<?xml version="1.0" encoding="UTF-8" ?>
<?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: Infopath Help</title><link>https://www.infopathdev.com:443/forums/thread/118638.aspx</link><pubDate>Wed, 28 Mar 2018 21:44:48 GMT</pubDate><guid isPermaLink="false">033a2e2d-04e2-4a9d-be01-a4634161eefd:118638</guid><dc:creator>Hilary Stoupa</dc:creator><slash:comments>0</slash:comments><comments>https://www.infopathdev.com:443/forums/thread/118638.aspx</comments><wfw:commentRss>https://www.infopathdev.com:443/forums/commentrss.aspx?SectionID=41&amp;PostID=118638</wfw:commentRss><description>I think your question is how to count all the selections that are not N/A? So count(pathtofield[. != 0]) ought to do that.</description></item><item><title>Infopath Help</title><link>https://www.infopathdev.com:443/forums/thread/118636.aspx</link><pubDate>Wed, 28 Mar 2018 17:12:42 GMT</pubDate><guid isPermaLink="false">033a2e2d-04e2-4a9d-be01-a4634161eefd:118636</guid><dc:creator>skidambi2</dc:creator><slash:comments>0</slash:comments><comments>https://www.infopathdev.com:443/forums/thread/118636.aspx</comments><wfw:commentRss>https://www.infopathdev.com:443/forums/commentrss.aspx?SectionID=41&amp;PostID=118636</wfw:commentRss><description>&lt;p&gt;&amp;nbsp;Hello Team,&lt;/p&gt;&lt;p&gt;&amp;nbsp;&lt;/p&gt;&lt;p&gt;I have a form&amp;nbsp;library which has option button of six values from 1 to 5 and the last one is N/A by default set to&amp;nbsp;0&lt;/p&gt;&lt;p&gt;&amp;nbsp;Upon selection of the criteria if there are totally 3 options selected as&amp;nbsp;N/A and 3 has been selected with a value of 15&amp;nbsp;I have a overall rating field which should calculate&amp;nbsp;as 15/3 where NA should not be&amp;nbsp;considered .&lt;/p&gt;&lt;p&gt;&amp;nbsp;How can we achieve it &amp;nbsp;&lt;/p&gt;&lt;p&gt;&amp;nbsp;&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;</description></item></channel></rss>