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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>General</title><link>https://www.infopathdev.com:443/forums/41.aspx</link><description>If you're not sure where to ask your question, ask it here. If necessary, our moderators will make sure it gets classified in the correct board.</description><dc:language>en</dc:language><generator>CommunityServer 2007 SP3 (Build: 31118.962)</generator><item><title>Re: Filtering Nested Repeating Tables</title><link>https://www.infopathdev.com:443/forums/thread/106962.aspx</link><pubDate>Thu, 09 Jun 2016 00:06:11 GMT</pubDate><guid isPermaLink="false">033a2e2d-04e2-4a9d-be01-a4634161eefd:106962</guid><dc:creator>Hilary Stoupa</dc:creator><slash:comments>0</slash:comments><comments>https://www.infopathdev.com:443/forums/thread/106962.aspx</comments><wfw:commentRss>https://www.infopathdev.com:443/forums/commentrss.aspx?SectionID=41&amp;PostID=106962</wfw:commentRss><description>I took a look at your flattened data - and from the sample data, you wouldn&amp;#39;t really need any special formatting, right? The parent doesn&amp;#39;t repeat for each child. I&amp;#39;d just add a little expression box as some padding to indent the child question number, hide if child != 1, for example....</description></item><item><title>Re: Filtering Nested Repeating Tables</title><link>https://www.infopathdev.com:443/forums/thread/106943.aspx</link><pubDate>Wed, 08 Jun 2016 18:22:10 GMT</pubDate><guid isPermaLink="false">033a2e2d-04e2-4a9d-be01-a4634161eefd:106943</guid><dc:creator>Hilary Stoupa</dc:creator><slash:comments>0</slash:comments><comments>https://www.infopathdev.com:443/forums/thread/106943.aspx</comments><wfw:commentRss>https://www.infopathdev.com:443/forums/commentrss.aspx?SectionID=41&amp;PostID=106943</wfw:commentRss><description>If you are going to use code to populate the main data source, I&amp;#39;d make the main data source reflect the true data structure. I&amp;#39;d have a parent group, with the repeating child group inside - then use code to populate the parent item and the child items for that parent. This makes layout simple - your layout now matches your data structure - and doesn&amp;#39;t really make the code much more complex - you&amp;#39;ll query your two lists for data, and as you create and populate each parent, you then can populate children for that parent. I will take a look at your other form later today tho and help w/ a preceding-sibling example. :)</description></item><item><title>Re: Filtering Nested Repeating Tables</title><link>https://www.infopathdev.com:443/forums/thread/106942.aspx</link><pubDate>Wed, 08 Jun 2016 18:12:00 GMT</pubDate><guid isPermaLink="false">033a2e2d-04e2-4a9d-be01-a4634161eefd:106942</guid><dc:creator>Rob Junnier</dc:creator><slash:comments>0</slash:comments><comments>https://www.infopathdev.com:443/forums/thread/106942.aspx</comments><wfw:commentRss>https://www.infopathdev.com:443/forums/commentrss.aspx?SectionID=41&amp;PostID=106942</wfw:commentRss><description>&lt;p&gt;Ah - oh boy. You are right (embarrassed) - I&amp;#39;m not sure what I was thinking. Now -&amp;nbsp;guess I could use some programming to populate a main data source repeating table with the list&amp;nbsp;data - I have done that before, so I think I can work that part out - and then I could put a true yes/no option button into the form, instead of the &amp;#39;dummy&amp;#39; check boxes. (this will not be a browser form).&lt;/p&gt;&lt;p&gt;Then I&amp;#39;d still need a rule to hide the Child rows until the associated Parent row has the &amp;quot;Yes&amp;quot; column equal to yes. &lt;/p&gt;&lt;p&gt;- OR - &amp;nbsp;&lt;/p&gt;&lt;p&gt;I could put two main data source repeating tables (Parent and Child); populate them both by code based on two different secondary sources, and then use rules like I had in my original post to show/hide Child questions. Since the data in the main data source, I assume the previous rules would work.&lt;/p&gt;&lt;p&gt;I think I would prefer option 1 - it would be&amp;nbsp;&amp;#39;cleaner&amp;#39; for a regular user to populate one flat SP&amp;nbsp;list&amp;nbsp;versus two lists, if I could get the preceding-sibling rules to work. &lt;/p&gt;&lt;p&gt;Sorry&amp;nbsp;- this post&amp;nbsp;has turned into a brainstorming exercise! Thanks&amp;nbsp;again for the help, and any suggestions&amp;nbsp;you may have on the preceding-sibling rule....&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description></item><item><title>Re: Filtering Nested Repeating Tables</title><link>https://www.infopathdev.com:443/forums/thread/106938.aspx</link><pubDate>Wed, 08 Jun 2016 17:31:44 GMT</pubDate><guid isPermaLink="false">033a2e2d-04e2-4a9d-be01-a4634161eefd:106938</guid><dc:creator>Hilary Stoupa</dc:creator><slash:comments>0</slash:comments><comments>https://www.infopathdev.com:443/forums/thread/106938.aspx</comments><wfw:commentRss>https://www.infopathdev.com:443/forums/commentrss.aspx?SectionID=41&amp;PostID=106938</wfw:commentRss><description>I&amp;#39;m not being clear. Unless the data the user enters is in the main data source, the data won&amp;#39;t save. I&amp;#39;m guessing you want the user to answer each question?</description></item><item><title>Re: Filtering Nested Repeating Tables</title><link>https://www.infopathdev.com:443/forums/thread/106936.aspx</link><pubDate>Wed, 08 Jun 2016 17:11:57 GMT</pubDate><guid isPermaLink="false">033a2e2d-04e2-4a9d-be01-a4634161eefd:106936</guid><dc:creator>Rob Junnier</dc:creator><slash:comments>0</slash:comments><comments>https://www.infopathdev.com:443/forums/thread/106936.aspx</comments><wfw:commentRss>https://www.infopathdev.com:443/forums/commentrss.aspx?SectionID=41&amp;PostID=106936</wfw:commentRss><description>&lt;p&gt;Thanks Hilary - it&amp;#39;s good to (at least)&amp;nbsp;get confirmation that it&amp;#39;s not possible. &lt;/p&gt;&lt;p&gt;Regarding&amp;nbsp;saving the data - I&amp;#39;m&amp;nbsp;going to be saving this as a library file (along with a couple of concat&amp;#39;d fields), so I&amp;#39;m okay with the data not being&amp;nbsp;directly available&amp;nbsp;outside of the&amp;nbsp;completed form. &lt;/p&gt;&lt;p&gt;My&amp;nbsp;main goal is to have the answer to a Parent question result in the appearance of&amp;nbsp;Child questions. So, if Question 1 is &amp;quot;Yes&amp;quot;, then show 1a, 1b, etc.; if Question 1 is &amp;quot;No&amp;quot;, then hide&amp;nbsp;1a, 1b, etc.&amp;nbsp;Therefore, each row&amp;nbsp;with have a &amp;quot;Yes&amp;quot;&amp;nbsp;checkbox: if yes, show children; if no, hide children. I&amp;#39;ve got this working fine with questions hard-written into the form and associated child sections; but I was hoping to make a &amp;#39;blank&amp;#39; form that could be fully populated via lists (that way, non InfoPath folks can create their own cascading forms). &lt;/p&gt;&lt;p&gt;I&amp;nbsp;initially&amp;nbsp;had a&amp;nbsp;single, flat&amp;nbsp;list that included Parent and Child questions (see&amp;nbsp;my new attachment).&amp;nbsp;But what I&amp;nbsp;couldn&amp;#39;t figure out was how to hide the child rows. In text, the&amp;nbsp;rule is: if&amp;nbsp;the field &lt;em&gt;Yes&lt;/em&gt;&amp;nbsp;in the Parent row&amp;nbsp;equals &amp;quot;yes&amp;quot;; and the field &lt;em&gt;Child&lt;/em&gt; =equals the field&amp;nbsp;&lt;em&gt;Question Number&lt;/em&gt;, then show; otherwise, hide. I thought briefly about the preceding-sibling formula, but I don&amp;#39;t really know the correct syntax of that one (I&amp;#39;ve used it, but only when copy/pasting from an example!), and I didn&amp;#39;t know if could accommodate multiple Child questions (e.g., 1a has 1 as the immediate predecessor; but 1b has 1a as the predecessor. Maybe something like: show the row if the preceding row has Question Number = Child &lt;strong&gt;or&lt;/strong&gt; Child = Child).&lt;/p&gt;&lt;p&gt;Anyway - I really appreciate you thinking about this. I&amp;#39;ve attached an updated example; if you have any thoughts (or a good link) to&amp;nbsp;preceding-sibling syntax, that would be awesome!!&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&amp;nbsp;&lt;/p&gt;</description></item><item><title>Re: Filtering Nested Repeating Tables</title><link>https://www.infopathdev.com:443/forums/thread/106932.aspx</link><pubDate>Wed, 08 Jun 2016 15:16:32 GMT</pubDate><guid isPermaLink="false">033a2e2d-04e2-4a9d-be01-a4634161eefd:106932</guid><dc:creator>Hilary Stoupa</dc:creator><slash:comments>0</slash:comments><comments>https://www.infopathdev.com:443/forums/thread/106932.aspx</comments><wfw:commentRss>https://www.infopathdev.com:443/forums/commentrss.aspx?SectionID=41&amp;PostID=106932</wfw:commentRss><description>&lt;p&gt;&amp;nbsp;Ouch, this is what I was afraid of. The issue with this is that you just can&amp;#39;t create a filter here that will work. I&amp;#39;m sorry - I&amp;#39;ve tried this in the past, where the data comes from two separate data sources like this, and the best work around I&amp;#39;ve arrived at is using faux hide / show sections, where I query the secondary data on the &amp;quot;show&amp;quot; button for the child list for only the items belonging to that specific parent. You just need to display these questions? Because (and forgive me if I am stating something obvious to you) if you want users to be able to save any answers, your going to need those in you main data source.&lt;/p&gt;&lt;p&gt;I think what I would probably do is go ahead and&amp;nbsp;flatten these two&amp;nbsp;lists in SharePoint if&amp;nbsp;the data is just going to be displayed on the form - we can use a preceding sibling formula to make it display in the manner you wish. But if your end goal is to collect answers to these questions, I think it would be best to discuss that first....&amp;nbsp;&lt;/p&gt;</description></item><item><title>Re: Filtering Nested Repeating Tables</title><link>https://www.infopathdev.com:443/forums/thread/106926.aspx</link><pubDate>Wed, 08 Jun 2016 00:14:00 GMT</pubDate><guid isPermaLink="false">033a2e2d-04e2-4a9d-be01-a4634161eefd:106926</guid><dc:creator>Rob Junnier</dc:creator><slash:comments>0</slash:comments><comments>https://www.infopathdev.com:443/forums/thread/106926.aspx</comments><wfw:commentRss>https://www.infopathdev.com:443/forums/commentrss.aspx?SectionID=41&amp;PostID=106926</wfw:commentRss><description>&lt;p&gt;Thanks Hilary! I&amp;#39;ve attached the file; and included in the document the content of the&amp;nbsp;two SharePoint lists that are referenced; as well as a screen shot of my previewer result. The &amp;quot;Parent Question&amp;quot; number stays equal to 1 in each row of the table, instead of increasing with each row in the parent table. &lt;/p&gt;&lt;p&gt;Hope&amp;nbsp;it makes sense what I&amp;#39;m trying to do. Thanks so much for the help!&amp;nbsp;&lt;/p&gt;</description></item><item><title>Re: Filtering Nested Repeating Tables</title><link>https://www.infopathdev.com:443/forums/thread/106925.aspx</link><pubDate>Tue, 07 Jun 2016 22:58:33 GMT</pubDate><guid isPermaLink="false">033a2e2d-04e2-4a9d-be01-a4634161eefd:106925</guid><dc:creator>Hilary Stoupa</dc:creator><slash:comments>0</slash:comments><comments>https://www.infopathdev.com:443/forums/thread/106925.aspx</comments><wfw:commentRss>https://www.infopathdev.com:443/forums/commentrss.aspx?SectionID=41&amp;PostID=106925</wfw:commentRss><description>&lt;p&gt;&amp;nbsp;What does your form schema look like? Care to attach a copy of your template under the Options tab in a reply?&lt;/p&gt;</description></item><item><title>Filtering Nested Repeating Tables</title><link>https://www.infopathdev.com:443/forums/thread/106915.aspx</link><pubDate>Tue, 07 Jun 2016 12:19:38 GMT</pubDate><guid isPermaLink="false">033a2e2d-04e2-4a9d-be01-a4634161eefd:106915</guid><dc:creator>Rob Junnier</dc:creator><slash:comments>0</slash:comments><comments>https://www.infopathdev.com:443/forums/thread/106915.aspx</comments><wfw:commentRss>https://www.infopathdev.com:443/forums/commentrss.aspx?SectionID=41&amp;PostID=106915</wfw:commentRss><description>&lt;p&gt;&amp;nbsp;Hi there - I&amp;#39;m using InfoPath 2010, and want to filter a nested repeating table (the inside table)&amp;nbsp;based on a value in the primary table (the outside table).&lt;/p&gt;&lt;p&gt;I&amp;#39;ve got two DataConnections - &amp;quot;Parent Questions&amp;quot; and &amp;quot;Child Questions&amp;quot;. &amp;quot;Parent Questions&amp;quot; contains two columns: &lt;em&gt;Question_Number&lt;/em&gt; and &lt;em&gt;Question. &lt;/em&gt;&amp;quot;Child Questions&amp;quot; contains three columns: &lt;em&gt;Question Number, Parent Number &lt;/em&gt;and &lt;em&gt;Question&lt;/em&gt;. For example:&lt;/p&gt;&lt;p&gt;&lt;strong&gt;&lt;u&gt;Parent Questions&lt;/u&gt;&lt;/strong&gt;&lt;/p&gt;&lt;p&gt;1&amp;nbsp;&amp;nbsp;&amp;nbsp; Did you do a?&lt;/p&gt;&lt;p&gt;2&amp;nbsp;&amp;nbsp;&amp;nbsp; Did you do b?&lt;/p&gt;&lt;p&gt;3&amp;nbsp;&amp;nbsp;&amp;nbsp; Did you do c?&lt;/p&gt;&lt;p&gt;&lt;strong&gt;&lt;u&gt;Child Questions&lt;/u&gt;&lt;/strong&gt;&lt;/p&gt;&lt;p&gt;1a&amp;nbsp;&amp;nbsp; 1&amp;nbsp;&amp;nbsp; Did you also do a1&lt;/p&gt;&lt;p&gt;2a&amp;nbsp;&amp;nbsp;&amp;nbsp;2&amp;nbsp;&amp;nbsp; Did you also do b1&lt;/p&gt;&lt;p&gt;2b&amp;nbsp;&amp;nbsp; 2&amp;nbsp;&amp;nbsp; Did you also do b2&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;I&amp;#39;ve added Parent Questions as a repeating table (the outside table). I&amp;#39;ve embedded Child Questions (inside table, in yellow within the Parent&amp;nbsp;Question Repeating table:&lt;img src="http://www.infopathdev.com/forums/data:image/png;base64,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" alt="" /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;I&amp;#39;d like to filter the&amp;nbsp;Child Question based on the Parent Question; so, only 1a appears under Question 1; only 2a and 2b appear under Question 2, and nothing appears under Question 3 (this is needed since question 1 will be a screening question: if the answer is &amp;quot;yes&amp;quot; show 1a; if not, do not show 1a). I&amp;#39;ve set up a filter to hide the Child Question if &lt;em&gt;Parent Number&lt;/em&gt;(in child)&lt;em&gt;&amp;nbsp;&lt;/em&gt;!= &lt;em&gt;Question Number&lt;/em&gt;(in parent).&lt;/p&gt;&lt;p&gt;This&amp;nbsp;works&amp;nbsp;for the first&amp;nbsp;Parent row; but&amp;nbsp;not in subsequent rows.&amp;nbsp;The&amp;nbsp;&amp;#39;Parent Number&amp;#39; stays as 1 in subsequent rows,&amp;nbsp;and does not correctly reflect the actual Parent Number:&lt;/p&gt;&lt;p&gt;&lt;img src="http://www.infopathdev.com/forums/data:image/png;base64,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" alt="" /&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Here&amp;#39;s my filter&amp;nbsp;expression: &lt;/p&gt;&lt;p&gt;number(xdXDocument:GetDOM(&amp;quot;Parent Questions&amp;quot;)/dfs:myFields/dfs:dataFields/d:SharePointListItem_RW/d:Question_Number) != number(d:Child)&amp;nbsp;&lt;/p&gt;&lt;p&gt;Any thoughts on how to modify the reference to Parent Question so it&amp;nbsp;correctly matches the Parent row that&amp;nbsp;it is in?&lt;/p&gt;&lt;p&gt;Thanks!&lt;br /&gt;Rob&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description></item></channel></rss>