<?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-8606894636207899026</id><updated>2024-11-01T03:35:27.515-07:00</updated><category term="SAP CRM ECC"/><category term="SAP CRM middleware"/><category term="inbound"/><category term="outbound queues"/><category term="bDocs"/><category term="Marketing attr. change in SAP CRM"/><category term="SAP CRM BP change  history of BP"/><category term="SAP CRM SD"/><category term="SAP DBM; SAP LINK; DBM 7.00"/><category term="SAP ECC CRM"/><category term="SAP FI; SAP SD; SAP; SAP DBM; consingment process;"/><category term="SAP FI; SAP SD; SAP; SAP DBM; vehicle sales in SAP DBM; FI"/><category term="SAP SD; SAP; SAP DBM; consignment process;"/><category term="SAP debug"/><category term="SAP how to copy all lines in bufer"/><category term="SAP how to load an object"/><category term="SAP; SAP DBM: consignment process in SAP for dealer; SD; vehicle purchase in SAP;"/><category term="SD -CRM"/><category term="Selling vehicle in SAP DBM; SAP SALES: SD; GOODS MOVEMENT; CREATE BILLING"/><category term="bp change log"/><category term="debug table data"/><category term="edit records with debug"/><category term="message id"/><category term="object Id"/><category term="vehicle record creation and edit"/><category term="video training SAP DBM/VMS"/><category term="как создать и заполнить запись автомобиля в SAP DBM"/><title type='text'>How I come to SAP</title><subtitle type='html'>This blog is for you. Here I will tell some stories about me and how i come to SAP. Then I will provide with all new what i capture from books or my expirence in SAP.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>25</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-4322563307728742353</id><published>2015-09-17T02:19:00.002-07:00</published><updated>2015-09-17T02:19:49.259-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="bp change log"/><category scheme="http://www.blogger.com/atom/ns#" term="Marketing attr. change in SAP CRM"/><category scheme="http://www.blogger.com/atom/ns#" term="SAP CRM BP change  history of BP"/><title type='text'>How to find change log for SAP CRM BP marketing attributes?</title><content type='html'>&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;How to find change log for SAP CRM BP marketing attributes?&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;For your info Table: AUSP&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot;&gt; contents
all marketing attribute of BP&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 14.2pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;&quot;&gt;
&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;1.&lt;span style=&quot;font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;Go to table &lt;b&gt;BUT000&lt;/b&gt; (via t-code se16) &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 14.2pt; mso-add-space: auto;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Find BP GUID&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMBjEmbeIt5tSSfT3cPpe2TsrMjzuITL03ozCcekYDiryon2ES2eHWsO8taRjFPEdvkxjn7KyUfwLltjESR6-4lCZB1I-GYmQRx7YvBxVKZYV8jFp7GjPN2Gz81mNYpXegTu52Un1a3k5N/s1600/15.09.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;307&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMBjEmbeIt5tSSfT3cPpe2TsrMjzuITL03ozCcekYDiryon2ES2eHWsO8taRjFPEdvkxjn7KyUfwLltjESR6-4lCZB1I-GYmQRx7YvBxVKZYV8jFp7GjPN2Gz81mNYpXegTu52Un1a3k5N/s400/15.09.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;!--[if !supportLists]--&gt;2.&lt;span style=&quot;font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;!--[endif]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;Table &lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Segoe UI&#39;, sans-serif; font-size: 10pt;&quot;&gt;CRMD_AUSP_HIST&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Segoe UI&#39;, sans-serif; font-size: 10pt;&quot;&gt; &lt;/span&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/div&gt;
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&lt;span lang=&quot;EN-US&quot;&gt;With GUID of BP (from
step 1) find list of changes: &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span lang=&quot;EN-US&quot;&gt;Here you will find all
changes, which were done with martk. Attr. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 14.2pt; mso-add-space: auto;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;Changed On&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot;&gt;
is date…Should be readed from end 20150504= 4&lt;sup&gt;th&lt;/sup&gt; of April 2015&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;!--[if !supportLists]--&gt;&lt;span lang=&quot;EN-US&quot;&gt;3.&lt;span style=&quot;font-size: 7pt; font-stretch: normal;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;Table Cabn -&amp;nbsp; &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot;&gt;To find for change for specific
marketing attr., you need to fine code of marketing attrib. in table Cabn.&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 14.2pt; mso-add-space: auto;&quot;&gt;
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&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 14.2pt; mso-add-space: auto;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Take name of attribute
from t-code BP in tab Marketing Attributes.&amp;nbsp;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 14.2pt; mso-add-space: auto;&quot;&gt;
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&lt;span lang=&quot;EN-US&quot;&gt;Put name of attribute it in table &lt;b&gt;Cabn and find &lt;o:p&gt;&lt;/o:p&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 14.2pt; mso-add-space: auto;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 14.2pt; mso-add-space: auto;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Back to&lt;b&gt; table &lt;/b&gt;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-family: &#39;Segoe UI&#39;, sans-serif; font-size: 10pt; line-height: 107%;&quot;&gt;CRMD_AUSP_HIST &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: &#39;Segoe UI&#39;, sans-serif; font-size: 10pt; line-height: 107%;&quot;&gt;and put it into
&lt;b&gt;Internal char.&lt;/b&gt; field&lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;You also can put name of attribute. &lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;margin-left: 14.2pt; mso-add-space: auto;&quot;&gt;
&lt;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;Check changes:&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
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  o:title=&quot;&quot;/&gt;
&lt;/v:shape&gt;&lt;![endif]--&gt;&lt;!--[if !vml]--&gt;&lt;!--[endif]--&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;o:p&gt;&lt;/o:p&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/4322563307728742353/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2015/09/how-to-find-change-log-for-sap-crm-bp.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/4322563307728742353'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/4322563307728742353'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2015/09/how-to-find-change-log-for-sap-crm-bp.html' title='How to find change log for SAP CRM BP marketing attributes?'/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMBjEmbeIt5tSSfT3cPpe2TsrMjzuITL03ozCcekYDiryon2ES2eHWsO8taRjFPEdvkxjn7KyUfwLltjESR6-4lCZB1I-GYmQRx7YvBxVKZYV8jFp7GjPN2Gz81mNYpXegTu52Un1a3k5N/s72-c/15.09.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-2224804604297143643</id><published>2015-06-15T01:19:00.003-07:00</published><updated>2015-08-29T13:01:05.744-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="SAP how to copy all lines in bufer"/><title type='text'>SAP how to copy in bufer  ALL lines in table, not page by page</title><content type='html'>&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;color: #1f497d; mso-ansi-language: EN-US;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;If you already know how to deal with it then sorry for my message..&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;color: #1f497d; mso-ansi-language: EN-US;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;When you are trying to copy all lines in table, you have to do it page
by page manually or copy to excel&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;color: #1f497d; mso-ansi-language: EN-US;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Otherwise you will get message: Not all lines where copied to clipboard&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;color: #1f497d; mso-ansi-language: EN-US;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;You have to hold “Page down” key until end of list and then highlight
header and copy! &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0pt 36pt; text-indent: -18pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;1.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 7pt; mso-ansi-language: EN-US;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Go to the end&lt;span style=&quot;color: #1f497d;&quot;&gt; by pressing Page Down&lt;/span&gt;, and highlight last entry&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 0pt 36pt; text-indent: -18pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;2.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 7pt; mso-ansi-language: EN-US;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Then press on header&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 0pt 36pt; text-indent: -18pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;3.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,serif; font-size: 7pt; mso-ansi-language: EN-US;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Copy&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 0pt 36pt;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 0pt 36pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Result
–all copied to clipboard.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;
&lt;span style=&quot;mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;img height=&quot;536&quot; 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&quot; v:shapes=&quot;_x0000_i1025&quot; width=&quot;229&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/2224804604297143643/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2015/06/sap-how-to-copy-in-bufer-all-lines-in.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/2224804604297143643'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/2224804604297143643'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2015/06/sap-how-to-copy-in-bufer-all-lines-in.html' title='SAP how to copy in bufer  ALL lines in table, not page by page'/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-5402692484275740603</id><published>2015-06-15T01:17:00.002-07:00</published><updated>2015-06-15T01:17:35.119-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="SAP ECC CRM"/><category scheme="http://www.blogger.com/atom/ns#" term="SAP how to load an object"/><category scheme="http://www.blogger.com/atom/ns#" term="SD -CRM"/><title type='text'>SAP CRM How to load and object from ECC to CRM</title><content type='html'>

&lt;br /&gt;
&lt;div align=&quot;center&quot; style=&quot;margin: 0cm 0cm 8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;How to load an object&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div align=&quot;center&quot; style=&quot;margin: 0cm 0cm 8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;ol style=&quot;direction: ltr; list-style-type: decimal;&quot;&gt;
&lt;li style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal;&quot;&gt;&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 8pt; margin-top: 0cm; mso-list: l0 level1 lfo1;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;R3AS –Start upload&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;img height=&quot;267&quot; 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&quot; v:shapes=&quot;Picture_x0020_2&quot; width=&quot;586&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;2.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;R3AM1 - Monitor request, check when they was last time downloaded&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;img height=&quot;179&quot; 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&quot; v:shapes=&quot;Picture_x0020_1&quot; width=&quot;627&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;To check which fields in object use next
transactions&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;R3AC1 – check filters for business objects&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;R3AC3 – check filters for customizing objects&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;R3AC5 – check filters for condition objects&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;i.e. R3AC3 check for cust object&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/5402692484275740603/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2015/06/sap-crm-how-to-load-and-object-from-ecc.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/5402692484275740603'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/5402692484275740603'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2015/06/sap-crm-how-to-load-and-object-from-ecc.html' title='SAP CRM How to load and object from ECC to CRM'/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-20768036559384389</id><published>2015-06-15T01:14:00.001-07:00</published><updated>2015-06-15T01:14:05.196-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="debug table data"/><category scheme="http://www.blogger.com/atom/ns#" term="edit records with debug"/><category scheme="http://www.blogger.com/atom/ns#" term="SAP debug"/><title type='text'>SAP How to edit table records with  debugging?</title><content type='html'>&lt;br /&gt;&lt;br /&gt;


&lt;br /&gt;&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt; text-align: justify;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 107%; mso-bidi-font-size: 11.0pt;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Do delete lines we need to do debugging: &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;ul style=&quot;direction: ltr; list-style-type: disc;&quot;&gt;
&lt;li style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 12pt; font-style: normal; font-weight: normal;&quot;&gt;&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 8pt; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 12pt; line-height: 107%; mso-bidi-font-size: 11.0pt;&quot;&gt;Select line and go into View mode&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;img height=&quot;153&quot; 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&quot; v:shapes=&quot;Picture_x0020_5&quot; width=&quot;326&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Put /h&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;and press Enter &lt;span style=&quot;color: red;&quot;&gt;TWO &lt;/span&gt;times&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;img height=&quot;187&quot; src=&quot;data:image/png;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMgIyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCAC7APMDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDgBO4x9w4AAJQGmxp5kgXcqlj1Y4Fav/CKaz/z5N+Yp8XhTVvMHmWroo5yMN+mRXs+1p90cvK+xQ/s24M/lKFbDbCyHKhvSmGwuAufKbdk5XHIwAf61vNpmrWjSFbFWE0m4uw2kknOOvTimR2esxKUS0jVMABQ/wB3AAHOc8YqfbR7orlZhR2kkkAlDIFLFVBPLHjgD8RT/wCzbvax8h/lYKR3yenFatvperW9uIhaggPvB80jnjqAcHpSppmrLtzZxsVIK5foQSc9f9o0e2j3QuV9jDkgliz5kbLg4OR3xmlgga4kKIVGFLEscAAda1ptE1SaC3i+zgLCuPvDk5/wwPwp1hoeo21wXaEqChXIbnn6EEU/bQt8SDlfYzY9OuJVLRqGXcEVh0Y+35VBNDJbzNFKu11OCK6BtP1RGPlWiNg4V2c5I5ODk+pNU5vD+pSzNILRU3HJAfIz3pKtDug5X2M2O2eSFpdyKinGXbGTjOBTxp90UZ/JYBVDnPHBrZstH1C3gZWiw2SV4zjIwedw/I+lI2nas4INlHg8kB/4sg7uvqBx0o9tC+6DlfYwpYZIGCzIyMRnDDtToLd7jftKKqDLM5wBzitW50XVLllJtEQLnCq/cnJPPuak0/Q7+2mMjwlSB8pBz/Ijj2p+2hbdByvsZEdjcyrlIWI2lwfUD0p76XeIxUwMSOoXmteTTtWkQRyWiOgUoRvwGGMdAeOgpyaVrLowisE+8kjYbqRjB6+wpe2j3Qcr7GEtlcsiusEhVvunHWoa6kaVq6Rps0xjJ/y0Zn4bAwOM9MVm/wDCKayf+XJvzFNVodWg5WUTp8/yBQru6hgiHLAEZyaallcyMVWFywGcba3H0bXHiVDp7cRiP/WEjAx2zgdKm/snW0RWS0LPliyFcD5vfPOO31pe2j3QcrOdFjdNtxBId2ccdcdaBYXRTeLeXbzzt9P/ANRrb/sTXBb+UNPABQKzZ5bAwO/YUp0fXWl8z7AM5B6+hJ9f9o0/bR7oOVmELK5OcQSHC7unakuLaW1cLMu0soYc9Qa6GTS9flZWaw5BDfe4JH48VUm8M6xMyt/Z5VgoUkN97AxmhVo90HKzJgtnnDspRVjALM5wBnpSpZXMhIWFzg4PHQ/5NbFp4e1q0kMiWBZscZfGPyPI9jVuXR9XRUENo0mIhGd6hQD64zg//WFDrQ7oOVnPPYXSSMhgcsrbDgZ5pk1rPbqGmhdATgFhXQrpWuxqVTTtoL78B+5IJ79yKrSeHtbkhEZsSANvII/hBA/nQq0e6DlZixxNMzBBkqpY/QDJqUWFwZAuwgEqC3YbsYz+YrWs/DWsQTF/s0keUZdy4JGRjjkVbfS9dBKpaNIMghmO08AZyMnP3RQ60L6NByswP7Mvf+fWT8qK2Z9B1Kad5Doqksc5aU5/nRTVWH839feLll2PS9QuxYafcXTLuEMZfb6+1c6NVvooV1Ce9eO1WPzJmlgBiwSQFjA5ZjtxjOQQc4Arp5BHLG0cmxkcFWUngg9RXN/8IXaebGH1C6ktInLxWsjgohOM+56V4ko8zWtjeSbehq6ozNpsLOArsyEgHIBxWtc3cGnwWCixWdpQgcIgLKCOuMckn+vpWVq+PsUaqQcSKOtbEN9pPkxGWWHzAqEkg5BUYH5ZNfOZ00q8b66fqzppbEukvBqFm0/kwlTNIqERgfKGIH6Vd+yW/wDzwi/74FULO+0mwg8m3uUWPczBeeMnJxx0qf8AtrTv+fuP9a8Od3J22NlsWPslv/zwi/74FH2S3/54Rf8AfAqv/bWnf8/cf60f21p3/P3H+tT7waFuG0t/OX9xF1/uCr32S3/594f++BWTDrenecv+lx9ferv9t6d/z9x/r/hX02R39jL1/RGNW1yz9kt/+feH/vgUfZLf/n3h/wC+BVb+29O/5+4/1/wo/tvTv+fuP9f8K9rUz0LP2S3/AOfeH/vgUfZLf/n3h/74FVv7b07/AJ+4/wBf8KP7b07/AJ+4/wBf8KeotDF0bW2v9VmtLzS7KFPM2QPDIHLjaW3MpUbRgfnVeRQuq36qAAGIAA6fNV61h0Czvlu4bthIpJAMjFRkEdMehNZ7SpLqV7IjAo7EqfUbqaAZPKY4Zmj27oozKQ3cD0/zxTpHIgLrwcZps8MVzGUkIwe4bB/OnkIybCwxjHWmIqSTlLbKysZl+8pI9+2Kux/Nsz/EP6Zqq1mjRhDKMDuFXJ/GrSsqlcEfL059sUlfqMyNb1R7S4tbSN2iM+WaVEDMFBAwoPBYk96fZjWtOvzaa1byGGQ4guflI3bd2wkdTjd26r34p+s6Pa63aCG4coyEmORGG5Cev1B9Kg0vw/Fp9695Pey3t2yhfOnI3BQoUAfgOvU0lH3ua5nZ81+hZWX7dM0S3jQzPcNbW8SsqhmXqWYg++ABzx68QWeuJLo15eORJ9iMiyGMjDlBnIxxyCOnFOutHEmpJqFlfPZXS9WREkB4AzhwQDgAZFWbOxgsreSFWDrKzPJuCgMW68AAAewFZUqUouUpSvdv0t0+78TaTWyRx48S6wIjqUbmaCMMbiEoixIBzgNnIyOhOMngZruoXWYRMudsoBGeoBGa5xfB1rFHNb299LHZzEl7cqrK3TGSeTtxlc/dPI5ro0KR7NpGE6DNawi4rV3NsVWp1Z3px5V/W4KFeeJJJPLVgxJDAdB700gx3ckQlWVNu9CCCQOmDTJohLtKzFCO6nqKSGERSF2nMhxgbj0qjmI553jk3B8KSy7cj04P55p8UriOfcSxjY4J64xkUktskr5aY7ecAEDr709IgqyhpQxkOSeB2xQBn3M93HcMiXKBRjhmXPTntRU02lxzytI9wdzdcAUUAdT/AMIho/8Az5x/98iqa6P4WeYQq1i0pbaEDqST6Y9a6euVe2vY49SvksGa5upxCiAANHCON4wRz1PUdRVxSe4mWbrw1oFlAZrm3hjjBA3MvcnA/Wibw34ft5YY5reFHnbZGpXljjOBWOljqn2a1ivbe/uIftLzuqt8yhRiNclsjJ56nFLJpmvRxIwErz2kGEcsHIaRvm2knkqvHNX7KPcXMzd/4Q/Rv+fOL/vkVXPh/wANrc/ZiloJ8Z8ssu78utSaNZ39tpV63nXDzy5MCXPBQ7cDqzYyfes6K1uh4a+yQ6RMl6VAaaXbu8xuGcHOTwSc1Kpq71HctQ6H4Yud/kfYpPLXc+x1O0ep9qf/AMI94cKQv5drtnOIjlcOfb1rLXRb8Q3NvJat57GOySaNQsf2fOSwGc545zUlroq6RrVm2o3CLaWaOYZJWCoCSdqLk9QMkn/Cq9lDuLmZrN4S0WNGd7SFVUZJIAAFVf7H8LeR526x8rdt3+Yu3PXGfWtWfWYGhJsUOoHkFbZlcKccbjnjNc1Ho13FeWcV1b3m1FeaSW1C/wCvkbnr2C8dKmEE99Bt9jRfRfDEcccjmyVJeY2Z1Af6etIdI8LCXyt9j5m7bs8xc59MetVn029uNcMtvbTxCRljuVukjeFol4yp65PoPU1raXYM2sahf3NuI9ziGBSo+4v8X4kmm4RSvcV2VbnQvDVnIsd0LSF2GQsjKpI/GpR4Y0JpvJWCAy7d+wYzt9celULi1vr291dTprmW7xBDLMF8uOIDG7Oc5yScAelVZrDWIYZY7ZLwHesUWOjRxgKAxDAruJJyPSmqafULm7/wiGj/APPnH/3yKhXw3oD3clqtvCZ41DugXlQelYyx6jqMtxbWpvAY9lvHKlw3lxMDukZmzlsE4HXpS3drrJW6eOzuBLdSNJ5iNhgE+WNThhjIye/XpR7JdWHMb3/CIaP/AM+cf/fIo/4RDR/+fOP/AL5FZUEGoz6z/ZyXkrRraQrdzCQ5QjOQPRm9euK69VCKFHQDAyc1Eo8vUadzF/4RDR/+fOP/AL5FH/CIaP8A8+cf/fIrboqBmJ/wiGj/APPnH/3yKP8AhENH/wCfOP8A75FbdFAGJ/wiGj/8+cf/AHyKP+EQ0f8A584/++RW3RQBif8ACIaP/wA+cf8A3yKP+EQ0f/nzj/75FbdFAGJ/wiGj/wDPnH/3yKP+EQ0f/nzj/wC+RW3RQBif8Iho/wDz5x/98ij/AIRDR/8Anzj/AO+RW3RQBif8Iho//PnH/wB8iituigCnFdymIGZER+4ByB+NL9s90/Oq8v3B/vD+YrM1G+nhmuo7WO1AtbYTuZVOWzuwFx/u9/UCub2kma8iNv7Z7p+dH2z3T8654eIoUkghmspFndtrqoDbBlRuyOo+YfrRFrwl1Gygaz2R3sZeDJUlhkfMT0HH8PU0+eYcsToftnun50fbPdPzrDvL65tNUeMrZfZUtzcHcCr4BAxuzgcnriqP/CTGSKaSOzCxsuInYD5XCklWHU/dPNHPMOVHVfbPdPzprzpLgOsT+gIzWVpWrW2rRyyRwNEiMNpkXAcEZBH9fSrsgQwuVCcDqMcUvaTQcsSykgjz5caLnrtXFP8AtLeg/KoaSj2sh8iJ/tLeg/Kj7S3oPyqCij2sg5ET/aW9B+VH2lvQflUFFHtZByImWfaMKqgE54FL9pb0H5VBRR7WQciJVm2klUUEnJwOtO+0t6D8qgoo9rIORE/2lvQflR9pb0H5VBRR7WQciJ/tLeg/Kj7S3oPyqCij2sg5ET/aW9B+VH2lvQflUFFHtZByIn+0t6D8qPtLeg/KoKKPayDkRP8AaW9B+VH2lvQflUFFHtZByIn+0t6D8qPtLeg/KoKKPayDkRP9pb0H5UVBRR7WQciKE2saeMo90iOp5VlbII7EYqrcX2j3bo9xJZSugIVnjJIB/CpyoJJIBJ7mjYv90flWVy7ED32kO6M0tmWR96kxnIbjn68D8qalzokedjWK5becRH72c56evNWdi/3R+VGxf7o/KjmFykcup6XPu86e0k3IY23Rscqeo+lQJPoUbbk+wK2zy8iE/d9OnSrexf7o/KjYv90flRzDsVvtOifMN1hhyzN+6PJIwe3cEipU1TTI0dI7m1jVzltiMMnGM/XAH5VJsX+6Pyo2L/dH5UcwWJP7d03/AJ/I/wAj/hSf27pv/P5H+R/wpmxf7o/KjYv90flSuFh/9u6b/wA/kf5H/Cj+3dN/5/I/yP8AhSLDvBIVcD1wKX7P7R/mKeorB/bum/8AP5H+R/wo/t3Tf+fyP8j/AIUjQbRkquOnGDTdi/3R+VFx2H/27pv/AD+R/kf8KP7d03/n8j/I/wCFM2L/AHR+VGxf7o/KlcLD/wC3dN/5/I/yP+FH9u6b/wA/kf5H/CmbF/uj8qNi/wB0flRcLD/7d03/AJ/I/wAj/hR/bum/8/kf5H/CmbF/uj8qNi/3R+VFwsP/ALd03/n8j/I/4Uf27pv/AD+R/kf8KZsX+6Pyo2L/AHR+VFwsP/t3Tf8An8j/ACP+FH9u6b/z+R/kf8KZsX+6Pyo2L/dH5UXCw/8At3Tf+fyP8j/hR/bum/8AP5H+R/wpmxf7o/KjYv8AdH5UXCw/+3dN/wCfyP8AI/4Uf27pv/P5H+R/wpmxf7o/KjYv90flRcLD/wC3dN/5/I/yP+FH9u6b/wA/kf5H/CmbF/uj8qNi/wB0flRcLD/7d03/AJ/I/wAj/hRTNi/3R+VFFwsUdRlaOe2V5ZoLZt2+SIZO7A2joeDz+QrJt9V1OILGYSwG/DSqcvgH+XH1zXSPcx26bpXijXONznH60ouFIYgx4VtrH0Pp+orqp1oxhyuF/wCv+CJq73Mm2ub1tQiS5lVYyGXAhIEjfKRznjgn8q1qfuPTYv5Uxp0SMyOYljAyXJwMeuaxqTVRqysNKwUU0XcLJvV4CvHzBhjnpzmmxXtvO22GW3kbG7COGOPXg1HI+w7klFO3/wCyn5Ub/wDZT8qkBtFO3/7KflRv/wBlPyoAjuDINOnMO7zBjG0ZPvgeuM1QSa7V4wpumZreTaHjO3dn5CxxwxHrWukirE7PtVF5Jxx35OaaLy1OzEsR3qXTDL8y9yOeR71vCooxs1cl7lawMh08+aZm/efKZhhyvOMjA96lpwvLSZI9k8RWUnYUdfnI6455x7UwXNk0Xmi6Qx7tm8SLt3emfX2qJ+9K4LRC0UGezWOR2uFCRttdi64Q+hPY0efafvf9IX90MyfOvyf73p+NRYdwopq3dg2/bdxHyxufEq/KPU88ClFzZFC4uo9gXeW8xcBemc56e9FguLRTEvLCR0SO8id5PuKsqEt9Bnnofyp4ltTIsYnUu+Qq71y2OuB3x3osFwoqM3unAAm9hALFQTKnJHUdetOku7GEMZbuNArbGLSqMN6Hnr7UWC46inbrcbsy/dXc3zDhfU+3vTPtNl5jJ9pTei72XzFyq+pHYe9FguLRTRc2TOqLdRl2XeqiRclfUDPT3pTcWa+Vm5QebzHmRfn/AN31/CiwXFoqM32nBFc3sIViQrGVMEjqAc057qxiYrJdxowbaQ0ighvTr19qLBcdRTpFCMAM4IB5ptIYUUUUAU76znnkhmhijlMauuyXIU7hjOcHpj8iayl0C7tniCqz7ZI/3iM2WwU5YdAAFb1zurYu79bOWCMqzPOxVQGCjjrySBnnp1NQjW7X7P5zeeqncBuhcZIzwDjGeOK7qNSvGC5I3X/D/wDB/pENJ7lO20O9iCi4P2lBIWdHkIDZAG/gdepwc9etTppEsWkQWscMatBKrhckrJtPc44z9DggdasDVrTyPOaVkXGSHVgR8u7pj0q1HIJY1dS21hkZBB/I1NSvW3kra/1+YJLoZMOj3ylPN2SEvHK7EnO5AQFxtwc5HPHfimaXol3atbiaOFVhfzN8ZJYnywm3oOOM/lW3k+poyfU1LxlRpruPlQuxv7rflRsb+635UmT6mjJ9TXKULsb+635UbG/ut+VJk+poyfU0AFxavdafPCBgvjG5Tj159qz10OfcpbySCp34RuG+fhf9n5+nXirt3epp2m3F5IhdYQGIGM4/HioF1yPbG0lvJGrR+YzEKQuQSo4POQpIxVrYl7kEGh3MX2fc8ZEZ5GHbYobcAhPPsc9qiXw7dLHbhZ9hgmLoiF9qjAHGSTngnB45NXV1pWaNDbSK7NtdSF/dnOBnnnJI6Zqe1vGvLeZnt3geN9hVtpOeO6kjvTuxGVJ4buGgkRJFRzOJlK7wDjd19D82cDjj3qS40K8uhdCaSEGR0MZjRkO1WztbHqeSRzmtPJ9TRk+pqeYqxkDw7d/a2naSJmBDDcrkORt+8OmMrnI5qW60W8uI5UVbOMTWpgbZEy8k5zx2/WtLJ9TRk+po5gsZdvoN5FfQ3B+zKI4fJ+QSEqMk7hngtz1PfPrUMPhzUYfs227hP2aVpIyYeSWcHnj+7kcdzW1k+poyfU0+YXKY58OXatblDAVglaRI2EhQZAHrn3K9KJ/DdzJuKmDP2gTfMJBuxu64PH3ug44962Mn1NGT6mjmDlMu48P3c76gftW0XcKoAIvusO3TlO2PSrf9lzCJMiJ5ltxFlojtZuMscc4OAParOT6mjJ9TS5h2Ktro728FsrLG7QRsOUOGY9Mk8kAEjnnmorbR7uFYBIto5SNY3zCxwFJIKZ6Hmr+T6mjJ9TRzBYy4PD0yNZiXy2it5Wfyx5mACAABknI4JIPHNNXw9eRI6JLFIrSu/wC/V24YMCfr83bjitbJ9TRk+po5gsOZPKWOPk7I1XJ68Cm0UUm7jWgUUUUgILuxivo1SaV1T+JFPDfXj27VXfQbOSaOR5ZW8ssUQt8q5OSBx05NX6K1jWqQVouwmkyh/YdsWy1zOx27eWyD8u3OMYzg4q5bWsVrbRwRPiONdq5yTin0Up1ZzVpMEkh21f74/I0bV/vj8jTaKzGO2r/fH5Gjav8AfH5Gm0UAO2r/AHx+Ro2r/fH5Gm0UAE1vBc2klvO5KSYztLKePccioV0uyBUlncgFfnkdt2c9c9TyeT0zU1FO4rEKaZZxtEys5MRLAs7ksc5+b+9z61ZVIoYXSMj5m3Y56k5JplFFwsFFFFIYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRWVrVnLdPavBD5rxMSA20x84+8CQfoV5H41nNp2qKkVrB9pWLMiyyvc5DA5xgbuBgjtnPpTSA6aiueEOrrD5MK3UaBOHaZGZfkxjluTu56/iKff2d/cWemlYm+1xbi8iyAmIlCM7ick5I9afL5iub1Fc9Pba2tyEtXk8tVkAkkmzuHzbMgnr93nBPvxVmzt7i2vpJ/IvnWVIwFmuQ23Bwc/Mee/HalYLmxRRRSGFFFFAD0jDKSWwAcdM0PGFUMGyCcdMUsf8Aqm/3h/Wlf/VL/vH+VPoLqRUUUUhhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAENxfpZmNGMrNJnYkSF2OOpwOwqKDXLOeBZVvI1Vm2YZwCG9D6Gn3Ni088NxDceRNEGUNgNlWxkEH6Dn2qhP4ZSaBYVvZI0AVWC4+cAsefxb9KpWEXzq9osUkjX8Ijjba7GUYU+hqVL2OV3SO4V3jALqr5Kg9Misi88OSNbqLK5jSZV2BpMYCkODxjriQ1ZsNBi0+5mmjmDeapXDHlc8nnPqOmKAJ7XWrW8RWhuchoxIN2V+U59f8AdPHtRJrdnFvBvoS6A5QSgt0zjGevFUP+EVjTmC9eNvKWLOFYYCspOPUhvzFSy+G4JbeSEzkCRWUkbc8uG/mKbtcC7FqttNFFJHeRlZjtQ+YPmb0+vtUsN0txGJIZxIh4DI2QfxrJPheJ2ieW63yo+5mIAVx8vG0HA+4vrWra2otbWKBXUrEgUEkc4pPyBEvmP/eb86PMf+8350bP9pf++qNn+0v/AH1S1GKbn7PayzyFysYyduScYPQDrTlnWeJJANysoZck9D+NNaLzLWWLzRGXGNykZHB6Z4pttbi2to4fO8wRqFDOwyQPXAAquhPUkcL5ZIUAggcZqKpXwIiNykkjoc+tRVLGgooopDCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k=&quot; v:shapes=&quot;Picture_x0020_6&quot; width=&quot;243&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Press on code,
then press button Change and write DELE, Enter, F8&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;img height=&quot;138&quot; 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&quot; v:shapes=&quot;Picture_x0020_7&quot; width=&quot;626&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Then you will
get and Delete mode instead of view.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Press Delete to
delete&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;For edit, put
value of code EDIT, and you will get Edit mode&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/20768036559384389/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2015/06/sap-how-to-edit-table-records-with.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/20768036559384389'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/20768036559384389'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2015/06/sap-how-to-edit-table-records-with.html' title='SAP How to edit table records with  debugging?'/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-2095779031114989435</id><published>2015-06-08T02:35:00.001-07:00</published><updated>2015-06-08T02:35:11.949-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="bDocs"/><category scheme="http://www.blogger.com/atom/ns#" term="SAP CRM ECC"/><category scheme="http://www.blogger.com/atom/ns#" term="SAP CRM middleware"/><category scheme="http://www.blogger.com/atom/ns#" term="SAP CRM SD"/><title type='text'>How to create upload request for material or customer or order  from ECC to CRM or vice –a-versa</title><content type='html'>&lt;div align=&quot;center&quot; style=&quot;margin: 0cm 0cm 8pt; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; style=&quot;margin: 0cm 0cm 8pt; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span lang=&quot;EN-US&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;div align=&quot;center&quot; style=&quot;margin: 0cm 0cm 8pt; text-align: center;&quot;&gt;
&lt;span style=&quot;font-family: Times New Roman;&quot;&gt;

&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;margin: 0cm 0cm 8pt; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;div align=&quot;center&quot; style=&quot;margin: 0cm 0cm 8pt; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Times New Roman;&quot;&gt;&lt;div align=&quot;center&quot; style=&quot;margin: 0cm 0cm 8pt; text-align: center;&quot;&gt;
&lt;strong&gt;

&lt;/strong&gt;&lt;div&gt;

&amp;nbsp;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;margin: 0cm 0cm 8pt; text-align: center;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;How
to create upload request from P10 to CRM or vice –a-versa&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;margin: 0cm 0cm 8pt; text-align: left;&quot;&gt;

&lt;div&gt;
&amp;nbsp;&lt;/div&gt;
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&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;border-image: none; margin: 0cm 0cm 8pt; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;/span&gt;&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;/span&gt;&lt;div&gt;
&amp;nbsp;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;margin: 0cm 0cm 8pt; text-align: center;&quot;&gt;
&lt;ol style=&quot;direction: ltr; list-style-type: decimal;&quot;&gt;
&lt;li style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal;&quot;&gt;&lt;div style=&quot;border-image: none; color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;R3AR2 – Define request. Create
request conditions.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Column object class
show which object we will upload (to check objects and their filters look into
TA: R3AC1&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;&lt;img height=&quot;316&quot; 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&quot; 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&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;2. &lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;In request tab fill the
conditions for upload: i.e. material number. Important that it &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;MUST&lt;/u&gt;&lt;/b&gt; be with 18 digits (leading
0 has to be in. To do this use excel with function concatenate (“0000*00” ; A1).
A1 is a material number in text format)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;/span&gt;&lt;div&gt;
&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;&lt;img src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;/span&gt;&lt;div&gt;
&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;For few fields press Back
and add new conditions&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;img 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&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; text-align: left;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;v:shape id=&quot;Picture_x0020_3&quot; o:spid=&quot;_x0000_i1027&quot; style=&quot;height: 138pt; mso-wrap-style: square; visibility: visible; width: 429pt;&quot; type=&quot;#_x0000_t75&quot;&gt;
 &lt;v:imagedata o:title=&quot;&quot; src=&quot;file:///C:\Users\u3051609\AppData\Local\Temp\msohtmlclip1\01\clip_image004.png&quot;&gt;
&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;3.&amp;nbsp; &lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;Se38 run program(report)&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-family: &amp;quot;Segoe UI&amp;quot;,sans-serif; font-size: 10pt;&quot;&gt;ZW_REQUEST_MASS_DATA&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-family: &amp;quot;Segoe UI&amp;quot;,sans-serif; font-size: 10pt;&quot;&gt;&lt;/span&gt;&lt;div&gt;
&amp;nbsp;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;color: black; font-family: &amp;quot;Segoe UI&amp;quot;,sans-serif; font-size: 10pt;&quot;&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;It will create few reports which do many times chosen report (for one object, i.e. material). &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Put name of “einzel” report&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Put values for it (material numbers with leading zero.)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; text-align: left;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;v:shape id=&quot;Picture_x0020_4&quot; o:spid=&quot;_x0000_i1026&quot; style=&quot;height: 187.5pt; mso-wrap-style: square; visibility: visible; width: 414.75pt;&quot; type=&quot;#_x0000_t75&quot;&gt;&lt;v:imagedata o:title=&quot;&quot; src=&quot;file:///C:\Users\u3051609\AppData\Local\Temp\msohtmlclip1\01\clip_image005.png&quot;&gt;&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Few new request will be created&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;img 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&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;4.&amp;nbsp; R3AR4 –Start request. Put name of created requests and run them &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;img 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&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; text-align: left;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;v:shape id=&quot;Picture_x0020_5&quot; o:spid=&quot;_x0000_i1025&quot; style=&quot;height: 174pt; mso-wrap-style: square; visibility: visible; width: 459pt;&quot; type=&quot;#_x0000_t75&quot;&gt;&lt;v:imagedata o:title=&quot;&quot; src=&quot;file:///C:\Users\u3051609\AppData\Local\Temp\msohtmlclip1\01\clip_image006.png&quot;&gt;&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; mso-list: l0 level1 lfo1; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;5. To monitor request please use R3AR3&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal;&quot;&gt;
&lt;ol style=&quot;list-style-type: lower-alpha;&quot;&gt;
&lt;li style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal;&quot;&gt;&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 8pt; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level2 lfo1; text-align: left;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;If request was not successfully finished, or stopped by user or system, we have to check in P10 for stop entry in queues. Because before load stop entry for objects is set by system, and after it is finished successfully it is deleted. &lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;br /&gt;












































&lt;div&gt;
&amp;nbsp;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;div align=&quot;center&quot; style=&quot;margin: 0cm 0cm 8pt; text-align: center;&quot;&gt;
&lt;span id=&quot;goog_1927230747&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_1927230748&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/2095779031114989435/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2015/06/how-to-create-upload-request-for.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/2095779031114989435'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/2095779031114989435'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2015/06/how-to-create-upload-request-for.html' title='How to create upload request for material or customer or order  from ECC to CRM or vice –a-versa'/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-6320656920597092746</id><published>2015-06-08T02:25:00.005-07:00</published><updated>2015-06-08T02:25:54.683-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="bDocs"/><category scheme="http://www.blogger.com/atom/ns#" term="inbound"/><category scheme="http://www.blogger.com/atom/ns#" term="message id"/><category scheme="http://www.blogger.com/atom/ns#" term="object Id"/><category scheme="http://www.blogger.com/atom/ns#" term="outbound queues"/><category scheme="http://www.blogger.com/atom/ns#" term="SAP CRM ECC"/><category scheme="http://www.blogger.com/atom/ns#" term="SAP CRM middleware"/><title type='text'>SAP CRM ECC How to get to object id, from bDoc message id</title><content type='html'>&lt;div align=&quot;center&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;How to get object
id when queues names have a short 2 digits number?&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Sometimes you can get 1000 of BDocs, which are failed due to some
issues( server crash, wrong code implementation and etc.) now it is more
difficult to get B.object ID. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;ol style=&quot;direction: ltr; list-style-type: decimal;&quot;&gt;
&lt;li style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal;&quot;&gt;&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;First method with code for big
numbers of mistakes. &lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;For this you can implement short program with code: &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: blue; font-family: Courier New;&quot;&gt;REPORT&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;ZZTESTKM&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple; font-family: Courier New;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;font-family: Courier New;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;tables&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple;&quot;&gt;:&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;smw3_bdoc&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple; font-family: Courier New;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;font-family: Courier New;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;data&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple;&quot;&gt;:&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;gt_bdoc&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: blue; font-family: Courier New;&quot;&gt;type&amp;nbsp;table&amp;nbsp;of&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;smw3_bdoc&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple; font-family: Courier New;&quot;&gt;,&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;gs_bdoc&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: blue; font-family: Courier New;&quot;&gt;type&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;smw3_bdoc&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple; font-family: Courier New;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;font-family: Courier New;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;SELECT-OPTIONS&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple;&quot;&gt;:&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;s_id&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: blue; font-family: Courier New;&quot;&gt;for&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;smw3_bdoc&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: grey; font-family: Courier New;&quot;&gt;-&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;BDOC_ID&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple; font-family: Courier New;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;font-family: Courier New;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;START-OF-SELECTION&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: blue; font-family: Courier New;&quot;&gt;select&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;*&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: blue; font-family: Courier New;&quot;&gt;from&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;smw3_bdoc&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: blue; font-family: Courier New;&quot;&gt;into&amp;nbsp;table&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;gt_bdoc&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: blue; font-family: Courier New;&quot;&gt;where&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;bdoc_id&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: blue; font-family: Courier New;&quot;&gt;in&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;s_id&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple; font-family: Courier New;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: blue; font-family: Courier New;&quot;&gt;loop&amp;nbsp;at&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;gt_bdoc&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: blue; font-family: Courier New;&quot;&gt;into&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;gs_bdoc&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple; font-family: Courier New;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Courier New;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;perform&amp;nbsp;write&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;font-family: Courier New;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;ENDLOOP&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;em&gt;&lt;span style=&quot;color: grey; font-family: Courier New;&quot;&gt;*&amp;amp;---------------------------------------------------------------------*&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;em&gt;&lt;span style=&quot;color: grey; font-family: Courier New;&quot;&gt;*&amp;amp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Form&amp;nbsp;&amp;nbsp;WRITE&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;em&gt;&lt;span style=&quot;color: grey; font-family: Courier New;&quot;&gt;*&amp;amp;---------------------------------------------------------------------*&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;em&gt;&lt;span style=&quot;color: grey; font-family: Courier New;&quot;&gt;*&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;text&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;em&gt;&lt;span style=&quot;color: grey; font-family: Courier New;&quot;&gt;*----------------------------------------------------------------------*&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;em&gt;&lt;span style=&quot;color: grey; font-family: Courier New;&quot;&gt;*&amp;nbsp;&amp;nbsp;--&amp;gt;&amp;nbsp;&amp;nbsp;p1&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;text&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;em&gt;&lt;span style=&quot;color: grey; font-family: Courier New;&quot;&gt;*&amp;nbsp;&amp;nbsp;&amp;lt;--&amp;nbsp;&amp;nbsp;p2&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;text&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;em&gt;&lt;span style=&quot;color: grey; font-family: Courier New;&quot;&gt;*----------------------------------------------------------------------*&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;font-family: Courier New;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;FORM&amp;nbsp;WRITE&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: blue; font-family: Courier New;&quot;&gt;data&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;l_body_ext&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: blue; font-family: Courier New;&quot;&gt;type&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;COMT_PROD_MATERIAL_BDOC_TAB&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple; font-family: Courier New;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: blue; font-family: Courier New;&quot;&gt;data&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;l_mat&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: blue; font-family: Courier New;&quot;&gt;type&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;COMT_PROD_MATERIAL_BDOC&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple; font-family: Courier New;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: blue; font-family: Courier New;&quot;&gt;CALL&amp;nbsp;METHOD&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;cl_smw_bdocstore&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: grey; font-family: Courier New;&quot;&gt;=&amp;gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;get_bdoc&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: blue; font-family: Courier New;&quot;&gt;EXPORTING&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;bdoc_id&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 lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple; font-family: Courier New;&quot;&gt;=&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;gs_bdoc&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: grey; font-family: Courier New;&quot;&gt;-&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;BDOC_ID&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;GET_BDOC_HEADER&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple; font-family: Courier New;&quot;&gt;=&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;space&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;GET_BODY_EXT&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Courier New;&quot;&gt;&lt;span style=&quot;color: purple;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;=&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: #4da619;&quot;&gt;&#39;X&#39;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: blue; font-family: Courier New;&quot;&gt;IMPORTING&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;bdoc_body_ext&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple; font-family: Courier New;&quot;&gt;=&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;l_body_ext&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple; font-family: Courier New;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: blue; font-family: Courier New;&quot;&gt;loop&amp;nbsp;at&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;l_body_ext&amp;nbsp;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: blue; font-family: Courier New;&quot;&gt;into&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;l_mat&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple; font-family: Courier New;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Courier New;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;write&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple;&quot;&gt;:&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;/&amp;nbsp;gs_bdoc&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: grey; font-family: Courier New;&quot;&gt;-&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;BDOC_ID&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple; font-family: Courier New;&quot;&gt;,&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;l_mat&lt;/span&gt;&lt;span style=&quot;font-family: Courier New;&quot;&gt;&lt;span style=&quot;color: grey;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;-&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;header&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: grey;&quot;&gt;-&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;COM_PRODUCT&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: grey; font-family: Courier New;&quot;&gt;-&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;PRODUCT_ID&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple; font-family: Courier New;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-family: Courier New;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;endloop&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;span style=&quot;color: purple;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;background: white; color: black; font-family: &amp;quot;Courier New&amp;quot;; font-size: 10pt; line-height: 107%;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;font-family: Courier New;&quot;&gt;&lt;span style=&quot;color: blue;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;ENDFORM&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: purple;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&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;span lang=&quot;EN-US&quot; style=&quot;font-size: 10pt; line-height: 107%;&quot;&gt;&lt;em&gt;&lt;span style=&quot;color: grey;&quot;&gt;&quot;&amp;nbsp;WRITE&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;You have to input only ID of BDoc messages and you will get result.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Advantage of this method, that you will get you&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;BObject ID even, if Object link was already
deleted.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Second method: &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;ol style=&quot;direction: ltr; list-style-type: decimal;&quot;&gt;
&lt;li style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal;&quot;&gt;&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo2; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Without code. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Go to &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;T-code&lt;/b&gt;: SQVI &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Join tables:&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;SRRELROLES (field ROLETYPE) with
SMWOREL(field ROLEA), and&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;SMWOREL (field ROLE B) with
SRRELROLES (field RoleID) &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;In next way&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;img height=&quot;205&quot; 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or7zRvNWPs0Xo3/fVH2aL0b/AL6oswuivvNFWPs0Xo3/AH1RRZhdG63+oP8Au/0rDllW3tXmcErFGXIHUgLn+lbjf6g/7tYgZCgBZSCoBBPtWsjGBxxuF1O2luYrV7m9jnRJpVQXDKuDIgQKcKAdoOPU+tbl9I1x4RMmpp5ckkEbToARtYlcjHrntWlDHbW6lbeOCJSckRqFBP4U5/KlQpJ5bo3BVsEH6is1fqy7HN2eo3mlaQtzN9jXSY0iW2JJ3MhOOueDjHUetbOuqsvh/UBubabaRgynB4UkH9BVsCERiMCMRgABMDAHbilZo2BDFWB4IJBBpgcZaaTZWXjTS1gunkKxuwXzF7IT0UDjnpXRa/Y2l3YLLfTSQxWjefvjUMRgEdCDng+lW4rWygffDb2sT9NyRqp/MCpJkguIXhmEckUilXRsEMPQ052no0RyLlcWcdomjxz3ohvfMgk8wTQKsRxKqEHcWdPl6j5VIA5xV68129jNy4V1iMqtbHYAGRW2sM8k5ODyO9bdtpmm2Uwltba3ikClQyjkD0/SrfmJ/eX86Seivb5aIIxtfuzn7DxPJeXkEPlw7JJjHvXOWGAQQucjqcnnGOQK6Km70/vL+dG9P7y/nTLOY8URWxvUlm8yYr5X7pYAwT5/lBfPybj1wCflqHS2tLfUJ5p5ZI737PKRctEqRkbhubeSd+TtwSADjpXTPaWcl2l08ULXCY2yHGRjp+WTSW9nZWjO1tDDEZPvFQBn/OaXS39bCtrcwj4kvIrMF4UaVIlZl5D5whLMOgVtxAx6Vpf2rcR6Tc3M0UXnQOFwu7ZztO498Ddz9DWnvT+8v50b0/vL+dO47GFJr9yk7QxLaTNwoKFsc7fn7/Id2B7iobnX7vfEoEMToGLoM7pcLJyoP8IKj866Peg/iX86N6f3l/Oi4HMp4jvIYYvONpJIY2Z2GVVWBb5COoc4wB+lTz+IbuCJpHt4FUn5QSchQ7KcjIy3HQevet/en95fzo3p/eX86LhYUcgUHqv40m9P7y/nRvT+8v50hnB+MEY65cyiWJVhjiJV5MHGAThcc5AIx71qeB7uK7fVzb+V5SToimFiyHCnlcgcH6V0UttZ3D754LaV8Y3SRqx/MinQx21uCII4YgTkiNQoP5VXNpZEcrvc5DWtNum8SLd3E0P2cTEuklq8peDZwsZHAOe3BBw2SOD02h3Yu9Lt2aQvKihJgfvKw7H3xjnv171eEijo4H41FDFb2yssCRRhmLMEwMk9TSbuNKzONmsri0kup7qWBros7Ffsbmctk7GSXO1U+79BkGuj1O5hu/C9zOsiyRNCSzYwOPvZHbHOQelaZdCpUspU8EE8Go4UgtoVigWOONeirgAU27glY4PXdUtbjVLufTryC3eBGiigtyytKu4fOGUBccZ6mu10a5kvNDsLmdt0s1tHI7YxlioJNMvdI0nUpVkvrG0uJFXarSoGIHXFW4hDBEkUIRI0UKiLgBQOgFRZ8zk3v+BMY8rJaKbvT+8v50b0/vL+dM0HUU3en95fzo3p/eX86AHUU3en95fzo3p/eX86AHUU3en95fzo3p/eX86AHUU3en95fzo3p/eX86AHUU3en95fzo3p/eX86AHUU3en95fzo3p/eX86AHUU3en95fzo3p/eX86AHUU3en95fzo3p/eX86AHUU3en95fzo3p/eX86AHUU3en95fzo3p/eX86AHUU3en95fzo3p/eX86AHUU3en95fzo3p/eX86AHUU3en95fzo3p/eX86AHUU3en95fzo3p/eX86AHUU3en95fzo3p/eX86AHUU3en95fzo3p/eX86AHUU3en95fzo3p/eX86AHUU3en95fzo3p/eX86AHUU3en95fzo3p/eX86AHUU3en95fzo3p/eX86AHUU3en95fzo3p/eX86AHUU3en95fzo3p/eX86AHUU3en95fzo3p/eX86AHUU3en95fzooA2j/AKk/7tVwmQOBVg/6k/7tVLh2jsZXQ4ZUJB9DWjMkSbPYUbPYVwF38QDZvMsslxmKTyyMICTg84Jzjg4PftQ/xBZJJ4y1zugZVb5UHJYKM88cnvjoanmL5Tv9nsKNnsK4W58cSWlnJcyyT7I5/IYYT723d1zjGKSXx28KPI73QjXcN2xeWVQzLjrkA9+ODS5g5Tu9nsKNnsK4e78azWdzcQO9wzW4QuVVf4sY46455PQVZHiiU2wma7YL5JnOAG+QdTkcH8DRzBynX7PYUbPYVwY8dutzFBPJPAzjJMij5AQCpOM8Hd+HepU8cRPgHUgrkZ2FeeuMYA6+3WjmCx2+z2FGz2FcRN41aGxmuxcTtHDKIWzHs+YkD+IDjmmf8J1uWEJdu00pT9yQAyhscnjHG4HFHMHKd1s9hRs9hXD/APCcRs4WO/Zz3ITCj5tvJIwOTTv+E3hyo/tQAsCRlCOMZ54449etHMHKdts9hRs9hXCJ47D3EsQu3+XYUYrgSBscjI7ZFSyeNCtg13FdyTRK6odiYwT0JyBgYOcnijmDlO22ewo2ewriP+E5gCktqigrgMANxBPbgHPQ9M04eNUaRVTUN25QwKrnrjAAxkk7hwKOYOU7XZ7CjZ7CuPtvFv2yfybfURJJnG1V78+3sfyqnaePVulkY3UsKo+zLoDk8+mcYxk56cUcwcp3mz2FHl+wrhYfHcbxK0uoCGQruMbDJHOOw+n510Xh68mvJ9RaWVpFDxFM9ADEpOB2z1pp3E1Y2NnsKNnsKfRTEM2ewo2ewp9clr/ieXSNUFu0koWRiEwFCjGOCT354HU0m7DSudVs9hRs9hXnw+IqmNXEl1tMYkP7tflznCn34/UU9fH5ZdyyXJj7vsXAznH5lSPwo5h8p32z2FGz2FcBb+P3uRF5bXH7wOwyExhcZ5zz17e9acXiK5mgtpftDqLkKYwyjJyMgHjjilzBynWbPYUbPYVxR8YskKzS3UkcZkkjyyjqhweB15qJPHcbSSq1/tWPaQ23O4MBg4AyOTjnvRzByndbPYUbPYVxM3jQ2t7Jb3V4YQsayCRh8rbs8dOvy9KIfG0U8hRNS6Y+Zk2qeM4DEYz7Ucwcp22z2FGz2FcQfHNuN2dWT5Rzx/8AW5604+Mw1tdTQ3xmFqhkkCLzj2yAD0o5g5TtdnsKNnsK4CP4gGQrukuET+ORlTbH8xUZ59R29av2/iw3cqx29+0jn+ERnI+vHH49aOYLHYbPYUbPYVxR8bQh9h1QBt5TBQ8EY68cdR19aIvGbPZz3b3bx28Mnl+YycHgHOMZxzRzByna7PYUbPYVxR8bQqxVtUAIOD8h98np0GDz04plp41a6UZuXjc9E27j9eB09/ejmDlO42ewo2ewrhx45jZgEv2YcZbZhRyRySMdQeKlh8YrcXEcEWo7pZOFTYQf1HHQ9aOYOU7Py/YUbPYVydj4gbUdVsYor0ybbvZIoGMjy5PbkZX8xXX00yXoM2ewo2ewp9FMBmz2FGz2FZfiPUpNK08XMbSBUDMwjXcxAHYVyR+IeJCnmTkrEZTs2NwASeh/2T+OKXMNI9B2ewo2ewrgE8ftIoZWuMGJ5eifdUkHHPPQ9KlufHLWl4tvNNOCYROWCqQFKlunXop7elLmHyndbPYUbPYVxNv4xuJ7pbYtcRzkMSjqvygKG5xnqGFQ2vjqS6a1CvOouuYy2wDt3z156daOYOU7zZ7CjZ7CuIv/ABnLp14ttNLOzFA+UVTwSQOOp6HoOKfp3jCXUrNbmOeVI2kES7lByxx6ZHejmDlO02ewo2ewrhLvx1LaeZlrhgkjRKwVcOykBgO/G705wak/4TiIMQ2phV+XDMuN2fwz2o5g5Tt9nsKNnsK42Hxc1zOYYbyV38sy5ER2lRxkEjFVLX4gR3NsJjePCGbaiyBcscA8YyP4gPYmjmDlO92ewo2ewrhk8cgpDvvJFlkVG8oRlmXcOOg/Wnf8JxEIg76lt4Bxsz1xxwOeo6dM0cwcp2+z2FGz2FcNJ46VLiGJb4usjFDIq/KhAGM8d81NbeMDdErDes0gQyGMJk4AB44wTgjgetHMHKdns9hRs9hXC2/jyOaNGe/8lnBIR8FgAM84zj6HninjxxEyq0epB9z7B8uPTnkdORzRzBynb7PYUeX7CuK/4TWPeq/2lhmXcFMZyR1Bxjvjj1pT4vk/tv8Asp5pfNK5LYXbgrn6/j6kUcwcp2mz2FGz2FVNDlkn0DTpZnZ5Hto2ZmOSxKjJNXqokZs9hRs9hT6KAGbPYUbPYU+igBmz2FGz2FPooAZs9hRs9hT6KAGbPYUU+igCQ/6k/wC7VS5UvYTKv3mQgVbP+pP+7Vdv+PdvpTkKJxN7oNva29xfXFjG/lo0jnO5iADkDJ9zx05rNNhalVU6DLhTxh0BHIPXfnqB+Vdb4g48OaiTwBbPz+Fcdd2WZr6aw1C0tprl4yHDjIA+8M9s+orE1Jfs9uJCx0WXe7bjukjO5sYzgvycUn2K1ww/sGTDJ5ZG6PlcAY+/6ADPXiqUmn3k00Er61AZIGLJJ53qMY24wO+fWlWyv1IZtdgdh3MoB5K5AbqBwenrTAuG3t0LMdHuAWGCfOXLY/7ac4qS3lRoIZINInEZhCR8xgeWecY3dKpQWt0NQFze6raSxRszRxiXJXKsvBP1H5Uy2inNr5lrqFrGtxb2+CZ8MuxRkd8Z9eopAWxY2oCBdClGxtyndHweBn7/ALDg8cU2HTbaKIKdEuJCF2l3ePc3OeSH65NUriDVooJHj1uOeQgARrMq54HQnpyDk960JbaOeezuGvLQXEEDo0hdSd5UYb8Dk/jTAkWKNEZF0afaziQgvGQWHQ/f68ColsLRDldAkHTo0fbp/HVL7FqT24ik1+E5RlcifBJI4IIGRg/n+FbtvcQx28aSXUBdVAY+cGyfqeTSAzo9PtIVVY9AkVV6ANHjqD/f55Apy2VsmNuhSjHQho8/nvrT+123/PzB/wB/F/xo+123/PzB/wB/F/xouOxlrY2qABNBkUDpgx8f+P8AtS29nDbWAs00e5MIxkGRMscYyTvyeK0/tdt/z8wf9/F/xo+123/PzB/38X/Gi4GdDbwW8okg0OWNwwYFWjGCBgEDfik+x220qNCkALFuGjHJIJP3+uQPyrS+123/AD8wf9/F/wAaPtdt/wA/MH/fxf8AGi4WM+CCK1l82DRZo3yWyrR9T1P3/emGytWIJ0GTKjA+aP3/ANv3P51p/a7b/n5g/wC/i/40fa7b/n5g/wC/i/40XAyzY2rbs6DJ8y7Ww0YyPQ4eur8JgB9RAjMQDQARnHyjyl444rI+123/AD8wf9/F/wAa2fC7BrjVGUhlLw4IOQf3S1USZbHQUUUVRAVy+saINQ1GSSW3SVQ+V3Nx27fUd66iqcv+uf60pFRODntbbzpLb+x2mFsRCSuzaNuGAGWB4JBqP7Jaqqf8SJwsalV5jAUHOf4/c/mal1K3t7rV5zNLbq1vqRkZZGGSuxeP5flWa1lqEsU0c+u28yS7wQZtowRgdB0H93pUFF5bW3EglXRJg2MbldBkYA7PzwB+VSRKttFEkWkXCRwncg8yPCHGOMv6VmDTr5YRENegMSp5ao0oIxz19eq/lTri01GbCDWrURkt5mZs71Pbb0Ax2/WmwRd+yW7Zb+w5W3MXPzxkZJyT9/HPWoVtLG583boMh2kwvygzjGQfn5HSorrTDLNaSwalaxtBDFEQZOG2HJ6Hvx+VR6dDcLskbUbR7iCW4SVnm4Yvtww9cY70AaE1rb3Em+bQpJG2CPLGP7o6DG/3NNNlbMMHQZWHHBaM9AQP4/QmqX2XU1QN/b8O5VOFEobJx79fbPSpo7c32jQw6jc25nW4Ep82ZXIQPnbn/d4oAmNhaNnOgSc4zhox0xj+Ptgc1IsEKJKi6JKFmUpIN0fzA8kH5/c1Tkt9RM07R67bhGk3RjzQAqZPy4xxxgZ9s9a0dMK2doYri+imcOzBzcbiQTkdfSkBWWxtVkVxoMm5c4JaM/nl+evepILeG2kV4NFmjdMgMrx5/H5+fxrQ+123/PzB/wB/F/xo+123/PzB/wB/F/xouOxlR6fZxAiPw+6gnPWP2/2/YflTmsrZrT7K2hStbl9/lloyN2MZ+/6cVp/a7b/n5g/7+L/jR9rtv+fmD/v4v+NFwsYo0i0DKTo10cStLzJHyTng/P8AdG48VObK2YYOgyY9mjH/ALP09q0/tdt/z8wf9/F/xo+123/PzB/38X/Gi4WMtLC0iVVTQJAq9Bujx1z/AH+eafDbQW7o8Ohyo6HKsGjyOvff7mtH7Xbf8/MH/fxf8aPtdt/z8wf9/F/xouFiPR4YotYsWjsGtGe8BYsVO8+XL6E+p9Otd7XGWc0cuq6Z5ckb4vBnawOP3UnpXZ1cdjOW4UUUUxGVr9m19bRxBA6kncN2OK5HUNFs9PEMT6UspnLbVjK5O0HJJJHZj9c13l10T8a5nxP5Xn6cs5QI/nKfMIAPyD1qJblx2ME2luZHc6HMGcENh0G4HqCN/ekW2tvujRJDtx1eNiMZwOX9CePeqY0+6t4LSGy1m2t44YNjqrjDPzlvfOR19KaNNu1nnli1uGEzspcLcbjxtHU98AjPvQMvLZ26BAuhzDYSykOmQSADzvz0AH4VG8VrbrCi6TcRkOEi2yIfLY/dwC5A9sjioFtdQjRtus2rOwPPnbQGIHzHHXp+FLbQtZLC17qFtcTy3UJZ1kHO1SMmgC8iMrM0um3U8rIY2klaHcU/u8MOOT+dKiJEu2PRplG9XwGjA3KMA/f7ACs+O0v47O1gi1e0h8iLyyUmzuP94gjn0x260Wy6jb6laiXVUuLZSTIxnUDGG4I6sclfpigC7LawTSSPLocrPL98lo+en+37DkelRLp1ssjOdGuHyV2hnjxHtGAFw3HU/Wop7BkW5Onala2sk9z5pZXAOzbjbntzk06G3u1v4prjWIZIklLeWLjA2kEbT2PODz9O1AFmGGK3ffDos6MAVyHj6HqPv9Pao/sNruVv7BkDLgKQ0YxgYH8foB+Van2u2/5+YP8Av4v+NH2u2/5+YP8Av4v+NTcZlLp9mrMy6BIrNjJDRg8Yx/H7CnCytQcjQZO3ePt0/j9hWn9rtv8An5g/7+L/AI0fa7b/AJ+YP+/i/wCNO4WMwWVqGLf2DJuPctGT/wCh0W1nDaTTSw6PcK0o2n548AYAwPn4GAK0/tdt/wA/MH/fxf8AGj7Xbf8APzB/38X/ABouFjL+w2u7d/YMu7BBYtHk565O/J/GpXhillMsmiStIVVCxMedqnKj7/Y1f+123/PzB/38X/Gj7Xbf8/MH/fxf8aLhYyxY2oII0KXIXbnenT0+/wBKtIiTXyTSaTKJdwbzWMfykAgHhuwJq19rtv8An5g/7+L/AI06O5gaRQtxCSegEgJP60XA6bw9/wAi3pf/AF6Rf+gCtGs7w9/yLel/9ekX/oArRrUyCiiikAUUUUAFFFFABRRRQAUUUUASH/Un/dqtIwW1dmIVQuSScACrJ/1J/wB2qlxDHc2MsMyLJFIhV0YZDA9QaqQonKFZbvxMpFy4tnjEvlyAgsnzArtzjadueRnDVBe3MsMUjRadabw4DqbIfuPmwMno2RzkdKtm6uV8RLZ29vGYFQLuUZxHznLZ4IKn5cdR75qe58Qw2sQla3uCjnEJDj95htpI54wfWsjQzRduZBt0y2aBly0n2HHlNhflI6n5iRntn2qfSS94loZbGyIlyZW+yqvlkAHGMd849sVoLq7yzRpFZTuJCAreco4K7gevpmq0/ie2i2EwXDI6M4O4AkDIOFJyeQR7Yz0piNQ6fZf8+Vr/AN+V/wAKwr6RoGnEOn2mU6Rmz6IBnzC4BBBPGAK3LG4F9ZpOI2jDZwpbNVLjWo7RXJgneNH8sOpzukAyVAHPTvigfQyn1aOOVVPh+Jg43ZEQwnAPPy5756Zx2zxVjz1+zwzf2Ratm5aKRYocgJg4YkoD6dB6fhcPiPTFl8trllZvurtbLfhjOc8Y9eKlfVA1qLi3trmYed5JVv3TA5xn58cZoEUdNu4L8xq+hwwNIxADxLwF+8T8vGMjjvmtb+z7L/nytf8Avyv+FV59asLcAzTsoxljtYhB0+Y4+Xn1qxZ3VvqFstxayGSJsgNyOlAw/s+y/wCfK1/78r/hR/Z9l/z5Wv8A35X/AAqfYPf8zRsHv+ZpAQf2fZf8+Vr/AN+V/wAKP7Psv+fK1/78r/hU+we/5mjYPf8AM0AQf2fZf8+Vr/35X/Cj+z7L/nytf+/K/wCFT7B7/maNg9/zNAEH9n2X/Pla/wDflf8ACj+z7L/nytf+/K/4VPsHv+Zo2D3/ADNAEH9n2X/Pla/9+V/wpmhoseqayqKqqJYgFUYA/dL2q1sHv+ZqtovGra1/12i/9FLVRFI2aRmCIzMcKoJJ9BS1T1H97ClqPvXLhD/udW/Tj8apEMbHe3UsaSLpzbHAYZnQHB9qxfFUzNEy28zK0MqmTBITDEABmBBzznA7fhXUVzHiIjTkkktbeIvcThpvl3M3IAbbkZOcDPbilKw4lO6W5s57SMWcF8vk/vppLcMXfoo3deeAOvvUM155MM22xtJf3LNDKLDaHkGPl247ZP1rQbXVsntYdQhdLieIyv5bZCYGTxnJ6c46VLJrscC3HnW9wksEJmePeD8vGOQcc5qVsX1IWVRoIuIdPtp7t/lRVtU5YnHTjj8a0Le0sp7aKX7BboXQMVaBQRkdDxUFzq6W2lJfSQSkOwQRh8nJOOv4VeiZJ4UlXO11DDJ7EZoAj/s+y/58rX/vyv8AhWZqCJb3KpBYWpBGUH2QP5zZwUyB8uBzk1tbB7/mapXOoJZyuhilcIvmSsrACNCcAnJ557CkBgjVRDbxtJoUEx+63lwgZORzyox1x6Z9uasi48+0vXh0iySWOIPCvk7mLEkEEFQMjHY/pzVweJdPWNHuJXgLDkOGBB9Onpzn05qWTW7UWtzOi3DpbRiUkoyBlPTaWwD0/KmJGJ/ahQBJdCi8yJA8rC2GGPOVxg454yM9D2qSPVVba7aBAFbGFEPIyAQD8n3jngdOOSK0U8T2DJEfMdXZQ7RknKKRnPHB4x09RT08RafIciWbYRkOUfBHBJHH3RkZPQUAZsl87TJDHoFssnDtmMEFe4zs44P51Na3cV0t2g0q0ieCIsHkgGA3YMNvHXsT0PSrb+I9PXYEeZySMgRvlQTjOMfj9Oami1e1nSUw+dI8SGTYqtlgP7p6E8jp6igOpj2eoCW4htf7DikeQA+e8CxoecZ4B496mmvY4trf2FFtZWIVoADkZ4GFPJxxnAxzmrkPiKwlZImlZbh/+WKkyMDnGPl7+1Strdgh5mYrtLblDEADqTjoB3PSgCKyNteWttKdKt4jMjsVMKnaV/4D3/CseC/nFoI7jRYPtbDPy2oBAwCMDBB/MdR3yK6WC+truGKWGRnSVWZDzzt6/T8azbfxTZXFh9pCypnOFYkj8WHA79e4IoDoVXvEm0hLuPSYLVjKyNvtlkKAAkcYHU4GTwKRbkSIitp9tFKJB5oaxztUsoXtjJBPc4x7Vpvrto1mlzaF7lXdkUI237oLHJPQADNC61FJDDJDFM4lcooDjsQCevT5hQBnafJ5t5pTtHCrfbRny7XycHyZMqf72PX3rs65OXU0nudIuJopLdBdhgZGDblMUmDxn8q6KPU7OWVY47hS7nCjBGT+Iq0m0S2ky1RRRSApanKsUCgs6vJlE2DLbj0wPUdfTiuU0uOcaZczzGO8KuUWN1MoQhsM+Gyc4PQdgK6rU4InWOd442lg3NEznbtbHr2z0rndI1Oc2k893b7IkfC7F2FpC2CAMnuRzxyT6ZqXuUipJdtHexRtZWn2ZlP78WH3xzh9vUdBx/jUct7cJD+80u1hbzFUMbIEOmOW9sHAwfWtk6+gvls/s04uDkMvmD5WGflznBzjr7inLrmI3lks7iOJdnziQNkuPlGAc+g/GgBbC1SZ5xcWNmFjYKhFuo38Z3dPcDHsasXNlbR27vFp9rJIoJVPJX5jjgdKzm8TQC4MH2WYyCUxY81SARuzkg8H5TweehrXuHjt4GmkJCRgsxBJ4AyaTGc79qMc0YGnWlxE2RvFn5eWwOMFT93nOcZGe4pi6urxyBdAt0dBw0sWFfjPG1Dyev09+K1m12KKcRXMFxC5XcQfnwDjbkrkc579+KRfEmmtG5jmllMYy6RI7lR9AOmeM+tMRS1C8j0+e4xokVxGqxtGyQKAc9cHb29/Ue+NGyS1vPM3aXbxeXhW3RKfm7gcc8Y596mkvvJvhC8Mix7A/nlxgZOMEdRyary+INLhcLLcshJ2qWRwGPfBxzjIzjpmgC5/Z9l/z5Wv/flf8KP7Psv+fK1/78r/AIVPsHv+dGwe/wCZpDIP7Psv+fK1/wC/K/4Uf2fZf8+Vr/35X/Cp9g9/zNGwe/5mgCD+z7L/AJ8rX/vyv+FH9n2X/Pla/wDflf8ACp9g9/zNGwe/5mgCD+z7L/nytf8Avyv+FH9n2X/Pla/9+V/wqfYPf8zRsHv+ZoAg/s+y/wCfK1/78r/hTZLG0SKRktLZWCkgiFQQcfSrOwe/5mmTKPIk6/cbv7UAO8Pf8i3pf/XpF/6AK0azvD3/ACLel/8AXpF/6AK0a0ICiiikAUUUUAFFFFABRRRQAUUUUASH/Un/AHap3UTTafNEkrws8ZUSJjcme4z3q4f9Sf8AdqndGZdPmNsqPOIz5aucKW7ZPpVSFE5gXNnaa7FaqknnpGtsGGAD3B25z3OTjHU9quywaQ7ASi0LXbAjI/1hB69fX9arxKkOtxtNcxtc/ZgjI7AuXyxOD2HzHAHYVMmhBUMbTztGw2uu1BvQMWC57YJPI5rM0Ft59ItvltpbVMS4AQfx4xx+AxxxUhk0zcsRe1LSr5YULksrc4+hz+tVV8NgY23Nx8pXaQq7kVegB7ccZ71YfRE8yNo2ki2zNMdiqGJYgkbuoHFAal2C2S1hEUCqkY6KAf8AGq/2Gyu2eRoreR2HlSMV5PqD71dO7k7DWNceHUu3LyXE4RmLhQqfKTjODjPUDn0yOhpAWTpOmyHm3t2KjbyvQYAx19MVNbwWohKQLEI/MJIC8bwffvkVknwnE0Dxm4kBdCjFYoxgZz8o/h98datPoEMkVrGXlItixBOCWLDuf1pgWZdNspJQ00UDOZDIA46sRycZ54H6VPb28VpCsNsscca/dRRwM/jWNP4Ut7l2kllm8xlAZwq5JwctnqCcnp0qay8N2tjJDKgd5YiMOwXJxQBsYb+8Pyow394flRk/3T+Yoyw/gNIAw394flRhv7w/KjJ/un8xRlv7hoAMN/eH5UYb+8Pyoyf7p/MUZP8AdP5igAw394flRhv7w/KjJ/un8xRk/wB0/mKADDf3h+VVtF/5C2tf9dov/RS1Zyf7p/MVW0X/AJC2tf8AXaL/ANFLVRFI2aqR/vtUlf8Aht0ES/7zYZv021ZkkWKNpHOEQFmPsKr6dGyWSNIMSSkyv9WOf0zj8KpbEPctVh3mkJcT3nnTO/nyKwyBmMKchQR2yM/ia3KpTE+c/wApPNSykZ10+nxzKl49sshG5BIOdq8/pzVdbbRJ7VpAlm0EQJZiuAobrn2OP0qS/wBFi1OfzpDKkiIYwUIwAc54PB6n6dqhTw4FheGS4uHgcKsiAKm7acj5hyOvY0iiWV9JKHTppLcrGygwtn5WJ+X8STxViO/sgFjiu7cBWESqpAAOOFH4A/lTW00mJU82cY8oFjglgnT8+9VpPD0MsYSeSdwieXFnaDGmCABjqRnOevAoAtf2tY+Ysf26DezbAM9Txx+o/MUl0LH7RD9tNv528+V5g5z7f/X71W/sL+E3dwUIKOu1PnQ7flzjj7g5HPJqzdacLyV3Lyorr5cqrjEig5AyenPcUARx6bpc8SBILdo2G9RtOOvXr61J9l0+zimfZbxRhf3vHAXOeRnpmsyTwjbyRLH50ygHdlAq56dhgdvz561ah8PQQwXMOWK3EYichEViASRyOSeep+vWgQ82GkTIs3kWjpc/KGCcPnJ/xqRdK0wsEW2tSVwcBemOB3+lZ7eEbcvIy3N0u5NgGVO0dvrx6/XqaE8JWyIirNNhcc7UyeACTx144PUdqBmk9jYRzJK8NuJGIjVivPPGP0pI7DT7eO4mjjgjSRf3rAYG0evPA4qj/wAIpZecG+fywu3ytq7T7/nz9amtNAjtHuWEryGeMx/OiHAOM5/vdO/SgCe0sdOPl3VpFb5UfJIq4PX39+9SPp1jIVR7e3JTlQU6ZJz+ZJrOi8LW6XsVzLNcTlAMpIQVODkcdh7U+bw1BKqr5s42hlJO1iQfr0IGACOQBQBpw2cMMcaQxxqkalUAX7oPXHPeqEcWi3EhkjFk7oCMhewAB+oAxzU9npcdnbW8ALusCOgLYywbr9Pwqonh0J0vLnO3y84T/V427cdOgHPXigCRP7FljSwRrRkdyyQgdWBIJHvkEfnUyWGmySOyQW+8thiExyhH8iB+QqNNG2zK7XMzJuDNHtQBsOXXnqME9uuKhk8NWs11LNKZG81y5TaoXnnn15PU80ASSWdvZajpC2sUcQa+JYRjGT5UnWuguoftVu8RYqTyrf3WHIP4ECuXg0pdK1DTQs0spn1EyEyYznyXHautqkQyG0nNzapKy7WIw6/3WHBH5g1NVRf9G1Ip/wAs7oFx7Oo5/MYP4GrdNiRnatbiX7PM8riO3ZpWjChhJgcZHfHUY71haLe2F1bzwIu2IuWcTEODvJAGQcdR0+h75re1UXLG2WHCwlyZ3D7XVRz8v49fasPTbWK40+W2t7qNm+0GUPAFO35ty8Hr0qGWiaW30PDrKLP/AEZdrA/wAn688n65NTx3OmyfuY5rY7gh2gcYGNv9MVE+hK4T9/PmFi0Bwv7pidx+uT60yPw3GInjeWeSOSExMMKN3ufU8cZ6UAWFTTdQPlJ9nm8tjLhQflZupyO5z+tXJmCRlpXQRj7xYcAe9V7fT/s9/PdKznzRgxgBVHucdTx1qW8gNzayQOGUSqVyMZGR2pDIRpVgqri3twEJZSF6E9+tQvpmlRwtI1vbhMZY7eoxj19KqTeF1llMslzKZiwYs0UfP1GOvof4e1H/AAisPmxN9on2xFiAFQE7h/E2Mn6mmI2JLaOVXjdUYNH5bDH8Pp16VWOk6dLK7Nb27yMV3EjJyBhe/HAqKTQ45L6e5LSAzuGkUAYKgYK/Q8flVD/hDbUbCJpwVbdlVVc9fTnv+H40DOhGT0ZT9BS4b+8Pyqjp2lW+ll/ssZUOACAFA4z6fWr2WP8AAf0pAGG/vD8qMN/eH5UZb+6f0oyf7p/MUAGG/vD8qMN/eH5UZb+4aMn+6fzFABhv7w/KjDf3h+VGT/dP5ijJ/un8xQAYb+8PypkwbyJOR9xu3tT8n+6fzFMmJ8iT5T9xv5UAO8Pf8i3pf/XpF/6AK0azvD3/ACLel/8AXpF/6AK0a0ICiiikAUUUUAFFFFABRRRQAUUUUASH/Un/AHap3U622nzTOrsscZYqi7mOPQdzVw/6k/7tV2/492+lVIUTlIrPz9ejvJoiFaFZ8KxCB8nGQerAbO3UZxTItIvofOEky3CSSNJs+0MmCc45/wBng+/pxz0TfdOa5+LVNVzKLpDAokbZILYv8vO0YHqRjPUfiKzNBo03UHubT7S6TRQu+9/P/wBYGIIOMcYAIxU7aPIlokVvOY/3cocecxDOc7Dk88E1Cda1BpraNozAxZxOPIY7SCNoyR6E9Kn03Ur64vYo5SXVlUsptmjwNgO/cePvcbf8KBEdhpNzZarFLJMs0Cx4z5hwh+bICkk45Hc02TT9Uiv7m5tLpds7DC+ZjYABjqCOvt0BHfjoT0rDvtS1CBphAnKfdjMLEBAMiTeM5yeMAE+1Fx2sJZWmrQw3cNxcwMhQC329FOc896kmsr+bT0ia9zOJMmTdtOwjkcAc56e1V38SXqSqp0uRg4zkE4TgHn5c+/TOO2eKkudU1RtNSa1t08/7QyMqIzDywCd2GAPp0/DmgRGun6tAN0V4hZ23uu8cHAztJU4zz1yOnFTCxv00uS3W7JcyBl/eAEKSdy529OfT1qufEl6ZC40ucIJPKCFTzyPmzjjj8Kki17UGwh07dI3TG8Ln6legPXPPPGaNw2JbG21e3vAk99HJZrCUQ4G4NjgngZ/wqv8A2bqSSQvBMsTIw3/6QXDHBDSHcD1/ujH1pw1zUZZnKae6xxgqy/MTnjBHy89Tx6VI2s3c+jNdRRCBxKFHyM+5cc7QV69uRj3oDQrpa+IPnRrxFhK4TY6q68cZO09D19e2KuXVneTPCySgSLEgDtMf3Lj7zYAAfPTtTLbXb2d5w2lTIsALNvJDsBjgADG7vjNMu9fvbQyD+zXkK7cKN3IOOh24wOnXOe2KAFVNcQEiZGYgD55kIHqeEHOefpx2zVzTUvoZp/t1yJoyF8skjOcfNwAOM06/u7tLO6NnCTPGI/LGM7ix5HPHH1+tZTeIdRSFW/s6SR4gDKFRhk45yCOBn0J6H2oGdHvX+8KN6/3hWLearfq1o1vA6iaNX8vyt5ZieVJ6DAwe2c+1QzazfNEHhDJiLnNqxy4UFvyJP1osFzoN6/3hVbRTnVta/wCu0X/opaNOnmuLTfNyd7BX2FPMUHhtp6Z9Kg02W4j1nWRDbCZTLFkmULg+UvqKcVqTJ6GpqH70Q2v/AD8Phx/sDlvz4H41cqpbxzyXjXFzEsW1BHGgfd3yxz+Q/CrdU+xK7hVKZlEzgkdau1Tl/wBa/wBallROf1nT729v4pbOZURY2QkylcE98DrxVFdF1SF12ypKY49qN9oK8hiehzjIIHfpW1e3s9vdiGJGIlUeWRGW+fcAcnoMKc81V+16hEYkuLkpvLYlFkW3ENgJgdOOc+/tSQ2SPphZ5pY3MEk0yO22ZjhMDevp/e6fpUmkWMlgJ2nuA7SuWCgsQo3Ejkk84IHGBwOKqy3erQoqrIJp2DkKbbAOHVRyDxxn+faktNT1STV4oLuLyYnydvle5wpbnkDHNCGbu9f7wrF1Sxv59RS7sLmOMxRlVR2IBY559OMjjvjtW3Wdd3txBeiCNG/ehfLYRlhu34bJ6DC884pIDKFl4g4/0uNd4LSskgDM2AB/CQOnX9KnjttbBIN7GiryoDKQ3oPu8D155PPFSreahE0CXNwV35O8WZbed2NmB93jnPv7VLd3OoWlzO0Y+0RBkWOLytvUHOWGSQMelMRQFjrccLy/a1ad8Fl3r1AwCDtwD+ntV1o9UQW8iXCvIkO2RC4CO+7vxzx3GOR05pLfWrx9RtrW40x41mzulViVXjPcDn1qo2vahbecXtvtCozgFYnAJH3VXC5PuT+tAEiw68LxCLyM2yzfOHKlnTPUYAwMduue9b29f7wrDk16+jiaV9NCRcbSzPkZ9QF/lntVp9TvFmtgti5SWNXkySDHk8jpyfY4oC5pb1/vCjev94Vh3Gp6lFqU8cMXnxxSZCrGQuzB43Yzu/T3FPt9avriaIfYBHCZVR3cvkA+g29R0PbPfHNKw7mzvX+8KN6/3hWG+q6payTPLZmaEzvHCqjBwCQOgJyR0JwPerNrqV/LeRxT2CxxMQC6uxI49Co70WA096/3hRvX+8Kx0vNTMRdFRwIWnGUIJYMR5X6detOkutViWUiOOTyoklACEeYW6p7YwefcUBcsXzA6no2Dn/TD/wCipK3q5US3j6ppy3ir+71ErG6rtDr5L9vrn8xXVVa2Je5XvYWmtm8r/XRnzIv94dPz6fjUkEy3EEcyfddQwqSqIW5tJpVt7dZoJG8xf3oQox+8OR0zz+JqlqTsM1i48sW9v5e9rljHllJRRjncR7fnXOWekOdHuoYy8NzLIYxJK5JCK+Rjnp1475966l3leJDNF5TZPyhw3HHcVn6rLcwWEklkm+4GAi4znJA/lms5blx2MhtL1L7OFWZfPVABMblugXGzGO5Gd3bPtTl0m4ubi8kvFUCaVZExcE7RkZXjHbPtQ2r6mtv5nlEyhATCLZuRt+Z8+zZG2hdYvZLucIxEQnCxKbZvmQ9+mefWjqBLdaPPcTjZeFIhOWXLsSke04AAI5DEnnPbrjFGnafdW2mXcE0g8+XcEk83dkkHBz26irei3dzeWzNckvjbiQwmLJK5Zdp9Dxn/AAq7cvIlu7wp5kiglEz9444FD00H5nOppmsxW620d5CUj5V3fIJzkErjPXHfGBjvVz7Pq0ljaq94iXS7vOkUjJ54xwR9eKh/tfUI5o9sf2iJsjeYWiy2BkYwfu88nAIz1NMXxJfPHIF0wo6DKtLv2vxnjap5PX0x78UC0LGoafe3V0WiuVWF0AdPMI5Iw3H4Lj6moW07VWXyHvcwkKA6uoYYIwT8vPHTGPfNSahq+o2OoSNHaNPZrEpUIh+ZyM9evHXp29agXxDqG/yxp7gsN+91bCAtjHC88H/GgC1d2epTzWzx3uwxxgsQy7fMGedu3nORn8aIrfU5NNaPUJop5RPuKI/liSP+7uHI55/So11++MTP/ZbYQEtuLAj2+71z1xxjoTUf9v6hDB501iQrtlMhwADgYbC5HPTAOaAEGn6xCZPJu0+baylnDAMMAdRnAHU554qexh1lZ7d7+63qjfvBHIoVlweCNuSc4PUZ9qXUNXvbSeNo7aSVDAJDbomXDYJO5sYAHHTn2p8Or3s9qkp050Mu7aASSuBnJ47849aAIvsWpRyM8M6hix8xxPkz5OQcMCEwOMY55pUi1ptqNcqi9WkEiMxPoPkxjPP0OKksNbubrUIbaWweNJELNJ82EI/hOQOeOe3Ixmm3+p6jC1jLb2rNA6F7hQhYryAB2Pf0+vGaBmjYGdLCFb2RWuQv7xgc5P6VY3r/AHhWFa67ey6hBFJp8nkzsF8wAhU9SMgE+vIFINZvo75xPE4gR8SAW7HylyQORy2flORnr2osBvb1/vCmTOpgk+Yfcb+VYLatqYK9Vck4j+yMdzbUITPbJZvm7Y9q35s/Z5OMfIePwosAvh7/AJFvS/8Ar0i/9AFaNZ3h7/kW9L/69Iv/AEAVo1ZAUUUUgCiiigAooooAKKKKACiiigCQ/wCpP+7Vd+bdv92rB/1J/wB2q7/8e7f7tVIUSkyDaev51nPrA8uNoLWSVpP4fNC4G8p39xWiVYgjd+lQx2FvE8jxwQq0jBnIQfMQc5P481kaFNtWl8nzotPlkgL7Ef7Qq7vm2ngnI5qKfxDFbS+VPazhySEAcHcQ23HX0y30BrQXT7ZJ5JlghEshy7BBljnP8+aVLGCPfthiG8kt8g5JOT+tAEGl6gmqQPKkLxKrbRubJPvTJtWWCFzHBJK8bOuwSBc7VDEgn2NW7eyhtFYW0ccQc5YIuMmk+wW/nPN5MRlkXa7lBlh6H8hTAitr2S5mZFtJFRDseQzLhXxnbjOT1HNVhrsMahryCW3LFgqqTKTg4J+XoMir32GAXf2ryYvtGMebs+bHTrStZwsQWiiJGcEoOM8mgCrDrdnci4Fq0s0sEe9olVg30we/tUMfiOxKjz/MiJYIeCyhjnjcO/HPpV4afbKZSsESmVdsmExuHoaiOjWBKE2dsSmNp8scf5yaAIk1/T5NuGuBkgfNC4x7nI4HvU8epW8l9JaAyeemQQA2Djtnpn2pz6ZaSSRu9vCWibchKfdPrUgtYxI0gjjDsSSwTkk8Ug1MyLxHbM4W4imhJHA+ZyGzwpAHDHsO9WINatLhpRALhvKiaVm8tlX5eoye/bFSjSrNYTELWDy26r5Y5p6WFvHtEcEKhVKDCAYU9R9DgUwKFt4jsp4EkkWaJnxhArP16DIHU88exqePWrSeCeSDzmMKb9rIybuwxn8PzFWXsbeSZJXhiaSNQqMUGVA6AUpsoDG6eVGFddrAJjI9KNA1KZ1dVZla1n3LKIGwePNPRfoeOenNH9soSP8ARrj5pDCOesi8sv4DPPTir/kJknamSwf7v8Q6H60n2dP7ifeL/c/iPU/WkBjL4rsmVXMFwqHG5iR8jEE7Tz1BAH1IrQ8Oy+fe6rLsZPMeBtrdVzCpwasC1iDKwiiyowDsHAqLQ1CaprKgAASwgAD/AKZLVIT2NqiiimSFUplBmfr19au1Tl/1r/WkxxIwoGevPuaNo9/zNLRUlCbR7/maNo9/zNLRQAmwe/50BQM9efc0tFACbR7/AJmjaPf8zS0UAJtHv+Zox7n8zS0UAJtHv+Zo2j3/ADNLRQAm0e/5mjaPf8zS0UAJtHv+Zo2j3/M0tFACbR7/AJmjaPf8zS0UAUL4Aano2P8An8P/AKKkrerBv/8AkJ6L/wBfh/8ARUlb1WtiXuFFFFAivdgEJn3qhdzJaRCVlYgMFwDzyQP61fus4TBx17VUmgW4jaOYK8bAhlZcgj3qXuUtjPl1kRSyD7LIYkB/eCUcsG2Yx/vcZpZdUuYGdZdNlUpGZCPtKnocY/Wra2MCweSsMIi2eXs2DG30+lNGm2q25gFvCISCpTZwQTkj86QzMm8T28byJ9mnaSNijLuHB3hRz75yPYGtN7hU0/7W6MAsfmFN3OAM4pZbC2nj8uWCF0/ulB65/nUqwqsSxKFEajAXbxj0oAoTausU237NI0QBMknmAbAEDnjqeDT31CePT3uWsJAV2kR+euWU9DnOO/SrEFjb2saxwQwxopJCqgwM9aSDT7a2ieKCCGONzllVMAmmBUOvWMUjRztLE6Eh/lZlTHXLAYpX1y3+xQXcCyTQTOV35KqmOpYnpVw2UDFiYYSWOWzGOT71H/Zlp5McX2eHy4juRNnCn2FICoPEenYG57hW2q2wxPuAPQ4/CpotYs5vM8tpdyRmQhkZcgYyMnuMjI7ZqSPSbKJ2eO0t1ZupEY5p0enW0UssiQRK8w2yME+8PSgCu+swf2e11bxzTIrhCuGXH+0c/wAPvUUfiKwZWMrSIVJzhWYbc4DZAxtJ4z68VefT7eSEwvBEYiQSmzjjpSPplpIVL21uxT7uYxxTDUqT67DFZR3KQXDLJOYAsgMZyATnntxR/wAJBpwGd05wA2Fhc8HoenIPY98Gr6WscbbkSNTvMmQv8RGC31xUaabax79lvAu9tzYjHJ9aNAIZNVi8iOaFJZI3Ds2cqyqv3jg859qjbW40Vme2uFVIhM567Yz0b378deKvG0iO35E+Xdgbf73B/OlNtGwIKRkMmwjZ1X0+lINTOn16K1yLi2njCMglJbiMNyCeeRjJOOmDUMXiK3umEAtriOWVflDEdCDknntgZ/3hWubdGbcyRlsg5KenT+ZpkltFHDKVjjHyluEA5x1pgTeHv+Rb0v8A69Iv/QBWjWd4e/5FvS/+vSL/ANAFaNWQFFFFIAooooAKKKKACiiigAooooAkP+pP+7Vdv+PdvpVg/wCpP+7Vdv8Aj3b6VUhRKlFFFZGoUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVXRf+QvrX/XaL/wBFLVqqui/8hfWv+u0X/opaqJMjZooopkhVOX/Wv9auVTl/1r/WlIcRlFFFSWFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBQv/APkJ6L/1+H/0VJW9WDf/APIT0X/r8P8A6Kkreq1sQ9wooooEQXXRPxqvVi66J+NV6l7lrYKKKKQwooooAKKKKACiiigAooooAKKKKACiiigAooooAKZN/wAe8v8AuN/Kn0yb/j3l/wBxv5UCF8Pf8i3pf/XpF/6AK0azvD3/ACLel/8AXpF/6AK0a0ICiiikAUUUUAFFFFABRRRQAUUUUASH/Un/AHart/x7t9KsH/Un/dqu3+ob/dqpCiVKKo/2xb8fu5efpSnVYQqkxyfNkjGPUj+lZGpdoqj/AGvB/wA85f0o/teD/nnL+lAF6iqP9rwf885f0o/teD/nnL+lAF6iqP8Aa8H/ADzl/Sj+14P+ecv6UAXqKo/2vB/zzl/Sj+14P+ecv6UAXqKo/wBrwf8APOX9KP7Xg/55y/pQBeoqj/a8H/POX9KP7Xg/55y/pQBeoqkNWhZlVY5MsQBnGOTV2gAoopQMkD1oASqui/8AIX1r/rtF/wCilqM6vbg48uXP4U7QZBLqWsSKCA0sJAP/AFyWnEmRt0UUVRIVTl/1r/WrlZV9fxWt08ciuT94kYxSkOJNRVIarCwYiOTCjJ6eoH9aT+14P+ecv6VJZeoqj/a8H/POX9KP7Xg/55y/pQBeoqj/AGvB/wA85f0o/teD/nnL+lAF6iqP9rwf885f0o/teD/nnL+lAF6iqP8Aa8H/ADzl/Sj+14P+ecv6UAXqKo/2vB/zzl/Sj+14P+ecv6UAXqKo/wBrwf8APOX9Kkg1GO4mWKNHBOTlsdqALVFFFABRRVe5vorRwkiuSV3ZXGP88UAQX/8AyE9F/wCvw/8AoqSt6uamvI7vU9H8tWG28/ixz+6krpatbEPcKKKKBEF10T8ar1JqM6W0CyOGI3YwvvWb/a8B4WOTPTnFS9y1sXqKpNq0Csy+XLwSO1J/a8H/ADzl/SkMvUVR/teD/nnL+lH9rwf885f0oAvUVR/teD/nnL+lH9rwf885f0oAvUVR/teD/nnL+lH9rwf885f0oAvUVR/teD/nnL+lH9rwf885f0oAvUVR/teD/nnL+lH9rwf885f0oAvUVR/teD/nnL+lS29/HdSlI0cYXcS2KALNFFFABTJv+PeX/cb+VE0y28LSuGIXHC9eapvqsEqOipJuZSOcccUAXfD3/It6X/16Rf8AoArRrO8Pf8i3pf8A16Rf+gCtGtDMKKKKQBRRRQAUUUUAFFFFABRRRQBIf9Sf92qs8qw2Usj7tqoSdqlj+Q5NWj/qT/u1Cn3RVMSOBb7G97Bds8/mwo0a4t5sYbGeNn+yKste25SMB5cqCD/o0vqT/c967jcfU0bj6mo5UVzM4X7Zb/35f/AaX/4ij7Zb/wB+X/wGl/8AiK7rcfU0bj6mjlQ+ZnC/bLf+/L/4DS//ABFH2y3/AL8v/gNL/wDEV3W4+po3H1NHKg5mcL9st/78v/gNL/8AEUfbLf8Avy/+A0v/AMRXdbj6mjcfU0cqDmZwv2y3/vy/+A0v/wARR9st/wC/L/4DS/8AxFd1uPqaNx9TRyoOZnC/bLf+/L/4DS//ABFH2y3/AL8v/gNL/wDEV3W4+po3H1NHKg5mcL9st/78v/gNL/8AEUfbLf8Avy/+A0v/AMRXdbj6mjcfU0cqDmZwyXtusiMXlwGBP+jS+v8AuVr/APCQaf8A37j/AMBJf/ia6LcfU0bj6mjlQuZnO/8ACQaf/fuP/ASX/wCJpV8Q6eGB33HB/wCfSX/4muh3H1NG4+pp2QXZwEz2k80MrvNuhcumLeYckEc/J6E1veFm8yXU5VWTy2kiCs8bJuxGAcbgD1rodx9TSEk9aEkgbbCiiigQVx3ic2l/cXdncNOI5E8qQLDLnp2IUiuxoyfU0WuCdjh0vbdUdd8vKgD/AEaX1H+x7Un2y3/vy/8AgNL/APEV3W4+po3H1NLlQ+ZnC/bLf+/L/wCA0v8A8RR9st/78v8A4DS//EV3W4+po3H1NHKh8zOF+2W/9+X/AMBpf/iKPtlv/fl/8Bpf/iK7rcfU0bj6mjlQczOF+2W/9+X/AMBpf/iKPtlv/fl/8Bpf/iK7rcfU0bj6mjlQczOF+2W/9+X/AMBpf/iKPtlv/fl/8Bpf/iK7rcfU0bj6mjlQczOF+2W/9+X/AMBpf/iKPtlv/fl/8Bpf/iK7rcfU0bj6mjlQczOF+2W/9+X/AMBpf/iKms9RtYLpZHebaARxbS//ABNdpuPqaNx9TRyoXMznf+Eg0/8Av3H/AICS/wDxNH/CQaf/AH7j/wABJf8A4mui3H1NG4+pp2QczOd/4SDT/wC/cf8AgJL/APE1n6nqNnev8jz7THsObWUHv/s+9dluPqaNx9TS5UHMzh9L8kahpFtaiZ1hnH3oZBtVYnGSWUDuK7ejJPc0UxXuFFFFAGR4iuI4bKNZC43PwVjZ+n+6DiuWtfsdpJO0Tz/v5jM+beY/MQAcfJ04HFegAkdDS7j6miyHdnDPe27SMweXBYkf6NL/APEUn2y3/vy/+A0v/wARXdbj6mjcfU0uVD5mcL9st/78v/gNL/8AEUfbLf8Avy/+A0v/AMRXdbj6mjcfU0cqDmZwv2y3/vy/+A0v/wARR9st/wC/L/4DS/8AxFd1uPqaNx9TRyoOZnC/bLf+/L/4DS//ABFH2y3/AL8v/gNL/wDEV3W4+po3H1NHKg5mcL9st/78v/gNL/8AEUfbLf8Avy/+A0v/AMRXdbj6mjcfU0cqDmZwv2y3/vy/+A0v/wARR9st/wC/L/4DS/8AxFd1uPqaNx9TRyoOZnC/bLf+/L/4DS//ABFWbDU7S2nZ5HmwVxxaynv/ALtdjuPqaNx9TRyoXMznf+Eg0/8Av3H/AICS/wDxNH/CQaf/AH7j/wABJf8A4mui3H1NG4+pp2QczOXvNbsZ7R40efcSMZtZfX/drIiktIbqe4Vpy823d/o838IwMDbXf7j6mjcfU0uVBzMz9BRo/D2mo6srraxAqwwQdo4Iq/RRTEFFFFABRRRQAUUUUAFFFFABRRRQBIf9Sf8AdqFfuipj/qT/ALtQr90VUhIdRRRUjCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k=&quot; v:shapes=&quot;Picture_x0020_13&quot; width=&quot;627&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;And fields for selection: Object
Type, Object Key, and again Object key, object type&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;img height=&quot;422&quot; 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&quot; v:shapes=&quot;Picture_x0020_17&quot; width=&quot;627&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Run request. Input ID of BDoc
messages from T-code SMW02 into 1&lt;sup&gt;st&lt;/sup&gt; field Object key&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;img height=&quot;129&quot; 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&quot; 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&quot; v:shapes=&quot;Picture_x0020_20&quot; width=&quot;627&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;you will get Object GUID&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;img height=&quot;275&quot; 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Nop1JLZ2jgkjdThc7lWQMQRjcBkbs4J9qo+HJUttZW3mXyZ726WdIU4SMqAWQr2ZQB83Rhz35tzpOleCdzFKqp+81b8Tq7KVvKCSOzkXDwBj1wGIBPr0p8cP23U5YZJpkjihRwInKZJLA5I69BUNlllUgf8AL85/8fahpngudTlh/wBaliHTjPI3kcfWuecmocyOkxtVvSl/fw6Vfl1sYA8iu8srNLl8p8rAAjaPX71bFglrqWgLqFte3LOYSx2XLMFkC5K4PoeMGvPhd6VdRpNceJNQSaTMsixxbAHf5m4C+pNdB4Ju0WLWbCzvZ7ywhg85JJkw3mOXL84BPQdaU6sVFcsrvrp+pjCTcmmtDUu7uQaHqmovK4eztUlRFkKJkx7iWx15P5VnLdXjjdHrFq6noyicg/Q+ZW/oSpItzHIiujRwBlYZBHlDgivPtYshox1O0n1m5S6tgDYwQJ5aMrAsBjnOCccEdKFLmm4c3LbyuVPmSvE6jSL6S+s9akN20kumsoSSKR9jnbuIKszfSrupXDR2FzcfaWS4N7HaW6GRlT5io6KQSQCx69qktNFXw74IlsC6TSxwP5k6ptMrEk7j789zVTUpFjhjLuqKNVbJY4H/AB7vSpVOe2vWxTTSM601i4utLybmNNQ/tF7TBnk27VQtu27s84x1rR0S+Oo+E49V+0SC8SfypY1mZkUiTaQVYn+Eg/jXFadK1xrqXEoU2xvJLdpvsyhABGWX99j72R0zXUeGJFfwrqrKwYHVTyDkdY66ayUFdPrYmLbZ0Ug3WySecwnmuGjUFyFABPYEdhUCSmWwgkSUi4cyb1MzEALntnPOKlZ1WCHcwUeZcDk49ax7aW2N5BJqW5LWWRgJBEqoWBOAX9MDt3rNMbNyHa+m2N5HJIXmdVkUyFlGeCMH0NYt/PeQ2mnXX2h44bpW86dy7IkmRsXarLtB+bk9wB3rR05kOjwfZ2ka1+2jyWkxuK55zj/a3fhV3SIo7rw/bQTxrJFJHsdGGQwJOQaylW5FzPuVZtHHXuqalbSiKG5E8zfKkapNuZuwx5tdbbWSSMkU8l4k3lq0irdMQrHOR9ARXCaNp1xr2ro1s6+ZZWcCi4MrI9tLuYEgAfOdq4IJHau6SQ/2iX5wSOnpuet5zjdqPQzjzdR9/ZrYRRTQXFyW86NCskxdSGbB4P1qXzMibHWM4/8AHc1ljU7rU7SZ7qwms40voUgWZCryLuX5iD75rSAIF2ccFhj/AL4FZUpOSvI12KVy0kMds++X97AJCxZjubuoAIHTnFVkvmM0Cu0q+ayYDF0LKzAZGWqxf3ypp1nbOFCmBJQWB+YjoMjp71TtdQYTWyJ5WfNXI2b8szDcRlflGOgFZe1lzWI6nRpp8DXEsfmXP7vH/LZu9RXtqtl5DwyTHfKEYO5YEEH1+lWkOy8u2wThUOAMk8GqE9xNc28DzwtCftWFVhg7cHmtFNtjRn3E7wW6TySuFMSSMdzE8nBwARgDjjqa0LaCOSwhldrh5ps+WkczDcM8HnoMYJz0qGG0hntLUoZTcvEg2rIQoC9Gb6ZrDu0W3ndI5S5V5FlkkYhyM8njvnOOx4zWXtZRlrsUo3Oqi0+IytFJLPvRFLFZmxk//qpt7aJZpDJDJMS0qoQ8hYEH2NTw/LcysNxHkx4z1PX9apXFzNc2yNNA0I+1oEVxgketa87bJFlmK29w68NEGAz6hQ39azr23nEGkJa3UouL5sPJNI7Kv7ppDhVYd1x1q7KCLO+yOu7H/fsVheItXbSk8PTmRIYkRnEj27zBpPL2hMKRjKu7df4Ku9pxS6hLa5HrNxqfhye1mvDNfWD7vtD2vnI0QGMcl2HOSecfd61tasr6Ux+zTzMGt5XxK+/DLjBGfqa47WfG6ajo91aSahAqSpgldMmB9usnrXVavNLPZ20txH5U72EjyR/3GIQkfgc1dX3ZxS6kU22tS5qaaXo1kJ9Q1OeAH5UMt2V3tjOB71zQu9VOjWOpwTfbEn2NJDCtwGUFSWCtvOcEbc4OCeag8Wym01/UZ9RRGjl09Y9NacbkEn8YTsGJx7mtl7y4m1a5fT7N7+1Bw0lt5e0P6AsVzxjOM+/NaRhGNKNSUt/u9CXN8zikbNjZWmoafbXkU9+sdxEsqhrlsgMARn35pNQ06O1065uIbm8EkUbOu6csMgZ5B61JolvLZ6Fp9tOu2aG2jjdc5wwUAjP1rNutVurp9YtWsJ4bOC0bbcSoVEr8g7fYCvOjXlKVkbuNkQXslzKAYZyk0t8lomWYIilNxO1SMn8az9Q1C40PVLW3vriS7ScurLbu8LKQu4YZ5Np+lXbqR4Y0nS3nnW31WOWRIIy77fKwTgc9xXI6jrdnbaq3/CQ6deyPOZ2tnuZXiG0n5cIygLgFV3AnGK6nUUYSdrtGU730Z3Whz6br0MzW8+oRywNtlhkuTuT0PBIIOOCDWp/Y9v8A8/F7/wCBLVw/wulEt9rrCZJzi2BkQ5BO1663XdUu9OhhFjp895PNIF+RCVjXIyzEdMCuX2872Lp+9BSZXw41L7AbiYQC5Kb9/wA+3y9+N3Xr+lMup7GGdo4LuSbbGHONROe/AAB9P1pl3CLnVriDdt82d4t3pm3xn9axrfQn0LUQ91NpzlLIxII7Ipv3Ecn5uo2D/vqtlUfNFJXuh20bubcEtvNOkfmTjfGXyt+zYwBxjA9f0NaVvptvPAsnn3oyAf8Aj5b0zWHbSqbqACWFj5JGFh2nOBxn14/Q1au9Vu9M0lDY2E97cOyoiRoSF+UZLEdBWtVuK90mPmWg5tJ7+IvJJHblSm9tzYK5Iz3p14rNfQ2/mSLGVlZvLbaW2gYGe3WobgFrrVwOT8g4/wBypb4/8TeH3juP5Cp5vc5ivI4q11/Ubq3jkFyoLwiYhVnIGQOM+Zz1q1YazeTaxpdrcTO0V9LsOwyoVGGOclyM5Xpitjw5rNgmm6SW1G2URWC78zKNvyIOeeKivtQtbm/8MRwXcMsn9ou+xJAxwRLg4q6GJhXoynyWabW/bqc8o1IzScr/ACJprqYWN07TSH7JZ3E67XKl2jYhdxHPQVk2mtzW93dJqjTSxQ2a3A+ySyK5ZnCbfmcjv7VeuW/4lWqn1068/wDQ2rmnaO/1W8jg1Oxt0/s1N7zHcCVlVgoww5yB61dNc0Zd1b8TSUrSWuh2Hh6/0/xJJfRWx1SCSzKiTzLkEZYEjBViD0q/p9w09naNKcySxliQO4Ga47wwmmwaz4YfT/IS5uLKR70QyZLt5QILjPqTjNdZpQJstOOOBE2f++TXPSqe0b8tPuuv0Nna/u7Gfrt5Pa2d3cxyuHiuYoEXewRQwBJIUgk8nvXMw+LLibw5c6yL6NYbeURNCxkErE7eQPN6fN+hrc8UuI9G1Fm4Vb6AscdBtWvPrW+00/DK90y4df7VacSW6m0csqAqSu/ZxnDd+9ezl9HD1KUpVd1KK36Pc5qjkp2R3fhfW5Ne8O6lqQlmWSzmCR/O21vlU/MpZvUjrXXnqa84+GivH4B1zejLuueNwI/gSvRz1NefiFGNepGHwptL0Nqd+VXCiiisiwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA2Zv8AVP8A7prB1K2M9zG6SSRSxcpIgBxkYPB61vTf6p/901jX00duZJp5FjiRAzO5wFHqTWk9jOBmSaZJK5eS5LuerNbREn8cUJpckcoljudkgG0OttEGx6Zx0rRR1kRXRgysMgg8EU6seSPY0ILWAWsAiXe3JYs2MsSck/nUc1rI9x58E8tvIVCMVCsGAORwfqasSyxwRPLM6pGgLM7HAUepNLHIksayRsro43KynII9RTaTVmBV8m//AOgncf8AfpKbJa3kqMkmo3DIwww8tBkd6vUVPs4dkBRNi8che0uJrbcqqyqqsDtGB19qXyb4f8xO4/79JV2im4Rbu0BnyWVxPGYri/uJIm4dNiDcPTIptzpQuDKPMIilfzGieJJF3YxnDA1pUUcsbWsBk/2N/o32bzV+z53eV9kh2Z9duMZp8Wk+VGsPnMLcOHMMcMcakg5H3QO4FadFHLFdAsU3s2bcFkcRli+xo0cAnqRmkNpK0axmdii9FMMeB9BirtFPlXYLFVLZ1MYeWR0jbcsYRVAPrxUUdlcQII7a+nihGdqbEbaPTJ5q/RScYtWsBS8i+P8AzE7j/v0lN+yXYbd/aE2emfJjq/RS5I9gKJs55HjNzeTzojhwhRVBI6cirhOQQVODTqKpJLRAVY4rmFBHFeTpGvCrtU4HpTsXn/P9P/3wtWKKXLHsFitsuwSfts+T1OxaPJleRGnnlmCHcqsFAB9eKs0U+VdgsVI7eaEbYLmaNBwFCqcDsM96fi8/5/p/++FqxRS5V2CxW2Xe4n7bPk8E7Fo8mZ3Qz3E0yo24KQoGex4qzRT5V2Cwx8OjIyEqwII9jWdJpLzQJBLctLBHjZHLbxyBccDqPTvWpRQ0nugMUeHYVIIEAI6EWMH/AMTVs6eZi5vJ5rktG0YyFXaD16fQVfopKKTukFjNm02a5iEVxdvNGMEJLbxOM+uCKdFZXUESxQ30kcajCokEaqPoAK0KKXJHsgKX2e+/6CU//fpKbJZXM8bRT39w8TjDp5aDcO4yKv0UckeyApNZypNI9rdTW4kIZlVVYE4xnn2AqC50p7wqbq488r93zbWJ8fTIrUop8sW72AzLfS5LMMLW58gN94RW0SZ+uBU32e+/6CU//fpKu0UuSPZAZ/8AZx27vPm+0eb5vn4XO7G3p06cU/yL7/oJXH/fpKu0U3GL3QFE216ww2pTke8UdC2t4gAXUZwB6RR1eopckewFa1tzbmVmeSaWVgzu2BnAwOBwOKS6tjcNG6SSQyxZ2uoB4PUYPFWqKqytYDE/4Ry3/u2//gDB/wDE0+HQkt5VlgaOKRejx2cKsPoQK2KKXLHsFjOOlhY4xDLLGyoyMxVW3hjlgQeOTVX/AIRy3/u2/wD4Awf/ABNbdFNxT3QWMiHRBbPvt5EhfBG+K0hRsHryBWjBEttbxwxo2yNQq5OeKmooSS2Apvayi4kmtrqa3MuC4VVYEgYzz04o8m//AOgncf8AfpKuUUnCL1aAoS2VxcIY7m+uJYj95NiDcPTI5q7uJ/hNOoppJbIBu4/3TRuP9006imA3cf7po3H+6adRQA3cf7po3H+6adRQA3cf7po3H+6adRQA3cf7po3H+6adRQA3cf7po3H+6adRQA3cf7po3H+6adRQA3cf7po3H+6adRQA3cf7po3H+6adRQA3cf7po3H+6adRQA3cf7pop1FAGzN/qn/3TXG+Ponm8Kaqsc7wkWxYsgGSBnK89jXZTf6p/wDdNYeq2cWoQXFpcAmGeLy3AODggirqaoinucFe3up+GtE0yCPU9RvZdS2KGW2WWS3QJkiNBjJ5HXpim2Gt+IQmow2Mes3mLUyQSanYiJklBHyjHDArkgeorcXwYX05bW71m/uWgZWs5yFSS1KggbSOvHXPpU0fhi7KT/bPEeqXUjx7I3ysflc53ALwTkDr/Wk2m2NJqxzL3Mt7oerW7eJdRlufsDSS2l5aiKWPvxx0PIOM9a6fwhp1zZaLbSXGqXN6s1vGUjmVQIRjouPr39KbbeEh9pluNW1O71SZ4Gt1aZVTy0b7wAXufWreg6LPokDQSardX0IVUhSdVHlKOwI69uvpRda/13Cz0/rsa1FFFSUFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAbM3+qf/dNZM43XJG7b8gPTNa03+qf/dNY9ycXf/ABWsjKIeX/ANNR/wB80eX/ANNR/wB81xOmarcG5uTfNNi1NzNaRiQ4uSrvnJ/2QAAv41ZtvEeox2r3l9ERaRGOWR2hCHy2zuwAx+6cHPfPSlyoq7Ot8v8A6aj/AL5o8v8A6aj/AL5qjptxcT6fFNdKFlkG/aBjaD0H5Yq1vo5ULmZJ5f8A01H/AHzR5f8A01H/AHzUe+jfSsh3ZJ5f/TUf980eX/01H/fNR76N9FkF2SeX/wBNR/3zR5f/AE1H/fNR76N9FkF2SeX/ANNR/wB80eX/ANNR/wB81Hvo30WQXZJ5f/TUf980eX/01H/fNR76N9FkF2SeX/01H/fNHl/9NR/3zUe+jfRZBdknl/8ATUf980eX/wBNR/3zUe+jfRZBdknl/wDTUf8AfNHl/wDTUf8AfNR76N9FkF2SeX/01H/fNHl/9NR/3zUe+jfRZBdknl/9NR/3zR5f/TUf981Hvo30WQXZJ5f/AE1H/fNHl/8ATUf981Hvo30WQXY5VyWHmAbTj7vXgH+tO8vH/LUf981Ru55YbK+lgXdKiMyL6sE4rmLhxbWdjLa3k8739rMbgPMXEg8otvwThcNgcYHOKLILs7Xy/wDpqP8Avmjy/wDpqP8AvmuNXUtQieztZbiGVUe0YlIyvyyZGw4bqMZz3zyK6pZo7mNvLkWRCSpKNnnoRkd6bikLmZY8oj/lp/47R5f/AE1H/fNclb2rWd7rM1k1xJNZuhhjluZZFwYwWXBbHOT16U867f322axuLe3tJkmmheWHcSibcHqOpJ+lFkO7Oq8v/pqP++aPL/6aj/vmuT/4STUp7y3FvaOIxHA8qeWCD5gBJ3lgVxnjg5xXUbqHFIXMyTy/+mo/75prrsUt5meRxt9Tim76ZM/7o/UfzFKyHdk/l/8ATUf980eX/wBNR/3zXJ+JNRurXXI0jklitHtcXMqNzAhkALgevbPYHNSf2xfrrBsrGFzaQyJb7mQMCCmfMMhbJPI4wc4PNPlQNtHUeX/01H/fNHl/9NR/3zWJour3GqSy+YgRbdRFMNv/AC3z8wB9AMfnWvvo5ULmZJ5f/TUf980eX/01H/fNR76N9KyHdknl/wDTUf8AfNHl/wDTUf8AfNR76N9FkF2SeX/01H/fNHl/9NR/3zUe+jfRZBdknl/9NR/3zR5f/TUf981Hvo30WQXZJ5f/AE1H/fNHl/8ATUf981Hvo30WQXZJ5f8A01H/AHzR5f8A01H/AHzUe+jfRZBdknl/9NR/3zR5f/TUf981Hvo30WQXZJ5f/TUf980eX/01H/fNR76N9FkF2SeX/wBNR/3zR5f/AE1H/fNR76N9FkF2SeX/ANNR/wB80eX/ANNR/wB81Hvo30WQXZJ5f/TUf980eX/01H/fNR76N9FkF2SeX/01H/fNNRdwJ8wDBI+76HFN31ma1dzWmgXs9uxWVN2HH8ALYLfgCTRZAmzXMeOsoH/AaPL/AOmo/wC+a4rWR9gMtpYXMssM1n5riWZpQrCRAr5JJGcngcHFXE1O+Ov29vc3EMqQ3UkLukZQP+53g8NgY6Y5/CnyoXMzqfL/AOmo/wC+aPKx/wAtf/HaqsYb61ID74ZV+9HIRkezKf1BrmrAjSrO91BHndba9kjl82eSXEAYZwGYjIHOevFFkO7Ov8v/AKaj/vmjy/8ApqP++a5GbXtVEMtyslvFHHbC6ETQ5Z1LkKmc8ZUDn1NWYtc1CbX2gS2cWiXBgcGMAL8ud2/dnOf4dv40cqFzM6Xy/wDpqP8Avmjy/wDpqP8Avmo99G+lZDuxzKR0fP8AwGkw3979KFOadUvcpbDcN/e/SjDf3v0p1FIY3Df3v0op1FAGzN/qn/3TWNdNi7+6SSg6Vszf6p/901j3P/H8v+4KqtJwg5LoZwV3YqfZLf8Ad/6FH+7cyJ8o+Vj1YehOTzVdtGsfss1vDZLbpOQZfIVUL4Oea5otIt3K9of+JoTei42H95tAbytw64+7t/CnQTaNa2140628uliK2PlqwKPcENkdcbjxnPtmuL6zUt0/r5mzpxudjuP/ADyIH4Ubj/zyauIubSxGkWbz6lpZlt45pI7aUCeJgTny1+Yfd4UYz9KhjdT4hE7QWkMy3dsfKVyLlAY0yqr/AHOefbNNYmb7fd5+onCKR3u4/wDPJqNx/wCeTVyeiQ2Frq7RW9zY3kM0Uskt1CnlywDd0dw3fJ64Py0+xfS7nwbZJczafMFLiL7ZNmPeC33m55wfrUvFVF0/D18/Ifs4nU7j/wA8mo3H/nk1cS5ur3RdMtrCCed7SE3RJmCFWDERnnqvDYHpirFxdRXuqfa1Kfa3ls2sgT8/ltjzNo9Pvbse+af1mpfp/XzFyROu3H/nk36Ubj/zyauD04RjSryW2TSPtwS5KPFLm83bm6rjrj36VblFiuh+IFtpo4tNWFDC0M2xPM8s7gGB6k4yO9N4mafT+vmNU4t2Ox3H/nk1G4/88j+YrkNYa1udes2kOjzRHTwUN/NiM/OOVIzk1FYra/23fMsOhSSpdDyRNNib/VptCDH3c9KSxNS1/wCvzFyRO03H/nk1G4/88mrkbK71DTrvW5722dLt4IWy06upkJZVVQOgyR+XPWoUE2n6W+l3sUtvBHdRSThpg58hz8xLD+HcDn0Bo+s1PLp/W4+SJ2m4/wDPJqNx/wCeTVymqwWl5bppfh2GKeNna4kS1nVFUqBtIPT7xXIHvUesXdhqOnWt5m1/tDbEXBfFyuG6RD+9nNCxVR20/r7xckTr9x/55N+Yo3H/AJ5n8xXC3lizaRr159ksCDcTqJyW877+MHjGO3XpVu50VxrFha/2XouTFO/kjf5PWMbvu53fhT+sz8v6V+4ezR1+4/8API/mKNx/55NXPx2Gn/8ACQm6itLeFdNjLzyxKBulK/dz6Bcn8R6VkJdajZWupXHkSwzalbPcxMJBJucd1Ucr8hXj2NSsVN7W/r5/Mfs0dvuP/PJqNx/55N+lcK8qrALG3urD7A9zF599FDiJgyMdsg3YPIGSW780sMmlXN0Dqy2ccMVg625T5FOJSA8QzkE9sZ9qr6zU/pf8EShFnc7j/wA8j+Yo3H/nk1csmnRao+kQ3lrG2oiKO4u53QeaqrjaCeoJbH5Gi/mtll8VRw3KvIbNWKeduKnY+cDPAHHA6VP1qe2n9O3cappnU7j/AM8mo3H/AJ5NXI2MUh04x6PbaO0kqos5025AkEeOckjgnp+dbfhQufC2nb4jGRCoCl9xwOhzRLF1IpvT+vmEacWacETsZGCggt0J6cVHFotrA8zw6fbRvMCJWVVBcHrn1puonHhzVD6QS/8AoJrmbG1uItR0FNQUrZ28UkMLO3yyxtCWJP0GBz6Gu2LbjfyM2rHQjw1ao0At7dbeGGUTeRBtRHcdGYAZJHbmrsNiLdCkFvHGpYttTAGTyTXn+kroh092uHtg66YhtmRx5gl3y/6vBzuzjpVuW31OX+2flkLXMEcN627BixArbvY/eHHcird1fyFbX+v66nZvYBlmCxLG04w7oQGPGM59cVUk8NWc32MT2kcy2cZjiSTDAZxzgjrx1+tczpS2kmrs10miOwjtMG+lxMB5KfcGOf8AGpoEtIZby2F3YvJcQ3BOq28hM0Qz/wAth264HPbtQ7oS1Opn0i3uZ4p57K3lmi/1buAWT6HtU/kSf3B/31XIwzx/2TeaXYWNn51xLHATp0/7mcFcuVY9GCg5/ClEyyW2mWWrKkdtaSTW80dxJmLzFUGESMOCNp69CRQB1vkSf3B/31Uc9vI0RG0Dkc5964hZbS8vbFpbXQ4ovsLhIr2ciFcTMMxkjnOM/Q136hBZxiPZsCrt8s/LjjGPah6D62M6V7bz38yBWk2mJiVBJXuv0quINLWaGYWEAlgULE/ljKAdAD2rB8WJcX16LGziaWRS1wwWURlSD8hyeo3dqyb28W+lN3kC6aK1axBPzglz5m0evriuP287nmvEVPL+vmdvaNbWcTJGJDvkaRmY5JZjk1P9ti/utXC3zW8OrSTaP5DTGG4J+ysWlMm0n94PTPT3xVa3CPamOKSwu7dRDcXLqRCJSc5jkYkgnvyfqKFXmw+s1bX0+7/gnof22L+61H22L+61ecWVpLfalbp9htHgEdw0EF25ZEj8xACpAOe+O2DWoi2K+JrRrL7NljKJvs7ky7tpz5g7IMce+KXt5g8TUTtp93/BOz+2xf3Wo+2xf3Wrira60mLQ9Q+2yx3FpFfyZVpfMLHf8oJJ5yemazpok+yWcbzaeybbiQRzTbrePOMIrD+Ne340/bVBLE1G7fp/wT0b7bF/daj7bF/davPtKt2uri7ujaxS+VFD+8nz9oQ+UPucYz3o0QQIJUlmtxG+nhpJLaUqM56ynPyyf/Xo9tMHiaiV7rp07/M9B+2xf3Wo+2xf3WrzyaS3uLTw1vbT5Y/sbA/bJcRbgidTz8w/xpYo7Q65ch49CKKkGwTTYVRg/wCq45H9aFWmP6zVt0+7z9T0L7bF/daj7bF/dauJt7i8s/EVzdalAY/9BdyRMGRVVxtCgf8A68mqqNfWOn39vNDNDLcot0SJQ5ILATFSORwRx1AzS9vU8gWIq91/XzPQPtsX91qPtsX91q4u9j0yW2bT9Djhl+2MqzR20wTMYBJO7oDj8fWq9/Na3egL9t+yLqVvE8W24kw6lThjHjq2QMY9qPbzEsTVdtvu/wCCd59ti/utR9ti/utXA3SSx6jEYoVmvpZonhlM4EsabRlXXqB1z25qS2ZodR1d9ehMcL2kclwWnDoBvfAAHbHGPbnrVe2qWvoDxNS3T+vmd19ti/utR9ti/utXASm1HhLVJlngghkfzIYIrgAQ9MKdpxk4yV96Z4maKbWrh1a0f/Q4miZpMSf6xuYcdWP+FL2007MI4mpJ6W+7/gnoX22L+61H22L+61cjJY29zrstxZ2sUctnGztIq4ZpmU4Un2Byfcj0qnpH2byZwsqpbtpsbXTpJtxcc7tzA8N60vbzD61Ut0+7/gndfbYv7rUfbYv7rVxEUttPp3h4XkkT6c1tiUs4MZkCLtDnp/e696oXgtEvpZLJrcwRGHyQznzR8/PkeoPII/pTVabdg+s1PL7v+CejfbYv7rUfbYv7rV57YfZBHZvZsn9pNeTiYRt8xj3vu8wDsBtxn2xVvwclv9ktXRNJExtly1vJunPAzvGPzpKvNoJYmpFN6fd/wTuY7qOWRUVTuY4Galhtn2MCisCzd/eqFj/x+w/71J4uIHhDUM7ccZ3nC/fHU+nrW1Go5rU6sJVlWi3LuWY9BsoYJYItNtUhm/1iKihX+oxzUaeHreK5gkihEcVuG8u3QqsSlgQWwB1IJHWue0uWGz1K3kZ7SGzi1CTMlvJ/oiboMAKxwOvX/aJplwtvLZi6nm0+aIXF3LHa30hVLhC/Doe7dh/vVudNkdjDZfZ4VihgjjiQYVEwAo9hUNxpKXFnNbeUIo58mTy2Ck56n6ms2G5tD4n0l1l8mabT3AtpJ+V/1e0bCevXtk4pbB9MbUPEUE08M9uHR5kkm8zA8sbsgk4APboKH/X3gkXJNAtZtRS+ms4pJ40VIy+CIwCSNvoeambSYHvVvGsoDdKMCYgbwPr1rlLjTYLfSbScQWlpHqF8J2hnGy2WMKdiyY6ZGD/vEVVLI2lD7Qw3RWT/AGAs3HniVv8AU568bduOcYoVxWR3nkSf3B/31R5En9wf99VzMZH/AAkiMxX+0/7SZHGfn+zeV6ddmfwzWp4ZltS+rRWtys4S+c/6/wA0gFV6nJPXNAzQIZGKlOfrSZb+7+tSTf69voKbWbLQ3Lf3f1oy3939adRQA3Lf3f1op1FAGzN/qn/3TWPchjeZVS2EHArYm/1T/wC6azf+X1v+uY/nV1IqSszODsysI2DlxbkOerADJ/Gm+QNhT7INpOSuwYJ+lc5JqV7blr2OeZppjfK0TOWRREG2YXoMbR9asW7JELy3vb++FokFtclxcP5hdw2VVgd3OBhRXN9TpWua+0kbX2ZcKPsa4U5A2Lx9Kd5R8zzPsv7z+/tGfzrnriz1caRbTzTyAW0U0sttJeyQymPOU3MnJYKMc9z1qrFqFy+sC7Rr9LMXlsnmPckxojRofLMZPJJP3sd85oWDpN2E6rsdUINobbabQ33sKBu+vrSfZlKbPsY2Zzt2DGfpWRpMF3Z6ytnfXMsst3HLJDcxXryqAGHWNhtGAwwRkcVNYxTah4UszLNez3IDsBFc+TJOQWHLAj/Cl9UpWvYftGagVx0gYcY6Ck8o7lb7Mdy/dO0ZH0rlrjWL5tD0pbWa+uLiKM3M0kEZYtsbAR8fwkhgT325q7dahNPqE17b3EwSGezSCNZCEZJcbsqOGzuPJ6U/qVK+we0kbYtwr71tAH/vBAD+dHkfJs+yDZnO3YMZ+lcvZTahHod5qfk6i0saXDJcyX2+IkMwH7rd2x6dquTG6g03xBa29/eKLSBJopjJ5kgJjLEbmzxkfh2xR9Tph7SV7G21srgBrNWC9AUU4+lH2Zdwb7Gu4dDsXIrH1X7Xc+Ire3ih1C4jFgJDFa3v2fDb8bidwz6VFYpdyarqEjWurXEdtc7VZNQwihY1O0pu+Y59uc0fU6QvaM6Ao5627H6gUFHOc27HIwcgciud03XrxLjW7i+jvldLeOaO3lhKJEx3AIvqSdvPc5qK11K8TSBp9zcX0UxvYopLi4Xy5Vik5zz05BUH2o+pU+w/as6ZIjGMR2xQDsqgUnk5cP8AZfmXo20ZH41i6/5+nWsenaZcanJPJIZiYmaeWMKAdpJOdpOAc/3qh1PxDd3E2lS28N/FaNNAzPDCWWcsfmQt2A6Y7mhYOkw9pJHRbHwR9nbB6jA5o2yZz5D59cCuee/vIbpr1Jpmle6u4DCzkxhI42KYToDlQc9TVaTUL+yt1gtbqR2u4bN/MnmJ2PK5VsMc7QQOMDjsKFg6T6f0wdSSOq2PyPs7c9eBzRtfj9w3HTgcVz9rPLeahbaNNJc2yRyTrMYrt3MrptIVZThsYYnHB49KZGbmHWtR8v8AtG9gsRH5cov8InyZ+ZNw389eDS+p0tw9pI6EQYjKC1wh6qFGD+FBg3bd1pnb93KD5fp6VyD6jfrpMQmaZ7u/jt7hXtr5juVpFBUA4EZOcfLx71a08XF9qNtp11dahCqTXQeMXbb4woQqrSKfmxknqetP6lT/AK8he1Z0+2TJPkPk9TgU0QYYsLX5m6naMn61ytnd3+p39ojm+vUW2c7ra7+zhwsxUSHkBsgCtW/mu7ZPE2Lu4byrRJIckDySUf7uAPQc9aPqdJdBqpJuxqpB5RJjtNhPXaoGacFkAwIHAHYAVhI+o6fpgaLTtYWW4CoZXufthQEZLhdxwfT61q+FrmS88MafNMZ2kaEbnnGHc+p+tDwdLUSqyLtuSqOrxtyxyMZqUspGDExA7FKqarI8OjanLGxR0gkZWU4IITgiuX0691K51PRrS5nuliiR4Zm3EfaSYiysT3IABz6n2roSsrLoS+52AjhBUi1UFfukRDj6U/eOf3T89fl61wuliefT5pp9V1CNrbTUuEla6cgOWk5YE4bO0DBol1fV3GplZLgNdQRxptzi1fyVcsB/DkFj9QKbVrh1O3aOFmDNagsOhMQJFKFiXdtt8b/vYjHzfX1rkdIN5qGou0kep3McaW37yK/MSR5iVmym4buSSeOamj/tCCWe3nuLiPUrqKc2ty11vtpMHghM/IQCO3r1oasJM6lfLjACQFQOQFjAxQ2x1KtCWDdQUBB+tcqb+Sz0q+skTVItRLxwmJ5zcyIXH3o2yc8Bjj2og1C41GDSbGWa7jYmaOcbzDNNJGBtQtnKlgdx5osFzqGjhcAPahgvADRA4+lLI4EeAjgAjHy8da46K4uNSv7WO2g1eeFbRyYV1HynRhMyks24bumOprsduy2RcMMBRhm3Ht1Pc+9Fh9bGFcsPtUp2Nnce3PWosISD5XK9Dt6fSsvxbdXKTi3svtXnF2mJtk3NhTwCP7rHg1n3upS3DzXtvNKqwR2skCoxCv5jENuX+L056V5r1Z4Mqbbv/W50ihEYssW1j1IQAn8aTZHtK+SNp5I2DB/CsDU5pdI1Bp4ZrgxvDPIDLN5kcrBSwULn5duM546YqCKW/wDLW3cXEruIrid7a5aRmiOc7QcFTnsvbp0pJXF7PS51GQMYQ8DA+XoKaFRWLLEAzdWCAE/U1yFtc3d9qEMCrqU9uizhFFz5EhCyKAXORnGSK1yklrr1lsmuhDcmQFnn8xHbaTsC5+UjGc+2O9FgdOztc1/LiAIEC4PUeWMGjy4tu3yF25zt8sYz9Kyrcg6Te/2hfXAjhvJVMwfY5VW4UFcfTArNl/tMw2kDfbGZknlEH2jypVjyNhZ88kZ5B9faiwlC7tc6rOCSEOT1OKaEjAYCEAN94bBz9fWuV066uLye4uHe8mjiiiYTpcbEjPl5JMeRu556c1No8l6zNDPNcwyT2ImVjMJd7Z/1i5yE7fL7+1PlB07K9zozHEVCmBSo6AxjAoMUJxm3Q46ZjHFc5JLdXMXh9B9snM1mZJUhufJZyEQ7i2RnqfzpYYrqXWrqE2+pSRwLDhV1Db5WQSd3zfMffmhIfJbqdISD1QntytLuGc7Dn6Vz1nq1yfENwbxLuCAWjyCGSPakYVh82e5Izz7gVVi1a9g02/EzXUc7hJ0a4j2mJXYK+3sVXIwfely9A9kzqVVE+5EF/wB1AKCsbEFoQxHIJQHFY2qxHT7NrWzur95rplQFZDNLGMEl1B56D6elQ3U0t94dW9R7pbqCFg6Rz+V5bLwzMufmwVPB96NBKF7PudB8u8v5fzngtt5/Og7Wzujznrletczc3d5BdRXBN9JJLPCLcoD5EsbKMgjoCfmPPIqsmr30GmNfSHfNdwPJFIk7OsYDAHMZGFwD1GenNPlH7JnWiKILtFuoU848sYpdkeVPkjK/dOwcfT0rH1KL+zbF4rS7v5ZrrbGpWQzSKDnMiA+2TxxxxWbqes3zeGVMKXsckcbCeeOIlkdDjaf7pPBJoSu9AVNuzR1gIHRCM+gpu1MMPKGG5I2DB+vrWJqnnQ6gNQkeRrItFGYluXjeJiccoOCckcHmqVhPcSXMRu7q5igu1uB9o8/5ZADwVX/lkQM80KNxcml7nUbU2bPJGw/w7Bj8qNqZU+UMr907B8v09K5lp75YEjtJJhbX14sVs1zMwcpsJY7zlgGI47+nWq9ze3dwjLb/AGn/AES2kMix3ZBjdWI8zceZF46H8qOUap36nXKqKxZYgrHqQgBNCpGjbkgVW9VQA1zCXEptbrU0vrgypfJHEpc+XIpEfybDxzuJ9RVrQUuZ5DcTQ3zjz5h57XmY8CRgB5eewGOnakhOFlc6ayfF7D8rfe9K2UYMjK0bMCxyCuR1rIsf+P2H/eqTxNNNb+F76S3eRJQQFMb7W5cDg9uvWurDfD8z0sv+B+pqbYvL8v7P+7/ueWNv5dKGWJwoa33Bfugxg7fp6Vyul3V5FrdvZSyXcYW+kRreefzWVTBuVS+Tu55HJxTZH1C5gkn8y7uLSC5u/Nit7ryZQob5WByMqoBG3PcV02O7+v6+46wiMyeYYMuP4jGM/nQFiBJW3wW6kRjn61lW87y65pksN3cSWdxYu4ifG04MeGPGd3Pc06zjklvdbt7u8uXhWSPaxfYYlMYJClcYH60Wt/XnYFqajFXUq8LMp6qyZH5UHYduYCdn3cxj5fp6Vx228+w2zWs9/LHqF9mG3e7cSNCqngSscqTjd156d6hGoXs2mSu15ciSwsnnTEhB81ZWXa+Pv4Cgc8H8aEgO3yu/f5J34xu2c49M0iCOPJjg2Z67YwM1zkd3dNrCXDTTBm1M2Zh3nyxF5e77vTOec9a1NDM4OpR3FxLcGK9dFeXGQu1SBwAMc0W/r+vUC1Id0zHBHA6ikp03+vb6Cm1DKQUUUUAFFFFAGzN/qn/3TWYzql4244/ditOb/VP/ALprN/5fW/65j+daSMokEdnp8V5Ldx28K3MoxJKE5Ye9Vzomim0a1NhbG3aQSmPZwXHRvrWO/iC+t2a8aXzIZTdqluUAEfkhtpBHzHO3nJ71Ztbq+k+121zqzRCGGG6a7MUYKK4bcuMbcfLwSCaVtCy6dB0NkiRtPtisOfLBQnbk5P6ipjpulnUPt5tIPtf/AD22fN0x/LisKS+16TSbO8VroW6rK08kEcIlZAfkcrJxyoJIFQx+ILx9bUR3tw9p9qgiG+2UQmN41JLOBkOSeBn04oSbdhPRXOhttJ0izEwtbO3iE42y7ExvHofbmmf2Fon2NbT7BbfZkfesQQ7Q3qKo6Vc6suqG01We4juZVkaBZI4WgYA9Rs+bgEcEjOaltbi/vvC1tdteTx3ADNK9pbq7yYJGFQgj0pdLjNSKCyt8+TFFHlBH8q4+UdF+nJqIadpazwTrawCW3XbC4TlB6D865y+8VXNpoukyvdwLdSqZpyEyJEU4KAdmOfwINXrzWboalNLb3GLW2ntovJCKRMJcZYnGeN3GCOlOzuI0INF0a2uTcQWNvHMckuqHnPX88mnf2Ro4sHsfsVv9kdtzQ7PlY+prnrPXb/8Asy7v5bnUJHhSdhG9kq252swUCQLk9B3q5NqGqW2na3El6klzYwpMlxNCDkMhYjauBxjj9c0WY+ppT6HotysKz2FvIIU8uPKn5F9B7UDQ9FF0LkWFuJ1IIkCnOQMA/oKztW1O8TW7e1jub+KFrPziLK0Wdi27HOVOBiobXVbt9VvFuL3VfJtZ9gWKwVoygRWO5tmQeTnkUaiOilgspmdpYonZ9u4sv3tpyufoelJPb2NyZTPDFIZU8uTemdy9cH2rn9J8XC7n1eea4iNvbwJcQwIpDRr82Qxxyxwv0zio7DxJd3ejJEt5DLfyXqWv2hY8Kof5g209wMj6iiz2/rUd/wCvxOhsrDTdOObK2hgOCuUXBwTk8/WpFgslhSFYohFG4kRAvCsDnI9881heINSvNA02KL+1A9zNKWjmnhXOxRllIUYycYBx3FLqupagGg1GCW6i0ZrdJHktlhYqSeSwcbiMEfdoFsbS2mnpfvepBCLp12tKF+Yj/IqOPTNKhtp7eOzt1guDmWMJw/1rKg1W+m1OIi5Pk3N3PZpF5a4j2KSHBxkkleQTjmn213qRTV44dQF0trEPLu5oVwJQCXUBNoYDA+hOOaWyH1NFtK0l7BbJrO3Nqjbli2cA+v1qe1t7KyDC1iihDAAhFxnAwPyFZRv729/se0hujbS3dqbmadY1ZuAvCgggZLenSqVzeaxaHV5v7U8waUsbeU8KKkwKbm3EDIJ9jj2p2f8AX3CNgaLoohniFhaiO4IaVfL4cg5Gfx5pJND0Sa2it5LC2aGEkxoU4Unrj61nzeJSni63sxcotsQsUkDJ85kddwbOOAOhHqaqJ4ovUt7jULhLiON45/skZWMwsY89SPnzxnnAosw3OnjitIpVkjjjR1jESsq4IQchfpVcaVpInuJxZwebcqUnfbzIp6g+orOhn1F/t9m+o3DPaCKXz4rdGlZXUkoF246jjjNNtdU1KTTdFne4iJnu/IuAYsOwy2AecKw2jcMdc9KLf16hfQ1LDTdL0subC2hty4w3lgjIqzD9nt4UihCxxoMKijAA9BXOpqt0+uags15qaQW1zsVILJXh2BFY7n2k55PepfDniRta1e/jM8RiEcckECqQ0ancDuPc8DPpnFGrDY3GMMyTRyhXjk+VlYZDAjBBpskFlMkayRRssSlYwV+4CNpA9OOKZqVxJa6XqM8LbZIondTjOCEyK5vT/EOo32oaTZNOEYxvHfMIxlpPLLKV7Dpux7ikPY2U8PaDGYimmWimH/V4j+7zn+ZJrQ8u1/f/ACR/6R/rvl/1nGOfXjiuS0zUdavbSSX+12EkFgt1hoI9kjFpMhsDIGEA4Ips3i3UB/aBRlUzQR/YVKAiOUxK5z/eHzE89lNNp6h1OifQ9FkuFnewtjMoUK+wggKML+QAp0ej6PF5/l2Nsv2gFZcJ98HqDWHp+r399qJSW91FUVLcgWtkrxnfGrNubacck9+BU0GpauJLuKWWZdT8uZoLKW3VYXIPymOTGWwMZye/ahpoSZtWunaZZKi2trBEI2LrtToxGCfrjiluLDTbuOWO4toJElcSOGT7zD+L6+9YZ157TQr2R9SuGu1ZI1+22oieB3GASoAyvfp2NLBrt1qVnpUVtdbJZ1lNxcRRBmPlYBCKRjLEg9OlDQJmpNoWiXCQpLp9sywrsjBT7i5zge2auloo4FjjwqrgKoHQDFcqdburi8tYoNR1NoGtWkL2+nq0jOJCp3qVO3GMdB0rrOfsybmZjhcswwT06jsaNQ6mBcLD/aE0wVfMJK78c4znFU/7PsPMhk+zQ74P9Udv3O/FVvFurPpjgQTJFK8rPl13AqvJX2J6A1UvtYnE01xazbbe1S3fy9oIm81sck8jA6YrzXueFKEm79/+GNSDT7C1uHngtoY5pM7nC8nPJ/OmJpWmRW8kEdnAkMpBdFXAbHTNUL6/u9J1KTzLmSeHyppSksIRPlGVVGAySO+c8ZNVv7Xvo4FS6kubeaQxySO8UbLDE3Vl254zx82SOKFd7C5Jb3OgjgtomRo4o0aNPLQquNq8HA9uB+VRQ6fYQXL3MNtCk753SBeTnr+dc7Drl3d3kVul7dPEomHnWlqsjSlXUAkFTjhiDjHNaN1e3mnakm+5lmieOWQxywhE4QsqqwGS3HIz0zStZXYezkna5dGjaUIJIBY2/kyMHdNvDMOhPvQdH0toFgNlAYlYsqleAT1NUbK6vZ/Mgm1Ex5tYbw3HlpmJWzuXGMYwOpyagj1PULi2gjFw0TNHcTrOYlDSxxkbMgjA3bsnA7D1pu66hyyvub8UVvCXMUcaF8btq43YGBn6Diq8el6bFHLHHaQKkwxIAv3h6H2rDbXr2S4jmEjRwkW7YWINCN4BYSORlTzxj261PpeqX1zqUUc0zYn84APCBEdp+UxsOW46gn16UWYODitzTbRtKe3igaygMUOfLTbwmeuPSkbRNJZ1drGAsoAB2nIA6VmS6pff2NpsjXEgmnu3hle3gDsVBkHyoQf7o9aekuoXN/8AZoNRuYgloZwbi2RWZt+MMu0YH0xRdrqHLJdTalgtpyxlijcsnlksucrnO36ZpXit5GDPGjMFKAlc/Keo+lc7/wAJWZrjSUEkcAmeL7QrKTv3qeE9unPuKtprufE8loZ0NuAYhFt+YSKNxbPcHpj1FJxa3D2ckaNrp2n2Th7W1hiYZwyrz6U2bStMuJBJNZwO4JbcV7nkmqdjd3R0tNYurwmF4TM1sI12qCMqAR82enUnNRaVqFzqmlTD7f8A6RBJl5reEMxQ/MAFI64OOnY09bi5ZK7ua/2W0+2fa/Jj+0Y2+ZjnFMhsLC3nlmhtoUlmz5jKnLZ65rDuNduodAgc3Ucd3JM6iSSPnahJIZQOHIGD6E1d1C4uZ47KbTr+SJ7woIogiMmOrEkjOAM9DS1G6bW7/pF220zTrNw9taQxODkMq8jjH8qma3tXjmjaKMpMSZVK8Oe+fWsq+mvbfUpRb38jpFBJPLG8abUGDsGQM5zz16Kapw6ne/2VFcNd6hmRYvNkns1VIlbG51wozj3yO9C1Dkb1ubpsLBr4XrW0Rugc+aV+bOMfyph0rTC0zGztyZwVlOz74PUH61z8eu3VzeRW0d9cyQq0yme1tVd5duzBK7TjG4g4A7VZTWbiLUoY5rtvMe58j7G8IUlMcPnGc8Z6468U1FjdOS6/0jWTSNLjt5IFsoBDJgum3g46flSyaVpkscMclnAyQjEalOFHtWZdanfQaRfO0/7+LUBbq8MIJCFkHyqc5OGPrVddXuzEEuL+S1iE0qG5e3HmDABRXXGFJyT05GKFdiUJPW5uLpunJeG7W0gFyTu80LznGM/XFJDpWm2919phtIY59xbeq4OT1NYVtq+pX9peX0V2sQtbaOZYjGvlyZVi2SRuAO3jB4zUw1m8fVV/eSJbm5SIL5Q8naVBIL4yHyen0oSd7A4SV9TqrKRRew8/xVqyxWt5ayW92iTQyEh43GQwz3rMsv8Aj+h/3qn8QXs+n+HLy5tXKTRn5WVQxGXA4B6nmunD/Cz0cv8AgfqSjSdIFgbL7Hb/AGUtv8rZxu9frSTaPo9xFBFNY2zx24xEpThB6D8qyNL1m+k1O3tZbiV0a8kiIuIBHMUEO8blAGOemAMjFMn1fVHiaQzXMVpHc3Mctxa2yyvHsbCAqQflxnJxngV02Z3f1/X3G8+n6Y9/HfNbQm7iG1JtvzKPQU2PStJhkuZI7SBXugROwU5kB9fWoYr25bW7GNbqKaxuLN5RtjwzMCnzbs9DuPAApbOW+urvV7Wa7VDDIghkhiAMasgbo2QTz1NFv6+YItXVrYXtqLa6gilgGMRsvAx0x6YqN9M0qRLdHtLdltjmEFOI/pXPtqeqx2SSJf3NxDc3vlQulvG05iVTuZFC4b5h6dM0z/hINSl05plugj2dm11JiNf3xEhUI4I+U4XkDByaEheR0/2Sw+3m+8iL7WV2+dt+bH1ptlYabprStY28MDTHdIUUjefU1kpq94+rJJ5xFs9+bH7PsGABHu35xuzn3x7VpaNc3c/29L2WOR4LtolMabBtCqQMZPr60WAnkYNMxU5GBSU6b/Xt9BTahloKKKKACiiigDZm/wBU/wDums0kC9bJA/djr9a0pv8AVP8A7prNKhr1gQD+7HUe9aSMolJNF09LuW42ljIHzG8hMa7vvlV6At39cmoH8M6bJZvbO9yVd0cublt/yfdG7Odo7DpVI+I5IZHnmt4GsmNysSopEgMIOdxPBztPQccdans77Ursz2uNPS7RIpxIYm8sRuDwRuySNvXIFLWxbLE3h+zuI0Sa7v3CqyMWvHzIpOSrc/MOKX/hH9N+2m5/eDLK5hEx8ncoAU7OmQAPyrIk8RX50+zuY7eBIXEvnXItJJoxsbAYBSCFYZOT2pU8TStr62SvpsiG4ihEaIwkdXQMZAc4AGemO3WhXE7I2LXQ7KzkeSOa5aRkMavLcs7RKTkhCT8v4egpkXh+ygsYrSG6vo44mLIy3jBxnqN2c49qp6Rq19eXslveRW0M+12jtXtZImYBsAiRiQw6ZwO9Sx6ldXHhqDUQdPtHIZp2mRnjQAkcYIJ5ApdLjsaFppdjYgrboEUwiEjfkbck/mSxJPfNQJoOnRywSJ5g8gIAnnHY2z7hYfxFexPTArMuvEsttpGmXTW1qs1yPNnR3wFiH3mX1PIIHvVm81mWHU5Viit2s7eWCGbKkuxlxgqc4AGR1BzT1uLSxZt/D9jbB0Se7aB9+63e6ZoiGzkbDx3NH9gWB064szLcmO44lc3LeY4xgKX64xxisWz8VPJbXNzNc6W3kLMzWccTibCEgfMWI7Dt3q7JrF/bafqu+2spr2wjWX5d0cbKylu+TkYP19qLMfUuzaDZzSQyfar6OWKLyRJHdsrMmc4YjrzSxaFaQXbXEN3fI7uJHVbttjsABkr0OQBms/WNdex1WC0FzptnHJa+f5l3EzbjuxtG1hUVv4ieTVri2nv9HgWCYR+W8L75F2qxYHdgZyccdqFcWhu3GnWl3JM82S0/l+ZiQjOwkr+p/Gm3mlWN/JM9yu5pkVHIkI+6SVI9CCTg1nab4jhvZ9Td47dLO1iWaJgwLuhDZZh2+7wPfmobXxFNPo6ube0/tF7pbVY0bMYLcqxI5xtIJ9+KLMZr2Wl2thcfaI5Z5JypQyTzmRiCQT1+g/Kqp8NaYdi7rjyVABg+0t5TgEkBlzg8mq+rapfaLpqtOunTXjy4TAMaNGBuY4JJDAA4554puqa1cW17AYFgh06SFJPtUtpJKuWOMFlIC8Y5PrRqLQ0TotgbyW5zIHk3ZUTEIrMMMyr0ViO49aitvD9naWEllDdX32d08va12x2L/sntVWLWbiXUVRYrX7NNcTWkPyneJI1J3Mc42kqeAM+9Oi1LUEOqQSw2Nzc2UKyBog0ce4gko2dxyMZ/EdKXQfUttodi1lbW3m3AFr/qJVuGEqcYwH64xxUQ8M6Z53mM1wwYqXja5Yxylehdc4Y/WmPqVzcJpcFlFapdXtv9od5VLJGoCk8AgnlgBzVOXV9Wt21CSSDTni00IZ40Rg0gK7mKsTgYHYg/Wq1uI2202ze1lt2yY5pvPf8AeHO/IOc/UCq8fh7S455JBGWVw48p5SY03/f2p0XPfFV5NcVfEsFgiWxtnUK7kjzBIw3IAPTaD+OKg07XpNVu3jh8i3WTzFtVntZP3hQ4J35Ct0Pyjn3pWYXReXQLKOAxpcXisXDmZbphKcDAG/OcAdqJNAsHgtYVkuIktZPNjEVwykvnJZj/ABHJPJ9TVAarqkel6vdGHT7k2RIiZFaJJCq5fqWPB44689K0b69mtn03yreBorqdIpWY4KbgT8oxz09fzo1AUaLapfyXcV1eRPLIJXSO6ZY2bAGSvToBV1YYVu5boH97Mqo5LcELnHH/AAI1zw8QM2u3dpJe6TbR28/liKWJjK67QxOdwA6nt2q3ouuLrGpXsSRW628SRvbsGBeRW3ZZh2+7wPQ80a2H3NSWKK6gubeYgxSgowDYyCuDzUL6ZZP9nONjW4IjZH2sMrszkdTt7mlvpvsen31ykaM0EbSKGHBIXNYVn4mnvrrSbWO2tlmuYpPtRIJEMgUlQB3BKn8KQFyPwjpMUaxrJdmMRiJkN25WRASQrDPzDLH860RptiPtOI1/0r/Wc/7Oz5f7vy8cVzlhr2s31s0yQ6YTDaLdSR+W4MmWcbVO75eE6kHk0svjBl/tIpawERwJJZKwOZHKKxVvpuHT3pu+odTYTw9Ywz+bb3F5AcIrJFdsqsEUKuR34AFKvh+wDOzS3UhZWRTJdM3lBuuzn5fw9KyLbxLLdakLd7rSbT5YCIpYnZ5C6KxwQwA5OBxUtt4huZkv5PLsnltklb+z1RhcKVOFzk4IPXgdxQ7iVma1totjbTJMHmlnWTzPNmnLuzBSoyT1ABOBSXGiWFyXZvMSRpvPEkUxR0cjBKkdMjg+tZ8Out/YNzffaNLu5FKpCYAUTe2AFcMSRyR+FH9uy3Flp32VLRLm6SR5pJAWihEf3zgEE88Dmh3BWLX/AAjWnp5JhnvLdoozGHhu2RmUsWO4g8nJJzWm21IFQOW27RlmyTyOp71y8/iZ0uLWIahosUctsZvtLxu8chDlcLhhjp3zXT7QbZGby2YhSWRcA9OntRqHUwLiGIapNcg/vSDHndxtznGPrWeNEsFMO1XCwqFCCQ7WAOVDD+IA9M9KXxLqZ0tswpC0jysdsjbRsXlyPfHQVVvtYeC5lMEcLW1ssLTblO9hI2BtOcDHfOa83roeFKMrtrqWl0ezEzSSGWbIcBJpS6KG+9tU8DI4+lJb6Na2sUiQy3Kl1VfM+0NvVV6KrdQPaqtxq09hqUsN19kliSKWZkhUh4kUZUkk4OenGOarx6/K8Khvs8dxM8YVJYHjESvn5m3EbhxjIwM0K/QXLPe5sQafa200csS4kjjaMEsTkMQzZ9SSAc0yPSbRLrz2aWRgWKpLMXRC3B2qeBwSPoTWKfEkv2qO2efTbdgJBJNIrOjsrKBswR1DZ5zV2XVbi01IQ3Bs5YjFJMUhVg8aKuQxJODnpjHelayuHJNOxO3h+we0ktmM5jkK5JnbcApyqg9lHp0qSTR7aaBI5ZrpyhJEjXDb8EYK7uu0+lVbO+v7zdAFs1uWhiuY2KNsWNyeCM5JGD3AqBNburi3iW3jtfPIncuVYxukRAyozn5sjHPY0233Dllfc0ZNFsZZt5V1U7d0SSFY32/d3L0OMD8qIdHs4JhLGZQV3eWpmJWLd1KD+Gst/EjtewpHHbokogZIpAS8okAJKsPlG3PQ+nvUum65Nfal9mKWpY+aDCoIeIqcDcxyGB9QPzo1BwmlqXF0GzW0jt1lugkUpmjb7Q29GOckN1/iP50kugWczBpZ7xm2GJmN02XQnO1j3FUptdnj0exupBZ28lxctBI0gLRxgFxnggn7g/Olj1LULq5EFjLptwRbGcuI3CyfNt2j5uPrzRr1C0+5svbQPHbx7QEtnV4lU4CkAgfhg9KYLC2FvHDhtkUvnJ85yHyTnP1JrKHiSKabTUt44sXLxife4Bi3gkKB3bj6VZTVw2vyWRWD7OqlQ4b5/MADMCPTaR+NJprcXJJEn9hWOeswj3bhCJ28tTnJwvQc1Ndadb3k7Tu80czBQZIZijfLkjp9T+dVLK+uprRdRuFtY7B42l2AHzEXGQSc4PuMDHvUVprwfS2muo7dboS+UsUcg2ux5TDH/ZIJ9OaNR8s9WaNpp9tYuj24YOqsu5nJJ3HcxPqSRkmkttNtLR43hUgxI0aAuSFUnJAH1rOtNXudRt9PS2W0W5uYGnldgXjjAIBAAIJOT6+tRHXLqHVksrhLNZBJHG0QDbpAw5dWzgAeh5496La2BxlrqbIsrcC6GM/av9aS3J4x+AxUFvpMNrCYoru+CbAig3THYB02+lUbPUr+5uJoJFtoLgK5iiltpFyAcBtxOGHTOPWnW+o3dzZXcyzWCrayEG48pjHIoXJwu7IIPHU07WDlkm1c0YdOtbeWKWNT5kSuqsXJJ3EFifUnA5p32KE3n2l3ldxyivISiHGMqvQHFUYr+9CaR9otrdTePtmIJBT5WYYX6KM5PFVj4gZNZe2l+ypGkxjaNgd4QLu8zdnbj2os7i5ZMu/2FZmCeFpLllnlEzlrhiQ4IIYHseB+VSDSrZbcwrLcqGcvIyzsHlJ67m6mqun6xJqJ1DyYID5ARoFMnLqyk5YjOOnpTG1e4ltNMMQs4Zry389nnz5akKDtHI7n1/OizQ7TvuWZdB0+aZnYSBWVFeJJSsbhPugr0OKkbSLN7vzyHyXEpjEp8suOA23pmsmLXr27hubq1gtTBawxyvEwJd8glgrZxxtOOOakHiB31hbZVtgjTLGsRU+YyMu7zA2duPb2oV7g4T1OnsmH22Hkfe9a07uzt9SsJrS6JMUpO7a+09cjBHTpWZZKv22H5R970qzrd8dJ0G7vYkhLw8jzV+UZYDJxzgZrpw/ws9HL/gfqL/YFh5JTzLjzTJ5v2n7Q3nbsYzv69OPpSPoFg1vHCst1EiBgfKuWUybjlt5B+bJ9az9L8QS3t3bQMtlPHLdSQfaIFIVwse/Kgkkc8ck9KiufEk8e0YsbRGuLiL7Tcxs0Q8tsKpwRhm65zjg102Z2m0NHs1v7e7SSaN7aPyoo0nIjVeONnTsPyFJFo1pFNeyLPdFr0Ym3XLEdMcDtxxxTVvJxrdrZyQW3kTWzS+ajZJZSuQBjGPm65Oaba3N5d3Gp2whtIJraRFhY5kUhlDZbp69B+dGv9eo0T3GlWVzaQWx3RJbY8loZSjx4GOGHI44qu3h3TGiij2yKsYKnbMR5oJ3ESf3wTyc+prJl8QX9rZvLcf2d5RvRapdiF/LUAHcxTcSRuG3IPvS/8JNdSWK3EVvaDybU3c+VJEiByo2c/LkKTznGRQr7i8jcGk2Q1L7cN3m7t+zzT5e/GN+3puxxml0/TLbTXuHgmuHNw/mSedOZPm9Rnp2/Ks5NalfVFAht/sLXZsgNp8zeE3bs5xjtjH41e0m7lvftgureCJ7e5aELGdwIABByQOefSjUZYlIMzYIPA6U2nSgCZgAAMDpTahlIKKKKACiiigDZm/1T/wC6azf+X1v+uY/nWlN/qn/3TWYyB71gwz+7FaSMomaPDVubmR5ZpZLdvN2W5ACxmX75DDk5yevTNQyeFjLZTwNqdz5k3lq8wjTJjTO2MjGCOTnuaQeIYFnczWpS0/fCOYSbi5iB35Xt0OOecdqfbapc3ayxR6Wv2xBG4hN18pjfOGL7eDwcjBpa2LJJdEvJrVIDrNyieW0UgjgiUOh7YA+UgcZHrUa+FoUuSUu51szLHL9kCrt3IoVTuxu/hHeqU/iuOKGzYWkCPcGVW+0XnlxoyNtID7TuyenAqf8A4SAjVvsbWCbBcR2zOl1ube6hshMcqM9c0K4tEXbfRJorr7TcancXU8cbRwPJGg8kMeTgD5jwOvpTbXRLqx0yG0ttYuUaFiRL5MZJBydpXGOpznrVXR9fGrzTrHaQYh3ZjjvN83BwMoQMZx61Yi1KW60S31C009S0uS0c9yIxEBnOWwfT9aXQYQeFtPijCSxi5RYfJUTor7ckszDI4JLH9KRPDMaSwn7XO0SeUZY2VT5zRfcYnGQRgdOuKhl8Qwx6Xp979hmIuyC0e7mFM4Zz6gcfXIqa61iO21JrcWu+CKSKKebzcFGk+6AuPmHIycjGaetxBb+HZIbSSyk1OebT5BIDbNCg4ckn5gM8E0N4dZ9OvbdtRnM96oSa58pNxQLtChcY6Z5qtbeIGmtJr2WxgjsohIzMLzdLhCR/q9o649akbXWh0/UJp9Mk+02Kq8lvDMHyrLuB3HA6A59PejUfUsSaJcm6huoNWnguI7f7O7iCNvMXOckEYB+lEGiXNtdTyR6tN5NxL5s0DW8ZVztAPOMgHbUd9qskGpRWdrZQSu9v9oLTXfkgDOMD5Tk0y11e4u7+aBLC1WOCYQyO99hs7QSQu3kfN684o1FoTSeGLBpLtoYktxdLGkiwxIo2oScdP4s80T+GbKR5mtwbTzPLZRboqCORCSrqMdeSD6ilstXtr25v0WCSO3s1VxO5+WVTuyyj0G0896rw6/HLo4u2sJkuWnFuloz/ADFyfl56AEEHPoaNRlpNBSW4WbVJzqTqrKq3EKbFyRyFAwDx/OoD4ZY2iWX9qXf2AIEe22ph1BzjdjI9OOwovtWm03TvPu9LPnmXYIIZ9+5erOGwOAMkjHao9R16Oz1aCxihtm86JZUknu/JDbjgBRtOTQIsjw8iXzTx3UyIGkliiCriGRxhnBxk9TweOaZZeH57HTJ7JdVmdJVK7zbxhgT95iQPmJ9TTU1pZNQ8hbImF5ZIIpRNy8qAll244HBwc/hVe58RPY2959t01Irm2ETmMXW5NshwCX2/LjBzx0o6D6l3+wGW0sUjv5kurJDHFdCNNxQgAqVxtIwB+WagfwsZZZ/O1O6kgutn2qEog87aMcsBkA9wKh/t+V/saQWdlK90sjqy6j+6CoVH39vJ+bpjtT315opX8zTh9ngkjiupkuciJnxjaMfMBkZPHXpT1FoW5PDdnKJXYD7TJOJxc+WvmIQQQAcdBjGPTNMt/Da20waO9uPKiMjW0JCkQM/Ug4y3U4B6ZqLT/EVjqF3cJG1stvAGLO1z+8+U4JMeOB15z+FOg12CbTLm8eynjMU7QxwH/WTEAEYHbOeh6d6noMtTaKraAdJt7iS3jaMxGVVVmIP3jzxk5PPvTbvRp7qGwT+0pka0dZN4hQ+Yw4BIIwOCelZdz4o8iC3lTTgyyWS3sivdbGVScbVGDub8q1Vv0OrPYm0lQLbfaBKzDDjOMAZz+eKbuv67B5f1qNj0a4hvrmaDU5UguZfNltjBGysdoUjJGcEKKmtNFsrDUbi8tbeKF50VCscSqAFz0wO+efoKz9M1tr2yW9urS2trRovNDLeea4B6AoFHP41e0e8XVdPFy1rJbHzHjMUjZYbWK84+lGqAsXNst7aXds7MqzK0ZZeoBXHFU/8AhHrWOa3mtyYZ4MnzFUEyN5flhmz1wKs3ckdnZXlyYy4gRpNobGcLnGayLfxLDdy6XDDZMZr+J5CplwIGVc7WPqSCPwpAJb+DjbQ+Smr3flNALeUCKMGSMMxxkDK/eIyKvf8ACNWH+kZjz5uDHkD9xiPy/l/4D61l2vie4u4DMmi5SO3FzKFu8sqFmHyjb8xwhOMipJPFlmn9pFbV2WzgSaIiTm43KGwB2I3KPxpu+twW5ctfD89hOz2Wq3EMbrGskXkxsG2IEHJGRkCnnQppLjz59VupZo0dLd/LQGDd1OQPm6Dr6VUtdcmv7sxWun2+xViLNNe7G+dA/C7TnAOOvNEPiES2d3fmwH2G3SRt63G6U7DjDR4+XOD3NDv1EiyvhqKScz39w97K8qyS+bEgWXapVQVAxgZz9aD4ahjYPZXEtnLHM00LRIuItwAZQuMFTjoe9C6nKmkXF7c2EYKAGKOC680TE9AGwMHJA6Ux9aVrSwa2sjJdXoJWB5dgj2j597YONp46daNQ0Eh8MyWckMljqtxbypE0Tv5Mb+Zly5JBHHJPSthlZYFDsXYbQWIxuORzisSXWbhbuG1j062M7wee/mX4RFG7bgNtO717VsGMGBWZArnbkBiQDx370aj6nOahptvdarLPcxpMAGjWORAyr82SRkdazh4dhCxILibylRElQgHzghymT1GPbrVzXr9NLZpPIeYtKRtQ8hc/M30A5qre6vHaXTIsHmQxCMzy+ZgoJDhcLj5v0rzeuh4Mue7sOk0X7VMWv7ua6iAkCRsqrs3jB5AyeCRzTY9DKwyrJeyTyPGsKySxI21F6DbjB9yaSTVWtb5ob20EUW2R1kSbedqc5ZcfLkdOTzxUNv4gS6t1kt4YZXllWOGNLkMSW6b+Pl4+tCv0Fadv+GLdholvp1xFNbllKRuhAAAYuwZmOO+R0HFDaQZrpZLy8muYkLmOF1UBdwKnkDJ4JHPrVMa7JJdJaxWMYucSeak11sVCjAEA4O7O4EdKnbVHt71YbyzEUTq7LIk+8gKMksuBgEDg5649aXmFpp+fyGN4d3Wc0H2+4DSokXmhVDCJeidMEcnJ6nNSSaI0sESG+dZIlaNZEhRf3bAAptAxjgflTLbVZ7tXSLTx9p2RzRxGfho3PDFscHg8YNM/t3fAnk2e+4zL5kRmwqiPG8hsc9Rjjn8Kbb2/yC07/wDDEsnh6Ft0cdxLHaP5fmW4AIfYAF+Y8joOnpTrfRBbzQuLuZkt9/2aMquIi3XnGW/Gq7eIYjdIkNtviIhJZpdrkSY2lU/iHPPPrT7HWxe3YiFoQr+YE2yhnyhwQycbc9uaLsHGdtRyaA8dnbwrqM2+3nNxFL5SZBO7IxjBHzGll0W4mn89tWuFmaEwO6xICyZz6cH3FRtrZOnWdzHZ/vLqdoFilmCBCCw5bBH8H60Pqt2tx5EemxyyrAZ3Ed3kbd2MKdvJ9uKXX/hg9/8AqxZfQbBlswttEv2R0ZG8tSxCjAUkjOP8KBodsPLfH+kRz+f9o2L5jHJOCccjnGPSojrds8mnrBFJKL0r8w4EQYEgt7nHSpl1CNtYewMLhVTcJyflZhyU+oBBod1uL37EI0HbB9lW+uBZDhLfauFXOducZI7YNWE0axS5llW2g8uVVDQeUvl5XOGxjryRUNnqMl2i3P2Py7B1Z0nM3zbRyCUxwD25NFpq0c+mvdzW0sLo5QwHlyf4QPUsCCPrRqD5xItAitba0jsp3tpbVGjSVEU7lJyQykYOSAfwpD4fDMQ97cPDJIks0bBf3jrjDbsZHQcD0pItXa6t7E2tlvubuIzeU8u0RqOCWbB7kDgVGutsdVWwe1hilIQsst1tbJGSFGPmx9aa5rjanrf9CcaNK0nmzancyzohSCQogMWTknAGGJwBz2pRoivHKLi5lmeeVJZ3KqvmhQAFIHAGAOnWq11rklgs4vNP2SJAZ40WfdvUMF5OPlPI9e/pSz61Las8E+nhbxXiVYxPlHEjbQwfHY5zxSC0+n6F++sJL24tZVu5Ifs0nmhVRWDNgjnPsTVdtCja4y1xI1t55uPsxVSvmeucZx7VWuNf+y28pntFjuIZ1hkjknwi7hkNvx93HtTk1iaW6it4bS1dnhExf7bhNpYgbTt+bp7U0mrf15i5Z2LkejwW0t5LZhLaS6VVJjiUbMDHAx3z3qL+xM6Rb6e10XjgAUO8EbFlAwBgjAOO45pItRuLpWls9O8223OiSGcKzlcjO3HC5GM5/Col1mRmaD7CDd+csKotxmNiV3ffx2AORj0o1Haf9WFbw1EPMjgupoLSaOOKS3RVwyIMAbsZGQecVK2hRtcZFxKLYzC4NuFXb5gGAd3XHA4qsmuzTzeTa6aZJkiaSaNp9pQq20qODuOenSkfxJDvQwWxkiMcUpLy7HKucDav8WO/IoV9wcZ7HS2X/H9D/vVoahp66rpc9m8jxCVvvoASpDZB546is2yjX7bEMfxetXdUvE0rSLi98nzTEeE37c5bA57da6cN8J6OX/A/Ug/4Rw7jcG/nOombzvtflpnO3ZjZjbjbxTjoEiWX2a31O4hV/M+0ERo3nlzliQRgHr09ahstcW5vIrWayEcr3D27GOfzEBWPfkNgZ446DBqN/EIaZILWxV7h5Z4wstz5SkRNgndg8nIwMV06ncXk0Mw6hZXEF5LHDZwmBLfy1IKnGcsRn+EUsGjzQ3OoTf2lMxvQOPKQeUQNoKkDsPWlF6P7XgsJLKWMywNN5pcFQQVBUYOSfm64FMgvnupNQhhsGWezdUVJpQolyoYHIzgc0a/16/5gh0uhx/YrKG0nktZLE5gmRQxBwQcg8HIJz9aqN4Sg8hYkup0Do0dydqn7QrNuIPHy8k/d9art4jljRxNpsSSi7Foh+2fumfbk5k2jGOnTrxSt4mj+ypPHYMwWE3FwDNjyowxUlePn5Bx0yKNdxGiNBiGpi6E8nlCY3At9o2iUrt3569O3SpNM0yXTpLt5L2S5+0ymYh41XaxAHG0egHWqi6zG2qC3Fr/ozXBtRcebyZQu7G3HTHfP4Va0y7XUVuS1rJbtbztCUkYEnABzwSO/rRqBPN/r2+gptLIoWZgowMCkqGWgooooAKKKKANmb/VP/ums3/l9b/rmP51pTf6p/wDdNZjLuvG5I/djpWkjKJi/8Iw0kzxz3CGyH2gxKiESAzA7txzg43HGB6U1tB1T7LcGO/to7yZIoTIkbhfJTPHXIY5OSOnara67Zm6khZ7mNE8zE7gCNzH98KevHOeOxpsOuRzwyNFa6k0qFP8ARwi+YVb7rAZxtOD1I6UtbFkb6Xqv9lpYQTaXBAYWhkjWByoU8Ark9cZ655qpH4PaHUhLHLaiFZIpFlMJ+0qI0VdofOMHbz9TVw+I7YrbeTBqE8txvxEioHQocMG3MBkHjgmnf2/ANQ+yPBfpiZIGlZV8tZHAKqSDnPI7YoV7i0sLBpupNqKX19c2ck9vC8dv5UTKCWIyXyfYcD3qK20jU7bQobAy6ZOyFg6zQO0UiEk4IznOT9KnsNbj1ESPFb6gsCbv3zKpU7Tg4Ckt+lOTV0n0y3vrS31C6juM7EiQbwBnkhiMdPWl0GUV8HwTQRQ6jKbpIbYwxfMybSSSx4PToAPRRTl8OXPmoJLuJ4pDA9ySh3u8WNpU5wAcDOferEniGwj0+xvGluPJvZBHHheVJOPmHYAjk1Lcavb22oi0f7SSGRHlUDy4mf7gY9cnjoD1FPW4tDLtPCckNvcWsy6UYp1lVriO2K3GHJPLZxxn9KsyaHfy6dqavc2n22/RYmcRv5aIFKjAznPJPXFS2+vxXEL3H2XUY7NA5a6kVBHhCQTwxPUHtQfEFpHp91dzrfQi1wZYmjzIoIyDhc8Ee/1xRqPqV77w9d3l7bXbrpFxJHbeQ6XVu0iZ3Z3LzkU2HwzNHqFxPJDo00dzLvdntm81AVClVbPA4OPrV+71Zba9jtIrXULuZ4fO224Q7Vzjncw70yDWftN3JBDYao4ikEUkoVNiNgEg/NnjIzgUai0Kv/CH20BvhYkQR3cUcJUu7bUUncOW7g49qV/CkcLSnTZRbLvinhVt0myZM8nJyQQQCPatC01S0vby9toJ5Way2+a54TnPQ98YOarw+ILGfR/7SR7ryjJ5SxlP3jPnAUL6nt7UXY7DZdBk1W4jk154LiONWCQ24eNVLYGc7snjI59ahk0HU5dLTSnvrVrAxrG5MLebgHPynOM4wOemKsXOuwWWnG8vYb+2USiIxSIN+TjnAJBHOcg+tSXerpbaitlHBfXUzRiX9xsICk4ByzD07UCK6aBcRX3mRXEIgimluYFKEuJXUj5jnBUZJ9abp+l6zYWsoF1pzXcjrI85ikJlPfflvTgY6VZXWrZr5rYC7yC6LJtGyR1GWReclhz2xx1pia/beXOblL20khCMYZ1AdgxwuACQckY69aNQM+TwlO08VyW0y5nLzSTJdWxeItIV+4ueMbe/rU9z4WW+vbeW5jso44/LaQWyyIXKHIGN23bwOoJxVmfXI7eKJntNSM0is/kIqNIqL1Y4bGPxz7VI2tWIuNPgW4lkk1AZh2DPy7S2W9BwevejUChF4S8zybbUJYbnTrYymGMIVkO85w7A9vbHapLfwbpscdyksRkElw00R82TMeVC4zuz2NWLjX7G2nv4jLcO9hB582xcgDptB7tx0pw1WbyTIdK1hTkBUKR7mz3Hz4wMdyKBmRN4KYw2kMMlkyQ2QtGa4hZ2Q5yZIzn5W9K1xpl6utJc/aLdrVbX7NtZW80jOdxOcZyPSoJ/EUMOnLfpa6lPalCzSRKn7sg4KkFgcgjGBmrqajA+ovZBrkTpB57bkIXbnHUjBP0obfUDJ0vwktvaR2eoWuky26IqmS3geKZyvQswP41q6Jo8WiWclvCch5pJc7mP3mJA5J6DAqHT9YXUIBcfZdQt7Vo/NFxcBFQr1zwxPT2qxpd/Bq9it3avP5TMyDzBtPysQePwodxaEl5bG9sL21VghnjaMMRnGVxms2LwxHa3drdWjqs8RLSbwSrt5RQYHYZOce5rTnkS0t7m4leTy4VLtt5OAuTWfH4ispjpyxNdvJqMTzQIFGcKuSG9D2x60hmdZeGNWsrcwpqFkBLarayusL7goZjlMnGcPjn0q0fCFqftG585x9n6/u8RCP5v73TP1xTYvF1pNCJltdV8oRCeR/LXEUZJAZgGz/CemeKsSeJNOj/tEma4K6fCs0rAZDqy7hs/vcY/Om763BblO28L3Fpfeeq6TcArCu+5tmaRNiBflbPHTNTroN7/AGlJftLp0dyI3RHhtivmlsYM3PzYx296mg11Lu4MVpZancBRGXkjVNqb1DDOWB6EZ4oj8QWzwzXBS+SyiV2+1sg8pwpwdvOevqBmh36iVipD4T3b1umtUgmnSWa2tEaKI7FIXbg5Bzgk+wp48MSWuw6fPCvkyyNDFOjOnlyAb435yeRkGro1ZF065vLm31C1S3XcyTIoZhjPygEg+nXrSSa1bLZ2dxF9rna9GYIYlBkfjJ4OAMd8nijUNDJj8HTWxtTGuk3HlQNEY7q1LIpaQvlADwOcfhXTFWW2RWCBgFBCDC546e1Zj64Fnjt00/VZbh4vOMSIm6Nd235ssB1HbNaRBaBWJlUnB2sRkdOD70O4dTldX0eDU9VeS8AkhRWRIwzKQxPJyCO3GKzv+EenKLE10jRyJFHckqd7+WcqVOcAnvmtXWr+DS3aW5eXa83ljaMnJPX6DuagutUt7O6EEnnN90ySKAUiDHC7j7npjNebrfQ8KTnd2Ktxok+oXUkl7NbqjRyR7reIrI6sMAOScEAHIHqKZ/YVxKjvePZzz+VHDH+7ZVAU5ycHdu+hGKt/2rEt39nuIrq3yHKSTKAjhOWwc56c8gcU0axEbcTeTd7XdUhG1czE9Noz/PFJXQrz0K1n4Wtba5hkmWG4VEkDJKm/Luytkbs4Axgd6lk0ee6vhLdyWwiVXQGCIrI6MpUKxzggA5x6gUq67FJJHFBbX00zq7NEiLuj2kKwbJGDkj1qUatELtYJ4bu3D79ksqgI+0ZbBBJ6AnkdqNWHv38youi6hHbTeVfQR3TQx2ySKjYWJM++dxyeRSnRLlbeAQvZwywxyQAIj7PLfGepzuyAc59anh1mKeJ2it71nUIyxBF3urfdYDONp56kdKRtcthbpKsd07szq0KqN6bPv7hnHGRnnuKd3sHv3KsnhkmRVilh8kCICR48zxBABhG7Zx+pqSy0Ka0vY5xLbfud+x1iIkl3dPNbPIFTvrlos+xPtEkYMYedFBjTfgrk5zzkdB3pbbWba6mVEW5VHDmKVk+SXYcNtxk8e4FF2D52tSmdAu5NMtbaaSxle3uWnAeFjG4bccEE+r/pTxo+oRXAntJdOtmNuYGWOBgqjdu3KM9frVg61bmxtrqKO7mF1KYoo0QByw3Z4JGPunrTZdcWCTy5LHURIIjM6BFJRM4ycN/LJo1C8yI+FbFfsRiUrJbSRuzl2zIEBHIBxnpzT18PxrMl1vH237QZZJcttdTkFducfdwM+1WX1azSSxQTO5viPJ2DOQRkMfQU9b+BtVfTw8nnrGJDx8uPQH174obfUXNO25RGj3y6f/Zwu4PsSr5a5jPmFP7pOcdOMipE8N2KTyDyybVtjLCZHyjrkbg2c8ggfhU1rqkV5IPKiuvIbcUuGUCNsdcHOce5HNFrq1pd6a98kkiQIWDGQYIwcdPft65FK7Q256lS00CXTLay+wzRC4tomhYyqzJIrHJ75HIGOall07ULxoo727tnt0kSU+XEVkJXnAOcAZ/HFPGswSWtpNBHdTNdoZIoUUb9o6kgkAY9z3pINZF1M8cFjqL+WwWRtigISAcHLA9CO1PW4PnerKUmg6hcW9+lzdWby3a4M4jfcADlVxnAUegqW60W9vHa6murf7ZviaMLG3lIqPuxjOeTnJzU8GtxT2rXZtr2K0CM/wBokVQhA+jZ5+lOXVleFmjtL95Uk8t4Ai+YhxuBPOAMe9Du9WF5obFYajA0txHdWrXk8gaXzIm8vaFwqqAcjHX3qKw8NQWtys1wIbrbDsxJEDtfeXLLnoOcAe1Sya7bx2sd0Irx7VkEjTog2xjODu5zkEc4BpP7dt/tTQtHdqqyvCJio2M6ruKg5z0B7Umw9+wQadqFlEbeyu7ZbZWZo/MiLOMknaecEZPXriohoUht7nzBZGWeRXEao6QxkDG4AEMGOeTmp7fVmurZbiLTdS8t0DoSqDeD0x83oaYuvQvHlLa/aXe6eQEUv8gG49cYGfWnZoFz30K8Hh6606RW026gQmBopGmRmOWfcWHP4DPoKSXwudqxQTQ+V5caeZNGWlj2d0bsT3qdvEdmC7Kt3JBGiSSTogKRq3QnnPbnjipjrNv9s8gC4KiUQGcKPLEhGQpOc9CO2OaE3e4NzNqx/wCP2H/eq5q+mtq+iXVkjojTHAaRdy8NnkdxxVGyT/TYvmb73rWje3kemadNeTmdo4jyseCxy2BgfU104f4X6no5f8D9TLg8NXNqVubeWyiu0uDMkUcLLbLlNhAUHIyOc+tLP4cupNM+yb9OnEryyz/abcuBI5zuj54xk4zVu11y3ubmO2KXkFw8zQGKVQGRgm/nBIxt54Jpj6/bhhHBFf3MxeVPKhVS37s4ZuSBjJHfPPSunU7h0elXkOp6fKlzA9taW5gIkVjK+duTnOM/KO3c062sNSgvdTnNxZ/6XgxbY3zGVXaM5PPAzxUyajA+pRWG65W4khM4DIQoUY4LYxn5hwKbFqcVx9tFsl5NJZsEeMJtZiRn5d2M8Hr0od/69f8AMEVbnw6TpVla27wO1q+8rdR74pyQdxde+SSR6Gqn/CJzpaeRFdxATQNb3O6M4EZctiPB4xkgZyMYq0viSA70a11JLhZxbrbsqb3cruwMNt4AJPNK3iWyWCKUfbHRkMkm1RmBQ20l8ngAgjjPQ0a3EKugSJqiyCeP7Et0bwR7T5nmFduM5xt79M1Z0mxvbOa+a8ltpBczmZRCjKVyAMHJOegpo1i2Op/YwbnPmeUJsDyzJjdsz1zj2x71Np99BqaTNbvcYhlMLeYpQ7gATwRnHNGoySb/AF7fQU2lkG2ZhkngdaSoZSCiiigAooooA2Zv9U/+6azf+X1v+uY/nWlN/qn/AN01mMGN421sfux2zWkjKJzjeG7ud2tZPLjtYzdNHOHyXMwPBXHG3ce/OKetlrkEN1c21vbx3sscNsqeeCFRM5cNjG47uARxWtHqtpLeS2q3iedECXBQgDHX5jwcd8Hiol1+we0e5W8LRI4Q4t33ZPTC43EH1AxSvoWZdxo1xLo8NiugWMgEbqGuLkO8Lk/f3beScknGDmoI/DF/FrAl2q5WaGRb1rluiIqsDF0JODz15rak8QafHDBKb0stwCYxHbu5IHXhQSMd8gUq69YNfLZ/bcXDMqhWgcDcwyFLEYBII4JzQm7i0sUtP0u7h1g6j/ZdlYtHC6tHbSj/AEpyQQWIAxjHfJ5os7TU7fw3DYz6bDM+WSWJb0plSSQQ4HvjFXrbXLK8d1gvCRGGLO0DqgA4PzkBePrTpNaso7CG9+2b7ac4ieOFpN/XoFBPY80ugzIHha7u7OC3vruSJbe0MKfZnAyzHJByDwAFGepwacdF1KWcCdISty9tNcSiXmNosZAXHzbtvXjGa121ezS1tblr+IQ3brHA+3iRm6AU6bU7aC/jspbsLcSY2p5ZI56ZPQZ7ZIzTu7/16iOcs/DN0tjdWU1iI2nWZftYv2dfnLEHyug6irkum6pNp2sSG1hF5qESwLALgbVAQruL4984xV+DxBYXUrJDeM23dlzbOEG3O75yNvGD3py67p5sJb06hHHbRHDvKhj29xw2Dz2457UXY+pl6jpF7d6la3j6aJwtn5LxJqDQlH3Z+8uNwxTLfQrqPVLuWbTWK3M28TR6myGJSir9zoSMHnvWxe61Z6fOkNzdMJZE8xUS3eQ7emflBwPrTE8QWMl39mS6kaUMEIW1kIBIBAJ24HBHU0CM1PC1zZDUYrO8uJIbm3it4/OlXKqCd54UcgHj6mlfw3eWryfYrhp0jmhuoftUgy0ifKVOAMArjB7EVuQ3kNxd3FrDdRvPbbfOQDmPdyM/lUMesWUumNqKX8TWakgy7eMg4I9c54xRdjsUbrS77XZ4TqQawgiR8La3AZyWAXklcY2lu3cVTu9E1G9sLezuNPsHmjiSNdRMo8yHDfeAxnoBjBHJNa512wWxN496I7dZBEWkhZCHOMAggEZyO1PvNYtbG7W2uLlxOyhwiW7yHBOMnaDjn1oEZsej38GoqVjiaC3uZryKQy4MrOpAQjHy4Lcn2qo2hanqFjO2oWNub55op5DJcCSOfY2fKAC/KuOBnPXmt4avaG8ktfti+dGpZh5ZwMDJGehIHYHNFlq1rqEcr213uEI3SB4WQqMZzhgDj3ov1AwT4cvUti9rB9kuZZZNi210ES2jfHy/dIYZGcAD2qaLwb9jl05rS+vP3EqNMDKApCxsuVG3PU9M9Ca1G1yxXTYL/wC2hrW4IWF0hZ95OeAACex7VHL4k02Axia9aMyLvG62kGFzjLcfKMjvijUDKufB80SX8dld3EsU9g1vGlxMMbyxPOFzjnr6mpks9XtdNli03TBazSMqsz6mZTs/iKlgQG9Pr7Vq/wBtWX282RvALgEja0LAEgZIDEbScdgaiXxHprW0tx9uxHFt37rd1b5jhSFIyQTxkA0dBkUOlTSW2m2jWqWtlbt5ksXneYWZT8gzgZ5+Yn1xUssF8/iX7QLaP7J9kaDzfOG7JbdnZj8OtOOv2Asjd/bR5IkERxC28OeilMbgfwqVdXtGFt/pio10+yFJIyju3oFbB7elG4LQwdJ8LyDTo7C+s5rULGoe5g1JpNzKc8IQQAT7VtaBpk2lWMsM88szPcSyBpHDHazEjoB25Pvmg65ZC/ez+1O1wjiNlS2kYKxAOCwGB1HerMN5DPeXFrDdI89tt85FXlN3TP1xRdsQ3ULd7vTNQt4seZNE8a7jgZK4GaxrfwxLYX9leW7CVoizSRswUJmIrtU+hck5963Xk+zxzzSzBI48s7FegAyTVYa1YlbQrfI32yNpbcLGSZUUZJA69KQzn9N0fXbG2aIWdqHnsltWc3WREQz5bG35uH6VMfBrN9pBmwFCrDg/60CFUw/oNyg/hWgnivSJFRl1H5XUOGNvIFCkkAkkYUZB5OOlW31iyja9D38YNigkufl/1akZBP4elNt6gtzCstAvbLUfOk08XGUgAlTUGiCFI1U5QcNyD161PFo16t3cSx6dbwQvHKstt9rLxXbMePlxiPv+daP/AAkOnm4EC3bvIQhxHayOAGAK5IUgZBB5p0eu2Ek00a3y5hVmdjEwQBfvYcjacexobYkZUHh+/kha2YyWVlJcRv5KXZleFUGfldgerBeO2Kcug39kYmg23a20kyoks2x5YZQCcuB8rBs/hWrBrNncWdxdpd4gtxuleSBk2jGc4YA4xTp9WtLeyhu5LxfInx5TLGWMmRkbVGSePai7A5xPDeoRy2ktxZm92WzRMo1J4mQmQsBv6uApA59K63kWyBl2HC5Xdux04z3+tZ0niPT4vK3Xjkyp5iKlrIzbc4yQFJHPHOK0CTJArrJlWwRlMHnHahth1OS1vSm1TVHEs0sNsiSKDC4DMzHByCDxist9G1CVDHKImN1HAlxKH/1ZibOQMc7h9MVv6ndw2MryXVwsSNN5YZh1YnAFQT39vbXUdtNcBZpPursJ74GSOB+OK83qeFKcrszLzS73VL2V5Io7QNDLC0omMnmBhhcJ/Dg4J78YqvBoU6o8hsYbaREjWOK0nCbnXOZM4wDz3B962YdVtJ7traO5/fLu+Vo2UHb97BIwce1N/tezMDzfaT5aMF3eU2GJ6BePm/4DmhNoXNPa35mXZ+GGW+invpHmBSVpGE7K29nUgZXGQAMZ/Sp59Nu7/UQ8sMdvGsckTTLOX8xGUqAE/hOSCT14x3q02u2CrE32ot5ylkCQu5IBwcgAkYJxzUkWrWk92bZLn99zw0bKDjrgkYOPY0tWHNO92ZsVlq9tDLNbxQLeC2itIlMoI2pnMmcdeeAfSkGk3cMED21oqypHNC8clyGLeZgmQtjk5HTHetFdasnt5J1ucxxsFYiJs5PTAxkg+oGKV9YsktY7lroeVISqkRsTkdcqBkY75HFN32sF5X2/Mx5PDt0k8YiWN2RYFjuzKVMQjABBTo3QkZ9am07R7uy1KO48mNWjMrSSiYn7TuOR8uMJ2ya05NVs4rpbd7pRKxUABCRlvu5YcDPbJoh1aznuGhjulLqGJyhCkDqQx4OO+DRdg5Ta1MhtIv5tJs4ZrOMyW948zRrd7d6sXPDgDB+cflUsdlqVreC4s7CJd1qYNkt4X2Nv3biSMsPatF9Ysks4rv7UrQTOUjdEL7254AAJPQ/lUT+INPi2+ZdMm5S/zW8gwucZPHAz3NGr6fmF5Pp+ZSHhcwf2e0F5cb4JYjL84ClUUjIGOOvTOOTUq6Lci6S9M7/aDcM8kPmDy/Lb5Tt4yDtC9+orTkvIIXt1kuYw1y22EdfMOM8fhSi7ha+azE6m5WMSNHjkKTgH86Tbe4uedjKjstUi0gaUsMHlJH5IuRNgsnTIXHBxTo/DxWeSNry7NqWSZH8xfMEijHPy4IwF7dqvQ6paXF0baG5DygkcRnaSOuGxg49jT7a+t7u0N1b3KPbjdmQDgbTg/lg0XtqNymrmTYaRfaVBp8kYF1PBA8EsckoXIZg2VbHYj06U2DTLxdWuLu5sEkaeRJN8d8yBMKARt/i5HfrWhJrunxRQSNdgpPGZY2WJm3IOrcDgcjk0+bWLKCSNJLtR5iqysEJTDHAJYDAz7mnruDlN9N/UxLXw7cDSpLGa0EcjRMn2gXrOpOcj930GePpVya11fyrya3hijuL6ZTKgnGYowm07WxgscenGa1DfQC7a287MyglgIyQvGeWxgHHYnNV012xkgaZbiQxrj5vs8nOTgY+Xn8M0Jtu9gcpPVr8yld6deT6bDYwWEUEaKvlv9rJ8hgepGPn9cd6gXQLv+0p5REibriWYT+eSGVlxt8voD7+1bB1W0Folz9pBidiq7Y2LEjqNoG7I9MVK97BFLbRSXCpJdEiFWXBfAyePp60nqClJK1vzMfSdNvtO07yorFYbpbcRrK180iMwAGdp6Dvx9KsXWkNFZ2kdgsvnwKUEqTiJgG+8TkHOTyRirZ1WzF4bU3S+cMgjYcZAyRu6ZxzjOaZba3YXaM0N4u1Y/NJdGT5P7w3AZHuKbbbuF5Xvb8zKh0PUbGG7srVYZYrq3jhNzJJgoQrB22Y5+8SKf/YNymqLLHGmVnSQXRmOQirjYY+hPXn3rR/t3T/I837Udu8R48l924jIG3G7ke1OOs2ItY7j7WGjkJVdsbMxI6jaBnjvxxRdp3Byns+pr2X/AB/Q/wC9VjXrCbVPD15aW6q0sp+VWfYDhgcZ7dOtUtMlW4ntpYZVeOTDKwHBGK17i6j0+ylurqcRQRkl2KE45x0HNdOH0i/U9HL/AIH6mDaaHf2ckd5DbRhorppksmui5w0exsykHJzzz9KSfQbxrBUawhmuJJZpvMS8MLWryHIAYD5gO/ritq11mzvDGsF4GeSRo1RomVtwG4gggEcc80y412wtkDy3owXePCQs7bk+9woJ47npXTqdq/r+vvIUtdSTWdNkkijnht7ZoZrkzBWZm25YJj/Z9e9Os4tTh1HV52s4lE+1rc/aAdxVAoDDHGcZq2moW8l4lol7E1zJF5yxAfNs4+bHYcjrTRqlqyXTx3iSi0bbN5SFyhxnGFySfYUNv+vUaMq88PTHR7KARpePFP8AaLmNpTF57kHJDjlSCcj2FVP+Ea1KKwMCLC/2m1a0kBlx9nUuWBBx8+A2OxOK118Saa8MkovTiNxGym2kD7iMgBCNx454FSPrtgkdvI1+my4GYyIyeM4ycD5RnjLYoVxFJNEu01VV2x/Y0vTfCbzPmJKbdm3HrznNXNFhvoZ9Ra9tUhWe5M0ZWcSZBAGDwMfd/Wp/7TtjqJsfta/aR/B5ZxnGcbumcc4zmn2l5DfpI9ndxzpG5jZowCAw6jP40XAWb/Xt9BTaWQETNuOTgc4xSVDLQUUUUAFFFFAGzN/qn/3TWb/y+t/1zH860pv9U/8Aumsxt32xtuP9WOtaSMonKvo1/clrIQSR+Sb1vtD4Eb+cG2BTn/a544wamil1OzW71C30q6aZ4be1jhdRuBTdukxnlRu455rokukkuXt0mtmnjGXiWTLqPUjqKi/tS1+zNcfbbLyEbY0vnjYrehPQH2pX0LOcmsFXS4I4tK1qS7CSmO5VvJdZWOSXCvwCee4wKiTS9WGtEzR3kkn2qCcthPsr7Y1DMT97dkHHuBxXUTapa28Ucs97YxRSjMbvOFVx6gnr+FKupWz3K26Xlk07DKxCYFyMZ4HXpQnZisYulQS2+qGa107UbOySKQ3FvPIXErlsr5aliP73TA5FO02W6tfC1vbyadqsUmXjYW6J5seSSGAJIxzjNbEOpW1zcNBb3llLOucxxzBmGOuQOaWa/gtoFnnurSKFjgSPKFUn0BPFLpYZzH/CP6nf6daWj7LIWtq2MxCQNIzEjuMMABk+rGpns9RublhNZzK97LaTtJwUhMeN4Y54PynHXORXSm4VUjdpbcJIQEYvw5PQA980j3SR3Edu81ss8gykTSYdx7Dqad9f69RWOSs9O1B9Hu9NddYjllSdVSVYxagszFcEfNzkfnVq4gu59N165/s273XsKQw25RfMLKhXJGcYyeua3Y9VtJrg28V9YyTjIMSTqW468A5qWG9iuLdp4Li1khXOZElDKMdckcUXH1Odv47xtZtb2OHWoYjYiJjZJHvDbs7XDZxx6U2zgvodVvs/27Atzcb4zHHEYcFFG5885BBz9K6G51K2siou7yyty4yolmCbh7Z60z+17Lz1h/tCw85sbY/tC7jnpgZzzRcVjAg0PVdL/tWOGb7R9ot4oo5FgCFmJYM5O45IDEn1zQdE1GwVoUUXkMFzDeII4hEJNvDoFyfm4De5zXUiQtI0atCXTG5Q3K56ZHamC5VoDOs1uYQCTIJPlGOvPTii/UdrmHqVre+JZIYhDNp9siuzPdQK5diNoG3dweSQc9hVS6t764trfGm6jFrKwRxJeRS7YgQ38eGxjjPIPWukj1CCW3FxHdWbwFtvmrMCufTPTNJc6lbWcix3d5ZwSN91ZZghP0Bo2FuYcVlew6lGrWk7ra3lxeGUAbJVdW2qpz97LYwRUKR6jqdteySWd7a6hf8Alws0sQCW8Wei/N82ASSeMk10v2yMzvALi185F3tH5g3KvqR1A96iXVbR7Z7lb6xa3Q7WlE6lFPoWzgGi4zCGmyWVvLZahYXeoW6XQmglsR5JTKknCq4Iwcjr3rMudI1mVVW4j1GSSayEQ8soyE+YxVJmPOApGSPfmut/tzThtzqem/P93/SV+b6c1O99DFcpbyXNok8nKRNKA7fQdTRdiMi5+2XeuWUn2G8AtHYyCQL9nI2kbkPUuSQBnsTWbOl/qUFzfXGl6gl8zwbYTEoCRJKG2Kd3zN1JPHtXUR6hBMkrxXdnIsOfNZZgRHjruPb8abJqlpFBHPJfWKQy/wCrkacBX+h6H8KE7ahYw5rVru4vb+90e+eC5liCQQttnXYD+9OGGOTjg5xSeXqEOm6QtxZ3tzLHe+ccYkeGLLbQ7E8sAR61vtqECXKWz3dmtw/3YjMA7fRepqYyMH2Fot+N23dzj1x6UJ2A5qG3voNc1H/kNQpcXW+NrdI2tyCijc2eeoOfpVnw/ol7pGr3pnuVnt3hiAkEAQyPlySTuOTzz659q1LfVLW8mMVre2M8oGSkU4ZvyFWI5TKu6NoXXJGVbIyOCKL2H3K2qRSXGkalDCpeWSF1RR1JKYArn7Pw/d6dqWmXZVpooA+I0HzQKYjlevJLnHHtXT72TzWYxqqnLFjgDimm8jCoxuLULIpZCZBhgBkkeoxzmkG5x+lwalaWUsMmi3rvc6etqFdVCK4aTO87uBhge9Pbwneut6u7A8tImGM/aUEKjA/4GuOe2a6ddYsXaNU1DT2aX/VgXCkvzjjnnmpzcqplBmtwYRmUGT/Vj1b0/Gm3uw6nLaZaX+n6ixli1qNXS3wLVYzExWJVbfnnggg4qSKyuB9ptIrDUzpTRS+dZzlMZJyBAwOefmPJ9K35NXs4pVikv7BJGAKo1woY56YGe9SJfwyXElul1aNPGMvEsoLIPcdRQ3cSOdW11i+tXst14trLPGEmvokaVEUZbeoIBUkADvyaSLT9R09rRpIJrlLCSeINboocpIAVkjUnHByMeldFBqEFzC81vdWcsUf35I5gyr9SOBTpbuOC3+0TT20cGAfNeTanPTk8UXCxycdvrCXlrdXg1vebRo2ks0iMhPmkqHBGM7cdO9dfktbISHBIU4f73br71Wl1iyhSN5tQ0+NJRuRnuFAceoJPIqwztJCHUxsjYIZTkEZ4xQ2HU47xFp1xqupNAkgggRZCZGiDhmbjGMjBA5zWXNZ6hcpIktrJ5t7HbKzDBSFo2Jbcc8A9R1rqLyTyriVpGjQGQjLNgZJ4FQPcJFLHFJLCksn3EZ8M/wBB3rzXueFKck2jE1G3vNWvX8m3uYsQzxZudojUspAMZHOScZJ7Zqvb2FyIhJHDqNslssTRxSHzm85c5KqW+7j3HtXRR3cM0zwxXFvJKn340kBZfqByKb9ut9srfabbbCcSHzRiM/7Xp+NCbQueVrWMHT9F1D+1Uubi4uIGkSZ3kgCpgs6FVIO7HAycd+9WLy3utS1FFWC6iWOOWNmn2+UMoVDoRyWJI/DNasmo2kKRvLeWiJIMozTKA49Qe9OivIJp2hhuLeSZeWjSQFh9QOaTuw55X5rGHbHULNJbyLTZ2mjtILRIWAyzqTl+vKjP1NMWznt4YZ4rW9mYx3EcyvGFdpJdp37c8LlcdeOK3vt9t5LzfarXyo22u/mjap9CegNK17AkCTvc2ywucJIZQFb6Hoab16C55XvY5ptIvoJFiWKdpNtsoMZX7PJ5YUEyZ5yMHp7VPpdjd2uo27Pb3WyEzNKj7TCu45Hk9+fQ+/St97qKOdIJJ4Emf7sbSAM30HU0R3UUszwxzwPKn341kBZfqOoo5n2G6kmtTnPs142j6eBaahC9vfPI4iRRKqEyEFQSR/EKnV7uDUTcix1K7WSzMI85U3lt+cPggAY71ty3kMEIlmuLeOInbveQBc+mTx2NR/2pZYQ/brPEnCHz1+b6c80b9A532MNfD1/bnSXW6V2gkhV08kN5SqpztbP3c+3p6VYXT78aimpZ5e4ZWg8sb0iI253Z5wAGxjua3WfYVDtGpY7VBbGT6D3pPMzIY90fmAbim7nHrj0ocm9w9pIw4DfW2hJpaWFwLiKLyfPUL5fpvU554OcUkWh3iedZG6QW5eOYSi3GxyOChTd7KevPNbS3cL3DW6T27Tr96JZAWH1HWnpIJU3xvG68/MrZHHXmldrUXPLU5vTYL/Sv7Nknsri6aOxkhdYUUbWLqQrc+gPNOlsryPRLbS1tbhpUCtlNpt2O7Oxyedordk1C2hWNpbu1QScoWmAD/T1p8lxHFJGkssKPKcRqzgFz7Dv+FFxucr3sc/DY3ltqMuy2vC7XUs0kgl/czRMCQuCcbjkDpnPenWxvdOS4n07Tb4QCJEjtLhyzeZnllBY4UA84POOK3JLyCKYQyXFukpGRG0gDEeuOtEF7Bcoz29zbSon3mjlDBfqR0p8zsJyb3RzjabIv2Sc2mpTKvnecFPlTGV8HfhW+7xjr6dakk0zVrmFZ5JB9ptIY/LR4wxmcfMcNkYOflJ71u/2lafZ/P+2Wnk7tvmecu3PpnOM1MZlCK5eII2NrFuDnpg+9DbH7SRz11pl5PdeRb+cloZzdOJYQAGKnhXzk844x680yDT7jUbLT7e5srm2SzsmildwA7MUA2oMnIyM8+1dDJdwxTpDJPbpM/wB2NpAGb6Dqac0yqju0kQWPO9i3C+ufSi4e0kcybTUjfQ6ncRXE+y4ixGsKpJsVXySu492HenSWF284vXtruBZLmSbba7fPiBQKOvHODkfSt99RtI4Ume8tFif7kjTKFb6HoafLdwwBDNcW8Yk4QvIF3fTPWi7vsHtJdg8MQTW1pp8NwipKgAZR269ff1960/EdtPeeGr2C1jkkmYjaseNxw4PGeM8VBZb/ALbDgL971rXM32eB5ZnhjjUks8jbQOe5NdVB6N+Z6OX/AAP1OYtLK+truPUWtb6eKO8aXbKq/anDRbMkDA4PTpxQ9hdw2y3CWmpxX0ktxLDJabC0YkbISUNxg8E/TrXTQX0NyiPb3NrKshIRo5QwYjqBjrSTahb20fmXF3ZxR7im6SYKNw6jJ7+1dFztMxTef2/pb3FlMzpaPHcTxIPKV22HrnOPlPan2E08Oq61N/Z12qsUeLKACbagUheepI71rCUkqA8JLjco3csPUeo5H50yS5WFJHlmt0WL/WM0mAn19PxobGjnbzSLtdNsZZI7mS5+1farp7Qjz0YqR8meMDIUj0zVEaRqUWnSRGymdryze1XbgmMmRmDS88ZDZJGec11S6vZvbvcJf2DQIQHlFwpVSegJzgVI19CghL3NoonOIiZQPMP+z6/hQmIwo9OvF1dIDbymNNRN99p48sp5e3bnOd2e2Kv6CZfP1PzbK5tlku2ljMyBQylVHGCfQ1ofak+1fZvOtvtG3d5PmfPj129cU9XZywVomKna2Gzg+hov/X9egyKb/Xt9BTaWTd5zbsZwOlJUMpBRRRQAUUUUAbM3+qf/AHTWb/y+t/1zH860pv8AVP8A7prMYkXjYXd+7HetJGUTjWtbiaWS1t4pBfxm+aYhCMq4by/mxg5yuOeKlg1C1sY7u/Fm01qIraGOPyGAM4DZyNvAGRlsV2JeTaMxtj/eFLvlz/q2z/vClfQtnDSJp8Gl2kkd9c/bUSd4XgtC0cjs2SgVkOBuwAOOO9RKt03iAieNftP222na1W1bJxGm5hL0Cqc8e2K77fMSf3b57/NSbpdv+rbH+8KE7aitc5PRjaRX7w2ck9xpXkyvdrdWoXySW4UHaCc/Nx83Sl0u9sYPB1mjkQbN8cbyWTyLC2T/AAYz0NdWXl4Jjb2ywpQ8pP8Aq2z/ALwpdLDOFOm3+oaPp1laWkcX2K3Nxi5LriQsdjLgH5sAnHbcBViaR7zUGcwSLdXs1nNbgxHKouDIM44xhsgkV2O6T/nm3H+0KN8hB/dtjv8AMKd9biscFp5lk0S9sIrmL7UyXKpaiwZJQSzEfvTweP51ZuxZ3OieIZ/I3WE0MaQKYG5lWMjhMZznHau1Ly45jfH+8KTfLu/1bZ/3hRcfW5x+p3aDXrO6W6it4JNOCrLNYPOrHf0wMbT9aZYXJi1nUFS8tonmut0UcumuxkzGm1g/8IJ/LFdoHl5xG/4MKN82P9W+P96i4rHGWdvqukT6280UDXU8EIE0TOxkmYsoblRwM846ACoxp91pli+nXNpG1pb3UN3JHbB3RoifnAyBnDDcR712u+Qf8sz/AN9Cl3SA48tv++hRcGrnKarEniQR2ejW8BgYtPK88bwxswAVSMLkkEg9P4arXt2Jxb3cbXceuG3jjFsbbfHMQxyCWU45zk5Hau0LSk4MbZ92FAeUjiNsf7woTsFjkYV8vWFjmibz4Ly5uLnEROYGRtvOMMDlQBn8Kou0esRSXViqwzTXNoqW/wBlbEMaycM6kAE8kkA8DAzXeb5MD922P94UpeU8GN/++hQnsBg31i12bPSrhIZjITLczR2wjXylP3QOcFjgdemaqI9tbXGq2t/ZtNf3NyzwjySfNQgeXtfGBjHqMYrqN0nTym+mRRvk2/6tsf7wpDPO7O2l+yDYHuY4La3WdhamIxKkoZo2GP3hxnkdh05rUae2TSr5nYQJd3MzWcslk0wCEKCAuOM4PXFdgXl4Jjb2+YUu6YH/AFb5P+1TbuJKxwJSGO21GxuNPlW8ubG2jtYPLZmDiMgYfGBtOMnPGK20a3h8XbCv+lvpvlzOsTfO4IOC2MdPeuj3S4I8psem4Um+TGPLbH+8KG7jWhxGgG7uNChsbC/tFvPs6qYnsZIGjH8QMnPOOM4963PCFrNZaK9vNBDAEupgiRFiAvmH+8Afp6itxnlx80bY92FNLP3jP/fQobvcVilrCs+iaoqqWYwSAADJJ2Vy9lpVzY6lok13GPslqkiQYUt5cRhJO4Y45wuPb3rs0Z974jOd3qPQU/dJz+7b/voUhvU860qSyXTpYbi0kka40xIYYhatueTfJwPl4OSOePWrEmh6jKNVUrnzYY4L0t1kVYFPy/3juBXj+8a77fNz+7f3+ak3Scfum9vmFNu9w6nDaRN9i1RlnuIrbfHa4jm095WkxCgOHHC88exp8KW4S70+N5J9PaGfzpRZslxa5OcFv48knoO3eu3DzY4jfH+9SF5cAmNvb5hQ3cSVjjVlur/Tp9Pt4ra4S4mjhW5Fs9vHMgXLh1wSMAbc/wC1SIs1mmnJqUIWDTZJoGZYmljjYqPKfbjLKAStdmWlzzG2T6sKA8meI2yP9oUXCxwUd3KL+zurqS2svMsnXe2mvJG/75sYQH5CRhufWu5DB7WNlIKkKQQu0Hp27fSpQ83OI39/mqKVn2HMZHI7j1obDrc4nxTaXGq3/wBitkiIj3zMZiyqGzhCCAeQecVk3Uk14zs8Mi3V5Fa/ZwUOVZXPmDOOMd+ma9HayikdmNuSScn56PsMWD/o7Y7/AD//AF65PYSuee8LU8v617HnuoEXmpv/AGVGWljhuFCJAYmicqRuLHhsngD3zVa3Ba1TyZy9paCGU/a7YqPNGcodqgkfgcH1zXpZsIsDNu2P9/8A+vR9hjyP9HfPb5//AK9CoSX9f8AX1SpZLT+vkea6bYX8mrRSbYLYSR3EihrcyRqpkTAAOMZ6/wBKtXW281aNLBcyxpOrItuYzG5QjeX6EE4AHvntXoH9nxHP+jN/33/9eg2EWObZsf7/AP8AXpOhLyD6rVvfT+vkec2l1BZwzXbWjywQ2lvCYvJPM6k54x2yMtzTFWKG2gmkcTwOlyH2QttWeTaVCqRkDggHH869J+wx5H+jvnt8/wD9ej7DHn/j3fP+/wD/AF6boSf9f8APqlS99Pv/AOAeYSW1xDcLHKrfaCLTNuYixnKBcssn8GMHP096n0iLy9Tt1kUskf2jzojAVNurHPzP/GD2+vevSBYRYOLZsf7/AP8AXoNjFgZt2x2+f/69HsZeQPC1WrXX9fI8yDxjQNK8giKO3v5Ml7ZnWNSZCCUwCRgj8xU7XVmNRaS8C3cMtgYlMdmyiRt/3QuDg4r0b7DGT/x7vn/f/wDr0v2GPn/R39/n/wDr0nQk/wCv+AH1Sp5ff/wDzf8As3VY30OW4WCTyJIUUMz7ovlO7OBgntu9hViNLwa0NW8mMRTTNb7hu8wR/dXcuMbQw3fjXffYIef9GP8A33/9ej7DD1+zt/33/wDXpujNh9Vq+R5/aXMNposdslu41aKNkbMDErIeCxbHIJOc55otdN1CC3n0mNLWJN6y4Dv5bo331DYyCWGT/vV6D9hix/x7tj/f/wDr0n2CHp9mP/ff/wBel7CQfVKuu34/5HmumtFZR6SdWtgIhp0kWxYWcffXC4xwSBTGtLmCwFvcRSfaZ7OKO0UqWKMJGJXd2IBXnj9K9OFhHzi3f3+f/wCvSCwi5xbN7/P/APXpqhL+vn/mP6rV8v6+RwMrW8MOq2t5Az3000rxnySxcH7jBsdAPfjFUJI47/T4/sFrI3laZ5NyyxsmWwmF6DLAhj/+uvTvsEQX/j2bH+//APXoNhGcZtn/AO+//r0lh5CWFqp30+//AIB5vFfR2KXlw8S3vmSRrDP9laOMvswSUwcADqe+cU26026Ol6c1o8F3a20kPl7xIjeZ5oLNtx07DPQZr0r7DHn/AI93z/v/AP16DYRdTbN9d/8A9eq9lLfQSwlVO91/XyOIt3t7bUL2HUYS11Pd74j5JfenGwhscBcH0xVSFLafTtWit2SFI7/zwHhcIQNh5GMkEg9M16F9giA/49mwf9v/AOvR9hjyP9HfPb5//r1KoSD6pUvfT7/+AeZ27CDVbe/1GCOO0llnZVjidkAMajdjbkbiD1A6VBNayQ2qb0e1R7adYUkgMu5WclYsfwtjGD26dq9TFhHk4tnz3+f/AOvQLGLki3b3+f8A+vT9hL+v+GK+rVfL+vkY2jbh9iDxmNgq5QnJU46ZqfxWjSeE79UBLZB4Qv8AxjnaOv0rSS0ijdXS3IZTkHfU0TPg7YzncehHrW1KDhudGEoyoxakcZYt9nv49Tl/eWaX7u93HbNGrBodgIj5IAPy/rTZFSC2S9Mhhnea7ktkms2mjnR3yAVHKk8YJ7E13BeUHJjbP+8KA8uTiNsn/aFa3Oj+v6+85yOa3XxVpTyWwt72SxdJVWJjsJ2FULAY7NjntS6VcafBqniARRYjDpK6CBgHwgDEZGGOR2rot8mMeW2P94Ub5Tj923t8wov/AF87jRxt7YPBp1lfTqLWae9F1PKIPMWAbSEVox94YIX2Jqj9nki0tkmt5A1zYvDZnym+aUysQQMfJkEEZxgV6BulB4iYH6ijfLz+7b3+YUJ2EcnHFINfSBkb7YNTa4Z9h/1HlYzuxjGeMZq/4XktN+rQ2SbIxes6qImQYKryMgZ5Brd3ybf9W2P94UF5D1jb8WFF/wCv69AsV5v9e30FNpZCTM2Rg4HGaSoZaCiiigAooooA2Zv9U/8Aums3/l+b/rmP50UVpIyicZNI9sxv4XZLqdtQWSUHlhGG2D/gO0Y+laGkaVZTX1zpskCtZGC1uDCSdpkYNlj9cD8qKKa2Ll1+f5lPS9PtdS1Gys72ET20D3qRxyEkKFlAUfgOBRPZQQa1PdRR7J4dYtYI3BOVjKICo9uTxRRSjuv66oT+18/1NLw1pNkuifblgC3cplV51JDkFz/EDmnaBplpqvhXTYdQi+0xqGYCRicnLDJ55/Giip6P5Df6nP3dxMPCfh9vOk3Lckg7zn5XIXJ74HrWrqwB1u7uufPtbuyigfPMauRvA+uTn60UVX2vn+qF3IrLTbS38FXerQwKmoiO5YXI++DvcZz9KjvraO00vxJZWpkgt4YIpI0ikZdrNGSxyDnkgZ9aKKfVjW69X+hpS6ZZ6t4rhi1C3S4jTTQyq/IB34z9aXRND02fUNUuJbSN5re+KROwyUComAPpRRS/yf5k9Pu/Ip+HLqebVfEk0krtIrAKSchQpkAwOg4Aqhpcjt4Mgt2kkMcuprA43nJRmyy564OTRRRH4v8AwH9Cp6P5v8i94xsYNJ8Pm309DbxG6V9kbEAEc8c8cjpV86baat4qJ1CBLjy7CJ0D9FYsckUUVMd/67Cf9feUIYlOsw3Bz51zqF1ayvk5aJUban0G0flVm20TT08R3ulrbKLB7W3la33HYX3OM4z14H1xRRVLoOXX+uplx28c++wlUvaWz35iiLHCbNmzH03HH1q7dWkL6JpOssp/tJ5LMNcbjuIYqGH0IJz9aKKFsvl+bE/8ynptpDbLoFxCmyW/vJ4bpgT++T94cN69BTta0ewsdRvbe1tkhhdbNWRMgENMM5HvRRT+0vUH1/rqaniTw9pdp4fv5rezSKS0tnkgZCR5bdcjng5A5p0W7/hKXYySEvpe4hnJAO4cgE4H4UUVHT7/AMmNdP67EOj6bZ6d4Li1S0t44r46eZDOBli2zOTnrzU3ggs3hiIszuxmmJZ2LE/vG7miire8v67i+yi/rBI0PVCCQRBJyP8AcrkNLZp9Q8IQTO7xGznVkLHDDZjn149aKKlf19zHLb+vIg07TLRtFvJjF+9tdJSaBwxDRvvlO4HPByB+VNuLu4a28TymaTfJpsDMdx6mJeR6dT0ooqpbv+u4Pf8Ar+6b3hnSLHUri6nvbZJ5YUtRG8nJX9wh4/Gq0dtFF4FutZjBXUpYZ99yGO9vnI5P0A+lFFEt/uFDoaur6ZaaR4Y1GPT4RbpLENwQkZyMH6HFZ1uo1C18KWV2TLbTpJ5sbE4k2L8u71xRRU9RLb5Fz+wdNufFK2U9oklrBYZiifJVCZT0rfeNYoBHGoVEwqgdgCKKKHsv66ldX/XQ53x7I6aRb7HZf9JVsqSORyP1qDX/AJry+umJ8+yjtGt3z/qy8hDEfXFFFEN/mJ/195LrtnDo+qWt5p6eRcTpdtK6k5ciNmGfXBANLcabaxaVoyJEAuo3EH2vk5nyMncepyaKKa6eq/MJbfJlHStMtL/xELC7hE1pa/a1hikJIQCRMAfTJxV7WbC30nUbG7sI/IuJmuBJIjHLgQuwB+hUH8KKKX2V6DXxMj0TTbW4uvsM0Ie1uLC2uZYiTh5SWyx9ScD8qpxW8dwz6fKpe0t5L8xRFjtTZs2Y+m44+tFFOW7+Yo7r5fkV4Wa8trvUbhmkvLU2AhmLHcm5ULY+u459c1a0SNQ2j3gLi5vmvFuZQ5DShWO3J9scelFFOXX+uglsh9taxXmhaDbXQaaGTU3V1kYtvAMvUk5PQdasX+g6aNdltltEWGDTHliRSRsff94Y6H3oopS6/P8AIvr/AF3M/wC33V3c+DvPnkbzYo5pOcb3Ixk46/jWnDLJ/wALJmG9tptNm3PGByOOnU0UU56fiQtl8iTw7Y250O21gpnUZo5HkuCxLOTnr6jgcdBWbot1Pb/D/UJIpnEkcjhGLZK5YZ5P+8aKKmW8l/W5XVeomk6da6lFosN7H58aaVM6h2JIYOoDZznPvVjwyo177CNVzdCLT45kEhJAkLuN3ucKOTRRVvd/11kT0/ryIPs8dsy6lCCl6+vGB5gTlozJgqfUY7Vo+G/D+l3fh23mns43luS3nOc5k/eE8nv0FFFJfD935Ib3/ruzP03TbW+12DT7uETWdvPerFC5JVApj2gfTJ/OmSWkNklxqFsnlXaa4tusqk58ssilPdcHpRRQvs/L80D6/P8AJlCdmttDtdRgd4728+2LPMrHdIA5Az9AOPStGawt7fxPHo0Ue3TZpoGktgx2MfLcnv3Kgn1xRRR1+ZL2f9dSHTtPtr+9nguozLHZ2lyLcMxzHtmIXBznIHANVoJJNR0q71C8d5by0sbGSCYsd0bNncR7nvRRSXw38l+pUvi+f+R6IDkA+1YnikbvC16pzhmVTg9jIAaKKS+JDRlWkKWXixLO2BjtotRkCRKTtUG2BIA+pJpmn2kOq62LK/Tz7bzL6TynJxuEqgH8ATj60UVS6en6A9v68zX8sReMrJUaTZ9hkXYZGKjBjxwTjPv1pNItIrrUdetrkNNA88e5JXLjBjHHJ4HtRRUrb5P8wMY6ZaRa6unRwKtlPq3lyQDOxlWBmAI+oBqoR5ul3ZkZmOn2U0tqSx/dMszAEe4CgfhRRTj09P0QW1/ruzUX/kOR3uT9pbVmtTJnnyvKzs+mea0/DQKrqi75HC37gGRy5+6vckmiij/L/IX9fmaM3+vb6Cm0UVmy0FFFFABRRRQB/9k=&quot; v:shapes=&quot;Picture_x0020_18&quot; width=&quot;627&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;This method has one disadvantage, if
bDocs are too old and already lost their object link – this method doesn’t
work. &lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/6320656920597092746/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2015/06/sap-crm-ecc-how-to-get-to-object-id.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/6320656920597092746'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/6320656920597092746'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2015/06/sap-crm-ecc-how-to-get-to-object-id.html' title='SAP CRM ECC How to get to object id, from bDoc message id'/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-4381458857624305753</id><published>2015-06-08T02:24:00.003-07:00</published><updated>2015-06-08T02:24:41.519-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="inbound"/><category scheme="http://www.blogger.com/atom/ns#" term="outbound queues"/><category scheme="http://www.blogger.com/atom/ns#" term="SAP CRM ECC"/><category scheme="http://www.blogger.com/atom/ns#" term="SAP CRM middleware"/><title type='text'>SAP CRM ECC Middleware, how to optimise to many indound, outbound queues</title><content type='html'>

&lt;br /&gt;
&lt;ol style=&quot;direction: ltr; list-style-type: decimal;&quot;&gt;
&lt;li style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: bold;&quot;&gt;&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Second method for
optimization- using special parameter&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Table&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot;&gt;: &lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;CRMPAROLTP&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Optimization
with parameter &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;CRM_MAX_QUEUE_NUMBER_DELTA . You
need to set up maximum of queues which could be done in your system in
parallel. &lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;This parameter is necessary to determine specific
number in the ending of queues name, and orders with the same number are
collected in one queue. Queue will get next view R3AD_SalesdocuY&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;Y&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;is calculated
by formula: &lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: center;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Y= DEC(HEX (X)) mod Param.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: center;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;X is
Last Figure in business object number i&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;DEC –
dececimal value of parameter&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;HEX – hexadeсimal&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Mod –
logical operation &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;This
will work independently on customization for the same object, which was made in
first case. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Example
of cust in table &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;CRMPAROLTP&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;img height=&quot;42&quot; src=&quot;data:image/png;base64,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&quot; v:shapes=&quot;Picture_x0020_8&quot; width=&quot;600&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;Important to have parameter CRM_IN_EQUAL_OUT_QUEUE
switch on in the same table. This paramets allows to have parallel queues. &lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;img height=&quot;24&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkMAAAAYCAIAAAB2jW7RAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAOxAAADsQBlSsOGwAABuRJREFUeF7tnUFoI2UUgP9dkI2KYCgLLq7GskggeCk2l0rJZQ5tRWihNuupCxu1S1kKobeQUwgexEAPYgsR2tM2daEBMc1Clm62uAfTpQch2BaJcdUVoezerIcF3z//ZDKZZiZvMk0yk7yfOTTJ+997//fPPy//mzfphX9+3r77/Q+3llMvnh8xXHvw8P7R0THIhj+exfUgKSLAMt/d7e8Thgbo9rO872fQgROEZP7i9F9w/vJ709988emVK29cfWv48muvXnzlZXVEF+Evj+eS1RG20cWqCZInAkSACBABIoAhwCOZ1+t9crgLOy3k4fF4oAtGO8kQASJABIgAEeg0gQuQXQQbP+4/fvbs2enpfy3twW4MwtgHo+9DTrKlMAkQASJABIgAEbBJYPajD82zizySQRibnvuMvfQ60hhs4B7vl54+/bu/b3sgaZAYkgAyIY7U5kAxGqADJ8WSS30/g5ZodEcYyRx1nwx2YxDGoOIDeRwd/sK7UCMCRIAIEAEi4AAC/D4ZJqmoc7WNLg4YLLlABIgAESACfUiARzJqRIAIEAEiQATcS4AimXvnjjwnAkSACBABToAiGZ0HRIAIEAEi4G4C9iNZKfruxBA/oqvrKxPrfxbi4qU4Vgqcjywzx8v9RVuda3ipQ8g/VTXIveR3oqtVxqrbE+IjjTZt98p6VGNddaDmg/AT9Cg65ZdFjU5Vf00MJLU6o8WW860BYmzojJ+KVwba29PJ4ddgNgzTmFLL0ZEAETj/Je8cpmK9wHVMvUQglrxz3B9cT2xGMjin4yydPznOnxTGs8kdACkl8smRQLIgv5lm4XiJsWAqPRlke8o5UVzJssD84owR9YUt3jc5MpkBDVtcbGErMT/CsukS883kxUfy+2fb8I1U3TqXVGOnxk+Jhw1Z5+cnx6mFkEanrH8/Fpi/7svu8rMZGug8ORbC+VTI/FzRAEn7YhKPJc0NMTbPuSlqM9fN1K7OoZxvOvam1o0oDe46oJFjCXRkyWONd16Orxc2uXzjTX7ZWZwMxr5tteQ77xNZQBCwF8mKj8rqTMsxIC+fAfUWGps//EN56feVCxDV2OrX1YAf4ZpeZHyZ3RHbKUwrxEW4WpJAGmLnVO2MBD/T9SjVVNW9nG8qMRbI/YQx1CCjBRJa2o9VcwZ7OIgl2hUiJVILPgNrFp0HLQ1jNx0DXtIyCurQlwS6uuR7QhC+drMwpHwgPRNhIqRRcz4BW5GsUqkGhs1murJ+Z8N/VaFwbXb68FGhup31f3L7WjtkpMg435a1buWYNBHerMvp/XznbfbrX4ZquIdjEgtO+ffwgVNo0xkaHvaVK8rGrrXXBhLWnGf6sRvbxUu27Tt17DcCXV7yvcEH30Gn9oakvemC/D2YmhsI2Ipk5ldJSDeP5sZPEkFVbGGRhaW1gFR/xxoi3wxuW8Zzm+b5OhO7ld094aEktdi6WXO+S9L4seMlu+Q6mXEzAf7F6PyXfC+JlI9+66V5sm2JgK1IZrznUO6TJdlaw/3S0FImnbCTd0Zvy+B2XT1fp/NTjVVNSd3LlTciclFJZKfUNMFY5IUtTfvqDbXas2KmypLzQqFZrrLRJF4S4yrJ9D2B7i/5HiAtrvCv4McJFhEFa9RcQMBWJGOhpencV2oKDqoWdXU+cPtUdzZIoXY3ZAKmvC3LosFCkR53SetndftW0jfFCzcgf1gLtEpGkddGZv0JXqsiHxmrCcbQWCB5Uy1sGTUxhB6CBecbdSpjbzrM5pJ4n0hyUAl0f8l3m3QpGmFyQVnthlm3HSB77RCwF8mgvOfL8aycVYAjzPh+C+JZ7ICnGuQLevB2rBoW+5vkzSFex8gFRpOw7zGsOxeFsLGDHd5RqcKPbxysiQJ62JaxA8OhwuVbWBcugSEhWvdTk/6WEhBoZUl4MxLk93iltdJmXPUzvAmqotE4VPYLB5S9mjHpYIp/lRNi1WQtz643JPeXH1dQ1JpX+qKcl58WaDr2s9aNJNs5g6jPgBHoxJJ3DkKoE95gO3LFNdSm7TBY9fLf1BxOgP8W/oD8z2gIkDEIgVBMv/j7UGFMewPP4ZPEF5WbnRd4kT967fy5MPKQBujeuRuQU9SBE4RcNajfwnfg8M7fpeJKjPEHwjL+Nb5bgh2Yi5qrnXcRZ3KVCBABdxKwm11sf9T1X9PQ/iaI/k6boX6r3UNL4iFreHCbPw1t9PAWcjxWrWPUmug8X+cxzpAMESACRMA9BAYou+ieSelPT5FpBPcOngbo3rmj7GKv5g65alDZRY/nktVhtNHFqgmSJwJEgAgQASKAIcCzi16v98nh7oOH95GHx+OBLhjtJEMEiAARIAJEoNME/gfJxZz1SPjT4QAAAABJRU5ErkJggg==&quot; v:shapes=&quot;Picture_x0020_10&quot; width=&quot;579&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;Difference with previous case &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;img height=&quot;378&quot; 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&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&quot; v:shapes=&quot;Picture_x0020_2&quot; width=&quot;337&quot; /&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Interesting cases&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Example 1&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot;&gt;: Inbound queues
from R3 has short names with ending XX.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Problem&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot;&gt; Inbound queues
from CSA* have&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;long names with big
numbers (in this case customer number used as Object ID). &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;In this
case we need to make customization in P60 table SMOFQFIND for orders with
parameter QUEUE_NAME in field FIELD NAME &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;img height=&quot;169&quot; 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w7IcpJfWYt7MMxibDDz0TDaOHG/CP9x4GnHiCmLDeTjCDh1bj5gEn4pN1RNUMWniGQzPcmJlmxXL383FiLJG3L2kFjmGFpRXF2DV+hSMn1sBExkjNGUqUvqzBsTqq49OwN1fuhtOlxv62GQMz02BL2k+onLOICkrB6lcO977pevRRHtCUmYGPQhetHRowiAzqlD3TJg2H8Om0IhIu4dt0mT8c4kbDrsDN9xzHUbXdnLGTkGq1Yt/ot/WL3xN1miyiDgwUQjVfO3IKm4iFM6CIhqw2hu45pVrc1Z0x+Tgm19eykAAPuf4eXhglBFRXK7VcW1riXegOC0NhTddjZSjNdDHMRQv1Q7vZ2GByvfXBJWmWWoLiM2pxn/8+xmqL7LW1NMa24af/JAWO/ENcbul0Yjkkkr89N9O8RSqQs0GJBecwQ9+wGOE+YEqUngA6yQGdNq1xxFghI2P2OBTTXoMGlWNaB5nz6rD18bX4+qRHWhpobobdGLJnXvULCw0MO5O5RHuzz56Rd9LjEjyF2CbGWjpH1SSoLnh2PBuxqOSvQxlI4rZL7zUkICC4nyl2pr1Lqx44XW8vT8MHwxi6FUzccecEdAxntnLQPOgPhWJKXrSuHigS0zBSH6XAcEbsDFMko5C6X68j5dqrc4s7e7A6MQkAv6NaD65Hw8++g6alLcjCENsIj5/31Lkxvjgjs9EOgd06Ye5ORnqGh4yIeosdoweFa89O91DCqp8sSXkXtRGIXkG9bQhx4vmUtH8p2GPqdZtZZnQTZ4qD6+4UUJPEdqWZYEUJYFyrfDM/+E+bGJ96ZAlRaSBeF/57pbFgNyXx8vNhFZFFW6Yo7SvarbjMcbwtrwAfzfxEj2LUoEJ/JUXGT+rBQaqMB1uB6bMJdwsaEUbucH1BF6I163LMEffmPk8CfDOvltk62JrQITUSO3JaImFKSqJ/u6QIU/aNNQWCnYvfaBHd6OCiulL7sG0c26s7DcGtm2oP6iuGeorqjvxOj27rtru0ebKw8hrROeMw9e/x0iPHkW6pvS/nixN4Wv2fFbVHy+1H4l7MXRvwRZ0oY7UPv7InV37KDtBCqiOD64+Q5LN+COFPAroNRiSJobcltmP+9R6PgR4IDhMLeu9YXiDg7MnbTZSeB7FSBjoRAovafj5hG6iXoquG0Hsy1vzuwSqR8pAqAGtO7qaK9ksKk7jvIuou+fCCbSIm14oH3Jt1UcF+dMv6Cmtn2rdNfRdzazSkwnwEFmVT9nmyKHwSXw2AV+IsKrPHhOqAiXJEKP2ydQrAkhMggiCTKiUS5FIm/zjIJVGEzWOAn6q3byDz+Oieno6gjLohb51OV5CYVc5WFvjhVRF9bhLKpeEBPqkO1Mr8zqb4W2jut0P+OKuYUjNqFJRIrgyG4bMpqH9asZVwmxQv4v6q2PFBkRj5d6AQZNYhvBqmCTB+soesQsEzGomtVLdV6yPdqmEJgpsBjGEnFHHhDRkVbGGCL7zk/rIZ/b3kOprjUuHs+Uk++LAVHVEjTSaYhhmmU2bUz1V8bAi3pctE0byykyqGcxE1ARqqSkO2gpVbYRmWDVvapqx+r0nQFAfHlxIuqBpw5S7ANVM0t6oYNKP0NfPkk7Fz8urehkQbiJ1aJDWWq8ECfdlPUSuPWBqwO/pgLejnrGp9H3TsOMhR5Jabw6QDiAGIwFlmKykF7kU/O6AqfHzf5Cz/KgeAvEbifFMIz7zdLkdgRgXMhM0R4lffJuyzhQwMj9lxPB3AZPP/4aRIwdwDci6Ssi1GZt84Gg7MgvTYQ0ZTAbEU4uvVpF9X3mlS1DNVj/K1+XhzQonbp4dwC8eS8MXv7wXmW4zfZxGZNH/6SXayGwT3w1dNaRpibGF6DmuvHr7jL4xNSkiidaufAuPvd6Jb/z6VpRGm+kJuADr0me0Zj7t1zpL9ZWIlprDqfhT0EWn9z6MSTDg0WcKceS0CfnjamCuj0f6pEPIrsjFqy1t+MrCWoU+ipTPSg1oaSvGzL6WsLudNDASzElBjZRPvwZ6CKrknQHe35aOBPsR/HxoGw68VIo1O02YMt6LDe8k4qZZrTi6JReHGi0YNbOSTu0rUw359Jut755ATCMp6YmIMRthi7IKVPcc/2Hf3Tty5Y+ugR6CSjBCux7zbjyMRMThp3/LwtI8HwxBPeLSGnBjJsHYo934xQ/Goj63ErcWUhX2XKpHOdI0A60GjLQmHty2A+9u240UK5Fns0fCbvrsRKEMtPo+3+fpElSxLhstfthi3bh76Rn8548GY3/RMSy4Kgq7dzqQkNWKuckNKMloR0FZHRwMtWnrJb/2+T5s5Li+rwE9DUqNtSTfHp4GXbsL7V6yfEi+k0j5VGugS1A95ObNHnMK95YRX2Hw4V/+ZQ9c9PVEFzB1RQPjCB3k762IR62lDTcObyNoe4DY7D/V6vus3Lx7xJVok9EzZ2AKhVOoQNuZykLy0QwMb4g855U5O/QgN5OcqCEMps9EbGYAMVR7BY2RnSkRogYiQjy45XZG/9sIfNJAGpHyGakBQSapMDVyDnnIUyR/qhBS2A8AoPOrRcnJyk46UAEZ5/cSF3eUUQDZJks0LHY6kT8B5EnMNhwERfgYY3pljmsXV8kD/yzBqgrsmwbFuFyRzgH6yDI7MBqLEEIhVuuvmUIDGGl9XuF7Jdoo7M9VYHwNnST/KhSwQAfDEMIuZJIGyteKhvNV/4jrS0D5XeYeAf2eE93CPUZxIPuYOs/XcGqANk7ksfqrBgyWEAF3f93wou6jhbFY4rMu6uwLOykExFdCKP+IUAoVqGRbDwml6JwhqKASYhVBExJoCrAWGBOKkuE3k2B9Rao5zkjEGNOpUXypwRLjS0WV2HxFFspCjK+NApt+Fq/vhT1+5OjPVg2IVmUwRyMmfRhBLXVXpGr5oS0a4gPSomQ0adUC2yisMovyqwr/U8dps6zMpppMh6l1u2dSEVqjiprRkPnyoXH98h+ZSK1KUhUZtyL1lYnVGY6eOecJtXWnNpL0VrTSuZUQ4UMaeIKuNCtXM5yNR9U6VettoZ6g6XWqt4aTRoXtE2eFtKljzuZ+7mKVV503NEOFQsW0qJ1QmFjogipkrPviWh/sur927a7rhB8rpKl/6LOddX5YqMLvcrb23PPekrVOcLLapbVnDAXPaHUTCsHTgjcl24RQbXO3CCCdz90E3Bo7vsyp8p9ZxbpxmwY6bX+IKV8kVOJRRU7l+gx5I1G+Fo8ajp4Jdxs9Q3GESqOTaCOj8O+q2/V+0XOdK2yFfXHt3n/aK+eKCkcr8agSJSnhVlYzwybJ/qHSL7BjGdi12NEkfNJJwL5FEDJcK/Yk+hMhC5B2J6g6uZCc8Vx2csGFRwmBN5keAryHlaB/H2lSRIk087ub+yXk0kRCYD9ZDenBDx3TDV8UYRGSA5LJcvZidyYjhY7P5HZ5aAg1U60U3iaZhNwwWxm4Tqu1pI7sXnFrYqWuE97J5/XyfkYyJOr5Ll4aUK18hgC/i8FUjhVeYAF/BHgcX009t0lIxVW2O3kHvg/lyUVXlgw84uIKK8YyZao0FupTpFITVBWPGi5qahXx7MnyIMGp3aUblM/pV++JxtOP5mN3ExCf2Yqv3HMS8bLeVZE9jKbgdSwSVcN9inGOLyE6t7yQIFiE8kbHKV9tG7SRRkXiUOgljaNM8e6WGLz5TjLGLDhBKg0mS5bs5BRcG7HGQv8iI6akbTSQNV2uIcEAAm3kIdqinRUpY5dQwwTZCeS95Z6SiDki+Jc2qBjMVnjqT+BXf1wOf2IyUpKLMWVINJ54YjXGzhyNzWt2YdbNi5DWcgCv7z2NliYD7vv6nRiZQMZJNr6FvXXXyhfxmzeOkHIngITCIRid68dra46S+C4F133uepS6T+BnD74A2+jr8ZP7JuLvv/g/eAdfhZzGvXil3Irv3DYCy197F6fONCNz4nTcv3gCdGTV11EQ20/uxK/+sgWf/9cH4N7+BpYdtWDJyCg8vXInams6Mf+LpGmp2Ye/v3OA/cOGhV9cjKtz4ilAjPnk+b4zB/Gff1qHKbOHYtt7hzBx8lCs4L1i0pIJhSXNy+dK8cJvn8Cx+OH45b/dDue2N/CDxzeTnd+CiTOuRX7gIB56+yiSY21IyByOQvsxvLqhBnGOLNx03zWYlGKFUwjD+qB0g/IpgEc2ZmAT6T9/+evdcB6PJ6eqEe+QdXDFDhtmLD2CBYMDePLPxdhRayR3ax0mpemwcksCOig6BeQBrjgYi9HXH8GUZCv++lAWTINrcd8CstI9RdjhaTNSR53BrAwzHnkqHyv323DbzSdxVXEHOhvi8PfHs3C82oSM0adxw7AAHns+HfWk0L/t1hNo2JxJSlEyUJhdyEkI4ugpE275/CHYKrLwyJsODJ1egVsmN8HvjnABX0of8XvdZLfPw/CCJHhKBqNjVzPZ8FMwecRY3HTDLMQKR1aiEbs3NmL4+NGI8RpJnk4rbGhK9TI1RfrgMbg/JQdVW9owcdEQ1ByqwsSrMjHvKk4Cb+7G/PtnYv6Eo1hfV41WpnYcPDQLr763C6NvnIkFCQ04U1mt2A1nUZjiMhnIHuI9CnD0TyWXUtDYhBdW7IVj/yYEy5bg0B4i6UoGYfzYGOQEa7H6uB/f/s5X0HLiKAzRVs6oGsmP8DSZ7KkoSuPMx1QdgZQMlOblY6tpE+w5+Zg4uAQ5WWmYO3MSnt9djcqj9RianoqJE8tw3exxWPX6BlSyLpINx1FcNhaTRg9By74gZswtQ1lmO95ecxjT7x4DJzmv+6J0CarMfNlD65CxuhA//dkoTL/mGIbVp2LlbjPGD3fj9edzYRjjw2G043OLfHjx5TjsIUjCkF6HaxPi8OTBIP55cQ2eWJOLY6RuzBzXiANrMvFmrBkHKylYt57Eq69lojGvGrOn1GLMDeUoTWTyXOGIaY/G7pNGfPneCjz7Uhbqxh7AF+/04oUni/De+jS4Tsdg5JQT6NxRgJqYk1g0Lg7Lny+GmdE8Eya24LXnCzBi8A4MixPOp4HqWuiL5uv9a+rIMmAMurH/UCUs7NCn23Op7dj4Z4aFOm9UkgOLri/DC6u3o8KQjVFTxICiqXF+CkVyTgG1oU7UMLKqsKQIBqKcHn52JbbtjsH8mxYjUHsEB112DI9vw7vlNShh6omrioGde46SBC0Z4+aNR1P9G9i85TDGzc/mtXSK/UBdn5PVoNKR2LdnDVroRhqfYsasqZPZZ9ZgW2UbokjCllqaj84Te7B87T4UT4hCYVIms6JrFzCQcjTI9JD7D5xAsz6d6qyZfa8J+w9X4Y67FsHRdgTb6jpQlhWHzcdOoLQsCjaLCfEkZUvPj8eZ4260nqnGiaZOfLmsCPuPbMeaV97CeocdN992o3r/vipdghrwGmCIb8a3f7QN1Xuy8MunBqO1rA01J2yozm/CxGFunGmIRcGIKgzPs+Etk52scJ0YS4rRtKARI7xOZOd4kWhIxtGjUWiN70BqNtUXhw/12a0oLnAhhexxZqqrUVE+5Oa1w+GzoJXB6aLlZ+W3oIjHpMeRva4qHo9uSEcDsccpHAETMlswdmg7Dte2ISW/ExlkR7fsjMWJo2ZYM4mcKm1CDPGoshaKlEuoAVmvOTvhNTpw05KbEVz/HNZXNyPD34B95ZVk9PUjsb4Wpzvt+OqXbscTf3wZJ5s6kJ4cxXWcZgTyk9ansamZf63MReRCW2s74jKyMWyQA53lFVjV0owDOw+hNZH2EN9u6HluWl4BqrdvxTH2jX37ojB6zjUYlrcXK46Vwz0hj6s3n+Ig8rmdaCaz4YJblyKxehM2VJ7ADl0Bbr/nZmxdthrVBGm0Vp5G+9QhSPBuQjMtplr2NBae7+7ogMmRj88vmYxXX96FWr5bfMEI3H7XHNS+vw77mjuwlxkA0jITUF1ODTFnKFpb21BZUY2mhjau2WMxZNbVuGHeIGx8Zx3qG7zILi5AcaIelQfPoJXvKALVF+LaJajC6HBqfyaeW2dBYYKJ65N2jih1aKi1UbBctEB5MSS/HU++loe/HjCglgv5RDqfnZxVfayMTqqdPuYecOs7MXOBExVtXnK5SjY4qho0TsmM7eZgYI52I1pnw0MPFeGGOTUYlNkJp6wxeb4cIyp+bU08mfMNGJTAzHKcIeU8F+NfPUI9yvWr22uCLaUZM3IsaCZJeBThblzrU1Ajs+kliCltAszY13SGS4tqbP/930iGnoyv3jMRHQfexYN/eRaDp8zG4CQj/ufXy/DyW3YkFZZhSXaSGnzFTizoJn9bHTat3YpdpwMoOjAeUW1cy3a2YMz0RTj82vN4Zmcjhi28FrcXNOMXD79LYTQgI2845l41HGdcJC44sgePPLYC1pg43LD0OiRZ2C+YvsLINWZTtRcnDh5HyZhJpK5tZK4ZAzpOnMJrK1fBTL/qA5+bh/oNq/DY029wOxv3jy5mRJhZUY8aeH4zZ/OjJ+oQv+kgqiuqcIwM/w2NJ/HY356lVuCBRTLNjZyGB67Jwp8efBGvbDCj4ngF/nK8CkOnTMcowyn89c2DqDp1GNbkDOSZ29DK9CzT587HqudX40ANmf4TTYput7dLl6AqAu7sRozJSUQT41Fvv7oGhalexJBke+PBKCSltGNQThvSSND81oZojJ93DHOmtXAkpaNWV4frUmnxYl6RRfM44yUH2FjJaDC5kZ7ehsXzCU9jsuR58yrgYL6a9NknoN8To3xSAaZkNDuasXR+GyWNSaJmV/EYD5KsiThNa1sZw+0CTPcYH8WUkJPIJ2z1MIlUHRZl+RCvt2DVpnhYU9pgV87liKBeSgeRNaolOR/f/dE31JpOoHrC5ZtcNgu/LJvJSwv/LvC9n36d6miQ7PUBHNj2Pg7VkP41dOOUvELc+cDXcI+OiaIIOdXlLcJv5olV14u8u+7CfB4n1/YE8vBf/zlWtpSFVWyiZfIdwzFjgbhGDHA312D5slWgKUmz1FpjyCH9NcQZPPCV3IUpYsGUGYzWVzFC+mnASpo5Gz+dQSMnLbeVRw7jmfdqu9KjxKZm4kf//g+0Vrqw6Oqpipx74ZzJKo2HjkEmau6lGu/iS377h/9PPZeRk5BPri+W62AJfjttDt9ds4CL/nYb//Xw+Du+vIjWZy8nEfE59X4/1ARVHkJMy+Z2zGY6C3lgt9OI1mYdkvNqcGsJf+fM1lJPRvP8OsQxzG3m1XVMwhPgQ4ux3I2cGJ1ab+am05xPoZ91zXGGyDF0jrNpYoy8jA5ZmaxgEmzb0htwc14dZ1paCwnu15mcyM8MH+Nmhes4AleA9j41k0ovkPvYklsp8KIqcwCgGdzPAWXJ9Y3KAtzOpFKyPO39KrqUrn95nKsIuBXLuljTvcwbRNLtnoXC2jNzgVNR1wsfrQ+tTQ1MT9LYdbSJSaYkr6qHmcvVSoSdwheyr/iZD7VncZKku2fp+avMgu7OdtRU16g0oFL0tg40t3Ugxk7Ni8/5oROXllZOAQ7aWxpRxTVluLhILtxJddjM2ZMatCo+Dk4fVlzMBCCdSSWoChd+l0fuQiCp/ZrLx8m0HV1+VIVe0vpiNyaJsiJ+VCVdDMYPL7zlEqGM4903+iDRoML6CqdvVExCF9ZX6oWaQhf8UNO5mZgnN4BbSuUNOdq1Z9G/RndNj/cIwxXDn3KeuNqkhPeF+QLkt5736HlM+JLyHObQ+R/FMxD2RjHXbqRcdA2wq5H92WiLp7FosBLCTy4aS/2UxWWY1jMMjln6OjmzXPKsQim3JJTgC6Ov6X4UYcPnOlOyVBD7+jGPqMH6hs4qxchresRM04LsZHLks3kBP/5NtVzi3SWE1dBAGQp8cfbkoB2roZbUSkwhjwSJRJHlh/KphhBJCl4omwqypN1D5NfIQUpDPIgAhZBJmoOa0RIdzeoGn1Q87Z90ROT3y7EGgmiFq1XggwJ4OP/ips+9L4uT+a8vtlxyDreQtGnCGYI4KfkMqbcaWCk0p4ZmWvlJ9muKoAJ0iCAqmRSBVUIqWIBQ1jvZrwAP3VB8p0obQF7fM4QmdfP68rZUYST1e6Rc6TVwISJ6pdRVD1xTl6yGvoSqQK2fRVyVEGvTrKQFUVE0ofk7rPnJmlfSW2hYfQ1WKIKqqfE2DUKoZldtJlW4QtmnbQiGMrK6u1K6XuQ9L6QGehBwi6QoOTmHgLtLH9ZkqWuBqnTfcwY/Fdwrf7L4C+nAagH58RPlB1etF/IOkWMjNRCpgX6pgYig9ks1R24SqYFLq4GIoF5a/UXOjtRAv9RARFD7pZojN4nUwKXVQERQL63+ImdHaqBfaiAiqP1SzZGbRGrg0mogIqiXVn+RsyM10C81EBHUfqnmyE0iNXBpNRAR1Eurv8jZkRrolxqICGq/VPPlcBMhnCNZWB/FH+nCzIaXQ1UMwGeMCOoAbJT+fiSFVTUYEZM8iLfuAygpI7ScDcf6ld2+v+uwr+83YAU1wv3b103f8/pCwylhbrFwNpVr6S16qQidpo30J7pmCwVV4lz7YCDopWcdyJc5p0W0HCRRJLKSSHcnM06rZFCX+gZyDUbQq+sS0OzidRW16IddlxJqZviAEEXphdiK0fORmI5LbYDzOz/g6VR5XQwmK7MpmBlETvI5MgsKD28UeWxl28VAcDODjIUzV/hzJYzr44rivSWfVqRcWg2cJag6csaYfW14hwxz7qh4TB5dAkvQGyJQFq5esioIDQUFyUwh8jJMPiCR/hQlxeUrrAv83WAygUwYbGQ5V4RUz1QJzVi3rYL5Nq0YO74EseTs5QVV4/sZZWAW4mUhNjb7yD/zPN4qB65fNAuTSxIo2F7y3pAUmcf2JHu+tFePnP2BGuAgKdy+OncbVm84Ahu5ffPyMxHtrsWb6yqZejMZg/JicXTrHgTsyRgxNBNGIdv+eFGNzKK90NV6EHCTu8jfjCceWoaDxlREN27C9iOt+KebR5AyxQubWUceVh/scTHwttRjX1UbiopJIUpmuM4gWc1JmN3aGUBcfAwpFU+jojmAQcWZMJAfx8zR+Oi7m/HgK6cwLNeMHdVt+MrisWiuOA0f1a30WB12HapBbkkJAge3Y/nOGsy5bi46qk7hmMOCYjLVna5tgIXHRvE5ImSDvdDyH6rNGMnE0YKnH38FFf5YNJ1ajYJZS5BxZicqSBla9fYOeO9bhMat7+GPu5z48Y+/hasySIPj6cH63kePdqVftktQjWYjTm3djQNtDnz/p/ciqfp9fO3fV+GNdDdaWuNw+6wYPPnyCdy+ZARWvfE2jtW4kVw1HqXWepz052JOQSue2eTFnfNSsey1VahqCGL35Om4e2quioh3O/WYNGs+/t+1AXzjpzuwaX0Lnn/pKJbcPR+Htu/moNACy+E2TEuuRy25VU+dqkTL6Qq8tn43lk4fjlXvH8HdZD6PI+OdJyKpfdJv9dSEGo4dQmPyYHznjnnwkVyMvF946/ltaO/wYvzcGZhGwuxDHfPx5ZxKOCuOwZlF6hZyWEVK39ZAl6BSO0VLgxPRcWmw+FrhJl1jdrQPDfVupgOgOku118CDKnbvxjubWjFxqgNbVm9D/HQKopXpJ6j2mkxB7HlvK7afMmBUtgubVu/BjdOL4dD5YI0KYuurb+NfTwSRM2kCYjxVJFi+BrNy3fjq/x3D+OuK8d7KzRj3+VmkEY3D3Hn5ePpFE2aN9eAHD72Ef/nWN1BIArUOZ2TF2mddQtHyMDVFVIxKUWKNiUI7c45ce8cijD5diTdf2Y19JUnYvmEtTpMi5P1aLyZOKlV5XCJLkj5rFXXhHnShQAZTGbRu3IMTbbORfboch8hofk0isPlAK5rbDahva2NynATmGAESM4fgjkIzWssP4FBbEprJs9vo1DEFgoVUEp3IY2qDklHR0JNQKiAJgWgUEhfAhJnTMWd0Pja8eppcrSRzYqC7LYqJech8ftvSfKRYXdjX0klWQTLfkdaxieyCGY5o1NQ1wz/YrkwXEVHtm04RYH07CoYjduvb+OMT7Qi212LIkFzsX38EBWXF0DFf5/7Na/HW3k7cuKAIK19ei2WbSnHLxGyVoTzSLn3TLmcLKgUqqWgk5o+qxC9+9HN0tPjwua99GbMSG7Bt40v42d/0cKSPROGoUZh3ogJbt+4ja/0g3Dh+ENb99S38/ogFOaVTMWrGUByqXM7f9yJnRBkmM4uUjNJGaxwmTynAddOGINDSDkt0DOycxaMzinHjwkKs2H4A9qR0FNJ4kZQQw+xYUewoJ7D6QAa+/6XFePiV97Bv6FIMiZVkVZE1UZ90CVr6A8yTOnfOaLy+/hCQVYKywdnwc5CsrK5DwbjByAw0IbioELMm5ZFXmSN9rJW2Axs5fmkV5kMJVajLLZm/LtlX0CeveLletNvqS6IlJxnpZ9xINWfCSfz5b69h7RoaExYvwLe/eR9nyyCzWnEq5Qw4e+H1GNPWCbMtGnamSf7Xb2XAHTQhhkYjP+nXFi9dTHZ0D2zR0fCTnlHY7wsmTkABa6mFaQSkDBs/HsPYtGKgmjhjHgaVtUNvsSGa1JMLmXNEyue/cAdzTdKtw/wf33kgnSnxuD6Vi0WG7t7tb2rNr/153cxkkJaPz91F8AP5fFtpSJyzaD6JqOkqo6vGi0KMYvqQtk4frls6F++99Br+7dVXugRz8IQpuHHyIARJgKtdNtJYvdFYSlBVOnOqpVKEmNieUYivfv0uVNR2Is5CU5ApGvFUUwXBIgleg0YLEhIotCrvJflXo+MUPZNwBAtFqd4SjQRrtDpe8sFoZIg9k9CGtoUZne3o5/3jE4RXOHS8IlDmupc5ZsQQJXlNDGYbfXeRRu+NRj/3GtJukrxYb7CwzqVdKYg0HqlW0pvoLw1TXWsLj1bFBm/gIOtH9ohxuIX5W8IlOp4Ul0JAzT6iaDPpR43ABy+91UIE3NGw2LkY7SEIZvrJRmZSlYkADi69lgf8FTTBC5DS3hzDRj9ftZWnpXGpktmVFVjyGvtV4t/ua3Awd3cS9NChaGk/ity7N9FQA766L+IBSThOQ4/HCW99hZr1IuVKrAGNp9ZEpnwBvVxIOS82aE4AZnv6h3cv3jrg4/KIiKjzHiAu5AE/I8d2Ax7OK43BZ+StI69xVg2oZQbTmkSnDWXGhBqVHKrfCmdvozkHrRVb+u2Wl+ONPoC+lvWqPrRGVDT84iNTOEDZH/ouNP1K3ZFMXOF1o7ZP1pSybpXhU9sWHxv5wrlLUfrLOlddV8vq0XX+WdfXjtV4jbnuDZ0bnu/POu9yrPUB+MxKs3I1w9VIUL6sV6V9lc1A2kKreWWfkLYLb0tb9vg93LZhMndJPBXOBPGRr8z7RjlKQipxxAbxUfXULahS4cTw6gIeNLcy45WN2ZaJ5w0qLK8msXSHqwq10i/a2NCCIA08CXYL3B6/2tfU2Ao/jRGJ9KUKDtjDhEFOGh7iCSsM0mzf3uGG1cYoDVoZOjo6ETRYERdtJCaYPlYxaLE/6PmbZMcSH2qHy09IIhMm03XU3NIBI3Nd6pgKT7LFRccQGD4AO/zl/EgirGIEstDK3tzUBqs9Fmb2hw4C8b1soxg7gRDEfnfS/eIjZCkq1g6TbBMUIbhuM900JkGOMdORJDuKj2OCY3GUf1wRTe5818SXc+Ve4rN3q76S8KKzGo898iaOEu6XlDsIc5jd+xfPnMb//u5LaH57GX6xvB4/+/Xd2PHScjy9p1ZQ95i76CYsGZ+M1S+/gWe2n1F56ebedAsmR5/Cd3/zDhLSmFq9eAq+tDALD//6UTiLJ2MG0y4+vPok7Mx3ed1dC7FgSCq2r34Fv1pWg5/84suIr9qJH/7367ClRcGaOgJfWJiPl55egR2Hz8ATFYdBJaW4+/YpSCa+2BeBxFxiF+h5up5CGsBGulte2nQKloyhuH12Gv76fy/DkBiPvLHTcc94G37630/DF+NATu5IzBtmxe8eWY3UvBS6dpIxc3wQTyzbi0RHEsZdPwdLx2YxN2ofZPbtxbe+HC7VJahmixFH1m/H9uo4/M9vPwdj3WlsXf0uOs5UYM/xanhPHMXJhiTUHN6G13Y245vf/ypiD6zE955Yi9zoYry+tRb/9G9fRerJtfju31fCND0ducOm4ut3JOA7/7UZHbdOwK3XjsfjW1twGh7mYb0J43S78ZflezB3eAJOVHGG1rdj//FGTPC1IyqtDP/5o9H47leexNF54/DNf70XT/zyGdQUjMM/LCpGWwsNEBHcQ6/2MR3dYc7Kg9hYY8K/MmHwnlefZQBFLsaMGIvZd47HssfX0q86CZOZHXzIrOtRs2Y5ttfkoyjOCkNGPuZMHgV7aw0mT3Tg+oUZePiZg/CVZUfQZL3QSl2C6uWolzeSyKP1y/G97/4K0667Fnmc8YaX5mPbmyth8ydh8sgEHN9fi8ScIciOYTbmIYMwJOoANqw7g8TsIciPY6LW4mIMtu5BXasXh7euwveqGcJWOBlpRuKExXAgIXLmII4eL6daXIX0vAnw1pzE9mM+TB2Zjl1bD2L8DDvO7Hsd939jP0bMmYlxqSalXku4nKjGyvwfKb1eA5JFu51LmpTiAqRwBh0xIhMnKnxwVh/Af/5wF3JHXoX0DDv0O/UEQFiRWZSCo3udCHg6mDC4ETlD8mA72IwDm9/Blh0xmHXDQtiITGuPTKiX3FZdghpgOBp1TXzt+/+I1sNb8B+PLkMZBTE3P5sp2vehI34wHAz4tida0Xq0Gn5zLGyt+3Cqw4yZhTHY9H41PMZY2DsOo5L43DSrEYXDx+OBLxTi9//1Gg62zWdWcjPXL04aIzzYsWMXJk4ZhftuGo7yNW+ghmvWRGZtPtFYhYrqHOQNGY6U7HY0NHfCJtmQg8SehowXl/zWkQt8aA0EuLCMz0pH3bvbsSklFvvXliNm5AQ0BmMwY+EINO+qwv4TtahraMTJU1XwHq2B3Z6J1pQi3HfrVBxYvRLuDj3sqTmYMTEPp/ccx8kxeUgVAoDIEuWSel236ms249S+TXh8VRVyHV5kFxQjyexlSJMdX/qHB+Ct2I/fPHwI+aMmIP/9F/Gfv3oUpjNHkDRqFhbMyEPNnmfxk/9+BFGNx5A0dhbGZLVg+Ws78OLyJpgzMnD83ZVYvnknEqdMh+lEGxZcuxAPLB4Mb90ZPHmgHovvvRvXTYrFwz9+GBv2Vips8D2fm4s//OvD+PuaDHxlfkbIYhyxDF5Si3/MyUGSmxmTCnHDVfV45LnlSCqdhFkZfuyi3aEoIQ8zxhmwYct+1LQ4cWzZi0gaPApLSkx4cGM1nn3sJegsMRhVEA+Xvx15w8sQ3bQeR890onhUKvw0OEnLeVxOOEU7ihiQLqgZu1VfjqYpeYMwu8yApoAJs8cNQ6ynFaUuBpTzkqbkHNx9TxIcFgfu/MJirNlyGP7hxZgyuggeQvzu4L53Nx2isacIUwneNnY24P67bcQIA9dcOxTO40dgmDYVEyeWwMtQKbfJhoaaFkKfjJizYDriHbQan3YSazwLbS6G1Elgj8eOe+6/CVUuE5paAph0/Sx4LVFwM7ImUvqiBhg3zLrNGzsVP5kwTdHxuChUP/3pMHhpwffrk1E0UcId2TaEBorrzE3s9c9/OlohksQv4KNLZumNRkXTMvLmWdj67lb8fffWroctGVmG4Tlxn2wN7ovXu4yvqQmq+MsIwAYxvRNmjFNpVl1smIDJjgw7gdqdlDZiPrOzHDTTO+E2RmP2rPF0lQRomue2uFn1NsySfWy8TmcHfDxmwlVlyoXipsqMoUNRRBXI2UkXTXI84gRg7xWB0yM3LZkcSTTxE65oj0uiS0YuSBnu7ER0cgoYb0OWCQ/iUhzqnl4OKhEMVe/1OhE4+VPA/CDbwdlJc193aaN7TCsMPfyQ27bR9dazsEtwxmTLc5nT6XQxBM7V9bOPs3aQLjb5U0UAwZHyiTUQwvpGhbC+mpFGqk5iTsOlJ6iM2PyuIsfR3XpWUftsZx9DGp6u61rP47pd97V3Xyemx10kACBSeqMGZLjTQCh6WnwN5nhEJQ3V9vVCEX/43NsmMhau+3oBp1MRpJnCQ634zzkJyDihhPuSyif4bC/62qHBRH2okKAQLj60/wODjQb46Tr2rPteHOqLWF/CGAjGdrfVR8LHLrohL9cTpUOFB2eKVUuVAjz0Zmiap/mT6yYY8FJh05Bol1Z6eQhX4KyelOSsI/WQ/GQ4pxQNPSdDEoE6gt1Q+/mdP4TfRx0pUWVE2+n1jFTid0ZowxcelwKhL4JlUMrHB+lauUdCygIE5nerJ5dWWZGzL48aiOZjruLfw2qA1pvMiEkvgt8r/aCf1VHVqS9lNpXBRsTi5/yTWOZemllD5NJK6MKSJ56HHkKo5s4eE2j4qzxOOBitSx55rML5yQ4u4SQkVG3KF0qiUf6h88Wn5NRFFJ8DVlLenCW652eFEz+oXtF6yj2MDOoWnUXD9l7eRd7AZBIIpUAUtTXyQCnas3HRwTAxLw13vfNoooJ18q9Ww+/SQBRgu3Y2nOGoP1De/EKfY79IAP96iUf4XN6fLtVXpNMQUm6F2VjDrSsh5e2DJJySUxXOnf+JcMqnFK1uWddsSyWv/K7vmlEJvVS/yszKAZOhvc4qKxxjZnfPsSqCgqOqPcqsgPJ+wWvSktcdj8qb09DQ0EgGAHsUSMSAttY2FUQeQ5+pnGONItaTt5Lof1u0mSBvMgJwf+90rAtttAs7XoS0pbYWrbAhJz2ejnrpyEF0kqnCRD8uSQ1UQ/jIgOBinUcTs6yC2mlIoVODzBQ6sjU6yTZvQxRJ3traaIyThiExlD2aoyJHTZ8AYElwbib00U0MtFm4ipUhz8fgeR5CvKxb8SKH24FzAw05bq8blSdPM+VECq3uxEH32sDYc70klghNdeRylYTbvDcfV9B/UbRD8BHIuaxIH/h8oQ7JY4VowMLTiCYFodhq26xIBtQYjvZ2foY6gOyL4kQuqp8YpWw8jrZFsNvQfcP+xO922iUYvqo6rKo2GaRkGc1r0I5J187HQYPlfULr7gtr/g8/umfH1aSuu3S5l0TcevyoAhbCEn6W8hs6V46XvwvLRtB1tIl+1JZTh/C75zbDRSnMKRmM0twUchhlITneRiENwlV/DE+9sBuL7liIEZlmbHh7LRpjh2DJtExlnt/41ps4rs/HPbMzseLVHWQbLMNIIlnkt7Z2Ah3YolYB/tO07+VLC4l3OyldRNjtUSY2hBMd7BnnN7v3Rkto11AMBO1VeOgvb6HsjpuQUn0Yv39iE1r0dtLKTELlpk3YUtmmmPmKJ83E0qEWPPjw6wRp6FE6eSpGms7g5YM6/OPd03By/RqsLg/ilpuvIporCGf9Cfzq9++ilQKanV8Ii+s0DlRZMHZwFHbsO01GBXJRFRSglILvKCnAiNx41B7dh/998X14DD6MmDYPS6dk4fjWDdjqzMbX7psMPS2pfYXNYpwFag8Cf1+uRzqJG2YWBPD0Mj2KhpF4+6AbJcVmVFW0gHBwCmwyxgxpxMaNOgwaEo29B7wEyeix70g7fzPQQJlAl14dCbw1ZZRYf7z6OAUu34z0ZjNWHDFiwWgL3nyvBsXTdVg6Ooi//taOKUvcyGR/e3hlDEH/rTjaQNeP247Rs/WYO6YFQrx/+etwF9Z/u3l9WbE1h4+jyunAPz8wC9bWJuw81o7crCY887eX0JI8BLdNS1A+NF9rJR793Ras2l6J6bcMV1O/lbDAY5v24dkGkmdPuQZ7Nx+BM4WIpeVH0GS046ZrJqJ1+z5sPXESgagU5Nk92F/pww1LroapYg8efPswO+U0TC1O4Ojcv5gzC3mf3n9zM4IFpbihLAa//MajiJ28ENel0dDmqcXmLfUYe+81GJtghomMbI/9/gnUZI/H567NY2SJG4fWHMHLr9dg8W0TiI9ejSf2ZJGveBpM7gDOnKxAeX0UvvqteUjSG7BzxSls7fCgijzGcfkjcNvMfC4hnHjqf15Hclw6JgxOQtXBctUOX7kzG3/4/QsIWu/DnbfPwfafr8DOEyMwPosRSzLS9XYxUEFrtmL5BmDSnCDqtidhpb+OdK/pmDK+Cs0HMmFLqEMbQ0cdZUAKZ1AjibkdOgcmj6smYCabbJKVaKvhgEZjbwzVECF1CBeZqa08/vXnTLj3Fj9iAw5kjaxG+po0rNsSxJ1ljWg4k4fH3zuG+e1WvNvQgZnR9NVSKofk6BDD3ioZGa7E0iWoopaYqYu0N5zCxs17kRlHkP7RBlSf2AcPGerrd27BK5aRSIjT4a0XV8JAAqzBuZwl1YpYNDs/opKzMSXRgm07y2Gkehxtd6BkwhCsfv09vLnGguZ9u6AvLIV/7wYcI+h+qLERT720FgnOaqRmxGP5c6uQ9U9LiDHuTfXuE5pVct1423CwUYehw4ug4/o0OTUaG7ZSI5g/DnPzcmEMrMb+XfvhjrVhUG4UjnhSce+1w1C+aRtsRYMQE5OEsmIPVi1bj0A0vw/NoIATiUMLoIn5dlytFPbNe5CVV4xsorQKOCMk4hQ2EO+8PpqDYUEaomKilYahLIhkWcjMjEfZ1Bm4Y+cRrN7Ge0+ZhXHZJEmvqsPEnNxz9LDe6boG3r+pgmlFePm5k72oTeGg9F40huQakJdNWjMKS0K2D3uozq5cA/z+j3WIOhmN9lyj+r2Iv2fw985TwHvEgv/2Z7WIadZWwmFlMCXLjkmZCThWfQLFxczAwLnRPtKNG6jbvl9pJumdB29uzMML5uOYOd2NBDojtr1JcrxvtmLuJKCR25fFWqp3mqR7kDv3eipwXIK2mRjIZnJizyZStBRJ/hEPDCKUHQ3YXW/D978yC6dXvY1KGiDCg5ybM0jRmBKYavZiX60TkzhLH919EKdaWpBOp3d84RDMu/YqHHnHDU9OGcpiTuGhF7Zhy5FGFE0l4oXXcnvo0+vhh+3l9/2Qy/F9GVvZThU0lUO2s9OEpV+4Ffmb9+FlwuRO1k4mITXD7aiayrpUcuTINCFuDG/tCTy7qRFzOQuXFmfh8PZ1sGeNRJaVvEE9Rn6tTrV4W+lk6pMd08JFXRSvaVHrYQ4YXNwZKdhCZi7bCjOgsmlRgP1MGxLDNawCifTNql/sDLZYBkAcpoHQ4MeZwx4kJJJj+YwNHV6SnFF/9XUGkVEK/HQxZ8wGoKqVyxq2rdNnQQeDJRj4hBGzgXlL2VVO0ibCdaadM2l4WS1r85Flndh1OBpHonTIPQ5seKeJGlkcRgTjkJnkxuQ51cii1bNB1r6855f+H5kvh4GBHIxxje0tL2/f96zevEMPKhaup9q9SC8gsfZtC4BjO7Bx6ykMGpUOF1WyYcMGISXHgHfKzVRb3VhPVvvju44gY3KJYn6Qzufu7EDA6MCswQn4+d824/Ch7Vi7uxVj0lO49vQQA6ojUsWNDiKdxNDUFmgnL2wKRowxIjl/OIZlOpEYw8YO9E1H/NCK4wzm5WyW7XfjzKkGmEv0WLZ2L7IYQTI0Yx8NRK1wEeZYkJ2BYqq+UQlRKLWvw2MvbMW1OalIa9LBQ6OaOyoH991zGzprK/HMa9UhEz7X9QyWd2QW45ZbFyC2vRUv//1tHDxGd3+CFwk0Dg0qyqaAchZqa8SevSS6tjlxprENlafa8d7rb+DF7U2Y+/nrYUUTTp42IXF8rHBo9GYf6LpW0KuDPd+JkTtjcf1iPzKzo/H1b9ajZUsVvvk98jaPrMFokwd/3QYGWagxG0u/5EKC+Qy+/oMojJhZhdiOAFZtBk5xJiWPAL70NRKg0UBEDgBlFDq2ow2bGZR+E3HdzYeS8PiL7Uid6MINKS34n2c60Enigdl3uJDCde1DLwAJHLSb9gC76EmyMHvGP3MA0HGs6jV7Wp/UZO9ftBvrS1UtuagY0+MN5N5tIDVnNCaNKWVHisbq5Wuwtb4DCweVYeIEO5IsLry0eifsuUMwPi9OhaCJu3rUNC5c0ixk0R+Nb9wfjbzR7IRMNnXCbcW0ceR6dfsRbzGguHQwAnE2xOoyMWtmMaMrqvD0ir2ISs/HRJXhrQ/WXx9Zd2KBNWN0WQZ+v3wbyqdej3gOIK+/tgbxtKbcubAUm0xvY/uWrSiniBSOn4rbHrgNjz2/AqvpDZg2/2pkuepRxXVa6Yg8tJ4wYNbV9H8RDimsmrFZebj6KrIg1LdA72pFO7HKmek2FBZHY/eBcjz/8nEak4owemYp3t13Aq++VYthQ3IwtPUYVjJ6Zd6dN2IBDTkH172L7U16PFCcQktw363hJYwwLikWVnrj3c0deP8YcPccrkcHM3IqgZZaCtuP/kPzHug5U6YkUXCupdI1qZMDDw1MFMhf/DsHbQqa1UZNgXrvwebQwML6mLDIhck8zxFHw9P4JpURQcdZV113EF0WjJIiDJzeA24XaxZmsTjLkjwunjuvQCGVrtuF9RXiZUdeHmYUyszKPJmGGEwaHUefYgC33nc7LZ7E8HJ20KeLT0iHbw6l/sN1qWA5FZaX+4YzoJhgYPK+6rDgmrGMlPBi6N03ETvMmYUpD0RjE4qWhMGFyvbvRwZGpUnKxkT86z+VUUDp2ulgQLgyT/Vf8VATSB8yBjMOrMH2fXVYtHAepnHIltC/drpnrr7pOlwjLgLpJ+yhHZSTuzl7iorqpqXaRyHN4ds013CAo4YwZ2YanKwrQchGpWXi6mxqEsQtt+vMWLTkJtxM94yLKv6181gzyhXm5TsbMP1qbiuScT/MV09QFeBhuzg7mrD/WCMHtfHIsTE+lJEol15EeDQB0lwpArLnc1F1TR1SjUf+RvJtrgcNnA3b2bzpaQqHr4w5ifTvaSeK+4gfrJsM/i7wXSb2QzIFWjQsE0nZX3wqiJ1V3RoA7YyYS2uyS6ZYs5/uJu06MkOmkrFWXVYhd+ieoStHni3sCZH9dCB8TJF6Cf9deg11LazDlwr5UZW/NAR3VP5T8R3R56R+lmcXWGSoD2v+U82PKv+ZlWtG/Fw92lD8qMaebfphyCTBeZrIk8Mg8TA5FSPMuoryncnr8ykM4lBjkRWVWOLkRQx0jJ21pOQ95CipTwO/hKtNF0J30QvUVcJePHksdT0+r0UcaZ9Ckcq99vNk5g/5MtVAwecxS7Xwqyu85iSbv4THhuuEZswuj5gt9I7SNBaupcJFtq2hbeWOV2gRXjOsOBi1Guy6B39T9SFF8pUiDtfceRcfx6fSRVjFqXvJRepZJEPMOUbOXPQVc33sj6PGlChDsQXRCZrVtqeCc24X6umJPRfFKtaLm78C3C5Tb6gIvl+M+oLfuJjy4d7HUGfkwM8hg389Qwou5i6hc2RJx69hgjY1aMhP8slBWtsvOAEN3ScjiiIdVx52ypXYFjh66WntlyIGVz1956BgBmjvUeAHai4BcSyzGI0yYNNOoaBJtDg62C+sGnijx3uHnuoS3utyPlUaQCJ0pPS3H/eT6k2eTTJ/aw/XW7Ah6RwyIg9mtyJghXp6R52H716EQC9mUWRGk34o4VFNpgeqBGoY7YWipJL/hJgzQ1v8EMwvBUxhfDWhFJyBwvrK8cLWSClUYBb+Z+AQK1g++YSb+wW+xG0inFX+YFk4asIo4igVJrDBJv7P76EoFqIPOGpyEeAS2EekXGE1kMP3/b6aDQT0EZ1UfJkDCXrbyBYWxLCdXWPIFKGUAVOvBDQky2qalQlWBFebVSUFS0hRVCKoKcEaOF+lfhGAvoDV1IwqYF8B+moiywV+CKDfc0ZVVJ0XF35zhfXsz9jrhvxF7FxGZnEz2uxwkqGDwN/L9D3DM2svPX5Yzw1bTGQGDam2YVdbSCQ1mqCQ4AaEdpXfxXkhnNaGoJGzpjbLm8hLpRRdEVR+CJtqaA+ckoaU9gvJ+44mJ8NFKazlFNQxPVVf5WjnqEqsb1i5EuBwB40p4dfXSLHDBNvSntzmeR8A5cu1iHG1ketXIv0lkzVRrVTfRI/vpUqMXKYXakAb+7WxnkqarxN+snpE8sCEqlYtUOV7qNP2HAeUwUh+/mRQftiYJFfSAGVhUD4/ZYYNg/JFmFVkPj/FrG4Lq8E9BFXIt13N1Vi18hj8BGXqqDvrrMmYNX0o7BxG9HRerVuzBc0xBbhhchbxlu1YvWoTPInFmDsug8QAhHrR+itGJz1dLJ6WWuypdmPY4Bw0n6lGmy6KvkiHUge8XG/5OIoLEF7ws+LUN9Lpr9L6cYSx0KghUSwSYBwp/VkDorvJQqu31sH9+ex9cK+ek4p87+k1/LRA+Wp0kBg5fwfefFpwr0OwgD7Tvbv30I+lw7CRRXAzFGL/yQNIIcq6bGgmmuoaCBYoQged/NuOtmIYIXhROj+ZAiyoObYH3/3xBvz0yX+B773N2EwHxnWTY1FF4S0YVIQEDh0nK+pwhlyShZkOnCB3cBapRrMdBuzZwXvaUzGsIJHCGxHWPuiCkUteZjXQZfWVsDZrYhZuuzcXgdMd8E+Yhdun2LHsxbU4wQzjGw7UoSzJg3IC9+vL9+L9qbNQkBCHemKDX1pBMH+1CztqfLj/2lKqBLRo+aNQNigDR/YdQbLJykgSP6qqaskDewTr99dhUlIHHllzCsVkuXu0g2ifWB1WHCY7YYkfm7efQkPHfrTftABTcm2cWfsTAHGZtWDkca+IGuh2zyg8Kf10ZKDvJNzPT7ibK5CKCSOKcPIMuVwrKlEbn0IkzvVYlNuI3z93Eq7xdpSv3oXKNj1GDDVg+8b9aLpmJMm2aYwWVsPCIuToWvHuoVqkEQM8cYQdRw6dQv3JSpxJSsPMBQuwZGg7fvVqM77x5eH43V9W4IWnKmHnPb3H9mPX/hpMI1qKXv8rojEiLxmpgY+qgQ/4j0X19tHpzxgKmNsr8V9/egMpJRmIMnKWpaPISH6b45VV8JNM20BIoJHe/zhGXRQOLsOgoUZYmFTIT3iKoHpaPBaMG5WNh3/7OqLyC/CrPx+FOTmR4U9MJsVjBPvZTsyvhcamzs527jMz87gN5igHpi64Go6i+EjekkjfjdSAMj+dU8RcnJyVioCdgdxE4ZRkROHQ8TpkFhQiL0GPZ998DWtjYvCFzy2E/9ARjJ87Fc6TW/Hee9uQOXQEJlL6AoSyWOPikJOigy0pF9fPHIFGhrHZ9VHEjtYiPTsXaYlxCDBaxEC3QEayl2ZsA5JSCLebWYQVyzdi1TE7rmFAtRDY9bZ3LNLykRq43GqgRzyqOIj8dMfoMHPJLAW4bCWDwR333socMUyrKOH5NDaVlY0h6oJRJKQe8U4YpeBRusEZmDTDQ18coWLk1hBFNbV0JO5haFI7w92uuW+JgkzpAiWYIykarUIPqbkGAsEkLCXo20cQ6Q3zE9T1vvTFPHg4e1sIt5JMYL3sHbvc2qjPn1d8gBoeTj5pD1Acv5GiaiDsngl7sj5QLVJXXX4cDbQsroyuk8N12fNTxE6MpB8OiPywmueRAocykBJEwJchkQiZng2KcY2zoiIM0iBSFhqG5LtfMMJUedW7kGYkKrRfGl0Z90PXMOo1T5M40eX88LXCzlpDCNmhqF+12yjHu1Hcx1daLNOnJBuCTBK8t56YY4OAm9mekSL9MTxFhP2oHwd4EGSzhvUNAx60uGMN8BCGNYYBDyTT0MjNBPAQwvp6BQBNwIMWOyRFMOAhZJIIlpHuFEsMQx7UqBopV14NaJA4n6uNg2RyBJMS7gA9JsqzQIQKFxhi4wgdo8CCXaD8EF5JknIrqCDlT6Jq5DT5j9saVSjxA5xYAyHaRxs3JKhGYX4dDg1CWBCiC1Up4Un75pX4pkgTXXkyqulESlDNpJHRqbwyV2g1nPvaYVC+aHc9lU1B3n0AlC+apYYNFuygaI8BCqoIpAAyu0D5AiEMEfqqfQqUL9FFvhAoX1RiCqezKZRyoievbwTre0X3TFF9xagXlVIMTxuzxl+2WN/ebsaeoHxZv2uA+3Bom1qKhmLgFCVqTyywhtAPhbkxdE0gmqEwN4EMirBqmT44w4Z4x8AwN6XuSpibaLwS5sZ4ZylnL0YosEZKvBpjJVRHwnTOUof1zFVqpIGHLhiOFML5IwGLwogn+rguhAUW7h3hCFLX6O2666PrSZPYohhQKjy6HNQM0grq/UV16caSCXpLsM0GwiTlnbXRUT411UcOlUBi7XwJdFaLkBAPUqhe1QgdGqXPrXMxsIXW5lKfij9JbAK8TpA8VtGkVXUzWF+gll0otl6oEwnt87la6Ec/qXLBRIoIpKZsdBX1PUS0rYD3oS0lpQwcF/SlqLjnBI6HCbhV4LhScymoEjWjzgpjfUmuzsmzy8QkUF9OqiAB99mgfHkuWn2bSXTTTmYGM0m3rFzcirXXyE4nJiKdtxXrN9eSSqUAJOrDgX2H4I1mtrUcO4m6yXXETi7AfmlmycwmoH2to4kxTNQFrcOH31+9XmhEkuf/NBMV22jF3vLWOjgzCzGp0I6amjaCHA2wk0q0gxQHZhuDqolFDtLgkpEWi7b6ejR3BuCgm4k2bG0hIiTbSl79JCqnX5jW8fQksmS4OtDQwgxpQq7N8KUEMkt3kZ2xzpsaW9Dh9MISHYM4BkVIULIEHfsZftjQ0k4eKhuy0xLgaqrAi28cx7hZE5FqE/RX7w6Dos6JkEZA+SHR7Cmomix29V+1HlVb4VlX+zHcdiIx2hEaU772KVKpCapatIaLAuV3G5y072cH8nbNqGYCF05vexf//udN9IemIY+JjEsyUzB8WD7ZAZkb0xiFmGAb1qzfj/ShJUQcObFj2x4E88ZjZBE5gkjQ9fTvHsO73kH4v2+Ow+O/fAtDFl+NkQ6G+HDdYyOpt8w0kuPGb7BQK/eSuU5HNnRx1Uj6Rg9D8Cz0EFFz793+110hH/HNQBaFxmNb8fKGCnz5n4fiif99BO+7zEhNScPU4SnYuWkn3t97GvacTEyaMBlTsjvxp+c2ko3CisyULASdZtz0wDz439+A1w8FkBtTjaeZ3DeOBEIzbroBlv1r8Oy+NuSlRCGFpGm2k03IvnoyFoxMxu63V+BnT+1G3uBU0nGmofm0H9d9fjaGRPnw1B+fx2uVXnJLdWDY9OvxhXnZQMNqPLMqDl9npnYvI5Mi5cqogS5BlcmutcGJglFT8KMfktim4hCeXHkKSbFOvPnie6i3F+GLS4YgOTEWNfs34PE3duJIdSeuL52qTNJ6PVUzdu6WukrsPEUIIFFLDZXH8LeX9+NEkxeLb56LuvXr8N6ZRjVqpydF4zQTFy+690bEnt6CZ945jlwm0L137lDoZObqt/onebjFj3e2HEX+uLEoTTbihY5Y3PXAzZiTZ0NzBwVn5lD86gcvofjOxVhU7Ma/f/MZXH3fvbiepGOHNm7EX19hFjSCN3TMitfMtBZ2LjWuW3ILxvi3428bd6GAQI9FN8/HHTNyOVDW4Bf/9jza6E+W1D0tdS6UTpiJH35nNpx7N+F7/7OdQ5ikTCKyq9mAa5bcgKW5NfjS999k0MMDZAecjF/9dTcqnUORzjYTArVI+ezXwFlULFExeuxctwr/+r1yDCrJRjtpK5cRexs7bDBs23dj+btRpIbsJCv8cSy462ZctX87mklapvRsWc+RbGnaqCQc230YTBCOUXlDcPWgFDzx2GvYShLpAFnBFi5ejOZNb+BMxnh8cdQZPPPSCgRa2zF+ciGWv/gOxo8uRplDR3rJfuqBHKFMnW04EbQirzBdqa9BTxX+8oeH8VZWJm5fPBfDTT4VBOznwryj4jQqbAm4Od/OsD49z0lB06kV+OV//QXBUydgK5mG0ugmPPzXv+ClnBz86CvXYtvDT+DJx5/GzjV2jJownCx7DNIWbDUXNVGkLtr48pv4dushDClKZ54aS9fSQNJduEmKZmUm+KkFa1BZUY+po5KRntCI041+ZBP5pRJaRcpnvgZ6CCppM51B8viOwz/cPxO2xtN4+s2daG3qZBhbB4aUlqK4JB77Np1AiyEOhdnJOLyPfh9Ze4aqycd41HhCDbObN+Hx8iZMqDiI/920lzONHxwDEJOUgfy0aByKT0VBSizV4SZG1Xhwqq4Nde1GMqOPQKIkJ+pnf26Qa2mzsAGKFUkMYeZk3HDTXEzNJfCCSZl8FFBlGBNLXayd6T4acKYliCHMoVLB8L74jBLc+YUb4d/0Lt4oJ0ugNwqzZ05A7ekjqG11c50ejxsWT8FtzCFjCbbgN+8cZLKkaBjiJfuSASPGTsRX76dmcvoQ/vh+M2JjY6CPUlYBxMTFctqtwV6qxHOSo2nI4sBIMmxJpakQRZFyRdTAWVZfETnpQIkMXzN0nqFaFYvZ15dh7+E6dLQxPRwXwEF7MqaZ2vDgbx5FY3MbZt5InohQUczuBNaXjR6M6KdWo55sAXVUpxNjyAbP2SFIdU/oR1U+VmFVJz9tXHYJhg2qYkoJdkAeI5nBApqtu38aQOg5SRlYEu3FloMngPHFRGmZEUcBSYyLQidpPUUedGLFlYS7CXm4bXYOHvr9X7Eu044E0gvGUHilznyx0Qw0cCuBjuMsePPoaPzq0TcQpXeh4u3VaD4aR6JxJtQKNuO5p1/E4Q3JMLW1MRAhleeTWLvNhoaqA8w38zgKExxoYP29t+xlbF9Wi6SJszClKAn1R8mT3JGAa7j29wpXZ6RcETXQJageGnOyRo/DvcM4g1Dl9VuSsWRhPBLIDJ+VcAg1JNHOzcxAbkoeoi0BFB48CVNcMmfIeHL7clVFKZ1z2zwECeQPRsfj5z9Nh40dfZQjFTUBC0pyEmmSDtAFQrb3aZMQJOTQjCG4KY8JdPUliNt3CmZ22DghWwv7lfqpCVzk7xwzbTRWM+vaa0x0dNc/cI1Oa3enyh9D+LLXhsX3zYcpxkbmfDdGzZuDr+YcxpnWIIpKcmDkABTd3kFCv+G4LZ9ILyJOAgYrhT0JX7ojA27a7Btqm8m4z/w8ZKme8rlFKDvdQLeWAekZo5imIRpuWtt1Uen46teXkCm/EzpTNKZOKsGZqgYELHaMHV4MY0cFnmZQf97EuYzx5XNFohX6qYd8+rcJCaqQTdPHQ97eZEI9vZzpgsT/JjqY7ZTCVTRsGAaxswlAXscETmKVHTeGZNt0LXh4rPIVssRxVhDwoovnJJFt3c/PPFqIC2lt8kgSkdA6z2wXZmXxKrEzy0QVtGPyxBFaPCyFo78h4UFm2TY78nD37UG0CFM8DWZeuqj8oQHDzxnekRxHuhk/35XpJ1wS1jcEzH6hMs+p0EBhr6frJZHarHKp8v2cNKilZaaqpUFRTpaqI4nTFYLxNCaLEq3BJ0mhxa0j53OwyysqRKHyQWv+2jwOjrJudns60M7kL2NmT0cx2TVcXGb0luYrGk5YjVb8tBFQfreWKDgHbinYb8iPqv0orRr2hPbQAEP+dHUIkUrd/C0fBsoP36YH2fVHjAlGaRiTJZquBpIxh1o+xCOtTun5nTaQD5QPy+ekgZ7OLtYPOffDnuk8D/uI17nY3RrbecnEHOhlsODMZ2QCo/MpVo2T/Kx6+rjzwh6z82minlyANraNLSEb0wqMij1fACe9xj+s6EIZX8xZPCpxUO8iKc6nEgfsMWHW3u4HVCKpYVu6gkjk13Bv0RZsISJu5UYVom3Nxy7uUuVTDcl3CEmoIZNCU6bC+ooBQvyoIlxhAm5RWcWx7mxmUssrvDA1zIAvfce+TAtFS53KUtdrU/WAr81PeEAllSG2QSWJ2oAuVEMKZsnZM4xO6gbxKKJQRcCtUEoKKhRCIPVAuMl+DZVEQQ5o2e2ZLlx9OlUkG+lCXZTUnsgkpfpIxHikXJE1IF1GT0CLPX0YASlM0xZhIezqBxoPfo8ZVeF9Qyg7Ad3J7Nrjd+1YCYej8fQiZlTBENo+bEbtfqLzUfWE4pOueKqGoooLxaesxcSX15u4009DWqSCJT+p0JSGsct9/hzi2iJqy8J4Xzf90d2Orj6/89k3YI/SE/rp9zLtYf3BCNY3XDvnisRZWF8tDVQI+avmTLWWDWF9tYy3sleDEIZXqFpEGyH61HHVTEstV+P1VfFtIawvF4/k9bU5uPtcrK8YEwzMCBVN0L049gM0EPlUprFwomLRuz04U+1EnINp+XjR5oYmBExRcMSwkQlQsEiiX+Jc2zp9yrrrY+fzhtSDfu56F3w7MzmGa0+eQosxFqWFjMkMGXnEnWTkb0ZxL7FevJJ5jXleBQOtghZkfUFLg5t5a3TERhMpqbilrBzExBglBiEdf5e8NkHOVFFRxPmGhmEfG6u5rgZHW7g+LkyloHya7pbQ6opB47pI9IzWf3p6CTWp69r9QayvJtVhrG/IBBU6Kaz8crML69vTM3ou1veD3bfraBNpVJpO7MMvntgIX7QZuYOGYHheKoqZaDc5VtOeXfVH8MyyXbjx7uswMsuMd1e8g8b4obhlejYNhT6sffUVHNYV4h+uz8Mrz29B/vRxGJ1hZ2clxQvTKep5D6FXUbMwX9pEhohOpngMcl0UQ8yvh5mrO2lt7e/pWQIJAi0VePjRdzD9nmvw1lPPYfXRZpjpfppGrO92gjZq2whcIBa5cOgE3DzVgT/98XXUuQ2E9Q1DDIfF8fPLEDh6ANurmDPUVkc87hFE0YJWOiSXwI44TJ9NInNvG158eBm213bCROPdPXcsQrqpA8ueWIvp996C6TlWuoL62+Z9wWNa5IRPoQa6BFXU2Nqjp9Buysa3/98cmOqrsWFfC3Iy6/DwY6vQnFxKHG4aZxILvI3H8eAzG7F2bw3m3jlSCbHZFMCpXeV4ta4JC2el4Ojuk/BnxmLdCwdRr4vBLTdORcuebdh4/AT8ZBHIj/Nhf4UXS+5cAMuJbfj1m4cwcuYszBmWQoHt35nFEmXA5te2wjJoJOYNicEPHqzHxDuuwyzCBMX9NCwvHv/33yuQP2sObiqLx4t/WAYMHY/P8Xs5oZFv73Bj6p1Xw7ezCTv3tiEnugWZQybgyzcOxcn33sHf1jZiyjWjYGRw/t7dRGx97jrYmEL7Z2Rn/N1PFuOm2Sfx6pp9mPzFiYxQotvlU+gIkVsO7BroQW5GSzDV1bpTh/DKq1bkJEXhaDkxpcd2I5iYirYD2/BSjDjng3j9xdWIKyrFeD9nx1DyTFEBbYmZmJZkw44dx+i8tyKGAIY5s6Ox4uV38NaaHWg9vBfRQ0aTvXAjtqSPxaj4ejzzwmrEO+tQWJKEN55/G/nZt6CIrhFPf4XQcHFtoQHlUIuB8Ml8lSnXaOjElvVb0FqRghlTx2FQng4ZKYnIZvRMov80Djpj8cC8UShkCFwuEU0vv/ki/vrg0wgcOwhXwgjY6bJ5b88uvGhtQxLVXAepVcOxrVExsczSnYrpS+Zi649fwd5TTgwrykHcgT2o6jAgTXyyEUkd2FLzKTzdWRBCkQ0bqUDTmPrZwfVslMmJ/ZtPI1ioQzwNDnYmfWppb8TBFs46C6/CqbfbcbprDSvp4P2MQBkEW8Mu7GZkzaSgD1s378DxZs4wGR4k5A/B3NllOGxogS+3FCOiKnDoxe3YcaQBRVz02rnuE7Kn/jVMce3Nd3AK3pcDlWRCl+ieBKbVTiPwwUjrgMTWqvUmByXJKNDBqHsP68NMLUR8ruKHziCwIdB8BsfE7M41ahzpUtNTHDA2EGVEg5GsTW1uwjAlCIBGK8l330HFQQx8eiaz1ZncBJrwWcT3HRHUT0EUBvYte4S50SDCnpOUVYjrrp0OXfkOrN5gwojxOWi1JKEkNhYZ6Qa8e9SKYoa+rXx5DU7uP4L8mUMUq4EIl0R6BPSxmFOagp//bT0OczZ+91AHRqUmM1O2R8WfdtKo0snstj5CFjuY58YUn4FxE2nEyh6MwWkE9UcTpSOhKv1VOON5o2KQSwdz5XH6koclqXQcV101HvMLbGhs8yiDkYuxnx4y9lsyijA7bzMefeQNzBoej+YTtbDwHeYtmAqvmVE4m9vBZTfRhCNw7TUjcOzNV/DwKwewek0aMhjD29BSj23vb8POfZtgGjQepakWnHm/icH6qUiO44BAJGKkRGrg3BroElQvoXAphMXNS9GjraaRpuNYTJ80HEUFMXj39bU4cMaP3JEjiD91EIju5ppqJ7KHj8bkgjgKIdkcKKnj5kwgoS9hgWmj8N2vxyJrWAbi2rfgOHHCMydIJusAzzVgyKhSEnxHMd91DlVjBlMbavDcyoPoTC9ANIM0JXi8/wotsh4TxozJw/++sBV7JizE3EXjEWf1U0gZ5E7bjttvwYyFExGXZEab04BraUzzvrYGu/c5MX7CSCwqJOSysRmGtBxcPcUPu4nWbsK4mmuaEJ1TiJnj63Fo2z7Up2Rj+sLhOHjiOGz5ZfjnhZNgaK3Cayt2I3nCXMRzNheKuUiJ1MCHCqq4GbyEpcVlZmFSbhCdHR2cGaMwZlgM1b4gbrx9qVIB28VyS0GW6JavfrFE8SV1ykzDc8UHOHg099F90UqVbvr0YfC4fCi65VqY6J5wciYVq5PgiOMLGUCt2NdSkUAAuw8l+Mb9w6j2etBK2hNOvCEai/5pMEkhmVxMQ9IIrlVPtODaqUPhbCV1Ct0lSlPw6zFy4iAONORTcokqG4Wbb1vCOuF7EXMrkTXuTmKGUtMwVqC5gl4hDtpJoL6ezH73fH6Jcsn4+M50gmGhMNEpqGIHzpyqRHTWIFwzJp0qde/hdy+k5gJ81iDXHAr4oiJyIrq3qr8u90xIwzvHjyqHKBQSszyE/ajiwgmwP2hULOI/1UhC5VNxJmk5xykn2n5VevhRtR0fzGBInmvxE1phiorrAmMLx1e4WCQ+lBvyZ+L6VYo8FsVOfTFy11kLXZ4reF15J+ETlscRwhDKvSoMrukq4fNkWaZIRYiOscV3/96f36Ra5951O0PxPBrW1x7zAR5zUiB17QvXiT4EgGZK164SxuhGh95Z2bClrUMvrL2rEKgBaUOn44tlBg5krn6noAk/sOZDtzGgnZQ6CQUqEipStDbTMoyHGjAMyldy2/2jwlyr47SDhbReQxxqcIgurK/6Lj8IC6EmvmpLdipWMwnYCGN9+aUn1lduqBz3MpL2VjjGZdrKnW1STWEQWD+9BKOKuAzuum8/3fUDt/G52+GpPtBPxGYcFi8LNn4lZmp2DON8w3hBNdkqGsowK6F8ynBPT0gIxytAl25eX22CI4tAF6+vcKMwfTeNlBqvr61rGpARvYnABapnoQgXwlAIMSbXj5vrsUi5MmtApSFh9Ex0yiCO1Vo4Yp8Wdu6O2gMDf2IIz5yhcbSbDV/QaDI1amBfJaBqJg0JtoRwivrLJVA3KF9Tdek4UfNoQKm7/EYjiEAIJWqGIF+KK4m4Q5qXjTBCOHvShX4CAbdM7WIsClN+avGLfdqUkYv3Zw0oAm7JO0NkVOORPp7tgrA6ChkEYNXWw/3ri7uIWu0R6iYAfPW8wmNNSGlIFQ6ruUobDo1yyhMS+v2shUQYnkkyQC3uTRa1XC/SAKnlnAlzKp8dJ3U2AbeAxBliowi2OGd3dDhp2BEmb/L90sgTGxNFSpZ26LhwtRGc/0FhpW/RwlFB8qvKS11EtURO+fRqIOBnnKvXqYQohmwWAVK7Ct9wr8W9qlfj/BOhkLngRj5LUA1MFhVsrcGTr+yGm8mEF8wahwybCy88+iy2dKZjUpYHa7Y34oa7bsCcQQlobeukRZTACFqfgrSQip/x9Ml6JOdlweZzK6aHSLmcaoArLPJF6b0teOnpVYhjcupJpUnw03ofUaA+3XbsBjxwca/vrMaf/vIyOvKHIe7oNvz2dAD3Tgri1V31WHj9cKxd/jryZt+MQbZWLHvjADJKCFIgMcTaVTsQXzQYufoq/PY3yzFk3mzMHFWALPKSCJonUi6TGqAKZCZ9yFsr12PfmRZY2nehMGsWgwxC3oTL5DX64jE/7YFKsjEqZdjEVe6J9/ej2pCNH35xEeIbCvGtH7yBDcmpdFkEcbrqDFqcJD6rO4k/PHGKjHsOTIpJQ+Oe3dh50ommfbWYPi5VzapVldVoHpyDHAn54oz7ab9kXzTcZ+mayqYZypciARENNVH4/LduwqFHVqOyuh5pxUnUmD7o27u4Ogi7MAZ+vxCbLp+SFh0dWbKC9KpREoL8JIiP60Fu69ysNjffiIhSnUcXFEnhJ2uLa1Uvf/Pqg3rGQ/kJEhXPqQBkmT4hIJmD9PTOCzJVci9KPhgTUQnk6zUyV4mqGlvQ6eS27GMRHmgFWhNjkavdR2B+PFWfDriZ2Dbe5IHdkYu5U2Ow6I5peIXIoqm3zMBbDz2BQ3ykBFsblr96ALGTB6F23WG0jh+KWZPHYMIdNyGP6S+aXH4tedTFtWjkrH6sAWXwCBlALMQiE8as1qbSQeQHvaIr6KUS7hMD3F1LLmfKn87FVbWbQujmhptCKM40JaTySYGkVARFSPmdXLFyLIWVv1Oo/ZRAg5ei6KXdyEtrjwQx+gJ6i08fkEhnH4XV6KdaS8H1UlCNAbvRyF8kLMMabOIc6ghVOSNCdUSm8mwOmNmD0tC5fhN2nGQSogqmrPAlYFaaAesOdqCptYNUmQTh1zoxedZkGNetxyNrDqMkO460oJlYujgbedkmrmFrcYLr1KRUDYAeKQO/BsIajxgHTQyOyEzrwB9+9QjBKem4Kz1Zoah6T07D8AFtABjIwzhjKyiDFEjOlBy11MxJYXMz76mHfZuCy9k0EOAMCv7p+bv2XWZVhpXRCkchlfRpFFQlpJRMMpQxqSL5OfmF6RX9dMUIdkZQR36rTwUjKwXHZXUFHU4EmxyOoAgrkUlQguqnL9WeMwy3z2nG3//4EPwUsqV3L0WJowXHs5Ng4lNnkTw6yejGu+s3YH+NBUuWzsLg4DH8/fk9OGl24IvjB2P0oEQGYD8L55KFmMnvElETKQO7BoTVUtGF8s/Ddh46oQzN5pNIzStikAQHcXa93iuau0PrjvLPgB7MRfWlWqsJKsWJn3ATAiEqMP8UQE9qh5+cSRmdSRYPTyCg85CwjP4WCquefhehtqSrlAAkMa9K/mIVjMVtBmP51Exq5UwqeRp8Ll/QaHRSOKn6UkjD9c41apCCym06oV2c5IdMnoqfjZ1Ahy3VH7agm0kbr5mToTC6M+dOUmwNi2+9DYtFypXzdiS+yQxofvIAi/M2Y8oC/GwiMRe8pEvYGiJl4NeAOO3VH5uQEEqrPQXXzcuigDLSSTLG9WDPu/SX0e4jM7TWC3tzELj0p+t5BW2NKrMlZ0gKpSaIovrKNtVd6EVIuR4VYeV+HkOcN2ddgtb1BiXEAvlj8lHOpto6Va/nLCtCy+DGgM/pN1ptgnHwM54sYORa1QgyMDht2tqUYIcCuxadLBlMOgXOJWZ5qTSVm8kcxQGA3+UArldkl1E4gvipV0lutVFQo3OSnSZCofg9BHLV8xw5P1IukxogGkmnAA9RhFvHqm4hsbLQcZ/tw5ibL+W9qBjS/qFIvgf0ZCriIBmHRPAUjwEFMuiVmbSngHIQ8wR9QS/ZBqgii1AyGR+FVJ0js6pezzWqIsPy6o0mLkTdnF5NXJuKmmvzM6OpMiaRvjfgYzi2izqu1cbUDeBs6kCwvLxCV8BYFyHg7jQwsNkcQ024v1gVLqWdI+f2QQ3IxEHUqbOJS6WEPrj+2Zf0tdapaJ0BX7joZMJpUXM5C8rsSWsuvxOVJDOqElxKszeoFwsvZ1EKs1J3w0LK7wQLKYOSWH4FHyhowRAEX1JCMPpD1qr8k3mQYC0rzQFNbAebqwlg2GdBTo42o+p1hk6fhwikulMDvt4iD9iHNUD11szs8UL01tclyGkkbFLq63td0vUVVJeCSGHUBwMyq3IZyW0RSkHR00hE1dGjM4ihiKqtPsD9ggVUwqpmV7pkNMsvVV5ZgtLESpVXTyOSnvZbr9/oM/ldRlF3vWJlEvbQgMPmIK8R16Fo4p9dE1SSKTDAUjCHl/RKkZMv5xqgZcNgZjqLlEK4GMiu7+MwN6MjG75T21Q/H9AdLygsvToSLgeFdET5RWVNKskIxU9KfVQJZEgoxVCkqb7qUzIviZBScOlwEcId1jKF2+TzeSmgFEptNuW6lBZfnhNgsCkv4QzYrLZAVROCDqsYkzT/Ne1BzDsvR0mVcVQ1hcJwhKc3jClSoa78LcAhpUe463l3TUKYYbMYGJyuxdvJtWQNK292IeND+BkVXTGfxUJccYB8R14+64Vc57wf/Io5UAi4qfqS5M3TWsn2oc2CXMZCDND7ZBtsK2an02I0B7Z7hm5U6VgCXhCLjo8+VQoh15yixobcLdIV+SrKP8ooGGXhFTeMCCvjYtRvISHVgA+cSa1W0kP7TDTwev0xijiaM6nNRmFt09wzLrH68pPCepiJrktYTVyjitWXKxSOoh4yElSTxcHEKIokB7Nii3FagTOEuMxHMi8ajZQRQGL01Fpb68o9RuCe+1UAMp9U727GO1trUDqiEA4Ls2jTkhhgZ7CSIV6WxcIkrsXecgyS7R7XV8IZ2hZh9BPUQQ8zmKkQW7eS1TA9D0PSmbaQg1YErHiRI4tYYSUgQ/5juJuFARdVlXUwxCYgKZZE6r0KA5VhW7LVSRy0PO/ANTpKlxRiDgOFklZqH+cDDWGkrTOVwApBiXK1KPVWUAt+cbuo2VN8p/zG4+W7qMb0nPJ8Rq+JhVf5UCnRfhcNSUa0Ba0OopIkB6gyJFHt5TK1BAVhq6/mRxU2+I7mY/i3H76EodcswbfvHEHupBaCGZigt+E4nnhpBybfMBdFpCcUj09LB/2uzH8q0uFjlIX436LYwK0dbkRLWkXua2HkhTnajiR9Bza+fwDZpYVgEm+8+PRK1GWMwN0L8uDqFMr/AFranOo88QRIfGwbz43jtpFvR+cSmmmGtCfGoWLjRrxzErhrCRMs7z2COF8s8lIsisle8q9GysXUQDieUjIAGLF7yzo88eIWJI2ajC/eOpkE4xLi3FuF/gGJ/xKtcoD7UQlq4KTKhKQUUnoqZZYUCCCFT1FpcXZUSmFIEEVgOZuKOquADZwqqeYKQkEvn5xJZfblF58IqVzLyvWpj2qvbDMeTYQ0SKEN2tT6VNReWaPuZz2VaO4ZaQIPL5FWOAhzho9EeqEJf/75Q6ggO7xjyHjMyWvDinc2Y19jEPfeNpX43rUknW7EmAUL6UU9gQdfPkxysBycKK9gGJwTaWNmYNGgAJ58Yw9qmHPoDpKFJZBtX7lwZHbmrC2M8Dod864YnVi3+i28tqkKeeNn4LoCH/789LtwS27Vq+bhC3OT8dQfX8CuJidhkFkojavDa1uq0crlQRzzmq554xWsW+XAotsXYVpeNJwMsYuUC60B0WWo/kqvIwfUnu0duP/H/4gTL29ABbmdh+dzsO5FBn8t14qaHrS+P0ALTb6sEcHmakgiZa0VIRRUkTy4CKzMrgIH1Ot9nCtkDSpwQMHw8pPnMeJThJbrUKq7wvHDPwqo5It3cQIWY5LDaPcTLS/uGv41EeMrFmDrWaqG1JQSVBkyJXGNqJWdHU2cdRPx3W9PwUN/Wwf/yJFYPPcqzP7CbQhsfQuPbmzDjEkZWLVsDfQTHCgom4AFZR78+gTwvW8Mxa/+vBnmeTfiy0tsePzvK7DtcCX1V/rOQsOykWktZOAx0nfbcGwXXn6jAlOuG0IK0veQsqAAUWkj8Z0bM/CbF8qx8a1jKDeV4MffzMODv96InNKRuCVxJL5w9wQ8/JsnMXvRLcho2411uyowi6TgGplTpFxsDYg8mo128hLbYfVZaNqg715ZAHoLlK91Nq0rDFwhDdWfcBRRGKm6iitFBFRbgypUkRJitS0Ae4NifaaBTCGP1O8i1EzLFFJxOZnKOTYKqVMsvD5SJPmNXmfAGcMjSXjpsoraa2V+b1p9OaU1Uf11FJSI+kEtNhASVP7ChS4svIMkUo1LTmaDMdbUZqYtirh+HmhkOgsf1dKOpjZ0GEqwYDazaHuayEfLbNyoQ1Kyg+tYTtps5IpNG/Dy5qOwS2IkXpfIC61ZZFXONjcxL4vVLiwxtEy3tqG+xYw5c0YwY7cH9Q4aG7hAtvMB2hjX6khOQ6KV5icausS6IXgseUY9rxFnJ7iiQ7uHDHehJOEX20+v6PNkojOwHhMIMt3w7gaO8W7Mikskc7/UbO+Z61QbycTQe/p0H7Ubjbza+pOCR4FVfk9ZbwoEUC3c/UqAte1uASWgodtHSreLbFNIZfaUFPM+rzbrGo20hIrwqnWpElYFfBB/qhiSfHb6UN/kL/M13UPNqGYmcKorJ1H0gX0osuuR6EhVTSPGvxg2Voq5Af/zi8exZMFILJhRj8r6DhgZqJgWRR5gQSnyUmaipqTyzRSwzkAb709GQrLbkTCCGgEtiao69WQP8GLZm6+hpWIrhg4ZietuHIT9vJ4h2ojsVD19v0IAxXGci4CyEXnY99g6/OzPwIm2ONxamoVdf12Gn/zZBTuPEQ4aIYwicKoX11F91O4D9rLC2xOSHA6Aw8qS8dCyPSgYexWSyWXsJ01q74mpdAG2r1xwoAtqgEFqRs6aIoeCz+UXo8ywIrxGg7ZPBFYJswiseGTkU7lblOtFwPZKzWUYGxElFEyx7nLqpbZslO/OpgBtRgHiv5T/1OngjKrWprIyFR/qYdVrxASjRc9QxfHZ0vD1b98OqzkGybT60jGLRdddBTMpMdMWLkJmRT1SE9MwePZM7OF3O2e6rDgz17eiLiXjlrla3S9eWIZozsTZKWfQTgtyQWochODbQhW8qdWN8QvnIGlkI9eTASRnJSJn+CwkH6qCKS4JBclRyM/TNOVbrktGgsWHnFRgzY4GlM4oQwZJrm9beh3Xz0BWlgPRHGCQWEYqbyPcpIvp1Q41YAWrDx5MDPSUHjfxvUn5Y/Dj701UscVtQmPay252lWVbvcLAllQ+JYNjBLNAyB/HK6KMOCUZ1ExKgdWIevUUSkmoaxOBVKtH9bsEzXDGEatuwEZh9YmhyCvRMjQcEeBgjKGQciZtIuONzWmlkCKg4k/V2tRBtZd+VFE956eHrL5GC9m2pc68iHIkYkx6OmdnLceKmLRi7VR3RaLtqRg/JpUE1LKViokkjBY1WJ7ESqGSveqT51DzVduFw4qEqpSGIf4TOkbdh9caU5aumkpSW8gQM37M8A9cL4EhV+6OFhSXliJtUCxGjitmygcy+ucVgESK2nWlUCXXBpswQVQfdOTP9CXp/hMPPIdtWVL4Cbxp0jhMlb+ztwc/Yl61pDsDvBCiQF8GF370znAeCwRkoUhBlCrSc4YUHcRIUJLLJLMlBVOM4/wesuqqdaYgjqhYcr+NBmEnQQ0qMFytSeXTxvWog/tpQArAodamnM0Q1MD4h4N4jnKyVPRVn7fTaLXDZhfB0Tp+Dy7pD1RlT4z2xx3X88SPg3UTC95VPux6ZnsyphcPV8/mo0VZSE3DTdzbcPEB3m/69vFEcLhMsdkLPvo+vSRbaj6VQZZZFQZyUY9n0gusjyhek8R+q1A0MbcIljDMzGAVhgaFKvJyNS8wEW3qY9x3UGCBVpuGOOIsSgGVGdMVcDm5LuUs6qDCoqy8Skhp+W1yBMup+tphpw+1u8gA2slpjarymQFbZ8Qon1UGdvMO2Gr85Acz1tEm8cHhz6twOTJE9p7ll+u2c1IsfPLj9fcRdKnwjcPB3DQsccY0qhmTUS4ixTILMuJFCSnjSW1GI2HMjCfltstLNdZuCxKFFAIxKMQRBVTMqVyD2qzKcKTWpJorRglpk6M8YPe5uD49E0A5Lb5L24L/8R//zmvCpLlnBvjo1t+NdMXdjy4ZewbdW8yKfm6xmuxoqyrnRFDBn0LU7ZdaQaL+XgbF5zQFCddVxh2OYQKeD9JqG+TjUxAptD75TVRfiXXjMULFQGG0yrEhOKBgd5uamuCwpQcEzOB0UjCdnEG5DlXHhOCCMpOOKcjheVR5xYbU1tblSzX6fE5NUC+wUEniGU6NGe0jyvkcI6ee73EX+IiRwy+kBgTb5myDr0mzMnYXAk0cg6gVc4Wl7BO9NKuG7QsX8oyfyrHGoFVUCpsEc1OobEI2xm0J7iYTgxIAUW05K7pA+hQleNwvQtjURN4j7mlyBq3kQGIcOPfJCSrWVK1FQxZeTqZUd310xxymkEqR2RTdgyZVX9tFCWoF4f1Wh4OjxEfX3vkcI2ef73GfSjtdKTeV9SenAy/Jt88tsj4yevlnDFNtXSmVIlWisQByTakJkIMCSgsuBVa2gg4KsLLWcqHJmgtqExcFUYSSG1bB7KooGK7flGAq4ZT/lJ9Uc8HwDN9IftJpKgKqZlIK6VI5din//oN2Gae1S1Cbtm3D27ze0qVjUP72Nrk0xsweo+7Rs0hz/fntdXAUjMHSMT2MDzJ4lG9DObWk2bMdPGbbB485p43PutZsXuuce105XeJTflN2Kqfjwyrf2q03SR6UK60Q2y6zHteanAS5hixv0jnGOESV1cma0olybb8IW4jjqFwEIFSVBXZRZUULoStEAAx0JCrBLCjXwAyqUItRwikW3m51VxNSrRgd5U1dOa7fdhTgy18GvvSdJpR/+V9w87PPIrjtwyWnYAwRCHgWPP+spnsbBbhZ5v9twEcdc25bdx33Efe60vrGp/a+57Rl93Nc4aMn3SN4jn9LqciqeWl2kMok9z1HBsAv0YXynM6xtFuoCj7GcN5dp4MU4ujcIoaj7n3/0fX1/wNFVTeEW3DQsQAAAABJRU5ErkJggg==&quot; v:shapes=&quot;Picture_x0020_3&quot; width=&quot;234&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Explanation&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot;&gt;: Queues for
orders are coming from CRM have to use the same name as queues from P10 . &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span lang=&quot;EN-US&quot;&gt;Example 2: &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-US&quot;&gt;Orders are
collected in one queue (around one number 49 in picture). Because numbers are
calculated by formula &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none; text-align: center;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Y= DEC(HEX (X)) mod Param.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;X is
Last Figure in business object number i&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;DEC –
dececimal value of parameter&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;HEX – hexadeсimal&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Mod –
logical operation &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Param
is value for parameter CRM_MAX_QUEUE_NUMBER_DELTA taken from table CRMPAROLTP
for Business object (material or order). &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/4381458857624305753/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2015/06/sap-crm-ecc-middleware-how-to-optimise_8.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/4381458857624305753'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/4381458857624305753'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2015/06/sap-crm-ecc-middleware-how-to-optimise_8.html' title='SAP CRM ECC Middleware, how to optimise to many indound, outbound queues'/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-7513048486191301025</id><published>2015-06-08T02:23:00.003-07:00</published><updated>2015-06-08T02:23:44.023-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="inbound"/><category scheme="http://www.blogger.com/atom/ns#" term="outbound queues"/><category scheme="http://www.blogger.com/atom/ns#" term="SAP CRM ECC"/><category scheme="http://www.blogger.com/atom/ns#" term="SAP CRM middleware"/><title type='text'>SAP CRM ECC Middleware, how to optimise to many inbound, outbound queues?</title><content type='html'>

&lt;br /&gt;
&lt;div align=&quot;center&quot; style=&quot;margin: 0cm 0cm 8pt; text-align: center;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;How
to deal with too many queues.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;margin: 0cm 0cm 8pt;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;ol style=&quot;direction: ltr; list-style-type: decimal;&quot;&gt;
&lt;li style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal;&quot;&gt;&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo1;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;First way for optimization - Change
queue names. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ol&gt;
&lt;br /&gt;
&lt;ul style=&quot;direction: ltr; list-style-type: disc;&quot;&gt;
&lt;li style=&quot;color: black; font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; font-style: normal; font-weight: normal;&quot;&gt;&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo3;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Name for &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Inbound&lt;/i&gt; to CRM queues from R3&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;are&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;R3AD_&amp;lt;object part&amp;gt;&amp;lt;object ID&amp;gt; &lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;Table
CRMQNAMES in R3 has one line for queue name for every object &lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;img height=&quot;38&quot; src=&quot;data:image/png;base64,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&quot; v:shapes=&quot;Picture_x0020_1&quot; width=&quot;628&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;lt;Object
part&amp;gt; is name of the object &lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;lt;object
ID&amp;gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;is combination from object
number&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;(i.e. material number or
customer, order). &lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;img align=&quot;left&quot; height=&quot;249&quot; hspace=&quot;12&quot; 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&quot; v:shapes=&quot;Picture_x0020_4&quot; width=&quot;207&quot; /&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;In this example: &lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;lt;Object
part&amp;gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;is Customer_Main will be
displayed in queue name as CUSTOME&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;and
use &amp;lt;object ID&amp;gt; from field CUSTOME_NO&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;Important,
that field length is 10 symbols and only 9 will be displayed, due to offset 1. &lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;Inbound
Queue name is R3AD_CUSTOME_NO123456789&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;
&lt;/span&gt;(Leading 0 is missed in customer number)&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;This one
queue will have only one BP record in it. &lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;If we want
to have several BP in one queues (what leads to less number of BP) then we have
to Use fields “Field offset” and “Field length”. &lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;Customer
number has 10 digits. If we set Field offset as 8 and Field length as 2 (We
have to have 10 digits. 8+2= 10), then we will collect in one queue all
customers who has 2&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;the same last digits
in number on position 9 and 10. &lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;This will
lead to reduction of queues by 100. But the problem that possibility to meet
similar endings in BP record is low. &lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;Description
of structures could be find in se11, Data type&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;img height=&quot;148&quot; 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&quot; v:shapes=&quot;Picture_x0020_14&quot; width=&quot;353&quot; /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;span style=&quot;mso-no-proof: yes;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;img align=&quot;left&quot; height=&quot;179&quot; hspace=&quot;12&quot; 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&quot; v:shapes=&quot;Picture_x0020_12&quot; width=&quot;189&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;This
customized by SAP&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;We use BAPISDHD for Sales order,
BAIMATMRA for Materials, BAPICUSGEN for Customer&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;ul style=&quot;direction: ltr; list-style-type: disc;&quot;&gt;
&lt;li style=&quot;color: black; font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; font-style: normal; font-weight: normal;&quot;&gt;&lt;div style=&quot;color: black; font-family: &amp;quot;Calibri&amp;quot;,sans-serif; font-size: 11pt; font-style: normal; font-weight: normal; line-height: normal; margin-bottom: 0pt; margin-top: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo2;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;Name for &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Outbound&lt;/i&gt; from CRM queues to CDB&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;are&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;CSA_&amp;lt;object name&amp;gt;&amp;lt;object ID&amp;gt; &lt;/span&gt;&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;Table
SMOFQFIND in CRM&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;img height=&quot;79&quot; 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&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
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&quot; v:shapes=&quot;Picture_x0020_6&quot; width=&quot;215&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;In this
example &lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;lt;object
name&amp;gt; is BUPA_MAIN (field BDoc) will be displayed in queue name as BUPA, &lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;lt;object
ID&amp;gt; from BPARTNER field of object&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;We have no
offset, so every queue will have 1 BP partner. &lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
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&quot; v:shapes=&quot;Picture_x0020_7&quot; width=&quot;266&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;In this
example, for outbound queue name used the same name as for inbound from R3. &lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;Then in
field name set “queue_name”. It has to be in bDoc structure. &lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;It is
useful, when some optimization with queue names was done for inbound to CRM
from R3 queues. &lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt 14.2pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: LinotypeSyntaxSerif-Rg; font-size: 9.5pt; mso-bidi-font-family: LinotypeSyntaxSerif-Rg;&quot;&gt;Description of business objects could be find in T-code
&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;R3AC1, customization objects are in T-code: &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;R3AC3,&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Condition
objects in R3AC5&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;img height=&quot;64&quot; 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&quot; v:shapes=&quot;Picture_x0020_9&quot; width=&quot;472&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;To find
structure&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;BUS_TRANS_MSG_HEADER use se11
, Data type &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;img height=&quot;232&quot; 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&quot; v:shapes=&quot;Picture_x0020_15&quot; width=&quot;259&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Choose
fields you need for queue name. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 0pt; mso-layout-grid-align: none;&quot;&gt;
&lt;span style=&quot;mso-ansi-language: DE-AT; mso-fareast-language: DE-AT; mso-no-proof: yes;&quot;&gt;&lt;img height=&quot;446&quot; 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&quot; 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&lt;span lang=&quot;EN-US&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/7513048486191301025/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2015/06/sap-crm-ecc-middleware-how-to-optimise.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/7513048486191301025'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/7513048486191301025'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2015/06/sap-crm-ecc-middleware-how-to-optimise.html' title='SAP CRM ECC Middleware, how to optimise to many inbound, outbound queues?'/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-6299524325382959139</id><published>2012-10-21T06:31:00.005-07:00</published><updated>2012-10-21T06:31:31.376-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="vehicle record creation and edit"/><category scheme="http://www.blogger.com/atom/ns#" term="video training SAP DBM/VMS"/><category scheme="http://www.blogger.com/atom/ns#" term="как создать и заполнить запись автомобиля в SAP DBM"/><title type='text'>SAP DBM vehicle record creation and edit</title><content type='html'>&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRISfYKcVDSrqw5kj-8t_X76wEvKc-_kMnL0N6SIa1Ux1FQhBklwcqTNlA5QUa3GiRLo2lSh4JQdvF8P11I8L2ohiGBpRRMMbuBlnkkzducCcNll4c1Qr5Qzu_LbZoQiaDxLGiyr4NFbLj/s1600/21.10_6.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;165&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRISfYKcVDSrqw5kj-8t_X76wEvKc-_kMnL0N6SIa1Ux1FQhBklwcqTNlA5QUa3GiRLo2lSh4JQdvF8P11I8L2ohiGBpRRMMbuBlnkkzducCcNll4c1Qr5Qzu_LbZoQiaDxLGiyr4NFbLj/s320/21.10_6.jpg&quot; title=&quot;Sap dbm vms vehicle record video запись автомобиля видео &quot; width=&quot;320&quot; /&gt;&lt;/a&gt;Hello everybody!&lt;br /&gt;
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I open my &lt;a href=&quot;http://www.youtube.com/user/AnnaTrainer?feature=mhee&quot; target=&quot;_blank&quot;&gt;chanel on You tube&lt;/a&gt; today. And I will pass there some materials for SAP DBM and Some trainings. &lt;br /&gt;
First record is about how to create vehicle record. If you want to get this material just send me a letter on &lt;a href=&quot;mailto:queenannet@yandex.ru&quot;&gt;queenannet@yandex.ru&lt;/a&gt; and I will give you a link on you tube, after small dotation in 10 euro on my account:-) This will help you to study good those materials!&lt;br /&gt;
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Below(after text in Russian) you will see the photos from video, that you can trust me that it is really very good tutorial materials.&lt;br /&gt;
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Please write me, if you want to get some special video of SAP.&lt;br /&gt;
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Всем привет!&lt;br /&gt;
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Я открыла свой &lt;a href=&quot;http://www.youtube.com/user/AnnaTrainer?feature=mhee&quot; target=&quot;_blank&quot;&gt;канал на ю-тубе&lt;/a&gt;, где буду выкладывать видео материалы по SAP. Так сейчас там выложен подробный курс по созданию записи автомобиля в SAP DBM или VMS. Вышлите мне письмо на &lt;a href=&quot;mailto:queenannet@yandex.ru&quot;&gt;queenannet@yandex.ru&lt;/a&gt;&amp;nbsp;и Вы получите ссылку на этот материал, после небольшого пожертвования на мой счет в банке в 10 евро. Это поможет Вам более усердно изучать данный материал, а мне создавать новый. Вы также можете писать запросы о том, что бы Вы хотели увидеть дальше! &lt;br /&gt;
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Вот кадры из видеозаписи, чтобы Вы поверили в то, что это действительно хороший обучающий материал для Вас.&lt;br /&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/6299524325382959139/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2012/10/sap-dbm-vehicle-record-creation-and-edit.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/6299524325382959139'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/6299524325382959139'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2012/10/sap-dbm-vehicle-record-creation-and-edit.html' title='SAP DBM vehicle record creation and edit'/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRISfYKcVDSrqw5kj-8t_X76wEvKc-_kMnL0N6SIa1Ux1FQhBklwcqTNlA5QUa3GiRLo2lSh4JQdvF8P11I8L2ohiGBpRRMMbuBlnkkzducCcNll4c1Qr5Qzu_LbZoQiaDxLGiyr4NFbLj/s72-c/21.10_6.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-1723033783692458544</id><published>2011-10-18T01:01:00.000-07:00</published><updated>2015-06-14T07:15:11.536-07:00</updated><title type='text'>Comission car return in SAP DBM Russia</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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Hello All! Hopes today is a good day again for you! Today I would like to tolk to you about my last activities in SAP regarding Comission vehicle and how we can return or sell it to customer. But before we should take it from him. So it it such process, when we take from customer vehicle on our stock, without paying&amp;nbsp; him money for this vehicle until it will be sold. Only after this we will pay him money for vehicle and take from him some sommission fees, that we done all those activities on salling and advetising and storage his vehicle on our stock ..etc. Here represented a local design made for russia and very popular here. &lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpkVTlVgdLxgQz1a6D9tQJ9vSFMLEvhqKevuIyh5EktPeCJ73X31J-afIc5dfSRZgYQ3FVpTZI95_bCLutOqENZNr6hWB0stZVOYqT-Vc6JqpZt9ysd33YLGtENx8ty2U4b9dME0_xX9lx/s1600/Vehicleprices.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;148&quot; oda=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpkVTlVgdLxgQz1a6D9tQJ9vSFMLEvhqKevuIyh5EktPeCJ73X31J-afIc5dfSRZgYQ3FVpTZI95_bCLutOqENZNr6hWB0stZVOYqT-Vc6JqpZt9ysd33YLGtENx8ty2U4b9dME0_xX9lx/s320/Vehicleprices.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;So look. we create normal used vehicle in SAP DBM, but in Vehicle prices tab we should make a tick that this vehicle comission .This tick will influence on our account determanation, so it is very important for us. Then we should input all the prices for vehicle, both purchase and sales price should be equal, because we don&#39;t have a MARGIN from this vehicle, we just sell it on customer price. &lt;/div&gt;
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Look at picture at the left. It is our vehicle prices tab. &lt;/div&gt;
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So after this we can do all the activities to purchase vehicle.They will be the same as purchase new vehicle, you can see in my messages earlier. But we must do 2 activities only:-). Creta purchase order on Storage location - Comission stock and Goods reciept, we can&#39;t do activity cretae incoming invoice, due to we will pay customer when we will sell this vehicle.&amp;nbsp; &lt;/div&gt;
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So in the day when Slaes order will be created we can do activitie create incoming invoice to sell vehicle. &lt;/div&gt;
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Then complite all the requried fields in Order and press Save, then press Create billing and Goods movement. &lt;/div&gt;
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And in this case we should create debit memo for taking comission from customer. &lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM_4fDi8lwpQzRcCmekG313Brpq9xli20xbQmoUKkGEdojJ1jgIEK3UxJQRVuk6_uwdp1fG8mt1ML0R6vRxNr6kzNNWFaunFuOZIqs9KK2TYu-XMWDrDYml54vyC8J9Pko_JoGktlpe9lk/s1600/Vehicle+return.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;135&quot; oda=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM_4fDi8lwpQzRcCmekG313Brpq9xli20xbQmoUKkGEdojJ1jgIEK3UxJQRVuk6_uwdp1fG8mt1ML0R6vRxNr6kzNNWFaunFuOZIqs9KK2TYu-XMWDrDYml54vyC8J9Pko_JoGktlpe9lk/s200/Vehicle+return.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;In case we sell the vehicle during a long period of time, but still can&#39;t do it and customer desided to take vehicle back, we should create return order. BUT it will looks the same like sales order in&amp;nbsp; our design, only Flag Comission car return should be YES. In this case all accounting data will change to make return.&lt;/div&gt;
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Sales order header will lokks like on picture left.&amp;nbsp; &lt;/div&gt;
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After Sales header complited you should press Create billing and create goods movement. Then go to FI document and check postings. See the picture below. &lt;/div&gt;
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Debit memo will have also such flug in Header. You should choose Yes.&amp;nbsp; And input the comission value with VAT. &lt;/div&gt;
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﻿Then go to items tab and choose &quot;Comission sale&quot;, input 1 job and amount of comission without VAT. Double input of VAT influeced SAP rounding system, because russian&amp;nbsp;cents are still important in handrieds after point , and here always SAP makes wrong rounding. Look item tab in picture below.&amp;nbsp; &lt;/div&gt;
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After this you should billing this order and we can look on Fi postings. &lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidzNjeEM0aTYvG9wyUgHKTEFETi5aV1LO2O4CjTX3CEAoFmx-_XPPWHo071gVX9u5-XkC3DQWwuNfgdOcyJnTph20JegbCI9kTYkEcz5a6uP5PMJhFqq-NvCQ61tblArtQurE6eflwuol3/s1600/Debit+memo_accounting.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;143&quot; oda=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidzNjeEM0aTYvG9wyUgHKTEFETi5aV1LO2O4CjTX3CEAoFmx-_XPPWHo071gVX9u5-XkC3DQWwuNfgdOcyJnTph20JegbCI9kTYkEcz5a6uP5PMJhFqq-NvCQ61tblArtQurE6eflwuol3/s400/Debit+memo_accounting.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;border: currentColor; clear: both; text-align: left;&quot;&gt;
So that is all for today! Hopes, you were happy to read this postings. Sayy to all &quot;Have a good day! Good luck!&quot;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/1723033783692458544/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2011/10/comission-car-return-in-sap-dbm-russia.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/1723033783692458544'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/1723033783692458544'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2011/10/comission-car-return-in-sap-dbm-russia.html' title='Comission car return in SAP DBM Russia'/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpkVTlVgdLxgQz1a6D9tQJ9vSFMLEvhqKevuIyh5EktPeCJ73X31J-afIc5dfSRZgYQ3FVpTZI95_bCLutOqENZNr6hWB0stZVOYqT-Vc6JqpZt9ysd33YLGtENx8ty2U4b9dME0_xX9lx/s72-c/Vehicleprices.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-7986859604184212445</id><published>2011-10-14T00:51:00.000-07:00</published><updated>2011-10-14T00:51:11.965-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="SAP DBM; SAP LINK; DBM 7.00"/><title type='text'>Today is a good day!</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;How say my Manager at the mornings: &quot;Today is a good&amp;nbsp; day!&quot; Yes! it is really true, because io want to givwe you a link for SAP DBM 7.00 manual.&lt;br /&gt;
&lt;br /&gt;
Here it is: &lt;a href=&quot;http://help.sap.com/saphelp_dbm700/helpdata/en/dbm_addon_index.htm&quot;&gt;SAP DBM 7.00&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Look!It is really good link for begginers and &quot;old gyes in DBM&quot;!&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/7986859604184212445/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2011/10/today-is-good-day.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/7986859604184212445'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/7986859604184212445'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2011/10/today-is-good-day.html' title='Today is a good day!'/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-1817820103270145968</id><published>2011-10-07T01:41:00.000-07:00</published><updated>2011-10-07T02:12:08.555-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="SAP FI; SAP SD; SAP; SAP DBM; vehicle sales in SAP DBM; FI"/><title type='text'>How sales in SAP DBM looks in FI.</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;Hello All! Do you remember what we do before? ...O yes of course we just purchased for you very good new Ferrari! Oh. I think it was a very good deal! And you? &lt;br /&gt;
&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;Well by the way what happends in that time in background? I mean what happends in FI whicle we so easy press create billing and goods movement and than get new keys from vehicle? &lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;Well lets start. we will return to our DBM vehicle with&amp;nbsp; &lt;em&gt;/DBM/vsearch&lt;/em&gt; transaction. Then press order and we will see line of our order. Press twice and go in. &lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;Then press &lt;i&gt;Goto &lt;/i&gt;- &lt;em&gt;Document Flow&lt;/em&gt;.&amp;nbsp;&amp;nbsp;On the picture in the best way you will see picture like below.&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD2qjr73bQO2enqcL77yPOILYqIfezahlP5pI6jd10jRHDqe5LaawqiUzELU13tCZfURPuf_XzFsKqiVLiSmSdY05adCfYu5twpbe6HvbNw95LGPB6AZ5xIdgBH0n3Ka2MjSw2w5Ai2sHJ/s1600/DocFlow.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;79px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD2qjr73bQO2enqcL77yPOILYqIfezahlP5pI6jd10jRHDqe5LaawqiUzELU13tCZfURPuf_XzFsKqiVLiSmSdY05adCfYu5twpbe6HvbNw95LGPB6AZ5xIdgBH0n3Ka2MjSw2w5Ai2sHJ/s320/DocFlow.jpg&quot; width=&quot;320px&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: left;&quot;&gt;Press &lt;strong&gt;&lt;u&gt;Accounting document﻿&lt;/u&gt;&lt;/strong&gt; and you will enter &lt;em&gt;FB03&lt;/em&gt; transaction. You will plus on vehicle amount to Trade receivables(221100) so customer dept appeared&amp;nbsp;and mines from Base Vehicle Revenue(610000) and Tax account(431010).&amp;nbsp; THis happends after you create billing.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgq21s7c-3Q2bN29CPnQ80UMp4xEqdfdXOvB0TFdpuH0-8o0vG7SNljT2i_6SOHGUHOIohNEhWwDVi0A7gGLkPkhK80M0So6LDw31rkhwpjmkxs4qVB-Y49CsUtCHS4nmK87WGcILk2eVuG/s1600/factura.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;101px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgq21s7c-3Q2bN29CPnQ80UMp4xEqdfdXOvB0TFdpuH0-8o0vG7SNljT2i_6SOHGUHOIohNEhWwDVi0A7gGLkPkhK80M0So6LDw31rkhwpjmkxs4qVB-Y49CsUtCHS4nmK87WGcILk2eVuG/s320/factura.jpg&quot; width=&quot;320px&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: left;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: left;&quot;&gt;what do you think happend after &lt;strong&gt;&lt;u&gt;Goods movement&lt;/u&gt;&lt;/strong&gt;? Yes..it should be debit from Stock account. Lets click the button Goods movement and look into Document Flow. We can see new line in reservation document - Goods Movement.&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibbl7mrsiPZZ5QPTGtG2XA26Vd5vd9ySgDARliDnhRFthvOEtHg79bQDR2AIFw8fltq_oBM7tlFqbjC-iZmray2hjrQ2zX_4PHhuvF8EG0G6jRBJ88gOvGtFzw4oJ30PxcJ1I0rv3tQYrn/s1600/DocFlow1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;102px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibbl7mrsiPZZ5QPTGtG2XA26Vd5vd9ySgDARliDnhRFthvOEtHg79bQDR2AIFw8fltq_oBM7tlFqbjC-iZmray2hjrQ2zX_4PHhuvF8EG0G6jRBJ88gOvGtFzw4oJ30PxcJ1I0rv3tQYrn/s320/DocFlow1.jpg&quot; width=&quot;320px&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: left;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: left;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: left;&quot;&gt;If you go in you will see standart MIGO transaction. If you press FI doccument button and choose Accounting documents. You will see that + on Vehichle Stock(213100 rus 41010100 Stock account)&amp;nbsp;amount and - from Vehicle Base account( 710000 rus 90020101 Vehicle base cost).&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: left;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0xbZueNEVsTvm-YuhQXQVD5VXo9xgSgluMb1yGy9sAE0dUyr1ANhhExWVNWWOdaNmCS9BxiudBGlGCIzDudggZuNqAi_Mdx-UwRT7gjWOXDPrLZowNG6xq5IhWAHKYpm28RfjR7fr-rai/s1600/gmov_fi.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;92px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0xbZueNEVsTvm-YuhQXQVD5VXo9xgSgluMb1yGy9sAE0dUyr1ANhhExWVNWWOdaNmCS9BxiudBGlGCIzDudggZuNqAi_Mdx-UwRT7gjWOXDPrLZowNG6xq5IhWAHKYpm28RfjR7fr-rai/s320/gmov_fi.jpg&quot; width=&quot;320px&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: left;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: left;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/1817820103270145968/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2011/10/how-sales-in-sap-dbm-looks-in-fi.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/1817820103270145968'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/1817820103270145968'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2011/10/how-sales-in-sap-dbm-looks-in-fi.html' title='How sales in SAP DBM looks in FI.'/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjD2qjr73bQO2enqcL77yPOILYqIfezahlP5pI6jd10jRHDqe5LaawqiUzELU13tCZfURPuf_XzFsKqiVLiSmSdY05adCfYu5twpbe6HvbNw95LGPB6AZ5xIdgBH0n3Ka2MjSw2w5Ai2sHJ/s72-c/DocFlow.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-4352427737662816842</id><published>2011-10-06T00:21:00.000-07:00</published><updated>2011-10-06T05:08:54.563-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Selling vehicle in SAP DBM; SAP SALES: SD; GOODS MOVEMENT; CREATE BILLING"/><title type='text'>How to sell vehicle in SAP DBM.</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRnLQBPqC-EZYaq223mKUjYua0_6MFnt72riZOKyDQuKWws7nL-YNu1-Gc2Urg6A50L34vP1JOJiAQRiXy4g8-4GaXXxwyw6VEQ8-KxCua29R1ft3v7W7jVq6VldJa2rvG50Gv8zH3dMyw/s1600/Vin.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;107px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRnLQBPqC-EZYaq223mKUjYua0_6MFnt72riZOKyDQuKWws7nL-YNu1-Gc2Urg6A50L34vP1JOJiAQRiXy4g8-4GaXXxwyw6VEQ8-KxCua29R1ft3v7W7jVq6VldJa2rvG50Gv8zH3dMyw/s200/Vin.jpg&quot; width=&quot;200px&quot; /&gt;&lt;/a&gt;So before we discussed how to purchase vehicle on stock. It is easy now just to sell this vehicle. Lets&#39; go in by transaction /DBM/VSEARCH/&amp;nbsp; and type in internal number. O! We still don&#39;t have a vin number. What is the vehicle without VIN number? Let do it. &lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;Go to Actions &lt;strong&gt;&lt;u&gt;Change VIN&lt;/u&gt;&lt;/strong&gt;&amp;nbsp;in vehicle record and complete vin number, press Save. Look! It is very easy:-)&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;Now lets try to sell this vehicle. Of course first of all you should find a customer...No no sales manager should fined a real customer and create customer record in a system!You should find just customer record and assign it to this vehicle to notice that this vehicle is not for selling now it is resevred by those customer.&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8R-FRItovUGDDs_ZVwg19hKUuPeclTs-etQc_CKpDmG9GfcCQExUGXP1plcHdvcpMfLYxJJKPOjWKwlfcDcv1JiCMoT6VvugwlV4aCYzOQ_ucDeXSK5gkiaXTAuZbHi0j4jov5KFx5h5g/s1600/assign+customer.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;79px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8R-FRItovUGDDs_ZVwg19hKUuPeclTs-etQc_CKpDmG9GfcCQExUGXP1plcHdvcpMfLYxJJKPOjWKwlfcDcv1JiCMoT6VvugwlV4aCYzOQ_ucDeXSK5gkiaXTAuZbHi0j4jov5KFx5h5g/s200/assign+customer.jpg&quot; width=&quot;200px&quot; /&gt;&lt;/a&gt;Again go to vehicle Action , choose &lt;strong&gt;&lt;u&gt;Assign Customer&lt;/u&gt;&lt;/strong&gt;, search for customer record, input Sales organisation and Division - New vehicle. You should customize it before you will do it:-) This Sales org. and Division will appeare on General data screen of vehicle record. &lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyK7QfKYMfdR125be-ewo67NmS56g_zPbts-YHEQR3tQS6scO8VDdpl-b3U1y8kpeT8ASV8x-R5g1EwCOwu_0Sn_9n3gl4vSB_unTlk5OgsWQJVRdX21Oa4Gw00pVxpgmrBAOf4W16tYPg/s1600/Sector.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;118px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyK7QfKYMfdR125be-ewo67NmS56g_zPbts-YHEQR3tQS6scO8VDdpl-b3U1y8kpeT8ASV8x-R5g1EwCOwu_0Sn_9n3gl4vSB_unTlk5OgsWQJVRdX21Oa4Gw00pVxpgmrBAOf4W16tYPg/s200/Sector.jpg&quot; width=&quot;200px&quot; /&gt;&lt;/a&gt;Then you should determine &lt;strong&gt;&lt;u&gt;Sector&lt;/u&gt;&lt;/strong&gt;. It is important in future to dermine profit center. Choose sector New vehicle, it depends on you customization settings. &lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;Then you could start to Sell vehicle! Yahoo! Ok...relax and deep brithing....let&#39;s start. &lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;Press the button Order in vehicle record and see. At the left some types of orders described. It is also depends on you customization settings. Well, which order do we need? No..no..not debit or credit memo....Somebody else?...Or right we should shoose Sales Order. In our exmple it is coded ZV01!&amp;nbsp; Press twice!&lt;br /&gt;
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&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGpHJzrof-FmoqbuzPIXWZgR_pbW_swdG-K0zp6hWlfc0qtaB6IvB3wuRFa3VbdisrrqQFb61-EBl0fT44TB7Xl1emJY8t87AY4As9madcz6gzEnz_7CF27GR0NLpfXM7epg6gdoKWAEWJ/s1600/HeaderOrder.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;171px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGpHJzrof-FmoqbuzPIXWZgR_pbW_swdG-K0zp6hWlfc0qtaB6IvB3wuRFa3VbdisrrqQFb61-EBl0fT44TB7Xl1emJY8t87AY4As9madcz6gzEnz_7CF27GR0NLpfXM7epg6gdoKWAEWJ/s320/HeaderOrder.jpg&quot; width=&quot;320px&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;And what you can see? yes..it is normal Sales order. But it could be reached by transaction &lt;em&gt;/DBM/order01&lt;/em&gt; - to create sales order. Well here you can see Header with all the usuall data. You should complete date of postings, date of&amp;nbsp; invoice and Sales office and cust.Adviser(responsible person for this sale or sales executive). After this just go to Items tab and check if it is all correct. We will not discuss all the fields of SDBM ales Order like they are the same to Standart Sales Order. Press save to check all the date and Create invoice button will appeared.&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibRS4Ku6K1Je4pdQJbAh9lp704tY0M-SpxVBeYLrnBTnDcPEXGYpsx43J9RWuoazgMMfcNj7Zt02SjealORTnJwT9QbiWFcj4FCNIkjPCKCej4Ql2g-5QOQUaK2lLEFOc9cY6N3KfYxzht/s1600/ButtonCreateBilling.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;45px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibRS4Ku6K1Je4pdQJbAh9lp704tY0M-SpxVBeYLrnBTnDcPEXGYpsx43J9RWuoazgMMfcNj7Zt02SjealORTnJwT9QbiWFcj4FCNIkjPCKCej4Ql2g-5QOQUaK2lLEFOc9cY6N3KfYxzht/s200/ButtonCreateBilling.jpg&quot; width=&quot;200px&quot; /&gt;&lt;/a&gt;Then&amp;nbsp;press &lt;strong&gt;&lt;u&gt;create billing&lt;/u&gt;&lt;/strong&gt; for Creating posting to FI and print Invoice. Billing document will go to printer or you can print it using Print button.How mention something unusuall for standart Sales process???....Nobody?...Ok..what is always first Delivery documents or billing? Yes...in Standart SAP delivery process always prelimary, only then billing. In SAP BDM it could other way.&amp;nbsp; &lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw_gY4aDGXjgWWLUdkKMa_qbVdspFwbsmB_awaYKKGUGqpN6JxOfI_N-PXMFN_nL7Y22nAC1uRyjWh5IFe8cY1FaY69kfy7Vf-hDz27krKoLAQ_y3huu5GifQ95Qv9wO1IiJgKn90NDMda/s1600/goods_movement.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;68px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw_gY4aDGXjgWWLUdkKMa_qbVdspFwbsmB_awaYKKGUGqpN6JxOfI_N-PXMFN_nL7Y22nAC1uRyjWh5IFe8cY1FaY69kfy7Vf-hDz27krKoLAQ_y3huu5GifQ95Qv9wO1IiJgKn90NDMda/s200/goods_movement.jpg&quot; width=&quot;200px&quot; /&gt;&lt;/a&gt;Only after correct billing, when it is planned with customer we make in delivery on preventionalyy negotiated date. At the date of delivery we press the button &lt;strong&gt;&lt;u&gt;Goods movement&lt;/u&gt;&lt;/strong&gt; and print out all deliveris notes and other handover pack to issue it to the customer. &lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;And that is all!!! Yahoo!!! NOw you can take your new&amp;nbsp;just byed&amp;nbsp;RED FERRARI and go....!!!&lt;br /&gt;
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&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/4352427737662816842/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2011/10/how-to-sell-vehicle-in-sap-dbm.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/4352427737662816842'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/4352427737662816842'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2011/10/how-to-sell-vehicle-in-sap-dbm.html' title='How to sell vehicle in SAP DBM.'/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRnLQBPqC-EZYaq223mKUjYua0_6MFnt72riZOKyDQuKWws7nL-YNu1-Gc2Urg6A50L34vP1JOJiAQRiXy4g8-4GaXXxwyw6VEQ8-KxCua29R1ft3v7W7jVq6VldJa2rvG50Gv8zH3dMyw/s72-c/Vin.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-8124546867210061658</id><published>2011-10-04T23:24:00.000-07:00</published><updated>2011-10-05T00:13:25.359-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="SAP FI; SAP SD; SAP; SAP DBM; consingment process;"/><title type='text'>How consigment process look thought SAP FI?</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;Two post below I described how to make a consignment process. Now will look what happend in FI background. &lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSYQUm7GddSPvvqdvY1-SpzRuYVv_rtW1FPh4AB39r-NbjsKHZOOWA6KJLafmnGfQ67rWdYHQLoduyQP89Mal7S8Wst8TjqkIHA8xgUT9qNOlDz4ks5cUuTydES4P2_NG0qlP2ng7bySlk/s1600/MIgo.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;172px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSYQUm7GddSPvvqdvY1-SpzRuYVv_rtW1FPh4AB39r-NbjsKHZOOWA6KJLafmnGfQ67rWdYHQLoduyQP89Mal7S8Wst8TjqkIHA8xgUT9qNOlDz4ks5cUuTydES4P2_NG0qlP2ng7bySlk/s320/MIgo.jpg&quot; width=&quot;320px&quot; /&gt;&lt;/a&gt;First action &lt;strong&gt;&lt;u&gt;Create consignement purchase o&lt;/u&gt;&lt;/strong&gt;rder and &lt;u&gt;&lt;strong&gt;Create consigment goods reciept&lt;/strong&gt;&lt;/u&gt;&amp;nbsp; or &lt;strong&gt;&lt;u&gt;Create consigment vehicle.&amp;nbsp;&lt;/u&gt;&lt;/strong&gt; To check FI postings you should go to vehicle record to DBM vehicle history tab, where all documents linked. You can see normal Z* Vehicle Purchase order created vie &lt;em&gt;ME23N&lt;/em&gt; transaction. There you can see all the Organization data you inpunt in action &lt;strong&gt;&lt;u&gt;Create consigment purchase order.&amp;nbsp; &lt;/u&gt;&lt;/strong&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfE-cVU7lHH7B9wzSdf0s_Q5_EErgdOMDrf0XfEJS73VDDE9zfVF9r83FhVBzkpHku1ENLiadIa5hRWKGKV6zXZ5GvzMpqZU7zKQsKotfTWmfmDw6SKy8U16up-U-TvcLg3S5bD2ZX0WGC/s1600/Cons.Purch+order.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;110px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfE-cVU7lHH7B9wzSdf0s_Q5_EErgdOMDrf0XfEJS73VDDE9zfVF9r83FhVBzkpHku1ENLiadIa5hRWKGKV6zXZ5GvzMpqZU7zKQsKotfTWmfmDw6SKy8U16up-U-TvcLg3S5bD2ZX0WGC/s320/Cons.Purch+order.jpg&quot; width=&quot;320px&quot; /&gt;&lt;/a&gt;Then in history you can find action &lt;u&gt;&lt;strong&gt;Create consigment goods reciept&lt;/strong&gt;&lt;/u&gt;. If you go in, you will find normal goods reciept vie &lt;em&gt;MIGO&lt;/em&gt; transaction.&amp;nbsp; In Head data оn Genaral overwiev screen you will find all the dates you input on goods reciept(date of document and date of postings). On Vendor screen you will see vendor you input in action. Also on items line you will fine you vehicle description with Quantity 1. On tab where you will find plant recieved goods and storage location. &lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEil2Cwb4zzdCbsCBxJe-sgMA5HguACO4WFH8jO4qDRcPSIXTCfj7RGEdgU1x-YtR_FY1y8e7ruFQz7_NYfEZioeOmZhCrgkQsDughquNXUfrcwFklwYqZL9OJMuCw3UQdhZRhmEi8RChSVa/s1600/fb03.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;96px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEil2Cwb4zzdCbsCBxJe-sgMA5HguACO4WFH8jO4qDRcPSIXTCfj7RGEdgU1x-YtR_FY1y8e7ruFQz7_NYfEZioeOmZhCrgkQsDughquNXUfrcwFklwYqZL9OJMuCw3UQdhZRhmEi8RChSVa/s320/fb03.jpg&quot; width=&quot;320px&quot; /&gt;&lt;/a&gt;On Purchase order data you can find Purchase order number and come in to look. At the Batch tab you will see internal vehicle number instead of standart Batch number. &lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;If you want to see FI document you should go to Doc.Info tab in Header tab and press FI documents. You will enter into standart &lt;em&gt;FB03&lt;/em&gt; transaction, where you can see FI postings. Vehicle value where added to consigment stock account 21* and &amp;nbsp;mines on 41* reposting account ( In Russian accounting 15* account).&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;Action &lt;u&gt;&lt;strong&gt;New vehicle phisical&lt;/strong&gt;&lt;/u&gt; doesn&#39;t form any FI postings. It is only set up Location and Keys number. &lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRGZuh2o3gb8NJ8lRry3DYTTC7_Zqz8n_bImSS-KOL6qg3gJmEz8KmegWTJLF7mp6bR8qjIl8aVHOCpucrQxmo6oHzJ0DNPq4vHaBGMWEGpELot6Bq9ov2Nul-6o8G5ewpVCyIyd2Tqt8V/s1600/MIGO-transfer.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;106px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRGZuh2o3gb8NJ8lRry3DYTTC7_Zqz8n_bImSS-KOL6qg3gJmEz8KmegWTJLF7mp6bR8qjIl8aVHOCpucrQxmo6oHzJ0DNPq4vHaBGMWEGpELot6Bq9ov2Nul-6o8G5ewpVCyIyd2Tqt8V/s320/MIGO-transfer.jpg&quot; width=&quot;320px&quot; /&gt;&lt;/a&gt;Action &lt;u&gt;&lt;strong&gt;Create consignment stock transfer&lt;/strong&gt;&lt;/u&gt; will lead you to standart &lt;em&gt;MIGO&lt;/em&gt; goods movement transaction. In Detail data , tab transfer posting you can see that vehicle was moved from Consigmend stock to New vehicle stock. If you go to Header Doc.info tab and press FI documents you can see&amp;nbsp; &lt;em&gt;FB03&lt;/em&gt; transaction with FI postings. Consigment stock account closed (mines from 213210 account and plus re-posting account 411150 = russian 15* account) and vehicle stock value where added to New vehicle stock account (213110) and mines re-posting account 411100 (russian 15*).&amp;nbsp;&amp;nbsp;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;br /&gt;
&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0HGlaNJ6CEK1dgE9lu4OL5vdIbyimk1hWD4dMwLQReauEA0aNZjRCFrX36qxXExGkzSD-so3MdsJAL5xmJ6Q96GdggYeQcCjRYkP1kDjMmp3Uwjq6lnf_4ImeXIvMdrFHloVue3_7Kkn5/s1600/inc_invoice.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;96px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0HGlaNJ6CEK1dgE9lu4OL5vdIbyimk1hWD4dMwLQReauEA0aNZjRCFrX36qxXExGkzSD-so3MdsJAL5xmJ6Q96GdggYeQcCjRYkP1kDjMmp3Uwjq6lnf_4ImeXIvMdrFHloVue3_7Kkn5/s320/inc_invoice.jpg&quot; width=&quot;320px&quot; /&gt;&lt;/a&gt;And the most important activity - &lt;strong&gt;&lt;u&gt;Create incoming invoice. &lt;/u&gt;&lt;/strong&gt;If you go in you will get MIR4 SAP standart transaction. On the Header Basic data you can see all the detail you inputed in action: posting and document date, reference, amount, tax amount and tax code. Press on Folow-on document and you will see FI postings via Sap standert transsaction &lt;em&gt;FB03&lt;/em&gt;. We have mines from Vendor account -Trade paybels (411000) and plus on re-posting account 411100 with tax account 431020. &lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/8124546867210061658/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2011/10/how-consigment-process-look-thought-sap.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/8124546867210061658'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/8124546867210061658'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2011/10/how-consigment-process-look-thought-sap.html' title='How consigment process look thought SAP FI?'/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSYQUm7GddSPvvqdvY1-SpzRuYVv_rtW1FPh4AB39r-NbjsKHZOOWA6KJLafmnGfQ67rWdYHQLoduyQP89Mal7S8Wst8TjqkIHA8xgUT9qNOlDz4ks5cUuTydES4P2_NG0qlP2ng7bySlk/s72-c/MIgo.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-235467729903240743</id><published>2011-10-04T01:41:00.000-07:00</published><updated>2011-10-05T06:06:44.040-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="SAP SD; SAP; SAP DBM; consignment process;"/><title type='text'>Consignment process in SAP DBM in other way</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;span style=&quot;color: #cccccc;&quot;&gt;In previous post I told how to make consignment process in SAP DBM. There are the other way to do this in case &lt;span lang=&quot;EN-GB&quot; style=&quot;mso-ansi-language: EN-GB;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;whether the business wants a PO to be raised first and then GR when the vehicle is consigned. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2JXqrnrm0Byqzwdr8RagzQEKCA67EU7hgOimR1_nGRqjoxUt8U5p41FaRx_45iFSfP6qg7pmUfrUe9-iVHKe4d_iQNYWekAm2Lm7qk5yXv-q0hiFj_3iY8ZMAKenIQ_6jlhAgHr83j-ki/s1600/Create+consignment+order.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;163px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2JXqrnrm0Byqzwdr8RagzQEKCA67EU7hgOimR1_nGRqjoxUt8U5p41FaRx_45iFSfP6qg7pmUfrUe9-iVHKe4d_iQNYWekAm2Lm7qk5yXv-q0hiFj_3iY8ZMAKenIQ_6jlhAgHr83j-ki/s320/Create+consignment+order.jpg&quot; width=&quot;320px&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;span lang=&quot;EN-GB&quot; style=&quot;mso-ansi-language: EN-GB;&quot;&gt;&lt;span style=&quot;color: #cccccc; font-family: Calibri;&quot;&gt;In that case instead action New vehicle consigment, we should do &lt;u&gt;&lt;strong&gt;Create consigment purchase&lt;/strong&gt;&lt;/u&gt; &lt;u&gt;&lt;strong&gt;order&lt;/strong&gt;&lt;/u&gt; in vehicle record in SAP DBM. When we just make an order for vehicle.&amp;nbsp; Where we input planned date of delivery. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;mso-ansi-language: EN-GB;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;span style=&quot;color: #cccccc;&quot;&gt;Once vehicle arrived on site we could create &lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-language: AR-SA; mso-fareast-font-family: &#39;Arial Unicode MS&#39;; mso-fareast-language: EN-GB;&quot;&gt;&lt;strong&gt;&lt;u&gt;Create Consignment Goods Receipt &lt;/u&gt;&lt;/strong&gt;&lt;span style=&quot;font-family: Calibri; font-size: small;&quot;&gt;in vehicle record in SAP DBM&lt;/span&gt;&lt;strong&gt;.&lt;/strong&gt; On this screen we should complete date of document = date of consigment. In Audi it is day of vehicle delivery on stock. So it should be current day. And the same like Posting date. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkr0soIv40I7JFortKdWHd05t-9bhjvgJTO9uHUp2kfDylERZqgIOPJ0oRvYkZsLmqshd2mHVtn2vhcwLyWG3zThd1aX4xvPuaSiFityKw-ljLeRpXjAH4uf0oBIZPaEcWIcJW55hVRXEx/s1600/Create+Consigment+Goods+Receipt.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;145px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkr0soIv40I7JFortKdWHd05t-9bhjvgJTO9uHUp2kfDylERZqgIOPJ0oRvYkZsLmqshd2mHVtn2vhcwLyWG3zThd1aX4xvPuaSiFityKw-ljLeRpXjAH4uf0oBIZPaEcWIcJW55hVRXEx/s320/Create+Consigment+Goods+Receipt.jpg&quot; width=&quot;320px&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;mso-ansi-language: EN-GB;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;color: #cccccc; font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-language: AR-SA; mso-fareast-font-family: &#39;Arial Unicode MS&#39;; mso-fareast-language: EN-GB;&quot;&gt;Then you continue with action described below &lt;span style=&quot;font-family: Calibri; font-size: small;&quot;&gt;in vehicle record in SAP DBM&lt;/span&gt;:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;mso-ansi-language: EN-GB;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-language: AR-SA; mso-fareast-font-family: &#39;Arial Unicode MS&#39;; mso-fareast-language: EN-GB;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;color: #cccccc; font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-language: AR-SA; mso-fareast-font-family: &#39;Times New Roman&#39;; mso-fareast-language: EN-GB;&quot;&gt;&lt;strong&gt;&lt;u&gt;New Vehicle Physical&lt;/u&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;mso-ansi-language: EN-GB;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-language: AR-SA; mso-fareast-font-family: &#39;Arial Unicode MS&#39;; mso-fareast-language: EN-GB;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-language: AR-SA; mso-fareast-font-family: &#39;Times New Roman&#39;; mso-fareast-language: EN-GB;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;color: #cccccc; font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-language: AR-SA; mso-fareast-font-family: &#39;Times New Roman&#39;; mso-fareast-language: EN-GB;&quot;&gt;&lt;strong&gt;&lt;u&gt;Create Consignment New Stock transfer&lt;/u&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;mso-ansi-language: EN-GB;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-language: AR-SA; mso-fareast-font-family: &#39;Arial Unicode MS&#39;; mso-fareast-language: EN-GB;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-language: AR-SA; mso-fareast-font-family: &#39;Times New Roman&#39;; mso-fareast-language: EN-GB;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-language: AR-SA; mso-fareast-font-family: &#39;Times New Roman&#39;; mso-fareast-language: EN-GB;&quot;&gt;&lt;strong&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;color: #cccccc; font-family: &#39;Tahoma&#39;,&#39;sans-serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-language: AR-SA; mso-fareast-font-family: &#39;Arial Unicode MS&#39;; mso-fareast-language: EN-GB;&quot;&gt;&lt;u&gt;Create/Print incoming invoice&lt;/u&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/235467729903240743/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2011/10/in-previous-post-i-told-how-to-make.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/235467729903240743'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/235467729903240743'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2011/10/in-previous-post-i-told-how-to-make.html' title='Consignment process in SAP DBM in other way'/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2JXqrnrm0Byqzwdr8RagzQEKCA67EU7hgOimR1_nGRqjoxUt8U5p41FaRx_45iFSfP6qg7pmUfrUe9-iVHKe4d_iQNYWekAm2Lm7qk5yXv-q0hiFj_3iY8ZMAKenIQ_6jlhAgHr83j-ki/s72-c/Create+consignment+order.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-3960337845072703026</id><published>2011-10-03T01:04:00.000-07:00</published><updated>2011-10-04T22:40:42.536-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="SAP; SAP DBM: consignment process in SAP for dealer; SD; vehicle purchase in SAP;"/><title type='text'>Consigment process in dealer site Audi</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Georgia&#39;,&#39;serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Tahoma; mso-fareast-language: EN-GB;&quot;&gt;Today I have task to make a gap analysis and compare what we have in &lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;SAP DBM&lt;/b&gt; and in business about consignment process. So will go workshop through all consignment process step. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Georgia&#39;,&#39;serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Tahoma; mso-fareast-language: EN-GB;&quot;&gt;Consignment process is when OEM (manufacturer or importer) sell as vehicles and allow not to pay for it during some period. Sometimes for this day we have a small percentage, sometimes not. All this described in consignment or dealer contract. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOZWQ6RZKJvHazTlkz7B7DDtS5jN8Flrc5CP9EOi2OFilYjrS1VYduRVbf0GjiVwXjj3xTOqH8V7BhW_MVEdI6ILRfAqBTOQgB9gqdbZ1fH0UIPFZp9ul8eKp0moiwnJKUL9PNmI7_5X0P/s1600/New+vehicle+Consigment.jpg&quot; imageanchor=&quot;1&quot; style=&quot;cssfloat: right; float: right;&quot;&gt;&lt;span style=&quot;color: windowtext; font-family: &#39;Georgia&#39;,&#39;serif&#39;; font-size: 10pt; mso-bidi-font-family: Tahoma; mso-no-proof: yes; text-decoration: none; text-underline: none;&quot;&gt;&lt;shapetype coordsize=&quot;21600,21600&quot; filled=&quot;f&quot; id=&quot;_x0000_t75&quot; o:preferrelative=&quot;t&quot; o:spt=&quot;75&quot; path=&quot;m@4@5l@4@11@9@11@9@5xe&quot; stroked=&quot;f&quot;&gt;&lt;stroke joinstyle=&quot;miter&quot;&gt;&lt;/stroke&gt;&lt;formulas&gt;&lt;f eqn=&quot;if lineDrawn pixelLineWidth 0&quot;&gt;&lt;/f&gt;&lt;f eqn=&quot;sum @0 1 0&quot;&gt;&lt;/f&gt;&lt;f eqn=&quot;sum 0 0 @1&quot;&gt;&lt;/f&gt;&lt;f eqn=&quot;prod @2 1 2&quot;&gt;&lt;/f&gt;&lt;f eqn=&quot;prod @3 21600 pixelWidth&quot;&gt;&lt;/f&gt;&lt;f eqn=&quot;prod @3 21600 pixelHeight&quot;&gt;&lt;/f&gt;&lt;f eqn=&quot;sum @0 0 1&quot;&gt;&lt;/f&gt;&lt;f eqn=&quot;prod @6 1 2&quot;&gt;&lt;/f&gt;&lt;f eqn=&quot;prod @7 21600 pixelWidth&quot;&gt;&lt;/f&gt;&lt;f eqn=&quot;sum @8 21600 0&quot;&gt;&lt;/f&gt;&lt;f eqn=&quot;prod @7 21600 pixelHeight&quot;&gt;&lt;/f&gt;&lt;f eqn=&quot;sum @10 21600 0&quot;&gt;&lt;/f&gt;&lt;/formulas&gt;&lt;path gradientshapeok=&quot;t&quot; o:connecttype=&quot;rect&quot; o:extrusionok=&quot;f&quot;&gt;&lt;/path&gt;&lt;lock aspectratio=&quot;t&quot; v:ext=&quot;edit&quot;&gt;&lt;/lock&gt;&lt;/shapetype&gt;&lt;shape alt=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOZWQ6RZKJvHazTlkz7B7DDtS5jN8Flrc5CP9EOi2OFilYjrS1VYduRVbf0GjiVwXjj3xTOqH8V7BhW_MVEdI6ILRfAqBTOQgB9gqdbZ1fH0UIPFZp9ul8eKp0moiwnJKUL9PNmI7_5X0P/s200/New+vehicle+Consigment.jpg&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOZWQ6RZKJvHazTlkz7B7DDtS5jN8Flrc5CP9EOi2OFilYjrS1VYduRVbf0GjiVwXjj3xTOqH8V7BhW_MVEdI6ILRfAqBTOQgB9gqdbZ1fH0UIPFZp9ul8eKp0moiwnJKUL9PNmI7_5X0P/s1600/New+vehicle+Consigment.jpg&quot; id=&quot;Рисунок_x0020_1&quot; o:button=&quot;t&quot; o:spid=&quot;_x0000_i1025&quot; style=&quot;height: 106.5pt; mso-wrap-style: square; visibility: visible; width: 150pt;&quot; type=&quot;#_x0000_t75&quot;&gt;&lt;imagedata o:title=&quot;New+vehicle+Consigment&quot; src=&quot;file:///C:\DOCUME~1\ANNA~1.ALH\LOCALS~1\Temp\msohtmlclip1\01\clip_image001.jpg&quot;&gt;&lt;/imagedata&gt;&lt;/shape&gt;&lt;/span&gt;&lt;/a&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Georgia&#39;,&#39;serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Tahoma; mso-fareast-language: EN-GB;&quot;&gt;In Audi&amp;nbsp; dealer should pay some money for every day&amp;nbsp; since that moment vehicle arrived on site. This % grows up every 30 days till 90 days. You must purchase vehicle before 90 days will off. &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOZWQ6RZKJvHazTlkz7B7DDtS5jN8Flrc5CP9EOi2OFilYjrS1VYduRVbf0GjiVwXjj3xTOqH8V7BhW_MVEdI6ILRfAqBTOQgB9gqdbZ1fH0UIPFZp9ul8eKp0moiwnJKUL9PNmI7_5X0P/s1600/New+vehicle+Consigment.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;142px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOZWQ6RZKJvHazTlkz7B7DDtS5jN8Flrc5CP9EOi2OFilYjrS1VYduRVbf0GjiVwXjj3xTOqH8V7BhW_MVEdI6ILRfAqBTOQgB9gqdbZ1fH0UIPFZp9ul8eKp0moiwnJKUL9PNmI7_5X0P/s200/New+vehicle+Consigment.jpg&quot; width=&quot;200px&quot; /&gt;&lt;/a&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Georgia&#39;,&#39;serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Tahoma; mso-fareast-language: EN-GB;&quot;&gt;So Logistic person make stock order in OEM system for vehicle. When vehicle is produces, custom cleared and ready to be delivered to Dealer, OEM send via e-mail consignment conditions, where describe %. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Georgia&#39;,&#39;serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Tahoma; mso-fareast-language: EN-GB;&quot;&gt;At the day of arriving vehicle on stock,&amp;nbsp;counting of consignment days starts. Logistic person should input this date into OEM system and should make action &quot;&lt;b&gt;&lt;u&gt;New Vehicle Consignment&lt;/u&gt;&lt;/b&gt;&quot; in SAP DBM, where she or he should input Delivery Date, Date of consignment started and Posting date(current). In best case all this date should be current date.&amp;nbsp; Vehicle record in SAP DBM will have Primary status zp27 &lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#39;Georgia&#39;,&#39;serif&#39;; mso-ansi-language: EN-US;&quot;&gt;Vehicle Received in Consignment stock .&lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Georgia&#39;,&#39;serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Tahoma; mso-fareast-language: EN-GB;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYIg0JLLtj2OkffahLV4PmCN2A8lAz8tlUWuIcGwDFp-D7OElyUbZ89og2WfsoFkUvHAjOkN2tse3ao0o02vjdpc0lgLEAnScrMakmxGob6foFhDBS6DwlFKbLO-ZTEDhyphenhyphenNOtdyN1TH_21/s1600/New+vehicle+phisical.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;113px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYIg0JLLtj2OkffahLV4PmCN2A8lAz8tlUWuIcGwDFp-D7OElyUbZ89og2WfsoFkUvHAjOkN2tse3ao0o02vjdpc0lgLEAnScrMakmxGob6foFhDBS6DwlFKbLO-ZTEDhyphenhyphenNOtdyN1TH_21/s320/New+vehicle+phisical.jpg&quot; width=&quot;320px&quot; /&gt;&lt;/a&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Georgia&#39;,&#39;serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Tahoma; mso-fareast-language: EN-GB;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Georgia&#39;,&#39;serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Tahoma; mso-fareast-language: EN-GB;&quot;&gt;Next activity in SAP DBM Logistic person should do is &lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;mso-ansi-language: EN-US;&quot;&gt;&lt;u&gt;New Vehicle Physical&lt;/u&gt;. &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Georgia&#39;,&#39;serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Tahoma; mso-fareast-language: EN-GB;&quot;&gt;It means she should complete Storage location for this vehicle.&amp;nbsp; There she or he need to input date of arrival and Storage location.&amp;nbsp; Date of arrival should be current day and in Audi we have only one storage location. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Georgia&#39;,&#39;serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Tahoma; mso-fareast-language: EN-GB;&quot;&gt;In Russian market this vehicle will be like &quot;Out of accounting balance&quot;. &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Georgia&#39;,&#39;serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Tahoma; mso-fareast-language: EN-GB;&quot;&gt;Once customer wants to buy this vehicle or days of consignment goes to end, or base on management design, account chief decided to purchase vehicle from OEM. &lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXcGU-a6w9g6q97deruQgY-xBuR2bmFx4-vBRZzOmlxbm_FJtlX6t2zSHV_K8fCkfSFQ_nm_NKCFKpiqZhRJ5XesCihEV0jIJl4Wp65UaDgdIYp3cz_Brsyox3ayEjQW9rY_Jmcrp1TBDa/s1600/Create+consigment+stock+Transfer.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;163px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXcGU-a6w9g6q97deruQgY-xBuR2bmFx4-vBRZzOmlxbm_FJtlX6t2zSHV_K8fCkfSFQ_nm_NKCFKpiqZhRJ5XesCihEV0jIJl4Wp65UaDgdIYp3cz_Brsyox3ayEjQW9rY_Jmcrp1TBDa/s200/Create+consigment+stock+Transfer.jpg&quot; width=&quot;200px&quot; /&gt;&lt;/a&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Georgia&#39;,&#39;serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Tahoma; mso-fareast-language: EN-GB;&quot;&gt;For this Account person, who is responsible for vehicle accounting, should make payment to OEM in before 12 am that money could come to account of OEM in the same day.&amp;nbsp; Date of this day&amp;nbsp;will be invoice date of OEM. So account could make an action &lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#39;Georgia&#39;,&#39;serif&#39;; mso-ansi-language: EN-US;&quot;&gt;&lt;u&gt;Create consignment stock transfer in SAP DBM&lt;/u&gt; &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Georgia&#39;,&#39;serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Tahoma; mso-fareast-language: EN-GB;&quot;&gt;to move vehicle from &quot;Out of accounting balance&quot; to Stock Account.&amp;nbsp; Here she or he should input stock - receiver and date of invoice = date of payment and should be equal current day.&amp;nbsp; And posting date is current date.&amp;nbsp; &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Georgia&#39;,&#39;serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Tahoma; mso-fareast-language: EN-GB;&quot;&gt;Account department on this day doesn&#39;t have any documents from OEM(like incoming invoice and delivery note). OEM sends them twice a month, when a big pack of document formed. &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Georgia&#39;,&#39;serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Tahoma; mso-fareast-language: EN-GB;&quot;&gt;So account person can&#39;t input number of delivery note or billing number, they can do it later through standard SAP function vf03. &lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXfVA7RbiCiQq3injpsW1wTqeNIVraE6t1NFiSusgOD9gYsaldnXiw6khflmVJt84YjCHyFu1P82EkS8iQak7A-UnsNx-sEr7R3syL9HlEFtIXeQy5vhNpiqzxF_0Z_eeI3Bmf6MNvJDtS/s1600/Create+print+incoming+invoice.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;120px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXfVA7RbiCiQq3injpsW1wTqeNIVraE6t1NFiSusgOD9gYsaldnXiw6khflmVJt84YjCHyFu1P82EkS8iQak7A-UnsNx-sEr7R3syL9HlEFtIXeQy5vhNpiqzxF_0Z_eeI3Bmf6MNvJDtS/s200/Create+print+incoming+invoice.jpg&quot; width=&quot;200px&quot; /&gt;&lt;/a&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Georgia&#39;,&#39;serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Tahoma; mso-fareast-language: EN-GB;&quot;&gt;After this, when incoming invoice will arrive we could make an action &lt;/span&gt;&lt;b&gt;&lt;span lang=&quot;EN-US&quot; style=&quot;font-family: &#39;Georgia&#39;,&#39;serif&#39;; mso-ansi-language: EN-US;&quot;&gt;&lt;u&gt;Create/Print incoming invoice in SAP DBM&lt;/u&gt;, &lt;/span&gt;&lt;/b&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Georgia&#39;,&#39;serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Tahoma; mso-fareast-language: EN-GB;&quot;&gt;where we should input amount (the same like on invoice) and number of incoming invoice. In case&amp;nbsp; we urgently need to sell this vehicle, we could make this action before documents will be delivered, but without numbers of invoice. Numbers we will maintain later. &lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;span lang=&quot;EN-GB&quot; style=&quot;font-family: &#39;Georgia&#39;,&#39;serif&#39;; font-size: 10pt; mso-ansi-language: EN-GB; mso-bidi-font-family: Tahoma; mso-fareast-language: EN-GB;&quot;&gt;On this consigment process should be completed. If you have a question about it, you can leave you comments here or contact me via e-mail in my profile.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Georgia; font-size: x-small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Also more information you could get in books about SAP:&lt;/span&gt;&lt;a href=&quot;http://www.amazon.com/gp/search?ie=UTF8&amp;amp;keywords=SAP&amp;amp;tag=queenannet-20&amp;amp;index=books&amp;amp;linkCode=ur2&amp;amp;camp=1789&amp;amp;creative=9325&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;SAP&#39;s books&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;1px&quot; src=&quot;http://www.assoc-amazon.com/e/ir?t=queenannet-20&amp;amp;l=ur2&amp;amp;o=1&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0px;&quot; width=&quot;1px&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Georgia; font-size: x-small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;on Amozon&lt;br /&gt;
&lt;br /&gt;
&lt;iframe border=&quot;0&quot; frameborder=&quot;0&quot; height=&quot;31&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;http://rcm.amazon.com/e/cm?t=queenannet-20&amp;amp;o=1&amp;amp;p=41&amp;amp;l=ur1&amp;amp;category=books&amp;amp;banner=0VRTHA8E5847SQVT7982&amp;amp;f=ifr&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot; width=&quot;88&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/3960337845072703026/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2011/10/consigment-process-in-dealer-site-audi.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/3960337845072703026'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/3960337845072703026'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2011/10/consigment-process-in-dealer-site-audi.html' title='Consigment process in dealer site Audi'/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOZWQ6RZKJvHazTlkz7B7DDtS5jN8Flrc5CP9EOi2OFilYjrS1VYduRVbf0GjiVwXjj3xTOqH8V7BhW_MVEdI6ILRfAqBTOQgB9gqdbZ1fH0UIPFZp9ul8eKp0moiwnJKUL9PNmI7_5X0P/s72-c/New+vehicle+Consigment.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-9027391148352726358</id><published>2011-10-03T00:26:00.000-07:00</published><updated>2011-10-03T00:26:42.782-07:00</updated><title type='text'></title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYolENAqbdigNZiSZuTLaMsY_88O41qOPDRIAVzhfuUcXRPjTZ2Jpt7VSMK2oubr2-3CGGxUuHfm20iPN3PTJhMbr6nfN8rOLkno1AoxzWaE7Z4RHq2tkP0HuoYqnDCrv7aJJuiIdBT7Ct/s1600/03.10.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;241px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYolENAqbdigNZiSZuTLaMsY_88O41qOPDRIAVzhfuUcXRPjTZ2Jpt7VSMK2oubr2-3CGGxUuHfm20iPN3PTJhMbr6nfN8rOLkno1AoxzWaE7Z4RHq2tkP0HuoYqnDCrv7aJJuiIdBT7Ct/s320/03.10.jpg&quot; width=&quot;320px&quot; /&gt;&lt;/a&gt;&lt;/div&gt;So, now I am employer of Inchcape company. For this I have got a long rtip starting from moving to Pskov region, were I took year off for my personal life and be in touch with nature. I was progressing in Sales and was a Sales manager for some projects. I train a lot of people to sell and promote their products. Then I was married and moved to St.Petersburg, where I continue like a Sales Manager for IT company. THis helps me to go throught Worlds Economic crisis. Only in 2009 I join one of the fierst unfrozen SAP project like a Trainier for Sales and SD. But then&amp;nbsp; my responsobilities were expanded to SAP consultant. THis projects give me a lot of opportunities to release my skills and talants. I deliver trainings in Sales in SD, I was trained, I took part in design of marketing materials with my painting and design skills, I met a lot of good friend, and most of them come to Russian all over the world. I visited for bussines trip UK and can wolk on London streets and run at the mornings in Hyde park!!! So here I am now and we continue to develop and make better or SAP DBM, showroom system. In next messages I will describe some simple task I had and hove I solve them...Hopes it will be helpfull for all DBM starters.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/9027391148352726358/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2011/10/so-now-i-am-employer-of-inchcape.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/9027391148352726358'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/9027391148352726358'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2011/10/so-now-i-am-employer-of-inchcape.html' title=''/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYolENAqbdigNZiSZuTLaMsY_88O41qOPDRIAVzhfuUcXRPjTZ2Jpt7VSMK2oubr2-3CGGxUuHfm20iPN3PTJhMbr6nfN8rOLkno1AoxzWaE7Z4RHq2tkP0HuoYqnDCrv7aJJuiIdBT7Ct/s72-c/03.10.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-87493105714532564</id><published>2011-09-29T01:36:00.000-07:00</published><updated>2011-09-29T01:39:24.925-07:00</updated><title type='text'></title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4KtvD58h3GyCsv_FzRHHLzOlJgm6y9z0AJvshGbYVvtX1_sXfjVeysCLrrc3fKcDLNW8dWa3qoQggoLhMV3hrlAlqelVY1M2RbjyvieoHwM4FsZ4HBAJMsYeRplw0hfY6l8qaHZ-ln_dW/s1600/room.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;239px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4KtvD58h3GyCsv_FzRHHLzOlJgm6y9z0AJvshGbYVvtX1_sXfjVeysCLrrc3fKcDLNW8dWa3qoQggoLhMV3hrlAlqelVY1M2RbjyvieoHwM4FsZ4HBAJMsYeRplw0hfY6l8qaHZ-ln_dW/s320/room.jpg&quot; width=&quot;320px&quot; /&gt;&lt;/a&gt;&lt;/div&gt;So at 17 my University ears started! It was really greate. First two yeares I was impressed students life! For me it was easy lessons : programming, Mathematical analisys, high mathematic, because i already was good prepared in school for it. So I have&amp;nbsp; o lot of time for theater,where i took part like an actor and a lot of other students activities. I have got a lot of organization skills and etc. All my marks always was excellent. At the third year of university I some gyes from SurgutGazprom comes to us and said: &quot;We started SAP implementation project.. We need good specialist in it. We will exam you and then pay for you study and then will offer you job may be.!!!&quot; Ok great, I thought. I and 10 students of my ages took part in this long studing program. We were studied to be SAP consultant, we study all from consultan image to smart network systems. And we have got payble practice in Surgut gazprom. Every summer! There I have got my first practice of SAP SD. I work close to two developers and wrote instruction for users and made testing. It was interesting because it was real productive life &lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_m1jzi4=&quot;208&quot;&gt;conjugate with oil sale. That is really impressive and every man had big responsobility on this project. Next year I have got practice in SAP HR department. My friend was my Lead! It was great and it happend by chance..but who beilive in chance? There I started get knowledges about SAP HR. thank you very much tp my friend who help me;-) &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_m1jzi4=&quot;208&quot;&gt;At the end of University that gye fro SurgutGazprom forget about as and didn&#39;t offer to work. Of course this situation wasn&#39;t trash me. I took all my document and wrote a letter to lead of IT department ..I waited answer.But no answer came to me...one week, one month...I found job at city Administration to maintance Oracle DB...but it was just a small island to have a rest in way to SAP and Surgut Gazprom.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_m1jzi4=&quot;208&quot;&gt;One day I was fliyng to Moscow sity. I set and found that man in next place looked at PC and words &quot;SAP&quot; at his presentation were founded by my eyes. &quot;Yes!I can&#39;t loose this chance.I should ask some documentation!&quot; I thought at that time. I know if you want something...The Universe will help you and send you an opportunity, you just need to take it. I said to that man : &quot;Hello! I study SAP. I saw you have some information about it?Could you please give it to me?&quot; He was wonder and ask for my flash. I said in root you can find my CV. He copied it to his PC. ...read and then when we landed he said. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_m1jzi4=&quot;208&quot;&gt;&quot;I WILL CALL YOU SONE&quot; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_m1jzi4=&quot;208&quot;&gt;I belive he will do it. after some month He called to me. He said that maibe I will usfeull for him, but he don&#39;t know now where. He advice me to find way where i could be usefull..&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_m1jzi4=&quot;208&quot;&gt;Month later, my friend from Gazprom, who was my practice lead, send my a message by ICQ: &quot;Anna we search for consultant for HR support and training. We will take in from autsource company&quot; I understand...that man I met in fly, was CIO of that autsource company. I called him...some weeks later I join new project!...and that is other story...&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_m1jzi4=&quot;208&quot;&gt;The books I read: (&lt;span class=&quot;hps&quot; closure_uid_m1jzi4=&quot;312&quot; td=&quot;null&quot;&gt;Unfortunately&lt;/span&gt; those book have only english language). &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;a href=&quot;http://www.amazon.com/gp/product/159229278X/ref=as_li_tf_tl?ie=UTF8&amp;amp;tag=queenannet-20&amp;amp;linkCode=as2&amp;amp;camp=217145&amp;amp;creative=399373&amp;amp;creativeASIN=159229278X&quot;&gt;Mastering HR Management with SAP ERP HCM&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;1px&quot; src=&quot;http://www.assoc-amazon.com/e/ir?t=queenannet-20&amp;amp;l=as2&amp;amp;o=1&amp;amp;a=159229278X&amp;amp;camp=217145&amp;amp;creative=399373&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0px;&quot; width=&quot;1px&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.amazon.com/gp/product/0972598804/ref=as_li_tf_tl?ie=UTF8&amp;amp;tag=queenannet-20&amp;amp;linkCode=as2&amp;amp;camp=217145&amp;amp;creative=399381&amp;amp;creativeASIN=0972598804&quot;&gt;The SAP Consultant Handbook&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;1px&quot; src=&quot;http://www.assoc-amazon.com/e/ir?t=queenannet-20&amp;amp;l=as2&amp;amp;o=1&amp;amp;a=0972598804&amp;amp;camp=217145&amp;amp;creative=399381&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0px;&quot; width=&quot;1px&quot; /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/87493105714532564/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2011/09/so-at-17-my-university-ears-started-it.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/87493105714532564'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/87493105714532564'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2011/09/so-at-17-my-university-ears-started-it.html' title=''/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4KtvD58h3GyCsv_FzRHHLzOlJgm6y9z0AJvshGbYVvtX1_sXfjVeysCLrrc3fKcDLNW8dWa3qoQggoLhMV3hrlAlqelVY1M2RbjyvieoHwM4FsZ4HBAJMsYeRplw0hfY6l8qaHZ-ln_dW/s72-c/room.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-1780211967178423431</id><published>2011-09-28T00:12:00.000-07:00</published><updated>2011-09-28T00:12:27.767-07:00</updated><title type='text'></title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmp2JkuFdgPnY3lg5ScwLb0kcs6esnbihZFKJ3jUcJpg-oziCfm_tWBgzarATRcfPkCU0bgi7S1LFtVyHArsJM2uQu6lpK11fbsMxzRWbHeVUv4UJ6RASw5oS2tYVAXWfBsoYRqfRt3dxl/s1600/P7240329.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmp2JkuFdgPnY3lg5ScwLb0kcs6esnbihZFKJ3jUcJpg-oziCfm_tWBgzarATRcfPkCU0bgi7S1LFtVyHArsJM2uQu6lpK11fbsMxzRWbHeVUv4UJ6RASw5oS2tYVAXWfBsoYRqfRt3dxl/s320/P7240329.JPG&quot; width=&quot;240px&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
Next year, when I was 16, I again visited Summer School of Informatic and Programming in Novosibirsk. I wrote a program that use Data Bases( SQL) with Delphi application. It was economic game, where 6 people can take part by network. The idea of program was known. Two teams, every use lake for catching fish. But lake is resourse and it is limeted by ecology. So every team need to have a good fisch income and also don&#39;t destroy the ecological system -lake, that fish could allways reprodact itself. So it was really difficult and long project for me. But at&amp;nbsp; the end I was granted for excelent programming! I was 16, but already known SQL&amp;nbsp; selects:-) &lt;br /&gt;
Then aughtum came, it was last year in Full Middel School. I again took part in Youth Scientific Conference and have good 1 place in my city and then in region. University of Surgut City invated me to study there without exams. It was a long good work done to be prepared for new university life!...&lt;br /&gt;
&lt;br /&gt;
The books I read: &lt;br /&gt;
Russian &lt;a href=&quot;http://www.ozon.ru/context/detail/id/5106880/?queenannet1&quot;&gt;SQL&lt;/a&gt;, &lt;a href=&quot;http://www.ozon.ru/context/detail/id/5813652/?queenannet1&quot;&gt;Data Base and Delphi&lt;/a&gt;&lt;br /&gt;
English &lt;a href=&quot;http://www.amazon.com/gp/product/0470229063/ref=as_li_tf_tl?ie=UTF8&amp;amp;tag=queenannet-20&amp;amp;linkCode=as2&amp;amp;camp=217145&amp;amp;creative=399381&amp;amp;creativeASIN=0470229063&quot;&gt;SQL Bible&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;1px&quot; src=&quot;http://www.assoc-amazon.com/e/ir?t=queenannet-20&amp;amp;l=am2&amp;amp;o=1&amp;amp;a=0470229063&amp;amp;camp=217145&amp;amp;creative=399381&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0px;&quot; width=&quot;1px&quot; /&gt; , &lt;a href=&quot;http://www.amazon.com/gp/product/1590597699/ref=as_li_tf_tl?ie=UTF8&amp;amp;tag=queenannet-20&amp;amp;linkCode=as2&amp;amp;camp=217145&amp;amp;creative=399381&amp;amp;creativeASIN=1590597699&quot;&gt;Beginning Database Design: From Novice to Professional&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;1px&quot; src=&quot;http://www.assoc-amazon.com/e/ir?t=queenannet-20&amp;amp;l=as2&amp;amp;o=1&amp;amp;a=1590597699&amp;amp;camp=217145&amp;amp;creative=399381&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0px;&quot; width=&quot;1px&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/1780211967178423431/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2011/09/next-year-when-i-was-16-i-again-visited.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/1780211967178423431'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/1780211967178423431'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2011/09/next-year-when-i-was-16-i-again-visited.html' title=''/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmp2JkuFdgPnY3lg5ScwLb0kcs6esnbihZFKJ3jUcJpg-oziCfm_tWBgzarATRcfPkCU0bgi7S1LFtVyHArsJM2uQu6lpK11fbsMxzRWbHeVUv4UJ6RASw5oS2tYVAXWfBsoYRqfRt3dxl/s72-c/P7240329.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-1635620560264110369</id><published>2011-09-26T00:59:00.000-07:00</published><updated>2011-09-26T01:07:56.091-07:00</updated><title type='text'>HTML, Delphi, and modeling...</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3ZtP9FpWjxNd9UzMw1HO0Fe0glQVShNnX1hZtMn2zIhCyWUv6pH6WOC1l6itgEcSaS-wOqjdtdlvSpT45eAbLwCPSSBwjzDSGdqL4DOTRuC7Ii4V2WLznHPPjng4_Hsji-ABcykrJSd_G/s1600/1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;212px&quot; kca=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3ZtP9FpWjxNd9UzMw1HO0Fe0glQVShNnX1hZtMn2zIhCyWUv6pH6WOC1l6itgEcSaS-wOqjdtdlvSpT45eAbLwCPSSBwjzDSGdqL4DOTRuC7Ii4V2WLznHPPjng4_Hsji-ABcykrJSd_G/s320/1.jpg&quot; width=&quot;320px&quot; /&gt;&lt;/a&gt;&lt;/div&gt;When I was 15, in sumer , I again was visiting Summer Informatic and Programming School in Novosibirsk State University. It was so funtastic, I met a lot of new friends and study new way of&amp;nbsp; programming Applications for Windows&amp;nbsp;with Delphi 3.0. it was big progress for me! Now I can do programms in time with World! First programm was about modeling Electro Statistic Electric Fields. One electron was moving accoding formulas and &lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_2ps8rc=&quot;341&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_2ps8rc=&quot;331&quot;&gt;forces&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_2ps8rc=&quot;332&quot;&gt;of attraction between some of static electrons. That electrons user could set up manually, where he wants. It was really interesting. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_2ps8rc=&quot;341&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_2ps8rc=&quot;332&quot;&gt;For this programm I was granted with Diploma of excelent programming skills. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_2ps8rc=&quot;341&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_2ps8rc=&quot;332&quot;&gt;In that summer I met a lot of people, who delighted me. Most of then became scientifics in future or very good and high paid programmers. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_2ps8rc=&quot;341&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_2ps8rc=&quot;332&quot;&gt;At winter I use this program for participance in Youth Scientific Seminar and also get Second place in my region. &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_2ps8rc=&quot;341&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_2ps8rc=&quot;332&quot;&gt;That winter I coded my first HTML site. HTML only appeared at that time. I was writing some web sites with HTML and SCripts. PHP or flash , framework was unknown at that time.&amp;nbsp; It was also funtastic to make web-sites. I could share information with all world about something I know. I made some HTML sites and&amp;nbsp; one of them was tested in Pereslavl-zalesskii Programming center and I have got 2nd place in all-russian competiton between HTML-coders.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_2ps8rc=&quot;341&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_2ps8rc=&quot;332&quot;&gt;Great!So thank you very much my teacher, who help me to study HTML, write programmss on Delphi, my friends, who support me at that time!&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_2ps8rc=&quot;341&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_2ps8rc=&quot;332&quot;&gt;The book i read:&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_2ps8rc=&quot;341&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_2ps8rc=&quot;332&quot;&gt;&amp;nbsp;Russian&amp;nbsp; &lt;a href=&quot;http://www.ozon.ru/context/detail/id/4777401/?queenannet1&quot;&gt;Delphi with CD&lt;/a&gt;&amp;nbsp;, &lt;a href=&quot;http://www.ozon.ru/context/detail/id/3881084/&quot;&gt;HTML&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_2ps8rc=&quot;341&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_2ps8rc=&quot;332&quot;&gt;&amp;nbsp;English&amp;nbsp; &lt;a href=&quot;http://www.amazon.com/gp/product/1440480095/ref=as_li_tf_tl?ie=UTF8&amp;amp;tag=queenannet-20&amp;amp;linkCode=as2&amp;amp;camp=217145&amp;amp;creative=399381&amp;amp;creativeASIN=1440480095&quot;&gt;Delphi 2009 Handbook&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;1px&quot; src=&quot;http://www.assoc-amazon.com/e/ir?t=queenannet-20&amp;amp;l=as2&amp;amp;o=1&amp;amp;a=1440480095&amp;amp;camp=217145&amp;amp;creative=399381&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0px;&quot; width=&quot;1px&quot; /&gt;, &lt;a href=&quot;http://www.amazon.com/gp/product/0596527322/ref=as_li_tf_tl?ie=UTF8&amp;amp;tag=queenannet-20&amp;amp;linkCode=as2&amp;amp;camp=217145&amp;amp;creative=399381&amp;amp;creativeASIN=0596527322&quot;&gt;HTML &amp;amp; XHTML: The Definitive Guide (6th Edition)&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;1px&quot; src=&quot;http://www.assoc-amazon.com/e/ir?t=queenannet-20&amp;amp;l=as2&amp;amp;o=1&amp;amp;a=0596527322&amp;amp;camp=217145&amp;amp;creative=399381&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0px;&quot; width=&quot;1px&quot; /&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/1635620560264110369/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2011/09/html-delphi-and-modeling.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/1635620560264110369'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/1635620560264110369'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2011/09/html-delphi-and-modeling.html' title='HTML, Delphi, and modeling...'/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3ZtP9FpWjxNd9UzMw1HO0Fe0glQVShNnX1hZtMn2zIhCyWUv6pH6WOC1l6itgEcSaS-wOqjdtdlvSpT45eAbLwCPSSBwjzDSGdqL4DOTRuC7Ii4V2WLznHPPjng4_Hsji-ABcykrJSd_G/s72-c/1.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-2066171196067971455</id><published>2011-09-23T01:26:00.000-07:00</published><updated>2011-10-14T03:36:49.095-07:00</updated><title type='text'>Steps...into future</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIb89pef6veZnF3ACxrV6kH7TmtiYA50fvXk78ecKv9QKBV6_9vkMZt4_GGHyfq7-1L-i1VlNElYC0ZeR-ncW6HwOFGoTkzc6u8yF6DBLIlM8jQJoaNeZkC0e4XUjG9oVjKRmLhDLCYRYa/s1600/Austria.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; hca=&quot;true&quot; height=&quot;241px&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIb89pef6veZnF3ACxrV6kH7TmtiYA50fvXk78ecKv9QKBV6_9vkMZt4_GGHyfq7-1L-i1VlNElYC0ZeR-ncW6HwOFGoTkzc6u8yF6DBLIlM8jQJoaNeZkC0e4XUjG9oVjKRmLhDLCYRYa/s320/Austria.jpg&quot; width=&quot;320px&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Next school year I was fall in love with my own educational programm, which was coded on Pascal. My idea was to help students understand biological processes of celling deviding into two new cells. It is about how our body grow up and how all happends on a micro - level. I made beautifull programm with Picture of celling and description of all parts of cells. I use Assembler module for using mouse. So users can pick -up parts of cell with&amp;nbsp;mouse coursor&amp;nbsp;and read the description what is it about. And also I make moving model : how deviding process happend...still remember it consist of 4 steps from core of cell to litle pieces. It was wonder! I gave this programm to my biological teacher to use it for lessons. Hopes ot was good input into her work. She is still work with Youth in that school.&amp;nbsp; Then I took part in Youth Scientific Conference, where presented my Cell programm. There I first time met my new teacher in IT. He said me not so my word, but leave a reccomends letter. He said that &quot;She is very creative girk. She should have a big future!&quot; Thank you very much for him! It was very important words in my life.&lt;br /&gt;
&lt;br /&gt;
Books of my teacher Iliay Trub&lt;br /&gt;
&lt;a href=&quot;http://www.ozon.ru/context/detail/id/2725368/?partner=queenannet1&quot;&gt;C++ object -oriented programming&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.ozon.ru/context/detail/id/2808650/?partner=queenannet1&quot;&gt;DBMS Cache&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
The book I read: &lt;br /&gt;
Russian &lt;a href=&quot;http://www.ozon.ru/context/detail/id/4814022/?partner=queenannet1&quot;&gt;Biology&lt;/a&gt;, &lt;a href=&quot;http://www.ozon.ru/context/detail/id/4103808/?partner=queenannet1&quot;&gt;Cell Biology&lt;/a&gt;&lt;br /&gt;
English &lt;a href=&quot;http://www.amazon.com/gp/product/032150156X/ref=as_li_tf_tl?ie=UTF8&amp;amp;tag=queenannet-20&amp;amp;linkCode=as2&amp;amp;camp=217145&amp;amp;creative=399373&amp;amp;creativeASIN=032150156X&quot;&gt;Student Study Guide for Biology&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;1px&quot; src=&quot;http://www.assoc-amazon.com/e/ir?t=queenannet-20&amp;amp;l=as2&amp;amp;o=1&amp;amp;a=032150156X&amp;amp;camp=217145&amp;amp;creative=399373&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0px;&quot; width=&quot;1px&quot; /&gt;&amp;nbsp;, &lt;a href=&quot;http://www.amazon.com/gp/product/0815341059/ref=as_li_tf_tl?ie=UTF8&amp;amp;tag=queenannet-20&amp;amp;linkCode=as2&amp;amp;camp=217145&amp;amp;creative=399381&amp;amp;creativeASIN=0815341059&quot;&gt;Molecular Biology of the Cell&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;1px&quot; src=&quot;http://www.assoc-amazon.com/e/ir?t=queenannet-20&amp;amp;l=as2&amp;amp;o=1&amp;amp;a=0815341059&amp;amp;camp=217145&amp;amp;creative=399381&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0px;&quot; width=&quot;1px&quot; /&gt;&lt;/div&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/2066171196067971455/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2011/09/next-school-year-i-was-fall-in-love.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/2066171196067971455'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/2066171196067971455'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2011/09/next-school-year-i-was-fall-in-love.html' title='Steps...into future'/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIb89pef6veZnF3ACxrV6kH7TmtiYA50fvXk78ecKv9QKBV6_9vkMZt4_GGHyfq7-1L-i1VlNElYC0ZeR-ncW6HwOFGoTkzc6u8yF6DBLIlM8jQJoaNeZkC0e4XUjG9oVjKRmLhDLCYRYa/s72-c/Austria.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-6980659686441190741</id><published>2011-09-22T00:01:00.000-07:00</published><updated>2011-09-26T01:22:38.348-07:00</updated><title type='text'></title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcSZyNW3YdR-zQKJvSq7RvJfqRkk-qXXLH5Zo2FfQl2m6P_RFzaTWfTVnVLcVBn7bGdr3moqJY8ZnulbxuE3gSJxORst5bkk_1MVbnChB0XowKLhJPhQ-Qd5zP-VCs6qq-x89aZ2eH1T5l/s1600/P7290248.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; hca=&quot;true&quot; height=&quot;240px&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcSZyNW3YdR-zQKJvSq7RvJfqRkk-qXXLH5Zo2FfQl2m6P_RFzaTWfTVnVLcVBn7bGdr3moqJY8ZnulbxuE3gSJxORst5bkk_1MVbnChB0XowKLhJPhQ-Qd5zP-VCs6qq-x89aZ2eH1T5l/s320/P7290248.JPG&quot; width=&quot;320px&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Next 2 years till 15 I was studing Pascal. After my first &lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_7k4rnp=&quot;693&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_7k4rnp=&quot;684&quot;&gt;success in programming I have got like a wings. I start t obelive that I found idea of my life. I could write a programs!!!Not so much people can do it&amp;nbsp;in 13...except Bill Geits of course. But In that time I start from Dos, then Windows 3.11 appeared and only then real OS windows 95! In 13 I have got new opportunity from my school to visit Pereyaslavl- Zalesskii IT school (branch of Moscow Internation University). It was autumn, we lived in beautifull place in head of Russia. It was very old city, where I have got first knowleges about Windows 95, Word etc... That time was great I have got new friends, new teahcers...Thank you very much to all people who were there. Now I still have friendsship with some of them! When I come back to my Siberian city, I found a new PC on my table! It was great: my parents made for me this gift!It was really very important! Thank you Mam and Dad for this...hope you know that I &lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_7k4rnp=&quot;693&quot; id=&quot;result_box&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_7k4rnp=&quot;783&quot;&gt;grateful. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_7k4rnp=&quot;693&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_7k4rnp=&quot;684&quot;&gt;&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_7k4rnp=&quot;693&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_7k4rnp=&quot;783&quot;&gt;The book I have read at that time: &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_7k4rnp=&quot;693&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_7k4rnp=&quot;684&quot;&gt;&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_7k4rnp=&quot;693&quot; lang=&quot;en&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_7k4rnp=&quot;783&quot;&gt;Russian &lt;a href=&quot;http://www.ozon.ru/context/detail/id/87153/?partner=queenannet&quot;&gt;Windows 95&lt;/a&gt;, &lt;a href=&quot;http://www.ozon.ru/context/detail/id/1932777/?partner=queenannet1&quot;&gt;BIOS&lt;/a&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
English &lt;a href=&quot;http://www.amazon.com/gp/offer-listing/0471605476/ref=as_li_tf_tl?ie=UTF8&amp;amp;tag=queenannet-20&amp;amp;linkCode=am2&amp;amp;camp=217145&amp;amp;creative=399373&amp;amp;creativeASIN=0471605476&quot;&gt;Turbo PASCAL&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;1px&quot; src=&quot;http://www.assoc-amazon.com/e/ir?t=queenannet-20&amp;amp;l=am2&amp;amp;o=1&amp;amp;a=0471605476&amp;amp;camp=217145&amp;amp;creative=399373&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0px;&quot; width=&quot;1px&quot; /&gt;&amp;nbsp;, &lt;a href=&quot;http://www.amazon.com/gp/offer-listing/0974364908/ref=as_li_tf_tl?ie=UTF8&amp;amp;tag=queenannet-20&amp;amp;linkCode=am2&amp;amp;camp=217145&amp;amp;creative=399373&amp;amp;creativeASIN=0974364908&quot;&gt;BIOS&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;1px&quot; src=&quot;http://www.assoc-amazon.com/e/ir?t=queenannet-20&amp;amp;l=am2&amp;amp;o=1&amp;amp;a=0974364908&amp;amp;camp=217145&amp;amp;creative=399373&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; margin: 0px;&quot; width=&quot;1px&quot; /&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/6980659686441190741/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2011/09/next-2-years-till-15-i-was-studing.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/6980659686441190741'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/6980659686441190741'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2011/09/next-2-years-till-15-i-was-studing.html' title=''/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcSZyNW3YdR-zQKJvSq7RvJfqRkk-qXXLH5Zo2FfQl2m6P_RFzaTWfTVnVLcVBn7bGdr3moqJY8ZnulbxuE3gSJxORst5bkk_1MVbnChB0XowKLhJPhQ-Qd5zP-VCs6qq-x89aZ2eH1T5l/s72-c/P7290248.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-595712099381128874</id><published>2011-09-21T00:16:00.000-07:00</published><updated>2011-09-23T01:40:02.054-07:00</updated><title type='text'>School days</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxkzCEewFR0FsXPh6zTwn16ePXbk5C63fgwVU-1-iFxlXwIqpGgYWM0kKhAdOxwjnjRKmZB3IwuFCt_q2rx_VPR3fFeojHyi6TOAo1djHR_CeAp52BV2-37VnkerpShFYXnPWnS2OWhSPL/s1600/DSC00210.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; hca=&quot;true&quot; height=&quot;179px&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxkzCEewFR0FsXPh6zTwn16ePXbk5C63fgwVU-1-iFxlXwIqpGgYWM0kKhAdOxwjnjRKmZB3IwuFCt_q2rx_VPR3fFeojHyi6TOAo1djHR_CeAp52BV2-37VnkerpShFYXnPWnS2OWhSPL/s320/DSC00210.JPG&quot; width=&quot;320px&quot; /&gt;&lt;/a&gt;&lt;/div&gt;First to yeares I was studied for Pascal and Turbo Pascal programming. We created fuuny programs with different way of calculation and 2d drawing. &lt;br /&gt;
I was very good student and myy teacher allowed me to visit Summer Informatic and Technology School at Novosibirsk State University. It school with long story, about 30 years old. &lt;br /&gt;
There I met a lot of good teacher and professors in IT. And there I wrote my first big programm - Game &quot;Old Castel&quot; for DOS. It was very pictural screen with funny &quot;Army&quot; who tried to attacht you castel wall. Ay the top of wall you should throw bricks on them. And really it was difficul to be a winner in this Game! For this programm wroted in 13 years I was Grandet Excelent Diploma. It was really me first achivment in programming. &lt;br /&gt;
&lt;br /&gt;
Books I read in that period was : &lt;a href=&quot;http://www.ozon.ru/context/detail/id/4488347/?partner=queenannet1&quot;&gt;Turbo Pascal 7.0&lt;/a&gt;&amp;nbsp;, &lt;a href=&quot;http://www.ozon.ru/context/detail/id/1862633/?partner=queenannet&quot;&gt;Pascal for Students(Including Turbo Pascal)&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/595712099381128874/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2011/09/school-days.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/595712099381128874'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/595712099381128874'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2011/09/school-days.html' title='School days'/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxkzCEewFR0FsXPh6zTwn16ePXbk5C63fgwVU-1-iFxlXwIqpGgYWM0kKhAdOxwjnjRKmZB3IwuFCt_q2rx_VPR3fFeojHyi6TOAo1djHR_CeAp52BV2-37VnkerpShFYXnPWnS2OWhSPL/s72-c/DSC00210.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-1988108050367108256</id><published>2011-09-20T01:04:00.000-07:00</published><updated>2011-09-20T01:04:29.214-07:00</updated><title type='text'></title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRs1nvjxnogKw9PLi1XpHctXixGcvOLKsW1SW3Dreao_21RuzaVIBkoTCaphJJFEyEqM7Pndu8GWRY6fQfWDJS_vql_orYt7uIP0ayDEsDwN3BxbQK6DkKVpltiSgzmn0u8Yc6uqINEATr/s1600/P5280024.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240px&quot; rba=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRs1nvjxnogKw9PLi1XpHctXixGcvOLKsW1SW3Dreao_21RuzaVIBkoTCaphJJFEyEqM7Pndu8GWRY6fQfWDJS_vql_orYt7uIP0ayDEsDwN3BxbQK6DkKVpltiSgzmn0u8Yc6uqINEATr/s320/P5280024.JPG&quot; width=&quot;320px&quot; /&gt;&lt;/a&gt;&lt;/div&gt;I was a young girl when first day I have seen PC. It was throught the window of special Informatic School for Youth. After some years when I was 10, I tried to enter this school, but feiled. Next year I tried again and don&#39;t know why teacher who sets opposite to me, desided to take me. May be it was due to incomplence of group for programmer. So Thank you very much to Her, after some year she was just Mam of&amp;nbsp; my friend! &lt;br /&gt;
But that day I still remember. My father said: Anna! It was so easy to solve those task..why are you thinking so long? I answered: I afraid that my fast answer &lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_xejp2i=&quot;185&quot; id=&quot;result_box&quot; lang=&quot;en&quot; td=&quot;null&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_xejp2i=&quot;236&quot; td=&quot;null&quot;&gt;arouses suspicion that I stolen the soloving of excersises. It was funny. But still my &lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_xejp2i=&quot;185&quot; id=&quot;result_box&quot; lang=&quot;en&quot; td=&quot;null&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_xejp2i=&quot;272&quot;&gt;positive intentions makes people thing that I don&#39;t know something. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_xejp2i=&quot;185&quot; lang=&quot;en&quot; td=&quot;null&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_xejp2i=&quot;236&quot; td=&quot;null&quot;&gt;&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_xejp2i=&quot;185&quot; lang=&quot;en&quot; td=&quot;null&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_xejp2i=&quot;272&quot;&gt;Well. First day of my programmer lesons were difficult. There were about 5 students with 2 girls only. Which some of them we were friends till end of school! Teacher tried to explain us what doest it mean Algorithm with example of Teaport and how to make a tea. Now this theacher is my good friend...she not only study me computing , she study how to prepare soup:-) and etc:-). Thank you very much for her. She made a big input into all my life and not only professional. She is now Director of that Youth Computing School. Her Name is Sedova Ludmila Ivanovna.&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_xejp2i=&quot;185&quot; lang=&quot;en&quot; td=&quot;null&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_xejp2i=&quot;236&quot; td=&quot;null&quot;&gt;&lt;span a=&quot;undefined&quot; c=&quot;4&quot; class=&quot;short_text&quot; closure_uid_xejp2i=&quot;185&quot; lang=&quot;en&quot; td=&quot;null&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_xejp2i=&quot;272&quot;&gt;So at that time we were studied on monochromic PC with easy program which allow to write &lt;span class=&quot;hps&quot; closure_uid_xejp2i=&quot;303&quot; td=&quot;null&quot;&gt;algorithm for drawing 2d figures.(Trees, circles and etc.). This way my first year of school comes to end. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/1988108050367108256/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2011/09/i-was-young-girl-when-first-day-i-have.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/1988108050367108256'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/1988108050367108256'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2011/09/i-was-young-girl-when-first-day-i-have.html' title=''/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhRs1nvjxnogKw9PLi1XpHctXixGcvOLKsW1SW3Dreao_21RuzaVIBkoTCaphJJFEyEqM7Pndu8GWRY6fQfWDJS_vql_orYt7uIP0ayDEsDwN3BxbQK6DkKVpltiSgzmn0u8Yc6uqINEATr/s72-c/P5280024.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8606894636207899026.post-1985247583352586423</id><published>2011-09-19T06:58:00.000-07:00</published><updated>2011-09-23T01:40:12.793-07:00</updated><title type='text'>Today - 1st day!</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpLOiG0xJz45cFJnNFpWCBeu99w5uqvl988-18lybREpU_KGQjFWoJ76plrC5glVWMXfiCGZkqwNqo5WCHwLZB3lZ2W7vESJq3bTzgMdfNRcUZxMAeZmdaA_SoTxMN5xrKsaOGC1zT4J2T/s1600/3.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320px&quot; rba=&quot;true&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpLOiG0xJz45cFJnNFpWCBeu99w5uqvl988-18lybREpU_KGQjFWoJ76plrC5glVWMXfiCGZkqwNqo5WCHwLZB3lZ2W7vESJq3bTzgMdfNRcUZxMAeZmdaA_SoTxMN5xrKsaOGC1zT4J2T/s320/3.jpg&quot; width=&quot;192px&quot; /&gt;&lt;/a&gt;Hello All! Today is first day of life for my blog! Here I just want to told about the way I come to SAP. May be it will be usefull for&amp;nbsp;just starting&amp;nbsp;Sap consultants or may be for old SAP professional, who wan&#39;t to add their story and how the life was changed after SAP came into treir life! &lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;I want to speack about my fist real project and impact I personally have done for bussines, where SAP was implemented and impact to my implementation team. &lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;Also I want to discuss all my development which happends now and what new I have got from books or other expirence, may be for someone it will be very known and easy thing, but may be for some one it will be usefull to get something new about SAP. So ...hopes it will be a good joney into SAP life!&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none;&quot;&gt;And I promise to write every day some words about my SAP life!&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://way-to-sap.blogspot.com/feeds/1985247583352586423/comments/default' title='Комментарии к сообщению'/><link rel='replies' type='text/html' href='http://way-to-sap.blogspot.com/2011/09/today-1st-day.html#comment-form' title='Комментарии: 0'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/1985247583352586423'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8606894636207899026/posts/default/1985247583352586423'/><link rel='alternate' type='text/html' href='http://way-to-sap.blogspot.com/2011/09/today-1st-day.html' title='Today - 1st day!'/><author><name>Anna A</name><uri>http://www.blogger.com/profile/17971058875599849057</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgELf9FRfSK423RbO77RyV9izkXRIEDtMUY_h2uRnkYDH5sQ3j_Tw2u1yEt_qkIx0aSj3i6vaffWbtcUQMJ3U_2pMaI50EHZ7xz6tauUZ9ndkHds9DGEgMsS8TnQjt2OQ/s220/P7250023.JPG'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpLOiG0xJz45cFJnNFpWCBeu99w5uqvl988-18lybREpU_KGQjFWoJ76plrC5glVWMXfiCGZkqwNqo5WCHwLZB3lZ2W7vESJq3bTzgMdfNRcUZxMAeZmdaA_SoTxMN5xrKsaOGC1zT4J2T/s72-c/3.jpg" height="72" width="72"/><thr:total>0</thr:total></entry></feed>