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<?xml-stylesheet type="text/xsl" href="https://www.infopathdev.com:443/utility/FeedStylesheets/rss.xsl" media="screen"?><rss version="2.0" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:slash="http://purl.org/rss/1.0/modules/slash/" xmlns:wfw="http://wellformedweb.org/CommentAPI/"><channel><title>SharePoint Integration</title><link>https://www.infopathdev.com:443/forums/46.aspx</link><description> For questions concerning issues in the integration of SharePoint and Microsoft InfoPath.</description><dc:language>en</dc:language><generator>CommunityServer 2007 SP3 (Build: 31118.962)</generator><item><title>How to update a sharepoint list from infopath form 2007</title><link>https://www.infopathdev.com:443/forums/thread/76749.aspx</link><pubDate>Thu, 22 Mar 2012 13:41:22 GMT</pubDate><guid isPermaLink="false">033a2e2d-04e2-4a9d-be01-a4634161eefd:76749</guid><dc:creator>leroymascarenhas</dc:creator><slash:comments>0</slash:comments><comments>https://www.infopathdev.com:443/forums/thread/76749.aspx</comments><wfw:commentRss>https://www.infopathdev.com:443/forums/commentrss.aspx?SectionID=46&amp;PostID=76749</wfw:commentRss><description>&lt;p&gt;Hello,&lt;/p&gt;&lt;p&gt;I have a InfoPath form that displays the necessary data from a SharePoint list. &lt;/p&gt;&lt;p&gt;I have inserted a button called Delete Record button in a repeating table that displays automatically when the repeating table is populated.&lt;/p&gt;&lt;p&gt;I have the code where when the delete button is clicked, the rows disappears from the repeating table.&lt;/p&gt;&lt;p&gt;How to update the SharePoint list simultaneously when I click the delete button?&lt;/p&gt;&lt;p&gt;Please let me know if there is a way for coding and non coding guidance.&lt;/p&gt;&lt;p&gt;Below listed are the necessary fields&lt;/p&gt;&lt;p&gt;&lt;b&gt;Secondary Data Source:&lt;/b&gt; InterviewDetails&lt;/p&gt;&lt;p&gt;&lt;b&gt;Fields in secondary data source:&lt;/b&gt;&lt;/p&gt;&lt;p&gt;Time_Slot, Office, Method_of_interview, Date_of_interview, Comments, ID, Modified_by &lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;Main Data Source:&lt;/b&gt; group2 &lt;/p&gt;&lt;p&gt;&lt;b&gt;Fields in secondary data source and their relation to secondary data source:&lt;/b&gt;&lt;/p&gt;&lt;p&gt;Field1 = Time_Slot &lt;/p&gt;&lt;p&gt;Field2 = Office&lt;/p&gt;&lt;p&gt;Field3 = Date Of Interview&lt;/p&gt;&lt;p&gt;Field4 = Comments&lt;/p&gt;&lt;p&gt;Field5 = Modified By&lt;/p&gt;&lt;p&gt;Field6 = ID&lt;/p&gt;&lt;p&gt;Below on how the form looks&lt;/p&gt;&lt;p&gt;----------------------------------------------------------------------------------------&lt;/p&gt;&lt;p&gt;ID | Time Slot | Office | Date of interview | Comments | Modified By | Delete Button&lt;/p&gt;&lt;p&gt;----------------------------------------------------------------------------------------&lt;/p&gt;&lt;p&gt;&lt;img 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" alt="" /&gt;&lt;/p&gt;&lt;p&gt;Please let me know what are the steps to achieve the same&lt;/p&gt;&lt;p&gt;Thanks&lt;br /&gt;&lt;/p&gt;</description></item></channel></rss>