﻿<?xml version="1.0" encoding="UTF-8"?><rss version="2.0" xmlns:dc="http://purl.org/dc/elements/1.1/"><channel><title>LogViewPlus Support » LogViewPlus Support » Help &amp; Support  » Parser Mapping / Parse Message Question</title><generator>InstantForum 2017-1 Final</generator><description>LogViewPlus Support</description><link>https://www.logviewplus.com/forum/</link><webMaster>LogViewPlus Support</webMaster><lastBuildDate>Sun, 26 Jul 2026 21:49:03 GMT</lastBuildDate><ttl>20</ttl><item><title>Parser Mapping / Parse Message Question</title><link>https://www.logviewplus.com/forum/post/2573</link><description>Hi there,&lt;br/&gt;&lt;br/&gt;I’m trying to parse the message below using a pattern parser to extract only the following fields: srcip, dstip, srcintf, dstintf, and policyname. The remaining text should be captured as the message.&lt;br/&gt;&lt;br/&gt;When I configure the filter as shown in the attached screenshot, only a single record is returned, and the rest are not displayed. The same issue occurs when using the parser mapping wizard with “PatternParser.”&lt;br/&gt;&lt;br/&gt;What would be the correct parser configuration to produce eight columns, including date and time?&lt;br/&gt;&lt;br/&gt;&lt;br/&gt;date=2025-03-28 time=21:06:09 id=7656555606374875313 itime="2025-03-29 05:06:10" euid=3 epid=3 dsteuid=3 dstepid=101 logflag=1 logver=705863652 type="traffic" subtype="forward" level="notice" action="close" utmaction="allow" policyid=61 sessionid=12592590 srcip=X.X.X.X dstip=Y.Y.Y.Y tranip=N.N.N.N transip=M.M.M.1 srcport=64117 dstport=54843 tranport=2178 transport=54844 trandisp="snat+dnat" duration=2 proto=6 sentbyte=452 rcvdbyte=2477 sentpkt=11 rcvdpkt=11 logid=0000000013 service="RPC" app="DCL" appcat="NetSer" srcintfrole="undefined" dstintfrole="aaa" dstserver=0 appid=15896 apprisk="low" policytype="policy" eventtime=178268245964307030 countapp=1 poluuid="006c0690-ad45-515e1-02b2-284f1bc4d7a8" dstmac="AA:AA:AA:AA:AA:AA" masterdstmac="BB:BB:BB:BB:BB:BB" dstdevtype="Unknown" dstosname="Unknown" srccountry="Reserved" dstcountry="Reserved" srcintf="interface_a" dstintf="interface_b" applist="default" vpntype="no" policyname="policy1" hostname="hostname" saasinfo=0 apps=DCL dstcity="Reserved" srccity="Reserved" psrcport=64110 pdstport=1451 srcgeoid=1000000000 dstgeoid=1000000000  vd="23" utmref="BBAD457ByYgAAAcCMQWrAjEFq" dtime="2025-03-28 21:06:09" itime_t=17825550770 devname="DEVICE"&lt;br/&gt; to parse message &lt;br/&gt;&lt;br/&gt;Thank you.&lt;br/&gt;&lt;br/&gt;</description><pubDate>Tue, 30 Jun 2026 16:17:36 GMT</pubDate><dc:creator>mglvp</dc:creator></item><item><title>RE: Parser Mapping / Parse Message Question</title><link>https://www.logviewplus.com/forum/post/2574</link><description>Hi MG,&lt;br/&gt;&lt;br/&gt;I am able to get a good parse using the &lt;a href="https://www.logviewplus.com/docs/pattern_parser.html" id="if_insertedNode_1782836000558"&gt;Pattern Parser&lt;/a&gt;...&lt;br/&gt;&lt;img 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" alt=""&gt;&lt;br/&gt;&lt;br/&gt;With the pattern...&lt;br/&gt;[code]%S itime="%d{yyyy-MM-dd %H:mm:ss}" %S srcip=%s{srcip} dstip=%s{dstip} %S srcintf="%S{srcintf}" dstintf="%S{dstintf}" %S%n[/code]&lt;br/&gt;&lt;img 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" alt=""&gt;&lt;br/&gt;&lt;br/&gt;If you look at the pattern, what I am doing is skipping irrelevant elements with %S.&amp;nbsp; LogViewPlus expects log entries to have the same structure, so one gotcha with this pattern is that the elements need to be in the order specified.&amp;nbsp; If this is not the case with your log file, you should consider using a &lt;a href="https://www.logviewplus.com/docs/multi_patterns.html" id="if_insertedNode_1782836149703"&gt;multi-pattern&lt;/a&gt;.&amp;nbsp; If the parameters are random, you will need to use a &lt;a href="https://www.logviewplus.com/docs/custom_parsers.html" id="if_insertedNode_1782836183788"&gt;customer parser&lt;/a&gt;.&lt;br/&gt;&lt;br/&gt;Hope that helps,&lt;br/&gt;&lt;br/&gt;Toby&lt;br/&gt;&lt;br/&gt;</description><pubDate>Tue, 30 Jun 2026 16:17:36 GMT</pubDate><dc:creator>LogViewPlus Support</dc:creator></item></channel></rss>