﻿<?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  » timestamps in floating point format</title><generator>InstantForum 2017-1 Final</generator><description>LogViewPlus Support</description><link>https://www.logviewplus.com/forum/</link><webMaster>LogViewPlus Support</webMaster><lastBuildDate>Sat, 11 Apr 2026 06:07:45 GMT</lastBuildDate><ttl>20</ttl><item><title>timestamps in floating point format</title><link>https://www.logviewplus.com/forum/post/2056</link><description>Hi,&lt;br/&gt;I tried and failed to parse the timestamps in log files where the format looks like this:&lt;br/&gt;&lt;br/&gt;[1706782845.436764] [INFO ] [139899789445120] [Class.cpp@method:548] [Class] Running test class&lt;br/&gt;&lt;br/&gt;The first part ([1706782845.436764]) represents a timestamp in seconds and fractions of seconds.&lt;br/&gt;I was able to parse the seconds part and drop the rest, but failed to parse the full timestamp.&lt;br/&gt;&lt;br/&gt;Best Regards,&lt;br/&gt;Daniel&lt;br/&gt;</description><pubDate>Thu, 02 May 2024 13:12:12 GMT</pubDate><dc:creator>danielf82</dc:creator></item><item><title>RE: timestamps in floating point format</title><link>https://www.logviewplus.com/forum/post/2160</link><description>Glad to hear it Daniel - thanks for letting me know!&lt;br/&gt;&lt;br/&gt;Toby</description><pubDate>Thu, 02 May 2024 13:12:12 GMT</pubDate><dc:creator>LogViewPlus Support</dc:creator></item><item><title>RE: timestamps in floating point format</title><link>https://www.logviewplus.com/forum/post/2159</link><description>Hi Toby,&lt;br/&gt;thanks for the quick turnaround time on this issue.&lt;br/&gt;I tried it and it seems to work fine now.&lt;br/&gt;Thanks again,&lt;br/&gt;Daniel&lt;br/&gt;</description><pubDate>Thu, 02 May 2024 13:10:26 GMT</pubDate><dc:creator>danielf82</dc:creator></item><item><title>RE: timestamps in floating point format</title><link>https://www.logviewplus.com/forum/post/2152</link><description>Hi Daniel,&lt;br/&gt;&lt;br/&gt;I just wanted to let you know that we have now released LogViewPlus v3.1.9 as a &lt;a href="https://www.logviewplus.com/download.html" id="if_insertedNode_1714482250026"&gt;BETA release&lt;/a&gt;. &lt;br/&gt;&lt;br/&gt;This release addresses the ElapsedDecimal locale issue discussed above.&lt;br/&gt;&lt;br/&gt;Thanks again for bringing this issue to our attention.&amp;nbsp; Please do let me know if you have any further questions or issues.&lt;br/&gt;&lt;br/&gt;Toby</description><pubDate>Tue, 30 Apr 2024 13:04:58 GMT</pubDate><dc:creator>LogViewPlus Support</dc:creator></item><item><title>RE: timestamps in floating point format</title><link>https://www.logviewplus.com/forum/post/2143</link><description>Good to know. I almost thought I was going crazy :-)&lt;br/&gt;I am looking forward to the update!&lt;br/&gt;</description><pubDate>Mon, 08 Apr 2024 06:23:29 GMT</pubDate><dc:creator>danielf82</dc:creator></item><item><title>RE: timestamps in floating point format</title><link>https://www.logviewplus.com/forum/post/2142</link><description>I can confirm this is a bug.&amp;nbsp; We have implemented a fix which will be available as a BETA release later this week.&amp;nbsp; The fix address this issue as well as other aspects of the code which may have the same problem.&lt;br/&gt;&lt;br/&gt;Thanks for bringing this issue to our attention!&lt;br/&gt;&lt;br/&gt;Toby</description><pubDate>Sun, 07 Apr 2024 12:06:29 GMT</pubDate><dc:creator>LogViewPlus Support</dc:creator></item><item><title>RE: timestamps in floating point format</title><link>https://www.logviewplus.com/forum/post/2137</link><description>I found the (probable) issue. I have a german locale set in my windows. This assumes the decimal separator being a comma.&lt;br/&gt;If I replace the dot in the input with a comma, it works. But I have no control over the input format, so I cannot change this.&lt;br/&gt;I found no settings in LogViewPlus that allows for specification of the decimal separator.&lt;br/&gt;&lt;br/&gt;</description><pubDate>Fri, 05 Apr 2024 10:56:25 GMT</pubDate><dc:creator>danielf82</dc:creator></item><item><title>RE: timestamps in floating point format</title><link>https://www.logviewplus.com/forum/post/2136</link><description>It seems to parse OK using the pattern above:&lt;br/&gt;&lt;br/&gt;&lt;img src="data:image/png;base64,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" alt=""&gt;&lt;br/&gt;&lt;br/&gt;&lt;img 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" alt=""&gt;&lt;br/&gt;&lt;br/&gt;I think there might be an issue with the parser configuration you are using.&lt;br/&gt;</description><pubDate>Fri, 05 Apr 2024 10:45:14 GMT</pubDate><dc:creator>LogViewPlus Support</dc:creator></item><item><title>RE: timestamps in floating point format</title><link>https://www.logviewplus.com/forum/post/2135</link><description>Here is a sample log entry I could not parse:&lt;br/&gt;&lt;br/&gt;&lt;font face="Courier New"&gt;[1712130695.122167] [INFO ] [140305551292416] [SplineControllerLegacy.cpp@cycleCommand:373] [SplineControllerLegacy] New controller state: EXECUTING&lt;/font&gt;</description><pubDate>Fri, 05 Apr 2024 10:40:50 GMT</pubDate><dc:creator>danielf82</dc:creator></item><item><title>RE: timestamps in floating point format</title><link>https://www.logviewplus.com/forum/post/2134</link><description>If I manually update the date in the sample above, it still parses fine with the pattern given:&lt;br/&gt;&lt;img src="data:image/png;base64,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" alt=""&gt;&lt;br/&gt;&lt;br/&gt;Are you sure the log file format is the same?</description><pubDate>Fri, 05 Apr 2024 10:16:09 GMT</pubDate><dc:creator>LogViewPlus Support</dc:creator></item><item><title>RE: timestamps in floating point format</title><link>https://www.logviewplus.com/forum/post/2133</link><description>Hi Daniel,&lt;br/&gt;&lt;br/&gt;It is difficult to see where the problem could be here.&amp;nbsp; It looks like it may be parsing related rather than a problem with ElapsedDecimal. Can you please provide the sample log entry, or a sample timestamp?&lt;br/&gt;&lt;br/&gt;Thanks,&lt;br/&gt;&lt;br/&gt;Toby</description><pubDate>Fri, 05 Apr 2024 10:10:10 GMT</pubDate><dc:creator>LogViewPlus Support</dc:creator></item><item><title>RE: timestamps in floating point format</title><link>https://www.logviewplus.com/forum/post/2132</link><description>I just tried it, and it failed:&lt;br/&gt;&lt;img 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" alt=""&gt;&lt;br/&gt;</description><pubDate>Fri, 05 Apr 2024 09:58:47 GMT</pubDate><dc:creator>danielf82</dc:creator></item><item><title>RE: timestamps in floating point format</title><link>https://www.logviewplus.com/forum/post/2057</link><description>Hi Daniel,&lt;br/&gt;&lt;br/&gt;I am able to get a good parse using &lt;a href="https://www.logviewplus.com/docs/date_specifier.html" id="if_insertedNode_1706887887119"&gt;ElapsedDecimal&lt;/a&gt;&amp;nbsp;with the pattern:&lt;br/&gt;[code][%d{ElapsedDecimal}] [%p] [%S] [%S{Source}] [%c] %m%n [/code]&lt;br/&gt;&lt;img src="data:image/png;base64,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" alt=""&gt;&lt;br/&gt;&lt;br/&gt;ElapsedDecimal is actually recognized by the Parser Wizard, so you can just highlight the field and select the &lt;a href="https://www.logviewplus.com/docs/parser_configuration.html" id="if_insertedNode_1706888079939"&gt;Mark as Date Time&lt;/a&gt; command.&lt;br/&gt;&lt;br/&gt;&lt;img 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" alt=""&gt;&lt;br/&gt;&lt;br/&gt;Hope that helps,&lt;br/&gt;&lt;br/&gt;Toby</description><pubDate>Fri, 02 Feb 2024 15:37:23 GMT</pubDate><dc:creator>LogViewPlus Support</dc:creator></item></channel></rss>