTS0tDY/09+WkpSfmN8y2l+fHFdQ1j6I+Ff6PD2zI+GtASb8gkJWeZVHANCW5rOfaAgpKztX9+3jmbiV6dW1qYWJoZLsvNCUhqGBpvz0ovTSli3Kz4zdeFs+eLNTsEvdLWFm5mLffH5eWEjTwTckJCw4KMzTXEPdWu+xQ7CDouiFyxel/KNrGttSHeUv6lkH5Rel2ZsJ8N7QTy9enJ+pS420snOJToiKCPKxNjH3iQqtbW2Ntzbh/OpzLn3j6JLqNGs93ktf3dI1DUvO8H6gdOn8F/zPfGtmVsdzwzUFuHh1DUPzy7OemQpd/OS8umF0bU9vSYKl3kNVCwvn1CLY4Pjm3mJv61gHrKEyJdzZSedJYfHQ0RsPjfzNZqciEeOFaU6yvJ9/+s/PZR8+L21aJlBRHTBXtTufCcjo2lkHJaYUVLQ1FWQGuuqapyQ1Tyx0JwRK3NX3Kav97SMiT8fsNAx6piLHXUng63P/OCehbp9XM39MwfY3+WoLf84vpW1tFRifkFvW1lKSF+pmYJkcnV1Yl+goc9HWLW1y9+fX+q7MzjzabIwL0lbVsYpJ6d1FASYZPtIbaqJ18aP/+esNIYuguM7Ouqru3vLKmjRvTydb27yuipaBxfbK9ubCjCBXfbPEmKqxlemKFGvdBypm5k7J+RUD4/tEMsAfNfo53+P5RtDOrWZ5D764OdVS0NJUkRri+8jWJ7R6+PgDMzsTEFbGqkKeit+4+D+fXpQ0f1o4NkU8Rg2l+Ely8QqpqJn4RYSnpza3VpckhBk7+PkkV7bmhauIGVhFZKy+e7PT99Z6M0N0RHn+/tE5LuWH0a0d+zjSTmO2nogQt4iEvqe/V1xibUtVbU6yvZObdUhJZ1WKuaqRqlXgEB73blrNPnizEw96c1JNVLSUlZWVVdSUFJXlFZTk5JTkFRQf25k5unhaqOtq3pfSi4wqahlozfQ39/ZLamhpL8gPfWbuWVQ9tzy/vDXT0TfbFh9grK34MCCyY20PPtEdam2vKin5yNHMMz418slTUzVZHSvDpy4e1tqPtZQktP18C6fWD2eG872e6T2xtPEKDbJ69FBTVsz0eWzL0OHhznBhiq2uqsB9XcuY1I6lmfWNo8nSwgAHfT2/8MblrbcY+/rbn1Ta2qgPcDLRkJaVV5LR0H4QmNa9ewxw+90ZodqK6lLS0i4pcbC6znRPa11n18yhRSrpeL6pyscjvmxw/LeP2jsds5P3d1tC3S00pWXllWXVNTV8Els3UYB4NJgbpauiKSEh9SwuvLKhO8fXTs/pWUrfzNH6WmtekHVmYdsm+ufX+q7MTl+bqQyxkb2vImkXVDKzA+j45YZ880eGsrKKsvIaxk9dKrp7ZxcXyqPC7cwMPIprFxBHx8fImaauTE8LHUfH5J6JEwBYKMRoQeITPTUBlYcmUandWwd0Bhve2xD+1FDf3rVwYmEbTUfPDLRnhZoYWjqmF0xg3ucR7m/4pBJ6oDrEQU9SVlVBQVVZUy+ksm6PzsTNT6Ta22tL3RW1tnUvbuopTXOxsLSITBvY2tsdaovwjk2r7YC/e7NTFobz/C3lFVXlFe/LKWg5JaRM40gU+G5NcMBjaXFxAx2TtMrO2pJIR1u950FVs2uI5bHs0PjQ9MoVMgky+xvBYlKIBDQShcJgMGg06tXbeRBIzDEWh8Nh0VgsBoUlEE4oNCqJiCMQTihUGoVCIuDwJDKdQWeyWQwmi0bEo5EIFOGEzgZsOhWPPcagUFgcFkcgErA4HAaNPcZgsccYNBaLRmHw+BMag8VkUIkE7DEWc4zDYdEYLBqFxRMpNDYALCoZh0YdIpBoPIFCpzOZLDrpBIdFofEnNObb7Ojf/qQSg0HCYTFoFBqNQaPRKByBwmABwGZQSFgUGnF0dEwkkClU4jEadYwn01kAsBlUCpFwQqHRf3uip/SkEpNBxh2/yhl5TCAzWAAABoV0jEYjjo6wBDyZQiUeY1DHOBKdCVhMKpmIJ5Gp/2rbviuzs+k0Eh6DQCGPMLgTGgOwWXQyEYPGotEYNAqNwWJJVBqDwSDj8RgMGkehMdkAABbj222OI718fJFFJeMwqEMEEoUnvHjajs2gkfDH2GPcCY3OYAM2g04l4tBoDI5Efr9fXfBGZmcDFpWEw6KRKAwGjUGh0DgSiQEAYDEpeDwGcXSEwRyTqFQSEYvGYIknDDabRaedEE9IVNq/PFBP6UklOpWIwyBRGAwGg0KisXgCjcUGbDbt5OQYiThCodAnZCqZhMdi0DgClcViMxnkk5MTEoXxJv1Vv4YP3ux/Lt6onf334/Ta2U+f3+W9MRAAvFU7++lzeu3s7xeQ2T8oILO/MZDZfzcgs/8OQGb/oIDM/sZAZv/dgMz+OwCZ/YOCTqfraGt7PHc760R+GjdX10cPHjAZv/9bNH6Zhvr6F2Zvamw861w+cDBotJK8wnvySnQsFqusoBgZEX7WiZwykNk/KEgk0kMtLTcX17NO5KdxdXbW0damkN/HgRs11dUvzF5XW3vWuXzgHB0eKsrJR4a/FzJFIBBK8grhoaFnncgpc2Zmz8nONtDVszQzt7KwgOK0wtzEhJeHR1RI+Mwz+ckQERK+zXPT3MT0zDP5cagqK3/12edfffa5qrLKmSfzYYeRwWPuG5xS4uJnnomVhYXxY0OeG5ySYu9FMj8ISzNzA129/Ny8P5LZM9PTH2pqGT82NDUyguK0wlDf4BYX910BwTPP5CdDWEDgFhe3kb7BmWfy41CSV/jqs8+//vwLZXmFM0/mww49nUdc12+Ii94780xMjYz0Hj3ivn5DXET0zDP5cRg/NnyopZWdmfVHMjsb4h1AIBAeaGq6OjmfdSI/jbOj40MtrRMi8awT+QlgVVUvWmNqqqvPOpcPnIP9fUU5+fDQ0LNOhM1ms+FwuJK8Qmhw8Fkn8q/4I5kd4l3AYDDe/x5UFvP/Z++ug9tM90TPT+3W7tbsTu1u3albdad2Zs7MHOrT3ae7k4YkHXQ4ZmZmZmZmZmZmkJlktswMMkm2bMtsMeu3fzhJJ91pd0fp4/j6PN9KV6ntV9IrpfLRqxee5zJeSNPU2Hgme0tz88delyve8dGRtITkJTmCenJyIiMpFR0Z+bFX5DcOyX6lQmc9ihw66/HCQmc9XkBI9isVkl3kkOwXFpL9AkKyX6mQ7CL3S7Lz+UdrK2O9Hb244YWt/f1DKotFF2GIH87J0cYMDjcxsbZ//H5DvwmBvb+1NDXQN4AbHhjs6+np7urqGhwcXds8Yr1r9xZfwCQTJseGh+aXdujsyzRY+y/JLmAfElZGsL3Y3p5pAvFsYjkhk7IyMd3b3t4+ODCysUPl/vCSBbSj9amxnsGhqc1dztnrpFE2Zyf6+vsmN0gUHgCAkMXcXpgeHOgfWyGcvLU3EMkOSPbLH5Jd5M6TXSjg0/CT+V62MrevP1NXck4tSi1oH1+aEWG05ePJ4XQL2afikr6VzeeMKfyOBLDXXRZi9ODa9a+/+u777++K3b11+8azJ+LOvsktA5vHtB/bzeJuNuebyN27bayfNkXk/OjXQgFfwOd9nGmXzpVdKGAsjRX7OUjdfHDn7i11z4CqORKXzzudxIYamT66fv26gpx2TsPy6cup6oXU08W6Em9NhTsvpHTiUnu3DgUcHrGr1k9f7f6TR7pBkW3r+zw+d7u/Nc5K49nTx0oeEVWza/QfZrxAsgOS/fKHZBe582Rnb+30p9oZOhu6pZV3tjeUZ0frucTkYsdEmPGMe7w3WpzpIKMZnF+w9F6wCoFFJozmhJuoXfvC1CaiGNPS1FyRlmCnp3ZfUsEpu3iO+valvQIhg7BW56+n6ywVOLjCfPO5eMAljo0ujk7ufxTaz5NdcExqDQ13sTAKzi4qT09y1DTySErBzmyNl+SXV2RXNjc39fT0r25RuGeb4vTNvnZfQ3ungLDcvNyIOA/j7LYuTElMqK2qZ0RGXmGKj3VceWQlpq/UQ9820D2lsCA+MMrDP2toa/PVpzKSHZDslz8ku8idJzt9frnc+YGsn23ZDgAAmzBR094/SjxnhqZz2yKVWftklBXgRbjv7GhehKREdtHU2TYrizZfXWQrc++umX7MOPGnTh9ioqOTNCInt9/6KV1AqIoqak7tef8h9n+LzpOdT1pI0dTTMNKtO6YD/TDfJsDP36ewtNpLRc0oyKt8ff+tpfeJXVm+L8y9s8YIwGdMVSVIKpgpPbut4KAfNkbi8WGnPMLZ/OEtcT01Tc3EoWEGwFplhb+xZkpfJ+nlxCRIdkCyX/6Q7CJ3nuyc7Z3eBEttfUWz+IKeddLL1eecroz113d0YZc293dJ+PH+lt7eiZXV5bHJYWzXAG5iaqS/paUZOzW9yxYAALCOV0YGGpvqS/KLQ3XtMyoLhlY3xnuwvWNzG6tjE0O1lVW1tc2tLWPzxFMKY39nbqC7GTeOP3prfm46rivZ/8WzxIxeEuPVjzhTqc6S2jI6+Z0HDMbuwlQ3pqK8rXOIQGYwgVQTFRIm71iA6WhqaWzvnt4iM+h0Ym9HpIGUlolsMKZrbu+EdXyAH+6vL69q6OyY3T5k007XJscasf2DS4SNGdzcIm5hbXtjvK+tvQs7NL2xu03h8z9sr/15sgtPdrsiA8x1FO2SCpo624pzMZ0dXePYpghbGwUNDS2XkOI2LJnx8hsIb266PEZDMiWjdYsPwCd1Njl8ffvf/s9/End16aECAPAmGm1k7//D//vnawaBHaRdADjq6SzweeJRWzL98lMNyQ5I9ssfkl3kzj2Cyufuj3XFmWk9lHqh6B9b2oPbodK4xPkSD6Mv73/7XUB6S0dHvrPWrRe3DBMSU928dR7eeyBv6GhrLPX03kNLm6zZbR6bs99TH2qo/ljq2RMNQ01pw9TqouaqKjdZidsK1qExll5OYjeu3fzi688+MfXIn1na7G7yV5F+5OhZOEt8c0XeITsHthti1VSVZN1T2nuaMwKc1MRvXnshqxuTOkQ43qhPDfZ8Im/hYi4j/+TxE734jPaxmc44V4nvPv/X3/3uiaVebMtAf1lJoJ76/es37os/s4rJHhrEprs5XH/4QMwjKiXIKSXNPjAx399UTVJZw9AhsqK7c4PzAXOwA/ziEVTuCi7f0+bRLVkZPcPkzs4tjhAEPDaNuj7clWJtbWZhmjIye8gXAABjYqQ8XFI/N6N3FwBgv68v9OtHn/7fv1PwCR8+G5sI3++sqfAP/+PLG5bR/Tv7AMAYG6qMlLCrKBx7ufVPRrIj2S9/SHaR+4VzY4Qc9v7SdEdphoeZpYKUuEFEfMfK3kZHvb/VvZuBoTXzpOWSZEe96ybZ2b0YjL+u1teypjFV9R2FsbouruYF7QvjPekufj4h4fUD3dVpSbpSxkEl1Wvry9WBbt+JaZrExLTNDA9UVsXYSj1y9y6YXVvvH0zzDC/AdqxT3xo+7Z2y7zYl6qirfC9t4equoBsSkNnYVhkT6WmjGN3S01eUGOgrbZpT148dboiwl7U0ti5tHe+qD1OT07cyKBgY7KuvdTdwcI+Ia+rFVsWEmynJeWZllOXkO+rc+MbKLhWDJU61ZWTEK3snFjY3YgfGJ5c2mELe326bHQDgEN9XnWFv6K4vLWYZFdC0cfryg4TPOezHRIY6K6dhZg4pAEAfH6mKlLAtz8MdAAB/p73d59OHn/zTZ5pBKVNn++FnOx1UJf7hd19/75o6un8CAKdDPcWBz23KCpDsby78+haS/XKGZBe5X3c+O5uC7+vK9nFSU9YNreteW1xrilOWjIuo3+FzcJ05nmLOVZVri3MZfoHPLaOxpEPYGfWLTtAOyK8t8Jez9InunAQA+tRYpJ5jdGnNIZsyXp79XNHJvw5LAQCA7Y4cR4eAzOLCRmxbXOnILo36o+d/h+xsWMr1UTaQu6dmZ6f611vST1UsXCykJe/e+a8HIdlFSQGx8erBI0QAAHyzlb2zUkz51OxEubVReEbY5DZlLD/ysaZjZPcUAAiX8bnWzyUCfBLzqvKCnz8Pj2kncUHAXBppTyjr6ulpaR8Yxq2efPBR13OPoNL2cKV15cWl2ImZ3vxEFz1V2+jYXjLlJe5sYkNVllJY9ej2HgDwZiYrY1RUc3O6dwQAPFJrg81fbv7L//bPMp7+OBYAAH+swVrq+3/45z9ds4zq3T0AgANse667mEt10dTLoyRobwwg2S9/SHaRO3c/+/EpYbR3dGn+5QzZ+LEgWVXb8PDWvoniYNlnMVGtO2xqV02krZhrQ9PO2lJWSJS8RzGewYKT6cCUfMuwypZctzsm7t4tUwBwMjIQoe+UjGljA2eqOk9KP6oQN3u2FczcWMm2drBWF7dMTErCEU5YPx7JXjiDyw2XFM8qnDh7D3nsjY4mf83nj2307aMyY3S+vf3oxjNNC0d7R6fw4OC64dYU16AoxaCJHQAQTtc5uLobpjdMjQ/lmugEpYaMEw+GskPFlEx9MX0CACDtYbyk5UK8YzPLcmOl5QrrZk8AAIRMBmVrc3lsqDozraAyd+zw9MfnUL5f58nOWcOFaDpaukUuAQCTUWakqmogkY5/uVNcsD5SnhVkX9i9zhICABwQ27I8nnnGVeFPQUifrEyRk9B+dutzFS/zPAILBLBTGWOrf//TO8qKutYVy8sAsFpRFmymFIdtJbw8OQbJDkj2yx+SXeTOk/1gdrnC0yYwMahieHFhZrIjL81eQz8gv2R0eqEmTPOhjXVEQ1dHSoytwnWN0Ii6ihIXI/O7er6VI2Nr3eXmts4K7rHFebHa6ubaXhHVvd21CeGqDxUtQuJ6hnpyAzxuipt5VrVsMrkAAAzOYmGAsoSYpEfC2Onpj7aOuacH+OpMV5Nb37l4Z3eOz0xPD9SUBZjr3H383Dy9oLt/tD5EV9/NJqqybWxyega/Qtw73WhMDvRVMU0t7uruxcR5Wgd5xOMWtxfmi03UrVxMKqfxc60YZxUdQ0/fisHR3pKSMHNl/7yUkpxCV+M7d3yCm1fIHA6XRdnf3CQtT82W+bkEBelVrpJEuUbrh86RXchdG48zs1XTMU5s6Rru6smwN3HyNMoYnJhdxi8s4AcLszLT3LNG5tcJGyvEVdIReRnb4GwXHJ5T2ompjo1yU4+tri5IjIm3t8us6MA05XiZBWV5pRe15rtbhuemN7S2ZQSGOrnFdG2svfrKg2QHJPvlD8kucufILthbJWLS8mtyw0Nd7CS/fyQmLmMRk9azecJinMyWJWq8eHJDTdvQwsH8xfVvb3z93c071z778tN7dyUtbKyU1Z5+8ckfpcQ14zKLYiKtFKW+EReX1NFXE3v08Na3t+6K3fji+h+++Pw7j+Ay/Mv9voLlNr/wKIfc7mP+2xdCCWAfWxGqf/ezz/78h6++vXnv0f07d28+efTIwiGotHGefMJmc8ijPakeZoqS9+88kpSxsAlrHiBuLPdnReg8vXv3wbeSljZJnUO7bC6HvN8eYCH9+JZWRMoAfm2ktMBVTeHO9VsPpcRtY9IHBjrTfFy/+PdPP79/yx/TvrOzj+8p9g+IMpBTEZOVt8suXKIwPmyHzLnnxrCZG9imGCujpzcf3HtwV9M9oLCisjDVR0nXSEHR1C04rnlhmkTa7Ut207M38G8dPdjfGctPNpZ5+tdHEmqh0Y0rOywadaYy01ru0YOHdzQ8/WsXiXQGdaWhwF1d/t69J3KO/vlDcyfc14cKkOyAZL/8IdlF7hzZhSwGi7y1f7S5PN3bUZZXXFrXNErcpgMACJg7WyOtzRVNzW39IyNdzfWVZYXFZRUVVXVNtbXtna31za0VJRWtmNb59QPi2lRnS2FlVW1332Bne3NVWUFhSWlpRU19RdXw2OLxK8fnOsqbikvnjwXwtp9CYBAXhzsqSivqaioqS4uLC/IL8quqMBNzW7SX52YDi7M1OdRUWZCdV1SCaepb2aRzBcxNwmBdeXFJXu3QGJHCAQDg8g6WJjoa61tHJndZHO7JwRy2sywnr7S+DrdBZpweL40NlxXVN9RVja4TaDTGEXGut3eooaKqvLVzdOtIhOuz3u6XjqCyqZuTI/VFpUUlRe3TS7t7x4TZgeqGxqqq5v7ppQM+AJdLnupNj47PqK7f5jI4u+v9jTXZFbWd86sMgRAAODtb481VpRUlHTPL+2ev+Hhvoq25rLSieXx2l/PmPi4kOyDZL39IdpH72COCsU8WuhoTIhMTkmMbJwcJ7zemzP9cfeiIYEIW42hjpa+1t3908kjA+eU7nBeSHZDslz8ku8h9bNmPSdj0SFVlNau0vNH9q+z6h8vOOz1a7W1uGeqdPvjwudKR7IBkv/wh2UXuY8su4DEpp3t7e4c0OvcyDcz4N+iDt9kFAi6LweSwf4s3CskOSPbLH5Jd5D627H9HofHZLyAk+5UKyS5ySPYLC8l+ASHZr1RIdpH7edl5rIPVhbbGdkxTY0NjO3ZkcpvB/M1ncuUdkZdHWjGNTc2NzU319TVVNVX1dU2j01sUxvl3FHI45LnR3s6m/rnlg3fun2BQiDPDzR3tg/i14x9dYsRmkpfG2zrasHOLe7/9a/q5RJFdQD2c6R2oLysrb27uWCScvHF+C/+EPN/fXdfc2o8nnJ0bA3z24co8trmxYWB49WxINQFQN5b6WhoasH2LB7Q3ds8j2QHJfvlDsovcz8vOPJioyFQUk/jsj3/+45f3NbzCsLv7H3hCxk9jzOGK3OTv3vjyD19898339+/evvu92L0HxpaRzVgi47z9yfyT0+FkT9UH38o7+nXtveuUxN31xjCHB2LX5KJieslv8328N5QRKPnoq8ee7vUbP/lb4XPYXB73tx/C/b1lF/K5R7jWICOTx998/bWivM4PM28I+SdHU2W5rqqyt59LaETEtqzvcPg85uJEqbeTwpPH93QNAhuxWwwei7BUE+Wj8OT+AyX1oIqGpVP6qzcCyQ5I9ssfkl3kfl52AYeyS+gtydZ/qKxm6lA2iz9ic35z7vi0k+2hrrxAvRuW9i75LTgcbri1NcvXUt7dNRi7yIGff0K+gLIykmbu5GTr3LKzw/zpAlzWzkBfmvMj3UT/esLbJ5PwOIfTs8UeUrrhVnmLb/+t0JknS+3dC/P409/k9b3Ze8tOWSfjcpJLavKbBgcHJydnSPt0Hh8AQEDb6Gp007V1jUyorq6Ki3XXz6gbmR5pjI03N3ZILK+ty4uxio32z29rzfVQd3b3y6+qy0yN9dFO6uvaePldCMkOSPbLH5Jd5H5prEfiZKS+p1982tLfbhVoHHxTqEJ2fvWr6SU2cjzE9DU0iwdZ58gOAAAjcUUJHl7tu9vvkB0AaNz5XB2XvOC69Z+cJkgR4gvMvbKdSwhvfTHgELbHc52y+zHzv/0ZmO8pu5C50ohxk5FQcXPMXdh680uHcHejPcPzuY1/7uQ2CGnj1emqhhEJkR5mHg6a8bU7fIDtiShP57u3JJUVb2hl5I+xANbnK0PVlJMy2ohng7ChsR4ByX75Q7KL3Pmy805n+wM0Hd3C4saZb+MoFLI38T11VamZRdXY4U0qAwT83amJpsriovaO7tn1IzpTeHKI72sqq6ipbxte2d7cOzpeG27uGe9eOnl738nR8VSJv7iZmZZ3XHZ2dmZ8sq+NuVFUTMn8Np9B354YqC3NT07NLqmvGyOSaEIA4OwvjGPKivMrC0It/EI9vTt2yW/JzudtjQ3WlRXnpRWn+EhY5kR1bAOcHC90Y0ry0zIa2ke2T1j7jOksC8cIA9+c5vri4tLG9tndQ/rBPi4v2Vrue9jimKgAACAASURBVBVrrZi2ruklwnJvU0VVbUP70NIm4eRvOfPGOxIyScPdie4uGnp6Wna+WbVNmzTame/c2amyaFWptIw2kgCARejt8VfytFO7/9jHzK5jGQCAu9/k7nnvH//5v659FdiJ3QOA462u4hAx79SiqQ0AANhDsiPZL39IdpETSXYBj7G10poWZ6yqcuu2uLSZeXTPxOrcaG2QlYKMhLSLs0dhx/IGgdjX5GOs9kxJ3cgppnagZ35tvTPRISg7oIHw9hb26elMQeDTJ2J/vH7voZjY9zdvf3lf1jGnbJHC4B0ejuVGm6hK3/z27kPZZ0bZ1VNHTPraXJWfk7LU8yfaalLPdZ1cfTrJ+6/HmhFyeaez/ZnuptIy0uKyevpaNwwy4jvnyWttpQGWGlLid76VU3cpqpxf35/IdrB2lVE1djV58VxMUso6v7pvYKDYXeebT/78py8+1fByCkvO9TRWk1LVMnGOruzu+lvPvPGuhEIehzw9lONob2ZmFDMwuc/lAwB9YqQ8XMIwL7NvFwD4OzhcnJqj4YvPn7nrhQysCwFAeNrnGSz/f/3n5zefR/UOHwAAY3eoJu25W1rB6Nm3LyQ7INkvf0h2kRNJdurRVE2KspGza2Z1T11NtL/u08CslBjfrDTD8OqukbHB4RXS8cZyS0Wamn9GWVfH0NjszAqJyWZSyMTtfdIJ++19LPuHE2V+kt5+vtUDCwsLY5j6EHNVMQ0tt4oeMofFOCRv4JemOxriQ+wfe2dicH2NyWmuNu6F3djJwfYAfXsDK6/2XfLrfSe0tY3WcHPHMOfswdmxuvo4s4emSeH5eRWZ/goGsQnVHT1FXo4u7rrJbePdKfbWgfr+jRMrQ4OlQSaP7FzCWvvHqgu95J86xIT34oZL8pPVAzOrsJ1DY7MzK1ts4Qde+SnqWY8CHnW8PT7KQyG5furgFADo4yPVUZK25fm4AwDgbPb1BCvY6zz7q6yfYdz4NgAAZ7/d3vvZ//KHL24pJg9PnADACQlbGvXINSl/7GwaWiQ7INkvf0h2kRNN9uOhVNfrNx98K6Fuqqkqdu/L/0/SJiApubWvuLZjsLelvmtxcX+fjB/vzqrCdndgGrt7+pZ+/or4vYPxCl+ZxLSC1Zfb8uT2LBVJFXGnmAkGEwAYm4uYuHB1ZemvrWNKSpPdvF1UI8pJIASgN/nFeTt6te/uvNpmZ250tvmqa/uVFGwAwM5eT7SyQ2ZIXGSqn/In18UlVHTMVG9d+0rie8X42vo4Y+8Mp7wNAQCc9uZKm3i5VLbP9XSlGSjEYcq3qMKt6b7squ7uTkxjd+/A8gEXPvDSzw84n51NxFRnq0TUjG3vAwBvdqoyVk0pK7tzmw/AWOtqd5N1t1YTkwi0cMGuCgGAuV3r4Pzd//rff3/9Vlh33z4A7BNb87zveScWTZ9NQ4hkByT75Q/JLnK/dKUScSpS38M3Pn3l9U+OD3f6G9N8LP7y3aPbCprO/gF+YbFx+ZixjZ1TOnN7ZXmkuTI2obhhaIbB57D3yIS5yYbM1LyixMGD43fTSOeuNIYqpGQUrL70mYIt1nim8tzSp3lufrQBU1WZlxUVbWakdc8ls64k0drJUsyvcJnDAfZelWe4l3vAAPXVxHLAXG2udxJXdc3IwgPAOqExRN6xIC4juSBU9ZNvJGX07L2DggKC8wtymybaYtRtk2zzNgFAuNOYqGLnF9jUP9PWFKspE11XgBcCCLhs8u7G7GR9RkpeSfLg/jH7bzbzxvnx8EOl6b4Oxd2rdB4AAJWMzfN97hZTsXQMguOh0hRVo4jkaE9Tfw+9rG4aABCHw9yd792R0VS/YV5WtSgAWJ4sClJVTs5s3zybrwodQQUk++UPyS5yPy87n3O6vdZVkK7zQFHN2Cqjs6evt6+3p700KT0jyjc0JkzRyNUxJqm+d2hkYmJujbS1tbNDWJyfGWktSrYwDkkoxKwfbeHxa5PDI7mejv7BeqUzeMLKzBJhcZfxw/5qPuV4q78ty1f7WzNrh6z6vt6+7uryMHtDMRkth8ySwf7eRGNtHXvrgobG8qzoF6YRuWXZcX4BMurmfnklDRW5Dgpq4vJ6Sb2j28yz2YaEx3MzhTY6ehYGoeWNNRmZrorfSdkaB4VFx3io6PkF5zZ1DAyPTiyvbBEOZkt8bD31ndJLWyvLUv0tLZOSG9d2trCdsaqPzYM962ZXd8hby8trU4O4HA8730D9qrW/3cwb74pJ3yMs4sbGh4cmOrNSMzJ8imdWyeTt2ZnZKfziDLbR0z44KDmzqiQ/ONRJP7N+fHakMTPLzjkks7yyJCXIODI6sKgTW+JtFRoUW1RVER8Z4KGT1I8lojmV3lj49S0k++UMyS5y516pVJ6p+FDi80/+eu2bm7fuid27++DOnZtfSGk75NYsEPCDRVmWKko3vxN7pqhoGpqTk1NakebuaK796PkTtcCkrqGx2d5Cf/9IfRmlB/IqbuU1MwurnfG2/pm+dRs/XF/KmMMVusndu/nVn7+68e339+/duXfz7t1vFbVtMyqmDo5ohPU6L2OJh9+r29r5evtqKBoGFRX2dGLTbE0fPHx4V1NLU0FR/J6YjEtM1+b22ceFkMUidNeEG6s8figuoWKip/z47t1vDL088oorQ610pZ7duflQXMHVN2d4fn9lti7MXfHe9e+f3tfwD6+f32DzBbSF2UJ71adSsm4R0dV1ub5+MYaySg8UlJ0Kq9bozL/dzBvvaGulLctHXlNXRs7YLTSheXmFyuQdDVQ5mBprh8T3LK+NleRYyj/7/JGEZmRCx8Yul89nzY/mupo/uH//prZRSHPvDpvHXF8u87OVv/+VmIp6UGUT/ofJQ5DsgGS//CHZRe6cbXbW4fpyV1t3W0d7Z0dnS2MTBtOIwTTU9QxP7xwLQMg/3Jke6KuvaWhsa++dXFpeXltfHMUN9DR3dI5uEKk0OmV3dWJipqe9o3UQt3BAZdMZu/PDk8sTxDeucucd76+Od7W2tXe2dbS3NGMwmIbm5lbc5MrBqQAAuJzD1bnhnq7+kdGZ2YUp3NgiiUSl0feXZrra25oGhsbGxnB9vb3jCzt0xus9JQImdXN6rLuto3NgdHwc19fdMb4wv71HIUzhuloaahua23BjSwcnPJ7gdH1luK0B0946hCdSuAAAAgZjZ2mqr29ganaWQMSPT8z2tne2DuHmyZQPHjn3PWWnU0jLEx3Y3vaO/snljSM+AADvYHOkNCejKLGOcHS6tzPV11Xb1o1b32IJhQAAHMbe0mR7S0vT8DjhhAYAwBMeLc/0t9a1Dg6vHL3xXQnJDoBkv/wh2UUOjQh2YX3wiGB8IX1vc763o3uwc/aU+WGfNEh2QLJf/pDsIodkv7A+WHau4Hh1sq0bO7C4/eM5Bd87JDsg2S9/SHaRQ7JfWL/BKL5CPo/L4/EEHz71BpIdkOyXPyS7yCHZL6wz2aMiIj72igAA7O3tIdmR7Jc9JLvIIdkvrG0SSeL5i+TExI+9IgAALBZLTlomLCT4Y6/IbxyS/UqFZBc5JPuFtUcmy0hKqSgq5mbnfPQ/sdHRN775Nj429mO/K79xSPYrFZJd5JDsF9bBwYGCrOwf/uM/n4g9/Oh/7ty69fvf/UdaSurHfld+45DsVyoku8gh2S+s3Z0dKXEJZwfHxYXFd/xZXFxaWl5exuPxePzy8vLS4tLi4uLiqx8tLy0vLi4uvrn8279aWFxcXFpaWn5995ePubi0vIzH45fxS0tLb9y9t7f3sdjDS7LT/zcMyX6lQrKLHJL9wtohkSSev0hKSPjYKwIAwGQy5aRlwkJCPvaK/MYh2a9USHaRQ7JfWL901iP7dGWgMyc6PiY+tqJ/iMACAGBsLLQWZMdk5WJm8My3z3Xk7Kz1lhfGpmWU42ZOeQIAEJC3cDUlicmJZQPjW2fjZnJ5+5ODZekJCUWlg8TDN+aJQmc9ApL98odkFzkk+4V1nuxCLmunrzXJ3lDi/rNHYnfkze1zenCreHxTVISpnMR9WQX9mLjaZRKDdyaTgL1L6kmNt1WSEZOUUQ8JKZ0hUg73xyozLNQUH714ruXiXjY+S2Vyj+dw6b5OMs8fP1VW88nOG987fDVcJZIdkOyXPyS7yCHZL6zzZOfvr5c7udtYmuYMjs73dYTq23m7WIfHJuprucZUNoz1tsVHu6km1U7unQAAcE+XmsosNG18s0pxQ/1FGT7KIUX5yaFuPia6SeV9w6ON4bZBGb7l3dOtqU4Kbl6xbUOjNeUpXsqhrY1L1DPakeyAZL/8IdlFDsl+YZ0r+/ZSpp6+up56IYEsPN0p9kj209e19jZ84p+F3aaD8KA9PVHTJKxudoEJAKS1plSHp+5hJfOHAJzF+mzlJ0p3v/ijtKNJ9sopCOAYE2sTbK5sFxVt/cylrGCCA7C5XBujLxOThlk7AgA0PvvZwq9vIdkvZ0h2kUOyX1jn7o2hH08VpLjqq2g6BCYWFZY14NrT08OCZRUL62ZPAIAxWdYQqOtSPNx/CCCYnSyLVJTNyOzcBgAhGdvpee32v/0f/yTu5jnAAAAQzjU6BDh9IaZrp/E0c6B9CwAo2z3lUQ89Ugsn1wAAzal0tvDrW0j2yxmSXeSQ7BfWLx1BPVioi/R69q3MUzmZyDbsZA+2OFrauqpu4QQAWPPVTdFGtoVDWDIAd3K0MlzcrDBrgAwAwv2e3tDrTz7/f/6o4h87cjYBCb7b08fpsxsqBmoaubjBXQCg7w7VpD13RTNcv7Xw61tI9ssZkl3kkOwX1rmyCwWs9ZnehsKIgGRvPVkLP5/QoOhg32d2DS0rNACgTpRU+2nb5g/27gNwp8aqo6StyvKHDwCAt9PW6v7Jvd//45/UAxOn+AAAgmmMg6fFX25rmmnplowP7wPA8VZXcbiYa2L++Nm8h0h2QLJf/pDsIodkv7DO3c9+RMDE5qWn5Y+RSGs9jWHG+mKffPKXJ9cls6oXqQBwPJhbbK/lWTo6QgGA5bnqeB3Z1MzWLS4Al9BSY/blnX//p/8m5e7eQxWCANiDRZb+Vt/JWnsZvEjrbSYAAHmjOdvtgV9y6ewWACDZzxZ+fQvJfjlDsosckv3COkd2IWe530fRXNfWfwoABHyMrbHCtf/2qYTiI5eMITINqGulsf4yTkmdRDIAAPtooDhcyjGqdHYXWId9hZHiGg76io8NAswS5o+AwVvK9rAJs3SKKc3zkbMtKRijA39mONdHXjcrt3f3bKpCdAQVkOyXPyS7yCHZL6zzZOdtLRZ5e+tqaDqExabGJQTYWETGe6QXlPva+3uHBIeH+tsEu7vUDCwuTHW0tjYOj04Pdke4Brv5+oWHhTgHuliX9OKwmIIUd2PPgJjwMF8H44jK3DH8ziwm2cHb1T04IsrL3cvHomBilMw5e0Z01iMg2S9/SHaRQ7JfWOfvZwfK4lhpoLvC/Sdijx4YhsW0EQ7Zp0ezZakmChJfy6m7lDes7tEPhzHupoaaAZEdq8TFxgpXTdnr4gomqfkT+6cgBGJ7rb+W5JMXj0yiU7HEEwDgbG81R3lqPvvuuZ5RXNsQifl6JlQkOyDZL39IdpFDsl9Yv3RujIBL2yevLizOL8wT9g/PZuzmU4+IK8uz+LUdCh2EwKcerbXWVtZlYojHVCple31lZnmFeHR6BraATttbX15cWiQenLBeXqwKzP2d9aXZpQ3CAZP7xvAESHZAsl/+kOwih2S/sD54tjwBULaWcO3NHYP9a3TWh02EimQHJPvlD8kuckj2C+uDZecJKcSFftzo5MYhwAdOhYpkByT75Q/JLnJI9gvrN5jh+rcLyQ5I9ssfkl3kkOwXFpL9AkKyX6mQ7CKHZL+wkOwXEJL9SoVkFzkk+4WFZL+AkOxXKiS7yCHZLywk+wWEZL9SIdlFDsl+YSHZLyAk+5UKyS5ySPYLC8l+ASHZr1RIdpH7ednZp/juRh9nXzsHOxsH74js4smjE+5v+MxC4KyOl6VGWNq4u9o72FpbGdt5hpfUTx6dfsg1OPTtg4maioGZwW3+j3/FPqbM1Nf14ToIIr8MJnu1syHBy9YpOKhsbHaf8153RrJfQEj2KxWSXeTOkf14oaXCUknt83/70x+viZnFZo4cHP+2srOXhvO8zL755st/vfVQQklNRUFJWsfcq6Bp+Zj6E5Z/bbStPVxJQfc4dpP341+xDk8nyss6+xtX30/kV3EFlJmetHB39Rdi98Sui3nEta4fvs/1Qkj2CwjJfqVCsovceXtjhALO4STWR9XWKSh6hMYWfuBljz9NKBTMD2Ul271Iq8FtU3mbU/nePrqaNkUTk5fxrTpmLxS72qaHZjXjuvJCdfwzMMuk97k/kv0CQrJfqZDsIvcL+9nZ+JFQHVev6KTZd21FCwUCPp8veC2+EIQCPl8gEAhffQoIBWcJz3p5+42HWJssyXGVzmuZowOAYLao2EtRPLyhYoklFAKAUCgQCF4/FJ/P57/6X+Ebj/tyubMfvH3ZvVAg4L9++p9ckS8U8Hk/rL9QKBT8sJrCtz/IhEL6KgHjK2cSZVe0SGFRjjbJR6cM1st1ev0AZ3d69QhvPxuS/QJCsl+pkOwid77svNPZ/gBNR7ewuHHm23s3OKy9wbY4Nwd5VWOH2Mz+rT0OkzpdUeRrb24aFR2PGSIcHLMJy61Jfpb2Lt4R+diZ8RXi1lBBSEplUheJ9cPj4Edz42yfhuf07nEBaEOZyYbPVc3tNI3tzYOSIqsw7ZlhuU0Dfav4leakEEM9XSVTl4TmronZuc5ET0cLNXnPmOzhKTIR35EYbhfg55eYlRFs4+QbUDa2QBPwtwd7UzwczPw8AyrbWjEt9bHOLh6umV3DhwBApS83FPvaGkmrmzgmZHfgd4lDTVkBprYe7vEpaYGOriY+AelDi7RXEnBJxM44O7nbf/rs60/vu/qlTm3yKIdTJWnuBoqKZuZuRTWzW5tzdTXhrs4+CcWtjflBuQUp3XMMePNNQ7JfQEj2KxWSXeREkp3D2JnsiQ8INLdxMjO0MrDRs6no6G0uz/fX1DC1dIyLjscMb6yujGMKDQyNdB1cAmIK20ZGNkik0Yq43Ibsvh32Dw+1Pl0UaHLtuaKmg2eon7ella2FX1ZuUpDJ0xtPXty2i82MiyhtrsnLyogzNjHVMjTVVlVVsHRwSyouDHPVe/gfnylL+/fN7q0Tmv1dTL0cQ7Jy46yU79166l7euryK74i3MjTRMw8ICK9ubmpsq/LSe/zdPdPEAjyVuo6t9XW2UTMw1NLSU9bW1gsrrKnICtJ6ePPrz5QdXF1t7WSk1QxDMmZOT89eNndnqy/NQ+PR51/d+VrcPyy5ZWigICbQQVfPQE9bU1PWSM2lsKg6NdVG8slnj/U94wK9C8py+xeZ8OY3HST7BYRkv1Ih2UVOJNlpR7i8wHvyBmZxRV0Vxf72Mn81DQ4K8iiscM3rX9hYmFrY3adtb3TW55klN/RNjc3hVxeIJ+8ennBjtjTI+PObYt/effBAQsUwJKmNSGLTj7F+HlaqzwPb+jdpsN+cZuOgqJbbvs0UCPA9/gYG8lae9dNr43lBwSl22SsUDoNPGB7Hb67ygbna0uikZBVd3TKOG2vLsUxs75iaWlrZxO8yWXs4rI+abWBW8fjUdFmw1nPf4DI8FRi7XUmB0jI64dWlVfHp7mrPvesb1/Z220OS/Ozcm7e2Xv+l0dc3G33krOIc6knM46HBBD1p2+SoQToI1pcr/TTvWLhmVNeVxATflbULbe4mv+NYM5L9AkKyX6mQ7CJ3vuwC+uJQkJazR0TC9BuwC8mbXfGO169/9/vrd589fnjjzu1v1N1SqhvH54c627oxZQUlXf3LpN1D4lI/drgbU1VYVtEwPHvA+8nZKgCwOlGU5vg8uqB5Er+1vbN3SuUAAJvS4ePtba1SvEFicACf6Wli9ciqaYIDAMKDWncPMx3l/PElEq7FKybEuWpgaxc/OLq6dUAFYG+0t7go28ZUN6wes3bnhnt7sE3lpcWYponNzZ3R3gAtl/C8op5ubIrdQ8W46K59AABiS727rJRfVkRqaHa4qVzW1OQpH0Zis6NdPNp2SIxXa8oi7rb6K9gmubaRqNtN9c5Sih4F+XgA4DHny8Iea7iFpqSmJEa/MIyuXVx+14mbSPYLCMl+pUKyi9wvHEHlrI6G6rh6RScvvPoJc2lhsjwl2N3q88dqml7BlZ3d3X3DuOnlXQqDywf68f5qf1OIV2pOQ+8JCIHFoOzt9qTHpyXY1xO22T99gvWp0jw32VLs+psbuayTVk/vACf1GvIhlwf7NbHGBs+kostWWQKgE/OcPPUM7Rs3NhgHhCzfSBt9u8KatJKJNQJdAMBcb29yVrKLr6nbBgAhsKnUQ/xgZmRecmrZILbBS8czuqhiZnau2FP5vpVD1iQZgLtUU2KhYBhdmV8cmxVpLl+0NE8HGIvPS/D0wR6QXx8TYBF3W/3kbZKcm3Y5pwO9kWrPNIJ9W44B6Ccj2a5iVr5JZeUFKXGSZikd6xvvequR7BcQkv1KhWQXuZ+XnUNdH2wPsrT8/k/f3Hr43NDdy8vLx9PD2cjE3issNK+yxNsj0NLR2SM4Oj49vbRteKAfN9JZVpKX5O1opmTkn1nePL/YX13TlB4db62t4RDhVD+5MNaYU9FRPvrqCh8uYbYhyv2p2Lf/Jq1gWlA3vkcDAOAId7AlbuJff3b9a/20qoUTqpA0Xx7praSmqW3j6GBrp2vlHljSuc1mgJAzGR9lcv+vLxyci5eJFCHQ1mYrXHVv/+Wz2zpO0RXtfZ01mKrc6ABHTUNHR4/YZC/DJ1999Y2CeUJtR3ddprWxkZKhiY2ji6WtvXlQfnVFVrjBixvXPpNxDkpMinWQeXLr5iOTpJLxgyMhgGB/dzg7SPf+f/3l9l91k9LbR+b60oOsjRU1zCwdHexNnIzs84sqMrLdJMX+7cZjrbzK2WPmT95qJPsFhGS/UiHZRe7nZWcdzdQXG6sZysopKKuoKcgpyMrIS8tIPjVxiWwdOWacbPc2h9hYvHgsraCjax9TVFxcU58X5OtipaSt5VZUM49fXRmqjIxMttExULF1TuybIhFIg1le0UWRrZsv1WPP96f5O0i8UJJXl1NPyukgngAAMAVrDam+VtJiiiZW0YXjB0cAwFiYrAhzU1aQf6pq4lNUM31CO3uEk5HW5FAri5TyyYNTADiZHivzMdDSlBI39veJLKjMj0kIddHS1DSLiixu7C4PtjXVEX+s5Rhe2b5BJk1WF7gYqj6QUDMKiqudIa5ga1LdlSXU9NQtfLxcrKyNpJ8r6xsFZvaTdoUAgs2NzmR7XQ0lCXFJw0DP8sXt062tntQwK+VnT9Q1zdPyR1ZXJyuqgjUVFPSUtLMqhsm0n7zVSPYLCMl+pUKyi9zPyy4U8NgsKoVKpVFpVCrl9KyTExqdyRMAAAh4LDrt5OTklEKhMVgsFpvNotNp1FMqlcHlCgQCPpfNYDCpFAqFzmDxhUKBgMukM1gMDv/VCeQ8LpNBp1BoNCqFwmS9/LkQ+Bwmg06l0Bh0Jot39m9RKOSxGJTT0xMKjcl9Y6ZmAY/NZtDZXP7Z6e88HptBo53dl8FisxgMBo1CodBZLA6Px2HS6XQqhUpnsLlCACGPy6BRjk8oVCaLJwQhj8NiUCk0OpXGoNOoNDqFQqPTGCzu2Qrw+RwmjUqjUSlUGoPO5gsAQMBm0SknJxQKjc0RCoV8DodJo9LoVCqLzRX89HAxkv0CQrJfqZDsIodGBLuwkOwXEJL9SoVkFzkk+4WFZL+AkOxXKiS7yCHZLywk+wWEZL9SIdlFDsl+YSHZLyAk+5UKyS5y58h+NjSW8L2GeBTlPj/zQO8Yluvdy4jwsL9u2Z9bVMQXiWS/gJDsVyoku8j9vOyH2wOFcZb2Vv5VDQunv3K8dOZWf1e0i4tFVHLDMulDdBcS56vj/Y1cnBKxQ9s/PTUcAPhAm8Ym+jkY+weUz67Rf80K8oAy0RnnY28cGFS1QGCcM8EHl0vsaU1wMTW2s4pv7l57e7h42uJUTbSzg19gxfj86Xu8JiT7BYRkv1Ih2UXu52U/2h3MjFJ/8cmzQK8G4q+ccoO5PdAVZqD8ByUz75YJkWfPAADh1lK1v90L8b+oZuZMHL1rCT7Q5wfiTGXvKdywberfe8flre+4C3WmN9pI6q7SLcdW3MGb828IgblDPtgnUgCAD6zloYJEfx1lBalHX31j6p49uvHmwAh0/FSxm6H4A3G/qnrCe7wmJPsFhGS/UiHZRe68/ewcAnkgWc0xNxiz/R6PeISrVPGMD8CM8d45BNivb2EaEydlX1Ewsv+zi9C7S9OjpNzbBt+9Xf+u9puzEqNkvHum3trcZjLGy9u6etrIAMCHnaog92TnmM6Fpc4i97j8ivHVt18Jd7NvKMXIKQtTs/YeLxHJfgEh2a9USHaRO0927ub+cKqmY5Zf+QKFTqPRWWy+8OUVTHQqjUql0lgszut/KwI+h8mgHx9s9BQreyYGNY6/KbuQz+eyGDQqlUKlMdlsHl/A47CYTAaLzWazWAw6ncHh8F4tzmOz6AzGIW6oJkbKvqJw9KeyC4RcJoPOZJGa8lKiZTw6hnZZL1eASqWdXV4k5PM5TDqDyeTw+Dwul81kMNlsHsBBW15KtKxHyyDxkE6jM9hcnkDAOZ7tj7SPCEspxtPplO2DjiA9c2/VqMG1k0MygbRDPqVx+Xweh8VgMpkcrgB4pIGRNBOX7MZaJPslC8l+pUKyi9y52+yb5P5ELVNvbVPbAFsNTX33wKqZtWPyZn9unKWyuqycpJybX0b/NBUAAA77m6PtjLU0NewdTW7bxER2TL65N4axutQU56utovxUXNYyPKKib7qvKMLFUtXayyMiJMrawEg3LL4enIsHTwAAIABJREFUvwcAnC1CXaS3ob6Bro6Fnd0Dq4ryqcMfrZfgYAKX4W6pqW9pqqNh4Sntix0/pMLJSGeiq5m4jLKipXs6Fjfe15Xnom1koZ3c2TPc0ZXmpGvu7V87v7XaUZka8FTdzdfN2FJH1ziwqLwfN1TkYv7i688+vS2nY+Xl7Wwq8+DaX699/r24vJKypo6+pn5CduXA1HhZvLmZrnVm/tQJdWdgKM3EOQvJfulCsl+pkOwid/42O7k3XkvLRcs6ICXW1kpDVUIxJh0zMT/XXBkfEOLnZi2vYOQQm71EoR7jp1JD/HRMbbxcnD1sVL8x8wzpnH5TdtY2cbgqLzQoyMtCV9HK1DC5vqUwwurJtdvP7psFRHpZWUoqGYdUtxOIW6NFYU4OBqYewW5mNmbat8yLi6ff3s9OWRpviHcwtTW18Qx301XXtxb3bcGtjPRnR3homFlZ2TqZ6GrI2fqEpmUn2WlJ3fyzTXZmT/9wsoHig8fy0V0Ts521Cd5PFb2Cw/0i3bQUpC0NHFMKs72snt2/942sqU9MRkZ8mIX8/btPbspaOLvauhtJfvUnQy13DG6mIt3kxV/EXCzrto7Jg8Pppkj2SxiS/UqFZBe58/ez7/YkaBjFeJQSeMA4Gs7xvG3iHNQ1CwBCKpXYV+enYeboF4ZdWB3K8dH0do0e3Qcuc6k69LmDh2/z1E+PoHJPDvG1GQbWFrLxlTMrC42udpaWWjkLa/tr+AJLv4Sk6NLyhkhLVX9M5RofmP3tafYPrYvzxt/cZufSh1ISPW2UY8enToWwXZoY4inhVtKCiXHUdDVw614HAOpgtbm8plloSHVda4KucmR59jqLO1Nc4ahum9UzOtVaHhskbdvYR+aAcAbj7Goh6Z3V3Zilbx7mmNlMAQCGEBdp7BiikU3kAAeIJU6qPjqewwTW1g42WNkmxq6GeLyLZL+kIdmvVEh2kTtPdvb6dk+8inVmQAMZANjrzelS5kFB1Z1b5JXB+qYUO+0n393WDYppG5mp9lY2jrApIQKAcLcnT8EjJqR1+o1HEvLo9CP8ZHdNiZ+O2pePJRTSq5cIK82u9r6+5m2nDMbOfo1jWF6yX1JCrrWSeXp/zwmAcApXESrhUFUy+eY2O2WtxC3YTM+qZnOTD0BpLUiNk3fJry9w09bz1Aof2wcA2F1K0TN0cjdIzK2O1FKKqsrbYHKmCopsNexy+yenW0qTIqQ9eqeoAEDGRYYEK7lmttamaJmGOma8kj3K2ClUI5vAASasFtgpeet44zbZm5ttfkpWsU6NZPrR6Hi2uVteawM6N+aShWS/UiHZRe7cbfaNne5YZb1ot5JVhnBnvSvZSdk7IjIhLTfVzS2zvKW5Ns7CLTAipmsG3xyuq2CjEtCDpx3s43K9H9m6B7TPvvFI7LW2znQfx8jSsq7qImcvT9Xk+rmVuQYnG18/8w4Kk0YiVzmE5GZFFOSUuMrJu+blzlLYpObqcPP7VmVF0ydvPtJea2CImZJsaGfv9iljNiPMzVnCs6qrLdFT3VjJqAB7wucxF/r9dGxdw0LKq2rCNaR9CjJmSHvYhGhtJYvM/unZ1rJof3GreiyJwj/uLvbytrZIrRtuzNU18rdJbTgCEFI4A2GG9oFq6St0oMBijo2sk6Zb59zB7ES+laRBmFPTHv1oZCzLzCW3pX7jPd5qJPsFhGS/UiHZRe482QVU+nprhpuVtrKGmomJvqWXU3z78HhjVYj+w8+l5B2SM6NMrS1MlUNbh6faKwPsNF8oyltamNlqy/z5u9vXbb0KZ4mvTgPnrtZWu4h/e09FPTo1ztvN4/snhuoaWi+ufX79wX0d35hIL2uFG1/fkFKzDU6KczfVUVNQN3O21DeRu/P7b6SfBTW0brye2Qh4u33tabYaSsrKOpaelmqKj2///qGuflJuWoint4qaqpqRmYGhia57dPnY4tbcVJG14nPpJ6YeHm5Gxjf/euuJQ1hZY0N5krOmpoaeoZaJuZFLWlrHyiZ5pN1ZSf17NdOQyo72/Ajz55/98fN/F/fyrhhdxTdmWmmI39Q0cvANthO/cVfsqxe65oaKKvc/v35P2zptcOb0157ciWS/gJDsVyoku8j9wrgxgqP9vuwUZx1ZVUvzsIauDRrAEakrM8bKytQ5LjUjLio60SdjcObwgLLcXB5opWtiaRYSHu1u66gdEJQ2vvb6Ah/a6lJjvI+ttVVIclJmaraHuYeuloG2ob6Ojbu9R1iwl4WlpZaShW94MWZwuDM/yMfU2NreNzzU38nKwiC2vnblzdPVOdSVrvpYB2t9cxev4DA/NytbZ+uivuH5obHCICclVW0NO++svtE9AGBQlxvzPG1M7H09Y+NSPO0cjQMSm2aWCJPDWW42+tqyxmExDYvbQgD+3mZbUoSdt29gXgMmx9/N3lhVWcvCzzlvfOlgY709KcrC1sYuKiUtzN/LSl9DXUdTS0fb0EDTPiSne+wYyX6JQrJfqZDsIvcrRgQTCPhcLpfHezVhBggFAj6fx+PzBQKBQMAXvBxARSjg8bg8Hl8gEPD5PD6f//agK0KBgM/j8c/uxedzuTwen8/jC3hn8Xk83su7CPl8Hvfl4/N5PL6A/1M7BfxXzyUQ8Pm8s6cS8vlcLpfLe3N5IZ/P471ckv/qGUDI53G5XO6bqygQ8Pl8Hv/lWr787+ylCQQv1+7sybhcLu/VMu8xbg2S/QJCsl+pkOwih8Z6vLCQ7BcQkv1KhWQXOST7hYVkv4CQ7FcqJLvIIdkvLCT7BYRkv1Ih2UUOyX5hIdkvICT7lQrJLnK/TnYBn8tm0hlMFpf3jiOGQhBwOQwGg8Fiv+vXqLNEl13I5/O5bJ7gx4ekOUwGjU5ncn8YY1jA4zDpNBqT9cNfBI/LpNNoDCbnLdSQ7IBkv/wh2UXu18m+s9qc5K9pou9d3bBM+clvWdzt7gp3K13tgKD6FTIP2f7uRJVdwFmoqy5ND2jb2KS9honHPZzozXC1VdY3di+pW6EwAABOtnGFafZ62mqe/qUTy3wAoFLnqvNc9NXV7V3yhxePfvgIQLIDkv3yh2QXuV8n+yGpLzVCU/pTmZiwzu2fyM3hHYx0heg9fmjwPGBghfXmPx4BCE+IG7sEwuk5Mxj9nSSS7EKgT3UHKz99JvcgcWLh5OV7zzmen85x9bI0NDSzsTMPdPNvw23t7SxUVfgYGBlZ2Fg6WVpk5tdMbKxgi12dbDWMza2srHwjvBqXF09e4o5kByT75Q/JLnK/ej/7zv5QqopDYUzL5ru2yXmwXRMeHq8eMb711s/ZcNiTX9NT2nvwG67z/6S9v+xCEByR+gtiNe5++0hFOnNm5WzAZKCSR0riFbUdY9tGKYfbnQVhci4p5eXZIR6emh6JY+QT6kyrZ4CXvKGXn4OUTGhcPeGYMj5Q4CNrXVL0aiopJDsg2S9/SHaR+2XZOVTKwf7+5sh0Y4y8XWFcOwkAhHwG7XBvb5t8cEpnCgCAC1vV4aExKv4dU6Tdvb2DQyqbI+DzKfjVOl9Dn2ib0sV9KpvL57AoR4f7+/unNCqTy/872yf/3rILTmlbQ1WZFfmeenZe5nI5M4vHQgAAPn6+JsH4eWRS/ToTgL7U1mCn4udloSTja21SM84GACqh2M3l5n//zy+//8K1oYkAALvrTRmOT4JSKxd2AABgD8mOZL/8IdlF7hdk5+0SG6P99NRVFFUtrMzumuSn9e8DHG4O5CToKyrdlVB3SsufoNAFPNiujQnyfqbm4OugoaWorutf1Ty/st6X4id/+4vf/+m/xB0s0/sm51prA8301bS0wwvSGpd2TzjveMar2/vKztqaX6gprOoe76sOjgi2kM9+JTtrcqw0XEYtKwO7AwC87WFcjIqLqfS1Rx4Gnr2rAADC0x6vQIl//Jc/fnMnDDuwDwD03cHqpCfuaQXjeABAsp8t/PoWkv1yhmQXuXNH8SXvTRWFuLka2QTHhLj62mndMspMHV7eGq3Lt3X0cQ+JD3VxMHA39+iZOaQJ9xtiPd2eawYlpkfEexkoiNvbBjVg+8uSLZ8/ePj8sVtBZm37QIlbgJuDrV9saiWmcnCTTOG9a42ubO8nO4dMmuuvb5peYws5s8lxIdZKxWtbZwOjUcdwlRHiNqU5uH0A4G0PDUYp2+k8+VTaSz9ubEsIAPxjrEuAzP/+py9vKyYNTRwBAHWnvzLpmWtK/ugSACDZzxZ+fQvJfjlDsovcObJzNrE9McbKHiWZCwCwOFfpKW6dndLTM5TlbfqFtLFnUn5JqLOE/INb/jljJMZOQ4xvsJJ3/zIPgDdWZmBloZRUNTs3WW5lFJLoO8YDFmGzPjKrrgUzPL8+Nzl7zKL9nR1UfS/ZuQRMU4aLlltyTFpuUYC2puKT2zbxCVgCkQbAmh6vipYzKM4f2AMAFqGny0fGyUjqW6kAk2DcFgAAh9xo53rnH/7lj18/jR8cOQaAo62OwqB7bgn5E2sAgGQ/W/j1LST75QzJLnLnyE6ZrSy3ldELq6nZAYC1tZZoeceS3J6e0QJX9X//5Jvr9x5KvHh6R1zFIDJ/lERZq44IilQOGd8GAMC3Obn56sRXjY8P5ZvpBcZ59NEBeIKDVfwcDttcWVVQWtiyuHbE+em0S1e495KdOV9R6iX3VOzBndv3H9748qs//e4Pd6RfxPT2HQLAznpjiuXz8OSGDSYAdQ5TYaYWEOCgrRRgb1I9zgWA4+VsF6cb//rpLbGvXBqaiACwha9NtHwellqzvAcASPazhV/fQrJfzpDsInfeNjuhvTVIUdo8PKSLdLjZ1RZrJmacmtQ7MFoQbHdD2Sy4pHJ4emZmYYWwc0Cn8wlV4R6+ck7No3t7J6sVsVYedh5Nw2szkwUmmp5hjq37fCGAgMdlUk8PxgaK0t00cusGt6kf5TV/pN5LdgHz+GhreWl+dmZ6fCDL1sZU8XFQHWbx+IQtFAoZ+xP12do2YZndE4drM+XJvnK+WZimsrjISJPQwunNLSK2xM7fV8spOiVYzSgts3V1f6u9PsFN1qW6YurlaY/o3BhAsl/+kOwid95+dtY2qTfRz1xZXFLdWF/XTFns02sPv3dKTqiqrQ10ctMzMjcytXQODM/vGiExOPS10aJQOyV5GRV1eW1zY7/i8vGDUzpxs9ZOQ+LZ92ZpBf1Ls21V2IrIAF8TDUVjLYvq9kUK+2O85I+VyNegCgaCAr2MJfPnN7anhxPCQvwKqsemJyvCIk01lSVUNDV9POL6pw9ODwkdTcHmxnLKKrKGela5ZdjVvZ2RxjBXCzVFKVUtLdfYyC4Ckf6SNiQ7INkvf0h2kfuFc2NohMXm5CgXexe3kISkuBBPF9uEuqpF0sFyS22go7Oejr6Fu19a8wCRyQYA0mBvhoetuZWBe3bR0NYJAACdudxSGuHnFVVcOrQ8316NrYgM8HG19UopwJHIf1+nxogsO4+x1NzUUJoxTNjdnRnJ8Ha2iQjDrJN3JwcyAly17N2jm7q3mRwAgOPtkbJ0e2trs6jkliUiAACVOVuVE2CjZxsSUTdLfOPIBpIdkOyXPyS7yKERwS6s32BEMC6DQsZhsdjK7h0K85cXPyckOyDZL39IdpFDsl9YHyw7H47wY02YhtaRuRM+98NWBskOSPbLH5Jd5JDsF9YHyy4A9skeYYu0e8L65YV/ITKZjGRHsl/2kOwih2S/sLZJJInnL5ITEz/2igAAsNlsOWmZ0ODg/7+9+4xrOk0UPf7mvrvn3HPf3HM+5+w5e3Zn9+zu7M7MOmNXBBFERJoKKoqNohQRkCK9V6UX6b33XtJDEkijBEgoKST0EjqkkuS5L3Bn1XF0jG7EfJ7v53mRD2T+eRI+80t88i+feyKfGCy7VoFlVxssu8YsLS5amJo62tkjurvVHQhkNwLZjfiILbwcVZWVZ06dTklK+tyvyicGy65VYNnVBsuuMUKh8Kql5Ve//m/9M7qffZw4euyrX/93bnb2535VPjFYdq0Cy642WHaNWVpcNL9k6vzgIR6H++yjob5B77ROcmLi535VPjFYdq0Cy642WHaNOVDr7BKp9LK5RXwsXGcHAMCyH1Sw7GqDZdcYeIVrDYBl1yqw7GqDZdeY95RdtrG2OMWenJycnGRzuNzppaVN2cvTHEs3hXOCqan55W2Z/O9XK5GJVudmOFP8ufWtl2dWk0k2Fma5PO7s2uaP1yyUb63PTXG5M7NrklevUAvLDmDZDz5YdrXBsmvMO8su2R0syX5qdVZX/5yuntFZ3ZPWQV6Vk8tKAOSzXFR6qP01C2v/JDR/7mXsJaJpbFv8g9sGl62ccsqGVrYAACtkdLKb3QVTE6fkHMLMJgBAsbxAKki2t7xgfP9BOooyL/nx5Jqw7ACW/eCDZVcbLLvG/HzZZUoRh1pTmBnzPCk7NzcnozDM1sIl3L5icmlphF7s/9TR5rprWMSLjh7O+pYSAAAkS/29SY983b18o+PjA58HeNX1DhARBcl+1939I+Lio/1c05pKGbylkdach54eTiHR8WEhMdHu1YyBv52sB5YdwLIffLDsaoNl15ifL7tcKZ4eprLHuX87Fwy9oLypMYs0PNoS9fTe3Xuh5UjBq2cTWJ8jlsSZOfhn9U7sSbZotUkmtj4O1y/e8L4fSuSIxXv80lCf5y5P02oLg67cTktDCmWK8cHqiCt2hcWEhf3HWIJlh2U/+GDZ1QbLrjG/8BtUpXialppYU9XYTqwrdDY8d9XbIxtJH+VwlkUvF88VY6P1qXdN0nM6p+UA7E2jWt2O6v7mX/6PyVNv9IYKKIGUUuUe5Xny8uPg+wYZuDYeAGBFgCwONgjPrhmdBQDAK2/s3/nHW7DsBxMsu9pg2TXml5V9R7xIyvcrri1pxrc+czt6zEjX2MjYSN/I9mZUB3FWrAQASIb6a56Z3SnK61kAAIAVIjH2yLk//tN/XA6JIYsAAACwsQHhT785afPwxuWCvp55AMDuIrkp64J/bln/JAAAln3/zj/egmU/mGDZ1QbLrjG/qOyS2dXBooDUrpr2rp48f9MTjt4Jla1dpcke925ZP47vYvNlAIgH6Y0JJp41JVQhAECxiMFEfGPw53/+i2101tAeAAAoWUi/IPevj99wuGVfOUBbAQBszRNq0877vSilw7L//c4/3oJlP5hg2dUGy64xv6Ts8sVhVlVEVHMfbpJMzAi3uJBZOrADAJDRCwq9rtnn9GCWAdgbHapPsrpdVkxYAgDszSM6PP94/N//179dDo7tlwMAgGKg8XGI65/P2XnevVpG61kAAKzOosoizgSmlw1NAQBg2ffv/OMtWPaDCZZdbbDsGvMLyq5YHyN2BsfWYFgLYsFgSZLrhfhC4pIMADBe3xh8xzGPhN8AAKzOIvJ8LkSkN3F3ABAzmwquGVqd/vZ3VwMf1czLgAKstCY/ina1cn+e4m4U3l43rgSAP1afZG+WlNPOWwMAwG9Q9+/84y1Y9oMJll1tsOwa8/6yq1YEtK4sjyoMdUEBRHPYkvS7LoGZ7Xju2GBVaoKDd2Lb4ODCxsb62vxwd7WLe1x6E5JFwRemB12JKi1Mi4hOdverxw1T+xujXIKyw6pQg5g8L6fU5Oo+5mBdWYKfVWRX28T2/uFKcK9HAMt+8MGyqw2WXWPeX3YRk0mqDXtBo3FFAAD5FpvVGBNgbXrxuO6la94B2agBFrYh9KnPo4wSCouFfJH+4KrJMWOLG5ExlcOCTeEStTL94ZULRsbnbvn4VdKHN0Wy1ZG+TD/ny4Ynja2vB+YV0ZeE0pfHocKyA1j2gw+WXW2w7Brz/rLLloTz4yTexsrufoCUik0WpSonIyQ6tQxDmt2ViqfHWlLjwjMTWvjCVS6zrfBFWGp2NZmxqVAAAMS8SXRxemJKQiWxf3Z/JxmJjI/vLEqOTC6tJPGF0r8/FCw7gGU/+GDZ1QbLrjGf4Ixgsq3VOUoPgdRGXtmRvv/u7wDLDmDZDz5YdrXBsmvMR5d9T7U2SW/v7EIPciVA8f77vwssO4BlP/hg2dUGy64xH112FZCLtlbXNzZFex89GVh2AMt+8MGyqw2WXWPg+dk1AJZdq8Cyqw2WXWNg2TUAll2rwLKrDZZdY2DZNQCWXavAsqsNll1jYNk1AJZdq8Cyqw2WXWNg2TUAll2rwLKrDZZdY2DZNQCWXavAsqvt58uukK5Nc4k4Eg6Pw+J7qcOsJbFU+faNqEUFFOtL40M0NIZIxGExKGQXhkCb4K3KP2qXPvmOaGlyfHZlbucnc1VIpCsc9uwCf1Ptp6FQbc/wBokYHIXKWVmTfNh2YNk1AJZdq8Cyq+3nyy4WDtbmW50z/fZPf/7T9/q2wfH4xRXZJ3xkJZAwMEket7/567FvDp84eVrnmK7xZc/QYipzXa7+O8gmbw77IqWV2M79yRuEaGmNlJPd1F3JUu/wTRWQz/G7MmNuGxw5Yaz/sKCesfpBG4Jl1wBYdq0Cy662d31mX5/hIAuzbHUtr9q5lfUzVySf+jP7xvJka8kTN6vDnhEv6jtQlTl+zo/veych2VPi9//3b7cnkqxwOQvChR3Vm79SSOWrU7z5pekt9Z7Gtmy6OzMwJSIo8lmYm7WOW1zNCP8nD/IOsOwaAMuuVWDZ1fa+dfZpRoJdUHhazsQ/6PFnmA0VgZbVOO4eAEBEzs72uHo1g4Db+Ac93EdQrYho6ffcCiJbuZIdDq0WTZvYlHzIBmDZNQCWXavAsqvt3WXf2xwlRdp6+8enDojfXN2QzU+RER2llY2dfYPzu2KgUiyzRjHtTY0EYu/49IZIotpan6JiWto6kT0DU0vzqxub0wNY8kgfd+uVTU3SS154mbyo798EAABWVbmP2SXvhKDctjYCnTw+yaXh6RPT01sbW1PUnvramrKmbipvemVVONWH6GitqUCRB2YWdjaEHHJPGwaN6qXR8O0IPJ65IJQDsDM3S0N0NKIR6FEOe2xyrLcLiUEN8OfEAIA91SZ7FNtWX1TZ2EkZmt6SbM+y+3HNnRgMlUbDtnc1YXED82s/TlSxuTHWVhZ044SxrbF7ZTdtZRcA5RqzH1FXVtbUjBydXNvdFY6PERAIPI3JYw9h+wfI3CU5eDUksOwaAMuuVWDZ1aZW2ZUK8QIfV5Dx8Lr1sRPGZi5u6aRhwSSjLfaJlflFUx+fgHLUpGB6rg8Z5WRjdNXG3iupubeHxeWh0zyjCsJb+a+stXAHS5+56rgEZnSSxsiY3IiQ27aBgV53LM4dNr9tGZ5RFO6RVNlUhehqi3K+q6end1jv0t2Y5KKmrvKnt81O/OpX5jeDkOS5SWadt5OZ492HYXFh9wz1zptFtPbMb6wNlCW7WJsaP7BzyautLqspcjc3OKvvXlAv2FNss1m1cQFXL5379tg5Ywe3mKbe3sa84OvHTuiduufpbX/1+mnza27F7TMSyf56i2yK0x51W/+H3/7373/7rYNTcBeN04cqCXS6fPbID+cMTHz9Sgk9qMx0xwsGejY+yZlhDxNSo9r6d8Crb4ew7BoAy65VYNnVplbZd9aGW3JvOj31y6vHNDYkRtw3iS3KTY0syLKLqenupRB7J2fWpia763JuhGWVI7qJFMYwe3pXsrs+yxEs8IWv7lMiYNaEO3z93bG/HD1xWt/E4pFfJpo6yaSXPrK7Zab3tKKZMDjDRZSEhLpci85uwVNIlRkP79rdCEprRqLKA246h93NHV/ZXRUxmxqase0j/ImegvR7F2/H1HcP0Wht6beDiwo7cH3UsdHxqZnRhkJnk9t+ORUsvgBbEGLt6x9bj6Fh2tMDHl28H5DVXFsWHnDX+JTzi7wuNDLNM8TbNxK/uLi/4KKUiGf7sC9cDG942SYRR0b6aLUB9zyifAuwtN666sjHFqbhMRV1DVm+bocvOAaVV+A504LVbQV4dR0ell0DYNm1Ciy72tQr+zol2+/wKYOTV+57ONy9cO7Qf5i6R6SmdfaUNGGofehOApu9Klwap6Gz6nB4XBeC2NvHXnv7aWe5QxXJbqce+PjHp2TmlzcS+2dlMqAQEyPDnzpczhqe2FaCmYoYp8dGTh1DCgCAVFDi4XHH7l71iECAqojKCYunzezubo0PchfXNgBQzmDR/tc9khvaR9nTDGReHQaL70YTBqnTEtEGgxJ92zeusJyAJ+T4GJknJ2PXAAAqdkOZ8yWzsNKM0qSSWHuLlD7y2t4eNbkg3vNp58zMj3802ZwQHWX1JDsAsyxbxXQHWVr6lxVzAACSbVqen66tT2JxSXFmkuGt8ELa8Nv23IRl1wBYdq0Cy66293yDqhIMPb8fGJaay/nxR5vry2REQfijr4/qHze/5h4Q4BceG5/XSOHOrm/vTI+zyB21qS+qO2lMsVwiWpjnMejN+Tml1bnU1Y237EkyPVpfGXSlvm/+1R/KtlEh4bF+tm2rG3IZmCoKtXPUv1OB2wQAgI3mwNAHt22rRsfXeIy4yAS3sEwira2FzuWvSwGQCLBI/+vemW0dywAAkXRpamqE0J6XW93Q3TNGQUfcC06rrh+g0fOfXDAODWuZVgAA5pHtfpZW0aXphQklKW5WNbxJKQBDmRVZIeHEdeGPO3q+LHtOAGpJKkR3BZpfcnmRPgAAAPKJ2thz94ISCosKcjLMXfN6Zqbf9lLDsmsALLtWgWVX28+XXSnfXprurSl2MLxx2/VJaS+VTu+nU0kt+cXFSeExCTEWdr7eqdmdlP7BkZEJwcLCwvLyHI8zPoSrzXv8MC69vJ2/scifmmYNMirCnkbH3K8eZc8IJnlzvBXxy4/vyu21aWRNoI/NscDn5YOcNakCAACUYHdqMN/x1k1ro2eEoWWJXDbQGeV174JrUH4nhtReHeTm9ygyn7GxqpBuoqOfuxkZuMeFlDKnFuVAvrVAzk++ddbS5VkmdmpucV4g4E3UvORQAAAcIUlEQVQw8PXhvs+Dg9NrixLsLto4hiYhqIMdWQFm9xy9squIBHRpYpydc3RRc1VhiK+DuV5QXTNlcKjM66mzrX0WiTYnkQIAVGLRNBGZYnfawvVqEnGY2z9U53/7podddD2qr7M1K/qhVXxqWXVths+jo5YeyT1kofSn/0SBZdcAWHatAsuutnceqVRXYKV/6evf//m7H46e1Dunp6t/RvfkXy/ZPimoG+aw8MW5ztetT500NLl23fVZSXFxTX1uoO+je4YXDa+FpaFItBFCRWRkov3l6/qWVr6VNUMsDibdMzL/79+gSoaxye62X//hm69O/HA2Nr1jah0AAMRKds2zhxf+8G9/OW0RnEVeFgKZmNNVH+Zw/dQZ3cP65nciUppZArlKCYBqprHQ+5bueb94xMySAoD1/t5cR6Oj3331e+OHbuG5FbnRz0IfWZpeMHH1iM4sz3C7cu7wb/9L54ZfYdPQCKUqLsTqgt43xw0vOXk9byH3NeWF3zr8++8On7BycXO6Y23wl6++O23ilYSenlMBoOBzO6LvGB79w2/+5ysj78fFdA6fjMvzsTc98/1hw/PmgcHlRBIqK8ft5He/O/69fkJ+z/z2T15qWHYNgGXXKrDsavv5su+JV9isztaulra29vb2pvqGurr62rqaakQPfXZVCVSK5Rk6BlVTUVvf2oqiMpnMCfZILwGLaGxv72VPbW5vb8yNUyj9yNb2FhyBsbQp3t6dY/RQmRTe3/Z6VAhnB3uxDQ3t7e1NrQPD/C0JAADsqTY4Q3245tp2DIbGWhKJAQBge5PfT2ppbKhq7iaz+Zuql+s6cuHs6GAPZoS7KpUBACTLi+O93d3dzQ1IMpEyOj5CpfdhW1rb0IP97Jl5NgWLQTTWdeCpk4IdmXSLP0nsbimvae6mDgm2xNtz3GFSW2Mnqh1JImARaGRTfTuiu3d4dnsHAKDa2hQMYjo7O5oamrt7e8bXdxVS+TJzANNcVdnSihqdXN/dWWVzqJ2tHcjWjpGJ+d2fHq4Ly64BsOxaBZZdbfCMYBoDy64BsOxaBZZdbbDsGgPLrgGw7FoFll1tsOwaA8uuAbDsWgWWXW2w7BoDy64BsOxaBZZdbbDsGgPLrgGw7FoFll1tv6zsO+vcfkJzVzeJw99SAOmykM+gC9aWRJqb5z+KaHF2GN/eicOzFlbeONu6dHVlnNTdhUYNCuY/xZ/ug8su39zg9iE72+oJo2NC2U8O85Jssnr7msoqKpob2xgTK7tS0byAhmiqaahtojAE+zsaKVVbXBaurbERjWUub79yZCwsO4BlP/hg2dX2y8o+N9EQ7qZz9q9WGVkDW2BjYLQ76zlivH/5Q05Prj6lXCaXiOWqf8SjrVCwKfeN9c5fimpFzr3+q00mo8TDykBP36u4hvPGKd2VQCERy/Zkbz9lwtt9cNl3eZzGgPsmR/7rWmggRvjaCQtUSpVolJj+xN346KnjFibW6TWUkXFGY573TeNTZ45+b+MQ301cl8h2eay6Z0FXzuudtbaJqm4aW99RvHwRYdkBLPvBB8uutl9Wdrlkvgeb9fScXW4CegEodsXr8zProu1PeYmln6MCymnGEANFnJV8xKWWfpZiRzhQXR54zT61qY7z+luHYndrorsp/LpjbH7e6OsJlyxvTWJxzJnxtQ94qKXFRTOTDym7Qiye66cVul72e+bUOi99dXa7ixsDpfnVdXntlP7+kWHm1DIX09nWnFVNIOCbG6PsLt8I8S7opvaUhNg8DYisbO0ozksNvZ3eg556+e8sWHYAy37wwbKr7Revs69uDebf9KlIRi1paGYvqcBcS0F1dUjLwkddH/UdJGOccteAwrZa9k9+JZriVT4Oz60s4bz2Y9l8/1B+dCFmbPhD1qNEu5uWZqaJ8fEfMjmRkp7sm5rl2jr3atllC709UVZXLjvbJ1FYW/s/muXxZifXAAByMJ7nf93zhqX7s1TPC24lhRQRAPyxhvhb1hl5iOn9uy/BssOyH3yw7Gp7X9llUh4JW11alJtSmBZ60a0kow49SGgurUdixlc3FSrl0vBQe1VJYXtbZ//EwuYuAErxzCS2rjorI68agWVvbAEAlAsCSltNxoucrKoWMn92aXqqv7Wsqq6MMMkRTHL6Wivqu7pGZqY5A0PI2urGDnQPpqu6vLQSgWTOLs9SCalO1hbmp1wz0jsnpjblr09Puj1NJ9XkFGRlZzX29S9s7KxMMuprGsvakSgkqqO6qLwNNbq4Kn/bM1Otz9LamwpK81KSssLuuBV0d0wDsMkbw1SW5WZl1PQQ+SLR+gSrxMX/eXRATn1TdmFpJXFgdnNnjd1fFuhhes7Kzi+mfWhUuLk9QyVUF+UkZpe2UBmzm6IVZm9nfVErDjU0PIZvIwyOMoapjI7a5OclP3x/Ojo15QPeDqTCTXzs44TMR22vfWaXrTHpZbFRDo52N138kkuqx1dX//6+JwNryAyfODvDW4Hh9y7lE7umAQAbs7iqOP3g7AoGHwAAwDIsOyz7wQfLrrZ3lV0pkwrpqHRvOzPLy2aW9x3un3xYkFVeWBJ++aSOhW0ubXx5htMR73nd0tTc64lvceeQYEGyJMDlZ7pfsz77w0m9mzf9W4l8AZ9ak+168/JJXcPTFy0dEnPLKquS7p3XO/Y/jwoLkZ2oZzYGZ4wtEzu7UMXFLvo6h/StnT1cblkYnblzK7AGjS1KdDQ+9l//+RsdG4sIJGn21Quk7klnSdgsr0eWZ43O6hw3feBe1NKJqiy4du7sV8amNs6ej62MDC0sIts7+fI3luhVe1vbY/VFAbZXjazMLto42FrYZ3d1jXD46Iw4d+urZgYnL7k8yellTI0Nl7p6BzndeODySE/vvM4951wMltbaGGKh+8c//ulPutejCktQmK4kH/dLFwwOnzIyd/dPaiFhi6McDP5sdO1SSHpRuEdafkZkXJDf7VsG5x/+9qu/hr/I/IAlnJ8p+0ubvJH68LDHdrbhnTie6G8LRjt749Vp6cW+vqF58fZOpb3YWQCAaJHclGPsn1NG37/uISw7gGU/+GDZ1faOsqs2WOMtkfZeyaFVAxxGU1OS01nnvDQiaxL1PO6+tXMBiTGCbCjLuBvXhKLRaXTu9MriwkBr5SOv5wXt+FFMW0Kcl0VoSUV26KOQRw9yW4ZGRnvLEm1uOLokZNZXlIRdNQ4pyhheWCFlZdiZ26cjcIuC8eIA72MX74fXdDCwTRFRfleS6/rohAoPZ1fHq1l9gzPbu68utatmBjN9wx3cgutp9NFeXLLjPccnDzJbeypC7xreNXcr66Kj0cUBFh4F8Yi511dyVLsCIirKyTc6p4DGHkXk5zpYuqRWFpSmFQc52D2vqSd21Qc7+z8KS+4m4nJdvCPiw9rHpwbbOmLtLjomhndRGN0ZMYbXfGIaejhUdE6ck1lIYhVphE1ojXF3NnsYUtbdlOfpZnfFIKi+i8oSMmsS0tIeZ2EaUV0XjfSfJyZ9wNcF7y47ACrxxEBNdqh5YiWStwwAAEC5NTVZm1LY1F3RWtmW7ORdTSUsAgA25nBViQZ+maX9+2tOsOwAlv3gg2VX2zvKvjPR1hp4405sS/0cAEDA74639CzNoM2vMkorn9x6Ukoe4I5N9GNLG1EEXGcrhjk+y2I0ZAecDy/Ezu8CoFiaHkeh+2uCr197ejOStgwAAPPDSXfs3Pyc8xsQmfdtEypfcKR7k81tvtc9cjAkiWi5LTPF6G5k1agA7PCKc1Itn9f1c1iokIDoEIf2N3ZKlIMtUrmd/cMrsVX753ZnvQizdze9n9fdlfHgVrhT3MAyWFmjvbjpkR/RzHu97Ktz+OKo8y5h2VQ2AGCVTEmye1pYkpwUFGd56Nh5K6s7t2yO/89hgxuWyfUt6c5RWWX5bADAhpSaZHMnzqOyj0mvK7R8mFzJ4M3im6Ld9a4VN/L2AAC7xPTkB5fNnjdWFgQ8D39klTfK3QVgj91PQtd197Y3Fp3XPfE8OfUD/jzvKzsAilU6suJ6THX3+CwAQLSwMthSW9+F5a4uc7qQL5xtcnvaBACAlWlEcbBuSGbl8P6542HZASz7wQfLrrZ3lZ3VUPfkonVQWfkUAKpxVl2Y6ZOawvFN8URljbetT/0oYxcAIJIs8nkjuJb0jIaW0tKCDD8Dt2dVI9yX21CBoVRXS0dzzw4mAACs87IcHnv6OmdX1MffvBJTncfZkQ2XFT649riQzADKjY6czEsu2bjZdaCaKSspuJnRPTHF7ArwCQ2wb195fXl6D+xS6pzu3DPxTWEo5AAAQWGMu4+pcxEakfXgTvrTzCkAtraZJXcDalNQi68/M+EMOifo+zs+0TgmAGAei4q+51tWn5MTlWJ9+JSJg6NvTNLzZ8lVreUoFCb1rk9KSS4PALCw1hVxxzk5pLOfSSjNNHFIrBzkLZBaIp31Lj7LHdgCACjpeXluVtdSW2sLAxJSgu+2Lm3uL5FId2QrM/2ExvN6p+4FPp/c+cV/HuWOgp7kk1Xihdl8+x1U06zuonDPko7BVRnY3V1kUMgD9EWgAAAIu5rTPY1cK8tH5ABMDJZHXb+RVYCZ3X9w+A0qgGU/+GDZ1faOsiuFg/3Fj27df+QYW9lak5bmYfn9JU+X9MradI8nl3QtfQqqiOPcaR5zlEFBVL5wdYrLKKpBt9V633Z1CY/I68T30EcnuAtcRNGTR3YWnuGFja0N+WkuzsFxla30PmKu45V7Xs7ZDS1FIQEXdCxcU7JQnU3RLo6HTB5E17fTkXWBbk6nXMNyu7vLvd0e370Q1UUS7Ihe2/lwmV0dEn73hm1wfmlzfVP6E7fQWK/CJkSau9WJW2ae5cj+ru6UR4bmHnfS8KMr0lf+n5ZvcxH1D2wcbXzDC5vqcsIDLc+YOYeFxkWmBzxwCMzKbcb0ECi0UQF/dnyiMcDPz989tbqlLis7+LF7cnOrYHmBUvriovnDJ8Vto8PUmgRvk3suQbnlnY1VcUGhD5+mNbSWJ9jbWFmej0RS5sQy0dr6EndkmIFoyDU4dcTS6znpFy60qyTShX7iiwemtx1NElDk2U2RaGV+mMGgDo1xJoZ7qTQCgYoqLinKDiwdGODNLgxVlCaGesVV17Zi0B1tmI6qivJcf8fI6KTiyoqkuIig+9l9hNn967rCvR4BgGU/+GDZ1faub1BVYhEPVRdrd83A0MzMxsnxlpHe2ZNHT+qeOnrsr8dOnLjpHxKfXZEdHOBhd/6CoVVwXDtPKFtdpOYn3DIx/ObURROn4IS6TraAzWirenrb8vAJvROXbnjm1Qysi/aEy32ZQVZGp83v3fb09L189sJpM7PLV69b6hz//sxJw4dOzrcdrh374bsLZ03jc3Jiwzyt9cyfhLbzZl773K5SbozQyoO9LE6fO33quLVPaDOhl9RQfN3Q9OuvD1+/fcvVxfXUMf1vD333MDGe9NoOMqq9lXlyQbq92aXDpqYW9x/cMTbQv2Lvl1lSXZj8xNrK+Oyp02ZXPV5kk6dWpkmoJJdbOj+cMbS6GVzeNLIqVarEvK4Gz8umug+9CsjMhVFKcbDHRYMz35w0vhH8rAw/TCmLcbP45j8PGVyLzCXPb8yQad2ZT309bU6d+PpXvwpOzl79hQvtiuXVvqwn1obf/vZ331p5PWpizsz0dgV7uNk88IqM9bO2d7KwsPcKS2xhMIRbG7M97VF2t499f/LYqTM6uicPXbYPqOhgjQ3Vxfhd0z+kf8M2thHB2f7x4uKw7ACW/eCDZVfbe/Z6VIi2ZkeHSD1EEn2YyRyi9hIxaCyup4dI7iPQWMwxDp8zzOinYHsIg1P8dSUAAMiFs8PkXgQKj6eNjM/M7+7tKbc3+MM0FAqD6qVPLq/KAAAq5e6iYIhM6qNTR8cnh+n9JHIfkUSmkohkCok0MECn9A8QekhUYu8kf0YwNTFEpQwz59/4zA4AUMjWBVwaDo9Go2jsqQ2RdGdphkYeIOBIg3QyfWAQR6D14PAM9thrn9kBAEAlX10co1FQRCKZMcoapPfRhifmFldX5scpZDyqG4HroU+yVyV7SsnuLJOBR2DwVDp3bUsOAAAq6ZqQy6CThoan1nfBnmyDP0khYDvRhH6uYE0s25ljjw7gUUR6//jUqlgmEq4usIeGBtqra/VOnkpMTv6lfxuVRLrKHaJSCCgUgcYYmN0UiVeXRpoqCwric7BEZB+NQKAOT06tyhQAqKQr86wBOhZLwKExaBSyi0RjLqzJ9vY2pyZoeASePsDfEL/y6sGyA1j2gw+WXW3wjGAasysWW5iZf+CRSm9sYok/gkfhqD2cjz38F5YdwLIffLDsaoNl15j988ZkpqervwnVKp/OGB5bEr//ru8hEokszS3iY2M/eksHCyy7VoFlVxssu8YsLiyYmVzyf/qUpzYuhzPJ5rA5vCn1t7GPQqacP2eQ+Pz5535VPjFYdq0Cy642WHaNEQqFVy0t//DV74wNz6s1jIzPX7h08aKpsbHJefW28Pehd1rnd7/5bU5W9ud+VT4xWHatAsuuNlh2jVleWrI0M7tqaZmTlfXZR3xs3LEfDqelfMhhU18CWHatAsuuNlh2jVmYm7tkfPGj1tk/HbFYfBmus/94C5b9YIJlVxssu8bsf4N6QJa2l5eXzS+Zwn1jXoJlP5hg2dUGy64x8DqoGgDLrlVg2dUGy64xsOwaAMuuVWDZ1QbLrjFfbNnlmywsJivmWXR0dFRsXExiZiUCy90RKQEAii3u0FAXql+wsfHm4cFK8fz4aBeCNrmyCVSSaRquKCE5Nja6qBs1viEDAADJ7iSmLS8lIb2ufUi4/iFXlH0HWHatAsuuNlh2jfkiy65SqnbZ9IpIf8vzFhcvGhtfPH/oO0OrxyG4VaEKgC0GOt7VydQ+upM39caFq3Yn+/P9PS7ZBlXRRmZG6KUBrpfPm5w/q2N272FyJ0GwtjWNa0l9Ymt2ydjc0TOqGsVe2/kUcYdl1yqw7GqDZdeYL7LsSumeoAeD6a4h8uaXl5eXeeTsuJyolLopybZqZ703NdTi9PGT9qGd/JlXT4GvEm8yilPvGp4+euNJBQFTH5/k5XA/i9DHYdBeuPp4B/lXIXCFXg+8nwU20Ef6aqsDncPK8D1Lbz8D/QeBZdcqsOxqg2XXmC+y7Cqlclco3Nxee/mBeqE3u7wwHjG2syNexiMRmU9u3nUxeJjYPcX/e9nlYIlIwOf4Obs8OnsvpgbXUeYfeO+aRcbIhFy83hqbmxAaVlZR5Ho3MKWlYx2AnSFGodu1iMp06sbHPy9Ydq0Cy642WHaN+SLL/iqlSDXfnJZaGVfOWl5j05tqmkldZYmxSSYP0rq53JerMXtKycxgU20ztq2i8EW6iX1SdR91FNkc53TrhktAXG5+eUsPk0zGVmdffpBWRBwGAEh5c7jnl30LI9qmP349BpZdq8Cyqw2WXWO+9LKrpMI1VGJiReMLCm+BSexoY/I3F/jN6Smmri/wC/uXLFTJ1rd4pJbmQebi4lJfRfalB8mNk0sAbFEK4i+fuapneCGotm5+RdjfUmDinVlIZgEA9viLhPQbHvkRjbyPPYMlLLuWgWVXGyy7xnzhZVfJ1tnU5Oiyuo6Ovj5SdnIpoo/CY+CS/Pz1bUOKyf2rYhkAkumhgdzEwiYMnssiF8eG6V/3T2nHcdijvd1V6UmFEfbXnXwflza1NVZlXPIrqOyfBABI2AJE7GX33LAWvvy9s3gfWHatAsuuNlh2jfnCy769JSAUPMmrbyPQCYWJBkeNdXR0jQzPHfnu0K//ckzHLrCKwQNge6S2wPS06YkTOkZGhieOHP3Dnw8fOa1z8uz1RzG5lLnFxSFiuusDt/uWXmFhV+1SK0gDewDsMCebAs0DimLQix//FSosu1aBZVcbLLvGfNlll8+uDFcFxHfV9M6sLzDI5QVlmemZGfGh96ys/2p4yyOrYlC4CwCQ8Mcayqoy0zMzEqPd7t85ftbGwcFG78hFA1ufHpEEAEAI9naxOewUleZ3xzu7o2lRCRawyFh7+8TmqgnJxz8vWHatAsuuNlh2jfmiy65YHua0J4a20DoEr37NKeYWRsfo2iWjpqdXJ+jdXTVdk/MvP3irlhG5qXo34qrwyM6i/Me3brmERCUlJke4u0S+iG7qY2AznsWEuAdEPw8NCHoSloMZ54ne+sgfBpZdq8Cyqw2WXWO+6LLL5sfYneWdI3z2a9dz2uA2FhS4xFSQeIKxtkJfV2u79Irx7W0AABAtEGrLHgYXdI5zt5f5iLTYOxdM9c/q3g2LaRlfkAIg4g6VBT4xN7h41Tu8fHDsJ8ewqgeWXavAsqsNll1jvuiyq+RS2c6WWLa399qPFbLtzc2l1S2xTCZaW+5rRdZW1o5vzEsBAMo90dbmonBzR74HgFKysTbD5bHZk9Mrq7v7EVfubS0tTnG4/MXl7Tc2qz5Ydq0Cy642WHaN+aLL/j4KuXCMgUci0f1ja1LRJzoJjBpg2bWNrY1NWHDI557F24UEBd2+dfNzz+Lt0CjUv/+/f/2Pf/03LAbzueei5cQikYWp2QG58oZEIrE0t0hL/XTXVFIuzQhm2IufbHvq+WxlH2OxkN0ILAaDw2Dh+FSjo71d77TODetrn30mbx3XrazO6uh0dXR89pn8dESEhf3L//6n//tP/xwVEfHZJ6Pdo66m9tgPhx86OHz2meAw2Pq6umOHjzja2X+ybWLxPfgeAh6Hx37sprAYDLIbMT42/iWVPSYq6ofvDunp6Oif0YXjU42zOmeOfP/98cNHPvtM3jqOHz5y5Psfzp4589ln8tNx+viJQ998e+ibb08fP/HZJ6PdQ++0zuFD3584evSzz0T/jK6ejs7hQ9+fOPLpJqN71uDsWQM9PX3dTzC3H/56KD5WnZWiz1Z25uhoZ3sHEoFAIZFwfKqBRqF6SSQigfDZZ/LWQSQQekkkNBL12Wfy04HH4agUCpVCwWNxn30y2j0wKHRfby+hp+ezzwSFRKIP0mTeGEgEorOjg8VkfkllhyAIgv5BYNkhCIK0DSw7BEGQtoFlhyAI0jaw7BAEQdoGlh2CIEjbfLKyQxAEQQcQLDsEQZC2gWWHIAjSNrDsEARB2qagoKCurg6Px09MTPyisovF4uXlZRaLhcPh6uvrS0pK8vPzc/8mB4IgCPp8cnNz8/Pzy8rKmpubSSQSm81eW1uTSqXvKrtSqZRIJKurq2w2m0wmd3V1NTQ0VFdXV0EQBEEHQ01NTVNTExKJ7O/v5/P5GxsbMpnsPWWXyWSbm5uzs7NMJpNCofT09GAwGDQEQRB0MGAwGAKBQKPRJiYmFhcXd3Z25HK5SqV6e9n34763tycWi9fW1ubm5rhc7vj4OIvFYkIQBEEHAIvFGhsbm5iYmJqaWlhY2NjYkEgkCoXiPWVXKpVyuVwsFm9tba2trQmFwpWVlWUIgiDoAFhZWVlZWREKhevr69vb2xKJZG9v742lmDfL/mPc9/b25HK5VCqVQBAEQQePVCqVy+UKhUKpVL7xgf0tZd+P+37fIQiCoANrv9U/bfjbyw5BEAR90WDZIQiCtA0sOwRBkLaBZYcgCNI2/x9LsJNwMcSnywAAAABJRU5ErkJggg==&quot; /&gt; &lt;/div&gt;
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&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;1.1.14 Provision for Discount on Creditors&lt;/b&gt;&lt;br /&gt;
Similar
 to cash discount allowed to debtors, the firm may have a chance to 
receive the cash discount from the creditors for prompt payment. 
Provision for discount on Creditors is calculated at a certain 
percentage on Sundry Creditors.&lt;br /&gt;
&lt;i&gt;Example:&lt;/i&gt; The Trial balance for the year ended 31st March, 2004 shows&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Sundry Creditors&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Rs.50,000.&lt;br /&gt;
Adjustment:&lt;br /&gt;
Create a provision for discount on creditors @ 2%.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Provision for discount on creditors&lt;/i&gt; will be shown&lt;br /&gt;
i) on the credit side of Profit and Loss account and&lt;br /&gt;
ii) on the liabilities side of the Balance sheet by way of deduction from Sundry creditors.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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&quot; /&gt;&lt;/div&gt;
&lt;a name=&#39;more&#39;&gt;&lt;/a&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://hscaccountsnotes.blogspot.com/feeds/4727716038768227140/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/final-account-5.html#comment-form' title='19 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/4727716038768227140'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/4727716038768227140'/><link rel='alternate' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/final-account-5.html' title='FINAL ACCOUNT - Provision for Discount on Debtors &amp; Creditors'/><author><name>Santosh</name><uri>http://www.blogger.com/profile/05009326212868800695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//4.bp.blogspot.com/-1C2n6_YUJSY/X-WBnajXfsI/AAAAAAAACbE/n0DLTtP1w6gOmJ72EhLRO_18V3MgXILdwCK4BGAYYCw/s113/WhatsApp%2BImage%2B2020-12-23%2Bat%2B10.02.49%2BPM.jpeg'/></author><thr:total>19</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5678981387687411835.post-7190693106690968656</id><published>2013-07-09T10:04:00.000-07:00</published><updated>2013-07-09T19:01:04.628-07:00</updated><title type='text'>FINAL ACCOUNT  - Provision for Bad and Doubtful Debts</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
12th BOOK KEEPING BY AJAYSANTHOSH MOURYA&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;1.1.12 Provision for Bad and Doubtful Debts&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Every
 business suffers a percentage of bad debts over and above the debts 
definitely known as irrecoverable and written off as Bad (Bad debts 
written off). If Sundry debtors figure is to be shown correctly in the 
Balance sheet provision for bad and doubtful debts must be adjusted.This
 Provision for bad and doubtful debts is generally provided at a certain
 percentage on Debtors, based on past experience.&lt;br /&gt;
While preparing 
final accounts, the bad debts written off given in adjustment is first 
deducted from the Sundry debtors then on the balance amount (Sundry 
debtors – Bad debt written off) provision for bad and&lt;br /&gt;
doubtful debts calculated.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Example: &lt;/i&gt;The trial balance shows on 31.3.2004, Sundry Debtors as Rs.60,000.&lt;br /&gt;
Adjustment: Provide 5% provision for bad &amp;amp; doubtful debts on Sundry debtors.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;img alt=&quot;&quot; height=&quot;237&quot; 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&quot; width=&quot;471&quot; /&gt;&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Provision for bad and doubtful debts&lt;/i&gt; will be shown&lt;br /&gt;
i) on the debit side of Profit and Loss Account and&lt;br /&gt;
ii) on the assets side of the Balance sheet by way of deduction from Sundry debtors (after Bad debts written off if any).&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;Example : &lt;/i&gt;The Trial Balance as on 31st March 2004 shows the following:&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Sundry Debtors&amp;nbsp;&amp;nbsp;&amp;nbsp; Rs. 81,200&lt;br /&gt;
Adjustment: Write off Rs.1,200 as bad debts. Create a provision for Bad and doubtful debts @ 5% on Sundry Debtors. &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;img alt=&quot;&quot; height=&quot;558&quot; 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&quot; 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&quot; width=&quot;503&quot; /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://hscaccountsnotes.blogspot.com/feeds/7190693106690968656/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/final-account-4_9.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/7190693106690968656'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/7190693106690968656'/><link rel='alternate' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/final-account-4_9.html' title='FINAL ACCOUNT  - Provision for Bad and Doubtful Debts'/><author><name>Santosh</name><uri>http://www.blogger.com/profile/05009326212868800695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//4.bp.blogspot.com/-1C2n6_YUJSY/X-WBnajXfsI/AAAAAAAACbE/n0DLTtP1w6gOmJ72EhLRO_18V3MgXILdwCK4BGAYYCw/s113/WhatsApp%2BImage%2B2020-12-23%2Bat%2B10.02.49%2BPM.jpeg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5678981387687411835.post-6999827989265708328</id><published>2013-07-09T01:16:00.001-07:00</published><updated>2013-07-09T18:55:19.219-07:00</updated><title type='text'>FINAL ACCOUNT : Interest on loan, Investment &amp; Depreciation</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
12th BOOK KEEPING BY AJAYSANTHOSH MOURYA&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;1.1.8 Interest on Loan (Outstanding)&lt;/b&gt;&lt;br /&gt;
Borrowings
 from banks, financial institutions and outsiders for business are 
called loans. Amount payable towards interest on loan is an expense for 
the business.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;i&gt;Example: &lt;/i&gt;The trial balance (31.3.2004) shows the following:&lt;br /&gt;
Bank loan @ 10% on 1.4.03 Rs. 4,00,000&lt;br /&gt;
Interest paid Rs. 14,000&lt;br /&gt;
Adjustment: Provide for interest on bank loan outstanding.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;img alt=&quot;&quot; height=&quot;166&quot; 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&quot; width=&quot;565&quot; /&gt;&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Interest on loan outstanding will be shown&lt;br /&gt;
i) on the debit side of the Profit and Loss account by way of addition to the appropriate interest account and&lt;br /&gt;
ii) on the liability side of the Balance sheet by way of addition to the particular loan account.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;img alt=&quot;&quot; height=&quot;485&quot; 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&quot; width=&quot;569&quot; /&gt;&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;1.1.9 Interest on Investment:&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
Interest receivable on investments is an income for the business.&lt;br /&gt;
Example: The Trial Balance (31.03.04) shows the following:&lt;br /&gt;
Investments @10% &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Rs. 5,00,000&lt;br /&gt;
Interest received on investments Rs. 40,000&lt;br /&gt;
Adjustment:&lt;br /&gt;
Provide for accrued interest on investments Rs.10,000. &lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;img alt=&quot;&quot; height=&quot;195&quot; 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&quot; width=&quot;570&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;Accrued interest on investments (outstanding interest receivable) will be shown&lt;br /&gt;
i) On the credit side of the Profit and Loss account by way of addition to the appropriate interest account and&lt;br /&gt;
ii) On the assets side of the balance sheet by way of addition to the investments account.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;img alt=&quot;&quot; height=&quot;340&quot; 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&quot; width=&quot;573&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;1.1.10 Depreciation&lt;/b&gt;&lt;br /&gt;
Depreciation is the reduction in the value of fixed assets due to its use or obsolescence. Generally depreciation is charged at some percentage on the value of fixed asset.&lt;br /&gt;
&lt;i&gt;Example:&lt;/i&gt; The Trial balance shows the value of furniture on 31.3.2004 as Rs.60,000. Adjustment: Furniture is to be depreciated at 10%. &lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;182&quot; 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&quot; width=&quot;591&quot; /&gt;&lt;br /&gt;
To bring depreciation into Profit and Loss account the following transfer entry is required. &lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;236&quot; 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&quot; width=&quot;588&quot; /&gt;&lt;br /&gt;
&lt;b&gt;&lt;i&gt;Depreciation will be shown&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
i) on the debit side of Profit and Loss account and&lt;br /&gt;
ii) on the assets side of the Balance Sheet by way of deduction from the value of concerned asset. &lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;286&quot; 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&quot; width=&quot;591&quot; /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://hscaccountsnotes.blogspot.com/feeds/6999827989265708328/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/final-account-2.html#comment-form' title='37 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/6999827989265708328'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5678981387687411835/posts/default/6999827989265708328'/><link rel='alternate' type='text/html' href='http://hscaccountsnotes.blogspot.com/2013/07/final-account-2.html' title='FINAL ACCOUNT : Interest on loan, Investment &amp; Depreciation'/><author><name>Santosh</name><uri>http://www.blogger.com/profile/05009326212868800695</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//4.bp.blogspot.com/-1C2n6_YUJSY/X-WBnajXfsI/AAAAAAAACbE/n0DLTtP1w6gOmJ72EhLRO_18V3MgXILdwCK4BGAYYCw/s113/WhatsApp%2BImage%2B2020-12-23%2Bat%2B10.02.49%2BPM.jpeg'/></author><thr:total>37</thr:total></entry></feed>