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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: Can we have a fitler in a repeating table?</title><link>https://www.infopathdev.com:443/forums/thread/119859.aspx</link><pubDate>Wed, 19 Sep 2018 03:55:27 GMT</pubDate><guid isPermaLink="false">033a2e2d-04e2-4a9d-be01-a4634161eefd:119859</guid><dc:creator>Jhoanna</dc:creator><slash:comments>0</slash:comments><comments>https://www.infopathdev.com:443/forums/thread/119859.aspx</comments><wfw:commentRss>https://www.infopathdev.com:443/forums/commentrss.aspx?SectionID=41&amp;PostID=119859</wfw:commentRss><description>&lt;p&gt;&amp;nbsp;.xsn attached&lt;/p&gt;</description></item><item><title>Re: Can we have a fitler in a repeating table?</title><link>https://www.infopathdev.com:443/forums/thread/119858.aspx</link><pubDate>Wed, 19 Sep 2018 03:53:55 GMT</pubDate><guid isPermaLink="false">033a2e2d-04e2-4a9d-be01-a4634161eefd:119858</guid><dc:creator>Jhoanna</dc:creator><slash:comments>0</slash:comments><comments>https://www.infopathdev.com:443/forums/thread/119858.aspx</comments><wfw:commentRss>https://www.infopathdev.com:443/forums/commentrss.aspx?SectionID=41&amp;PostID=119858</wfw:commentRss><description>&lt;p&gt;&amp;nbsp;on browser error&lt;/p&gt;</description></item><item><title>Re: Can we have a fitler in a repeating table?</title><link>https://www.infopathdev.com:443/forums/thread/119857.aspx</link><pubDate>Wed, 19 Sep 2018 03:52:37 GMT</pubDate><guid isPermaLink="false">033a2e2d-04e2-4a9d-be01-a4634161eefd:119857</guid><dc:creator>Jhoanna</dc:creator><slash:comments>0</slash:comments><comments>https://www.infopathdev.com:443/forums/thread/119857.aspx</comments><wfw:commentRss>https://www.infopathdev.com:443/forums/commentrss.aspx?SectionID=41&amp;PostID=119857</wfw:commentRss><description>&lt;p&gt;&amp;nbsp;Hello, was able to use another workaround, now what&amp;nbsp;I needed is just a filter for Sub discipline (multiple line) based on Discipline being selected. I used xml document data connection which I converted.&lt;/p&gt;&lt;p&gt;&amp;nbsp;Weird part, it was working offline&amp;nbsp;but on browser it gives an error. I&amp;#39;ll attach the error screenshot on my reply here - thanks&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description></item><item><title>Re: Can we have a fitler in a repeating table?</title><link>https://www.infopathdev.com:443/forums/thread/119775.aspx</link><pubDate>Mon, 10 Sep 2018 22:48:44 GMT</pubDate><guid isPermaLink="false">033a2e2d-04e2-4a9d-be01-a4634161eefd:119775</guid><dc:creator>Hilary Stoupa</dc:creator><slash:comments>0</slash:comments><comments>https://www.infopathdev.com:443/forums/thread/119775.aspx</comments><wfw:commentRss>https://www.infopathdev.com:443/forums/commentrss.aspx?SectionID=41&amp;PostID=119775</wfw:commentRss><description>Oh - I see, you are setting query fields then executing the query. I hadn&amp;#39;t realized that - I thought you just were using conditional formatting. You may want a rule to clear the query fields after the query executes so that you don&amp;#39;t have a stray value confusing things. I think you also may want to have your rules just set the query fields, then add another rule on your search button to run the query, in case the user has made selections from more than one of the dropdowns. Some list field types aren&amp;#39;t query-able, like the multi-select. For those, you will need to use conditional formatting on the repeating table to hide the rows you don&amp;#39;t want the user to see.</description></item><item><title>Re: Can we have a fitler in a repeating table?</title><link>https://www.infopathdev.com:443/forums/thread/119764.aspx</link><pubDate>Thu, 06 Sep 2018 22:39:58 GMT</pubDate><guid isPermaLink="false">033a2e2d-04e2-4a9d-be01-a4634161eefd:119764</guid><dc:creator>Jhoanna</dc:creator><slash:comments>0</slash:comments><comments>https://www.infopathdev.com:443/forums/thread/119764.aspx</comments><wfw:commentRss>https://www.infopathdev.com:443/forums/commentrss.aspx?SectionID=41&amp;PostID=119764</wfw:commentRss><description>&lt;p&gt;&amp;nbsp;screenshot&lt;/p&gt;</description></item><item><title>Re: Can we have a fitler in a repeating table?</title><link>https://www.infopathdev.com:443/forums/thread/119763.aspx</link><pubDate>Thu, 06 Sep 2018 22:37:25 GMT</pubDate><guid isPermaLink="false">033a2e2d-04e2-4a9d-be01-a4634161eefd:119763</guid><dc:creator>Jhoanna</dc:creator><slash:comments>0</slash:comments><comments>https://www.infopathdev.com:443/forums/thread/119763.aspx</comments><wfw:commentRss>https://www.infopathdev.com:443/forums/commentrss.aspx?SectionID=41&amp;PostID=119763</wfw:commentRss><description>&lt;p&gt;&amp;nbsp;Attached. Basically the search result is the one I wanted to filter, based on its result values. Example, given the search returns a long table of values, I can use then the filter to select or trim from the repeating table.&lt;/p&gt;&lt;p&gt;I think it would only work if I selected to&amp;nbsp;search for all, no sense if I searched under Discipline dropdown, perhaps the subdiscipline can be filtered and the employee display name - cascading.&lt;/p&gt;&lt;p&gt;Also for the subdiscipline column, it is a multi text column, how come it is not returning a value in data connection queryFields.&lt;/p&gt;&lt;p&gt;Thank you.&amp;nbsp;&lt;/p&gt;</description></item><item><title>Re: Can we have a fitler in a repeating table?</title><link>https://www.infopathdev.com:443/forums/thread/119758.aspx</link><pubDate>Thu, 06 Sep 2018 15:05:02 GMT</pubDate><guid isPermaLink="false">033a2e2d-04e2-4a9d-be01-a4634161eefd:119758</guid><dc:creator>Hilary Stoupa</dc:creator><slash:comments>0</slash:comments><comments>https://www.infopathdev.com:443/forums/thread/119758.aspx</comments><wfw:commentRss>https://www.infopathdev.com:443/forums/commentrss.aspx?SectionID=41&amp;PostID=119758</wfw:commentRss><description>It is really just a matter of setting the conditional formatting on the repeating table based on your criteria. Feel free to attach a copy of your form under the Options tab in a reply - It is hard to give you specific information without knowing your form schema.</description></item><item><title>Re: Can we have a fitler in a repeating table?</title><link>https://www.infopathdev.com:443/forums/thread/119757.aspx</link><pubDate>Thu, 06 Sep 2018 02:02:25 GMT</pubDate><guid isPermaLink="false">033a2e2d-04e2-4a9d-be01-a4634161eefd:119757</guid><dc:creator>Jhoanna</dc:creator><slash:comments>0</slash:comments><comments>https://www.infopathdev.com:443/forums/thread/119757.aspx</comments><wfw:commentRss>https://www.infopathdev.com:443/forums/commentrss.aspx?SectionID=41&amp;PostID=119757</wfw:commentRss><description>&lt;p&gt;&lt;font face="Times New Roman" size="3"&gt;

&lt;/font&gt;&lt;/p&gt;&lt;p style="margin:0cm 0cm 8pt;"&gt;&lt;font face="Calibri" size="3"&gt;Thank you – how about this scenario – I have a search engine
on top, and on result I can use the filter?&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;font face="Times New Roman" size="3"&gt;

&lt;/font&gt;&lt;/p&gt;&lt;p style="margin:0cm 0cm 8pt;"&gt;&lt;font face="Calibri" size="3"&gt;&amp;nbsp;&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;font face="Times New Roman" size="3"&gt;

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" alt="" /&gt;&lt;/font&gt;&lt;/span&gt;&lt;/p&gt;&lt;p&gt;&lt;font face="Times New Roman" size="3"&gt;

&lt;/font&gt;&lt;/p&gt;&lt;p style="margin:0cm 0cm 8pt;"&gt;&lt;font face="Calibri" size="3"&gt;&amp;nbsp;&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;font face="Times New Roman" size="3"&gt;

&lt;/font&gt;&lt;/p&gt;&lt;p style="margin:0cm 0cm 8pt;"&gt;&lt;font face="Calibri" size="3"&gt;Also another thing, for the CV Status field, can I get this
value from another source passing the Employee Display Name as parameter?&lt;/font&gt;&lt;/p&gt;&lt;p&gt;&lt;font face="Times New Roman" size="3"&gt;

&amp;nbsp;&lt;/font&gt;&lt;/p&gt;</description></item><item><title>Re: Can we have a fitler in a repeating table?</title><link>https://www.infopathdev.com:443/forums/thread/119751.aspx</link><pubDate>Wed, 05 Sep 2018 15:13:35 GMT</pubDate><guid isPermaLink="false">033a2e2d-04e2-4a9d-be01-a4634161eefd:119751</guid><dc:creator>Hilary Stoupa</dc:creator><slash:comments>0</slash:comments><comments>https://www.infopathdev.com:443/forums/thread/119751.aspx</comments><wfw:commentRss>https://www.infopathdev.com:443/forums/commentrss.aspx?SectionID=41&amp;PostID=119751</wfw:commentRss><description>I&amp;#39;ve attached a simple sample of one approach. Save the file locally &amp;amp; preview to try it out.</description></item><item><title>Can we have a fitler in a repeating table?</title><link>https://www.infopathdev.com:443/forums/thread/119750.aspx</link><pubDate>Wed, 05 Sep 2018 05:41:19 GMT</pubDate><guid isPermaLink="false">033a2e2d-04e2-4a9d-be01-a4634161eefd:119750</guid><dc:creator>Jhoanna</dc:creator><slash:comments>0</slash:comments><comments>https://www.infopathdev.com:443/forums/thread/119750.aspx</comments><wfw:commentRss>https://www.infopathdev.com:443/forums/commentrss.aspx?SectionID=41&amp;PostID=119750</wfw:commentRss><description>&lt;p&gt;&amp;nbsp;Hello, it is me again.&lt;/p&gt;&lt;p&gt;&amp;nbsp;This is just to seek&amp;nbsp;help if there&amp;#39;s a way we can put a repeating table filter?&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;img 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" alt="" /&gt;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;Thanks in advance!&lt;/p&gt;&lt;p&gt;Jhoanna&amp;nbsp;&lt;/p&gt;</description></item></channel></rss>