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<title><![CDATA[Hexagon Safety &amp; Infrastructure - Post to topic Xpath Parsing Question]]></title>
<link>http://support.hexagonsafetyinfrastructure.com/infocenter/index?page=home</link>
<description>Post to topic Xpath Parsing Question</description>
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<item>
        <title><![CDATA[Xpath Parsing Question]]></title>
        <link><![CDATA[http://support.hexagonsafetyinfrastructure.com/infocenter/index?page=forums&topic=507202547cb9676001554a62250a007be7&actp=RSS]]></link>
        <description><![CDATA[<p abp="383">I am trying to write a system to read the supplemental info for an event and write the records into the event comments. I have not been able to determine how to write the xpath language to check if the field is blank. What I encountering is that if the previous record had a&nbsp;value in a field and the following record had no information in the same field, the previous value is being written into the field for that record and any subsequent record added to the event.&nbsp;I attached a screen shot of the supplemental info screen with an example.</p>

<p abp="385">The OLN field for the first record would be written into the OLN field for every following record in the series if the OLN field was empty. My XPath statement for the OLN field&nbsp;is /IFCADCustomReport/Body/Results/Row/oln. I have not able to find a solution searching on line.</p>

<p abp="385">Any assistance would be appreciated.</p>

<p abp="385">Thanks,</p>

<p abp="385">Bruce Cunningham</p>

<p abp="385">Gallatin County 911</p>

<p abp="385">Bozeman, MT</p>

<p abp="387"><img abp="388" 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/></p>
]]></description>
        <pubDate>2016-06-21 00:47:34 Etc/GMT</pubDate>
        <guid isPermaLink="true"><![CDATA[http://support.hexagonsafetyinfrastructure.com/infocenter/index?page=forums&topic=507202547cb9676001554a62250a007be7&actp=RSS]]></guid>
</item><item>
        <title><![CDATA[RE: Xpath Parsing Question]]></title>
        <link><![CDATA[http://support.hexagonsafetyinfrastructure.com/infocenter/index?page=forums&topic=507202547cb9676001554a62250a007be7&actp=RSS#507202539efa1a6015506f4de5e03ade]]></link>
        <description><![CDATA[<p>I&#39;d need a little more information on your systems design/flow in order to answer more directly but here are a couple ideas:</p>

<p>1. If you are only wanting to edit when there is an OLN value you can put a filter on the input series so that your events only fire for rows that do have a value.&nbsp;</p>

<p>2. If this is only one step in your process and you want to process rows that don&#39;t have a value in the OLN field for other reasons. Then if you are using a variable to store the OLN value you can clear it out as the last or first of your process to ensure that the variable always starts empty.</p>

<p>&nbsp;</p>
]]></description>
        <pubDate>2016-06-21 16:20:07 Etc/GMT</pubDate>
        <guid isPermaLink="true"><![CDATA[http://support.hexagonsafetyinfrastructure.com/infocenter/index?page=forums&topic=507202547cb9676001554a62250a007be7&actp=RSS#507202539efa1a6015506f4de5e03ade]]></guid>
</item><item>
        <title><![CDATA[RE: Xpath Parsing Question]]></title>
        <link><![CDATA[http://support.hexagonsafetyinfrastructure.com/infocenter/index?page=forums&topic=507202547cb9676001554a62250a007be7&actp=RSS#507202547cb9676001554a62250a007b02]]></link>
        <description><![CDATA[<p>A bit more information: The system I am trying to write would read the perso table when a Law Enforcment event is closed then write the perso rows linked to the event into the event remarks. I am using an IFCADSQLSelect to read the perso table then parse out the rows in the IFCADCustomReport into a series. Evidently, if the field in the CAD perso record is null, the value is not written into the XML report for the record. I am trying to figure out deal with&nbsp;rows which could have different fields defined in the same report. I attached an example report showing what is going on.</p>
]]></description>
        <pubDate>2016-06-21 19:44:32 Etc/GMT</pubDate>
        <guid isPermaLink="true"><![CDATA[http://support.hexagonsafetyinfrastructure.com/infocenter/index?page=forums&topic=507202547cb9676001554a62250a007be7&actp=RSS#507202547cb9676001554a62250a007b02]]></guid>
</item><item>
        <title><![CDATA[RE: Xpath Parsing Question]]></title>
        <link><![CDATA[http://support.hexagonsafetyinfrastructure.com/infocenter/index?page=forums&topic=507202547cb9676001554a62250a007be7&actp=RSS#507202539efa1a6015506f4de5e03c7a]]></link>
        <description><![CDATA[<p>Would adding a row filter on that sequence that used something like</p>

<p>&nbsp;boolean(/IFCADCustomReport/Body/Results/Row[x]/oln)</p>

<p>help? The boolean function will return true/false based on the existance of the XML node.</p>

<p>(I would be happy to look at the system if you want to export and post it. Or you can just go grab the systems XML file.)</p>

<p>It makes sense to not include empty XML elements when transfering data, it makes data transfer smaller.</p>
]]></description>
        <pubDate>2016-06-21 20:11:58 Etc/GMT</pubDate>
        <guid isPermaLink="true"><![CDATA[http://support.hexagonsafetyinfrastructure.com/infocenter/index?page=forums&topic=507202547cb9676001554a62250a007be7&actp=RSS#507202539efa1a6015506f4de5e03c7a]]></guid>
</item><item>
        <title><![CDATA[RE: Xpath Parsing Question]]></title>
        <link><![CDATA[http://support.hexagonsafetyinfrastructure.com/infocenter/index?page=forums&topic=507202547cb9676001554a62250a007be7&actp=RSS#507202539efa1a6015506f4de5e03cb5]]></link>
        <description><![CDATA[<p>For example, I set up a series that just has the eid and the oln from the perso table. Then you can see that I added a new &quot;Row Event&quot; with a &quot;Condition&quot;. The row event is evaluated for any new row in the perso table but the Condition requires the oln field not to be empty before actually firing the &quot;Row Event&quot;.</p>
]]></description>
        <pubDate>2016-06-21 20:46:20 Etc/GMT</pubDate>
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</item><item>
        <title><![CDATA[SOLUTION: RE: Xpath Parsing Question]]></title>
        <link><![CDATA[http://support.hexagonsafetyinfrastructure.com/infocenter/index?page=forums&topic=507202547cb9676001554a62250a007be7&actp=RSS#507202547e5789750155a99c1fca007975]]></link>
        <description><![CDATA[<p style="line-height: 20.8px;">This is an XPath function and so we&#39;ll have to work around it. I&#39;ve attached an example System to show one way of working around this in EF. For some background, this would all be avoided if each XML object (inside of a large XML document) contained the same tags...even if they are EMPTY. In a perfect world, even if a tag didn&#39;t have a value, it would still be present in the XML object. Like this:</p>

<ul>
	<li>&quot;&lt;tag1&gt;&lt;/tag1&gt;&quot;; or</li>
	<li>&quot;&lt;tag1 /&gt;&quot;</li>
</ul>

<p style="line-height: 20.8px;">Instead, sometimes the tags are removed (not present; not empty; simply not included). This will lead to the XPath parsing challenge you mention where the previous row&#39;s value for that Field will be included as the value for the current Field (as you mentioned in your post).</p>

<p style="line-height: 20.8px;">The workaround is to use 2 Series. The first Series will parse out all the known, standard tags that should be present for each XML object. The second Series will XPath out the XML snippet (inside of the larger XML object) that deals with the XML in question. We will store this XML snippet into a single Field in EF and then pass it down to a second &quot;child&quot; Series for further processing. In order to parse this out in the second &quot;child&quot; Series, we will need to append a root tags around the snippet to make it a valid XML document in it&#39;s own right (since XPath will only work in the second Series if the value being passed down is valid XML with a root tag).</p>

<p style="line-height: 20.8px;">The best way to describe the process is to check out the sample System. It&#39;s sort of hard to explain it via a forum post.</p>

<p style="line-height: 20.8px;">Example System Notes:</p>

<ul>
	<li>When the System is Loaded, I&#39;m adding a sample XML document to the &quot;Cars&quot; Series. The zip file contains a screenshot of what the XML looks like in a Word doc...can&#39;t C/P into these forum windows). You can also see this in the Action Parameter for the &quot;AddRow&quot; Action underneat of the SYSTEM&gt;&gt;LOADED Event.</li>
	<li>The XML contains 3 Vehicle objects, and each contains a Name, Type, and Attributes tag.</li>
	<li>Inside the Attributes tag, a Vehicle can have x number of Attributes. Each Attribute is identified by the Attribute tag.</li>
	<li>In the example, the first 2 vehicles both have Location Attribute tags, but the last Vehicle does not. If you tried to parse this all out in one Series, the last row in the Series, which is associated with the last Vehicle, would actually have a Location value of the previous rows Location, even though it did not have a Location value to begin with.&nbsp;</li>
	<li>To get around this we parse out all the known, high-level values (Name, Type) into the first Series, and then create a single Field that will contain all of the Attributes XML for each vehicle. When the row is added to the first Series, we append root tags aroudn the Attributes XML to make it valid XML (so we can do XPath) parsing in the child Series.</li>
	<li>Each Vehicle makes its own row in the first Series, so each row in the first Series is then passed down to the second, child Series. By doing this, we segregate each Vehicle into its own row so it&#39;s processed separately, so if there is no XML Attribute value (i.e. Location) for one of the Vehicles, it will just show up as empty, as opposed to copying the previous rows value.</li>
</ul>

<p style="line-height: 20.8px;">I could go one, but just check out the attached System and see if you can apply this to your workflow. That is probably the best idea.&nbsp;&nbsp;</p>

<p style="line-height: 20.8px;">&nbsp;</p>

<p style="line-height: 20.8px;">Hope this Helps.</p>

<p style="line-height: 20.8px;">-Jack</p>
]]></description>
        <pubDate>2016-07-11 15:15:58 Etc/GMT</pubDate>
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</item><item>
        <title><![CDATA[RE: Xpath Parsing Question]]></title>
        <link><![CDATA[http://support.hexagonsafetyinfrastructure.com/infocenter/index?page=forums&topic=507202547cb9676001554a62250a007be7&actp=RSS#507202540237be54701566f6bbda4007ace]]></link>
        <description><![CDATA[<p>Jack,</p>

<p>Thanks for the suggestion, it resolved my problem with parsing out the xml with varying attributes in a row. I have an example below:</p>

<p><img src="data:image/png;base64,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" /></p>

<p>Thanks again for the help!</p>

<p>Bruce</p>
]]></description>
        <pubDate>2016-08-20 18:58:18 Etc/GMT</pubDate>
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